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") 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") 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") 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") 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	transform-origin: bottom left;
	z-index: 2;
	position: absolute;
	white-space: pre;
	
	line-height: 1.5;
}
.text-container {
	white-space: pre;
}
@supports (-webkit-touch-callout: none) {
	.text-container {
		white-space: normal;
	}
}


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.t.m0_1{transform:matrix(0,-1.27,1,0,0,0);}


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") 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Pdfc63/mrvPXyPYQz8Ge2xJPKz28Ob81ZpuerqlhEq2vEQsSWyxvCDGMxzi6U2yebiXlz1SQUTdrRFVhoQoDYNj6kk9F9MgoyZQQ+CkHt3lHkBgh9/N69mdKz8vy+ooa7+VmXWrY+uF+RS3kgpZxz1VncLG927j4FOBhe0lcWsTWh7vavvP9kUXVryQf5r7vU30SPLYijAtkyEWPLJ5HmGDUgMPLTx3n6c+P3vW4sVEWm5SgU96CNiiHLwQ5NBIcaEfE+HW7vOkCAWEqWA+CjF8Pr3PfSTkk2Qwxt59jykpSFIg+4tSyoxFcMZPmMtXFAjk6yxqw8Izs043yV5cvYk+1Zuw7WKK6M0mPheHmuxtaZZmEPOMPyrXEMEoIAysxcSd0bctd6jMf1kugUsVVIOl3hJCnbPEidH+B0hjwBKQQotSREDUcO9yJvLp/D2i/8whnjOGmxxpWztaoWCfw1IVohO1g2aCpvDafQ1/FoPvv34mgjOu4MZHMJG939JuT3okL/U+pZmnydYo/YfPO4iSDfGKoszSQZJFuSRI4NRl6osTly0eYNwdiQ4kTXj6PqlUkn0lkH1gI1TqEMg8R2vmDU46oV59rdUqJh/18B73xY4d2PPePTxsxw7uq3vt72RkvNPO00k/jXRz79y6xb3b3dL8R2vbHy0tf7S1/tEssoQkgY+qmucyuRyp/6Z29CKNapTwXuDRbvxN9TvLlr1Tzd3GIyvbdlVwnzKRWVc2rDubbvmJ6qpe01gnyn8R5LsAVwJj27q6qtXICzQ4/C1j85QN1eWkpaG+BG1WdZblr5m3bZq5YPKQeZfjnI3pcdxbWB+7Kqp+DXeDiYzdX1N73ks+c20WdxoHJi0Pt1ynPggumFFeI3LIizyHNAgcYuS7i2Zwfs/seygJgyjokKdJNdaOUY7yVI+0QRo3GpjNSu2uPLX7+AQaxLonofAdBxEKCiJUr9YGkciQwLh6UgQyKm77dxsvZOxOn7M1OfLFtbveyip6d3Pdf689j49Xr90W0daw92p63eeqea+0FlbqDUtmT0+dohmV1VS8dF9icle1efmS3IkJJu2Y7NbKuhMpxE4VZP+bfO91MtlKbcwsRdEUMU9pgBLIURIi0ijxDm4t3c3VSU60tT2dQ+47AP7dg/ucIMccGMosG5xj4BEpYJeBSqYuv/qw5OKlk6cuXiz5SVX/Yysd3/vO3XPn7tLBvWdbf6wHVHmJPG/sEngD1Qu84Ww/CFfS2YH1EYvUJhmNGGZQepG455CSh///ww17DW/HzT2cKxRIlWT9kx642x7uzuJ50N1kL8FSmcQWHB7Ua/jSxaIMLcb2+A0u8xYOwzFvchn4zbtcF7efukJttPxCOViWWWKpcZa7ZMYAubNBrg1Urh3YTgMrUIMMI2JzlIJYJX6PM1zHuTjnbU5PDaHHWFZQm3rvW74DDHg5PAbnhQ72O4+ALTMIAV+I2P9auxOLES0ZRBICRwRiEjasUftS/7Ck0NUWLU03STzaNj79dxto4SXw+dsj5O9nvBaZpF8LhQr6HtLH6M+QJ/RJjUnpLjPbaLUOSOEsNQ8fhuREm7WV+YkhDwgaaSTFBQmr5RMYUlap9WVZIBljoISkMd6bvDnpMB57oypr0ab2JReWz9hYbNornXImduHBIO7xtxkqU3X6usYJ1NTqjMUlq3ZOHRZbn29ZvnNGWm1m9HU6szBmLtjP28bkgv3v8fZfecLX32hnjCus9h+CbHIClFTAgh4mRzcbudTMIjMjMzvRVvMhNEK6+kqBppVizTnzBguOSJVAiZVFu8bb7u00HCldeSpr0eU96xvXVOXvGOPbqEqKgTZkeRSXXf5559EH5o2vnT7/etksbmNsDsSpoO9n+gaPIEwBdu527sjRRmp2FZTzkdLp+pELEiY7H2u5Wwc7//W3lpbfbCi/UEQfYasKm7ZE1GQWbqCP0MVXlKWfdXU9KI99wZxZdLV7ecfc0sIV++IRjw9o5vH5jsfn1e/5+A63GYQPwfDTAXzsZWY7ZHaXg4VOjv3h1fv5PWOhK+k8YkCVVlvxQx6W6rzdus79tgGH4wqbxo6uX1TfsEZl/rLz6L/L0+IpxZOepqj5GxdF4ZWJhT2nL/SIFtwCfNyRhnD5UBfkAC2LGGCFCLhcFWJ4xgJC6BpPSoQHa3gjqKADNxdkXW19+wuKssTiibX5ZTUA0cLzXA7lTDdWVG5W1X+97YUvax89cBhtm3UgOz93yQuzqfmN27eJ2XSLR+t3IZt+4bNpRD9af3PNq89fA/H2AlhnAqJqMpVQzs60kjXbyZAZyXgSADSVfPfTBhoCAyIog0FN8FPDi/JqR4fbpPLURanzdV9+SUc1BMeumO23LjstqKH3CjDdNK6Bvi5JAPYahsaiMBSNZqEQk0d8YFx+bMyUKYEjvcPD/T1cXMba+vujQBaaoYN1b7pNtCqhI4bwT4SeJwtoGo0CnL7W/YUfAJz45mN0FUdR46DsfKYwSNx9YU5Vj2Dx7/tfTd7R5rX60e0ffzy+Wbdm+c6psTV2WcXjElKTAiO85ydoVnWmzD1WWX00MamrNrt6RU5W9VqcPNVvc8n05VxD9Krpc9YPNa6pX3+sIjtqTPgIZWJQWBoOkU2MGTFh7rAAB52H83CndRlt8zJ2pabuykhtSzOXFJUXlxWXFOOeSZlT6a0eBP9DwGp3AH9n4EWFI81KYaiEJUXGQ8FX+lJrkQMtKYWhR6o8dNS/q+7wtk6P+Jjinf5Qzo8n5r/ykmULlTG9ZFLuREs8qZYtoCCDiYK51wH6HRAlK4b1tiiWHkFwEhA91JmsI8UdGkrf7tVL6o1jxhjJQ7ARR9O3hfnZKkOQcKiTXA251goKtSTXsCvfB69wrw3Mz5vF+u37itvNWyRHrqRzqxRSFvy1550lRk0ZGKO1ToOMG+YXE9PZsPs90UJud+O02RKXp38272Z+7DdURPMnccZ2IDM2YogCGHRFQJ+fsQ914svXuGj8+QecHwy3b+CbXLDlCX7CwSpPfMK/iNM+g2BYkIkzds7ArGBQ4ysra8Yd1c33n7E1VyLtxWnZjYTJEWLD6E8hrt5Ia1J5ums0QnRZs7dcjC80IYgwvAh7jOtfoqyxvvMV/3ToIOt3tKq9qQvivqTJTxLnER+d1zTOLfQM/JK+3Toxv+c4JEF6lJAE/JuciZWmEvJra7bxVvVnG/uXbPurHaDWv2vdweZOzziSbryiV08MUkTYRshkkgF6gW2kfPzVLMbVA/z9SILoB/1TvtTsaKXNZ5uKWLbPTvnjt90qLLy1rfn90tL3m4tqg4Nri/JXBwWtdqx4sOfAl5WVXx7Y86CiPquzoOh4Ts7xooLOLIEFQSdvV6jAlH08C3oBC67s77vcbokTsLrYV5yU9nKzmwgPn55+QmcZPyHJio+wC0AXVuLBffdQOxNwpHgV6S1VeXt12Lm+oaaysGX0qEZuNxNwIH4BNN0jD5YmRXNK/K/XzpzrMc/kGmdmCbGhGulPgC/VJrmtVblMVN4fGZ6ASUz2saOblzu7xpQketG3j85c/KLPlLGWZOLxYpB0hfd4Hl+Lr/alCbXoMFCLGC2G7lANPo/nZ30F6zDK04nM+kOkMFnKn5n1gV4NwlwcIAz60AjInKQNeGbQh9b2JLGlbNKhrQVZq0u3mPfGG3M3xMc1LAlrr5qfWqZfsbB454yJ+VtVI+PXpJozYpKjp2uGRhUnTc6N1IycuSo5L8U01TfIb4h7dPm8maVRI3hfiJW8L+lCVr3JezJhyHM9LE1yErIaehhrby+3LZDKWbNKzGu9n4H0MKFoSR8z8O1LKN5vVtToOjqOPnqkm18ABUwpGj77rMHSm5ZDliTU1vcL/TEwn1AvMrODBMTK+icNYc4QmIAffsRJA98/1trlmZxQstO/6xCjO+HwyhGqyrInMi80LYw626tvDS0kvvHSed8KhMykhIqRWKPUf83N/mteg2vsLlFYDetFAbmIRwD+0fvBTmG/IAcL1tR5dr9YwW06g72w9ji3HXj7Pj2mVw93yxFiLsPdCnI+ICesaWPDEBFWxiPdWNgGsMHJifzHMJvjSO7GqW+/v/LT14e5G90/PwSJD2lV78+0sldPu/V+C3VlC3atBclSqHgvk5MtK2OwvR1lIyHHWdDxreIFWsZGECzFGuwLalyxLV4c9ec57qyJ+5ZSc99EchfP/TEFF1JKI97AuQRys/HpAPwjVznB8j2PAbebx0DJn6+wcjn0FlbW315EJJJIhzEaBTyk9pQ2PzEkYZgPt/oM9scux7nmcSPiyuZyuzeFR80Dh76kPXr1K+YW6EgseA18vOqFeO3j46WSDqqqqeBxOFgxsOewsOfI/nbPmQpuqamzlm8oYy31dsNKy/gG0MJL4LVsEzK+uX/PsfZRlA1V8TXjB3usL/Cop4wxOyO7AR4dVKJQlL76CPhMjurs4bMnRWlrTubrdPkna2pO5ul0eSdrkgomurpOLEhKKgxzdQ0rVC259OuWpt8vL1l85betW3+7tKQ5te3l7JyX21LhNScbXomnr4MhNxhPyBpy3siyMoXCDFaKMxxfcUp7ShoYQRkNSsp9aG5jctK24uF7JNHe04IU++1js8c++QLkZIC/XzFj0FCycUBrtHFkzNjNDSn4FhnCD9Q8akFBz+xpAgNDuqgz8PurioqrtlR0Zr3WVHcxK2HDbO4Y1bEedxafXbB43Y6SyosLM7rMi7t2xnC3dhLbFwB+3wB+fsjX5Ozt4GAvsXdzs5fQyMWTgXDZ9e/VOp1OyZ/MkDrv50CtVjxAf84a8aCdGvvBk84XG2t2HNwcN7t6fV3BqvWdBS9XlV0uriuoOFD6turD65U7KmtXL2uqWrIgpzZv2bH0GS0ly9s8XQ5vrnopFeIbDBu1DaOBOcYO9lhHWi4HqXa2thKZwixhSF2rQnQhBoNSYDalJhDDOyA1rFFSpyybqKXHz52zbMAfYZs2uq63soX7E++h2sHzLN5zN9hetCalq73SnYEf5OIkgRnJ6jYZslQhev3AMU+/t1Ktk0atoQfwp7Rr3lt1Yl/VuuaW6oyKUW0h1OuW61rvdXnLXl+67KZqfueKwqrWlh2bA3XUyy9wuWMiUl9p2fbWIrCE5PCvEPexxBIPLw3yVngrkIMNA9vms5aI2xQ5AuT3OX7hpJTixika5ksSXrQpcvMn1as+2X7gn55d6sqc7Z1zm5LW1VSV1b2ld/JbvS+r9NTiRW+o6vHIn77DY5sPd2Zkcn3cjwEvvZfavqpiS+Ws2vDc0LSzdTVXS0iuZEF+fg2IsWRiZSiKhhRXCNRKsBeKGVNUiGUkvcFyT1L7YvPTCpiVF4J/DyDHPMDDicCsDjYu/v4+PijAgTF7DnhIDv6sTRZ2mGdGID6fSAELg5DUR9h2XKyVIIxF2vmHqqNbyrJKl55fsOD8suoUc2t01cHUGdUzZtbETKue1V4Wljd5Q1ZofmRkgWpc5vbc6uPDvHaXLW+dHvXCcvPeYcO61uRuzxzXFFgyZ3ZJMEUFlSRVVVGrKH1uTNHCsenR0bkGgkMG+PMI/BlH4uUy1H04Az/I0Zd5LnOU1nj5+Br4ACnFIU7tLHxL4AqsOzDqkQNdFnNlp0sdjjlW5bWdSmyYtam+dmnahoXeylHlbdnLzi0qfHtj40erqz5Xxe0smLPkT6wMOXsntaOiYktw6oTVxgURGefWVF8tq+c+/el77sNmsPVw32N8BP0KnU12jkUqYp1QwtaFAvsEx8YGG6OjZTGBxqgoY2AM3FXL/cDfpUSqSwhjuYTh7xRW4CSyOLoOEsEeHxM6z1YuyJlSzv2Q6Z5p4sXFz87anA1MzltB32Z9YMpClJR//hT0wIZEHRS/j0DQ11XiPgUdyRX/cIBzId9JwHXruT2UPRMLvVN2zgbl2yAdXDXZhyKFoDIaWGBzlSuun700PGxp4sYV5rVLuD1boIEO6TiIvbHLhnc548MPuXlnSfRiuT34I1EWi/JZXlZSkCowgIIwqUgUKGnsSnPdksbEZeHhS5O4PTfxjZ8/xEfPbuL+l/uu4yD3CfcD6U+1fRLaHUskvhI7vOLpaSSV2CEErxSqp+fQw5kUwE8LXK7wkMs9FQqVFOW7SZHOwB8l8Hw1mUeR39elvjyWmr/8hqoMjopcGu1rSpLKjTFR3GzrR1YBH+k5sxLmb1kwdO7wjEjbaQHGac99JN26FqxxZ1IEO2FAYomdJMr0HHyYt9LxooRh5ChfDmDwJP/XGHf6mhKliuCYmODgqClmes5cr3RBQ8IsUMh/bzGafYVJRpNQAvI3uUZrvUarVCb1kCEjvegJIRNCbFG+Lc2zBT9CAQI8aQ98kxZEvtUgVSBsE/xz/8mVUTyPhnqnRmpHSEjEJWSAUbMs/dx6RLf/xjXdWfVP7Nt9GY/6qDytLTV7jdprR27Z/qR5HaWptR7SXWGhk2b5HuPuXr/O3TnRjfVv5b4+e9YrG1KW+I/NTUzO9RuT9fEbOPfXc1j7Qan5A+67o/t65sxKnJ6+6EJFxfncWH2Z5etpoXGbUq9h7aEO7sP37nMf7fUdsd7TCz+dWTMjumrGjKro2DUzAZfFMLdmMInIB3AxmrymGoIdfEd5zvRzHjrENVoeoRjBogg2gp2MgvNtkZNAHzx7kEMf15ABThy0eNAkLsIhj7hvOPkG9f/p73cSGMa/TticH7Z73eK01QWN8VUp/ltrkueWbKws2BoTumijKSduQfHGWVUpfgHZtTNi1i0M2bsyJblofFkm/D2myGHEjJUpRSlT4qdHapz8I5InZq+dTkWaokye7pML58XkTRmO/xnOTo+aOsUL/jwvbFL2pOEjos0JOYnhk330o9zcI/NTZuboyMxWjn6i70nioeqlkHmIphlJPgOZx3+9lARdlXxDVk4v6N2P85qpb3Zwu+ic3gOQsfhjSQq9kMmFO2XnCF8IPACzMv745pvc75IUbMf9xhNWCp0J17HI/gKNkYS/Ug9ATqYNkEo0fnB/08H9m++TG156CW5BFF4kMdIMc5M/kXG4oEJsvgKhKp1ePHPrr4TBZ2hUYPqyZenkoQsN1Y0LDZUYS9NTS0tT00uzwsbrwsN148OI3Z8zF+lc9urf2P35m29wfcxFq91wXSZ77f+1e//BzffhBoeTJ7lf0P8B54rSjwABAAAAAgKPsbCvul8PPPUACwgAAAAAAN2kdfoAAAAA4mgyNfwB/c0JdQgUAAAABgACAAAAAAAAeJxjYGRgYEv7l8bAwKX2h/HHJ85SBqAIMmBlBwCF0wV0AAAAeJy1mA9sV9UVx8/vvfveKzC6ULTGwJIOqBVwf6Ap2DCRDVcnJSItQQasdKOUtXQjFXBzWwF1ZVhqNqUWFQXqDHQqWswYYlA2NzfRsg2EGLLOsqFMZdNsy5Qp8vY5971f+fHrr11JlOSTc/+c373n3nfP997iPi9i9kjWx0XwnbBbMUelw2uWHK9J6jLSQH+DSIwt+4WSY1ZIRz8U/5/+iLukwqyUGi17j0uduVXKzETaJ4rjPcrcmWjHt514sc7F+O6LrHNx+DYchzPU2yLCLuzD2P9iP4P9m7Nd8hXTzG9j3DAj4pcx1/Z+6CKeC8QflZnz/JqkOrWe9X32ZguxbonmNMcop/IjmdkX3nzWckRy0vFWyNb+8LMyk8nXPMGZukKytByMFicdUyfZZjbnORMr0+p5UpCKO0yuHChmmtReAIkL8fefizAN0mYppJyJH0BtbJV7Yzu5P8LT/fdHuO/JImdweDauL1PcbilwaiTPPS5fdneJWJuGqSHeGhmlNvGmNIPa1sSb4RvQSVnidgifx97pHrb10fBJ2g7DazGd7uvSlgq51Qp3x7bV+Yq14r9s5404GD7bU06lNt6v3gR99t3SB6k+hdbOj6kNxqR8O76Hs5O4I6rhDveEVPeFKWc9n5U8p7U35ruyqV8O9EEGX3cL579FNnm/kSHpuE0ySPszYVantd0q16RCf+0AyRmIX2Aies54OofZl7KY1ZzNn8jN7nIpdzdKub1/uHMU9xe9EM9D4+bKsNR7wj+FhtwlZedp74vn9NubJsOsVrfHmtwSayX3l2qdqWRO8LpllmqR56Nbe6UjmAWr8GuJ4vHn2LFzghdkWPBQpKv2Drxb6uI75ozeHd5JfO612jvNlpdJo1ci2UEtv5/K3Toa+y9JBK/is0DK/NGyxur2X4gDBiWkLiiJ1mRO9qxDvBp0+SBx3C4dWRMYgxi930f3sF1HUiN3S7a/Gd8rWIdv2eU/Tb6Bxmn3i3G9Khlm9+QlwM+vZ56U+z957yrJPdY7OOP9xh4k99HupY7HfrlHww/MN9F33Vf8VO+9VfieIE79Bov4ltwP3jsyV/evl14vwzcbHXHTGIpefZ5c3ci6UzTQOxCedk9KqbmfviQ/P6dFjJnrzcA2xtpSf06v3amcxThHvArq5JRZJKvR6DZ/B/wRP/zdd6TNK6f8qOR5r0uuP4421YFY42OdPKN6qLrqF+GbYD2UyVXh98P94bS5zPMsY+WHp/2jjPG0lHoPkusal7A/EOziXhkcr2kiPv+06xhlDpE76JNXR1wtjHUfPBjNn7oO99cyiHOQZ9axDl2Laupxxj4enQXdL/KwjXOYa/dkK+DnLbF71XO3pd4pyT3Wu6Vnj9O09Tz90fHK9bvxu23olO4rOqC6ZS7H38NHv8EMaWVt1bZP5zjB+Kn6p99Qx2MN9u7YJpuwm/wPQPd4md17Sdci+56LdUV1xDwlU6x28H5IaoJ9K2qecRaT7zpzm9Sk6gXfoyCZZ0mtsLnbTcw6/opwjdceruEck8/hk2Z2aLzu8Ek91/obdzZjVMuUZO6Yl0Hfs7oHh6TQzl9J/JWhUWt9Yp2yMTXz7ove3dXBRN5Ve2SW6qHZzNlgTd5t+F/F+03zZ2PYbnPodsauYF9132qjN4I7Rxbbc1Alq5zclH1dG1niXGy/42Ocmwb66yj/lN8upd7I/aO58TjxcVb9pXKHjuHkhqfgr9rfA2Nov8ag8+qcThfzCuPcn/ZG0tg2w8+I4S3q/2Y/dvCdiF3j1DltPNpGTFGeha+52dG9bXO6QcboeWCe9dz3bSZHlpoC7rcqxm2UKc5L0jX4MvarRCrhl/A1+AZcCYvidrVVcd+3vLNo/EeImccbbY+MMNO566bL9Xbua+VGs1Aq3EPyKTOVGBbIXHRtufOqTMO/3sY4T67qibEMO70nxoGuRe1b8PXYb1ImP+cpmQC3QBFMgpEwOW4fB4Vx34D8EmPO/sq/hO8SQIsUeTuxX5BJ3umoDpNgZFyfHPtp22TuznEfdTyS8V/YBfMie3a/tnAeJbEtwinlb8Sxstb5rdxsuY76ddRj62/AzpOd+G1H08sU7XOfk+1uO3tfLDvNSNpnSpHmDd//EsteWaxoW7AwQsvW50VZpiT7GP+HMMNZIAGUwvrYNmZsJ153K2yRRrXUG+0asG65zFcSb0c4/5F1iSdkXa/2GjHmoJRSnqDYPC2RP/vvWzuGM3kTdkGwnDd0iRzx3rdn6SZfpFLhvG/0C6QCWxlcjm7l87vvyUz2pVpzwd2PzmtOFMqIwEWn/y7FiQ5Z53TDWOlU3Ifpf0H+pNZvlYYs/f8I/c025rpPitDTT2ueEks5dqW1UbkGrqdcm6VvjRK5CE0qpe7Yt+FRtHIbfJt3TbXNwxthKv2f43251StEP5pltP+IXdNFtOdqbmV91epHhT9ednj/II4SuQE0r+fwN4Tm0WXue4nVfN9LKde746XSHZ/4kpZTeCatrqyAa6EkrufHaPke7xhz/Fh263j2vlG9b4nuJG81Ma61d/AN+LT6D0jloGKNO/EY328LHIGFsW1LrQeF2GsiLkDH9tuzfacU63em3A6PGAnfNZLYF9lkObFP5MN6mEU2jSC1Poxsshy2mtrECbM7XIP9BO0F0AkMnXgFrub0T8cOhSEwFpZADuQDL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      <xbrli:identifier scheme="http://standards.iso.org/iso/17442">315700GZJC0X5GELP252</xbrli:identifier></xbrli:entity><xbrli:period>
        <xbrli:startDate>2024-01-01</xbrli:startDate>
        <xbrli:endDate>2024-12-31</xbrli:endDate>
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</ix:resources></ix:header></div><div>
<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,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" style="width:909px;height:1286px"/></div><span class="t m0_1 s1_1 t2_1">FIDUROCK NEMOVITOSTI A.S. </span><span class="t s0_1 t1_1">V&#xFD;ro&#x10D;n&#xED; finan&#x10D;n&#xED; zpr&#xE1;va 2025 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEX///+nxBvIAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/></div><span class="t s1_2 t2_2">Obsah </span><span class="t v0_2 s2_2 t3_2">&#x10C;estn&#xE9; prohl&#xE1;&#x161;en&#xED; managementu k v&#xFD;ro&#x10D;n&#xED; finan&#x10D;n&#xED; zpr&#xE1;v&#x11B; </span><span class="t v0_2 s3_2 t4_2">...................................................... </span><span class="t v0_2 s3_2 t5_2">5 </span><span class="t v0_2 s2_2 t6_2">Zpr&#xE1;va p&#x159;edstavenstva </span><span class="t v0_2 s3_2 t7_2">................................................................................................................. </span><span class="t v0_2 s3_2 t8_2">6 </span><span class="t v0_2 s2_2 t9_2">Z&#xE1;kladn&#xED; informace o spole&#x10D;nosti </span><span class="t v0_2 s3_2 ta_2">................................................................................................ </span><span class="t v0_2 s3_2 tb_2">8 </span><span class="t v0_2 s2_2 tc_2">Obecn&#xE9; &#xFA;daje o spole&#x10D;nosti </span><span class="t v0_2 s3_2 td_2">......................................................................................................... </span><span class="t v0_2 s3_2 te_2">8 </span><span class="t v0_2 s3_2 tf_2">Vlastnick&#xE1; struktura </span><span class="t v0_2 s3_2 tg_2">...................................................................................................................... </span><span class="t v0_2 s3_2 th_2">9 </span><span class="t v0_2 s2_2 ti_2">V&#xFD;kaz o &#x159;&#xED;zen&#xED; a spr&#xE1;v&#x11B; spole&#x10D;nosti </span><span class="t v0_2 s3_2 tj_2">........................................................................................... </span><span class="t v0_2 s3_2 tk_2">11 </span><span class="t v0_2 s2_2 tl_2">Org&#xE1;ny spole&#x10D;nosti </span><span class="t v0_2 s3_2 tm_2">..................................................................................................................... </span><span class="t v0_2 s3_2 tn_2">11 </span><span class="t v0_2 s3_2 to_2">Aktivity v oblasti v&#xFD;zkumu a v&#xFD;voje </span><span class="t v0_2 s3_2 tp_2">........................................................................................... </span><span class="t v0_2 s3_2 tq_2">18 </span><span class="t v0_2 s3_2 tr_2">Aktivity v oblasti ochrany &#x17E;ivotn&#xED;ho prost&#x159;ed&#xED; a pracovn&#x11B;pr&#xE1;vn&#xED;ch vztaz&#xED;ch, Klimatick&#xE9; </span><span class="t v0_2 s3_2 ts_2">z&#xE1;le&#x17E;itosti</span><span class="t v0_2 s3_2 tt_2">..................................................................................................................................... </span><span class="t v0_2 s3_2 tu_2">19 </span><span class="t v0_2 s2_2 tv_2">Existence pobo&#x10D;ky nebo jin&#xE9; &#x10D;&#xE1;sti obchodn&#xED;ho z&#xE1;vodu v zahrani&#x10D;&#xED; </span><span class="t v0_2 s3_2 tw_2">........................................ </span><span class="t v0_2 s3_2 tx_2">19 </span><span class="t v0_2 s2_2 ty_2">V&#xFD;znamn&#xE1; soudn&#xED; &#x159;&#xED;zen&#xED; </span><span class="t v0_2 s3_2 tz_2">.............................................................................................................. </span><span class="t v0_2 s3_2 t10_2">19 </span><span class="t v0_2 s3_2 t11_2">V&#xFD;znamn&#xE9; smlouvy </span><span class="t v0_2 s3_2 t12_2">..................................................................................................................... </span><span class="t v0_2 s3_2 t13_2">19 </span><span class="t v0_2 s2_2 t14_2">Odm&#x11B;ny &#xFA;&#x10D;tovan&#xE9; auditory </span><span class="t v0_2 s3_2 t15_2">........................................................................................................ </span><span class="t v0_2 s3_2 t16_2">20 </span><span class="t v0_2 s3_2 t17_2">Portfolio skupiny </span><span class="t v0_2 s3_2 t18_2">......................................................................................................................... </span><span class="t v0_2 s3_2 t19_2">21 </span><span class="t v0_2 s2_2 t1a_2">Geografick&#xE1; p&#x16F;sobnost spole&#x10D;nosti </span><span class="t v0_2 s3_2 t1b_2">.......................................................................................... </span><span class="t v0_2 s3_2 t1c_2">21 </span><span class="t v0_2 s3_2 t1d_2">Makroekonomick&#xFD; v&#xFD;voj v &#x10C;esk&#xE9; republice a na Slovensku </span><span class="t v0_2 s3_2 t1e_2">.................................................... </span><span class="t v0_2 s3_2 t1f_2">37 </span><span class="t v0_2 s2_2 t1g_2">V&#x161;eobecn&#xE1; rizika spojen&#xE1; s podnik&#xE1;n&#xED;m Spole&#x10D;nosti </span><span class="t v0_2 s3_2 t1h_2">............................................................... </span><span class="t v0_2 s3_2 t1i_2">39 </span><span class="t v0_2 s2_2 t1j_2">St&#x159;edn&#x11B;dob&#xFD; v&#xFD;hled aktivit skupiny </span><span class="t v0_2 s3_2 t1k_2">........................................................................................... </span><span class="t v0_2 s3_2 t1l_2">43 </span><span class="t v0_2 s2_2 t1m_2">Skute&#x10D;nosti, kter&#xE9; nastaly po 31.12.2025 </span><span class="t v0_2 s3_2 t1n_2">................................................................................... </span><span class="t v0_2 s3_2 t1o_2">45 </span><span class="t v0_2 s2_2 t1p_2">Z&#xE1;kladn&#xED; finan&#x10D;n&#xED; informace </span><span class="t v0_2 s3_2 t1q_2">....................................................................................................... </span><span class="t v0_2 s3_2 t1r_2">46 </span><span class="t v0_2 s2_2 t1s_2">Vybran&#xE9; finan&#x10D;n&#xED; ukazatele konsolidovan&#xE9; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky </span><span class="t v0_2 s3_2 t1t_2">...................................................... </span><span class="t v0_2 s3_2 t1u_2">46 </span><span class="t v0_2 s2_2 t1v_2">Ocen&#x11B;n&#xED; hodnoty nemovitost&#xED; </span><span class="t v0_2 s3_2 t1w_2">.................................................................................................... </span><span class="t v0_2 s3_2 t1x_2">47 </span><span class="t v0_2 s2_2 t1y_2">Zpr&#xE1;va o auditu individu&#xE1;ln&#xED; a konsolidovan&#xE9; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky </span><span class="t v0_2 s3_2 t1z_2">.................................................. </span><span class="t v0_2 s3_2 t20_2">57 </span><span class="t v0_2 s2_2 t21_2">Individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka za rok kon&#x10D;&#xED;c&#xED; 31. prosince 2025 </span><span class="t v0_2 s3_2 t22_2">................................................... </span><span class="t v0_2 s3_2 t23_2">65 </span><span class="t v0_2 s2_2 t24_2">Individu&#xE1;ln&#xED; V&#xFD;kaz o finan&#x10D;n&#xED; situaci k 31. prosinci 2025 </span><span class="t v0_2 s3_2 t25_2">.......................................................... </span><span class="t v0_2 s3_2 t26_2">66 </span><span class="t v0_2 s2_2 t27_2">Individu&#xE1;ln&#xED; V&#xFD;kaz o &#xFA;pln&#xE9;m v&#xFD;sledku hospoda&#x159;en&#xED; za rok kon&#x10D;&#xED;c&#xED; 31. prosince 2025 </span><span class="t v0_2 s3_2 t28_2">........... </span><span class="t v0_2 s3_2 t29_2">67 </span><span class="t v0_2 s2_2 t2a_2">Individu&#xE1;ln&#xED; V&#xFD;kaz o zm&#x11B;n&#xE1;ch vlastn&#xED;ho kapit&#xE1;lu za rok kon&#x10D;&#xED;c&#xED; 31. prosince 2025 </span><span class="t v0_2 s3_2 t2b_2">................ </span><span class="t v0_2 s3_2 t2c_2">68 </span><span class="t v0_2 s2_2 t2d_2">Individu&#xE1;ln&#xED; V&#xFD;kaz o pen&#x11B;&#x17E;n&#xED;ch toc&#xED;ch za rok kon&#x10D;&#xED;c&#xED; 31. prosince 2025 </span><span class="t v0_2 s3_2 t2e_2">................................. </span><span class="t v0_2 s3_2 t2f_2">69 </span><span class="t v0_2 s2_2 t2g_2">Konsolidovan&#xFD; v&#xFD;kaz o finan&#x10D;n&#xED; situaci k 31. prosinci 2025</span><span class="t v0_2 s3_2 t2h_2">..................................................... </span><span class="t v0_2 s3_2 t2i_2">93 </span><span class="t v0_2 s2_2 t2j_2">Konsolidovan&#xFD; v&#xFD;kaz o &#xFA;pln&#xE9;m v&#xFD;sledku hospoda&#x159;en&#xED; za rok kon&#x10D;&#xED;c&#xED; 31. prosincem 2025 ... 94 </span><span class="t v0_2 s2_2 t2k_2">Konsolidovan&#xFD; v&#xFD;kaz o zm&#x11B;n&#xE1;ch vlastn&#xED;ho kapit&#xE1;lu za rok kon&#x10D;&#xED;c&#xED; 31. prosincem 2025</span><span class="t v0_2 s3_2 t2l_2">........ </span><span class="t v0_2 s3_2 t2m_2">95 </span><span class="t v0_2 s2_2 t2n_2">Konsolidovan&#xFD; v&#xFD;kaz o pen&#x11B;&#x17E;n&#xED;ch toc&#xED;ch za rok kon&#x10D;&#xED;c&#xED; 31. prosince 2025</span><span class="t v0_2 s3_2 t2o_2">............................ </span><span class="t v0_2 s3_2 t2p_2">96 </span><span class="t v0_2 s2_2 t2q_2">Pou&#x17E;it&#xE9; definice a zkratky </span><span class="t v0_2 s3_2 t2r_2">......................................................................................................... </span><span class="t v0_2 s3_2 t2s_2">134 </span><span class="t v0_2 s2_2 t2t_2">Podklady pro v&#xFD;po&#x10D;et finan&#x10D;n&#xED;ch ukazatel&#x16F; </span><span class="t v0_2 s3_2 t2u_2">............................................................................ </span><span class="t v0_2 s3_2 t2v_2">135 </span><span class="t v0_2 s2_2 t2w_2">Pou&#x17E;it&#xE9; zdroje a publikace v kapitole Makroekonomick&#xFD; v&#xFD;voj v &#x10C;esk&#xE9; republice a na </span><span class="t v0_2 s3_2 t2x_2">Slovensku </span><span class="t v0_2 s3_2 t2y_2">.................................................................................................................................. </span><span class="t v0_2 s3_2 t2z_2">136 </span><span class="t s0_2 t1_2">2 </span><a href="#a113_10" style="left:122px;top:154px;position:absolute;transform-origin:top left;z-index:99;width:683px;height:23px;text-decoration:none"> </a><a href="#a114_11" style="left:122px;top:177px;position:absolute;transform-origin:top left;z-index:99;width:683px;height:22px;text-decoration:none"> </a><a href="#a115_12" style="left:122px;top:199px;position:absolute;transform-origin:top left;z-index:99;width:683px;height:23px;text-decoration:none"> </a><a href="#a116_13" style="left:122px;top:222px;position:absolute;transform-origin:top left;z-index:99;width:683px;height:23px;text-decoration:none"> </a><a href="#a117_14" style="left:122px;top:245px;position:absolute;transform-origin:top left;z-index:99;width:683px;height:22px;text-decoration:none"> </a><a href="#a118_15" style="left:122px;top:267px;position:absolute;transform-origin:top left;z-index:99;width:683px;height:23px;text-decoration:none"> </a><a href="#a119_16" style="left:122px;top:290px;position:absolute;transform-origin:top left;z-index:99;width:683px;height:23px;text-decoration:none"> </a><a href="#a120_17" style="left:122px;top:313px;position:absolute;transform-origin:top left;z-index:99;width:683px;height:23px;text-decoration:none"> </a><a href="#a121_18" style="left:122px;top:336px;position:absolute;transform-origin:top left;z-index:99;width:683px;height:15px;text-decoration:none"> </a><a href="#a122_19" style="left:105px;top:351px;position:absolute;transform-origin:top left;z-index:99;width:700px;height:23px;text-decoration:none"> </a><a href="#a123_110" style="left:122px;top:374px;position:absolute;transform-origin:top left;z-index:99;width:683px;height:23px;text-decoration:none"> </a><a href="#a124_111" style="left:122px;top:397px;position:absolute;transform-origin:top left;z-index:99;width:683px;height:23px;text-decoration:none"> </a><a href="#a125_112" style="left:122px;top:420px;position:absolute;transform-origin:top left;z-index:99;width:683px;height:23px;text-decoration:none"> </a><a href="#a126_113" 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<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEW7mUnB8uRMAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/></div><span class="t m0_3 s1_3 t2_3">Prezenta&#x10D;n&#xED; &#x10D;&#xE1;st </span><span class="t s0_3 t1_3">3 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAACVBMVEUAIGBAWIj////ey/HTAAAEiklEQVR42u3BAQ0AAAgDoGv/0Nb4HJAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPDVAhyzQ4QBsOgqo1NLKYAAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/></div><span class="t v0_4 s0_4 t1_4">Kl&#xED;&#x10D;ov&#xE9; konsolidovan&#xE9; ukazatele </span><span class="t s1_4 t2_4">PROVOZN&#xCD; UKAZATELE </span><span class="t s1_4 t3_4">2025 </span><span class="t s1_4 t4_4">2024 </span><span class="t s1_4 t5_4">2023 </span><span class="t s1_4 t6_4">2022 </span><span class="t s1_4 t7_4">2021 </span><span class="t s2_4 t8_4">Po&#x10D;et retail park&#x16F; </span><span class="t s4_4 ta_4">13 </span><span class="t s4_4 tb_4">11 </span><span class="t s4_4 tc_4">11 </span><span class="t s4_4 td_4">10 </span><span class="t s4_4 te_4">9 </span><span class="t s3_4 t9_4">v provozu </span><span class="t s2_4 tf_4">Po&#x10D;et retail park&#x16F; </span><span class="t s4_4 th_4">1 </span><span class="t s4_4 ti_4">2 </span><span class="t s4_4 tj_4">2 </span><span class="t s4_4 tk_4">2 </span><span class="t s4_4 tl_4">3 </span><span class="t s2_4 tg_4">v p&#x159;&#xED;prav&#x11B; </span><span class="t s3_4 tm_4">Pronaj&#xED;mateln&#xE1; plocha </span><span class="t s1_4 to_4">2 </span><span class="t s4_4 tq_4">119,2 </span><span class="t s4_4 tr_4">110,5 </span><span class="t s4_4 ts_4">109,2 </span><span class="t s4_4 tt_4">80,7 </span><span class="t s4_4 tu_4">74,5 </span><span class="t s5_4 tn_4">(tis. m </span><span class="t s5_4 tp_4">) </span><span class="t s3_4 tv_4">Pronajat&#xE1; plocha </span><span class="t s1_4 tx_4">2 </span><span class="t s4_4 tz_4">117,5 </span><span class="t s4_4 t10_4">109,8 </span><span class="t s4_4 t11_4">108,1 </span><span class="t s4_4 t12_4">80,0 </span><span class="t s4_4 t13_4">73,4 </span><span class="t s5_4 tw_4">(tis. m </span><span class="t s5_4 ty_4">) </span><span class="t s2_4 t14_4">Pr&#x16F;m&#x11B;rn&#xE1; obsazenost </span><span class="t s4_4 t16_4">99,0 % </span><span class="t s4_4 t17_4">99,4 % </span><span class="t s4_4 t18_4">99,0 % </span><span class="t s4_4 t19_4">99,1 % </span><span class="t s4_4 t1a_4">98,6 % </span><span class="t s5_4 t15_4">(%) </span><span class="t s6_4 t1b_4">FINAN&#x10C;N&#xCD; UKAZATELE </span><span class="t s1_4 t1c_4">2025 </span><span class="t s1_4 t1d_4">2024 </span><span class="t s1_4 t1e_4">2023 </span><span class="t s1_4 t1f_4">2022 </span><span class="t s1_4 t1g_4">2021 </span><span class="t s3_4 t1h_4">Hrub&#xE9; provozn&#xED; </span><span class="t s4_4 t1k_4">316 </span><span class="t s4_4 t1l_4">297 </span><span class="t s4_4 t1m_4">243 </span><span class="t s4_4 t1n_4">188 </span><span class="t s4_4 t1o_4">170 </span><span class="t s3_4 t1i_4">v&#xFD;nosy </span><span class="t s7_4 t1j_4">(mil. K&#x10D;) </span><span class="t s2_4 t1p_4">&#x10C;ist&#xFD; zisk </span><span class="t s7_4 t1q_4">(mil. K&#x10D;) </span><span class="t s4_4 t1r_4">251 </span><span class="t s4_4 t1s_4">119 </span><span class="t s4_4 t1t_4">107 </span><span class="t s4_4 t1u_4">51 </span><span class="t s4_4 t1v_4">158 </span><span class="t s3_4 t1w_4">Celkov&#xE1; aktiva </span><span class="t s5_4 t1x_4">(mil. </span><span class="t s4_4 t1z_4">5 526 </span><span class="t s4_4 t20_4">4 618 </span><span class="t s4_4 t21_4">4 573 </span><span class="t s4_4 t22_4">3 187 </span><span class="t s4_4 t23_4">2 953 </span><span class="t s5_4 t1y_4">K&#x10D;) </span><span class="t s3_4 t24_4">Vlastn&#xED; kapit&#xE1;l </span><span class="t s5_4 t25_4">(mil. </span><span class="t s4_4 t27_4">1 433 </span><span class="t s4_4 t28_4">1 096 </span><span class="t s4_4 t29_4">970 </span><span class="t s4_4 t2a_4">1 008 </span><span class="t s4_4 t2b_4">931 </span><span class="t s5_4 t26_4">K&#x10D;) </span><span class="t s8_4 t2c_4">Zdroj pro finan&#x10D;n&#xED; ukazatele je uveden v sekci &#x201E;Podklady pro v&#xFD;po&#x10D;et finan&#x10D;n&#xED;ch ukazatel&#x16F;&#x201C; </span><span class="t s9_4 t2d_4">&#xDA;daje za rok 2024 a 2023 byly opraveny tak, jak je uvedeno v kapitole 2.18 &#x201C;Oprava chyby minul&#xFD;ch let&#x201D; v Konsolidovan&#xE9; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rce. </span></div>
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<span class="t s0_19e16848c84a45a24 t1_19e16848c84a45a24">5 </span><span class="t v0_19e16848c84a45a24 s1_19e16848c84a45a24 t2_19e16848c84a45a24">&#x10C;estn&#xE9; prohl&#xE1;&#x161;en&#xED; managementu </span><span class="t v0_19e16848c84a45a24 s2_19e16848c84a45a24 t3_19e16848c84a45a24">k v&#xFD;ro&#x10D;n&#xED; finan&#x10D;n&#xED; zpr&#xE1;v&#x11B; </span><span class="t s3_19e16848c84a45a24 t4_19e16848c84a45a24">Konsolidovan&#xE1; v&#xFD;ro&#x10D;n&#xED; finan&#x10D;n&#xED; zpr&#xE1;va spole&#x10D;nosti FIDUROCK Nemovitosti a.s. dle na&#x161;eho nejlep&#x161;&#xED;ho v&#x11B;dom&#xED; </span><span class="t s3_19e16848c84a45a24 t5_19e16848c84a45a24">pod&#xE1;v&#xE1; v&#x11B;rn&#xFD; a poctiv&#xFD; obraz o jej&#xED; podnikatelsk&#xE9; &#x10D;innosti, finan&#x10D;n&#xED; situaci a v&#xFD;sledc&#xED;ch hospoda&#x159;en&#xED; za rok 2025 </span><span class="t s4_19e16848c84a45a24 t6_19e16848c84a45a24">a o vyhl&#xED;dk&#xE1;ch budouc&#xED;ho v&#xFD;voje finan&#x10D;n&#xED; situace, podnikatelsk&#xE9; &#x10D;innosti a v&#xFD;sledk&#x16F; hospoda&#x159;en&#xED; a nebyly v n&#xED; </span><span class="t s3_19e16848c84a45a24 t7_19e16848c84a45a24">zaml&#x10D;eny &#x17E;&#xE1;dn&#xE9; skute&#x10D;nosti, kter&#xE9; by m&#x11B;ly dopad na v&#xFD;znam konsolidovan&#xE9; v&#xFD;ro&#x10D;n&#xED; finan&#x10D;n&#xED; zpr&#xE1;vy. </span><span class="t s3_19e16848c84a45a24 t8_19e16848c84a45a24">&#x10C;lenov&#xE9; P&#x159;edstavenstva a dozor&#x10D;&#xED; rady nebyli odsouzeni za podvodn&#xE9; trestn&#xE9; &#x10D;iny, nebyli soudn&#x11B; zbaveni </span><span class="t s3_19e16848c84a45a24 t9_19e16848c84a45a24">zp&#x16F;sobilosti k v&#xFD;konu funkce &#x10D;lena spr&#xE1;vn&#xED;ch, &#x159;&#xED;d&#xED;c&#xED;ch nebo dozor&#x10D;&#xED;ch org&#xE1;n&#x16F; jin&#xE9; spole&#x10D;nosti nebo funkce ve </span><span class="t s3_19e16848c84a45a24 ta_19e16848c84a45a24">veden&#xED; nebo prov&#xE1;d&#x11B;n&#xED; &#x10D;innosti jin&#xE9; spole&#x10D;nosti. Proti &#x10D;len&#x16F;m managementu nebylo a nen&#xED; ze strany statut&#xE1;rn&#xED;ch </span><span class="t s3_19e16848c84a45a24 tb_19e16848c84a45a24">nebo regulatorn&#xED;ch org&#xE1;n&#x16F; vedeno &#xFA;&#x159;edn&#xED; ve&#x159;ejn&#xE9; obvin&#x11B;n&#xED; nebo sankce. V posledn&#xED;ch p&#x11B;ti letech nebyli &#x10D;lenov&#xE9; </span><span class="t s4_19e16848c84a45a24 tc_19e16848c84a45a24">managementu spojeni s konkurzn&#xED;m &#x159;&#xED;zen&#xED;m, spr&#xE1;vou nebo likvidac&#xED; jin&#xFD;ch spole&#x10D;nost&#xED;. </span><span class="t s3_19e16848c84a45a24 td_19e16848c84a45a24">&#x10C;lenov&#xE9; P&#x159;edstavenstva a dozor&#x10D;&#xED; rady prohla&#x161;uj&#xED;, &#x17E;e neexistuje st&#x159;et z&#xE1;jm&#x16F; v souvislosti s &#x10D;innostmi ve skupin&#x11B; </span><span class="t s3_19e16848c84a45a24 te_19e16848c84a45a24">spole&#x10D;nosti FIDUROCK Nemovitosti a.s. ani vn&#x11B; t&#xE9;to skupiny. </span><span class="t s4_19e16848c84a45a24 tf_19e16848c84a45a24">V Praze dne 30. dubna 2026 </span><span class="t s4_19e16848c84a45a24 tg_19e16848c84a45a24">David Hauerland, MBA </span><span class="t s3_19e16848c84a45a24 th_19e16848c84a45a24">&#x10C;len p&#x159;edstavenstva </span><span class="t s4_19e16848c84a45a24 ti_19e16848c84a45a24">PhDr. Petr Valenta </span><span class="t s3_19e16848c84a45a24 tj_19e16848c84a45a24">&#x10C;len p&#x159;edstavenstva </span>
<a id="a113_10" style="left:103px;bottom:1167px;position:absolute;transform-origin:bottom left"> </a></div>
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" style="width:909px;height:1286px"/></div><span class="t v0_6 s0_6 t1_6">Zpr&#xE1;va p&#x159;edstavenstva </span><span class="t s2_6 t12_6">v region&#xE1;ln&#xED;ch retailov&#xFD;ch lokalit&#xE1;ch a d&#xE1;le podpo&#x159;ila </span><span class="t s1_6 t13_6">diverzifikaci portfolia. Nad&#xE1;le jsme se zam&#x11B;&#x159;ovali na </span><span class="t s1_6 t14_6">to, aby na&#x161;e retailov&#xE9; parky nab&#xED;zely vyv&#xE1;&#x17E;enou </span><span class="t s1_6 t15_6">skladbu n&#xE1;jemc&#x16F;, odpov&#xED;daly aktu&#xE1;ln&#xED;m pot&#x159;eb&#xE1;m </span><span class="t s1_6 t16_6">dom&#xE1;cnost&#xED; a reflektovaly spot&#x159;ebitelsk&#xE9; preference </span><span class="t s2_6 t17_6">orientovan&#xE9; na dostupnost, pohodl&#xED; a koncentraci </span><span class="t s1_6 t18_6">slu&#x17E;eb na jednom m&#xED;st&#x11B;. </span><span class="t s1_6 t19_6">Rok 2025 se nesl tak&#xE9; ve znamen&#xED; zvy&#x161;ov&#xE1;n&#xED; </span><span class="t s1_6 t1a_6">provozn&#xED; </span><span class="t s1_6 t1b_6">efektivity, </span><span class="t s1_6 t1c_6">d&#x16F;sledn&#xE9; </span><span class="t s1_6 t1d_6">spr&#xE1;vy </span><span class="t s1_6 t1e_6">n&#xE1;klad&#x16F; </span><span class="t s2_6 t1f_6">a posilov&#xE1;n&#xED; stability v&#xFD;nos&#x16F;. Kl&#xED;&#x10D;ovou v&#xFD;hodou </span><span class="t s1_6 t1g_6">na&#x161;ich retailov&#xFD;ch park&#x16F; z&#x16F;st&#xE1;v&#xE1; jejich dobr&#xE1; </span><span class="t s1_6 t1h_6">dopravn&#xED; dostupnost, praktick&#xE9; venkovn&#xED; uspo&#x159;&#xE1;d&#xE1;n&#xED; </span><span class="t s1_6 t1i_6">a orientace na ka&#x17E;dodenn&#xED; spot&#x159;ebu. Pr&#xE1;v&#x11B; tyto </span><span class="t s1_6 t1j_6">charakteristiky p&#x159;isp&#xED;vaj&#xED; k dlouhodob&#xE9; atraktivit&#x11B; </span><span class="t s2_6 t1k_6">portfolia a umo&#x17E;&#x148;uj&#xED; n&#xE1;m pru&#x17E;n&#x11B; reagovat na zm&#x11B;ny </span><span class="t s1_6 t1l_6">v chov&#xE1;n&#xED; z&#xE1;kazn&#xED;k&#x16F; i n&#xE1;jemc&#x16F;. </span><span class="t s1_6 t2_6">V&#xE1;&#x17E;en&#xED; akcion&#xE1;&#x159;i, obchodn&#xED; partne&#x159;i a zam&#x11B;stnanci, </span><span class="t s1_6 t1m_6">Sou&#x10D;asn&#x11B; jsme pokra&#x10D;ovali v odpov&#x11B;dn&#xE9;m p&#x159;&#xED;stupu </span><span class="t s2_6 t1n_6">k podnik&#xE1;n&#xED;. ESG aspekty, energetick&#xE1; efektivita </span><span class="t s1_6 t3_6">rok </span><span class="t s1_6 t4_6">2025 </span><span class="t s1_6 t5_6">byl </span><span class="t s1_6 t6_6">pro </span><span class="t s1_6 t7_6">spole&#x10D;nost </span><span class="t s1_6 t8_6">obdob&#xED;m </span><span class="t s1_6 t9_6">dal&#x161;&#xED; </span><span class="t s2_6 t1o_6">a dlouhodob&#xE1; </span><span class="t s1_6 t1p_6">udr&#x17E;itelnost </span><span class="t s1_6 t1q_6">provozu </span><span class="t s1_6 t1r_6">z&#x16F;st&#xE1;vaj&#xED; </span><span class="t s2_6 ta_6">stabilizace, </span><span class="t s2_6 tb_6">provozn&#xED;ho </span><span class="t s2_6 tc_6">posilov&#xE1;n&#xED; </span><span class="t s2_6 td_6">a </span><span class="t s2_6 te_6">potvrzen&#xED; </span><span class="t s1_6 t1s_6">d&#x16F;le&#x17E;itou sou&#x10D;&#xE1;st&#xED; na&#x161;eho rozhodov&#xE1;n&#xED; p&#x159;i spr&#xE1;v&#x11B; </span><span class="t s1_6 tf_6">spr&#xE1;vnosti na&#x161;&#xED; dlouhodob&#xE9; strategie. P&#x159;esto&#x17E;e tr&#x17E;n&#xED; </span><span class="t s2_6 t1t_6">i dal&#x161;&#xED;m rozvoji portfolia. Vn&#xED;m&#xE1;me je nejen jako </span><span class="t s1_6 tg_6">prost&#x159;ed&#xED; z&#x16F;st&#xE1;valo citliv&#xE9; na geopolitick&#xFD; v&#xFD;voj, cenu </span><span class="t s1_6 t1u_6">z&#xE1;vazek v&#x16F;&#x10D;i okol&#xED;, ale tak&#xE9; jako p&#x159;irozenou sou&#x10D;&#xE1;st </span><span class="t s1_6 th_6">financov&#xE1;n&#xED; i prom&#x11B;ny spot&#x159;ebitelsk&#xE9;ho chov&#xE1;n&#xED;, </span><span class="t s1_6 t1v_6">odpov&#x11B;dn&#xE9;ho &#x159;&#xED;zen&#xED; hodnoty na&#x161;ich aktiv. </span><span class="t s2_6 ti_6">v jeho pr&#x16F;b&#x11B;hu jsme mohli sledovat postupn&#xE9; </span><span class="t s1_6 t1w_6">Do </span><span class="t s1_6 t1x_6">dal&#x161;&#xED;ho </span><span class="t s1_6 t1y_6">obdob&#xED; </span><span class="t s1_6 t1z_6">vstupujeme </span><span class="t s1_6 t20_6">s </span><span class="t s1_6 t21_6">d&#x16F;v&#x11B;rou </span><span class="t s1_6 tj_6">uklidn&#x11B;n&#xED; </span><span class="t s1_6 tk_6">situace, </span><span class="t s1_6 tl_6">vy&#x161;&#x161;&#xED; </span><span class="t s1_6 tm_6">investi&#x10D;n&#xED; </span><span class="t s1_6 tn_6">aktivitu </span><span class="t s2_6 t22_6">a s v&#x11B;dom&#xED;m, &#x17E;e kvalitn&#xED; retailov&#xE9; nemovitosti se </span><span class="t s2_6 to_6">a pokra&#x10D;uj&#xED;c&#xED; z&#xE1;jem o kvalitn&#xED; retailov&#xE9; nemovitosti. </span><span class="t s2_6 t23_6">stabiln&#xED;m n&#xE1;jemn&#xED;m v&#xFD;nosem maj&#xED; v portfoliu </span><span class="t s1_6 tp_6">Segment retail park&#x16F; v roce 2025 znovu potvrdil svou </span><span class="t s1_6 t24_6">dlouhodob&#xE9;ho investora pevn&#xE9; m&#xED;sto. Na&#x161;&#xED; prioritou </span><span class="t s1_6 tq_6">odolnost a atraktivitu. Z&#xE1;jem z&#xE1;kazn&#xED;k&#x16F;, n&#xE1;jemc&#x16F; </span><span class="t s1_6 t25_6">proto i nad&#xE1;le z&#x16F;st&#xE1;v&#xE1; aktivn&#xED; spr&#xE1;va portfolia, </span><span class="t s2_6 tr_6">i investor&#x16F; nad&#xE1;le podporoval r&#x16F;st tohoto form&#xE1;tu, </span><span class="t s2_6 t26_6">vysok&#xE1; </span><span class="t s2_6 t27_6">obsazenost, </span><span class="t s2_6 t28_6">provozn&#xED; </span><span class="t s2_6 t29_6">discipl&#xED;na </span><span class="t s2_6 ts_6">zejm&#xE9;na v regionech a v lokalit&#xE1;ch, kter&#xE9; pln&#xED; roli </span><span class="t s2_6 t2a_6">a dlouhodob&#xE9; zhodnocov&#xE1;n&#xED; hodnoty aktiv pro na&#x161;e </span><span class="t s1_6 tt_6">p&#x159;irozen&#xE9;ho centra ka&#x17E;dodenn&#xED;ch n&#xE1;kup&#x16F;. Tento </span><span class="t s1_6 t2b_6">akcion&#xE1;&#x159;e. </span><span class="t s1_6 tu_6">v&#xFD;voj vn&#xED;m&#xE1;me jako potvrzen&#xED; na&#x161;eho dlouhodob&#xE9;ho </span><span class="t s1_6 t2c_6">V roce 2026 budeme pokra&#x10D;ovat v zam&#x11B;&#x159;en&#xED; na t&#x159;i </span><span class="t s1_6 tv_6">rozhodnut&#xED; soust&#x159;edit se na retail parky, jejich dr&#x17E;bu </span><span class="t s1_6 t2d_6">kl&#xED;&#x10D;ov&#xE9; oblasti: stabilizaci &#x10D;ist&#xE9;ho provozn&#xED;ho zisku </span><span class="t s1_6 tw_6">a pr&#x16F;b&#x11B;&#x17E;nou optimalizaci jejich provozu i celkov&#xE9; </span><span class="t s1_6 t2e_6">(NOI) na&#x161;eho portfolia, zvy&#x161;ov&#xE1;n&#xED; v&#xE1;&#x17E;en&#xE9; pr&#x16F;m&#x11B;rn&#xE9; </span><span class="t s1_6 tx_6">hodnoty. V pr&#x16F;b&#x11B;hu roku jsme se soust&#x159;edili nejen na </span><span class="t s1_6 t2f_6">doby trv&#xE1;n&#xED; n&#xE1;jemn&#xED;ch smluv (WAULT), je&#x17E; je v r&#xE1;mci </span><span class="t s1_6 ty_6">udr&#x17E;en&#xED; vysok&#xE9; obsazenosti a kvalitn&#xED;ho n&#xE1;jemn&#xED;ho </span><span class="t s1_6 t2g_6">&#x159;&#xED;zen&#xED; retailov&#xE9;ho portfolia kritick&#xFD;m ukazatelem, </span><span class="t s2_6 tz_6">mixu, ale tak&#xE9; na dal&#x161;&#xED; rozvoj portfolia. V&#xFD;znamn&#xFD;m </span><span class="t s2_6 t2h_6">jeliko&#x17E; del&#x161;&#xED; trv&#xE1;n&#xED; smluv poskytuje v&#x11B;t&#x161;&#xED; stabilitu </span><span class="t s1_6 t10_6">krokem bylo jeho roz&#x161;&#xED;&#x159;en&#xED; o n&#xE1;kupn&#xED; galerii Ark&#xE1;da </span><span class="t s2_6 t2i_6">a p&#x159;edv&#xED;datelnost </span><span class="t s1_6 t2j_6">na&#x161;ich </span><span class="t s1_6 t2k_6">p&#x159;&#xED;jm&#x16F; </span><span class="t s1_6 t2l_6">a </span><span class="t s1_6 t2m_6">roz&#x161;i&#x159;ov&#xE1;n&#xED; </span><span class="t s1_6 t11_6">Prost&#x11B;jov, kter&#xE1; pos&#xED;lila na&#x161;i p&#x159;&#xED;tomnost </span><span class="t s2_6 t2n_6">st&#xE1;vaj&#xED;c&#xED;ho portfolia. </span><a id="a114_11" style="left:103px;bottom:1177px;position:absolute;transform-origin:bottom left"> </a></div>
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" style="width:909px;height:1286px"/></div><span class="t s1_7 t2_7">V&#xFD;voj hlavn&#xED;ch ukazatel&#x16F; b&#x11B;hem roku 2025 </span><span class="t s2_7 t1s_7">V pr&#x16F;b&#x11B;hu roku 2026 chceme portfolio d&#xE1;le roz&#x161;&#xED;&#x159;it </span><span class="t s2_7 t3_7">FIDUROCK Nemovitosti a.s. v &#x10C;esk&#xE9; republice a na </span><span class="t s2_7 t1t_7">tak&#xE9; o nov&#xE9; retail parky, kter&#xE9; vhodn&#x11B; dopln&#xED; jeho </span><span class="t s2_7 t4_7">Slovensku </span><span class="t s2_7 t5_7">prost&#x159;ednictv&#xED;m </span><span class="t s2_7 t6_7">sv&#xFD;ch </span><span class="t s2_7 t7_7">dce&#x159;in&#xFD;ch </span><span class="t s3_7 t1u_7">st&#xE1;vaj&#xED;c&#xED; skladbu a pos&#xED;l&#xED; jeho region&#xE1;ln&#xED; diverzifikaci. </span><span class="t s2_7 t8_7">spole&#x10D;nost&#xED; </span><span class="t s2_7 t9_7">provozuje ji&#x17E; 13 </span><span class="t s2_7 ta_7">retail park&#x16F; na </span><span class="t s2_7 t1v_7">V roce 2026 se budeme soust&#x159;edit tak&#xE9; na dokon&#x10D;en&#xED; </span><span class="t s4_7 tc_7">2 </span><span class="t s3_7 tb_7">119 tis. m </span><span class="t s3_7 td_7">pronaj&#xED;mateln&#xE9; </span><span class="t s3_7 te_7">plochy. </span><span class="t s3_7 tf_7">V </span><span class="t s3_7 tg_7">portfoliu </span><span class="t s2_7 t1w_7">vkladu retailov&#xE9;ho portfolia do nov&#x11B; zalo&#x17E;en&#xE9;ho </span><span class="t s2_7 th_7">spole&#x10D;nosti v&#x10D;etn&#x11B; development projekt&#x16F; je celkem </span><span class="t s2_7 t1x_7">fondu kvalifikovan&#xFD;ch investor&#x16F; FIDUROCK Retail </span><span class="t s3_7 ti_7">14 projekt&#x16F; (v celkov&#xE9; konsolidovan&#xE9; hodnot&#x11B; aktiv </span><span class="t s2_7 t1y_7">Parks Fund SICAV, a.s. a na vyu&#x17E;it&#xED; tohoto kroku pro </span><span class="t s2_7 tj_7">ve v&#xFD;&#x161;i 5,5 miliardy K&#x10D;), kter&#xE9; v roce 2025 generovaly </span><span class="t s2_7 t1z_7">dal&#x161;&#xED; expanzi, modernizaci a dlouhodobou stabilizaci </span><span class="t s2_7 tk_7">&#x10D;ist&#xFD; konsolidovan&#xFD; zisk ve v&#xFD;&#x161;i 251 mil. K&#x10D;. </span><span class="t s3_7 t20_7">retailov&#xE9;ho portfolia. </span><span class="t s2_7 t21_7">Sou&#x10D;asn&#x11B; </span><span class="t s2_7 t22_7">pokra&#x10D;ujeme </span><span class="t s2_7 t23_7">v </span><span class="t s2_7 t24_7">projektu </span><span class="t s2_7 t25_7">sol&#xE1;rn&#xED;ch </span><span class="t s1_7 tl_7">V&#xFD;voj portfolia retail park&#x16F; za rok 2025 </span><span class="t s2_7 t26_7">elektr&#xE1;ren </span><span class="t s2_7 t27_7">na </span><span class="t s2_7 t28_7">&#x10D;esk&#xE9; </span><span class="t s2_7 t29_7">&#x10D;&#xE1;sti </span><span class="t s2_7 t2a_7">portfolia, </span><span class="t s2_7 t2b_7">zejm&#xE9;na </span><span class="t s2_7 tm_7">V roce 2025 jsme se soust&#x159;edili na rozvoj dr&#x17E;en&#xFD;ch </span><span class="t s3_7 t2c_7">v dokon&#x10D;ov&#xE1;n&#xED; povolovac&#xED;ch a provozn&#xED;ch krok&#x16F; u ji&#x17E; </span><span class="t s2_7 tn_7">retail park&#x16F;, a&#x165; ji&#x17E; z hlediska roz&#x161;i&#x159;ov&#xE1;n&#xED; &#x10D;i &#xFA;pravy </span><span class="t s2_7 t2d_7">realizovan&#xFD;ch </span><span class="t s2_7 t2e_7">instalac&#xED; </span><span class="t s2_7 t2f_7">a </span><span class="t s2_7 t2g_7">v </span><span class="t s2_7 t2h_7">p&#x159;&#xED;prav&#x11B; </span><span class="t s2_7 t2i_7">dal&#x161;&#xED;ch. </span><span class="t s2_7 to_7">st&#xE1;vaj&#xED;c&#xED;ch prostor a zefektivn&#x11B;n&#xED; jejich spr&#xE1;vy. </span><span class="t s3_7 t2j_7">U slovensk&#xE9; &#x10D;&#xE1;sti portfolia zat&#xED;m prob&#xED;h&#xE1; anal&#xFD;za </span><span class="t s2_7 tp_7">V&#xFD;znamnou ud&#xE1;lost&#xED; roku bylo roz&#x161;&#xED;&#x159;en&#xED; portfolia </span><span class="t s2_7 t2k_7">tr&#x17E;n&#xED;ch podm&#xED;nek a technick&#xFD;ch mo&#x17E;nost&#xED; v&#xFD;stavby. </span><span class="t s2_7 tq_7">o obchodn&#xED; galerii Ark&#xE1;da Prost&#x11B;jov, jej&#xED;&#x17E; akvizi&#x10D;n&#xED; </span><span class="t s3_7 t2l_7">I zde v&#x161;ak vn&#xED;m&#xE1;me dal&#x161;&#xED; rozvoj v oblasti energetick&#xE9; </span><span class="t s2_7 tr_7">hodnota p&#x159;es&#xE1;hla p&#x16F;l miliardy korun. Sou&#x10D;asn&#x11B; </span><span class="t s2_7 t2m_7">efektivity </span><span class="t s2_7 t2n_7">jako </span><span class="t s2_7 t2o_7">d&#x16F;le&#x17E;itou </span><span class="t s2_7 t2p_7">sou&#x10D;&#xE1;st </span><span class="t s2_7 t2q_7">dlouhodob&#xE9; </span><span class="t s2_7 ts_7">pokra&#x10D;ovala </span><span class="t s2_7 tt_7">stavebn&#xED; </span><span class="t s2_7 tu_7">&#x10D;innost </span><span class="t s2_7 tv_7">zah&#xE1;jen&#xE1; </span><span class="t s3_7 t2r_7">strategie. </span><span class="t s2_7 tw_7">v p&#x159;edchoz&#xED;ch letech a p&#x159;&#xED;prava dal&#x161;&#xED;ch projekt&#x16F;, </span><span class="t s2_7 t2s_7">Nad r&#xE1;mec v&#xFD;&#x161;e uveden&#xE9;ho nad&#xE1;le pracujeme na </span><span class="t s2_7 tx_7">kter&#xE9; maj&#xED; p&#x159;isp&#x11B;t k dal&#x161;&#xED;mu r&#x16F;stu hodnoty portfolia </span><span class="t s2_7 t2t_7">zv&#xFD;&#x161;en&#xED; efektivity, udr&#x17E;itelnosti a implementaci </span><span class="t s2_7 ty_7">skupiny. Mezi kl&#xED;&#x10D;ov&#xE9; ud&#xE1;losti tohoto obdob&#xED; pat&#x159;&#xED;: </span><span class="t s2_7 t2u_7">modern&#xED;ch trend&#x16F; nap&#x159;&#xED;&#x10D; cel&#xFD;m portfoliem. </span><span class="t s5_7 tz_7">- </span><span class="t s2_7 t10_7">RP Pie&#x161;&#x165;any &#x2013; finalizace stavebn&#xED;ch prac&#xED; </span><span class="t s2_7 t2v_7">Na z&#xE1;v&#x11B;r mi op&#x11B;t dovolte pod&#x11B;kovat v&#x161;em na&#x161;im </span><span class="t s2_7 t12_7">RP Levice &#x2013; &#x159;e&#x161;en&#xED; stavebn&#xED;ho povolen&#xED; pro </span><span class="t s6_7 t11_7">- </span><span class="t s2_7 t2w_7">partner&#x16F;m za vynikaj&#xED;c&#xED; spolupr&#xE1;ci a d&#x16F;v&#x11B;ru. Nad&#xE1;le </span><span class="t s2_7 t13_7">druhou f&#xE1;zi projektu </span><span class="t s2_7 t2x_7">jsme odhodl&#xE1;ni poskytovat na&#x161;im z&#xE1;kazn&#xED;k&#x16F;m </span><span class="t s2_7 t15_7">RP Trnava IIB &#x2013; p&#x159;&#xED;pravy na roz&#x161;&#xED;&#x159;en&#xED; projektu </span><span class="t s6_7 t14_7">- </span><span class="t s2_7 t2y_7">vysoce kvalitn&#xED; maloobchodn&#xED; slu&#x17E;by a v&#x11B;&#x159;&#xED;me, &#x17E;e se </span><span class="t s2_7 t17_7">Instalace </span><span class="t s2_7 t18_7">fotovoltaiky </span><span class="t s2_7 t19_7">v RP </span><span class="t s2_7 t1a_7">Choce&#x148;, </span><span class="t s2_7 t1b_7">RP </span><span class="t s6_7 t16_7">- </span><span class="t s2_7 t2z_7">n&#xE1;m bude nad&#xE1;le da&#x159;it roz&#x161;i&#x159;ovat na&#x161;e portfolio </span><span class="t s2_7 t1c_7">Milevsko a RP Mlad&#xE1; Boleslav </span><span class="t s3_7 t30_7">o dal&#x161;&#xED; projekty. </span><span class="t s2_7 t1e_7">Akvizice Ark&#xE1;dy Prost&#x11B;jov </span><span class="t s6_7 t1d_7">- </span><span class="t s3_7 t31_7">V Praze dne 30. dubna 2026 </span><span class="t s3_7 t1f_7">C</span><span class="t s7_7 t1g_7">&#xED;le na rok 2026 </span><span class="t s2_7 t1h_7">V roce 2026 se budeme prim&#xE1;rn&#x11B; soust&#x159;edit na </span><span class="t s2_7 t1i_7">zkvalitn&#x11B;n&#xED; st&#xE1;vaj&#xED;c&#xED;ch retail park&#x16F;, v&#x10D;etn&#x11B; dokon&#x10D;en&#xED; </span><span class="t s3_7 t1j_7">instalace fotovoltaiky a jejich uveden&#xED; do provozu. </span><span class="t s2_7 t1k_7">Z&#xE1;rove&#x148; </span><span class="t s2_7 t1l_7">budeme </span><span class="t s2_7 t1m_7">pracovat </span><span class="t s2_7 t1n_7">na </span><span class="t s2_7 t1o_7">finalizaci </span><span class="t s2_7 t1p_7">developmentu projektu RP Pie&#x161;&#x165;any a zah&#xE1;jen&#xED; </span><span class="t s3_7 t1q_7">v&#xFD;stavby projektu RP Levice, v&#x10D;etn&#x11B; dal&#x161;&#xED;ch men&#x161;&#xED;ch </span><span class="t s2_7 t1r_7">development projekt&#x16F;. </span><span class="t s0_7 t1_7">7 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAElBMVEX////b6PYkd8m+1+9BiNAoecodPN98AAAEl0lEQVR42u3bwQ0AIAjAQETdf2WHMOEBdyP03wgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABoZWWtLTkAAAAAAAAAAAAAAAAAzHWKx8a8mgMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAH8eQMYBzLlHGJQAAAAASUVORK5CYII=" style="width:909px;height:1286px"/></div><span class="t v0_8 s1_8 t2_8">Z&#xE1;kladn&#xED; informace o spole&#x10D;nosti </span><span class="t v0_8 s2_8 t3_8">Obecn&#xE9; &#xFA;daje o spole&#x10D;nosti </span><span class="t s3_8 t4_8">Obchodn&#xED; firma: </span><span class="t s4_8 t5_8">FIDUROCK Nemovitosti a.s. </span><span class="t s5_8 t6_8">Spole&#x10D;nost FIDUROCK Nemovitosti a.s. (d&#xE1;le tak&#xE9; jen &#x201E;Spole&#x10D;nost&#x201C;) byla zalo&#x17E;ena 14. listopadu 2015 jako </span><span class="t s5_8 t7_8">FIDUROCK T&#xE1;bor, a.s. z&#xE1;pisem do obchodn&#xED;ho rejst&#x159;&#xED;ku u M&#x11B;stsk&#xE9;ho soudu v Praze, odd&#xED;l B, vlo&#x17E;ka 21110. Dne </span><span class="t s5_8 t8_8">16. dubna 2018 do&#x161;lo ke zm&#x11B;n&#x11B; jm&#xE9;na Spole&#x10D;nosti na FIDUROCK Nemovitosti a.s. Spole&#x10D;nost je zalo&#x17E;ena na </span><span class="t s5_8 t9_8">dobu neur&#x10D;itou. </span><span class="t s6_8 ta_8">Zem&#x11B; registrace: </span><span class="t s5_8 tb_8">&#x10C;esk&#xE1; republika </span><span class="t s3_8 tc_8">Domicil: </span><span class="t s5_8 td_8">&#x10C;esk&#xE1; republika </span><span class="t s6_8 te_8">S&#xED;dlo Spole&#x10D;nosti: </span><span class="t s5_8 tf_8">V&#xE1;clavsk&#xE9; n&#xE1;m&#x11B;st&#xED; 2132/47, Nov&#xE9; M&#x11B;sto, 110 00 Praha 1 </span><span class="t s6_8 tg_8">Pr&#xE1;vn&#xED; forma spole&#x10D;nosti: </span><span class="t s5_8 th_8">Akciov&#xE1; spole&#x10D;nost </span><span class="t s6_8 ti_8">I&#x10C;O: </span><span class="t s4_8 tj_8">045 64 111 </span><span class="t s3_8 tk_8">LEI: </span><span class="t s4_8 tl_8">315700GZJC0X5GELP252 </span><span class="t s3_8 tm_8">Kontakt: </span><span class="t s4_8 tn_8">Internet: </span><span class="t s7_8 to_8">www.fidurock.com </span><span class="t s4_8 tp_8">E-mail: </span><span class="t s7_8 tq_8">info@fidurock.com </span><span class="t s4_8 tr_8">Telefon: +420 601 337 717 </span><span class="t s6_8 ts_8">Pou&#x17E;iteln&#xE9; pr&#xE1;vn&#xED; p&#x159;edpisy: </span><span class="t s5_8 tt_8">Spole&#x10D;nost se &#x159;&#xED;d&#xED; zejm&#xE9;na p&#x159;&#xED;slu&#x161;n&#xFD;mi ustanoven&#xED;mi z&#xE1;kona &#x10D;. 89/2012 Sb., ob&#x10D;ansk&#xFD; z&#xE1;kon&#xED;k (d&#xE1;le jako </span><span class="t s5_8 tu_8">&#x201E;ob&#x10D;ansk&#xFD; z&#xE1;kon&#xED;k&#x201C;) a z&#xE1;kona &#x10D;. 90/2012 Sb., o obchodn&#xED;ch spole&#x10D;nostech a dru&#x17E;stvech (d&#xE1;le jako &#x201E;z&#xE1;kon </span><span class="t s4_8 tv_8">o obchodn&#xED;ch korporac&#xED;ch&#x201C;). </span><span class="t s6_8 tw_8">P&#x159;edm&#x11B;t podnik&#xE1;n&#xED;: </span><span class="t s5_8 tx_8">V&#xFD;roba, obchod a slu&#x17E;by neuveden&#xE9; v p&#x159;&#xED;loh&#xE1;ch 1 a&#x17E; 3 &#x17E;ivnostensk&#xE9;ho z&#xE1;kona </span><span class="t s5_8 ty_8">P&#x159;edm&#x11B;t podnik&#xE1;n&#xED; Spole&#x10D;nosti je vykon&#xE1;v&#xE1;n v souladu s &#x10D;esk&#xFD;m pr&#xE1;vn&#xED;m &#x159;&#xE1;dem podle z&#xE1;kona &#x10D;. 90/2012 Sb., </span><span class="t s4_8 tz_8">o obchodn&#xED;ch korporac&#xED;ch. </span><span class="t s3_8 t10_8">Hlavn&#xED; m&#xED;sto podnik&#xE1;n&#xED;: </span><span class="t s5_8 t11_8">&#x10C;esko a Slovensko </span><span class="t s6_8 t12_8">Mate&#x159;sk&#xE1; spole&#x10D;nost: </span><span class="t s4_8 t13_8">FIDUROCK Private Equity Participations B.V., se s&#xED;dlem Laarderhoogtweg 25, 1101EB Amsterdam, Nizozemsk&#xE9; </span><span class="t s5_8 t14_8">kr&#xE1;lovstv&#xED;, zapsan&#xE1; v obchodn&#xED;m rejst&#x159;&#xED;ku veden&#xE9;m nizozemskou obchodn&#xED; komorou pod &#x10D;&#xED;slem 64504204. </span><span class="t s6_8 t15_8">Ultim&#xE1;tn&#xED; mate&#x159;sk&#xE1; spole&#x10D;nost: </span><span class="t s4_8 t16_8">Stichting Administratiekantoor Fidurock Holding, se s&#xED;dlem Laarderhoogtweg 25, 1101EB Amsterdam, Nizozemsk&#xE9; </span><span class="t s5_8 t17_8">kr&#xE1;lovstv&#xED;, zapsan&#xE1; v obchodn&#xED;m rejst&#x159;&#xED;ku veden&#xE9;m nizozemskou obchodn&#xED; komorou pod &#x10D;&#xED;slem 855694282. </span><span class="t s6_8 t18_8">Zm&#x11B;na v n&#xE1;zvu vykazuj&#xED;c&#xED; &#xFA;&#x10D;etn&#xED; jednotky: </span><span class="t s5_8 t19_8">Od konce p&#x159;edchoz&#xED;ho obdob&#xED; nedo&#x161;lo ke zm&#x11B;n&#x11B; n&#xE1;zvu vykazuj&#xED;c&#xED; &#xFA;&#x10D;etn&#xED; jednotky. </span><span class="t s6_8 t1a_8">V&#xFD;ro&#x10D;n&#xED; finan&#x10D;n&#xED; zpr&#xE1;va sestavena za obdob&#xED;: </span><span class="t s4_8 t1b_8">1. ledna 2025&#x2013;31. prosince 2025 </span><span class="t s6_8 t1c_8">M&#x11B;na vykazov&#xE1;n&#xED;: </span><span class="t s4_8 t1d_8">CZK </span><span class="t s0_8 t1_8">8 </span><a id="a115_12" style="left:103px;bottom:1167px;position:absolute;transform-origin:bottom left"> </a><a id="a116_13" style="left:103px;bottom:1106px;position:absolute;transform-origin:bottom left"> </a></div>
<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " 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0WjtDqLeFaNIfPZxomP0SijueKzjfuoRlmmf2mIfIw8aaxUP+O7P8nL9SmhMUhJfGXaLw+S57WJQ2MslNHLFUDj08TXF6cJJcm9Pol41nrfs779I9/ZGp9NhsAg0+d71st/+aUfQr1fJyRDYImJuZ5Gngwan6ZkbnGrI773xypq8KqedRctWd3st7FCYZDFy1mPecGSgFvud4TAWOKLiv2ql3W0HqoaOZRU7/f2XMv37VvuDUq1qmffQyNjKsp7fIY2bW7v6Uk2NcY/9rhB2bMLrKvKzZVBWGA5HGh82jWVrZb2XDq9y5IlDUIxvOf5QytJSezxOWJ5TLqeHqQi6UUvsK6MzQW6XrXAXlWNHA4h6LlIllkoCEbEcw5S1uNzlOuMkbycQRI9PpbMilhJL1tgr6rGHj2tHc+iXpGh8m2Jsr4yllgnry8tGmiExhAuHxqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERqhERoRNEIjNEIjNEIjNEIjNEIjNEIjNEIjNEIjNEIjNEIjNEIjNEIjNEIjNEIjNEIjNEIjNEIjNEIjNEJj34nI1STGOO3SxER2n/+jE52YqKoxqhM1ktAfS2xiIsszV53II6GxDyU0+ZdXV2/y2oV9/g/P/FpvZfWG5V6pIPTHovYvb69uX+7hSqCxDyXR+dvovDqi7//hcWxmhlqc0wfGQjXuoYeyR8+WQWNfil1xuK2tWi/s+yNNjmH+8OzrE393CHUlPZZKXZ/ZUYXG7o2jt63NLyVegaFqbXva9tT2jb87Sj39R9SVIoPGvlWK/XB1hfZVGKlA3d7WrhP0ibHI1MvbDs+TcKDxhd7rQU+ia/LryGD/ll4xcqFtc2008RLGFoyx2KtdfKIXLKdXRqMkh80Legqdx6PLD/qvYYufZqMkEeYGYaRyc6VNo+j5CWcrf3ks0UG4P+VF7dYgjCVaqySg8aHHBrNMjZ7gV9zeXhz831Jrnf/kpxzEXIcvGDPRetjbHITJ6i3Zj1yFZWKprSYYY/Ef9gdjLHYVn4DGh51fWVn+wegTwW/0C/gl/2dgkycm+QlHTqqaGyYFZ6jBmOi09V6H9lH7eOlz/eWTRofMWC5OaTVmQ+PPi1355wufJFzpG62J29lU9aTP98ms8cz5JnTGFnXStdnyiA2/IHH9t1uXhM5Y6tdNK9NJoPFnuzis9m1rRH2nNRP9MU+2DyQzlx8pDKmx9fO6HvHAidLsv3AqpMbyp+al6dD4YMmm6nWdeX2nzpuVqic7kSOxNfQLD6mxRa0vYz/8L414acNxUUiN5ZOLLi00/uzgyVG94lQf0uj+U6XlyQ4cSdufh7hDamxhzeXRD9eYY/vzqNDSeHp0LR8aoTF0NZ7pSxr/DzRCIzRCIzRCIzRCIzRCIzRCIzRCIzRCIzRCIzRCIzRCIzRCIzS+GhoNEXEfMf8NP1ZSX/L1Pcv8zJCtW69dedRK0Fl6/M66bohbu5Xu6sm625dcvnz3aTBXlrhfskZ33AJ69q590lIXsbElcMHJuE+mM7P81e0Bi0qvbT0U96jn7ogKtzzyjshLPX32ztcJG2+8eI0ts68xY1k7quPcVfq/Cz5x0zPcj7lo65C6wM3cxw4Fvl2RevsmUafvTE+UcNkNjb1Eo3voiVIDvUym7pq4buY6wx1hp8eM2x85aX+p4eE3W3NrV9jtBfpR5ID+kZGREw4kdF/S+c8Dd9belpsZ/yl6uRrPTDz4U2Rk/+HLlkzcsYZZ/za+MWzM9dGRkcMn7e9ayzvWrRoe2f/E9LMPn1NRxKSS7Y+SWrJt9u1buW9uqxe9cI2pO9+bRt/9/4yoH3R9eGTk6P5DOrdHtA7aHxk5btC1DuYaYZHvfEdfI3LOpe553n1kWMvtm9/YOycMGnvLnuqKKTfpReY+N376yQHXbtsTTZ34wZBOd9z44QmGFrfb3bI9T2RoaTEw6wR9gUH09f5pa5hLA+vyrtGzDUyiwJW2i3Z/HBlFf93ibhHl1U38ifna4Dbc3gwFbt/9paHF0H1ZiyFoGsO+mzTV0FJ6MXLJ6g+20L/ZsPfNiDHjI9yG1Jvv7WSexev+fvzOQsPXE8afDGdG29I1ELeoe85EonNTToa33B5AXvfM0mOix+o+cPF4YKzu7aKwidO+6bqjRPeNM+++IRu6vhTd/fHzaazbMWWLm5nq1+/sWmMwTB03LSK8ZMbqGwbDlV2TPmFud2n44E+Ya2zvmnfR9riL2zpF3TOY8NOOhDsL6M5CznvIjHf95N5xQWNPa9x9kaFTuHPS6aN3Nd7YO2A6vS4bhsyZ+tWYW0P3D+/398t7bw3d+7VItGbBth03o+onfnvh1tC1nV0aT2zsWjw3howZeutPUVs/vD4n4czJbUOHTj87ZMTknWs6IjJujVkR2PIYNo65teP13Yxjw/E5R8asY37N6WHbhh5aYwieRnqEu4ePm3r0g2Hh9JZhZv+oneOX0XNTOv6nQvo/9ZMmMivkNwdKPpmz7daE4RlXDLNXb5vwfaHIsHHO0G3rzp77ccfOWxn/CExPdOXa0FsZUds7h4y5tW1dYdzANyOnph6lb7b265Nj3xwz9cZx+vIVH4mmHtg2dNg3AbaFV4cOHbMssDW6cnX1mDn0/rEo9ftbQ4/8w/1QjQRJafl3yqFy7b+s8duIwE+/fmc4PRrRuZk7C0tm0APNcx+4voKZgUsTL37Tdfu6q9uGjjlfn/H+gD/9/esDt+i5St16cOzrfwn7aszQMaVuQ+mYoUMX3N7FyRNFrb41dPVUZhKG0jkX/jk9ldmuLtg29MA3bmgMikb3hQ+GGESlqzI6htzVmLB/CrP8RZ1nO+OmH7ow5f2tn2wbvffAqoywjjH9Vw9bNWzZTx/ueH3Hj1sMAY0DT27cuHHqJcP50UMXDNu/Zd0b49dFTf/uyNahI4cs+3bGgitD+kcu2DbuK3oFEa2Z1n/vsIn9ApukOe/sWrCMnsKSiT/NyZiUsUYULI2Dzm3c+P2q1zu+2D86StRy8uDRuoDG7RHfRtL726Lz1/cyh4zusx1rjl5bsP/N7xKm9t+1N+PizUufTBw3bOfgaysmT5rz+uBtu5m7JGHn4CN7B++v33Ji6NYjO85/M+6d1fUrVq0+9M9Bfxoy/p3X68+t2nVz28WTZ3Z8N2fr/gVnmPvn5vhhVydkBHYTZ4//9shJ+nd2rh6Y8Xr/E8dbHqJRqVhcYL1bwSJrQ8PsX9I4dsE3G5dcEnVpzIvqP7y+S2Pq0LElAY3Dx/ejF9CSM4Y5k45sjcwoff2dgVsuZwy/erP/8FEnR848ueb10WP2Tuz/yekPhr++OvL2/SY6u//i3r39rzHHxacOjT2xIIJeanVjxl14vf+Ex5xVgsZn1Cg6/8HqjlPXRpcY7tE49cSk2zZEos7vB465fO3jq+7OqzNKjk+5Whd+LWPITwOOnyq9nsEsuI5xHw6aNm3auEOd06ccSu3ceObrjyes2Z2x8+sl00dEFk7ctebMxBPHDPWRP9EHVaJP3hpz+cbUwHbQPWdkv8A+3YWPz4Wf3TlwiOEZNRKSpHTxA/H192j8/cxp00Zev9r50dVvTxrqtn0Q1rlzxs1jpRFDZ/ajr7P95MHbB8z07tuayIFbwo8MOBd+49a0o8MGHe0sXH1r3cFhqeEZ047RM+s+en1nqnvI+3sPfHY17OzlMPecaXFnM7atWTJkwNBRE0ef3j1hZqlh966ZpQMnbnRHRTGzUBg5KK7zypLAcpg9c3/A9Dfvrz5j2HIwI0z0M41JWXanWaq+J0tz6/lf0vj7kRenrTp0qlvjmf0nRpWM3b+stHTdoP1RgT3VXW99Ri+gVetSx32wpSNhamrcxTGdpROHnC3d+ePR3eNuXTk2eMLultLxY/q9OSwqdeqV7bfP74wYfjp8amAMpxb8eI1ZVnnnZy6oM6wbuLUTGoPyCEfYjl1T10ROWCN6uMY80T/6T/i6btuUq3HHF7y39eqMCHee+8blidOubF8yoH9A465JW64UFl7qEMV99tacZUtOrRk4YY378pZrH7z/6/6F+3clLBm/akjclgkDS2mNZy7+rv+5UR3MxN17BzPrd96pVaOnivLOTVoQ/mwaiegss8n2QE5vw12NM+MKC7cMGviJYdSq/XWlM7cawnf+/v3r169f3ML8yu397mik9yBvDvrefWPQyK+Oxx0ZdGDiwCX0X6O6IVNWGNzDxjMbmtTVvztwPO7cf084Of6tnRFT3bTGY4aoLevGH/zDrn9MHL3x2MBJW+IiJrwVt+PDVUM++TszvhtXJ783Pa5r/2/2xWHMpsYw5Df0xOoGdmm5TyMh1xu1EuLetM7/+YW/VHU7ZnyVUFjYcXvbWBd5Yva5N1975/rvf/1TfeBml4YPZBZQYado63tTDsUltBybNsbdWRqx9+CHb63b/dOtNdfG7oiIGzJt1fEPXttfcrrz9jyFT3xr2pDS1MAyOjSw6yWWhz6LaMk73T/jLDQGRaN7+sBrR08sCL9XY+GEbwP7IqmlCaIr+78r3V434XdvjB17fcCKMWPppSESRe2fVkhrPBF+33GjYUn/65PHHl1Ca0zY9uHYCSUDxzEaN854a8TY62P7LwmcJxgzY/LkOcypd/fei6XM7ToGXqQ1bpl09dk0ShJtdusi1gMVlDXcf9zYsW3EOkPdkeslez+YLQrfOT4i3N19NkJ0/Mc5gT3VjaNu3Fg34MJHohs/vn1w7Nh3Jt08MXAqc4bj3JSjdzQeeXfy9bHXr8/puDzu+vsjT96gNZ498uGIyI2DIxmNcd++9g794/FRqXu/HfHhmN2BVTni23d+typw/EVrZB5maFn7B3onP3XSxC9+ppG0GIU/P4sz+4mPG/Oivhv+RcmMI6kd2z48cCbwg7vHjYaSD955bVXpsmljwkd98MaAA+sGfcVoXPDhh/SYxu48c2PHjPdHbE29w/HmjPbXMpi/I7TGuMClw76NMORNHQeNwXr0f8muXcPHjRLdq/HUtZF/om/X8qex3xeO+WxdZ17HsFWlbnfUut1XB5xz560pKRn+MI3Mibd/DDgR8fGEqJJBO1Ldo2YEto1Rq3YmtNw4VpLadUrOMHXaQWbFvq3RMHFgqcHw/cDp7mfRSGgapUk/f09PpfOBszgfZYw8un37sikTT2xLzQvvOotz+yi5/0R6T0A06oP+s4fM3EV/eWrViS/c7lFD4iJnjhIZlkyfflfjR1uvl4S31F0b5TYY3BHjL16m91RHvbM/1ZAwaP8/9o8+PWrcjjMtncfXfWQwGFIjx65j7v3thpbOm68NY3YIujUazv/+2qm83X+esOZnGtPNP3tLmcedU33gLM4HF/4SOG48FXlweucDGg2Gj+ZMHnP04pjU1wdscRv+NIPRmHDygwUdLWfPHWdOvI4a+OP5u6e/Wwp/mvzVqXs09pty8lTesWmrU6ExOBpvHPivN478PY/WeOjU9u2iwGns+siZ/Trd5wcM/ubmgDlhhu0tWwaPSa0b9vHs+plDo24cObHgPo2jRxm207c0xA2baii8OPzYtOGnS0ZOrPv7hd98d2bbqvqPVg9e4f5m+ND/ZE7TTVh2qi7y2/MGkahLI/37+o29EHb5u8HHDCLR02skTfHkY8+p1hsM/5jWn97OFe54a8ZJwwMa3f0+u3XFELX/+s3jP6063ULfBSsGLEgN2z/82J9GXgj7YvjMBXc1iko/Hv71qQWTj5bMWWI43f+nNQsulvzj4E917gO/37Vx6KTSsAOffXVq6uDhX8wZcmP7sPEn6XlIXfd6quHcG1s/oofHaGTeOCZhyswlH+2dfLVDdGfM3Rr5C9XEs2rclWDYvmTVd6XurrM4G8d/u6zrLM7g2YEF1LLg0CXDih8vRKyKLNz7zoqWhBNvrSvcHxkVNbz/7PCI8TdL/1l6qpA+5u1aEKK6nSfD3RkzhpwSibo00hcvmRkZ9VHGzJPuX1xW0PjMGkXHx46gVzTR0Q9/N2LEiJknWwJH8EfGHjx4eMzpJTP+/UP60jGn+40fcXDgUff2kkkj2ietGDXxHo39f/8+fZUR4/tt3HWQvtL5zozJ04YMe++9Af0HzPi/ayf/eLx+5/UR1yNHMWvG2YzJI/575PSzo7atvcFoPDPh9RsfrR054r/GHQ+/snPb2afWSNXKZY/T+OvJI0Yc7H/MwBywvfVBvegBjXnhEYMOjvjvwUcTDvzuNwdHXJ9ZeuPmjBGTxy0LT7026L3r40qH3NVI73ZenDxiwLrUqT/RYx0cYYgYeX3tgvcOHowcOWn2gsnfHr28mv5lE6d2bp0xYsQ7cy4xe3kl3x4cMXlCwtnVBwo/oTUWrs4IE40a/d574w+dCZuz8/YDCt0a2VbNM2v8wxv0OPeX0gspoNGw4uBA5kk3l376A7OA3vk2Ysv4ESMmR15O2PGbn84NnzxiyndvXCgcNnnVqGO7Rhy8PudS2FB6Rgf1O3NyW2CnJfzQeyNGtO89s+TWnP/NaIyacC3ccG7SwfZJX51NyMgIg8ZgPE+15T8LmRU3fPdluqiOrgUfvuby5fpwkSGBufBymKGlsL6+kFmfw+ovXzIY6sJEeYYrfwn8DQ37InCdqBuis19crr9kyLuxOyGcnlr9mbAEQ/iaqHBR5+7LUd1HI+H0lf+vO899KVV0I8ydZyg8K8pzJ9TX00eShrD/LXpajbIUH/sxj3CI/lJPz11997PE1jCnMUWphfftFosu1V+u/4tBdDYqMBB69tbUX/47szd95XLU30WnCsPzRB2FXfek4Uz95TX0H6+6+sBY3VeiOtz0fXU2rLClc/fuj0ThUZfr6bGeoqewu+uEiOFK/eUvOvJEZ+oMLWEdIsOZsO15eX+vv3yFHn5dmCHv+TSKznaPxXCFmfkvmPv51JXAUmxJSAj8aT1T37WAwg2F9cwVRKn1V9ypX9BDS0g13Pg6wS2qi6J/Ksq7QY//Sovo8pyuUzbury9f3n1K5L5UZ+i85M5rKUwVdS9/+j9hBmgM6rPGRaJ79z+6vxGJ7nxx+/KH3lB0z23yRN3/v+caD/vyFy97Io1ErI//2GeN3z+uRw39/qveGe0jZ1b0kDGJ7rnJPT9/6K8XPfSZcU+t8WGL4bELSPTA/N8z08xZ9AsbRc+1rKCxBzSG4Gs4CPkTaAyl13A8j8YeyrBxSyqepwqN0NgbNOZ1PUcXGqERGl++RryGAxqhERqhERqhERqhERqhERqhERqhERqhERpfWY0SWmM4NIZEYb+kcTY+oyr0NQpM1Ws7+pDGG3uXP/D5jY/SKHE0hNgnV16eUsyWPVSj2NEQEVoaj02qwuc3/jzLpglT3X3lk423u5f8VK6WPZFGDqvhn1GG0BmbIfzacn0O56EaSVbrzrpQGkvnzZUmChp/VrTvf26VbDzdNxp1dL/X+cDf3EdqVLj+PCYiZEa+sfTmzA1S8uEaicya/8lYFjpL8dicj1dyBdD489TN+zZU9pU2bK6RE0+okeA2vxFCI29/Y19BYHPyEI0cMsu7uT2ExrLPG/8yNo29X6OMZ6wp7iv5zCkPvpbxkRo5glirJ3SGtl4f0/WS/4dp5AjkjuYQGot9VhIHGh++kSDTg59YKxQH/ZdQ5M/X00drpH+mDMZc5PCFwRhbcvffmYdqDNZYhEEZS5JAxoHGl/nAZmJs8sv5W/MLGoOTOCs3mCvbIzQGJ75OK+tDayE0dkWZdeQropG/dH6f0aiwRXOgse9pLFC9MhptiX1GY76TB43QCI3QCI3QCI3QCI3QCI3Q+GKSaHiCV0QjNSuov/CFahTGiKGxLyVIFsg4RHLXQ0wETVJG9FWNBD1QgYDoGijzATYhrJEILLQgj6XPa5QFp2een2iba2l0jspVwJjQGvW85MT5kr6pURs/X6yy25ldciLLbqHYWdqQ1SicO1+8SK/n0mNR6ipUFHseBY1PWzqfHaSyqWfb01T5jTr+vFqbJ03CIbg+j5VtUyf3SY0k6+2FmSZjRbVGxkny2qs0RrMwVDUqWX+zalxzK8oVMk50RW1VTDwLGp86U6MnONXUWjXPchpGYCrjpqRbq/gmk5hDSKvsNlbRCz0UeXEa812fGnNySPkGroxDbTbqC6rkRIhqFGiaNy/M0RLyMvp3KZw2vdEaK4PGp8375+Yg9efl5dxn2KYpnb/61QauyZFexLzYO7fsb4uLVXIh0Qc1UkajxyjhkKqV9O8jjH/z6a3qaDI0NfKN9B+TZA6x2E7va1Om11ymInW0ABqfstWluxOC0u64nd6aZznbTQjIYl+tTVykz2a+I20O/28Dr5rtaxpntTqra/hJXFs+sxWRCdRLa1/bE4RX8b0AjZK0hoWbaoUkV89jfhWRzLX7vvy0D2wdX7DGsOC9YDthglf19KuBQMFXllXpaxU2I3PgIVMUcz3xtvw+qDGxccO/fT4vzaoQdG8qWcUsq0UZkhq5NZV/bFPPdbG79oZyrCab2WEmoPHpCuL7LoX3azc+/clQweKmDZ/P0tR8WhxYhyi7Retp02v7oEaOTKs3ql57e7lLwXyndvIWbtgkTQ5FjfS9JrRZLf9vm7eCeSeeZJ1dbt63LxHbxqfMEMS3YyupXPgMh0FJcjVPIkhR5wbWSwFbKeNr+H3xuJEenDZHqJmlzgycfUzXEpQ8tuc3jS/oEQ5CK9QmzlLLlQGa2QKx/CW9Ig4ae1Ljy+7FPxcnyL3Q5+L0saCxezdOSb4qGglK0mc0CigBNPY9jUoL91V51rjWKO8zGqMXsqGx72mkCtJekkZ1Y86L/Y14DQc09nqNL+kVVZLFdhIaoREan10jockSS3Rev5W50az1ZeqkeWV+s5jv2rSe3g2UaXx6do5U/iQrvdL6oh8ng0ZoDAmNMuKJkiXHVK9PydH7LRoBfeyiNxaxNEUOR6uK+9cinZAWZtQ3qKTW6MdOTyARS6te9PoEjdDY+zWmi1NiNfOfJD5b6m1m81p9iWJasMqVNU8u5FNsl9H4NxVPwuEkLXSsXFiURXKEj5neLF28SZUMjdAIjfdpNJq5LJPD9ETFUEpbI1vRXNlqpThEQXux1yzmEGonl7XH79HIOERMY6PJyYrhZxY9ZkrGxXIlBxqhsa9rVEZTHDLLkk/vSwrnWSw6PhVjSePT62EONyZdwn7gyW+U1aOfG5P/ZK+lFMs4plo2oUznbsjkEI5ynqVVTsqLpMpkKtulZ17MS6bY9N7D1uyUX56QVil48Y+UQyM0vgiN1nu2M2KrV5Ns+fVfW+mjN4XL+6+3dYm/bStOJDgCS2VbVqxp1v2rDFVU/FQPcdAac2JzYio1BJFWy87yq9VOaRIZnSusYjRyCB29mV2k1/bGRQ6N0Pg0GkXu8F/68E3RKbfI3ekWPaix3Rat7U5McZv+mki6aucFng1OUGZztvRLDUV/rSwwVxnNLDGHFN65NikQWytSnmYgRjs/1+Yqtgvl0fwq10oHt3if3Zio87n8XGZdzLZLua5maxI0QmPIaRQZtgf+a+j6eWfEyVPd7rpvYLjXXueKuEvnbw65ZHhA474G2+3jMZU2ZW7T/OSYmhpj4N0m5tvklPnfvE42hyPQlS8vskmFEoX19rWti6Qah+mp3pYiV0EKFPEWtiQmRqCwqLRaKYulYoulrJjA9lkspyh1Wu98ngg0QuMvajw1Kiqg7diSwEuuEq6d77piWL/LgctFlyPq7l57zdVPOocMn94vSnS/xg0uqbq7fAmH608UN1hVHnrnlJNsNlKEMHNWo422ouTJHXZ/NYt/+8pqrsVRW2x8pjfgIGLZofZCHmiExodpFHXWpRoMN852fL13S3hq3Y2WyKOpHWdTDS2dtLOW1Dr68tmd4S036sLd4YZw+rotHXUdBkPdpQ7DjcLUDsMvHTcyGtn/ockJPECfbcuiDxgFEmNxYAOYr3c6Frn4d9ZJGUGxvM+mkRN6L6qDRmh8mMbL370/42jJB5NPZEyZtm7kmx9fe+uzIyPff2dtybWOvFMnp7w5csuck5HbXp/5/q61h84PPzxj3daxb448+qdBk6et2z9jf8Zs0S+dU2W2jV69apMuhyJinLmcpLk2abGVefmC0sZSVdhc9+2ZyhuXajmvRtAIjQ/RuL1fRtT3Gde2HfmqdG/JqENjJpXsH/J9xsYLV/tdTc1zz16QMeVa5PXXl8y5dvqrm3u37ooakrFz/8ab1+IW3Bo3J2NF1Jx//KJG3iI2kV3cvihJrRLHSil6Layq1AdeLsGPzxVaPdL71hm+s4oNjdD46mo09Fsd1i8jbt2Y4XvnlKzImDCwJLLk5LW6BdcYjR0nM7b9eChy9NC4149eKnl9zs3hYVt2jjl06atrazMiV80ZFpfwGI2BtwyXSAgOW04SgfUjWdL9Yjj6O4Hk/lUm21mbC43Q+OpqFI3qP2X8upOrBgy8uWP0hINTxg8ZPnj1grOH1jIaz4yZMWPwgWERq1e/PnrK/ps3S8aN/PjQnLVhXy2IHDBy2oXHa7yTUvkEK5/W2RgNjdD4Ch83uk9viTt7KW5LaVj9J5e3nP+k7nLp14WGsLAzl0R5hqiILRsTrnReiir8JGLqmbAbl7fE/b0wzPD3sMsR579Zk/CR+0pnDz4zTmvzQSM0vsoa6c2jiPn/7ZgvA5d1PazRfVHg0u5/RbcvF/Xw81ShERpfeY295lnjQhv2VKERGnuLRmwbeyaeVQ6N0Ph8GpdCY8803/oCHyqCxj6pMccRbI2yXK5QkK/Xm9Ppb3KN+hiKZ9KztJRZX5EooI2YrTwyM5YIdY3EvKB8Dh00vkoaxQGNT/hOHM+QjFA0V2qSzF+aVBTzwRF2e1Emy1XhN8t/U2ukDQp0vgazxqomOESwYzvVgmBNW0AqjC/yrTChsW9qNPkUlDA6NlilaLnF7RphVas8h94wZep18zVatlBss6v+XZdLMm8dt1TvMLLEHGV+bJCTNrLkQZq0fJbOaubLoBEan1PjSku8wxm0LMIkVoMmZf2/DtvoHbmY5e2fmrQcGdvGmvsfnzZxkzlEZrPXYYuPFebanEHO5fVUBGvaNuM87Yt8NwNo7JMa003txUZdZnRukKLXUUtZJiFR5ntVhExVGaP2SiVCo1EsICljGZ/eSZaIjXrvr11Cdm6Qm+WyBGuY/KQX/M4i0NgnNVImb3yQ3y/KUqZR5lLRfouAmO/KjPVaFKYCSiDkk6zywFlIuc1km+vJDfp+XpDPqUJjyGg8FcTPb1z3LJ/feFejRxHksatWZmodLk8ZT8ETOnweX1bVp3prjNRj9xqZvwNi66LEqvW+4J+QhEZo7CqYn20c+SyfbXz3nKon2MuVr0kn2IvMmcmZKpJtMfOE3ALjInm6tEAVEJgk15LzLXIZNELjCyqjNKEwKCUc3zai5jkeMcyu8Lyw5Rorf6kfcwaN0NjVvuXeILVpsz/mOc4g8O0vTqPg5X7aKNuWz4FGaORwTL7mlUGp2Wd9ro+afpEaX25UgUMIjdBIpxRm84NSdo7yubY4r45GoUMlgEZo7M29Ohq1Th0BjdAIjdAIjdD4yxFqltnUutxmNqsJaIRGaHypGufXbNi8p616sz8LGqERGl9uQse+Nro9LiEHGqERGl/yrmoDo9GrI6ARGqHxZa+hjsP0prFKyYHG0Epui4bGPrdxnOVva/O/EpvGvqUxxsGHxj64cayu1gs50BhakRazGBpfZoKkO59J3HPx4zctN7N7frpikuidGmVE6Ccg1Y75Amh8iVHzKjzNPd5K/+HD/pU9P12fSSPofRoFkqQUXqinkHMXeVh961A/1DQmFSzf3F4ZMrVXb5L2Mo7aisWxpnJvX8ivknCg8SUm9Q+8unF3ELpcH4SJRh3L8DbE9q5XE2rtNT5zIo+dEuLxtWKJjAONL/Pkp774+05RCFX3z3Zz79o4amuLpX1uNYbGl7KjWuz6RxDf6arna9nyhq13HdvwPbYcrPfQ2AOJG05MFYWSRsMnb1RQvUtjsZHAeg+N0NgbYpeboREaobF3aGyFRmiERmhE0AiN0AiN0AiNCBqhERqhERqhEUEjNEIjNL5kjaJLpcfp4naHJ0x1G9bEMV9/4c4TnZ1aR19N1DHqrHsqc+Hx0jDmZoaoOPq6gSfziM6UHo87bcgTFZ7+iP5R6jcbO0TMFabefapP+JK4b05fuf3rDAlrDIawVGhE0PhwjYYDr701+Y03Dh7ZuG1mfVjkb9584433B0e43d+Pv0arMpRMXlc/6DdvTn5j8uEx/ynKC4878cYb7T8tC8/La5m68+DkySNLOg0ZA84b8joOvHexlJ7wmVXjw25PX7Rs/OSL/a/e1ll3c9iZ3Tv7bYdGBI0P13jhnXOdbrd7e9jQby9f2v/xVLf7i+EDS85e+3YBo/Hch99f/rE/fWHHhUHTT7WcnDLhinv3/g9WdBqWjZ52PPzKtsnrbuwcEdESNuzg8CXMdMMuTrkkMhgM7haRqPPApPOnTrXkbTcYWlrojWiL27Dls7VuA8PTsD0wFyKD223onh/665bt0IheZY3XtwQ2XmcCGgdG0SriRg7feK/GcVH0LZbNnHAmof+qL+gvd48bPWrNjsGjtueJ/nJrax2t8cqFb3d0TZbRmHr06NqM1RGXjn77fmTEtfPhQ05+tXrnihsfRQz5Zv9b07a83q8zz73i3NnA3u73O8dcKA3MgCFu2JgjQ9zQiF7lbWNJuIHePN3VmHd23MyIn2k8N2VH4bIZe1uY27z+zrVlgyfcYDgVdpzaOWJIxsgjl7qmymj8evT1bQdGDz4X8cGIjJKR/zyz663IA+MGffX1reHH/nl417HBM6aKogZuY44nz+7tf2DO6P7MHIkipg0/MHRShAga0aur8Td/e+utNyck/OWuRve2H79aMOV+jWf2j1139tqIk4FdyXUH53w18EL3Zsywc8THf5i8ovvoMKBx2rRv3EMG3zybceKbqB+3hf30X+fdxybdWrJj+JqIz/5k+P61fqe++vH7cObActrVU9tLBn1FG3dfGF9i6AicO4JG9KpqPDj9izUJZ0X3bBsNO2esu3qPxl/9+g+/fvfguvDwqyOOiro0Hlg3c1jLbY3/8e7FEdOm3rNt/G7bGdGy0XvPHjmxMaDxRJRo4+gJGxmN47/fnvrZrd07Bn/CXN9deGXIh7/9zTUatmjFG+9vPXNK9JA9Va9zaW+pyKIR8/zQCI1BO25sEYnuPW7M6xj+2Za1nwU0nvzwq/ofL56fOmfyqo3bDSVjtzKbQNGhEVsjLt4KZ74Mm31256+3bZxzfeiVO8eNX/cfUydaNnBM3W2N39EaJ/U/1q1RlDFp3aR/XmJufXni2JFDvx85ndnMhsf1H/vOZ+dbfq6x1VrQWzIu1dusXmiExhd1Fifvm5nDl5QMHEYTcc+ZfCyK2VM9O2cAfaAX9V0kgyhs/8C43Tu+Y07odPzzs9lj3itxR0W+MSf1AY3b7te4Kq5bY17EoBMDjzIADd9/djOq7tyAtYGdXkNY/boBk9aIfqZRn032mii+rnEDNELji9J4Ztv4k531+wcuExlmT/npzG5Goyhh/4CtH52aPmhYR97ZCwO3nj21YtKEJaKO19/c8Z87R0QYRKUDR54Mf6zGhLiZV1vy/rP/W8N3B55LsGDGWnfq/t8xe6qG41unbt84aWCCqHcfN8rS50IjNL4IjRNfmzlt2sBV6+pE7tKJUy5enBn5iWFN4CyO6NikKedEYWunTZo26cT0MFFe6opVgy5+MOVIvZvRmOc+N/KzkpbHabwSNe362vCW1ycfCA88wrhx+MhJJ1a9sfqjdXvrj40bP3jgwBWdx7d9IerNZ3EIeSXeiQMag6JRNHVI12MT7tlbbrhLD229evVaaTjzFLf6769e/Z55/k3JsU7m56Un60V57uOHrq4tDVByj1p79dC5TpHo9BDm2Tfhy/rV06zdy7a4O+O+aRGdOT/Kffp4R2fJKPexuE5Rx/m4ulGl4e64a6UGw9aBW7rmwbDk+6vTP6Gv8o9lZw2z1169dt4tijp6pldr5ERDIzQGR2OeSHT7qTCiwDei2xfc+fLu97cvzbt7hbtTuPOf7lvQ/3R/ff+3orOlO3auuXcad39058a9WWPuJmiExuBofOGJ4iZsK3WH8PNUoREa+4zGvNTLCS150IigEa9vhEZohMa+oZEgCF6llSTgERqh8SUnUGTpCjY3pumySKz60AiNL3fTmFa2qb2tetPyWiVWfWiExpdbin1PG90+NT6kChpfeY0E88njBEV1fQpoMkV/S7zInUYJq5LR2CzGmg+Nr7pGCdfF5iRb2pc7spnBmL2uWDLG9CI5plTRG8dKLs7iQOPzR5VNG7U9pDSe3+e8c4wmXrx8eTShWC4XxuTSHvKtmfEq9tLoF3kHKi3L2w5X8bHiQ2MPnIZwre/nDiWNHRkbjLc/21jG11nXRyebbUpOYNsUa41VLU6b+2I/uz63pq1SJcCKD409kKrp4vdRl8JCpMJRB1r9ctndo8b5nmjSZnatTCO791R1xl/eThFkUs+mja925VM9OkmlBI5eTY1iq7+1+eNQqWal16u6Z10lNIzG5TFZerWAea0hj6dbzG1wPhIkxbX5eriahj2Vnh6epsuYjwPRV1GjTJtmr/GETD5HTBLnfo0SR0USZbWQXfuullm2NGPaIzYu2oLihpUhMMriVh8X28dXUCNHRgrZudEhUm6K+L61lNEoWKynxNasZOb7ZHUWr1ahYj38sXilqtwlVYTAMDNZ5T4FLL2CGgMiQ6YHjwJpjTK+zWw0dZ1I1aoUYqvDxn34WRW+fmUMSYTAKAmxcflc7Ku+ohpDN6E0nVZmNsu7/OXwSCLXmJb+8Cvnr7QLQ+RUt2aDA898hcaQ7P5t5qOepEbIi21UiGjktdvwzFdo7MNBIzQiaIRGaETQCI0IGqERGhE0ImiERmiERgSNCBqhERqhEUEjgkZohEZoRNCIoPEV1yhUWYusKopDcq1FRUUWRdosJYdQqOQq5lu1hL7CYuvCebQaQlFQZJQLBOoYSsa3ZFHQCI2ohzXKN62PZ3mcWqGverFOp46u8URzKIfX0rTBotN75QL+UrvFXGMmBZmNRp2peRald7Gz7dXxSmiERtTDGjPbTRSp22NJ8RSTMhmHsPrVAn5N7aymGqVM/nkB3+jRCCiLP4ttXyqWpWuyk1w+tbWtKCdwYzJJGXgBNCdZqSRl0AiN6Pk0VhZRHHZrBc/jzWezxYTUy6LUm6zyphqSw/vcmlljS+fIeOud0iZd4KXBpGt5TVttCkNPlmK16ecy73kstjjtVj40QiN6fo3ZxT75yi9tJhNXGb1en79wX1a0d3mMxuiNmV9eQHI4bI/HXNn1xv9k47s//FDMZr4WqB3WhiY5wSE0xbXGpZkENEIjen6NK31yj58tFCbJkmzFluZiHtv7tqvyBxYV22BkNK4svqvxXz7XXxcxL9onYo36DW1qAYfIrPybS8WWQSM0oufVKGP7bdH0cWNgAmmttftMFL/Jk239tVnJ9znFHJmiwSVtSuveUy2OjfU2xdLfUPrqxILlzNtKUhZf9b+MSmiERvRcGtsd2nTVPh3f0yCWSCQER1H8Q5tUwG+qUbLLPk9Mj2/OSteai2O0pgo+yZ/Hplw+dtKiz030L9EWN7IrNqv50vzoGAV3Xy173iwJNEIjemaNseUNpiI9Syx07bMajRY+ITa93cwmsmv0JMFts2uFZpfJUaUjieilS43Oivwkm51PsF01PA5HafQ7i5vUiQ2LNCa7w6XTrndR0AiN6Jk1KmPV6sR8kiOIVtPJKQ6RrYlO5kh40QSHlMtJDhWbmBhNb/NkQo1ak00Q7FwJh+DHMr9ErFHHxoqpWK1Eq1ErlAIFj4BGaETPrPElzio0QiM0QiM0ImiERmiERmiERgSN0AiN0AiN0IigERqhEUEjNCJohEZoRNCIoBEaoREaETQiaAyhFJ4qfmjMqUDdXiTBAoPGPpzW1qCjBETvT8J3eFUEFhg09uFIacNKVqK898d1LHelYHlBY5+OshRvqA6Flrvk2DRCY1/fOsoXOZb2cHqvx9bDkyxSpciwsKCxz0eQPV203kL18CSTYREa0TOdG3LqsFcJjQgaETQiaIRGBI0IGhE0QiOCRgSNCBqhEUEjgkb0nBqVFMGRUexsCYdDstlk12V8rYAjoeAVGtGL1EixFqczH2VsyiSS5zn1XOYlUclSx0KeQCFNwv0EjejFaRSy9tiEArWdazFTWr1Up89mfmhWsSw5aYkC3E/QiF6YRiLR1GASKuMrhLE2tryGL1zPfLw43zxLFZ/JEuNugkb04jTKlJTVKqRY1iSeU6HWi6mV6mR67zXeZNXNjUnCC/mhEb3I40ZiIa0x3kzmOhRqZ5LSx2jk8OdxucaYRfE5uKOgEQU3QiBg21USgeC2RlYRpaC3jS6xuFjddbAotGRZzCa8sQY0oiBjzOVK41c6pdJZki6NpMqUIzfxFfpsvic/AFAgZ/EKYrIqsK8KjSi4KVzVe9raDu+zCLo0EnL9YiOLTHfONdq7Tt2IF8splWphPM6qQiMKbqS5sq2tbc96LbOhnCelOBKpz8HmyGJrfbzAplGmVVNErN2Gs6rQiIK9qxrrozXusyQH5DFvoCEjAgqJ+44TCRw1QiMKepS5vW2Pj4c7AhrRy9845he37WORuCOgEb30ZGJzdU0sdkShET31loxix/bw+4JrWBtcMT08TUU2NrbQ2NdLVhgbyxp6OO+eDeU9PMn1ehXOwUJjH98y8uz+WpO192dr9i+isLygsS9Hmb0mHkX2+pTCmObyRLzfODT25di1vhA530JaKs148g409uFksesrQuSlFERs+1KcyIHGvnzYiE8ah0YEjdAIjQgaoRFBIzRCI4JGBI2hqFH2yIf0ZE942RP8VAaN0Igep5Hn+U2TRqBdLOa62IELSLNRSP+HUol5teoHH5cUqDbPDfhQshx3JqK0OrK7Jm0uFnZPVXrPIxNsNTXP2fWGHJIq44PvcKziCaARGqExIMkWoy/SVBSzKa2AoxSnC5RL9flikjJ7eUqtkqSS0pUyjoRKp5TM5k3s+uNKPo1KzF7qEiqTKPqK6RJCLJSQSfQXHDGfICgxJYhu1GtJiqIESrE4WejUs9OFEoKkfyApc+ZQJP2lmCQkSUn0vzGfqpSEkv4RM1UxyREwN4NGaHwVNYprl2cJ07mb/7Vwro8ttHvKVULb8pomR0zxb+3cmpj45c71ejZlLvMV65lncOeXeTeoBdQir8/ri/XV2Dfrq1qNuSbbfJPH1lCQbvTzY2rKPPPiP/+cZSzXF6mdNYfn6qq/ZLH0cp6+2COlyvRzi9PYBb4mJy++2Vam59n/2KBRV3g8Okpb0FxsEsubfKYUAhqh8ZXcNv7QtpDN1zfkqlrzrS6FlMt3FnONxTHWTTx5k9T49uLFzdJEz8LE4hp6J1Rm8cQ3GcWaGqvc5ZM31SgaNydaa2L0tTFV5XJjDc+xR7F0g5mlyfToc43++RQvzfhlsdrl4ltqpNYGTUEjv7Xa79Bq55n9h9Osm9RZ3vnSt9MUFUVsSxU3vkytKZ47qzo+h8C2ERpfRY0yvulv7zrkFc3CtFaN16EUCJJsVTxVq9TcpI2lNbYlqptVi4u52gpGo0Rvy62oVWSt5IpNtfJWm9hWnmLxcGmNdpdQVSZ37Ilm/euwS6Pw2bTmGr5ArTftK59vd4pVnviVX7r8h2O9//aumVRYbTWHLQuL2fJK7qy/chM9KgEN3OURin2NXO8sAY4bofHVPIvDoWatL5bauzTa6R8olzrZaa1Z3Rqr5YmexZayeVonozH/y8/LPv+bxeLXiYsYjZStmN+lscKeHtDIF6qXvu2T1jAasylXba5+fUBjTXzzBos0Ruj/tN0TbazhWpZbjL7s2xoXC+Q1Ra5mWqOH67176ggaofGV0ihk6aJtLrWtnLe4VWEsm6+Lj7YxGqUsryLT260x0WOSVnqEHMK0h8VVbbKnrbQl1tY8VKNCpUpsrpU2unhGWqO+St3eNN+pZ9N7qkb/LNVccYNrrtdi8qXZ27o1Jn6uUjhNPJZebSnjqot1s6ARGl/Z48Y0u62CK9QVL1I5+UJHhT5LGM/Sqm2a+TWmGPt8nStXYYrh2xpc+3xijqTCJJaRZlNsWq1DXxTtjFeylgpjTBrzQvmiRUlqW3R8bbba5nRJ+SyPhVWUI+A22stcPFWtZa4pP9qkr4hR2lh8o1Fnr6qpkaqsOdH6TH5thWa+1eZQK4VzK5wWSmGPhUZofEX3VJX8XD4pU7KzxUIBJ4fNJwmxWKAUkiSfTWlJSiuRCJVae3OFdyHJkWWLaSnpQokyhc/PkQjFBH0j+rriHFIsJpRCSXo2IcnOTVESFFsoFhLMZxunZEuoFPobCSFm8yUc+jbpwiQtm82nqBxCoiWJbHaSRMjWSjicJDY7iUNfxIFGaHxFjxufIFLqtDvYL/5V+NAIjdD4s2TES3mbcGiERmjsNbMKjdAIjfdsFZVUerpSQAYO5shH0UgmuzedzKcXk7e/EVDMFwKlgP4fNEIjel6NlKPZV2vMl0ppZsmLTA+3QXDN/MAXSrsuWRBf0PXUcSKzlnkeer4pX76IR0AjNKLn1CheaWKLlRKxmBCka2v9YpKUCUiBhKKUAok4nWTet1xMCli1sUnMhpCqtpISvY/NPEM8OVn6ZawgSZzlV4uzlRKlUkxfm0ynKBIaoRE9i8ac5oIk+l+HUxz/+aY2P9thF87zSVl7/C6u9fNPbWKBrv1LV7TZp6opT6E1Hg5ojI62f1rNypF+Kde0/7W1mpvWmmZsqvm8UavUv1152JoEjdCInkVjmS8tJoVv02vKrTxvE9tWpZU268xtKnG8P1dRbJE3ceWL5hsryxs0zLaxzaPTeT1qhz2b68tKe3uevkZrrIxReVVWLzemdV7Mr+kbmChohEb0LBrLmxxGeYqtSuqdp3T5b2v0aoS2WpJyVSxcnk8QAvN//JuHecEV1bbJZGpbqastSI5utFreVhUbyRh/QOPK/MyyxQVv87S1RdAIjejZ9lSNYkImpDVuSKPuamzS5NgalVSV3bhZI+AQ5jbvPh2zbTxsopT6Gl2tUZIb0NjqUHZpNPqiM8ssxr9BIzSi5zhupD0IbfpMv4NX6eUbfTxrE6NRafHmKhpUsZWW/KK0hR6Lp1l457gx0aHXSmukaW9z9WXahe13NKpifmtRH3ZAIzSiZ9GYbreQHI7YaBVLixtba8XymvW+mhhVYz4hNpetXEQJpCv9tmiLLTbGo5ZxkopZkuQiJzvaVObTiWd5FTxfg2v9/Hm+efG2FEUVV9h8uLjNhLM40IieRSORQ8kCD2MQJJ+vFRLJ2hStkEwSSjgyis2nXZF8tphIEkskWtqNTEtPWSwWEGJ2Nikj+RJCyBZqSaVQSYkFEqGSv6/W4VclQyM0omfQ2LORLIdpUbYMGqERvXSNHIkyiXzy14JAIzRCY6+ZVWiERmiERmhE0AiN0PgqJZMXO8UholGxARqhsU/Hq6mNDo05TZa2W5OxwKCxD5dT5F8kJJN7fRKlwuXnyrDAoLEPJ9D4/M74xb0+S0Gj1yTG8oLGPh2psfk37OvhNh+u7ulJtjebs7G0oLGPR4h5GnUPp/I4ZvXsFBPlbJzCgcZXIVlPx6/QCXp4klhK0IieKa1TR+BegEYEjQgaETRCI4JGBI3o8Ro1aoojiXFZ+RxCoa+KDlyaaTPmcPgxFO4naEQvTqMksXWpkIh1GossZLrJaAo8fi82G61ZSVwpifsJGtEL00jkmyqXCkmVnZ1o4isaedEeBX0x3xyjYvHmpuBugkb0AjUKeTarMIllohROXqIrR7xeLWC2jQuNKh3zWR4IGtGLO24ULLQKqXgzmetQqJ1JpE+dzOHINFYzd2HirPnwCI0o+GVXdGskGI2shUqeTaHWU5RHHXhNFJGui1/sakzEeVdoRMFNnMuLaTQqeGyiS6Nyrkkst+XKXdrsYk3gsxsJHiuTxV1swssVoREFN15RraeytdGlE3RpFKhtapU5XeuMyariB55vSkm5wngdywiN0IiCvG007Wtra9vTpGC2gvEsMUdsXlmlIQRZnuJ5XYeKfJ02OabWxcNTwaERBTcippjWWF0UeAWUgNn+CZTM540TSmX3gSLBbDVJEhihEQU7oaO6rc2fCWzQiF56ybNa6U0j3jYDGlFv2Dja9jSo8fAFNKJnONAjlT2bWFpZwe7haT79+VeJsvdHEtCI7kkZY6vx9HANh5c39+wUa2qNT3UKVqCw+jy9vxqbmoRGdGev0lzmL2/o6cp7fJL+pppZgiceFcmtbWpt6P2VNxXHK6ERdW8Z0xpculhe709jbm3kPfGwYvXNrMwQGFVsWm0Zl4BGFIhvX88liRBIIFy43PKk661gbrE5XRAKw0qaV+YioRExyRTNem1ozKpA02560vVWaWqeHxrndGUpjV4hNKLA6dS++Ylx1FKPIkSWQI6rnQ+NCBqhEUEjNEIjgkZohEZohEZoRE+hUaxRJybKhexoZTrzFU/AEeenc4hsnlKpoL9PZF7Kny5PVLMl9M208xPVOYREkSIghJpo5gVSfLWa/lmyOJO+rkbIUSqyozU0HiqWLxDPV5CydOaDsBJjxTx6Uon5DCtxIjNZvoDIyUzUZAs4ycy7BSgVQnEsP4f+PWp6ZubzCQ4lTxE8r8ZkhU6nm8fvfjIPwc6VZMfKowkZX/7QJxQIePzuM7KkJlqd9JBryDgUL/0Rv1wWy37wfG4Kr/s9gAhhYmw0AY3oMRq5r7VW2MyJdl8+922vs8qvU0q9XEJpXJ8f27rBbiurSZFprbVOXyNXmSy3u2wNTja7zJbDrtg3l0ZCFv3gs3nXy3XVfqfeb0uXNxXYflATMt1mljD+3XZNcq7J98MGO0vjqdbblsYL6V/NfbfBabOpldFFtTaXc75A2OCkOHJ/vHSDUW52vf2p3qhpq9ImL2rverbK82jUet71l29e2f2Z6kq7K1vXvoeVTFltD33MJMfj6P5NwvI2L/vnz8jLmcWf75n1iMdQBJvsD+xuEI6abnGCWW8fNpPQiB6jcd7nOlImS7d7YrmfsgSU4+1M1SZao7UsNrbYmkSoq3VJppWZyWJrTSKvxiYk+Dp+brmTZ2o3MxsP0lTNIxLbrPFei0TJ8iZqvItm/VBAJtsqE9lVv/60QMmR8TYsVHKya+xCIrB6E9J3pckyGUfscCkIraNWK/RX0Bq9LGl1QZKMXebKIQTmPbpYb2MXh+fRmO2qUAp4xbUkRyCREEn6WmGOSpXOUWoCL/sikpMJjkwgSGY2lAKJgCNcaVMGLuQQmSY5QQiS6QvpazD/EszXaq+OP4t5nJZgriNjbtRFlvlCsEGfLiBk9MUE/a9AkkzI5OokAf0FfR3KYhFjTxU9XmMWvTtFBTTGEzLFD3MtlXc0kpzYzfGKPSZ670zuMbM+lwa2Cynlrto2Y2DtojVGc/gbKlhelUCi26fTeFn8T31irb+MN99f66tJ4XCi241kl0bitkYJvcrKi81KDqFujdHe1ajk8Mtc9HSF/rLiNq6E8/wanSSHZP0gFHp+9SszX1/LZ335w1Ilv4jNTNj89g8mcYzP+5saisPz/qqJr11pE+va/uUgZezqP1ZGWzyvvUtv3DK9v61JEui+/JWL1/j/vGZeKic4WlMMIXbN1za/uy/wbANtzb9/GiPZoOfZ7WqnOklaJXfU/uuHLDLeNK+m+t3DakKs//e2/5+9u4dpHOv7h/80PqbEll8kNytPYcuOnDiynEuWohTjIlEipBSQYLvhVQKFoIgMeBZFtwggRGRGKEVSrCACIUS01S5yASuqv9B2NwXFVc4UVzPN3TPdYycww+41swOzM7Mw8/tqlwl5cXzC+eSc45djTQaNkHtpJJg3TuqWRmScaFRaDTpZdH3D9JP94dDq058HK/xbjdgzaynQyBc6kUCj2D5RyullJuWV5zoauta4/fvvgy/csKcqDT4dHHxNWZ1xlkC6V2T+WyOS0s+rAvF5NLLlX8dmTdw619y24UpazUhuh+XQa/GMSy0+75YP9hJNB/fbyW2Hqlnx9WJiu5Ko1ls/FinPxpvOZMOlW8bEgWEcWNQqhYhRt5rVXuqtdnKhFcAmUy3GauNn7bV6ZMZbGp31qYPBzNyTebNWfNHUV2vR2S0aO8ZBI+RjGp+lG4cLtHmj8dnmW43elX+VtnKT6aVQY9c1L240/t7cOewd9UwWBi/O/CVBukz7V0caClSJ1KuiM0DhZnsivhVAvG4b3QifDafECdpGVeCDxqZj5EKNs+/RSCR2G0n5c2mUfo1ORelSOu62Jc+cj/LRnkYlXZqn+dTFOI9dGacUUhtSzdnsSvPt7fKRJouxzf3IUMse7lB88U3msDWm8Jl9SdsJys1ax/haNdqxFasWl4PW97WaxMmDH15nWLqvcd+NCVtFt7boSfzabrzuzEiHEgKNkI9ofDWX4Enhpm2ceTGnetcaV5xk+8oS8fPwqjZ6rVC8KMt9jXWa2jK5nkZfH+VzqLxVnN9txEONOc7b69SCVrJmFM9r3Nue6k1bJ41Q4UAt6KnyiWnpFEvs/rdGfmP7pq7+/Z5q/gqfvTw9uQo0MlrLv7CUnkY02W001OKpRhpvrAOdkAKN1fZv/npjTT1TgscLKzizt4x15knsCaO0Dp9g415fI4HX1K3MzOWb07NaJvhIRhcPL47po+cDNn+tcacgZruBRmyfylZ3pcaT9dN1DTRC7tVTFe10cmwHIwWniQc9VT56uh8lCysaO1poZuhWlZPx1HRktTrFVX0rd91TDZZX9tTs+GmLG/MwVqymnyxwqfPWrL16ossf0CgUWhmp3TnQA0IMQXlG+bZGs34vjVnygxpR9MBlunu4G7aNmkRHWy2tpxEfjtBtZ+FZKrHmz3tLouNpNae4TU2nlpTDYRSR3J1Ao62tLiXMBm1Ehb22daMx5lx0hKmVCp7Bpgkip0tcfF06amLNOH2YZ0qvyt4OT1+oG4HGeLa6nTFdJpmPQE8VcneNb85MtyaRsbntdqtuiIHGGLv00hlN2Nvudqu3h6Np7jv49KojsJnDGv4Hjbmpwqt8PNAojz9JxzmzppAx6cxm+xrrfss07eneuNEzTdMQIoVaZ+TpEY6SrabZKTCTf0Mjbunk+zTuDh4cNtrTMWfkbPWN1G7PmwdBe9hvG5nWwZk3Xhx52fAlHjs6eLY0ve1ESwe+bwhY0EIW3bBttIX80YkvcdUz76U1tnVQ6YQaEfV8jkXjpw1/I1jPXPxw67weOTOnnVay9Wzd9ylvZP2yOVTqa+xGtMNTv8uARshHNAr6VFC92AgdEzSKopLBL1mFiidJIhZlEJHVZ0RiVKeoSLj3n5mkqCmZTOIsQUbHgiWgobFesyQkORlxGVpQEjLBZ/SYSNPBA7wSkUklWIwYjQcL7+1ZEIJlUBQtBk+nqOGqhRAep7QpxPeeNxMeU0CgSFS8l8ZWzVbI/9IoJpcsazwRjEONpeg8F6zStGFNxmLRcOeMTBtWhk81KksZluDjVjwmRnGWkSyNJLJlSxLwKCnSjCzE1QwrM4Yl8aIiRZO9Nj6r8eFlKi2jt8efzFgqzSqRHKPw+LihKXStlVIZhEcnkkLwUxSVJRX2/kM+qvEfXpHEx+pkoLH6sTOIWbrun9XzCl6975FxKNXRv8AZkUw3/5ErcYFGyIPTeIdVpQ+akvaRWMe+7683K9v1mfstXaacyBdYacE2WNAI+RY1djaXP5JSMFbz/ZPjrW7ynlOdx6a+xDV6kPCxzjVohDxKjaduEh/66/QuAeKZWAvO4QCN35hGTrKWLEogcslhJWhqcDX41WDI5LCVstTohJSQ2RljyZhGgkaLmmUtqUOIwI1MjA2eGjxFn6YYhIakJTXcsmKMiQQe52QCH7ekqV4/zrCWltTpoC+Xm4kHq8EFi/orjU72o1txmudbpjohOJ+qUbBs2y5Ghfj0RHBrwRIIMhOslJhMkmP54KHwKFNWL9oGFx50Ki3kMyxSlByRpeIkaIR8QY3ayYq91inyE+2RWvAs7PVevuAV8Pli96pVHKP8Mk+ZFdt0aGU1P7XSKOS9KpO1rzxFjBabV61Zyjg1yJnC2mzVlWIzaY8mLE9jOadprvTOy1Aut/P54xIuE7HiaYZA6isp95caP75N1SypeO5vnN849swzSxU96WFSest0T9ey3O6iSAjVKmc+a5b2fExEass1604EcZVjd29L4kslgVR3ilnQCPmSGs8xnqt2lMyWn9ZkAnsVF7OVjo5ItVFGRPxC0muzAstkGKWzwK24ArK2ytHdVw0sPAzNpxCKnxnMpkkjzu4mk1c/2bFUoFHzbFxRwk2NYyeWiIrHkyyB4qeLKOacTct/TyOTGQo9/w2NvsbKMhHZWpRO46wYfxZnasVA49oat9ZOILKywkV9K4uSx3lO9SUxu3zMbJicto19YocfNELurDHGF9bjmDd74ZCBxklWtL0Myg03KDnQOLxwkAm7lijZ0zhKlNdV9azUdBMEKgcaiUCjthKeopHpGMqb534UCzWen42PXlf9WSZRbc4gQqZ3mjyz0xSIv6eR7W/B/BsaL6yhiVEUalwPvoCEIwd/q9HlCLa4zzjrAR95uT1phh2GGM2bG3Gv8KnTMIJGyF17qjau1Vy91IrueQyBvVQnoi13iLjROGd6vem/exp36nSivTJZ2aJmV/V3Gq3eQeHK/oLid9L28pbGCubgr2447CLG3rxIv0znwzGksObPaBdF8m9qvM6na9R/+t9ffugm6GuNZNObvtFY2lUSyY456rnhd4naxVaqPfuk2bnyPvk6zaARckeNF68b686EvjI7VRygEPbbwMuf9qPyW41WyZuRbzR2fjs/WFHorsmMe7PsW41qZ1gM3sazFX/WSZ+eaywh2Je/73L9nmoMpU6Dji0hDr/M5/2/mpL462gc8ydFFhE3bSO5fYzv5vsa3V+e//z/LifY472wBbe6qd1Sb5RL7v3PyNOCABohX7htxHgk5+YuNqzqSCWGvaI0b11HbzUaxTPtVk91CiFEne+mNi+6wluNem2BJ9Ckl1L84L+f04FGgk0evwrPuR07V3NEtGbHQmvrtfr2BPGPazzp9b1vNCZeFrjWZozgzE1hrc0w3ZUEseDjwdo4ru50AoK8wbQvZrCzYRE0Qr70uDGoL+aJs7jQOB4qvprkrYGNibcaJbruJNgopujX40YiZp+YxYXVhs7eaOQWuprMVFuRpJ+KYb++1MgxCxdsXyGuNWo7mGLRaHRt5I0dPJZAD0cjIrFBJVb1cKQfz2WrQfc64m2SiYbNo/gBxlOvMJGsXEbcDYGvHM+DRsiX1zjmVTlEFi/is68mc0JpIEWKNxrJiHnc8QrX21QDjUy9hSNyvGHHpGuN4kTeW91yFXHGT+WEjq+JuLvubVkhrLH0xfHOWYk2zlQ2Jw2mJ1H+TGcfisaRp2/eXARfF9OdF29eOxNkNdyKk/rNYJV6+uoIE4iYen71bGcsa5qCTHsHigwaIV9OI8nwcvhzNPgZY2I8E56NgY+i4BcyvD/4IeARPEuICR5xvVNAEuFPckKQe4+SE4Gf2FBkWkCEyGQJggvulYPXML1+nYhHIpHpURQsO3guHtw5yoj/bE9VZHobktgET0YURcHD7wYuqdDBByH0ihbhCZmLKuE8lgTLKElOloWgdIjDP+06jKARcjeND2tVYXZj0AgaQSNohIBG0AgaQSNoBI0Q0Pj5NM7Ij6NYHGiE3CRaN5nHsaasdlq46x52srCtPZIrjeMtbwo0QnqZqNbGefQIkpsoeOpdhbHWbp5jH0OxeGPVJEEjpN+KSCvNuXnl4Se+7Ln43Zv80oqtPYJS6al67Su34qDxAUeYq60fnD78HHjte0zqJmru1qMo1fq2KhKgEXLTOur56tpnjuvtlj7vEqubFn6fNoSNpJy1h5/qrE4SoBFya2slGfvMoU2L/8yLFO/bn0Ni7OGH/PrbmkDj95ZE1UDwKTzMgEbQCAGNENAIAY2gET4F0AgBjRDQCAGNoBECGiGgEQIaQSPk8Wgkw/3bsYTAEoTIJfpX2SA5ARFsDLyCRsiXjpjladMa5bMyQWTn1FFCsKrLCmIpp6SFHFmqkKdRtJyFjwo0Qr5wplXM3nExjMoRXOrI4dhMSZpb5LmSoZYSweNccWnRmjI0Fj4q0Aj5wsFLB42T86OtMkK6vVLgYqkqp2ziSmsosasE3VOmOKmmFGwKPinQCPnSIee88Grfe1OEHMvaNsdjdpauRjVT4Lcng64qj1VsY44ioW0EjZAvHZl2T3z/cDjUhhYCjakiOV2JatVsrNUbOOLGOJWfnFMF+KxAI+QLJzu35Z/3T9TvacRsPtprG4Xt/mBR5izDWqgMw1ZV0Aj5wkF0yz9cEm80kmphSikwUZNh6skeQFZJ0cW44YjwWYFGyJ/7lp85fKrRplF4i7WXE+y8OTxbzE6Vloom17t3ytIFS80XxXssE/5KoPF7aMlGI2Pzmc+b1PpGvHdDc9tGpuy+8IuaVrh6sqD17pyrGlrhpa/eY4nzSYaEvxVo/MYjKo53/rlz4vvXt8IbJ+Em1t4/JzcP3/7tbjnaxjj4a4HGbzrsWMsrLc49+KQWmofLsBEWNH7TEez9IkeKDz/ZaLtDwegRNH7LiTTbkcdRx0XpwM7BHww0fruRk7vVR9L/Q9EDJwZ/MdD47eYbvUYVBDSCRtAIGiGgEQIaQSNoBI0Q0AgBjaARNIJGCGgEjaARNIJG0AgBjaARNIJG0AgaIaARNILG710jCkOEJ9j3bgSRr3/IN3cQN/8GN24eJPq33j45fG7vNcTNY3L/yf0nyMG/MrpZILp5ce/X67tvDmBH745kl69vg0bQ+D1oZMuvBgcHfWVhJ7M0MDj4xOVRtJNCiDqOT9dGBgdH1gSCSDZ+HWxxBMFir35N53NcuyUi47I9QRDk4oklZt1tvPBbsJhLQ+m8sRGZf/EqISveyEhzOmesqzlCqO3ZF4b5ZvCnwTebvOCMDF6Fs6tGtgYHUkLhSXD3b5XiZW8aq5zqN0evV3Au/euhjkAjaPxONObGfYPPxpC9paUaKS7ZrE8oB4sIjR9S9HYJ59VVidS9lIDX25HRfFPj4s3xoXqNnD9tRgIn5OxILcK3OrhzPhYuZub0aZOfqP/7ami+luLwUptW9qsCSl4uYGmKF/K+KpCM2Y4I+YuyKNSbWrFKk1wxLfGi9SwenjQlrI1caP2WWD8sjjnFUdAIGr8fjfGw7ocazwyWNE7Gx240disCodTyeH03EdDozI3vp0gCxUSuXtNWa3rYkpGzP43kJ0KNRyFOIuoNrtNBA/maNlu4jObrGGPWcVG9oKw0lWOxkzJLLjUkRGRbe9zQaWeeJxEhWq8yMnGtMdn1GtXeZTpkya8yMRF6qqDxe9Iov9OI9EZ+/p3GUUI7xsYuKwEJruZUDqheo8V1X/q/Or3uJDl7le5kmoHGZ27BVqdmVv2DYalzmta9QjAmxdsVLr8Vn2qf0kvXGpFQPZwOqNkeLeyNeFbQEb6tEam1RdOjeyuYPBtpayRoBI3fj8b0+l5bjd1oVM4L2o3G44vu3qozrafzAcKplQ3zNNPbqMLtPk83vHDgF2hsmF57NdA4kB+XdD66W+u0nFp9QDvKB3yG9kqjcc+e9zd49UYj53aCASeRP0uykeavV5vcHzRmnZZiXfTnPibLFz+dLJGgETR+NxovK/HJCHujcaxR1E+vNdZ2895ri4xchFMRczulykH5um0ciA9fLPM9jVvq5tWI97anuu266caaOaB7lbBtbJWyeLuJPVPRW42CcxAJG+ODGUQw1tmrYfa2xmjNweN+tb/nhY3a6Q4NGkHj99NTpW6PG5fOqciOnUOqF490NxnjyMUFd3VaRvF9i1op8jKZ4BP14xjXOgs3gQYa45mTn3sa5Z7GanEkvegM0E49itj4NsZm8w3vJEK81SgaZ0siMVVrJ4JF8anGYu6WRmRdeObey32aZESZ58SE2RnjhRxoBI3f27jR39Qk0+H42V1Kq5o43q0IwnJjcTTZrGjlVmWIt0xLs9Z0pl4jWcM3uZ7GzGjx90DjpaXrylRyu0ANnMcrA0OKW4lTpco0wVL+iBt7p5FILLfVzGZNy+FOnrK7GrqlUTC3rBnFbqiTnkJmqhZlVqNLTgQ0gsbvQSNKVnqbTKiFyHypVCmkEkjmZisVW2EFTCKJiI0JbHK54hQZRGTLdqVg8DyGsYRQXGZkIhdfwBGzlp8yXKdQsBUco4YW8ozkBC/KVyrYdNDuTtjuJCKUahShTCGKCMRZTqGqiIRIFTYLZZJgdQcnCL1EI4IrpjgCRQqU7tJISDmVhSRPBW8NGkHjd6CRkNnelhnEyigXpH+oTC4X3suGB8iw4Y4M9uaB/g3UuyAce/264GGW6L04h+TgNcF/6PpF/cs0srneguTrZ/eWn7t5H3SzKJQLH+v9Hiyl91t/PYJHQSNo/C40Po5VBY2gETSCRtAIAY2gETSCRtAIGiGgETSCRtAIGkEjBDSCRtAIAY2gEQIaQSNohIBGCGgEjaARNEI+Hjm5u/ZYrm2cPN0k4S8GGr/h4O1WUn4Ua0pa67Ms/MFA4zec0VmvQPPkw89UvH6ckeEPBhq/5YFj1Oy0K8v2Q89ydXt/kYe/F2j8ppOL5lu1lc+czvn6zmde5K6pTsFfCzR+662jEBnTP3OWjszMZ15kkoENqqDxuwD5uUOf2uJnXiQMGUEj5JMyvb6A4FMAjRDQCAGNENAIGiGgEQIaIaARNEJAIwQ0QkAjaIQ86Ii4QBAxbXgaEaRiKGSg0Y6NGThC0xzsJwSNkK8YlnI1hCbNzRLD6pWKM89Orxcyy/kqN5SioY0EjZCvFx7reBSKVeYSbpzDFhNzlhA9rQyrzEqyLMHhbKAR8jU1aqoZR5ybyTkYXTBYaWEoGWhM0c0MNI2gEfJVg0S8EkcTJo3yxeiChrQ8njy16YXS4rhK4zx4BI2Qr5ih92gkE5Hp4vjsmgXnQYFGyFfWyJlj7CZG22VUzgc91XAPR3xOxbTKGEyfARohX1djbNmYalNcyhqdSwk9jbFqdNzCKxpoBI2QrxfG1hCKv93DkRFDjbKGxeh8wcZhjyNofORhY1Nc4sGHy/YavliUI4hs3KIRQeqWHkO9tpHmZFG36NytUiFSeAyl4kUZNELehtTza+YjiK2Nvqfi9jW+5ysmMuc8hlJtGgwCjZCb6mzsep3Vh5+Ot2MJd9YoK22vc/zwS3XseZs4Ao2QfhRvNRWZevjBrdoKJd5VY8I82xzjHn6pEpPmWV4AjZB+bXYOrUcyyf14rSDcVWPcKz2SOj7T6iZl0AjpjRp3vegj6SnhbZO5o0bWaki5x1EqftmLs6AR0qsMNe+x7BfgXBe/o8ZcqpF5JN8xYt6jcqARcq1xCDSCRtAIGkEjaISARtAIGkEjaASNENAIGkEjaASNoBECGkEjaASNoBE0gkbQCBpBI2gEjaARNIJG0Agav0eNZKa4uIhJJEpixcWUHp7cJKjhOU4JbF7QcEb/r5Mm5IkM+SU0ohj5IY05nr2LRhkPyoBpt+ZDRtRQ/wUTmbAcqPdLQg2eVRbEqNJ/TE5qVATJrJARQCNo/Cc1MrUr16w/oUjz2V6ptqrJBMo8fTlNyIX/WdX3Mas29ufl5FQP//waUVZR3y0WjR3Yt06BEMapBPtxjeziSL3U8qR350uSR1bvFzTsZYKSRZcCqbLx8ri05y1OOGbfraw2DiQWp/RCBDSCxn9S41DTjKGp2u6o2xYQ03RIAs2PpFUkrj+t4RncWNEREkVEsAGDXHCTZEV1C0e54J7w7l5VJ/s3ECuGgmRRZO+rUSaVQq1Jv70zph6tcbc02sdrZR59VGPRG0J8yeRYMVzVYDWQxqBwPZG6rrE5stgYCqdFWNURn69F6BlEiGRghqc0HhktSYvJIinKBJsTSSQjmZD75QoK3V9+rjfdDbopOGiEfHaNJEFWT6fcNk+Mmht8oPFy1Yzh/npT71rWis47P/xkMTtlRJ/H7ae/mIy6RQ9fSLn2D4NWWOFGSz8+zQedTFQ8fro3RRDawH9WRu+nkaULnYbfpW9WmVXqvqe+67gKy+cnh3uTPPZRjQwh2nta++rSkH7/v5ZAdob50g9PMV5dL1sXzn/+v6CQyNhRiJzV0W0nS//+SwMXS8//XVHO/6dBI+Xql+c656af/2DrFR0pDhOUyxr8pRaegom30r/qwSqu/fw7JoJGyBfQWG9NCPpIntyo40L5MIUCjUfLJQYzm63M0ezcilY8nJcaesuNFQ6sOqWYauoovyWRi0+ixQM9bGp29EwpaNZQZUQLAOE7tuaZuXto3BsvbJ34vr86nJwJo1D57XXf6zqG3r9jJm6Gjx/VWycf0Xia5Ge2bOVVLaJ7Rf3AHh0o5msKVSvPNUq1cX72BA9XeJ8apZsubjbpRjFRKmGeplXH1JaCYpVZobOXbJwm7UNr0+ExJ/hama4bidJ4ULLkeTu8CsHcpV48jcugEfL5Ne7/eDX4y24st/HzVfpiWQhq6/ypujbcsdp9jaq7PoxdLKre2I6lHLcMjbF+fu6QMc+N0R0r6AzGT1xJD9vGynEiWKDqabzt3317CLfh7R2H2PyjprsRxqzmpfGzAm1VzI1+9rzwcf/g0P/LmY7Z4g+/pQdKE/iZLagNmnda3EChXjOsjl18+nOVZ1NniVDj4K/pgRYtmHXp5SJlrhYvXXU+K7k0gaal8Sc1pbZASjuSuqo7qeDtJlZ21Xh4FcnosRVgZDuuQNeKOdAI+RJtI5M5bAca69OjfNgBCzTGneOLabOv0aqN1LpdCm86dVocK+34+dmRxmFy1K+QkdVAIyFO7nUOtFBjLRzqpfb1bP7y7tfO4Ny2VnY6gccVaogJk+BFUTm1czmSY/pR1s59/8zFqh9rGw+UUZ6U8dMFIdXAY5U6N7DZSdfqrWFsJL0yJl5r3KcEnkSjZnfp1/16bRPXSt7B+HCgUWifdwe3le0iKdXiStdxlHAcTDtdP88HGlfV4N3FsyqP786KoBHyRcaNIpWeIzfa14O9QKOC/XQcK/U1SpVONOooscKvmzxu0Ux9wz6gSqWEeTRFHZYRwY6lhpIrc+hGo76v4u3j2D00uniOm6xs+dvvpvL50x4Obrlx4A7jdxo3hgO80wU+fkYx3dLUwEK1RUdmqdRZ0aly1xp3QmTBILmp+4ZgFIcxPNmyVZdG+GWeflPra9Q45+n2RPC8hBUVnFLiRiNytobinopAI+TLbMXhS4NUuBXnRmN07GURXWucn9l988ZjkPSmjBLmQPpcxbamM4dLkUb6qhTwQ9HdN+lOMlFIODUuYUWy+Ys35xmSKufurjGANJVx9t5tU/2TRsFuG0MicYdtqjcaScG+ujodyw4UlVr69f68tR7PrGPlwRJ/S2OLw56kn+WVlYHXnq5v1XBh99/e6wO9r1E0nm6EXyqjzuXApTptZZKrKkkZ7ISXvtpIzKgJ0Aj5zBrF6XD/OBfn8LfT8WajJBkViCE8O8NN0TF2WpJoRPAzWQIxlDHGT9EiGU0gWqIS4XuwkXEpGtxDMnSOxHlCyEhJFk1MoPtoDAByCv5BjToebmD96LE4XP8qAWI0WDGBkqI5cgCLRYLVF4UoT84wvDYTPEGgey03GsJRjDI0AUUoKSmSST2GhiQtOZONcPJohCeULaN/tEDcyPAkPhWjBZRgZCJSpiYQP0SCRshn1viP592Rcaz4IY2o/8i9j4wT9TT1qfMoylPF1qcf5QAaIY9b4618puNUhbVt5lM/BlY3/8bkraARAhr/tJgp4dOPMicFkQCNoBE0wjkcoBE0gkbQCBpBI2gEjaARNIJG0AgaQSNoBI2gETSCRtAIGkEjaASNoBE0gkbQCBoh4u5W8pHU2+k9c+KOGpHVMMTHUSq+4E0i0AgJIy+vF0fRI2gdUc5ayfN31EhkOi7zGEols3q3FSVAI6QXurm6ENfHHny0Yq2Vyd1Vo1A4LBn6wy/WvNren+NBI6QfVjN3OscPP51jV3pPtf2ARhQp1DqPoFidTn1xAoFGyM3IkTaK+Yefohp936QdH9BIoEQcewSlmp2bF75ZjKDxk4ZkIvnw84F5gj+kMRiS5R5BqUj2W65YoPF7+yb5oEYIaISARghoBI0Q0AgBjRDQCAGNoBECGiGgEQIaQeM3HTnHCw8//Pt3OH5YI4o9glIJJAKNkHdh59d2Oo8gG/H7HItD4Au7j6FUzbkp0Ah5W53V/YMt7+Fn6+AQE+6uUdk+O3wEpfLWz0q4DBoh/eidbTXCPfzg481aWbyrxgnzcEFJPPxSTWScw/wUaIT0a7OzvpR9DGMXmZW2C8JdNcY9h3sUIzI0095OyqAREobc9qKPZEPCUNtk7qiRtRrSI5neImt7cRY0QsLwNQ+HeXH+wcC8OJDbGmGWKtAIGkEjaASNENAIGkEjaASNoBECGkEjaASNoBE0QkAjaASNoBE0gkbQCBpBI2gEjaARNIJG0AgaQeO3qDFmtFutdvG/zlnibVyheIIgKbPVMm/X8Rnq+roYeCGTI1jN1nHp3SXdUKacJdBM75xEpJeC105eL1uk9FuHSaMZibyvRpL/kEZSkD+ikbH3gnXR/+sbKGoow9z7ni8lrt9+M3hh8fZTGMwyeNAIGj+/RqbuF1OVEeO6Ekft6+uY4c8luz5EEFPmSREzD5LvHBRb1zik502O4I7/z5F2tHe1rLrLEFy1d5G33LJfSJnHWn/ZfMu55U8s7nL30yjOY5F3a6Ef3NYoqMbUX2uk/HYK655ef23w2OQ1BWzLPlTe8/zJmtaXO/amlCpu2bf4CWdXxSxoBI1fQGPLjcmjbe96uovyqdSvzmyEn+0GCqZKbhbhnQJ6p7F5rbE82FAIfGuwIh3f0liqMQQ71XOXW24yiK5j/caRb/5RY+1eGnNja/tN+l1jaBzd7r8Kttc2Yn+psUMhRDeuv3US27PX68JPDJ+Ovef58Z1rjbqvswirRW+1qgmcJEAjaPwSGjdIImuexnjzKj0Xrf3vqW6lfzvQmVeafa0xRkzsbPL5q5F1PLnX8DrdTH4rrMBlf93KTe76hUCj0Hoy4gpo6TL9U4eOH40MWCjUuJphhuuTOX3/ymNGmw6/eJmuCHwhHfwMNE7tX/1WnClRou7OBytDH7743QrrudJ5carItzRGYkphteF3oyzqJcdP1v3D1GgOXYcrnJ97bSlRPP+wxrhMTB+pYurVa2do+ccXVHT/xYsia7TzB0FhyOLBwevSKCtdvBiZp11/faMjGetq0LXWT8aQbNUWm/6qpvsvOjSiLn+rTyN9/7d1ZXIDJ6SNXp+WNfw34QdG4B1/P4qIifYTv8yCRsh9NHaPjDJ2iZGpPU1txosDWGRRincKyZ+lvkbzQJWWz7QJOz4+qFJHa3TlzG1lQjTl43Zxyja9ZemYmikpxYaS8PLGxdaYqs63u8HAMVcYPPEONqJD7hq1XWOajnSgjrdUqrsoVejZWoKy9XZt3i0w+VrwTojKJ1ePg5otbrakOSz3TmM9Vaid+b6/v0j1Ill5xz1f2cxbUv8OSt078f3zfbd1on1I40m1LFW3IvMNtbxnjR1U8XhBN/d5bN0ONcZKT5eXAt9zqvKmEj9rR9WzVmsp7J7qzwqSUdsc9uvRaLugV6v4eZUqaszGptSsUZ7Bug5/3cmYLIbjUvonhxYJseCOO2c0aITcR2NtpO791OL5ZqOydlG0ziRBtavpNeU/1xrdF/W2q5I8Zpu/pMqrw6L9/He71/csdxdK5XZhJ9AYH6rYtStdOtP5te1o3K6ce1zYNh5rTGYvb3hGNvXrTL3qPjOrl268vr2ZZ4q1BF0o+EdJy5Wq+UA3Uip2+oQJWhlsy7Qp9E7jqlM/DzD66yV7IUx+UdWpgwpNzeUX+tlcCR/3vY6vfaA5otKNevp3Qyxcmc6Fq9Tyo8lK4exiFDu91ujPcKUWXy4Unm9QHSxHjTyv9yYA0QcP99oVOrM1S2ZeNe3OieKeVfPR+ZWgTP5kaW3qcL63qlPV9aod6qNHqGAdEqu2EPfHEWiE3ENjs8mMHW/z/K5fqjoZ9czQV1vu5TuNpSbD8yIaO2+7P8yVaxKbf93o9KbGKNel7n7LqgcaJezl2spr3ThQyEKdcmtmo9PT2GKI0c2N1FaZVH9K1te6z9pV0xB0u3WB2StM6cD012naNHvbOsnSafVVg+ltk1nreIl3GtsZbXk1aPxW4sxEGI4Xc8lTO5cjhUTvjgllLeB6UFpyPtxT9dSElVZz1atgFYbpWh53zksH/luNa2c4v7lN79ZKP5nUjsVSl/5ZPPyE9IuywMeQ4mGi9rpbLdncVN482lRXJVL1x+Jb4yv92aZkBjMPw5Ex/SJsn5n9fHb+fBg0Qu45bmS114uxgsklMN04U9WGplzc0uiGG3iQlY4aP6ZCjcWuUa/2eqr1qPt/a1oz0Ki659zs1TztW0zNS3kY3vGuNcp4qzJfyydKl3jTWQw6s3PlzPAEXnPt2nTaxetH9Ojms7Wwr8cfbSaOfCbcQqMJavrtZpNwKw4StMKh36XfDib/tIdjqtA42zAY8q+24sRlsnBEGxdJzipP1/LK/h6+965tNEco2qvMXxiRn9xQY3zVcmrhN0I4bgzHsh7GRlaXSK1IF6KjTovaXWScA2ai8eK6T52wFCG/G7vRGGuv4XMD8zJohNxdY2JtUyRilYtktLW72kwmj5spb6u57iRfxBfD2aGEwmZvA2LyYn9jMBV346xVoikvbMw0M6FeGnSpGG/Frd+69ZMMaXu1y5bWPmsdh/sv2NlXq82d5lhMXdk5LAslmzFrnR1qxqzValrKTRTSLc+LisZWbzsuWX3V9tanaY1Tu7srDqcr6NY2VcRNFsx3w7A/aRRmTXU691fbVLVWRibwrQq+UVs9DtalNuy8bh6fcku7i7WZAE/1qdfZjkzUGualOdk2UKY9r+xagZdkJxkuMtpUEal6dc9OFHa2V5YEdbtzqObIyshQTAon/BLyx/XaUkybifh6LEOz+l7HW+YZigeNkLtqFCM4ImSuzKGoYURzoqIxihFPRvhJgaGD4SGL4736LWaM4CGBFohEhMzqYash0KKgCGSEEaKjo9K4rgiEEJcoOhuRqJkZMey8ScPD41GR4DPGfI6NDCGGMsZIFJEMnUzQOWGcGlOyhBDt11jGoJJjsSlcDJ5OTbDMxG2NAcCEwnxIIz/W2+nwFxpHwzdhFUWcKBt6TJ7WhhijrIyJiRkmmQ00Oj42TiNEGxmFFmiO4GmejEaChWWV3r7FWDT4esnGDWqKGKWGNSEsk0YSciLDkqneyJGjjPgowrnYPM8ynJxLGnFB5iMiaITcVePDz7tjcRD7IY2oX+c//ci4mNNhPvXzEHXmE14EGiGPWuOtfO7jVEnrPVMo3zUsAo2gETR+No1Bt/rrlgo0QkDjQwlohIBG0AgaQSNoBI0Q0AgaQSNoBI2gEQIaQSNoBI2gETSCRtAIGkEjaASNoBE0/v3KUN8aeyQXuqZbZuKOGpF6pJKPo1RCZV9DoBESRs4f5idE9PCTE7DaLH9HjYS+046S7MMvFRuLd9s0ARohvUTaO8vj8YcfaaHm6uxdNQoLXmmJevilolJ7qyoPGiHX1VkvdbxHkK19l4oRd9VI4HbNexSppzgZNEJu6jNuzNoPP3mVft/5uh/SSAiT2MLDL9VCSs9+u1ULNH6KR5F8+BHfv6njgxoJgn0EpSLZb7ligcbv7ZvkwxohoBECGiGgETRCQCMENEJAIwQ0gkYIaISAxi8SWYw9/JD338PxeEsFGr/b1kWp1HcffrarGfI+Gpni3vYjKJarCqAR8rY6G9teZ/Xhp+PtWMKdNcrJttc5fvilOt7fr+AINEL6Gat1LSUy/eATVZv1uHhXjYmqZ2foh18qOl7dLwqgEdKvzZXDuVEkP/wg0ti2hbtq1ParDPsIioVyyl49KYNGSBiy6808kp4S3jaZO2pEVkMSH0ep+IIXZ0EjpFcZah4OM3H8g4GZOCC3NcK8OKARNIJG0AgaIaARNIJG0AgaQSPku9cYk1RVNfCbrZdvi8xEE0o4L2RseEldmrw1X1ROT1w/iddUNfmBLbRsNPKHDaKJZDixBp9MKBHQCBpB4/s10oPnu92L9vUCRC16/TDmznkWIuTkj43dlZepd5PUcL7VFzhaXN+udePvb2r5uvmHfaBWLSkT8ljX8kosaASNoPH9Gi+1HJrcl1hExkQicVwhCTEWyxHRSWp9LtT4u87mqivR4OEYSyCSHLqcI8WQSbIzm4sVS2J4FDorswGy4P/gNgqfNVHbmBJFInxV7/2sVSX4NDlKP3T58B6WDJcmkqQcvpogeu8OGiHfu8bgDnpVJXUvvZGw/jWYiW2kX9uxcVu91qggYq6j082rV5hArTfcJ3O0uxB0XenjKi8KQyhnXb5JMYsWKeSHufxr32CTtUbzxFUqJpfsXKXH5BuNMu2MH1w2XlJIVP03C5zePN2jrYs3Nilrp+m1BGiEfPdto4iKh5loraDUK/i+E7OaM4urer6J3bSNIn9WTxbXmNltZfYHavoV1i2FQ0cS+9f/ez2GCOUorr2aK9QZfdeynkWN9WT8pyJda5ntiLBcwZuH5FuNmQ52+Ty+nKYzx1LGK6be2MLk/iTuD0d9TGnnRdAI+b41/vCvH//nFyyrrg8n7aNozc6R03TpRMvXrzX+z7/+7wd/BvHTUfNQx15z3Kv/PZ/ufTKInFn/0Y0VO/Mzp4W5WnmxNOa2oplTS7pUpnb/9VJDSKDHGv4tjftYYzWWSC/ltyej9VL+UCHzTZ12N+yzJEII2kbId65xQOLshhTDnqYb5/VAoziX9p9cvNP4EyXwJOIL6cazIx1LT3GvR9JzMYKQhUhOzqpXdOn5ReOiOFMpVbDp46fnDX9culCmdv6dXhYE801j8I8a102W9y1z8LJxUsl7yazzu984LzgeDVtxIJ+iEeEF0zTX/uswVjkTT8Qj79nGyEk3WhK2uTn2x2dwZUb+XBrJ7Ic0krz84XFjtlpPUp41MY7hNTu2X1PW/Hcaw3EjQQzVzcjGQU/j5SzWDMqAtG0pGDO+YowthbG1UStd0/nlw6FIfoYKNG43sbaUXK8kL/7UNq4LmStqqZZhMAPzkuJSLTmKUeN+PDam50Aj5L4aWemqVCwe7Vxvwh9Vpf5Ge2S2tLr1nh1wesfoE0h02vnNvT9eCE1fjaPPo1FUrHdtJNIPlm+timCUhQ9vxUmebkTz5/5lasp9QtmDjaNLaeGPGoXSyHrjSCuGGlNDG+El6oT8ydlZx2ITe/6lr4nKeXsURT1/YJ8ONXY36OXtye1B7/Iq3FmZGkyfHRSWAo0v9q9cYcI8v2iolpdEjHvSeDU55Zz7XpkFjZB7azQuZxDSnutBZQ2eMtQ0g2//8BZO07VUn0DvpbLc/ydzqPYJlF9oOaG0yfef3v+ZjY5e/3r99JsH3y7m1u9/oVFMLtea7/p7pHRU5W5pXO6UqNh7NJLhbnk2GiVHM1ImhhiK4+OUkhQS01x0Knxc711yB01Q8STNcwrLJqcQQ4ftXVYfl5IiITPUeJIkyEjQxqNpSaJZPhljI0Mil+SHJC2qh2/IxQ3DSHI0F9UnyxwhT8THlawQLCZ8tS4SgiYpJPRUIZ+iMUrIys+amGkemor1dERSWuvrGFlc0EONSG+5W24EKZ3TjkbONlvuATbZloJKqYzk6SmGySUK3opBYp3jo7UJelOhq1v1eCzuHezMBG+JJrueGR6xwrXq7aDjm53tdFLkX2uM8Ml8/czvzvQvzciKvNY+2ccSby/VmCicN1adOFM8hyPjQOO3pfFJPk61G8xQyY6btnHWoaUitbHOtLtaqJFVX7SNuiPYmOE5iaZnWH7XXAz3ppHO8XpdmopZrrS4p7v/h+XPxjUvVehKixi+nDL8YtCyCm5TLYa9WXywHTZMw02s4P1Vb5Zz61a+ue77fgeb1MLEh7GCe77j5K2y1s9w+8T3Gztr7RPQCBq/LY1P17fTI/HcZGMD2z1W6yY/trh4PBDZ257sa7ygSGybMYoLL9tDeyUu8+Q/20P9MWZkuH60rLS8ouMv7qU5umNNeoVdW4wJvFq0RypBG8g7XqEYNpLTg0Ywksq1S0yyY4t/pXHVqTcCjP566fqCa7OWJh1szgRrcH2HsxM+7nsdX2NBI2j8ljS+1Bj7lc5Krw/qu5vlusk4Z7snl281DjeSrLGtNA5WXrSH2ptCJv1ifTJcmBJhWWFta6kzsNttlts+H1kNNDqrxWAEivtbtcFCOAKdsFcaTtAo4iNU0I6RNWcqsrL5lxrbmuTsB9h2qCEmzAQv5pKndi5Hckw/Y6WgbTxrY1VoG0HjNzdulIVtb0JpSnyG0pvu2Goh4b561za+tjinG//FSp66PY2HdqHFBc7sfYUUzFqm4HD4cNS91phvmwJetn6mlHSvbaSURH6VQ2g60CgjVNhLUqdYDv3lVhzESVXvvEu/XeU/7eGYKjRO26lIDIMzqkDjt6WR2ooQcnJkgSk2zU4+6jTm3FNzt0GX3Pm22hs37rdXh7lLb8PfGKoujCq7xsyKFY4E3a7ptiR+fs+t1xVnP4u3jExXGt92m5X4y46ZLgRN4uhC120W+WRy+lJjpxWS3mittnEuM/pXGoO1YqSq+W6b6p80Cnk3FRXh/EbQ+K1plLlMgIYtZ8Spckri2OnhGVpdSmb46IyQTKCg7fTzc1qMUCxJm4nROMsrnKiE5zAQwnjKmmHDPYNWkqV1lkwmBEWI6XMGI87PURodDuo4aS5YKj4UiwsoMS2iqDqMI56O/bXG0OM88yGNo/O9139OjSLHcOGyZJ7jQjYxZiIGGkHjV9b4sbCGF/maB9W9OxYHsR/SiPrjzs+okdVW/O1ksDDe9Oo0IoSFxlGeB42g8YFpjLsM8Y9ovJUvPhMHV7UjWDEY5075e0zQIbA62tIhhUAjaHxQGgMKxLevUXC21MxE8BFNealAzWi1Ocp08yxoBI0PTCPxHWgkErY30OR6GgODUyU3y9RBI2gEjf9E22gopNqhbzSS+VV83luCnipoBI1fX2MMe/nbmwKX1xKBxkwqgbd+HdljuAoOGkEjaPzaPVWSiQzFkEAG/xEkj2Qex3kZCSxoBI2g8Wtr/MIBjRDQCBpBI2gEjaARAhpBI2h8+BrhaqqgETQ+iJD1LeWR1Ft6z5y4o0akHqmP5ErjQsXTEGiE9OrtwmExkUMPPyw/V3vP0drv10jMH29EyEdQKkRq9T1aBo2QfovT3MnH9YcfrVjby7B31SgUvKox//BLNa+6nTmeAI2QXmSt7a0/gpxuNaUscVeNxLTTeQylWj/cKSYI0Ai5qc/0XMV5BFlMvm96xw9pJLjx5cdQqoVJngCNkFs1mow9/JDv39TxQY2EnHsExSLZb7ligcbv7ZvkgxohoBECGiGgETRCQCMENEJAIwQ0gkYIaISAxi8TWXwEezhE+b4aWfLR7rcBjd9t6zJTLLkPP6Y9dq+9/4klZ+Phl2pjUxJAI+RtC1LeO95ZefjZ6TSHR++sEUVLq6uPoFQrxzV7CIFGSD/J+jY2n5x58NGtekvL3VUjV/EKlPLwS6VIpQ4mgEZIvzYXDjGBfQznHsXUXXv0rhq1TgkXH0OpRL3VjMIZVZBeyG0v+Uh6StNtk7mjRmQ1xh/J2cZ8wZtkQSOkVxlgJo5/NjATB+S2RpilCjSCRtAIGkEjBDSCRtAIGkEjaISARtAIGkEjaASNENAIGkEjaASNoBE0gkbQCBpBI2gEjaARNIJG0PjtauRsx3Eq03+uybI+P6O978QfLn5zL4Nt2v99tSvBmA7/wbEZRLBKUUGsLo2Pob+pUYx9SKPIyx/XKE/0Son/Vynn9aHM0HteIMT7s/Pzc5vBC8NiZg2aSJZJ0Agav5xGpD1vVSqX7vWlIXhV6T+GTNfuJt9Tr7VVpX8rYdYd081MWfQfqprUjoQvX3pqjhLc7i+OKBovLuJ9BqQ0L36KxtzM8Ls2Eo0d2LeWIkja6Ec1stTToJQvN7j+rzHp+rmobQ63ht/zOmUl3v88LKdx5S4kEat1o0ThMAEaQeOX1Dg4g5DkaywSRUREDmyWEEkRoflJrOcOseH9BBLJnEywIklt6Si8g4gfSqJQKWROMJZgSRIRKCeyMpnUw7OFkDXSmEHR0+droszlraBJCV/P1RxBZsnrCW+CGz0HwTuE//be/30aSRprtd6RJ6WjKndLo10raFn0EY3SbzRCxmUGBe/CykO7azG5V0otE99dCouXY8Mp+Xt3hgXJeFS/lDKZ3w6bVDKqiYRzgveelSMDTWyOvF7t3ulRcq7/b/BxyaAR8qkag4qu+JJgtPasodTPR3TEbTalmIXlQ42iulGtY7w8udE1lSHbdYrrk+OtaFAP9cM8zeFK8bk/nbCbNSwhmeY4Pdt0w6qGrNMLIxZfuazGcKfuKuxM0JImhwcv45FK09TDaswUmmZQw4mYVXUnA+iG20rx/6Uxwkex9ulJd6Z/fjQr8vrG+bHFkTfnSycKjaPd5cxE8fwvNb4IWmxlIE5mzJZNGz9dzkfbzVY5hllSqBEpzUq9MCHrZr2tC3OlknNoaK3eAsVinQnWJN/q5rPOVbuV59CMUy/RXN7cmw5WW3Vb2Gh4paGWuRis/oTdcjMsaIR8ksbJ55ium8fJeDu/2DbKV3sTS4Xh+h7uNiuhxqz7PJ8/pGL54uxRQVvvxlW/ut2bSSJbOfZaWiL+xJ3SC8PmqbZ2Oauk9pYW2tFQY6tWnMZcr8osuIbj4u3tlC1l/BXNXrHae0HbxhZ3FmetoB4Lew0jqO/Ker6wKqE/aWwOY+2tE9/vWP1LM2akuUL7/NgpDk9eXw9RcoOHG9ub7slfanya0nW3Q9OmY5l5yt+hrWVjt83U3aVQY27pRzfl5WOLRazhzDQ9w2ps7OUZ+UYjUgpGpRGt/ujkO3NM1SzWXH29IwX6GK+6aNNhX/jnqiISKN9O1VsR0Aj5NI3/8r2R340p+xBLHTuBidzYktHZp9vXGjfSnNC1ecqYTZvx1ZRI/f58rb8tY5ROHTZs/dxCuCq5r6XSCj7hbqv5AytobCxzwVRLhePqWMcdL/iU21hUZyZ2HW0lT5ZPZ4I3xhq2mgmWJLjtcBjobOFDXYf8k8ZOabfhBzl1Nyu9FIqUdOAoll25TqkTPu5v7Qed7b/Q+EtYSik2vF5QW7uTXSerLxn7nUi9fa3x3xlysy5MDmPp5lg7ePTFz3v9hrqvkVHH115nqr8qgmkaKyqP+YaX77XwWy1sPPxyKf8etvjZTpE3tsoINEI+qaf6uy6YF7pQepq+9AvKYZ53X7wa8d5qNE9J0izg668vn27EaypL/T643tuWgSdYxC9vWSdLYurNwOULqVRP4N7gq8uG0dNIdWotq7amDfx6+epQF9oXV2vRXafsqWzmLByQxpb9NyuRUGMpYIRa29xU08z+SWN7UnW3Amw7ZbwXhs+xyVM7GORyQ/179FLYNnbt0l+3jSO64F4oIjb45PKypXUdrv3k1cj+W43qrzharOOd1wPP98bcAqk/GbzE32kUrfTA1ZtM1Z8Ql01slRLVC3Uf672fUnt2qQYjZ+rXmXAU21giNc8AjZBPHTfKwlYzGJ1FuUw0smVH0kXGPX6r0f11GvdmqQFDOzdDjfHTpZ1q0GzItquQo8s14zw1tdccyr8MNQqFAsfEmbCnakZaIyVtt0q7GD9dntAi3EKN2q3qrapgbdHhjItJQeqUWTQVakQEdq4kazaJ5D9txUET6sbWeZd+e/+f9nBMLTcO6vmZGNb42LhROGoNUS1KUHS6XlIGsMTe6luN1n/Gp9rtTNrSj1p6qNHDWs3RtxqFUouxXmaqI2N4q5rZxRj7SOprFDSGbrk8EgONMpLJZmEC8zQWgUbIJ2jMvAnaJ93Pa2bd3TGYVifeOSsdHkdLrl1P9saN7e7qDH5+3H5pxlvjrLaj61fxoDWLmPWS2VQjtdX55Qt3+5XkuFxOa5rNWlIm0LDDqf5StFUQhmtr2026sG02bbzUkVTP3S/EiKA5qpvtEk3PM2ubuYkMmai3avUkqdzeJ9jfpsoOqab7bpvqnzQK+VYxSX5sD0d8YDoo5atipLC9sZqfrp6q3sHa+mqkXTJaRm/ceNxel7izfTe9N1bKk0qNoq/UsOsrYu0JIlb0zdalVhlsN3c0Hqs312fpbSt8v6HW3kbTmFJw6hnN6hEk1d2DSmJoTASNkHtrJAQqoMFO6tmIldJibHQYj6aseZ2PJqcVPuyp+qnUDIsyVllLcgonCzqfG4+EFTExjqUUlk1a+ISaUrQEPSMS4lhqrjcjXYIWR/WpmBJBMQqzcHnUwAwGRcYj/GRqvHf8QCyOWbTIRPkojaaCl+KqFWVzkcR/aQxWj9HwD2rU6PDIgI/s/Z+Kh6WMj5EJA5Om2IhKJ1OWrvPJaEJJhF8Ng0UsGMQqVjmuCFEc8WNT7GSvIIgJrMucMadluEhcsgJno1SqnCWV/nR2tIrFszGa46gsijIymZkzOMTRLGiE3F/jR5I1O//cxIjvjsVB7Ic0on7F/ntHxuXUJ8xXO1oQNEI+UWOsupJ7ABpv5Uscp5oz0gkCNILGB66RQP/gsdhf76hx9BWnGwaNkE/V+E8GzuEAjaARNIJG0AgaQSNoBI2gETSCRtAIGkEjaASNoBE0gkbQCBohoBE0gsaHp/EbvJoqCxpB4yMMWfeUR1JvI21z4o4a0dKR8UiuND5a8CYRaIT06m3hEBNuZpV50CHVXXv0jhoJrWPiucdQKlFvNqMyaIT0MrO7U9Tphx8F221qubtq5JxDJx59+KWKjrseJhCgEdIPtXvQeAw5WlV54q4aCdpdfxyl2ipMEKARclOfZ4qljYcfc2HsfVN7f0gjkVhyzEdQqkpZIEAj5FaNJmMPP+T7N3V8UCMh5x5BqWKsTIBGyLfyTfJBjRDQCAGNENAIGiGgEQIaIaARAhpBIwQ0QkDjF0qOfPgR760RPYZSIdAIuRWWtuxC5cGnkEreZ++/nJDyj6FURU2QQSPkBmPcXNlZefhZXW1Ldz8yDtGV2uojKNXOar3IINAI6Sfaqs3G9YcfDeu2M3c+anyq4DnS/MMv1by60ZkbBY2Qfm22D4tTj+GMKjZm1fL8XTVmjjdw8VGcJ5ZptuCMKkg/5PZW8pH0lKbvcbax1XhMZxuzoBES5tuciQPmxQGNj1QjzFIFGkEjaASNoBECGkEjaASNoBE0QkAjaASNoBE0gkYIaASNoBE0gkbQCBpBI2gEjaARNIJG0AgaQSNo/F41ckZxdjYVQbHwX4Pr3cfGi0WNRNEo+f7XxDJKSvjMGkXyQxpzsU/TmLWCEhVpltQWZ2et8BOZsGaDqBxoBI0PUqM8edmob/stDn/j12q+HZ7fRKpntZo3zpvmBy4nIbRf+p/nuPQbjew09a6NRMqBfasyC5TCf4JGmf7hfLueruH4anq7duQGXx90tf7TSMeZBo2g8WFqjB9rLEs1tIhvkOLsqi4TsrI1K5J5l95r07Fc7yICYdUiw4n6EUnmCJmcbMd7tS14SLxu2Xqz+LMkyd5fo0xGVLdFv72TlI6qU7c02vWiwqN7a4z+RxORllZn6rYoUo3J4CNBqF7iECuSYrCmYanYoAAIBeuMWBnFrguDyHfXJJDJD12fADRCPr/G1XmCmFmXaF/KEdJKHBE5rMYETuYTe6euWxTETNWd5Qmm4hZoUnPMOZ5ZLrnb4RmUaKzi5hNh9StWC8FrsobpGvw9NUZikSVz3e9Gr8+PzsWU0smOOiXenC/NFRpH9dkxrnhvjcHz8YFFpWmz8szBcO/FzTWBGFt2UqpbdYtkjiq1NyO6KoiTEke5biEsDNIdt3pzOdrpwoZDI9AIGr+OxkOMpvNeMvJqIRk160ELlXXcnih2L11ZawzPtCuLDYt397BqSms7+aaaeb2z9KoV9PyyJXe2KgV1lfcPpFECxZsLzkqcvZfGlmS53onvH6tKMowSVwvNk/0SJunJfuIbwcNH9YJ5kmHvpfEHjI7k/Ti97Uajs4cKcaMRu6xS5tPK5muFqxQXnllLu/MTZiFq5vMXYWGyxUqxUyGvXdXnzOEYaASNX0Uj9WQwPfh0kZwe/Cn98iBoH4ls9Vpjux7Rt2yrRpOl2vyAQfJTec+KuyvlI4OtHgTNCN/qSpnwrfizSvBCsuAmmPpC7F4avfbxuR/krLlh9lOQpANnbHHt+ldzzwsf90+3fO1+Gv8VlOznPI8f/jv90sfIdxo7uuCcMNHXVEwfU3/P63t5bUPjNV19MhdozEUz5f12vxTipidNTrOgETR+nbaxM5ktpsfQtG9kWdSvS7tcUCc5vu0yyn5hocnkCp5xOR/0YZ1ffvzPc298i0KV07BTR3vP/10Iqjm/Hm4E5UtVXmgVsvfS2I5j2wcBtlVpGg/DxFBvm6rMcng/eiloGxudtaBtvGdPNc4vNDIs3iyQ7M1V3Hoaa8ro5qEQSVP4qx/+/a9ZDmvnlxPRJz88/TEVvENi9cefn9evv1OmWv/+xeRAI2j8auNG3t1mIuG4sX+XvjXMssEQci/UaA/vKHy7OXNpZSfoYn1eSCYz3rVGMspw1UMcXWsU8y2c3p4l5ftodHHEpFoHJ1367cv+tIdjKhg31goKj33CuJFvdehIMG58e+8fNQ77uvbbbFbzTlP80q8zejrUGD+zot3rthFFcNI6nGdBI2j8GhonV+YJQvELY281BgOnI3djpcgFbWOyk8dLtebFZFDBWqu2bu7Uz4paqPEw0Cg4tfZxYWIe5w/zOS0qKq2uV1M4aepeGoM+MW61b21T/ZNGwe7mFfIT9nD8HDyfTrtU89bSWtWeRr6yJUQGKP31ceu5nU3U/Cir/X7cHCwG7qIHfuuiK+D/f3t3E5s2nvh/fC/Yc6wtP0i+jDwHWxiZB1lmhYQ41IcgUCQOqcHmkkeJiCRCYVLPL0IjIFEU5FQRBziMACWKokRz2kYcmlFOq2pv20MPe/z18L/MZe+Z29+GtMlMm266v04b2s9bu52EB4OpX/36Acya7O+e6u2cVdmkSkAjNP7pGilpVvIWH01b1IQ395FjGxsarZTCtKhPE9zjQJqn6MRGIq5w0UAwIuqLVMhfVqn5mXwiTocFfo0kkiTBh1OBcFbUxQ/U6HnkFpZu1RgL+wPVhx/9T3hzRmgxTr3xdp8ky1OcKvKhNT6yIMhMQAuGeJ6dpSl6dSPILPnbjXogoalyPOyDkoIbAZImQ9AIjZ9A4+ft+r04BH+bRmJ8FBDvjINGaPxEGm+E96lCIzRCIzRCIzRCIzRCIzRCIzRCIzRCIzRCIzRCIzRCIzRCIzRCIzRCIzRCI4JGaITGe6TxC/w2VR4aoXECo0/dSfmmcbJrcHfUSFituQn5pnHRdGP4pnE0Xm4r2yviJHBU+ETNLtxRI6UdloWJ+EeGUDuNkgKNaFRy0Ayw8ftfyKrVGPmuGoXyUVHn7v9ccTHjaFmioBGNmxu0JiPXesdnIW/RSIUbJ5MxVydFjoJG9HqPh2o7B/e/rpl+1ymtbtNIcSmjOwGztZVYpKARXW+RyaJ0/xPld6K7VSPFRwoTMFc0QUEj+lL2Qt2qEUEjgkYEjdCIoBFBI4JGBI3QiKARQSOCRmj8shfoL/J4o8JnJuB4Y4HmoRFdR6srm5X7nxnQReXuGgkysW5OwFwtMwIBjegqfrXb7NXuf/Wz9kzhzhqJcLXXnIC5qjVr69MENKJxpVovr4buf8lUv7GQvatGobhdXGDv/1yxwZ29AD7Dga6W5sp2IDIRz1SJftDnG3eEyfjUoNrG5xvR663GPj77/1kTTXcBn/1H44XhizwvDs5SBY0TqhHnjINGaIRGaIRGBI3QCI3QCI3QiKARGqFxsjQSyS3HnKbSTMb/bT7nFJNEyD8cOR/lREbjKTHBUkQ6J1AKm46ErJBClNZU/wZcVMs5jrOb5LktZ5eU1r1fdiwtt0BQ8srufMJwnHKQSyQiVCHF5kdX+ieAK1iOE5AovexdEqMpPm0YVoQiEyKlqCoX8C7NSdAIjV+jRkKtOeZpd77c94/rkdWOWW6ktQcqoQQOdd1tCMr0scXrA1OiiBWDsy4NWs4XEz95N9gYmMOaaQdY1j3d7DdUy7gcmnPLD1xRWbr8m1Y7Kdq5dPLoSZoITWnRysNh0Rcvma5ZqeXpypOy3XH1TKJZrjTMSOKcpHh7nWmdV3YbtgyN0PgVasyunCR5vac5PU8jHzDChFSpsr+u06I3Yj7uNBI8eREodfzhig/scI9/e5GOLFfJyxwtds1oL5hVFJ7510K2dMTIZNuk5cRUS81Gj75daJiiolDk4OGWwF6WiMywUvAelFitJXg5YQjFvTgx71q6kxdlzY1FW0sUv2mv7uXpSMoVoREav8axUdtr6zojGL5GaStAUwRTC1ddIdmOcevRXLFAPm/vOQI11phoNnbIXFHaOhPUdiy2Z6vh6Uj4mxqjB+ME196Us3MX9fxisfivhdrBWjgkhjqH3aB6WaLooekbo20jznMLUan4ginNHc5EfW1Sx7GuNF4YarrcjUAjNH6N242RdLvfz0kjjcKO5S0ks/3k7KvZvMGtNdargyT5zQ+POtJrjY51mtssivoLNWdw2v++6DdsTtaNXtMUqLHGnmmkHevhwuCyeWro4a65bMxda4zsmmIh1zxkiz+4F0+K5GMfeqTSXLnS+PK3Wt+5ft8eNELj1zQ2CoLExXraznhsTNGUku6w4qvK6bK4+arVepkPv3ATx1H5SqORjB7XqhnxZaWfp9NugOQkWuAK8+kWw481tuc6Ww7z08K+Eebi9FI3H3acX67Hxk0jTiwy7mxxqD8eBqSgM+09oaITPfY0Fs3Vo2JoXiKwFwcav0aNdGpdpJaac07Tu4gPlFlCNIsi1f3leDZ+lhfpjQ5zkqJTZ0nlSiMp9H9wMtTBI1dV0nWG95atmbZExZ9H6bHGTtL4zpz9aaGx6e+lJbsbkZVHPydfa/S2G+cInjmZLbqCXHRnk04gwuuH2pqrE1JzndkL/O7t1Ncas/RtGnn6P2okphOWZTFvfRyED3NLYe/uBBu1rBn2xt1F9WrHrqT/8V5CSYRGaPxTxsbkzu6601mqflPOWRxZdOzigU5QwW9rAlNLE0qsvr79mFhsNziFsLbmg8VpIv2bE6ES354KlH50aucCSbZhrHd7LME5OTm7usPlngTZX7TTYzOXX1CNFCGc/tsbG7ft0TEUKdewzf0uZ/YEar6Xm0/0i5sHJr1otO2dhjrbW3mXRoUOMUvXttQj+8atpJjqj6bv00jbj/bq7q/5q3218YWrL8IodJfL/ZC3qrzzyO2dD9g3d1DSR8z4JWKeab+fqhJtqAo0QuOfsd1IhO3dXIhQ7d3dDZKIpyq5sLf0SSs6z2reGCAx6aDnIRyYV5Sl2QinRihaW+O9G6g8JaxUdndtVebs3U1vYImshQmC02kyIYkrAmPu7ppBTg9RBJmXKCJYGguKMGblsUQlYzRFrGkZWTfNhOd0PlAxw7wUCxFvaVRodqXbuaZCB0+qwg2N9qm9JhLv1ZirCQS9exinZDHD88E9hiAiokjQwdlqzde4ZQgE6a5niYwYIRQ5IsZaq9mI/4SDL0YaFdq7gpC9NQS6lBAUbzJZSol4l42G2IxIj15Q747+fWRRzEIj+nCN/pI2/lO58ctdU95zL+X1lW9f8Yff333xlcYlOhToHD07DRP+BBWCoJPG87NogR//riiC2WrVKmtS4H0a+96K58rJdCa/585NH/x7wOm158NkITdXvtIoUVK7SquDYV8X7HrHfJ6I7fvTu9JIGq2zUtqMU7H1lc0lyZtMlCbbz+r+2i0f6w23/MO1kXzPneUpOnC+Z0WgEf03Gu9xgnPALPdOhsNhM8GOKmkpp/78sL25qo4vYDXj2XD43DWcZ+/R2CQj87W2mOgxy4eM1ZqJ27nSSYfct42RxnKXFNPDqDgIaP1icruurg6L9dEJEsYaMxUjbW7PXcSIbtk8S0fbwWg90d0K7ba9dV7O2NCrK95asDQ4UmWKiNajeZchoBF9YRp3zgdHQ7/n7mBcvcxo2+uh3OnV7wP3YnyD1lC77QP1tPnXH3/8y5OS0q2G1UM7OkgTYpz9fkD2N8caOz/++M//KdOUFNfPDbWWz6R/+rY62js01hjq5qdjw0TPJA8XNs5WjeoixZd6M3HmUCUorn4aFvwbS6e7nsmM4QjTB7ksNKIvbWzsLljdYw9bjyGn/eLe5lvyOMcT/CI3umBa33o+HLb6Zvn5e8bGHhfv1Dl++4cnl5fLnsZ4+8Gv/+/wjcayw8kyQYnDR789dEYa//FwO3mtUX31r8vL5+nofmqHTJ3NdUyRUtKXP11eup5GJdz47Ynpv+vvtOKPkAdlkeva0Ii+OI0OmeUSxtHw9Pr4g6dx+YY7wXzeauTD4n/abgy5lUily4YCenCQVrcD7JPrsdHfbvRK/hxNX+yMND7LlY3rNdW4Y8dLOYFr/boirpzFzB2uwMzVUxk1Jfg7dVmp0p5+rVE2G0uz9QAPjejL0+gtvVzQaF/vU/2DRsluBMIR5f37VD2NfOC7qN4/enWo663e6uF3vakW+weNwndT7q8d3dfYmpsdWv5enJ+mjt0KOeOevOhIfOMXlrfOdLV9dNJQrdbei/Ki/0b4o+1Wnouyi57GtWAm3Hg27ISkYAka0afTSKy5v22Nj5KL5ef9kD/R7OqrYZT/uBopio+vkbdq1EIR5T8c/Y/7B07ENCeHmCCbpZNrUmg1zSbp0DwZ8o/+c9Ojp6yEmbS6JIYEQgwX5KR/Lq+CFgwGZyMRNcjEFYpLZqlFNsIvMcwSH1kLMv45IxVBC6YlmSzwIU4RpnmCZBiOkKclaESfTuNipbJSWRtNSpiqaf6KHaEPihVX/9gaPY/Z2zT6RwEpvDMOGr9yjYJpM1dvHBNeBEa7ILOJGkme5vmPrvHmSPd7jVdBIzR+1Rp5tdgohsZj40VwtHzRVkNYdHJZaIRG9Ek1ZvSwWo2OCAjnzGg85BODcHiQIqARGtGnXVOtnHYcT6SHQNiOiTpJUAp7ejzosWs6AY3QiD6hRv8d50yE9TXSwfnIrP89aHypYuq8Do3QiD6pxne/01v5iMcyoREaofG+BI3QCI3QCI3QCI3QCI3QCI3QCI2fRyMJjdAIjfchuu+WJuabxnfm76iRsFrByfmm8RgBjchPqWyn6Ml4qjN1W7yjRko7dKTJmKtkuxGmoBGNCvcG+eT4o/T3unCgvr+QvatGoXpR1Zbu/2yFgs52vgCN6GpxZg4Gg8HZvW/gNmbecSbhWzQq4fLZRMzVYc/mCGhEr7cck9Zm5f5nBmZF5c4a/TOK58wJmKtlRvhiMULjfzM60qJ0/xPpdy61t2mklGxmAuaqEOG/4CULGr+2f0pu04igEUEjgkZoRNCIoBFBI4JGaETQiKARQSM0ImhE0IigERq/qgValuL3v8UPfS8OL07AXAkZvBcH3Sgy175oTUD9x4sf8D5VXt06noS5OrRJvE8VvY5edpvdHePe1+3t2fPKXTXyTNNtO/d/rpzTva7KQyMax7jdhbh4/xN0ozZD31Uj2T2MktL9nyuJzbmVODSi8SBiHAcn47P/hNbYle6oUQke24WJON2PQhr1WZyJA423GmtuaEIWhnlnh7ujRn6lFZuQ9T963WV4aER+OGfcZw7njEM3NeJ8qtAIjdAIjdCIoBEaoREaoREaETRCIzRCIzRCI4JGaIRGaIRGaIRGaIRGaIRGaIRGaIRGaIRGaIRGaIRGaIRGaIRGaIRGaPxsGgUtGAym3/reXYLjxFn/a02ltHe9Kl9fQ4eE0X/5sHdFcPWjn+/lWiMv39C4nbvxQDz9To20Py9BLhKSRN37QYt4T3JRoQhyOlNa9Z4ry3tTYleDSf/uBT3ICN6vcYKik6z3ULTq3YfJ3HgNppfGrxlB3vgqVCkW1COUuBbUBGiExo+rceVZzels565ODJBZu1ru6N1K+ht/UU88HzgNd+76k7Jse2V0EzpquA8OjRsf902zxEfUyJOx6WsY6rl948O6kpaMvK1RWXrkOo6hs9057eTI6VxURGkQlalMtaqfnnSdZj1MEYzTddopiZo397uNLknX83Q20bM8hEvHLccZmtccxd2d8WOKVdt7uIzG+rO91e+cWFyg0R1UBGiExo+qMV/TRSE3uBqOyM7MeJnh02n9gf9pdWvAiPPF2vWClzy8WmeUM4mXTOHGItaw6Y+mkZ9+bDjs9cLMXBRvnJ9DynXy3nj9R43sD3NSJsOHetbqSb4gJV7MCcMATYkHB1rfFkR1kOfZ5oqQmekHxXwzJrG1XallilptWfJeHPZ8vSAmLpNvpiinY+OfpU7VM0r2/eGZjoYk50zXVMlqago0QuPH1LjRCFEKc5yk2NO9lGj/cFJid7b7LJ1IpP8x0lifpXhrO0Q2zztJacMx7OPc0ubj0aChPdMJKdB18qZAW0zw58torlyvR7PEWvtwQ4wyWTm15q0CTlePD3ztSsDoqATFx84OLfq9Gol4dGd72GBfP2WCLR+1E9f3kczWSWOZjbylUfOf15Kn8fwxQRX6xvRrjad52UNVlNebnEJJW7t6oxLxJrsmtszkaXH0bw27FyCo+NNEdKseJNfdbjKSsIh4ddsRFjvV+UDR+PeU7j0h73/r52HvYdO14PjBiY1BbcH/kaw4/jl9SOO4KEAj+i/GxrNYPFSszYt1o9JMWFMOa+3YJ2Vpx4iNNboz86Vue3qznNurhIcnqei2Yxo68Vrj9PZJ3vyGLezvhn9zmdb31cYgzO4YxanHxY7AHgZlSg40TCPvUSL2ngfmFWK2Uy2fMcTtGg+YRNl9Nhz25tiQX3gtYZ72zPJKLDm+IJQ2ng+HR51c+dnvNf7Pi3rfyoSuNNLFJvtaY213aT7mWnzN8EY5OtdJudZ4fbt1UD9TRz+yRxWOy02lGy/s2Xzb7ju6c7pot/ODTbbdth1r5clgfMIeYdCNU1TEriXHjxt2d8vmvH+Crak24z1csWu3cgVoRB+sMXe513/xIiFr3wVWj3eYnlVYi85tu4vODjPWeNlq1/bTdDDIuF11WJTUFw+bY4wjjeReUYj+L1voF+VBZem8M51wY1ZfFZqNGVcNOKRC0es1K+FvXhJuWfSW/419kuuYkds1NouN1tDr3Ni0/TbNXNTqaFpg07THFZv+9UN3MNT4mxq/rSaCbPb12Eibh6FhfqzxeKp/ONXhiGbZe2A53944fq3x5yfDudGoy76aajROrHi7I3DdnDjXTB30w3vVdLHF1B8Oo5GQaxLjgXnbe9SINdi42sTUW+vRoDcmEgvPEt4tWDdIV05D0Ig+fGzcexzrt0rEys/HtVZ1tW5xle2zJ3vXGo/yapLMFrqHve87aiuXSb784SLIX2sc2IWxxuygQu5VJGbA5PbJiHG41Eg1LG/ZV7yh1zUWvaV1YHqLfWSzI0lGVbxdYzsRODj2sA0sfdZPXRIy6kFYlubDs+OCjjd0tvoV59l711RPu8KFx77QdtK9nXRg6P1c3Bf83TNlpuZv5EpsofWL5eyr/mvDtozZZJLOdKpiqG/Jem25U1v7bVg7HKw2f/o1J15pFHO1IE1lorX86w3ZSKC/3fA2N4mF8wVvQmvnOpGqlxRoRP/FdiPB9syMPhXjgunZmqWdm7p7Y2ysjzaWwr8kSoMDT2Mk6Rqmw93QuC4mfl2Lu9caY9GaLgw6mZx74u8S4dkSZw29qYw1yoEaOd026fdsN4ZoNtA+Ge6HeWKUf4TjIOx7G/9OCObzVr2SFjbe2m4krjXy2mWA7vfmFfZwM9nI0/SGqyvpPQ9Fum8JlVqYyHgz0toqsPtG/PV2o2fL0zjvrItzZ97YyJ7l43oi3O7m2lpppJEIDDSZyib6j9/MAadzsRNvu/RKozc2yrv7GBvRh2sMdJYo3hoyYs0xT9bVfSPq7hW/uRAMI/bUX72M9tXRztZf2+artn7haTxbDjfy4704LW+7sZmjky/q5lQx2z0LbpsS00uHDKf6W0xRHzj+8BHJeRt4HTLE8T2bXiyJ6kF5ZxDLrEnv26cqh5cbnet9qlca3+zFsWsVjX57n+rD0a9kLcq8qG3kBv04xUwZeedUJdsBmeLqDYnOtdcDjTKplBqd/OZgNXJkRojEy+qiryg10tgtirTVNnuO6vSl9f38oLHWKXLVrYX9ZkihhAfPc4Gg7r7cDCQ4UfNXuLWeubvvbX1ntD2N1sWM2dkcLgvk747EQiO6g8ZksEBR8RxDLJXbOYEO2ulVZ9cKiLEYZ0/7W0GJ0e5BfqZTtuY4S80KMyodS4w0clacEhMqQScOqjmd0IvBlE5PJzhCLXajhLcGVxrdbD7XMdKyphIJnSdXF7O64wTpzAr3Po3e8pucIW/VGNT8YxJ/PPovbXL+TIoJlrTb7Y7prw0zO+2qSohBb5TmNXORikS77YDkrz+bnR2d4C09S2Us23syUrQ0mlPGG/ukVLfCSs6pLKx3DliR0ehSNMRUve1lwWm02+aa3Wl3ikmy4w+BRNTpzIicJnGPucjjuMLZneVFWtehEX2gxqthxf+/oox/Ut55S+W991deT+VdN1b+cN/3Tur6vThy5DaNsjha0t96Z5zyu8dU3npw5eYFb13xh+dIcAdV/p139y4a/ykFpHfN0DvmDxrRnTXeo255n+rvNF71575PtVB5yfyH14wX7vrw0Iig8f+QQosfb+LQiKDxvgSNCBqhERqhERqhEUEjNEIjNEIjNCJohEZohEZohEZohEZohEZohEZohEZohEZohEZohEZohEZohMYvtEzNXZqQ5TbuONN31MinWjfPi3Ofoz2NPDSi0SjS2UtPyMKQbJeFO2okZi5S9GTMlVAcTMowDo1/eqm9XZLO3v9owe4FInfUSCVPa6oo3/+5kguJpkFS0IjG/zaX3Z2N6P0vZbhGmLirxkjA3V+37v9cWWazvkpDI7qKtHutSeiwknzH3o5bNFKS1T6ahLnadm5+3Q40fvWJIV27/62xhXdtXt2mkZI5dQLmSisJPAWN6Eavz0Z6n7vlMMytGv3rJnauoBFNYu/TiKARQSOCRmhE0IigEUEjItSDMIGXARrR5y7C6lqgl9LWWICERvR542M7+4PWYN9RFbwY0Ig+b0uG/13HraKElwIa0WdOfnzoaTyMYUUVGtHnTgkZz72hUcArAY3osxex3OEgyOOFgEb02SPY7vMyhxVVaEQfXlaMz3/UWNtdJj/uJOfjkgzf0PjFFw/Utj9u561h6/wjT3PbLSbBERq/8H0uZPn8sNa/99XOzs9i2BaFxi86Kefuzi4W7n3SUuqwu4S/L2j8kgv3uxPynlLR3gtiXRUav+AIzTULk/JUL1Iy/sag8UvWuGdHJuSp6hcBaIRGaIRGaETQCI3QCI3QCI0IGqERGqERGqERQSM0QiOCRmhE91YjHy8lkyWOlyRCSnotEkRBIigqEycirPc7699UDI3/SwnhJMdTEYGnFGlp5ITnpPHJcLLCeKIE59+dUkZTuSoS8qZEvvMtpzwpcDQfF6ERGqGRa/784OmlwRXLovG3B08fNkjJLoqUbJ1JwZ8fPn3wKBChpPVXT6dyEkWRp48eXGji4zapCDvPQv79Q8+KY0mhWnDEknTz/gURu3gtLPro4dN/vNT/+CY3maQp6cg915fO8jQ0QuNXr5FsmBmeIESjK3WfSXz4mREuGp7GwPnizHOWp+1mOGI2VDm8V4xkhjUuUz7TA82QlBuU/Lsr+VY9PPo+n7AbJXxuWtQfLAmpuCP634czehBroGWFbnNx9Pv4O2i8Pwn1SVqhgttWRCjOZceXK9AIjV+7RmqkseWNZqnjhO9opLG15OEaaNogylNEdBBmHpQIKr6hbjRVqzc+74a0t9sMyGIsZQX3ovMbSXo2ZyYK2aRtut1CYWVzfXRCAOtMV3jrQkukAhJnbXo3UNfXNcH+W7VA5s3VTGY1LJN5e1VMrvK8nuShERq/To3u0/PDKvdGo/58o/xGI0vw+aaaP1O9G6qDhDEcnaJRTrm7e4HxqiVzqG9WJfb4ZCO4bRsNlXUMZxhUO3Xnsh9PDSovR+ur1iBNSGV35rvmBltsbLUCaadrHDCbfyuy7U6xPhc+tktGw9m2Ao/i8UaOhkZo/Do11mtBLUm/0Rge5owrjdG//fzw4dOUaPvrolT4zGqcjzYFs4Fv//ptcTQJomNKmqOGe8t0eOofhkDRHF36Zn25mYw7XSku0L2efyI56+G3D3+4ZPRfGWJ2wMhm2x7a4nxBfZQO1pfofFE7Mq2BWqh20j8HF9rX50iGRmj8ytZUbX8oeqORaUU3T4Xx2PhCI4dnHGUdept3VNqN2VOjczTKGz+Vc69m/FVQ9oe//P0vfy+n+5bMPv37NwJFDv/513+bW/1FeqMaz//zxx8PRxqPZ+KCyKvf6ERiEKYCDT3w84/fp9VHmv3Xv//9L6+iF8XNBkfbDW7rNFWRsN0IjV+tRvmGRrp7vJY/C1Fi9ZROtJYU1l0Xyf1174rNPsc+SMgUux/NuUmpcsZ6d1tuqxxpNK2ap/Go2qtELDcWfJVbH4SlqqMOd8NuffFqu9H/5hxP49pggbfbOjmt75djj9IzewvkbLh0VEmdlcRiZ1G9PH0sQyM0QuPTZat4sSLO1k9T5lmU9zRSfOooQQe75opZS2T5optLHRilQDNEsGe9JSrTXvEG1oWL7mBFZl0rPZWwXharT3PaaWNz2Chtn+enzuO/06gslp3ctr1qmLnTlPrE1PvV/OmyfmTrjmG6KTkyHLIKNELj16lRnBsdBpRjqx66crnKZChZL5aLcyLFprx1xniekem1zbKpe+7EaLEcmJZLMxIlaxVVycyQHh0ptWKVCOkxG9kITq+XrXVdXKsWzaAYc+x8yt/UDEd9k5SQj1MKa5fznMhUq/n5zHKOUytlOxQ6X5fU3bL3eEpw5sb7hKARGr8qjRQ/PiRIEBRPe/m/ETJN895/RkcasvzogvGpTb2bZJXxFYR/CT8ax/isPxHv/zyvZGk+S4zuwFMELWdH0yDGt1Oy/h/yaBLehLxpy4p/S4UcBGRi9JhXDwqN0PhVarwHTXcvtHeejAoaoREaP3GitpahoBEaofFeP1VohEZohEZoRNAIjdAIjf9lfHa8u5Tgx/tm/R2q0AiN6DNolALFdZanKHohb/vHLUNmMSFCIzSiT6+RSDXNcl6iqMXuq2WWoETXKR8Fs9AIjejTazRfLbD+GTkWd9o0RSnaw5LUNyRohEb06ddU5dO//rMW9zQaO96ISOS+j9OdrgCN0Ig+vca4QDP+l7qNNSrpf4ULGBuhEX0OjfxyzTSccIglPY1iqSC6nW4rmGHjBDRCI/rEY6OYKm6m6bC6qK8RBV2ipu3iakRWOWiERvSpNY6PMyoENToZnD9a8lc/QCM0ok+s8U9+qtAIjdAIjdCIoBEaoREaoREaETRCIzRCIzRCI4JGaIRG9EbjpjghT3UNGqHxi07RB1vcZDzVbPQ8yuNvDBq/4KaN5pxITED0UqenK/gLg8YvOHq1Xl8PMve+1VT7eL2Avy9oRAgaEULQiBA0IoSgESFoRAhBI0LQiBCCRoSgES8BQtCIEIJGhKARIQSNCEEjQggaEYJGhBA0IgSNCCFoRAgaEULQiBA0IoSgESFoRAhBI0LQiBCCRoQQNCIEjQghaEQIGhFC0IgQNCKEoBEhaEQIQSNC0IgQgkaEoBEhBI0IQSNCCBoRgkaEEDQiBI0IIWhECEEjQtCIEIJGhKARIQSNCEEjQggaEYJGhBA0IgSNCCFoRAgaEULQiBA0IoSgESFoRAhBI0LQiBCCRoQQNCIEjQghaEQIGhFC0IgQNCKEoBEhaEQIQSNC0IgQgkaEoBEhBI0IQSNCCBoRgkaEEDQihKARIWhECEEjQtCIEIJGhKARIQSNCEEjQggaEYJGhBA0IgSNCCFoRAgaEULQiBA0IoSgESFoRAhBI0IIGhGCRoQQNCIEjQghaEQIGhFC0IgQNCKEoBEhaEQIQSNC0IgQgkaEoBEhBI0IQSNCCBoRgkaEEDQihKARIWhECEEjQtCIEIJGhKARIQSNCEEjQggaEYJGhBA0IgSNCCFoRAgaEULQiBA0IoSgESFoxEuAEDQihKARIWhECEEjQtCIEIJGhKARIQSNCEEjQggaEYJGhBA0IgSNCCFoRAgaEULQiBA0IoSgESEEjQhBI0IIGhGCRoQQNCIEjQghaEQIGhFC0IgQNCKEoBEhaEQIQSNC0IgQgkaEoBEhBI0IQSNCCBoRQtCIEDQihKARIWhECEEjQhPU/wfeR7V/9PJA1wAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/></div><span class="t v0_9 s1_9 t2_9">Vlastnick&#xE1; struktura </span><span class="t s2_9 t3_9">K 31.12.2025 byla struktura skupiny tvo&#x159;ena n&#xE1;sledovn&#x11B;: </span><span class="t s3_9 t4_9">Spole&#x10D;nost je ve shora popsan&#xE9; skupin&#x11B; v pozici holdingov&#xE9; spole&#x10D;nosti, kter&#xE1; p&#x159;&#xED;mo vlastn&#xED; a ovl&#xE1;d&#xE1; jednotliv&#xE9; </span><span class="t s3_9 t5_9">projektov&#xE9; (SPV) spole&#x10D;nosti vlastn&#xED;c&#xED; konkr&#xE9;tn&#xED; realitn&#xED; projekty. Takto popsan&#xE1; skupina (d&#xE1;le jen &#x201E;Skupina&#x201C;) je </span><span class="t s3_9 t6_9">p&#x159;edm&#x11B;tem konsolidace hospod&#xE1;&#x159;sk&#xFD;ch v&#xFD;sledk&#x16F;. </span><span class="t s0_9 t1_9">9 </span><a id="a117_14" style="left:103px;bottom:1167px;position:absolute;transform-origin:bottom left"> </a></div>
<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEX///+nxBvIAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/></div><span class="t s1_10 t2_10">FIDUROCK Projekt 22, s.r.o. v r&#xE1;mci Skupiny kryje schv&#xE1;len&#xFD; &#xFA;v&#x11B;rov&#xFD; r&#xE1;mec od UniCredit za &#xFA;&#x10D;elem financov&#xE1;n&#xED; </span><span class="t s2_10 t3_10">budouc&#xED;ch akvizic. </span><span class="t s1_10 t4_10">Ostatn&#xED; spole&#x10D;nosti v r&#xE1;mci skupiny FIDUROCK, kter&#xE9; jsou k 31.12.2025 dce&#x159;in&#xFD;mi spole&#x10D;nostmi spole&#x10D;nosti </span><span class="t s2_10 t5_10">FIDUROCK Private Equity Participations B.V., a kter&#xE9; jsou sestersk&#xFD;mi spole&#x10D;nostmi Spole&#x10D;nosti se zab&#xFD;vaj&#xED; </span><span class="t s2_10 t6_10">zejm&#xE9;na vlastnictv&#xED;m a pron&#xE1;jmem reziden&#x10D;n&#xED;ch nemovitost&#xED; a dal&#x161;&#xED;mi aktivitami. P&#x159;ehled t&#x11B;chto spole&#x10D;nost&#xED; je </span><span class="t s1_10 t7_10">uveden jako P&#x159;&#xED;loha &#x10D;. 1 Zpr&#xE1;vy o Vztaz&#xED;ch, kter&#xE1; je sou&#x10D;&#xE1;st&#xED; t&#xE9;to V&#xFD;ro&#x10D;n&#xED; finan&#x10D;n&#xED; zpr&#xE1;vy. </span><span class="t s1_10 t8_10">Spole&#x10D;nosti s&#xED;dl&#xED;c&#xED; v &#x10C;esk&#xE9; republice jsou zalo&#x17E;eny a existuj&#xED;c&#xED; dle pr&#xE1;va &#x10C;esk&#xE9; republiky. Spole&#x10D;nosti s&#xED;dl&#xED;c&#xED; </span><span class="t s2_10 t9_10">v Slovensk&#xE9; republice jsou zalo&#x17E;eny a existuj&#xED;c&#xED; dle pr&#xE1;va Slovensk&#xE9; republiky Spole&#x10D;nosti s&#xED;dl&#xED;c&#xED; v Nizozemsk&#xE9;m </span><span class="t s1_10 ta_10">kr&#xE1;lovstv&#xED; jsou zalo&#x17E;eny a existuj&#xED; dle pr&#xE1;va Nizozemsk&#xE9;ho kr&#xE1;lovstv&#xED;. </span><span class="t s1_10 tb_10">Spole&#x10D;nost jako holding nevykon&#xE1;v&#xE1; &#x17E;&#xE1;dnou aktivn&#xED; &#x10D;innost. Spole&#x10D;nost je financovan&#xE1; p&#x159;edev&#x161;&#xED;m prost&#x159;ednictv&#xED;m </span><span class="t s1_10 tc_10">vklad&#x16F; do kapit&#xE1;lov&#xFD;ch fond&#x16F; od sv&#xE9; mate&#x159;sk&#xE9; spole&#x10D;nosti FIDUROCK Private Equity Participations B.V. (jejich </span><span class="t s1_10 td_10">v&#xFD;&#x161;e k 31.12.2025 &#x10D;inila 581,61 mil. K&#x10D;) a emitovan&#xFD;mi dluhopisy v nomin&#xE1;ln&#xED; v&#xFD;&#x161;i 900 mil K&#x10D;. Spole&#x10D;nost d&#xE1;le tyto </span><span class="t s1_10 te_10">prost&#x159;edky poskytuje jednotliv&#xFD;m dce&#x159;in&#xFD;m projektov&#xFD;m spole&#x10D;nostem a vzhledem k tomu, &#x17E;e nevykon&#xE1;v&#xE1; &#x17E;&#xE1;dnou </span><span class="t s1_10 tf_10">jinou &#x10D;innost, jej&#xED; schopnost spl&#xE1;cet sv&#xE9; finan&#x10D;n&#xED; z&#xE1;vazky je p&#x159;&#xED;mo spojen&#xE1; s finan&#x10D;n&#xED; v&#xFD;konnost&#xED; jednotliv&#xFD;ch </span><span class="t s1_10 tg_10">spole&#x10D;nost&#xED;. </span><span class="t s1_10 th_10">Spole&#x10D;nost nad r&#xE1;mec standardn&#xED;ch mechanism&#x16F; pr&#xE1;va obchodn&#xED;ch korporac&#xED; nep&#x159;ijala &#x17E;&#xE1;dn&#xE1; zvl&#xE1;&#x161;tn&#xED; opat&#x159;en&#xED;, </span><span class="t s1_10 ti_10">jejich&#x17E; &#xFA;&#x10D;elem by bylo br&#xE1;nit zneu&#x17E;it&#xED; kontroly nad Spole&#x10D;nost&#xED;. </span><span class="t s0_10 t1_10">10 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAFVBMVEX////s7Ozf39/y8vJ2dnYgICCioqINDlkeAAAEkUlEQVR42u3RCREAQAgEIO/tH9kc7kAFqgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGCwtXMdvYxyX66vFwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEjRdawGDFO0vjkAAAAASUVORK5CYII=" style="width:909px;height:1286px"/></div><span class="t v0_11 s1_11 t2_11">V&#xFD;kaz o &#x159;&#xED;zen&#xED; a spr&#xE1;v&#x11B; spole&#x10D;nosti </span><span class="t v0_11 s3_11 t4_11">1 </span><span class="t v0_11 s2_11 t3_11">Org&#xE1;ny spole&#x10D;nosti </span><span class="t v0_11 s4_11 t5_11">Valn&#xE1; hromada </span><span class="t s5_11 t6_11">Valn&#xE1; hromada je nejvy&#x161;&#x161;&#xED;m org&#xE1;nem spole&#x10D;nosti. M&#xE1;-li spole&#x10D;nost jedin&#xE9;ho akcion&#xE1;&#x159;e, nekon&#xE1; se valn&#xE1; hromada </span><span class="t s5_11 t7_11">a jej&#xED; p&#x16F;sobnost v rozsahu stanoven&#xE9;m d&#xE1;le vykon&#xE1;v&#xE1; tento akcion&#xE1;&#x159;. Valn&#xE1; hromada je schopna se usn&#xE1;&#x161;et, pokud </span><span class="t s6_11 t8_11">jsou osobn&#x11B; nebo prost&#x159;ednictv&#xED;m z&#xE1;stupce p&#x159;&#xED;tomni v&#x161;ichni akcion&#xE1;&#x159;i. </span><span class="t s6_11 t9_11">Do p&#x16F;sobnosti valn&#xE9; hromady n&#xE1;le&#x17E;&#xED; zejm&#xE9;na: </span><span class="t s7_11 ta_11">- </span><span class="t s6_11 tb_11">rozhodov&#xE1;n&#xED; o zm&#x11B;n&#x11B; stanov </span><span class="t s7_11 tc_11">- </span><span class="t s6_11 td_11">rozhodov&#xE1;n&#xED; o zm&#x11B;n&#x11B; v&#xFD;&#x161;e z&#xE1;kladn&#xED;ho kapit&#xE1;lu a o pov&#x11B;&#x159;en&#xED; p&#x159;edstavenstva ke zv&#xFD;&#x161;en&#xED; z&#xE1;kladn&#xED;ho </span><span class="t s5_11 te_11">kapit&#xE1;lu </span><span class="t s7_11 tf_11">- </span><span class="t s6_11 tg_11">rozhodov&#xE1;n&#xED; o mo&#x17E;nosti zapo&#x10D;ten&#xED; pen&#x11B;&#x17E;it&#xE9; pohled&#xE1;vky v&#x16F;&#x10D;i spole&#x10D;nosti proti pohled&#xE1;vce na splacen&#xED; </span><span class="t s5_11 th_11">emisn&#xED;ho kursu </span><span class="t s7_11 ti_11">- </span><span class="t s6_11 tj_11">volba a odvol&#xE1;n&#xED; &#x10D;len&#x16F; p&#x159;edstavenstva </span><span class="t s7_11 tk_11">- </span><span class="t s6_11 tl_11">volba a odvol&#xE1;n&#xED; &#x10D;len&#x16F; dozor&#x10D;&#xED; rady a jin&#xFD;ch org&#xE1;n&#x16F; ur&#x10D;en&#xFD;ch stanovami </span><span class="t s7_11 tm_11">- </span><span class="t s6_11 tn_11">schv&#xE1;len&#xED; &#x159;&#xE1;dn&#xE9;, mimo&#x159;&#xE1;dn&#xE9; nebo konsolidovan&#xE9; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky, pop&#x159;. i mezit&#xED;mn&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky </span><span class="t s7_11 to_11">- </span><span class="t s6_11 tp_11">rozhodnut&#xED; o rozd&#x11B;len&#xED; zisku nebo jin&#xFD;ch vlastn&#xED;ch zdroj&#x16F; nebo o &#xFA;hrad&#x11B; ztr&#xE1;ty </span><span class="t s7_11 tq_11">- </span><span class="t s6_11 tr_11">schv&#xE1;len&#xED; p&#x159;evodu, pachtu nebo zastaven&#xED; z&#xE1;vodu nebo takov&#xE9; jeho &#x10D;&#xE1;sti, kter&#xE1; by znamenala </span><span class="t s6_11 ts_11">podstatnou zm&#x11B;nu dosavadn&#xED; struktury z&#xE1;vodu nebo podstatnou zm&#x11B;nu v p&#x159;edm&#x11B;tu podnik&#xE1;n&#xED; nebo </span><span class="t s6_11 tt_11">&#x10D;innosti spole&#x10D;nosti </span><span class="t s7_11 tu_11">- </span><span class="t s6_11 tv_11">rozhodnut&#xED; o dal&#x161;&#xED;ch ot&#xE1;zk&#xE1;ch, kter&#xE9; z&#xE1;kon nebo stanovy zahrnuj&#xED; do p&#x16F;sobnosti valn&#xE9; hromady </span><span class="t s7_11 tw_11">- </span><span class="t s6_11 tx_11">ud&#x11B;lov&#xE1;n&#xED; pokyn&#x16F; p&#x159;edstavenstvu a schvalov&#xE1;n&#xED; z&#xE1;sad &#x10D;innosti p&#x159;edstavenstva </span><span class="t v0_11 s8_11 ty_11">P&#x159;edstavenstvo </span><span class="t s5_11 tz_11">P&#x159;edstavenstvo je statut&#xE1;rn&#xED;m org&#xE1;nem spole&#x10D;nosti. </span><span class="t s6_11 t10_11">P&#x159;edstavenstvo vykon&#xE1;v&#xE1; n&#xE1;sleduj&#xED;c&#xED; &#x10D;innosti: </span><span class="t s7_11 t11_11">- </span><span class="t s6_11 t12_11">zabezpe&#x10D;uje obchodn&#xED; veden&#xED; spole&#x10D;nosti v&#x10D;etn&#x11B; zaji&#x161;t&#x11B;n&#xED; &#x159;&#xE1;dn&#xE9;ho veden&#xED; &#xFA;&#x10D;etnictv&#xED; </span><span class="t s7_11 t13_11">- </span><span class="t s6_11 t14_11">p&#x159;edkl&#xE1;d&#xE1; valn&#xE9; hromad&#x11B; ke schv&#xE1;len&#xED; &#x159;&#xE1;dnou, mimo&#x159;&#xE1;dnou, konsolidovanou, p&#x159;&#xED;padn&#x11B; mezit&#xED;mn&#xED; &#xFA;&#x10D;etn&#xED; </span><span class="t s6_11 t15_11">z&#xE1;v&#x11B;rku a n&#xE1;vrh na rozd&#x11B;len&#xED; zisku nebo &#xFA;hradu ztr&#xE1;ty </span><span class="t s7_11 t16_11">- </span><span class="t s6_11 t17_11">rozhoduje o v&#x161;ech z&#xE1;le&#x17E;itostech spole&#x10D;nosti, kter&#xE9; nejsou z&#xE1;konem nebo t&#x11B;mito stanovami vyhrazeny </span><span class="t s6_11 t18_11">jin&#xFD;m org&#xE1;n&#x16F;m spole&#x10D;nosti </span><span class="t s7_11 t19_11">- </span><span class="t s6_11 t1a_11">zaji&#x161;&#x165;uje provozn&#xED; z&#xE1;le&#x17E;itosti spole&#x10D;nosti, svol&#xE1;v&#xE1; valnou hromadu, vykon&#xE1;v&#xE1; jej&#xED; usnesen&#xED; </span><span class="t s7_11 t1b_11">- </span><span class="t s6_11 t1c_11">rozhoduje o ud&#x11B;len&#xED; nebo odvol&#xE1;n&#xED; prokury, rozhoduje o vyd&#xE1;n&#xED; nov&#xFD;ch akci&#xED; </span><span class="t s5_11 t1d_11">P&#x159;edstavenstvo m&#xE1; 2 &#x10D;leny, kte&#x159;&#xED; jsou voleni a odvol&#xE1;v&#xE1;ni valnou hromadou. Ka&#x17E;d&#xFD; &#x10D;len p&#x159;edstavenstva </span><span class="t s5_11 t1e_11">zastupuje spole&#x10D;nost samostatn&#x11B; ve v&#x161;ech z&#xE1;le&#x17E;itostech. Funk&#x10D;n&#xED; obdob&#xED; je 5 let s mo&#x17E;nost&#xED; op&#x11B;tovn&#xE9; volby. </span><span class="t s9_11 t1f_11">1 </span><span class="t sa_11 t1g_11">Kapitola obsahuje Informace dle &#xA7; 118 odst. 4 p&#xED;sm. b), c), e) aj) ZPKT </span><span class="t s0_11 t1_11">11 </span><a id="a118_15" style="left:103px;bottom:1167px;position:absolute;transform-origin:bottom left"> </a><a id="a119_16" style="left:103px;bottom:1100px;position:absolute;transform-origin:bottom left"> </a><a id="a194_100" style="left:103px;bottom:122px;position:absolute;transform-origin:bottom left"> </a><a href="#a194_100" style="left:301px;top:186px;position:absolute;transform-origin:top left;z-index:99;width:14px;height:25px;text-decoration:none"> </a></div>
<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,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" style="width:909px;height:1286px"/></div><span class="t s1_12 t2_12">&#x10C;lenov&#xE9; p&#x159;edstavenstva k 31.12.2025 </span><span class="t s2_12 t3_12">Jm&#xE9;no: David Hauerland, MBA </span><span class="t s3_12 t4_12">Funkce: &#x10D;len p&#x159;edstavenstva </span><span class="t s4_12 t5_12">Den vzniku &#x10D;lenstv&#xED;: 14.11.2015 </span><span class="t s3_12 t6_12">Datum narozen&#xED;: 15.9.1986 </span><span class="t s4_12 t7_12">Funk&#x10D;n&#xED; obdob&#xED;: 14.11.2020 &#x2013; 13.11.2025; 14. 11. 2025 &#x2013; 13. 11. 2030 </span><span class="t s4_12 t8_12">N&#xE1;zev spole&#x10D;nost&#xED;, kde m&#xE1; pan Hauerland majetkovou &#xFA;&#x10D;ast, nebo p&#x16F;sob&#xED; jako jednatel, &#x10D;len dozor&#x10D;&#xED; rady, </span><span class="t s4_12 t9_12">p&#x159;edstavenstva nebo spr&#xE1;vn&#xED; rady t&#x11B;chto subjekt&#x16F;, k 31.12.2025, je&#x17E; jsou z pohledu Spole&#x10D;nosti v&#xFD;znamn&#xE9;: </span><span class="t s5_12 ta_12">Spole&#x10D;nost </span><span class="t s6_12 tb_12">&#x158;&#xED;d&#xED;c&#xED; funkce </span><span class="t s7_12 tc_12">beyvak s.r.o. </span><span class="t s7_12 td_12">jednatel </span><span class="t s7_12 te_12">DEVROCK a.s. </span><span class="t s5_12 tf_12">&#x10D;len p&#x159;edstavenstva </span><span class="t s5_12 tg_12">DU&#x160;N&#xCD; 3 Concept s.r.o. </span><span class="t s7_12 th_12">jednatel </span><span class="t s7_12 ti_12">RP Milevsko s.r.o. </span><span class="t s7_12 tj_12">jednatel </span><span class="t s7_12 tk_12">FDR Holding service s.r.o. </span><span class="t s7_12 tl_12">jednatel </span><span class="t s7_12 tm_12">FDR Financials s.r.o. </span><span class="t s7_12 tn_12">jednatel </span><span class="t s7_12 to_12">Fidurock Capital CZ a.s. </span><span class="t s5_12 tp_12">&#x10D;len p&#x159;edstavenstva </span><span class="t s7_12 tq_12">Fidurock Core Assets a.s. </span><span class="t s5_12 tr_12">&#x10D;len p&#x159;edstavenstva </span><span class="t s7_12 ts_12">Fidurock Fund Administration s.r.o. </span><span class="t s7_12 tt_12">jednatel </span><span class="t s8_12 tu_12">FIDUROCK nemovitostn&#xED; fond SICAV, a.s. </span><span class="t s5_12 tv_12">&#x10C;len dozor&#x10D;&#xED; rady </span><span class="t s7_12 tw_12">FIDUROCK Nemovitosti a.s. </span><span class="t s5_12 tx_12">&#x10D;len p&#x159;edstavenstva </span><span class="t s7_12 ty_12">Fidurock Private Equity Participations B.V. </span><span class="t s5_12 tz_12">&#x10D;len p&#x159;edstavenstva </span><span class="t s7_12 t10_12">FIDUROCK Private Equity CZ s.r.o. </span><span class="t s7_12 t11_12">jednatel </span><span class="t s7_12 t12_12">Fidurock Project Financing a.s. </span><span class="t s5_12 t13_12">&#x10D;len p&#x159;edstavenstva </span><span class="t s7_12 t14_12">VOIX Audio &amp; Cinema s.r.o. </span><span class="t s7_12 t15_12">jednatel </span><span class="t s7_12 t16_12">Fidurock Projekt 19 s.r.o. </span><span class="t s7_12 t17_12">jednatel </span><span class="t s7_12 t18_12">Fidurock Construction Praha s.r.o. </span><span class="t s7_12 t19_12">jednatel </span><span class="t s7_12 t1a_12">Fidurock Projekt 22 s.r.o. </span><span class="t s7_12 t1b_12">jednatel </span><span class="t s7_12 t1c_12">Fidurock Projekt 23 s.r.o. </span><span class="t s7_12 t1d_12">jednatel </span><span class="t s7_12 t1e_12">Fidurock Construction Brno s.r.o. </span><span class="t s7_12 t1f_12">jednatel </span><span class="t s7_12 t1g_12">Fidurock Projekt 25 s.r.o. </span><span class="t s7_12 t1h_12">jednatel </span><span class="t s7_12 t1i_12">Fidurock Construction s.r.o. </span><span class="t s7_12 t1j_12">jednatel </span><span class="t s7_12 t1k_12">Fidurock Projekt 27 s.r.o. </span><span class="t s7_12 t1l_12">jednatel </span><span class="t s7_12 t1m_12">Fidurock Services s.r.o. </span><span class="t s7_12 t1n_12">jednatel </span><span class="t s5_12 t1o_12">Projekt Pie&#x161;&#x165;any s.r.o. </span><span class="t s7_12 t1p_12">jednatel </span><span class="t s5_12 t1q_12">Projekt &#x17D;elezn&#xE1; studienka s.r.o. </span><span class="t s7_12 t1r_12">jednatel </span><span class="t s7_12 t1s_12">FIDUROCK Projekt Dykova s.r.o. </span><span class="t s7_12 t1t_12">jednatel </span><span class="t s7_12 t1u_12">Retail Park Mlad&#xE1; Boleslav a.s. </span><span class="t s5_12 t1v_12">&#x10D;len p&#x159;edstavenstva </span><span class="t s5_12 t1w_12">Retail Park Pre&#x161;ov s.r.o. </span><span class="t s7_12 t1x_12">jednatel </span><span class="t s7_12 t1y_12">Retail park Senica s.r.o. </span><span class="t s7_12 t1z_12">jednatel </span><span class="t s7_12 t20_12">Retail Park Levice s.r.o. </span><span class="t s7_12 t21_12">jednatel </span><span class="t s7_12 t22_12">Retail Park Severka Liberec s.r.o. </span><span class="t s7_12 t23_12">jednatel </span><span class="t s5_12 t24_12">Retail park Star&#xE9; M&#x11B;sto s.r.o. </span><span class="t s7_12 t25_12">jednatel </span><span class="t s7_12 t26_12">Retail park T&#xE1;bor s.r.o. </span><span class="t s7_12 t27_12">jednatel </span><span class="t s5_12 t28_12">RP Choce&#x148; s.r.o. </span><span class="t s7_12 t29_12">jednatel </span><span class="t s7_12 t2a_12">RP Trnava a. s. </span><span class="t s5_12 t2b_12">p&#x159;edseda p&#x159;edstavenstva </span><span class="t s7_12 t2c_12">Retail park Trutnov s.r.o. </span><span class="t s7_12 t2d_12">jednatel </span><span class="t s7_12 t2e_12">SLOVAK INVESTMENT GROUP s.r.o. </span><span class="t s7_12 t2f_12">jednatel </span><span class="t s7_12 t2g_12">FDR Real Estate s.r.o. </span><span class="t s7_12 t2h_12">jednatel </span><span class="t s7_12 t2i_12">Fidurock Fidelity a.s. </span><span class="t s5_12 t2j_12">p&#x159;edseda p&#x159;edstavenstva </span><span class="t s7_12 t2k_12">FIDUROCK Astra s.r.o. </span><span class="t s7_12 t2l_12">jednatel </span><span class="t s7_12 t2m_12">COOL Living s.r.o. </span><span class="t s7_12 t2n_12">jednatel </span><span class="t s7_12 t2o_12">FIDUROCK Solaris a.s. </span><span class="t s5_12 t2p_12">&#x10D;len spr&#xE1;vn&#xED; rady </span><span class="t s7_12 t2q_12">Fidurock Residential a.s. </span><span class="t s5_12 t2r_12">&#x10D;len dozor&#x10D;&#xED; rady </span><span class="t s7_12 t2s_12">FIDUROCK Chrpa a.s. </span><span class="t s5_12 t2t_12">&#x10D;len p&#x159;edstavenstva </span><span class="t s7_12 t2u_12">FIDUROCK Ark&#xE1;da s.r.o. </span><span class="t s7_12 t2v_12">jednatel </span><span class="t s5_12 t2w_12">FIDUROCK Ark&#xE1;da Prost&#x11B;jov s.r.o. </span><span class="t s7_12 t2x_12">jednatel </span><span class="t s7_12 t2y_12">FIDUROCK Investments a.s. </span><span class="t s5_12 t2z_12">&#x10D;len p&#x159;edstavenstva </span><span class="t s0_12 t1_12">12 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,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" style="width:909px;height:1286px"/></div><span class="t s1_13 t2_13">Jm&#xE9;no: PhDr. Petr Valenta </span><span class="t s2_13 t3_13">Funkce: &#x10D;len p&#x159;edstavenstva </span><span class="t s2_13 t4_13">Zvolen: 16.4.2018 </span><span class="t s2_13 t5_13">Datum narozen&#xED;: 31.5.1966 </span><span class="t s3_13 t6_13">Funk&#x10D;n&#xED; obdob&#xED;: 17.4.2023 &#x2013; 16.4.2028 </span><span class="t s3_13 t7_13">N&#xE1;zev spole&#x10D;nost&#xED;, kde m&#xE1; pan Valenta majetkovou &#xFA;&#x10D;ast, nebo p&#x16F;sob&#xED; jako jednatel, &#x10D;len dozor&#x10D;&#xED; rady, </span><span class="t s3_13 t8_13">p&#x159;edstavenstva nebo spr&#xE1;vn&#xED; rady t&#x11B;chto subjekt&#x16F;, k 31.12.2025, je&#x17E; jsou z pohledu Spole&#x10D;nosti v&#xFD;znamn&#xE9;: </span><span class="t s4_13 t9_13">Spole&#x10D;nost </span><span class="t s4_13 ta_13">&#x158;&#xED;d&#xED;c&#xED; funkce </span><span class="t s5_13 tb_13">beyvak s.r.o. </span><span class="t s6_13 tc_13">majetkov&#xE1; &#xFA;&#x10D;ast </span><span class="t s5_13 td_13">DEVROCK a.s. </span><span class="t s6_13 te_13">&#x10D;len dozor&#x10D;&#xED; rady </span><span class="t s5_13 tf_13">RP Milevsko s.r.o. </span><span class="t s5_13 tg_13">jednatel </span><span class="t s5_13 th_13">Fidurock Capital CZ a.s. </span><span class="t s6_13 ti_13">&#x10D;len p&#x159;edstavenstva </span><span class="t s5_13 tj_13">FIDUROCK Core Assets a.s. </span><span class="t s6_13 tk_13">&#x10D;len p&#x159;edstavenstva </span><span class="t s5_13 tl_13">Fidurock Fund Administration s.r.o. </span><span class="t s5_13 tm_13">jednatel </span><span class="t s5_13 tn_13">FIDUROCK Nemovitosti a.s. </span><span class="t s6_13 to_13">&#x10D;len p&#x159;edstavenstva </span><span class="t s5_13 tp_13">Fidurock Private Equity Participations B.V. </span><span class="t s6_13 tq_13">majetkov&#xE1; &#xFA;&#x10D;ast </span><span class="t s5_13 tr_13">FIDUROCK Private Equity CZ s.r.o. </span><span class="t s5_13 ts_13">jednatel </span><span class="t s5_13 tt_13">Fidurock Project Financing a.s. </span><span class="t s6_13 tu_13">&#x10D;len p&#x159;edstavenstva </span><span class="t s5_13 tv_13">VOIX Audio &amp; Cinema s.r.o. </span><span class="t s5_13 tw_13">jednatel </span><span class="t s5_13 tx_13">Fidurock Projekt 19 s.r.o. </span><span class="t s5_13 ty_13">jednatel </span><span class="t s5_13 tz_13">Fidurock Construction Praha s.r.o. </span><span class="t s5_13 t10_13">jednatel </span><span class="t s5_13 t11_13">Fidurock Projekt 22 s.r.o. </span><span class="t s5_13 t12_13">jednatel </span><span class="t s5_13 t13_13">Fidurock Construction Brno s.r.o. </span><span class="t s5_13 t14_13">jednatel </span><span class="t s5_13 t15_13">Fidurock Projekt 25 s.r.o. </span><span class="t s5_13 t16_13">jednatel </span><span class="t s5_13 t17_13">Fidurock Construction s.r.o. </span><span class="t s6_13 t18_13">majetkov&#xE1; &#xFA;&#x10D;ast </span><span class="t s5_13 t19_13">Fidurock Projekt 27 s.r.o. </span><span class="t s6_13 t1a_13">majetkov&#xE1; &#xFA;&#x10D;ast </span><span class="t s5_13 t1b_13">Fidurock Services s.r.o. </span><span class="t s6_13 t1c_13">majetkov&#xE1; &#xFA;&#x10D;ast </span><span class="t s6_13 t1d_13">Projekt Pie&#x161;&#x165;any s.r.o. </span><span class="t s6_13 t1e_13">majetkov&#xE1; &#xFA;&#x10D;ast </span><span class="t s6_13 t1f_13">Projekt &#x17D;elezn&#xE1; studienka s.r.o. </span><span class="t s6_13 t1g_13">majetkov&#xE1; &#xFA;&#x10D;ast </span><span class="t s5_13 t1h_13">Retail Park Mlad&#xE1; Boleslav a.s. </span><span class="t s5_13 t1i_13">jednatel </span><span class="t s6_13 t1j_13">Retail Park Pre&#x161;ov s.r.o. </span><span class="t s6_13 t1k_13">majetkov&#xE1; &#xFA;&#x10D;ast </span><span class="t s5_13 t1l_13">Retail park Senica s.r.o. </span><span class="t s5_13 t1m_13">jednatel </span><span class="t s5_13 t1n_13">Retail Park Severka Liberec s.r.o. </span><span class="t s5_13 t1o_13">jednatel </span><span class="t s6_13 t1p_13">Retail park Star&#xE9; M&#x11B;sto s.r.o. </span><span class="t s5_13 t1q_13">jednatel </span><span class="t s5_13 t1r_13">Retail park T&#xE1;bor s.r.o. </span><span class="t s5_13 t1s_13">jednatel </span><span class="t s6_13 t1t_13">RP Choce&#x148; s.r.o. </span><span class="t s5_13 t1u_13">jednatel </span><span class="t s5_13 t1v_13">RP Trnava a. s. </span><span class="t s6_13 t1w_13">&#x10D;len dozor&#x10D;&#xED; rady </span><span class="t s5_13 t1x_13">SLOVAK INVESTMENT GROUP s.r.o. </span><span class="t s5_13 t1y_13">jednatel </span><span class="t s5_13 t1z_13">FIDUROCK Astra s.r.o. </span><span class="t s5_13 t20_13">jednatel </span><span class="t s5_13 t21_13">FIDUROCK Solaris a.s. </span><span class="t s6_13 t22_13">&#x10D;len spr&#xE1;vn&#xED; rady </span><span class="t s5_13 t23_13">FIDUROCK Chrpa a.s. </span><span class="t s6_13 t24_13">&#x10D;len p&#x159;edstavenstva </span><span class="t s5_13 t25_13">BVP Czech Advisory s.r.o.. </span><span class="t s6_13 t26_13">spole&#x10D;n&#xED;k </span><span class="t s5_13 t27_13">FIDUROCK Investments a.s. </span><span class="t s6_13 t28_13">&#x10D;len p&#x159;edstavenstva </span><span class="t v0_13 s7_13 t29_13">Management spole&#x10D;nosti </span><span class="t s3_13 t2a_13">Funkci v&#xFD;konn&#xE9;ho &#x159;editele vykon&#xE1;v&#xE1; Ond&#x159;ej K&#x159;ivanec. Ond&#x159;ej K&#x159;ivanec m&#xE1; mnohalet&#xE9; zku&#x161;enost&#xED; v oblasti </span><span class="t s2_13 t2b_13">nemovitost&#xED;. Zku&#x161;enosti z&#xED;skal v JLL v sektoru maloobchodn&#xED;ch nemovitost&#xED; a CPI PG, kde se pod&#xED;lel na spr&#xE1;v&#x11B;, </span><span class="t s8_13 t2d_13">2 </span><span class="t s2_13 t2c_13">developmentu a &#x159;&#xED;zen&#xED; des&#xED;tek nemovitost&#xED; na &#xFA;zem&#xED; &#x10C;R a SR o pronaj&#xED;mateln&#xE9; plo&#x161;e p&#x159;esahuj&#xED;c&#xED; 600.000 m </span><span class="t s2_13 t2e_13">. </span><span class="t s2_13 t2f_13">David Hauerland, &#x10D;len p&#x159;edstavenstva se v r&#xE1;mci &#x159;&#xED;zen&#xED; skupiny specializuje na vyhled&#xE1;v&#xE1;n&#xED; investi&#x10D;n&#xED;ch </span><span class="t s3_13 t2g_13">p&#x159;&#xED;le&#x17E;itost&#xED;, jejich akvizice a strategick&#xE9; &#x159;&#xED;zen&#xED; a rozvoj jednotliv&#xFD;ch projekt&#x16F;. </span><span class="t s3_13 t2h_13">Petr Valenta, &#x10D;len p&#x159;edstavenstva, se v r&#xE1;mci skupiny se pod&#xED;l&#xED; na &#x159;&#xED;zen&#xED; provozu Spole&#x10D;nosti, vytv&#xE1;&#x159;en&#xED; strategie </span><span class="t s2_13 t2i_13">a jej&#xED;ho dal&#x161;&#xED;ho rozvoje. </span><span class="t s3_13 t2j_13">Pro spr&#xE1;vu nemovitost&#xED; v portfoliu vyu&#x17E;&#xED;v&#xE1; Spole&#x10D;nost slu&#x17E;eb v&#xFD;znamn&#xFD;ch nadn&#xE1;rodn&#xED;ch realitn&#xED;ch firem, jmenovit&#x11B; </span><span class="t s2_13 t2k_13">Blue Assets v &#x10C;esk&#xE9; republice (v roce 2025 prob&#x11B;hla zm&#x11B;na z Cushman &amp; Wakefield) a Rofox na Slovensku. </span><span class="t s2_13 t2l_13">M&#xED;stem v&#xFD;konu managementu je Praha. </span><span class="t s0_13 t1_13">13 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,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" style="width:909px;height:1286px"/></div><span class="t s1_14 t2_14">&#x10C;lenov&#xE9; managementu ani dozor&#x10D;&#xED; rady neobdr&#x17E;eli v roce 2025 &#x17E;&#xE1;dn&#xE9; pen&#x11B;&#x17E;it&#xE9; a nepen&#x11B;&#x17E;it&#xE9; p&#x159;&#xED;jmy od Spole&#x10D;nosti </span><span class="t s2_14 t3_14">a osob ovl&#xE1;dan&#xFD;ch Spole&#x10D;nost&#xED;. Principy odm&#x11B;&#x148;ovan&#xED; osob s &#x159;&#xED;dic&#xED; pravomoc&#xED; nejsou ur&#x10D;eny, nebo&#x165; k &#x17E;&#xE1;dn&#xE9;mu </span><span class="t s1_14 t4_14">takov&#xE9;mu odm&#x11B;&#x148;ovan&#xED; nedoch&#xE1;z&#xED;. </span><span class="t s1_14 t5_14">Rozhodnut&#xED; o jak&#xFD;chkoliv p&#x159;&#xED;padn&#xFD;ch odm&#x11B;n&#xE1;ch vypl&#xE1;cen&#xFD;ch mimo&#x159;&#xE1;dn&#x11B; nebo </span><span class="t s1_14 t6_14">jednor&#xE1;zov&#x11B; je v p&#x16F;sobnosti valn&#xE9; hromady Spole&#x10D;nosti. </span><span class="t v0_14 s3_14 t7_14">Dozor&#x10D;&#xED; rada </span><span class="t s1_14 t8_14">Na z&#xE1;klad&#x11B; stanov akciov&#xE9; spole&#x10D;nosti schv&#xE1;len&#xFD;ch 22.6.2017 je dozor&#x10D;&#xED; rada kontroln&#xED;m org&#xE1;nem spole&#x10D;nosti, </span><span class="t s1_14 t9_14">kter&#xFD; dohl&#xED;&#x17E;&#xED; na v&#xFD;kon p&#x16F;sobnosti p&#x159;edstavenstva a na &#x10D;innost spole&#x10D;nosti. </span><span class="t s1_14 ta_14">Dozor&#x10D;&#xED; rada je opr&#xE1;vn&#x11B;na: </span><span class="t s4_14 tb_14">- </span><span class="t s1_14 tc_14">nahl&#xED;&#x17E;et do v&#x161;ech doklad&#x16F; a z&#xE1;znam&#x16F; t&#xFD;kaj&#xED;c&#xED;ch se &#x10D;innosti spole&#x10D;nosti a kontrolovat, zda jsou &#xFA;&#x10D;etn&#xED; </span><span class="t s1_14 td_14">z&#xE1;pisy vedeny &#x159;&#xE1;dn&#x11B; a v souladu se skute&#x10D;nost&#xED; a zda se podnikatelsk&#xE1; &#x10D;i jin&#xE1; &#x10D;innost spole&#x10D;nosti d&#x11B;je </span><span class="t s2_14 te_14">v souladu s pr&#xE1;vn&#xED;mi p&#x159;edpisy a stanovami </span><span class="t s4_14 tf_14">- </span><span class="t s1_14 tg_14">Dozor&#x10D;&#xED; rada p&#x159;ezkoum&#xE1;v&#xE1; &#x159;&#xE1;dnou, mimo&#x159;&#xE1;dnou, konsolidovanou, pop&#x159;&#xED;pad&#x11B; tak&#xE9; mezit&#xED;mn&#xED; &#xFA;&#x10D;etn&#xED; </span><span class="t s1_14 th_14">z&#xE1;v&#x11B;rku a n&#xE1;vrh na rozd&#x11B;len&#xED; zisku nebo na &#xFA;hradu ztr&#xE1;ty a p&#x159;edkl&#xE1;d&#xE1; sv&#xE1; vyj&#xE1;d&#x159;en&#xED; valn&#xE9; hromad&#x11B; </span><span class="t s1_14 ti_14">Dozor&#x10D;&#xED; rada m&#xE1; 1 &#x10D;lena, kter&#xFD; je volen a odvol&#xE1;v&#xE1;n valnou hromadou. Funk&#x10D;n&#xED; obdob&#xED; je 5 let s mo&#x17E;nost&#xED; op&#x11B;tovn&#xE9; </span><span class="t s2_14 tj_14">volby. </span><span class="t s5_14 tk_14">&#x10C;len dozor&#x10D;&#xED; rady k 31.12.2025 </span><span class="t s2_14 tl_14">Jm&#xE9;no: Vladim&#xED;r Loukota </span><span class="t s1_14 tm_14">Funkce: &#x10D;len dozor&#x10D;&#xED; rady </span><span class="t s2_14 tn_14">Zvolen: 15.6.2023 </span><span class="t s2_14 to_14">Datum narozen&#xED;: 27.5.1966 </span><span class="t s1_14 tp_14">Funk&#x10D;n&#xED; obdob&#xED;: 15.6.2023 &#x2013; 15.6.2028 </span><span class="t s1_14 tq_14">N&#xE1;zev spole&#x10D;nost&#xED;, kde m&#xE1; pan Loukota majetkovou &#xFA;&#x10D;ast, nebo p&#x16F;sob&#xED; jako jednatel, &#x10D;len dozor&#x10D;&#xED; rady, </span><span class="t s1_14 tr_14">p&#x159;edstavenstva nebo spr&#xE1;vn&#xED; rady t&#x11B;chto subjekt&#x16F;, k 31.12.2025, je&#x17E; jsou z pohledu Spole&#x10D;nosti v&#xFD;znamn&#xE9;: </span><span class="t s6_14 ts_14">Spole&#x10D;nost </span><span class="t s6_14 tt_14">&#x158;&#xED;d&#xED;c&#xED; funkce </span><span class="t s2_14 tu_14">beyvak s.r.o. </span><span class="t s2_14 tv_14">jednatel </span><span class="t s2_14 tw_14">FIDUROCK Core Assets a.s. </span><span class="t s1_14 tx_14">&#x10D;len dozor&#x10D;&#xED; rady </span><span class="t s2_14 ty_14">FIDUROCK Nemovitosti a.s. </span><span class="t s1_14 tz_14">&#x10D;len dozor&#x10D;&#xED; rady </span><span class="t s2_14 t10_14">Fidurock Project Financing a.s. </span><span class="t s1_14 t11_14">&#x10D;len dozor&#x10D;&#xED; rady </span><span class="t s2_14 t12_14">Fidurock Projekt 19 s.r.o. </span><span class="t s2_14 t13_14">jednatel </span><span class="t s2_14 t14_14">Fidurock Projekt 23 s.r.o. </span><span class="t s2_14 t15_14">jednatel </span><span class="t s2_14 t16_14">Fidurock Construction s.r.o. </span><span class="t s2_14 t17_14">jednatel </span><span class="t s2_14 t18_14">Fidurock Projekt 27 s.r.o. </span><span class="t s2_14 t19_14">jednatel </span><span class="t s2_14 t1a_14">COOL Living s.r.o. </span><span class="t s2_14 t1b_14">jednatel </span><span class="t s2_14 t1c_14">FIDUROCK Investments a.s. </span><span class="t s1_14 t1f_14">&#x10D;len dozor&#x10D;&#xED; rady </span><span class="t s2_14 t1d_14">FIDUROCK Brno, s.r.o. </span><span class="t s2_14 t1g_14">jednatel </span><span class="t s2_14 t1e_14">Nemovitosti Z&#xE1;brdovice, s.r.o. </span><span class="t s2_14 t1h_14">jednatel </span><span class="t v0_14 s7_14 t1i_14">V&#xFD;bor pro audit </span><span class="t s2_14 t1j_14">V&#xFD;bor pro audit je org&#xE1;n s kontroln&#xED; funkc&#xED;, kter&#xFD; sleduje zejm&#xE9;na: </span><span class="t s4_14 t1k_14">- </span><span class="t s2_14 t1l_14">syst&#xE9;m &#x159;&#xED;zen&#xED; rizik a kontroln&#xED; mechanismy Spole&#x10D;nosti </span><span class="t s4_14 t1m_14">- </span><span class="t s2_14 t1n_14">tvorbu &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky </span><span class="t s4_14 t1o_14">- </span><span class="t s2_14 t1p_14">nez&#xE1;vislost auditora, postup auditu, vylou&#x10D;en&#xED; st&#x159;etu z&#xE1;jmu, eventueln&#x11B; schv&#xE1;len&#xED; jin&#xFD;ch neauditorsk&#xFD;ch </span><span class="t s1_14 t1q_14">slu&#x17E;eb </span><span class="t s4_14 t1r_14">- </span><span class="t s2_14 t1s_14">dal&#x161;&#xED; skute&#x10D;nosti, dle &#xA7; 44a Z&#xE1;kona &#x10D;. 93/2009 Sb. z&#xE1;kon o auditorech a o zm&#x11B;n&#x11B; n&#x11B;kter&#xFD;ch z&#xE1;kon&#x16F; </span><span class="t s2_14 t1t_14">(z&#xE1;kon o auditorech) </span><span class="t s0_14 t1_14">14 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEX///+nxBvIAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/></div><span class="t s1_15 t2_15">V&#xFD;bor pro audit byl ve Spole&#x10D;nosti z&#x159;&#xED;zen dne 30. ledna 2019. </span><span class="t s1_15 t3_15">Slo&#x17E;en&#xED; v&#xFD;boru pro audit: </span><span class="t s2_15 t4_15">- </span><span class="t s1_15 t5_15">Vladim&#xED;r Vom&#xE1;&#x10D;ka &#x2013; p&#x159;edseda </span><span class="t s3_15 t6_15">o </span><span class="t s1_15 t7_15">Funk&#x10D;n&#xED; obdob&#xED;: 30.1.2025 &#x2013; 30.1.2028 </span><span class="t s2_15 t8_15">- </span><span class="t s1_15 t9_15">Vojt&#x11B;ch Makovec &#x2013; &#x10D;len </span><span class="t s3_15 ta_15">o </span><span class="t s1_15 tb_15">Funk&#x10D;n&#xED; obdob&#xED;: 30.1.2025 &#x2013; 30.1.2028 </span><span class="t s2_15 tc_15">- </span><span class="t s1_15 td_15">Ale&#x161; Rod &#x2013; &#x10D;len </span><span class="t s3_15 te_15">o </span><span class="t s1_15 tf_15">Funk&#x10D;n&#xED; obdob&#xED;: 30.1.2025 &#x2013; 30.1.2028 </span><span class="t s1_15 tg_15">P&#x159;edseda i &#x10D;lenov&#xE9; v&#xFD;boru pro audit byli v roce 2019 na z&#xE1;klad&#x11B; rozhodnut&#xED; valn&#xE9; hromady Spole&#x10D;nosti zvoleni do </span><span class="t s4_15 th_15">funkce pro funk&#x10D;n&#xED; obdob&#xED; 30.1.2019 - 30.1.2022. Doba v&#xFD;konu funkce p&#x159;edsedy i &#x10D;len&#x16F; v&#xFD;boru pro audit &#x10D;in&#xED; 3 roky </span><span class="t s4_15 ti_15">od zvolen&#xED;. V roce 2022 a 2025 bylo funk&#x10D;n&#xED; obdob&#xED; st&#xE1;vaj&#xED;c&#xED;ho p&#x159;edsedy i &#x10D;len&#x16F; v&#xFD;boru pro audit prodlou&#x17E;eno </span><span class="t s4_15 tj_15">o dal&#x161;&#xED; 3 roky. </span><span class="t v0_15 s5_15 tk_15">Z&#xE1;sady a postupy vnit&#x159;n&#xED; kontroly ve vztahu k procesu &#xFA;&#x10D;etn&#xED;ho v&#xFD;kaznictv&#xED; </span><span class="t s1_15 tl_15">Skupina vyu&#x17E;&#xED;v&#xE1; k zaji&#x161;t&#x11B;n&#xED; &#xFA;&#x10D;etn&#xED;ch slu&#x17E;eb extern&#xED;ho dodavatele, spole&#x10D;nost ASB Czech Republic, s.r.o. (d&#xE1;le jen </span><span class="t s1_15 tm_15">&#x201E;ASB CR&#x201C;), kter&#xE1; je profesion&#xE1;lem v poskytov&#xE1;n&#xED; &#xFA;&#x10D;etn&#xED;ch a poradensk&#xFD;ch slu&#x17E;eb s dlouholetou tradic&#xED;. Soub&#x11B;&#x17E;n&#x11B; </span><span class="t s4_15 tn_15">Skupina vyu&#x17E;&#xED;v&#xE1; k zabezpe&#x10D;en&#xED; denn&#xED;ho provozu sv&#xFD;ch dce&#x159;in&#xFD;ch spole&#x10D;nost&#xED; slu&#x17E;eb renomovan&#xFD;ch spole&#x10D;nost&#xED;, </span><span class="t s4_15 to_15">kter&#xE9; se zab&#xFD;vaj&#xED; property managementem. Konkr&#xE9;tn&#x11B; se jedn&#xE1; o Blue Assets s.r.o. (d&#xE1;le jen &#x201E;BA&#x201C;), kter&#xE1; v roce </span><span class="t s1_15 tp_15">2025 nahradila spole&#x10D;nost Cushman &amp; Wakefield, s.r.o. a ROFOX Slovakia s.r.o. spravuj&#xED;c&#xED; parky na Slovensku. </span><span class="t s1_15 tq_15">P&#x159;i sestavovan&#xED; konsolidovan&#xE9; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky, kter&#xE1; je p&#x159;ipraven&#xE1; na z&#xE1;klad&#x11B; &#xFA;&#x10D;etn&#xED;ch standard&#x16F; IFRS ve zn&#x11B;n&#xED; </span><span class="t s1_15 tr_15">p&#x159;ijat&#xE9;m Evropskou uni&#xED;, &#xFA;&#x10D;etn&#xED; spole&#x10D;nost ASB CR vych&#xE1;z&#xED; z jednotliv&#xFD;ch &#xFA;&#x10D;etn&#xED;ch z&#xE1;v&#x11B;rek spole&#x10D;nost&#xED; </span><span class="t s1_15 ts_15">konsolida&#x10D;n&#xED;ho celku, kter&#xE9; jsou sestaveny v souladu s &#x10D;esk&#xFD;mi a slovensk&#xFD;mi &#xFA;&#x10D;etn&#xED;mi standardy. Na p&#x159;&#xED;prav&#x11B; </span><span class="t s1_15 tt_15">konsolidace se za ASB CR pod&#xED;l&#xED; zku&#x161;en&#xFD; profesion&#xE1;l v oblasti &#xFA;&#x10D;etnictv&#xED;, dr&#x17E;itel mezin&#xE1;rodn&#x11B; uzn&#xE1;van&#xE9; FCCA </span><span class="t s4_15 tu_15">kvalifikace. </span><span class="t s1_15 tv_15">Uplat&#x148;ovan&#xE9; &#xFA;&#x10D;etn&#xED; politiky vych&#xE1;zej&#xED; z platn&#xFD;ch &#xFA;&#x10D;etn&#xED;ch p&#x159;edpis&#x16F; a jsou dopln&#x11B;ny skupinov&#xFD;mi sm&#x11B;rnicemi </span><span class="t s4_15 tw_15">a metodick&#xFD;mi pokyny. Pravidla pro konsolidaci jsou definov&#xE1;na v Konsolida&#x10D;n&#xED;ch pravidlech. </span><span class="t s1_15 tx_15">Cel&#xE9; &#xFA;&#x10D;etnictv&#xED; je vedeno odd&#x11B;len&#x11B; od p&#x159;&#xED;m&#xE9;ho vlivu a z&#xE1;sahu managementu Skupiny do &#xFA;&#x10D;etn&#xED;ch knih, </span><span class="t s4_15 ty_15">s dodr&#x17E;ov&#xE1;n&#xED;m principu odd&#x11B;len&#xFD;ch pravomoc&#xED;. T&#xED;m je vylou&#x10D;ena mo&#x17E;nost zkreslen&#xED; poctivosti a pravdivosti </span><span class="t s1_15 tz_15">&#xFA;&#x10D;etn&#xED;ch v&#xFD;kaz&#x16F;. P&#x159;i zpracov&#xE1;van&#xED; je respektov&#xE1;n tok doklad&#x16F;. P&#x159;ijat&#xE9; doklady provozn&#xED;ho charakteru dce&#x159;in&#xFD;ch </span><span class="t s1_15 t10_15">spole&#x10D;nost&#xED; jsou schvalov&#xE1;ny property managerem / Skupinou. Podklady k za&#xFA;&#x10D;tov&#xE1;n&#xED; provozn&#xED;ch v&#xFD;nos&#x16F; jsou </span><span class="t s4_15 t11_15">dod&#xE1;ny property managerem. Intern&#xED; doklady jsou p&#x159;ipraveny a &#xFA;&#x10D;tov&#xE1;ny ASB CR v souladu s aktu&#xE1;ln&#x11B; platnou </span><span class="t s1_15 t12_15">&#xFA;&#x10D;etn&#xED; legislativou. &#xDA;hrady z&#xE1;vazk&#x16F; jsou realizov&#xE1;ny v spolupr&#xE1;ci s ASB CR, kdy ASB CR p&#x159;iprav&#xED; platebn&#xED; p&#x159;&#xED;kaz </span><span class="t s1_15 t13_15">na z&#xE1;klad&#x11B; za&#xFA;&#x10D;tovan&#xFD;ch podklad&#x16F; a platba je n&#xE1;sledn&#x11B; autorizov&#xE1;na opr&#xE1;vn&#x11B;n&#xFD;mi osobami na stran&#x11B; Skupiny. </span><span class="t s1_15 t14_15">T&#xED;m je zabezpe&#x10D;eno, &#x17E;e nem&#x16F;&#x17E;e doj&#xED;t k &#x17E;&#xE1;dn&#xE9; &#xFA;hrad&#x11B; z&#xE1;vazku, o kter&#xE9;m by nebyla vedena &#xFA;&#x10D;etn&#xED; evidence. </span><span class="t s1_15 t15_15">P&#x159;&#xED;stup do &#xFA;&#x10D;etn&#xED;ho syst&#xE9;mu je umo&#x17E;n&#x11B;n jenom &#xFA;zk&#xE9;mu okruhu zam&#x11B;stnanc&#x16F; ASB CR, kte&#x159;&#xED; se pod&#xED;lej&#xED; na </span><span class="t s4_15 t16_15">zpracovan&#xED; &#xFA;&#x10D;etnictv&#xED; dce&#x159;in&#xFD;ch spole&#x10D;nost&#xED; a konsoliduj&#xED;c&#xED; spole&#x10D;nosti Fidurock Nemovitosti a.s. &#xDA;&#x10D;etn&#xED; syst&#xE9;m </span><span class="t s1_15 t17_15">ASB CR je dostate&#x10D;n&#x11B; zabezpe&#x10D;en, v&#x10D;etn&#x11B; logov&#xE1;n&#xED; jednotliv&#xFD;ch vstup&#x16F; u&#x17E;ivatel&#x16F; a identifikace u&#x17E;ivatele, kter&#xFD; </span><span class="t s1_15 t18_15">provedl, pop&#x159;&#xED;pad&#x11B; pozm&#x11B;nil &#xFA;&#x10D;etn&#xED; z&#xE1;pisy. </span><span class="t s1_15 t19_15">Faktickou spr&#xE1;vnost &#xFA;&#x10D;etnictv&#xED; zabezpe&#x10D;uje vnit&#x159;n&#xED; nastaven&#xED; u ASB CR, kter&#xFD; vyu&#x17E;&#xED;v&#xE1; syst&#xE9;m v&#xED;ce&#xFA;rov&#x148;ov&#xE9; </span><span class="t s1_15 t1a_15">kontroly. Spr&#xE1;vnost je tak&#xE9; kontrolov&#xE1;na veden&#xED;m Skupiny, kter&#xE9; ASB CR pravideln&#x11B; p&#x159;edkl&#xE1;d&#xE1; kvart&#xE1;ln&#xED; reporting, </span><span class="t s1_15 t1b_15">nebo jin&#xE9; &#xFA;&#x10D;etn&#xED; informace na vy&#x17E;&#xE1;d&#xE1;n&#xED; Skupiny. &#xDA;&#x10D;etn&#xED; reporty jsou revidov&#xE1;ny na &#xFA;rovni Skupiny, kde doch&#xE1;z&#xED; </span><span class="t s4_15 t1c_15">k dal&#x161;&#xED; anal&#xFD;ze vyk&#xE1;zan&#xFD;ch v&#xFD;sledk&#x16F; a anal&#xFD;ze odchylek proti o&#x10D;ek&#xE1;van&#xED; a minul&#xE9;mu obdob&#xED;. Sou&#x10D;&#xE1;st&#xED; v&#xFD;stup&#x16F; od </span><span class="t s1_15 t1d_15">ASB CR pro Skupinu jsou i r&#x16F;zn&#xE9; podp&#x16F;rn&#xE9; rekonciliace, v&#x10D;etn&#x11B; rozvahov&#xFD;ch &#xFA;&#x10D;t&#x16F;. Konsolidovan&#xE1; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka, </span><span class="t s1_15 t1e_15">sestavov&#xE1;na 2x ro&#x10D;n&#x11B;, je p&#x159;edm&#x11B;tem auditu (v p&#x159;&#xED;pad&#x11B; ro&#x10D;n&#xED; z&#xE1;v&#x11B;rky). </span><span class="t s0_15 t1_15">15 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,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" style="width:909px;height:1286px"/></div><span class="t s1_16 t2_16">Skupina rovn&#x11B;&#x17E; vytvo&#x159;ila v r&#xE1;mci sv&#xFD;ch struktur V&#xFD;bor pro audit, kte&#x159;&#xED; je opr&#xE1;vn&#x11B;n ov&#x11B;&#x159;ovat vnit&#x159;n&#xED; kontroln&#xED; </span><span class="t s2_16 t3_16">mechanismy, v&#x10D;etn&#x11B; postup&#x16F; sestavov&#xE1;n&#xED; &#xFA;&#x10D;etn&#xED;ch z&#xE1;v&#x11B;rek. </span><span class="t v0_16 s3_16 t4_16">Kodex &#x159;&#xED;zen&#xED; a spr&#xE1;vy spole&#x10D;nosti </span><span class="t s1_16 t5_16">Spole&#x10D;nost povinn&#x11B; nep&#x159;ijala Kodex spr&#xE1;vy a &#x159;&#xED;zen&#xED; spole&#x10D;nost&#xED; &#x10C;R (2019), je&#x17E; p&#x159;ipravily Czech Institute of Directors </span><span class="t s4_16 t7_16">2 </span><span class="t s2_16 t6_16">a spole&#x10D;nost Deloitte </span><span class="t s1_16 t8_16">. Nicm&#xE9;n&#x11B;, spr&#xE1;va a &#x159;&#xED;zen&#xED; spole&#x10D;nosti je organizov&#xE1;na v souladu se z&#xE1;sadami stanoven&#xFD;mi </span><span class="t s2_16 t9_16">v tomto dokumentu, jak jsou definov&#xE1;ny ve stanov&#xE1;ch Spole&#x10D;nosti. Spr&#xE1;va a &#x159;&#xED;zen&#xED; spole&#x10D;nost&#xED; je pln&#x11B; v souladu </span><span class="t s2_16 ta_16">s platn&#xFD;mi pr&#xE1;vn&#xED;mi p&#x159;edpisy. </span><span class="t s1_16 tb_16">V&#xFD;&#x161;e uveden&#xFD; Kodex nebyl dobrovoln&#x11B; p&#x159;ijat, jeliko&#x17E; krom&#x11B; jednoduch&#xE9; akcion&#xE1;&#x159;sk&#xE9; struktury Spole&#x10D;nost pova&#x17E;uje </span><span class="t s1_16 tc_16">st&#xE1;vaj&#xED;c&#xED; politiku &#x159;&#xED;zen&#xED; Spole&#x10D;nosti za adekv&#xE1;tn&#xED; a funk&#x10D;n&#xED;. </span><span class="t s1_16 td_16">Spole&#x10D;nost z&#xE1;rove&#x148; nepou&#x17E;&#xED;v&#xE1; postupy &#x159;&#xED;zen&#xED; a spr&#xE1;vy spole&#x10D;nosti nad r&#xE1;mec Z&#xE1;kona o podnik&#xE1;n&#xED; na kapit&#xE1;lov&#xE9;m </span><span class="t s2_16 te_16">trhu. </span><span class="t v0_16 s5_16 tf_16">Informace o vlastn&#xED;m kapit&#xE1;lu </span><span class="t s1_16 tg_16">Spole&#x10D;nost je holdingovou spole&#x10D;nost&#xED; ve Skupin&#x11B; a jej&#xED; c&#xED;l je akvizice a dr&#x17E;ba pod&#xED;l&#x16F; dce&#x159;in&#xFD;ch spole&#x10D;nost&#xED;, jejich&#x17E; </span><span class="t s1_16 th_16">hlavn&#xED;m p&#x159;edm&#x11B;tem &#x10D;innosti je po&#x159;&#xED;zen&#xED;, dr&#x17E;ba a pron&#xE1;jem nemovitost&#xED;. </span><span class="t s1_16 ti_16">Z&#xE1;kladn&#xED; kapit&#xE1;l Spole&#x10D;nosti p&#x159;edstavuje 300 ks kmenov&#xFD;ch akci&#xED; ve jmenovit&#xE9; hodnot&#x11B; 6 800,- K&#x10D;. Celkov&#xE1; v&#xFD;&#x161;e </span><span class="t s1_16 tj_16">z&#xE1;kladn&#xED;ho kapit&#xE1;lu spole&#x10D;nosti &#x10D;in&#xED; 2 040 000,- K&#x10D;. Z&#xE1;kladn&#xED; kapit&#xE1;l je pln&#x11B; splacen. Akcie jsou vyd&#xE1;ny na jm&#xE9;no </span><span class="t s2_16 tk_16">v listinn&#xE9; podob&#x11B;. Hlasovac&#xED; pr&#xE1;vo je spojeno s akci&#xED;. Na ka&#x17E;dou akcii o jmenovit&#xE9; hodnot&#x11B; 6 800, - K&#x10D; p&#x159;ipad&#xE1; </span><span class="t s2_16 tl_16">1 hlas. Celkov&#xFD; po&#x10D;et hlas&#x16F; ve Spole&#x10D;nosti je 300. </span><span class="t s1_16 tm_16">Akcie je p&#x159;evoditeln&#xE1; rubopisem a p&#x159;ed&#xE1;n&#xED;m. K &#xFA;&#x10D;innosti p&#x159;evodu v&#x16F;&#x10D;i Spole&#x10D;nosti se vy&#x17E;aduje ozn&#xE1;men&#xED; zm&#x11B;ny </span><span class="t s1_16 tn_16">osoby akcion&#xE1;&#x159;e Spole&#x10D;nosti a p&#x159;edlo&#x17E;en&#xED; akcie spole&#x10D;nosti. V p&#x159;&#xED;pad&#x11B;, &#x17E;e m&#xE1; Spole&#x10D;nost v&#xED;ce akcion&#xE1;&#x159;&#x16F;, je </span><span class="t s1_16 to_16">p&#x159;evoditelnost akci&#xED; omezena p&#x159;edkupn&#xED;m pr&#xE1;vem. </span><span class="t s1_16 tp_16">Jedin&#xFD;m akcion&#xE1;&#x159;em Spole&#x10D;nosti je FIDUROCK Private Equity Participations B.V., se s&#xED;dlem Laarderhoogtweg 25, </span><span class="t s2_16 tq_16">1101EB Amsterdam, Nizozemsk&#xE9; kr&#xE1;lovstv&#xED;. </span><span class="t s1_16 tr_16">Spole&#x10D;nost nevydala &#x17E;&#xE1;dn&#xE9; zam&#x11B;stnaneck&#xE9; akcie. </span><span class="t s1_16 ts_16">Ve&#x161;ker&#xE9; akcie spole&#x10D;nosti FIDUROCK Nemovitosti a.s. jsou zastaveny ve prosp&#x11B;ch dr&#x17E;itel&#x16F; dluhopis&#x16F; z ve&#x159;ejn&#xE9; </span><span class="t s2_16 tt_16">emise (ISIN CZ0003556441) prost&#x159;ednictv&#xED;m agenta pro zaji&#x161;t&#x11B;n&#xED; J &amp; T BANKA, a.s. </span><span class="t s2_16 tu_16">K 31.12.2025 &#x10D;inila hodnota vlastn&#xED;ho kapit&#xE1;lu dle konsolidovan&#xE9; z&#xE1;v&#x11B;rky Spole&#x10D;nosti 1 433 489 tis. K&#x10D;: </span><span class="t s1_16 tv_16">Polo&#x17E;ka </span><span class="t s6_16 tw_16">V&#xFD;&#x161;e </span><span class="t s6_16 ty_16">V&#xFD;&#x161;e </span><span class="t s6_16 t10_16">V&#xFD;&#x161;e </span><span class="t s6_16 t12_16">V&#xFD;&#x161;e </span><span class="t s7_16 tx_16">k 31.12.2025 </span><span class="t s7_16 tz_16">k 31.12.2024 </span><span class="t s7_16 t11_16">k 31.12.2023 </span><span class="t s7_16 t13_16">k 31.12.2022 </span><span class="t s2_16 t14_16">Z&#xE1;kladn&#xED; kapit&#xE1;l </span><span class="t s2_16 t15_16">2 040 </span><span class="t s2_16 t16_16">2 040 </span><span class="t s2_16 t17_16">2 040 </span><span class="t s2_16 t18_16">2 040 </span><span class="t s2_16 t19_16">Kapit&#xE1;lov&#xE9; fondy a rezervy </span><span class="t s2_16 t1a_16">594 996 </span><span class="t s2_16 t1b_16">502 407 </span><span class="t s2_16 t1c_16">496 249 </span><span class="t s2_16 t1d_16">485 545 </span><span class="t s1_16 t1e_16">Nerozd&#x11B;len&#xFD; zisk </span><span class="t s2_16 t1f_16">836 452 </span><span class="t s2_16 t1g_16">591 909 </span><span class="t s2_16 t1h_16">471 515 </span><span class="t s2_16 t1i_16">520 734 </span><span class="t s7_16 t1j_16">Vlastn&#xED; kapit&#xE1;l celkem </span><span class="t s7_16 t1k_16">1 433 489 </span><span class="t s7_16 t1l_16">1 096 356 </span><span class="t s7_16 t1m_16">969 804 </span><span class="t s7_16 t1n_16">1 008 319 </span><span class="t s8_16 t1o_16">* &#xDA;daje za rok 2024 a 2023 byly opraveny tak, jak je uvedeno v kapitole 2.18 &#x201C;Oprava chyby minul&#xFD;ch let&#x201D; v </span><span class="t s8_16 t1p_16">Konsolidovan&#xE9; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rce. </span><span class="t s9_16 t1q_16">2 </span><span class="t s0_16 t1r_16">https://www.mfcr.cz/cs/o-ministerstvu/odborne-studie-a-vyzkumy/2019/kodex-spravy-a-rizeni-spolecnosti-cr-201-34812 </span><span class="t s0_16 t1_16">16 </span><a id="a112_01" style="left:103px;bottom:145px;position:absolute;transform-origin:bottom left"> </a><a href="#a112_01" style="left:232px;top:225px;position:absolute;transform-origin:top left;z-index:99;width:14px;height:26px;text-decoration:none"> </a></div>
<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEX///+nxBvIAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/></div><span class="t v0_17 s1_17 t2_17">Pr&#xE1;va a povinnosti spojen&#xE1; s dr&#x17E;bou akcie Spole&#x10D;nosti </span><span class="t s2_17 t3_17">Na z&#xE1;klad&#x11B; stanov Spole&#x10D;nosti, a z&#xE1;konn&#xFD;ch ustanoven&#xED; upravuj&#xED;c&#xED; pr&#xE1;va a povinnosti akcion&#xE1;&#x159;e (&#xA7; 344 a d&#xE1;le </span><span class="t s2_17 t4_17">Z&#xE1;kona o obchodn&#xED;ch korporac&#xED;ch, &#x10D;. 90/2012 Sb.), m&#xE1; akcion&#xE1;&#x159; Spole&#x10D;nosti n&#xE1;sleduj&#xED;c&#xED; pr&#xE1;va a povinnosti: </span><span class="t s2_17 t5_17">Akcion&#xE1;&#x159; m&#xE1; mimo jin&#xE9; pr&#xE1;vo: </span><span class="t s3_17 t6_17">- </span><span class="t s4_17 t7_17">na pod&#xED;l na zisku Spole&#x10D;nosti (dividendu), kter&#xFD; valn&#xE1; hromada schv&#xE1;lila k rozd&#x11B;len&#xED; mezi akcion&#xE1;&#x159;e, </span><span class="t s2_17 t8_17">p&#x159;i&#x10D;em&#x17E; pod&#xED;l na zisku se ur&#x10D;uje pom&#x11B;rem akcion&#xE1;&#x159;ova pod&#xED;lu k z&#xE1;kladn&#xED;mu kapit&#xE1;lu </span><span class="t s3_17 t9_17">- </span><span class="t s2_17 ta_17">na pod&#xED;l na likvida&#x10D;n&#xED;m z&#x16F;statku po zru&#x161;en&#xED; Spole&#x10D;nosti likvidac&#xED; </span><span class="t s3_17 tb_17">- </span><span class="t s2_17 tc_17">&#xFA;&#x10D;astnit se valn&#xE9; hromady, hlasovat na n&#xED;, uplat&#x148;ovat n&#xE1;vrhy a protin&#xE1;vrhy a obdr&#x17E;et vysv&#x11B;tlen&#xED; z&#xE1;le&#x17E;itost&#xED; </span><span class="t s2_17 td_17">t&#xFD;kaj&#xED;c&#xED;ch se spole&#x10D;nosti nebo j&#xED; ovl&#xE1;dan&#xFD;ch osob, je-li takov&#xE9; vysv&#x11B;tlen&#xED; pot&#x159;ebn&#xE9; pro posouzen&#xED; obsahu </span><span class="t s2_17 te_17">z&#xE1;le&#x17E;itost&#xED; za&#x159;azen&#xFD;ch na valnou hromadu nebo pro v&#xFD;kon akcion&#xE1;&#x159;sk&#xFD;ch pr&#xE1;v na n&#xED; </span><span class="t s2_17 tf_17">Kvalifikovan&#xFD; akcion&#xE1;&#x159; nebo kvalifikovan&#xED; akcion&#xE1;&#x159;i uveden&#xED; v ustanoven&#xED; &#xA7; 365 z&#xE1;kona o obchodn&#xED;ch korporac&#xED;ch </span><span class="t s4_17 tg_17">d&#xE1;le zejm&#xE9;na mohou: </span><span class="t s3_17 th_17">- </span><span class="t s2_17 ti_17">po&#x17E;&#xE1;dat p&#x159;edstavenstvo, aby svolalo k projedn&#xE1;n&#xED; jimi navr&#x17E;en&#xFD;ch z&#xE1;le&#x17E;itost&#xED; valnou hromadu, p&#x159;i&#x10D;em&#x17E; </span><span class="t s4_17 tj_17">v &#x17E;&#xE1;dosti uvedou n&#xE1;vrh usnesen&#xED; k navr&#x17E;en&#xFD;m z&#xE1;le&#x17E;itostem nebo je od&#x16F;vodn&#xED; </span><span class="t s3_17 tk_17">- </span><span class="t s2_17 tl_17">po&#x17E;adovat po p&#x159;edstavenstvu za&#x159;azen&#xED; j&#xED;m ur&#x10D;en&#xE9; z&#xE1;le&#x17E;itosti na po&#x159;ad valn&#xE9; hromady za p&#x159;edpokladu, &#x17E;e </span><span class="t s2_17 tm_17">ke ka&#x17E;d&#xE9; ze z&#xE1;le&#x17E;itost&#xED; navrhne i usnesen&#xED; valn&#xE9; hromady nebo jej&#xED; za&#x159;azen&#xED; od&#x16F;vodn&#xED; </span><span class="t s3_17 tn_17">- </span><span class="t s2_17 to_17">po&#x17E;&#xE1;dat dozor&#x10D;&#xED; radu o p&#x159;ezkoum&#xE1;n&#xED; v&#xFD;konu p&#x16F;sobnosti p&#x159;edstavenstva v z&#xE1;le&#x17E;itostech uveden&#xFD;ch </span><span class="t s4_17 tp_17">v &#x17E;&#xE1;dosti </span><span class="t s2_17 tq_17">Akcion&#xE1;&#x159; neru&#x10D;&#xED; za dluhy spole&#x10D;nosti. </span><span class="t s2_17 tr_17">Dal&#x161;&#xED; pr&#xE1;va a povinnosti akcion&#xE1;&#x159;e vypl&#xFD;vaj&#xED; p&#x159;edev&#x161;&#xED;m z ustanoven&#xED; z&#xE1;kona o obchodn&#xED;ch korporac&#xED;ch </span><span class="t s4_17 ts_17">Dividendov&#xE1; politika &#x2013; spole&#x10D;nost nem&#xE1; definovanou dividendovou politiku, &#x159;&#xED;d&#xED; se p&#x159;&#xED;slu&#x161;n&#xFD;mi ustanoven&#xED;mi </span><span class="t s4_17 tt_17">z&#xE1;kona o obchodn&#xED;ch korporac&#xED;ch. </span><span class="t v0_17 s1_17 tu_17">Nabyt&#xED; vlastn&#xED;ch akci&#xED; nebo vlastn&#xED;ch pod&#xED;l&#x16F; </span><span class="t s2_17 tv_17">Spole&#x10D;nost v obdob&#xED; v roce 2025 ani v roce 2024 nenabyla &#x17E;&#xE1;dn&#xE9; vlastn&#xED; akcie ani vlastn&#xED; pod&#xED;ly. </span><span class="t v0_17 s1_17 tw_17">Vlastnictv&#xED; akci&#xED; &#x10D;i opc&#xED; ve vlastnictv&#xED; osob s &#x159;&#xED;d&#xED;c&#xED; pravomoc&#xED; Spole&#x10D;nosti </span><span class="t s2_17 tx_17">Osoby s &#x159;&#xED;d&#xED;c&#xED; pravomoc&#xED; Spole&#x10D;nosti nevlastn&#xED; &#x17E;&#xE1;dn&#xE9; akcie Spole&#x10D;nosti &#x10D;i opce nebo srovnateln&#xE9; investi&#x10D;n&#xED; </span><span class="t s2_17 ty_17">n&#xE1;stroje, jejich&#x17E; hodnota se vztahuje k akci&#xED;m Spole&#x10D;nosti. </span><span class="t v0_17 s5_17 tz_17">Informace o emitovan&#xFD;ch dluhopisech </span><span class="t s2_17 t10_17">Spole&#x10D;nost vydala dne 29. prosince 2023 dluhopisy v celkov&#xE9; jmenovit&#xE9; hodnot&#x11B; 700 mil. K&#x10D; splatn&#xE9; v roce 2028 </span><span class="t s4_17 t11_17">za &#xFA;&#x10D;elem refinancov&#xE1;n&#xED; st&#xE1;vaj&#xED;c&#xED;ch dluh&#x16F; (st&#xE1;vaj&#xED;c&#xED; emise dluhopis&#x16F; ve v&#xFD;&#x161;i 450 mil. k&#x10D; a &#xFA;v&#x11B;r od J&amp;T BANKA, a.s. </span><span class="t s4_17 t12_17">ve v&#xFD;&#x161;i 250 mil. K&#x10D;) a d&#xE1;le k financov&#xE1;n&#xED; akvizic nov&#xFD;ch nemovitost&#xED; a k investic&#xED;m do roz&#x161;i&#x159;ov&#xE1;n&#xED; kapacit a/nebo </span><span class="t s2_17 t13_17">zatraktivn&#x11B;n&#xED; st&#xE1;vaj&#xED;c&#xED;ch nemovitost&#xED; (d&#xE1;le &#x201E;</span><span class="t s6_17 t14_17">Dluhopisy</span><span class="t s2_17 t15_17">&#x201C;). Tyto Dluhopisy jsou k&#xF3;tov&#xE1;ny a obchodov&#xE1;ny na </span><span class="t s2_17 t16_17">Regulovan&#xE9;m trhu Burzy cenn&#xFD;ch pap&#xED;r&#x16F; Praha a.s. </span><span class="t s2_17 t17_17">Dne 10. &#x159;&#xED;jna 2025 do&#x161;lo v r&#xE1;mci nav&#xFD;&#x161;en&#xED; emise k vyd&#xE1;n&#xED; dodate&#x10D;n&#xFD;ch Dluhopis&#x16F; v celkov&#xE9; jmenovit&#xE9; hodnot&#x11B; </span><span class="t s2_17 t18_17">emise 200 mil K&#x10D; za &#xFA;&#x10D;elem financov&#xE1;n&#xED; akvizice nov&#xE9; nemovitosti. Celkov&#xFD; objem vydan&#xFD;ch Dluhopis&#x16F; &#x10D;inn&#xED; </span><span class="t s4_17 t19_17">900 mil. K&#x10D;. </span><span class="t s0_17 t1_17">17 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,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" style="width:909px;height:1286px"/></div><span class="t s1_18 t2_18">Z&#xE1;kladn&#xED; charakteristika dluhopis&#x16F;: </span><span class="t s2_18 t3_18">Charakteristika </span><span class="t s2_18 t4_18">Popis </span><span class="t s3_18 t5_18">Forma </span><span class="t s3_18 t6_18">Zaknihovan&#xFD; cenn&#xFD; pap&#xED;r </span><span class="t s1_18 t7_18">Status dluh&#x16F; </span><span class="t s1_18 t8_18">P&#x159;&#xED;m&#xE9;, obecn&#xE9;, nepodm&#xED;n&#x11B;n&#xE9; a nepod&#x159;&#xED;zen&#xE9; dluhy Spole&#x10D;nosti </span><span class="t s2_18 t9_18">ISIN </span><span class="t s2_18 ta_18">CZ0003556441 </span><span class="t s2_18 tb_18">LEI </span><span class="t s2_18 tc_18">315700GZJC0X5GELP252 </span><span class="t s3_18 td_18">Jmenovit&#xE1; hodnota dluhopisu </span><span class="t s3_18 te_18">10.000, - K&#x10D; </span><span class="t s1_18 tf_18">Po&#x10D;et </span><span class="t s3_18 tg_18">90.000 kus&#x16F; </span><span class="t s3_18 th_18">Celkov&#xE1; hodnota emise </span><span class="t s3_18 ti_18">900.000.000 K&#x10D;, </span><span class="t s3_18 tj_18">Datum emise </span><span class="t s3_18 tk_18">29.12.2023 (vyd&#xE1;no 70 000 ks) </span><span class="t s1_18 tl_18">Datum nav&#xFD;&#x161;en&#xED; </span><span class="t s3_18 tm_18">10.10.2025 (vyd&#xE1;no 20 000 ks) </span><span class="t s3_18 tn_18">Splatnost emise </span><span class="t s3_18 to_18">29.12.2028 </span><span class="t s3_18 tp_18">Emisn&#xED; kurz </span><span class="t s1_18 tq_18">100% nomin&#xE1;ln&#xED; hodnoty dluhopis&#x16F; </span><span class="t s3_18 tr_18">V&#xFD;nos </span><span class="t s1_18 ts_18">Pevn&#xE1; &#xFA;rokov&#xE1; sazba ve v&#xFD;&#x161;i 8,60 % p.a. </span><span class="t s3_18 tt_18">V&#xFD;plata &#xFA;roku </span><span class="t s1_18 tu_18">&#xDA;rok je vypl&#xE1;cen pololetn&#x11B; zp&#x11B;tn&#x11B;, v&#x17E;dy k 29.6. a 29.12. p&#x159;&#xED;slu&#x161;n&#xE9;ho roku </span><span class="t s1_18 tv_18">Zaji&#x161;t&#x11B;n&#xED; </span><span class="t s1_18 tw_18">Z&#xE1;stavn&#xED; pr&#xE1;vo prvn&#xED; v po&#x159;ad&#xED; k ve&#x161;ker&#xFD;m akci&#xED;m Spole&#x10D;nosti </span><span class="t s1_18 tx_18">Emisn&#xED; kurz jak&#xFD;chkoli Dluhopis&#x16F; vydan&#xFD;ch po Datu emise bude ur&#x10D;en na z&#xE1;klad&#x11B; aktu&#xE1;ln&#xED;ch tr&#x17E;n&#xED;ch podm&#xED;nek. </span><span class="t s3_18 ty_18">Emisn&#xED; kurz pro nav&#xFD;&#x161;en&#xED; emise ze dne 10.10.2025 byl 103,00 %. </span><span class="t v0_18 s4_18 tz_18">Pr&#xE1;va a povinnosti spojen&#xE9; s dluhopisy </span><span class="t s1_18 t10_18">Pr&#xE1;va a povinnosti vypl&#xFD;vaj&#xED;c&#xED; z Dluhopis&#x16F; podrobn&#x11B; upravuj&#xED; Emisn&#xED; podm&#xED;nky Dluhopis&#x16F; ve schv&#xE1;len&#xE9;m prospektu </span><span class="t s3_18 t11_18">dluhopisu. </span><span class="t s1_18 t12_18">S Dluhopisy je spojeno zejm&#xE9;na pr&#xE1;vo na v&#xFD;platu jmenovit&#xE9; hodnoty ke Dni kone&#x10D;n&#xE9; splatnosti dluhopis&#x16F; a pr&#xE1;vo </span><span class="t s1_18 t13_18">na v&#xFD;nos vypl&#xE1;cen&#xFD; ke Dn&#x16F;m v&#xFD;platy &#xFA;rok&#x16F;. Spole&#x10D;nost (Emitent) je opr&#xE1;vn&#x11B;na, dle sv&#xE9;ho uv&#xE1;&#x17E;en&#xED; a za podm&#xED;nek </span><span class="t s3_18 t14_18">stanoven&#xFD;ch Emisn&#xED;mi podm&#xED;nkami, Dluhopisy p&#x159;ed&#x10D;asn&#x11B; splatit. </span><span class="t s1_18 t15_18">Vlastn&#xED;ci Dluhopis&#x16F; nemaj&#xED;, vyjma Podstatn&#xFD;ch p&#x159;&#xED;pad&#x16F; poru&#x161;en&#xED; povinnost&#xED; a vyjma p&#x159;&#xED;padu, kdy dojde ke zm&#x11B;n&#x11B; </span><span class="t s3_18 t16_18">v ovl&#xE1;d&#xE1;n&#xED; Spole&#x10D;nosti (Emitenta), jak je bl&#xED;&#x17E;e specifikov&#xE1;no v r&#xE1;mci Emisn&#xED;ch podm&#xED;nek, pr&#xE1;vo &#x17E;&#xE1;dat p&#x159;ed&#x10D;asn&#xE9; </span><span class="t s1_18 t17_18">splacen&#xED; Dluhopis&#x16F;. </span><span class="t s1_18 t18_18">S Dluhopisy je tak&#xE9; spojeno pr&#xE1;vo &#xFA;&#x10D;astnit se a hlasovat na sch&#x16F;z&#xED;ch Vlastn&#xED;k&#x16F; Dluhopis&#x16F; v p&#x159;&#xED;padech, kdy je </span><span class="t s1_18 t19_18">takov&#xE1; sch&#x16F;ze svol&#xE1;na v souladu se z&#xE1;konem &#x10D;. 190/2004 Sb., o dluhopisech, v platn&#xE9;m zn&#x11B;n&#xED;, respektive </span><span class="t s3_18 t1a_18">v souladu s Emisn&#xED;mi podm&#xED;nkami. Vlastn&#xED;c Dluhopis&#x16F; maj&#xED; pr&#xE1;vo vyj&#xE1;d&#x159;it se na p&#x159;&#xED;slu&#x161;n&#xE9; sch&#x16F;zi ke Zm&#x11B;n&#xE1;m </span><span class="t s3_18 t1b_18">z&#xE1;sadn&#xED; povahy. </span><span class="t s1_18 t1c_18">Dluhopisy zakl&#xE1;daj&#xED; p&#x159;&#xED;m&#xE9;, obecn&#xE9;, nepodm&#xED;n&#x11B;n&#xE9;, nepod&#x159;&#xED;zen&#xE9; a zaji&#x161;t&#x11B;n&#xE9; dluhy Spole&#x10D;nosti (Emitenta), kter&#xE9; jsou </span><span class="t s3_18 t1d_18">a budou co do po&#x159;ad&#xED; sv&#xE9;ho spln&#x11B;n&#xED; rovnocenn&#xE9; (pari passu) jak mezi sebou navz&#xE1;jem, tak i v&#x16F;&#x10D;i v&#x161;em dal&#x161;&#xED;m </span><span class="t s1_18 t1e_18">sou&#x10D;asn&#xFD;m i budouc&#xED;m nepod&#x159;&#xED;zen&#xFD;m dluh&#x16F;m Emitenta, s v&#xFD;jimkou t&#x11B;ch dluh&#x16F; Emitenta, u nich&#x17E; stanov&#xED; jinak </span><span class="t s1_18 t1f_18">kogentn&#xED; ustanoven&#xED; pr&#xE1;vn&#xED;ch p&#x159;edpis&#x16F;. </span><span class="t s1_18 t1g_18">S Dluhopisy nejsou spojena &#x17E;&#xE1;dn&#xE1; p&#x159;edkupn&#xED; ani v&#xFD;m&#x11B;nn&#xE1; pr&#xE1;va a Dluhopisy nejsou zaji&#x161;t&#x11B;ny ru&#x10D;en&#xED;m. </span><span class="t v0_18 s5_18 t1h_18">Aktivity v oblasti v&#xFD;zkumu a v&#xFD;voje </span><span class="t s1_18 t1i_18">Spole&#x10D;nost, ani jej&#xED; dce&#x159;in&#xE9; spole&#x10D;nosti v roce 2025 ani v roce 2024 nevyv&#xED;jely &#x17E;&#xE1;dn&#xE9; aktivity v oblasti v&#xFD;zkumu </span><span class="t s3_18 t1j_18">a v&#xFD;voje. </span><span class="t s0_18 t1_18">18 </span><a id="a120_17" style="left:103px;bottom:236px;position:absolute;transform-origin:bottom left"> </a></div>
<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAFVBMVEX////s7Ozf39/y8vJ2dnYgICCioqINDlkeAAAEkUlEQVR42u3RCREAQAgEIO/tH9kc7kAFqgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGCwtXMdvYxyX66vFwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEjRdawGDFO0vjkAAAAASUVORK5CYII=" style="width:909px;height:1286px"/></div><span class="t v0_19 s1_19 t2_19">Aktivity v oblasti ochrany &#x17E;ivotn&#xED;ho prost&#x159;ed&#xED; a pracovn&#x11B;pr&#xE1;vn&#xED;ch </span><span class="t v0_19 s1_19 t3_19">vztaz&#xED;ch, Klimatick&#xE9; z&#xE1;le&#x17E;itosti </span><span class="t s2_19 t4_19">Skupina FIDUROCK se aktivn&#x11B; zapojuje do ochrany &#x17E;ivotn&#xED;ho prost&#x159;ed&#xED; prost&#x159;ednictv&#xED;m n&#x11B;kolika kl&#xED;&#x10D;ov&#xFD;ch iniciativ. </span><span class="t s2_19 t5_19">Jednotliv&#xE9; dce&#x159;in&#xE9; spole&#x10D;nosti se zam&#x11B;&#x159;uj&#xED; na v&#xFD;stavbu energeticky &#xFA;sporn&#xFD;ch budov, p&#x159;i&#x10D;em&#x17E; provozovan&#xE9; retail </span><span class="t s2_19 t6_19">parky maj&#xED; energetick&#xE9; &#x161;t&#xED;tky v rozmez&#xED; A-C. U developersk&#xFD;ch projekt&#x16F; budouc&#xED;ch retail park&#x16F; spole&#x10D;nost c&#xED;l&#xED; na </span><span class="t s2_19 t7_19">z&#xED;sk&#xE1;n&#xED; energetick&#xFD;ch &#x161;t&#xED;tk&#x16F; A nebo B. </span><span class="t s2_19 t8_19">Obecn&#x11B; lze &#x159;&#xED;ci, &#x17E;e retail parky se st&#xE1;le v&#xED;ce zam&#x11B;&#x159;uj&#xED; na udr&#x17E;itelnost, kter&#xE1; p&#x159;in&#xE1;&#x161;&#xED; ekologick&#xE9; i ekonomick&#xE9; v&#xFD;hody. </span><span class="t s2_19 t9_19">Zav&#xE1;d&#x11B;j&#xED; zelen&#xE1; dopravn&#xED; opat&#x159;en&#xED;, jako jsou cyklostojany a nab&#xED;jec&#xED; stanice pro elektromobily, zlep&#x161;uj&#xED; biodiverzitu </span><span class="t s2_19 ta_19">v&#xFD;sadbou zelen&#x11B; &#x10D;i realizac&#xED; zelen&#xFD;ch st&#x159;ech. Rostouc&#xED; hrozba klimatick&#xFD;ch zm&#x11B;n vede k investic&#xED;m do </span><span class="t s2_19 tb_19">obnoviteln&#xFD;ch zdroj&#x16F; energie, jako jsou fotovoltaick&#xE9; elektr&#xE1;rny. Z&#xE1;rove&#x148; se retail parky soust&#x159;ed&#xED; na lep&#x161;&#xED; pracovn&#xED; </span><span class="t s3_19 tc_19">podm&#xED;nky a podporu inkluze. C&#xED;lem t&#x11B;chto krok&#x16F; je nejen sn&#xED;&#x17E;en&#xED; dopadu na &#x17E;ivotn&#xED; prost&#x159;ed&#xED;, ale i udr&#x17E;iteln&#xFD; rozvoj </span><span class="t s3_19 td_19">komunit. </span><span class="t s2_19 te_19">V r&#xE1;mci t&#x11B;chto projekt&#x16F; je kladen d&#x16F;raz na dostatek zelen&#x11B;, v&#x10D;etn&#x11B; realizace zelen&#xFD;ch st&#x159;ech. Spole&#x10D;nost tak&#xE9; </span><span class="t s2_19 tf_19">pr&#x16F;b&#x11B;&#x17E;n&#x11B; umis&#x165;uje nab&#xED;jec&#xED; stanice pro elektromobily v cel&#xE9;m portfoliu, p&#x159;i&#x10D;em&#x17E; kl&#xED;&#x10D;ov&#xFD;m partnerem v oblasti </span><span class="t s3_19 tg_19">elektromobility v &#x10C;esk&#xE9; republice je spole&#x10D;nost Innogy, kter&#xE1; od roku 2021 provozuje nab&#xED;jec&#xED; stanici v RP T&#xE1;bor </span><span class="t s3_19 th_19">a b&#x11B;hem 2023 pokryla zbytek &#x10D;esk&#xE9; &#x10D;&#xE1;sti portfolia. </span><span class="t s3_19 ti_19">Skupina d&#xE1;le aktivn&#x11B; pracuje na vyu&#x17E;it&#xED; st&#x159;ech sv&#xFD;ch objekt&#x16F; k um&#xED;st&#x11B;n&#xED; fotovoltaick&#xFD;ch elektr&#xE1;ren. Prvn&#xED; realizace </span><span class="t s2_19 tj_19">prob&#x11B;hla p&#x159;es spole&#x10D;nost Fidurock Solaris v RP T&#xE1;bor a RP Star&#xE9; M&#x11B;sto. Fotovoltaiky na ostatn&#xED;ch retail parc&#xED;ch </span><span class="t s2_19 tk_19">jsou ve f&#xE1;zi dokon&#x10D;en&#xED;, p&#x159;i&#x10D;em&#x17E; v roce 2026 by m&#x11B;lo doj&#xED;t k jejich zprovozn&#x11B;n&#xED; na v&#x161;ech objektech v &#x10C;esk&#xE9; </span><span class="t s3_19 tl_19">republice. Situace na Slovensku je monitorov&#xE1;na a v bl&#xED;zk&#xE9; dob&#x11B; dojde k zah&#xE1;jen&#xED; p&#x159;&#xED;pravn&#xFD;ch prac&#xED; pro budouc&#xED; </span><span class="t s3_19 tm_19">v&#xFD;stavbu fotovoltaiky. </span><span class="t s2_19 tn_19">Spole&#x10D;nost ani jej&#xED; dce&#x159;in&#xE9; spole&#x10D;nosti nemaj&#xED; &#x17E;&#xE1;dn&#xE9; zam&#x11B;stnance a t&#xED;m p&#xE1;dem nelze informovat o ot&#xE1;zk&#xE1;ch </span><span class="t s2_19 to_19">inkluze, rozmanitosti, zaji&#x161;t&#x11B;n&#xED; rovnosti &#x10D;i boje proti rasismu. Spole&#x10D;nost neuplat&#x148;uje politiku zab&#xFD;vaj&#xED;c&#xED; se zm&#x11B;nou </span><span class="t s3_19 tp_19">klimatu. </span><span class="t s2_19 tq_19">Spole&#x10D;nost nem&#xE1; stanoveny &#x17E;&#xE1;dn&#xE9; enviroment&#xE1;ln&#xED; c&#xED;le. Spole&#x10D;nosti plyne obrat z produkt&#x16F; nebo slu&#x17E;eb (pron&#xE1;jmu </span><span class="t s2_19 tr_19">st&#x159;ech pro provoz FVE) souvisej&#xED;c&#xED;ch s hospod&#xE1;&#x159;sk&#xFD;mi &#x10D;innostmi, kter&#xE9; se kvalifikuj&#xED; jako environment&#xE1;ln&#x11B; </span><span class="t s2_19 ts_19">udr&#x17E;iteln&#xE9;. Pod&#xED;l kapit&#xE1;lov&#xFD;ch v&#xFD;daj&#x16F; a pod&#xED;l provozn&#xED;ch v&#xFD;daj&#x16F; t&#xFD;kaj&#xED;c&#xED; se aktiv nebo proces&#x16F; souvisej&#xED;c&#xED;ch </span><span class="t s4_19 tu_19">3 </span><span class="t s3_19 tt_19">s hospod&#xE1;&#x159;sk&#xFD;mi &#x10D;innostmi, kter&#xE9; se kvalifikuj&#xED; jako environment&#xE1;ln&#x11B; udr&#x17E;iteln&#xE9; je nev&#xFD;znamn&#xFD;. </span><span class="t s2_19 tv_19">Spole&#x10D;nost nem&#xE1; povinnost sestavovat zpr&#xE1;vu o udr&#x17E;itelnosti dle novely z&#xE1;kona o &#xFA;&#x10D;etnictv&#xED;, ani nen&#xED; sou&#x10D;&#xE1;sti </span><span class="t s2_19 tw_19">&#x17E;&#xE1;dn&#xE9; jin&#xE9; zpr&#xE1;vy o udr&#x17E;itelnosti. </span><span class="t v0_19 s1_19 tx_19">Existence pobo&#x10D;ky nebo jin&#xE9; &#x10D;&#xE1;sti obchodn&#xED;ho z&#xE1;vodu v zahrani&#x10D;&#xED; </span><span class="t s2_19 ty_19">Spole&#x10D;nost nem&#xE1; organiza&#x10D;n&#xED; slo&#x17E;ku v zahrani&#x10D;&#xED;. </span><span class="t v0_19 s5_19 tz_19">V&#xFD;znamn&#xE1; soudn&#xED; &#x159;&#xED;zen&#xED; </span><span class="t s2_19 t10_19">Neexistuj&#xED; a v pr&#x16F;b&#x11B;hu roku 2025 ani roku 2024 neexistovala &#x17E;&#xE1;dn&#xE1; v&#xFD;znamn&#xE1; soudn&#xED;, st&#xE1;tn&#xED; &#x10D;i rozhod&#x10D;&#xED; &#x159;&#xED;zen&#xED; proti </span><span class="t s2_19 t11_19">Spole&#x10D;nosti ani spole&#x10D;nostem ve skupin&#x11B;. </span><span class="t v0_19 s1_19 t12_19">V&#xFD;znamn&#xE9; smlouvy </span><span class="t s3_19 t13_19">Za rok 2025 nebyly krom&#x11B; smluv uzav&#x159;en&#xFD;ch v r&#xE1;mci b&#x11B;&#x17E;n&#xE9;ho podnik&#xE1;n&#xED; Spole&#x10D;nosti uzav&#x159;eny &#x17E;&#xE1;dn&#xE9; v&#xFD;znamn&#xE9; </span><span class="t s2_19 t14_19">smlouvy, kter&#xE9; by mohly v&#xE9;st ke vzniku z&#xE1;vazku nebo n&#xE1;roku kter&#xE9;hokoli &#x10D;lena skupiny, kter&#xFD; by byl podstatn&#xFD; pro </span><span class="t s2_19 t15_19">schopnost Spole&#x10D;nosti plnit z&#xE1;vazky k vlastn&#xED;k&#x16F;m dluhopis&#x16F;, a to za posledn&#xED; &#xFA;&#x10D;etn&#xED; obdob&#xED;. </span><span class="t s6_19 t16_19">3 </span><span class="t s7_19 t17_19">Kvalifikov&#xE1;no v souladu dle &#x10D;l. 8 odst. 1 a 2 na&#x159;&#xED;zen&#xED; (EU) 2020/852 </span><span class="t s0_19 t1_19">19 </span><a id="a121_18" style="left:103px;bottom:1167px;position:absolute;transform-origin:bottom left"> </a><a id="a122_19" style="left:103px;bottom:1167px;position:absolute;transform-origin:bottom left"> </a><a id="a123_110" style="left:103px;bottom:421px;position:absolute;transform-origin:bottom left"> </a><a id="a124_111" style="left:103px;bottom:346px;position:absolute;transform-origin:bottom left"> </a><a id="a125_112" style="left:103px;bottom:258px;position:absolute;transform-origin:bottom left"> </a><a id="a150_20" style="left:103px;bottom:122px;position:absolute;transform-origin:bottom left"> </a><a href="#a150_20" style="left:683px;top:764px;position:absolute;transform-origin:top left;z-index:99;width:12px;height:20px;text-decoration:none"> </a></div>
<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,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" style="width:909px;height:1286px"/></div><span class="t s1_20 t2_20">K 31.12.2025 neexistuj&#xED; &#x17E;&#xE1;dn&#xE9; pracovn&#xED; ani jin&#xE9; smlouvy &#x10D;len&#x16F; spr&#xE1;vn&#xED;ch, &#x159;&#xED;d&#xED;c&#xED;ch a dozor&#x10D;&#xED;ch org&#xE1;n&#x16F;. </span><span class="t v0_20 s2_20 t3_20">Odm&#x11B;ny &#xFA;&#x10D;tovan&#xE9; auditory </span><span class="t s1_20 t4_20">Za rok 2025 byly Spole&#x10D;nosti a Skupin&#x11B; auditorem &#xFA;&#x10D;tov&#xE1;n za auditorsk&#xE9; slu&#x17E;by na audit ro&#x10D;n&#xED; individu&#xE1;ln&#xED; </span><span class="t s1_20 t5_20">a konsolidovan&#xE9; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky n&#xE1;sleduj&#xED;c&#xED; odm&#x11B;ny: </span><span class="t s4_20 t7_20">Odm&#x11B;ny &#xFA;&#x10D;tovan&#xE9; </span><span class="t s4_20 t9_20">Odm&#x11B;ny &#xFA;&#x10D;tovan&#xE9; ostatn&#xED;m </span><span class="t s3_20 t6_20">V tis. CZK bez DPH </span><span class="t s4_20 t8_20">Spole&#x10D;nosti (Emitent) </span><span class="t s4_20 ta_20">spole&#x10D;nostem ve Skupin&#x11B; </span><span class="t s3_20 tb_20">Rok </span><span class="t s3_20 tc_20">2025 </span><span class="t s3_20 td_20">2024 </span><span class="t s3_20 te_20">2025 </span><span class="t s3_20 tf_20">2024 </span><span class="t s1_20 tg_20">Povinn&#xFD; audit </span><span class="t s1_20 th_20">533 </span><span class="t s3_20 ti_20">579 </span><span class="t s1_20 tj_20">2 061 </span><span class="t s1_20 tk_20">2 670 </span><span class="t s5_20 tl_20">Ostatn&#xED; auditorsk&#xE1; &#x10D;innost vy&#x17E;adovan&#xE1; z&#xE1;konem </span><span class="t s1_20 tm_20">0 </span><span class="t s1_20 tn_20">0 </span><span class="t s1_20 to_20">0 </span><span class="t s1_20 tp_20">0 </span><span class="t s5_20 tq_20">Ostatn&#xED; neauditorsk&#xE9; slu&#x17E;by </span><span class="t s1_20 tr_20">0 </span><span class="t s1_20 ts_20">0 </span><span class="t s1_20 tt_20">0 </span><span class="t s1_20 tu_20">0 </span><span class="t s3_20 tv_20">Celkem </span><span class="t s3_20 tw_20">533 </span><span class="t s3_20 tx_20">579 </span><span class="t s3_20 ty_20">2 061 </span><span class="t s3_20 tz_20">2 670 </span><span class="t s1_20 t10_20">Auditor neposkytl &#x17E;&#xE1;dn&#xE9; jin&#xE9; slu&#x17E;by mimo slu&#x17E;by na audit ro&#x10D;n&#xED; individu&#xE1;ln&#xED; a konsolidovan&#xE9; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky </span><span class="t s5_20 t11_20">Spole&#x10D;nosti za rok 2025. </span><span class="t s0_20 t1_20">20 </span><a id="a126_113" style="left:103px;bottom:1136px;position:absolute;transform-origin:bottom left"> </a></div>
<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " 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" style="width:909px;height:1286px"/></div><span class="t v0_21 s1_21 t2_21">Portfolio skupiny </span><span class="t v0_21 s2_21 t3_21">Geografick&#xE1; p&#x16F;sobnost spole&#x10D;nosti </span><span class="t s3_21 t4_21">Skupina se specializuje na development, akvizici a provoz retail park&#x16F; v &#x10C;esk&#xE9; a Slovensk&#xE9; republice, v jej&#xED;m </span><span class="t s3_21 t5_21">portfoliu se k 31.12.2025 nach&#xE1;zelo t&#x159;in&#xE1;ct retail park&#x16F; v provozu (z toho u t&#x159;&#xED; retail park&#x16F; prob&#xED;h&#xE1; development </span><span class="t s4_21 t6_21">roz&#x161;&#xED;&#x159;en&#xED; st&#xE1;vaj&#xED;c&#xED;ch n&#xE1;jemn&#xED;ch ploch &#x2013; roz&#x161;&#xED;&#x159;en&#xED; ploch pro AAA v Liberci, n&#xE1;stavba Trnava IIB a druh&#xE1; etapa retail </span><span class="t s3_21 t7_21">parku Levice) a dal&#x161;&#xED; retail parkov&#xFD; projekt je ve f&#xE1;zi developmentu &#x2013; Pie&#x161;&#x165;any. </span><span class="t s4_21 t8_21">Ka&#x17E;d&#xE1; nemovitost je vlastn&#x11B;na jednou projektovou spole&#x10D;nost&#xED; (SPV), kterou ze 100 % vlastn&#xED; Spole&#x10D;nost. Skupina </span><span class="t s4_21 t9_21">se zam&#x11B;&#x159;uje zejm&#xE9;na na men&#x161;&#xED; m&#x11B;sta, p&#x159;&#xED;padn&#x11B; st&#x159;ediska na okraji v&#x11B;t&#x161;&#xED;ch m&#x11B;st. Pe&#x10D;liv&#xE1; volba lokality, precizn&#xED; </span><span class="t s3_21 ta_21">asset a property management spole&#x10D;n&#x11B; s dobr&#xFD;m stavem retail park&#x16F; spole&#x10D;n&#x11B; zaru&#x10D;uj&#xED; vysokou obsazenost retail </span><span class="t s4_21 tb_21">park&#x16F;, kter&#xE1; se v dlouhodob&#xE9;m horizontu bl&#xED;&#x17E;&#xED; k 100 %. </span><span class="t s3_21 tc_21">Aktu&#xE1;ln&#xED; portfolio skupiny k 31.12.2025: </span><span class="t v0_21 s5_21 td_21">Popis trh&#x16F;, na kter&#xFD;ch skupina p&#x16F;sob&#xED; </span><span class="t s6_21 te_21">&#x10C;esk&#xE1; republika </span><span class="t s4_21 tf_21">&#x10C;esk&#xE1; ekonomika za&#x17E;&#xED;v&#xE1; v posledn&#xED;ch dvou letech solidn&#xED; ekonomick&#xFD; r&#x16F;st a o&#x10D;ek&#xE1;v&#xE1; se, &#x17E;e si d&#xE1;le udr&#x17E;&#xED; svou </span><span class="t s4_21 tg_21">odolnost. Dom&#xE1;c&#xED; popt&#xE1;vka z&#x16F;st&#xE1;v&#xE1; siln&#xE1;, k &#x10D;emu&#x17E; p&#x159;isp&#xED;v&#xE1; rostouc&#xED; d&#x16F;v&#x11B;ra spot&#x159;ebitel&#x16F; i podnikatel&#x16F;. Vzhledem </span><span class="t s3_21 th_21">k tomu, &#x17E;e se nejistota v oblasti obchodn&#xED; politiky zm&#xED;r&#x148;uje, nic nenasv&#x11B;d&#x10D;uje tomu, &#x17E;e by ned&#xE1;vn&#xE9; obchodn&#xED; ot&#x159;esy </span><span class="t s4_21 ti_21">m&#x11B;ly v&#xFD;znamn&#xFD; dopad na r&#x16F;st. Celkov&#x11B; se p&#x159;edpokl&#xE1;d&#xE1;, &#x17E;e ekonomick&#xFD; r&#x16F;st z&#x16F;stane v bl&#xED;zk&#xE9; budoucnosti robustn&#xED;, </span><span class="t s4_21 tj_21">ne&#x17E; se do roku 2027 postupn&#x11B; stabilizuje. O&#x10D;ek&#xE1;v&#xE1; se, &#x17E;e &#x10D;esk&#xE1; koruna m&#xED;rn&#x11B; pos&#xED;l&#xED; v&#x16F;&#x10D;i euru, a to d&#xED;ky siln&#xFD;m </span><span class="t s4_21 tk_21">fundament&#x16F;m a ekonomick&#xE9; konvergenci. </span><span class="t s4_21 tl_21">&#x10C;esk&#xFD; trh s komer&#x10D;n&#xED;mi nemovitostmi zaznamenal v roce 2025 rekordn&#xED; rok, kdy celkov&#xE9; investice dos&#xE1;hly </span><span class="t s3_21 tm_21">4,2 miliardy eur, co&#x17E; je nejvy&#x161;&#x161;&#xED; hodnota v historii. Jedn&#xE1; se o v&#xED;ce ne&#x17E; dvojn&#xE1;sobek oproti 1,7 miliard&#xE1;m eur </span><span class="t s3_21 tn_21">zaznamenan&#xFD;m v p&#x159;edchoz&#xED;m roce. Jen &#x10D;tvrt&#xE9; &#x10D;tvrtlet&#xED; roku 2025 p&#x159;isp&#x11B;lo &#x10D;&#xE1;stkou 1,8 miliardy eur, co&#x17E; p&#x159;edstavuje </span><span class="t s7_21 tp_21">4 </span><span class="t s4_21 to_21">nejv&#xFD;razn&#x11B;j&#x161;&#xED; &#x10D;tvrtletn&#xED; v&#xFD;kon v historii a v&#xED;ce ne&#x17E; dvojn&#xE1;sobek objemu ve stejn&#xE9;m obdob&#xED; p&#x159;edchoz&#xED;ho roku. </span><span class="t s8_21 tq_21">4 </span><span class="t s9_21 tr_21">Czech Republic Marketbeats - Q4 2025: Czech Republic Investment MarketBeat Reports, Cushman &amp; Wakefield </span><span class="t s0_21 t1_21">21 </span><a id="a127_114" style="left:103px;bottom:1167px;position:absolute;transform-origin:bottom left"> </a><a id="a128_115" style="left:103px;bottom:1133px;position:absolute;transform-origin:bottom left"> </a><a id="a162_40" style="left:103px;bottom:122px;position:absolute;transform-origin:bottom left"> </a><a href="#a162_40" style="left:761px;top:1057px;position:absolute;transform-origin:top left;z-index:99;width:12px;height:20px;text-decoration:none"> </a></div>
<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAADFBMVEX///92dnYgICCioqKG+NW5AAAEjElEQVR42u3RBwEAAAQAMKd/ZwkUYKuwCAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABglXVX6wUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIBvBgdfAbth8OmlAAAAAElFTkSuQmCC" style="width:909px;height:1286px"/></div><span class="t s1_22 t2_22">Retail-Maloobchodn&#xED; prodej </span><span class="t s2_22 t3_22">Na konci roku 2025 bylo ve v&#xFD;stavb&#x11B; p&#x159;ibli&#x17E;n&#x11B; 119 700 m&#xB2; maloobchodn&#xED;ch ploch. N&#xE1;kupn&#xED; centra tvo&#x159;ila zhruba </span><span class="t s3_22 t4_22">66 % p&#x159;ipravovan&#xFD;ch projekt&#x16F; (p&#x159;ibli&#x17E;n&#x11B; 78 800 m&#xB2;), zat&#xED;mco retailov&#xE9; parky p&#x159;edstavovaly zb&#xFD;vaj&#xED;c&#xED;ch 34 %. </span><span class="t s3_22 t5_22">V 4. &#x10D;tvrtlet&#xED; 2025 vzrostly pr&#xE9;miov&#xE9; n&#xE1;jmy ve v&#x161;ech segmentech. N&#xE1;jmy v n&#xE1;kupn&#xED;ch centrech vzrostly na 160 EUR </span><span class="t s2_22 t6_22">za m&#xB2;, co&#x17E; odr&#xE1;&#x17E;&#xED; meziro&#x10D;n&#xED; r&#x16F;st o 12,7 %, zat&#xED;mco n&#xE1;jmy v retailov&#xFD;ch parc&#xED;ch se m&#xED;rn&#x11B; zv&#xFD;&#x161;ily na 16 EUR za m&#xB2;, </span><span class="t s4_22 t8_22">5 </span><span class="t s2_22 t7_22">co&#x17E; p&#x159;edstavuje meziro&#x10D;n&#xED; n&#xE1;r&#x16F;st o 10,3 %. </span><span class="t s1_22 t9_22">Slovensko </span><span class="t s2_22 ta_22">Slovensko zaznamenalo jeden ze sv&#xFD;ch nej&#xFA;sp&#x11B;&#x161;n&#x11B;j&#x161;&#xED;ch rok&#x16F; v historii, k &#x10D;emu&#x17E; p&#x159;isp&#x11B;ly v&#xFD;znamn&#xE9; transakce </span><span class="t s3_22 tb_22">s pr&#x16F;myslov&#xFD;mi portfolii a siln&#xE1; p&#x159;eshrani&#x10D;n&#xED; aktivita &#x10D;esk&#xE9;ho kapit&#xE1;lu. Dominanci logistick&#xE9;ho sektoru doplnila </span><span class="t s2_22 tc_22">aktiva v oblasti maloobchodu a sm&#xED;&#x161;en&#xE9;ho vyu&#x17E;it&#xED;. Stabilita v&#xFD;nos&#x16F; a &#xFA;&#x10D;ast zahrani&#x10D;n&#xED;ch institucion&#xE1;ln&#xED;ch investor&#x16F; </span><span class="t s4_22 te_22">6 </span><span class="t s2_22 td_22">signalizuj&#xED; rostouc&#xED; vysp&#x11B;lost trhu a trvalou d&#x16F;v&#x11B;ru investor&#x16F;. </span><span class="t s2_22 tf_22">Trh pr&#xE1;ce z&#x16F;stal v roce 2025 stabiln&#xED;, nomin&#xE1;ln&#xED; r&#x16F;st mezd m&#xED;rn&#x11B; p&#x159;edstihl inflaci. Infla&#x10D;n&#xED; tlaky p&#x159;etrv&#xE1;valy po cel&#xFD; </span><span class="t s2_22 tg_22">rok, p&#x159;i&#x10D;em&#x17E; inflace se v pr&#x16F;m&#x11B;ru pohybovala kolem 4 %. V kombinaci s relativn&#x11B; vysok&#xFD;m da&#x148;ov&#xFD;m zat&#xED;&#x17E;en&#xED;m to </span><span class="t s2_22 th_22">omezilo &#x161;ir&#x161;&#xED; o&#x17E;iven&#xED; maloobchodn&#xED;ch v&#xFD;daj&#x16F;, kter&#xE9; za prvn&#xED;ch jeden&#xE1;ct m&#x11B;s&#xED;c&#x16F; roku 2025 kumulativn&#x11B; poklesly </span><span class="t s4_22 tj_22">7 </span><span class="t s3_22 ti_22">o 0,8 %. Celkov&#xFD; ekonomick&#xFD; r&#x16F;st z&#x16F;stal utlumen&#xFD;, p&#x159;i&#x10D;em&#x17E; HDP v 1.&#x2013;3. &#x10D;tvrtlet&#xED; 2025 kumulativn&#x11B; vzrostl o 0,7 %. </span><span class="t s1_22 tk_22">Retail-Maloobchodn&#xED; prodej </span><span class="t s2_22 tl_22">Retailov&#xE9; parky z&#x16F;staly i v roce 2025 dominantn&#xED;m typem developersk&#xFD;ch projekt&#x16F;, p&#x159;i&#x10D;em&#x17E; celkov&#xE1; nov&#xE1; nab&#xED;dka </span><span class="t s2_22 tm_22">dos&#xE1;hla 98 400 m&#xB2; v r&#xE1;mci 19 projekt&#x16F;. Na st&#x159;edn&#xED;m Slovensku bylo dokon&#x10D;eno 52 % projekt&#x16F;, zat&#xED;mco z&#xE1;padn&#xED; </span><span class="t s3_22 tn_22">a v&#xFD;chodn&#xED; Slovensko se na tomto v&#xFD;sledku pod&#xED;lely ka&#x17E;d&#xE1; 24 %, co&#x17E; potvrzuje pokra&#x10D;uj&#xED;c&#xED; geografickou </span><span class="t s2_22 to_22">diverzifikaci developersk&#xE9; &#x10D;innosti v oblasti maloobchodu. Do budoucna se v roce 2026 pl&#xE1;nuje dokon&#x10D;en&#xED; p&#x159;ibli&#x17E;n&#x11B; </span><span class="t s2_22 tp_22">87 000 m&#xB2; nov&#xFD;ch maloobchodn&#xED;ch ploch, p&#x159;i&#x10D;em&#x17E; v&#x11B;t&#x161;inu p&#x159;ipravovan&#xFD;ch projekt&#x16F; op&#x11B;t tvo&#x159;&#xED; retailov&#xE9; parky. </span><span class="t s3_22 tq_22">Pr&#xE9;miov&#xE9; n&#xE1;jemn&#xE9; v n&#xE1;kupn&#xED;ch centrech se pohybovalo na &#xFA;rovni 100 EUR za m&#xB2; u jednotek o velikosti </span><span class="t s3_22 tr_22">50&#x2013;100 m&#xB2;, zat&#xED;mco n&#xE1;jemn&#xE9; v retailov&#xFD;ch parc&#xED;ch &#x10D;inilo v pr&#x16F;m&#x11B;ru 15 EUR za m&#xB2;. Do budoucna se o&#x10D;ek&#xE1;v&#xE1;, &#x17E;e </span><span class="t s4_22 tt_22">8 </span><span class="t s3_22 ts_22">n&#xE1;jemn&#xE9; v retailov&#xFD;ch parc&#xED;ch v roce 2026 d&#xE1;le poroste v souladu s inflac&#xED;. </span><span class="t s5_22 tu_22">5 </span><span class="t s6_22 tv_22">Czech Republic Marketbeats - Q4 2025: Czech Republic Investment MarketBeat Reports, Cushman &amp; Wakefield </span><span class="t s5_22 tw_22">6 </span><span class="t s6_22 tx_22">CEE Investment Market Update H2 2025, Cushman &amp; Wakefield </span><span class="t s5_22 ty_22">7 </span><span class="t s6_22 tz_22">Czech Republic Marketbeats - Q4 2025: Slovakia Investment MarketBeat Reports, Cushman &amp; Wakefield </span><span class="t s5_22 t10_22">8 </span><span class="t s6_22 t11_22">Czech Republic Marketbeats - Q4 2025: Slovakia Investment MarketBeat Reports, Cushman &amp; Wakefield </span><span class="t s0_22 t1_22">22 </span><a id="a170_60" style="left:103px;bottom:181px;position:absolute;transform-origin:bottom left"> </a><a href="#a170_60" style="left:368px;top:222px;position:absolute;transform-origin:top left;z-index:99;width:12px;height:19px;text-decoration:none"> </a><a id="a171_61" style="left:103px;bottom:168px;position:absolute;transform-origin:bottom left"> </a><a href="#a171_61" style="left:475px;top:342px;position:absolute;transform-origin:top left;z-index:99;width:12px;height:19px;text-decoration:none"> </a><a id="a172_62" style="left:103px;bottom:154px;position:absolute;transform-origin:bottom left"> </a><a href="#a172_62" style="left:793px;top:440px;position:absolute;transform-origin:top left;z-index:99;width:12px;height:20px;text-decoration:none"> </a><a id="a173_63" style="left:103px;bottom:140px;position:absolute;transform-origin:bottom left"> </a><a href="#a173_63" style="left:559px;top:663px;position:absolute;transform-origin:top left;z-index:99;width:12px;height:20px;text-decoration:none"> </a></div>
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" style="width:909px;height:1286px"/></div><span class="t s1_23 t2_23">Portfolio spole&#x10D;nosti </span><span class="t s2_23 t3_23">Provozovan&#xE9; retail parky </span><span class="t s3_23 t4_23">Retail Park Severka Liberec </span><span class="t s4_23 t5_23">Retail Park Severka v Liberci spad&#xE1; do portfolia FIDUROCK od kv&#x11B;tna 2016. Jedn&#xE1; se o prov&#x11B;&#x159;en&#xFD; n&#xE1;kupn&#xED; park </span><span class="t s5_23 t6_23">v siln&#xE9; obchodn&#xED; z&#xF3;n&#x11B; severn&#xED; &#x10D;&#xE1;sti Liberce. Park o velikosti t&#xE9;m&#x11B;&#x159; 14 000 m&#xB2; je obsazen stabiln&#xED;mi n&#xE1;jemci, jako jsou </span><span class="t s5_23 t7_23">Jysk, Penny, TEDi, Breno, Mountfield, ProSp&#xE1;nek a dal&#x161;&#xED;. Sou&#x10D;&#xE1;st&#xED; retail parku je tak&#xE9; modern&#xED; showroom ojet&#xFD;ch </span><span class="t s4_23 t8_23">voz&#x16F; AAA Auto. V roce 2026 bude zah&#xE1;jen provoz roz&#x161;&#xED;&#x159;en&#xFD;ch venkovn&#xED;ch prostor pro AAA Auto o v&#xFD;m&#x11B;&#x159;e cca </span><span class="t s6_23 ta_23">2 </span><span class="t s5_23 t9_23">2 000 m </span><span class="t s5_23 tb_23">. </span><span class="t s7_23 tc_23">Provozovatel </span><span class="t s5_23 td_23">Retail park Severka Liberec s.r.o. </span><span class="t s7_23 te_23">Lokace </span><span class="t s5_23 tf_23">Sousedsk&#xE1;, Liberec </span><span class="t s7_23 tg_23">Rok akvizice </span><span class="t s5_23 th_23">2016 </span><span class="t s7_23 ti_23">Rok stavby </span><span class="t s5_23 tj_23">2008 </span><span class="t s7_23 tk_23">Plocha k pron&#xE1;jmu </span><span class="t s5_23 tl_23">13,8 tis m&#xB2; </span><span class="t s7_23 tm_23">Hodnota nemovitosti </span><span class="t s5_23 tn_23">603 mil. K&#x10D; </span><span class="t s7_23 to_23">Obsazenost k 31.12.2025 </span><span class="t s5_23 tp_23">100 % </span><span class="t s0_23 t1_23">23 </span></div>

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" style="width:909px;height:1286px"/></div><span class="t s1_24 t2_24">Retail park T&#xE1;bor </span><span class="t s2_24 t3_24">Retail park T&#xE1;bor o velikosti bezm&#xE1;la 10 000 m&#xB2; byl do komer&#x10D;n&#xED;ho portfolia FIDUROCK za&#x159;azen jako prvn&#xED;, a to ji&#x17E; v roce </span><span class="t s2_24 t4_24">2015. Je situov&#xE1;n v siln&#xE9; obchodn&#xED; z&#xF3;n&#x11B; s jedin&#xFD;m hobby marketem v regionu. Park pro&#x161;el v letech 2019 a 2020 kompletn&#xED; </span><span class="t s2_24 t5_24">rekonstrukc&#xED; jej&#xED;m&#x17E; v&#xFD;sledkem je mimo jin&#xE9; nov&#xE9; uspo&#x159;&#xE1;d&#xE1;n&#xED; jednotek, mezi nim&#x17E; lze naj&#xED;t kompaktn&#xED; hypermarket Albert, </span><span class="t s3_24 t6_24">prodejnu Sportisimo, DATART, ProSp&#xE1;nek, &#x10D;i restauraci. V roce 2021 zde otev&#x159;ela svou prodejnu spole&#x10D;nost ACTION. </span><span class="t s3_24 t7_24">Projekt tak&#xE9; disponuje nab&#xED;jec&#xED; stanic&#xED; pro elektromobily a na st&#x159;e&#x161;e retail parku jsou um&#xED;st&#x11B;ny sol&#xE1;rn&#xED; panely. </span><span class="t s4_24 t8_24">Provozovatel </span><span class="t s3_24 t9_24">Retail park T&#xE1;bor s.r.o. </span><span class="t s4_24 ta_24">Lokace </span><span class="t s2_24 tb_24">Sob&#x11B;slavsk&#xE1;, T&#xE1;bor </span><span class="t s4_24 tc_24">Rok akvizice </span><span class="t s3_24 td_24">2015 </span><span class="t s4_24 te_24">Rok stavby </span><span class="t s3_24 tf_24">2005 </span><span class="t s4_24 tg_24">Plocha k pron&#xE1;jmu </span><span class="t s3_24 th_24">9,6 tis m&#xB2; </span><span class="t s4_24 ti_24">Hodnota nemovitosti </span><span class="t s3_24 tj_24">346 mil. K&#x10D; </span><span class="t s4_24 tk_24">Obsazenost k 31.12.2025 </span><span class="t s3_24 tl_24">100 % </span><span class="t s0_24 t1_24">24 </span></div>

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" style="width:909px;height:1286px"/></div><span class="t s1_25 t2_25">Retail Park Senica </span><span class="t s2_25 t3_25">Retail park Senica byl v lednu 2018 ofici&#xE1;ln&#x11B; za&#x159;azen do portfolia FIDUROCK. Jedn&#xE1; se retail park o rozloze t&#xE9;m&#x11B;&#x159; </span><span class="t s2_25 t4_25">2 500 m&#xB2;, kter&#xFD; se nach&#xE1;z&#xED; p&#x159;&#xED;mo v zaveden&#xE9; obchodn&#xED; z&#xF3;n&#x11B; vedle hypermarketu Kaufland a Family Centra. Mezi hlavn&#xED; </span><span class="t s3_25 t5_25">n&#xE1;jemce pat&#x159;&#xED; CCC, TEDi, Super Zoo, Orion, kter&#xE9; dopl&#x148;uj&#xED; dal&#x161;&#xED; n&#xE1;jemci. </span><span class="t s4_25 t6_25">Provozovatel </span><span class="t s2_25 t7_25">Retail park Senica s.r.o. </span><span class="t s4_25 t8_25">Lokace </span><span class="t s2_25 t9_25">Obchodn&#xE1;, Senica </span><span class="t s4_25 ta_25">Rok akvizice </span><span class="t s2_25 tb_25">2018 </span><span class="t s4_25 tc_25">Rok stavby </span><span class="t s2_25 td_25">2017/2020 </span><span class="t s4_25 te_25">Plocha k pron&#xE1;jmu </span><span class="t s2_25 tf_25">2,3 tis m&#xB2; </span><span class="t s4_25 tg_25">Hodnota nemovitosti </span><span class="t s2_25 th_25">93 mil. K&#x10D; </span><span class="t s4_25 ti_25">Obsazenost k 31.12.2025 </span><span class="t s2_25 tj_25">100 % </span><span class="t s0_25 t1_25">25 </span></div>

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" style="width:909px;height:1286px"/></div><span class="t s1_26 t2_26">Obchodn&#xED; d&#x16F;m Saratov </span><span class="t s2_26 t3_26">Lok&#xE1;ln&#xED; obchodn&#xED; d&#x16F;m SARATOV v Bratislav&#x11B; na Slovensku pat&#x159;&#xED; do portfolia FIDUROCK od kv&#x11B;tna 2018, a v roce </span><span class="t s3_26 t4_26">2020 pro&#x161;lo stavba &#x10D;&#xE1;ste&#x10D;nou rekonstrukc&#xED;. Jedn&#xE1; se o men&#x161;&#xED; dvoupodla&#x17E;n&#xED; obchodn&#xED; centrum na hlavn&#xED; komunikaci </span><span class="t s3_26 t5_26">m&#x11B;stsk&#xE9; &#x10D;&#xE1;sti D&#xFA;bravka, kter&#xE9; lid&#xE9; vyu&#x17E;&#xED;vaj&#xED; p&#x159;ev&#xE1;&#x17E;n&#x11B; ke ka&#x17E;dodenn&#xED;m n&#xE1;kup&#x16F;m. Hlavn&#xED;mi n&#xE1;jemci jsou Billa, </span><span class="t s2_26 t6_26">dm drogerie, Pepco, Kik, pobo&#x10D;ka Slovensk&#xE9; spo&#x159;itelny. D&#xE1;le zde z&#xE1;kazn&#xED;ci naleznou restauraci, 2 kav&#xE1;rny, obchody </span><span class="t s3_26 t7_26">s m&#xF3;dou, l&#xE9;k&#xE1;rnu, optiku a &#x159;adu dal&#x161;&#xED;ch obchod&#x16F; a slu&#x17E;eb. Obchodn&#xED; d&#x16F;m disponuje vlastn&#xED;m parkovi&#x161;t&#x11B;m </span><span class="t s2_26 t8_26">s kapacitou 90 m&#xED;st a z&#xE1;rove&#x148; je dob&#x159;e dostupn&#xFD; m&#x11B;stskou hromadnou dopravou. </span><span class="t s4_26 t9_26">Provozovatel </span><span class="t s2_26 ta_26">SLOVAK INVESTMENT GROUP s.r.o. </span><span class="t s4_26 tb_26">Lokace </span><span class="t s2_26 tc_26">Saratovsk&#xE1;, Bratislava </span><span class="t s4_26 td_26">Rok akvizice </span><span class="t s2_26 te_26">2018 </span><span class="t s4_26 tf_26">Rok stavby </span><span class="t s2_26 tg_26">2004 </span><span class="t s4_26 th_26">Plocha k pron&#xE1;jmu </span><span class="t s2_26 ti_26">8,0 tis m&#xB2; </span><span class="t s4_26 tj_26">Hodnota nemovitosti </span><span class="t s2_26 tk_26">357 mil. K&#x10D; </span><span class="t s4_26 tl_26">Obsazenost k 31.12.2025 </span><span class="t s2_26 tm_26">94 % </span><span class="t s0_26 t1_26">26 </span></div>

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" style="width:909px;height:1286px"/></div><span class="t s1_27 t2_27">Retail Park Mlad&#xE1; Boleslav </span><span class="t s2_27 t3_27">V &#x10D;ervnu 2019 byla &#xFA;sp&#x11B;&#x161;n&#x11B; dokon&#x10D;ena akvizice nov&#xE9;ho retail parku o velikosti t&#xE9;m&#x11B;&#x159; 13 000 m&#xB2; v Mlad&#xE9; Boleslavi, </span><span class="t s2_27 t4_27">kter&#xFD; se nach&#xE1;z&#xED; v ji&#x17E; zab&#x11B;hl&#xE9; a velice siln&#xE9; obchodn&#xED; z&#xF3;n&#x11B;, p&#x159;&#xED;mo vedle obchodn&#xED;ho centra Olympia. Mezi kl&#xED;&#x10D;ov&#xE9; </span><span class="t s4_27 t6_27">2 </span><span class="t s3_27 t5_27">n&#xE1;jemce Retail Parku Mlad&#xE1; Boleslav pat&#x159;&#xED; Asko n&#xE1;bytek zab&#xED;raj&#xED;c&#xED; plochu p&#x159;es 5 000 m </span><span class="t s3_27 t7_27">, Decathlon &#x2013; prodejna se </span><span class="t s2_27 t8_27">sportovn&#xED;mi pot&#x159;ebami, Jysk &#x2013; &#x159;et&#x11B;zec s vybaven&#xED;m pro dom&#xE1;cnost, Mountfield a dal&#x161;&#xED;. </span><span class="t s5_27 t9_27">Provozovatel </span><span class="t s3_27 ta_27">Retail Park Mlad&#xE1; Boleslav a.s. </span><span class="t s5_27 tb_27">Lokace </span><span class="t s2_27 tc_27">Ji&#x10D;&#xED;nsk&#xE1;, Mlad&#xE1; Boleslav </span><span class="t s5_27 td_27">Rok akvizice </span><span class="t s3_27 te_27">2019 </span><span class="t s5_27 tf_27">Rok stavby </span><span class="t s3_27 tg_27">2008 </span><span class="t s5_27 th_27">Plocha k pron&#xE1;jmu </span><span class="t s3_27 ti_27">12,8 tis m&#xB2; </span><span class="t s5_27 tj_27">Hodnota nemovitosti </span><span class="t s3_27 tk_27">411 mil. K&#x10D; </span><span class="t s5_27 tl_27">Obsazenost k 31.12.2025 </span><span class="t s3_27 tm_27">100 % </span><span class="t s0_27 t1_27">27 </span></div>

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" style="width:909px;height:1286px"/></div><span class="t s1_28 t2_28">Retail Park Trnava </span><span class="t s2_28 t3_28">&#xDA;sp&#x11B;&#x161;n&#xE1; akvizice zab&#x11B;hl&#xE9;ho retail parku Trnava o rozloze 8 300 m&#xB2; s expanzn&#xED;m pozemkem prob&#x11B;hla v &#x10D;ervnu roku </span><span class="t s2_28 t4_28">2019. Obchodn&#xED; komplex m&#xE1; d&#xED;ky sv&#xE9;mu za&#x10D;len&#x11B;n&#xED; do velk&#xE9; a hlavn&#xED; obchodn&#xED; z&#xF3;ny na m&#x11B;stsk&#xE9;m obchvatu Trnavy </span><span class="t s3_28 t5_28">v&#xFD;bornou dopravn&#xED; dostupnost autem i ve&#x159;ejnou dopravou z centra Trnavy. Parkov&#xE1;n&#xED; s dostatkem prostoru je p&#x159;&#xED;mo </span><span class="t s2_28 t6_28">p&#x159;ed obchodn&#xED;mi jednotkami. Hlavn&#xED;mi n&#xE1;jemci jsou C&amp;A, Planeo Elektro, Sportisimo, WELL, KiK a dal&#x161;&#xED;. </span><span class="t s2_28 t7_28">V prvn&#xED; polovin&#x11B; roku 2022 byla zah&#xE1;jena v&#xFD;stavba II. Etapy, kter&#xE1; byla v prvn&#xED; polovin&#x11B; roku 2023 dokon&#x10D;ena. </span><span class="t s2_28 t8_28">P&#x159;&#xED;stavba nav&#xFD;&#x161;ila plochu k pron&#xE1;jmu o t&#xE9;m&#x11B;&#x159; 4 tis. m&#xB2; a je pronajata n&#xE1;jemc&#x16F;m Billa, Gate, TEDi, </span><span class="t s3_28 t9_28">l&#xE9;k&#xE1;rna a n&#x11B;kolika </span><span class="t s2_28 ta_28">dal&#x161;&#xED;m. V Q4 2026 je pl&#xE1;nov&#xE1;no otev&#x159;en&#xED; etapy IIB, pro kterou byl ji&#x17E; vybr&#xE1;n nov&#xFD; n&#xE1;jemce. </span><span class="t s4_28 tb_28">Provozovatel </span><span class="t s3_28 tc_28">RP Trnava a.s. </span><span class="t s4_28 td_28">Lokace </span><span class="t s3_28 te_28">Nov&#xE1;, Trnava </span><span class="t s4_28 tf_28">Rok akvizice </span><span class="t s3_28 tg_28">2019 </span><span class="t s4_28 th_28">Rok stavby </span><span class="t s3_28 ti_28">2014/2022 </span><span class="t s4_28 tj_28">Plocha k pron&#xE1;jmu </span><span class="t s3_28 tk_28">12,0 tis m&#xB2; </span><span class="t s4_28 tl_28">Hodnota nemovitosti </span><span class="t s3_28 tm_28">445 mil. K&#x10D; </span><span class="t s4_28 tn_28">Obsazenost k 31.12.2025 </span><span class="t s3_28 to_28">100 % </span><span class="t s0_28 t1_28">28 </span></div>

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" style="width:909px;height:1286px"/></div><span class="t s1_29 t2_29">OC Solivaria Pre&#x161;ov </span><span class="t s2_29 t3_29">Ji&#x17E; zaveden&#xE9; Obchodn&#xED; centrum Solivaria se za&#x159;adilo do retailov&#xE9;ho portfolia FIDUROCK v listopadu 2019. Jeho </span><span class="t s2_29 t4_29">strategick&#xE1; poloha v centru Pre&#x161;ova, na v&#xFD;znamn&#xE9; k&#x159;i&#x17E;ovatce v bl&#xED;zkosti &#x17E;elezni&#x10D;n&#xED; stanice a nejv&#x11B;t&#x161;&#xED; n&#xE1;kupn&#xED; &#x10D;&#xE1;sti ve </span><span class="t s2_29 t5_29">m&#x11B;st&#x11B;, jej &#x159;ad&#xED; mezi nejv&#xFD;znamn&#x11B;j&#x161;&#xED; obchodn&#xED; centra sv&#xE9;ho druhu ve m&#x11B;st&#x11B;. Z&#xE1;rove&#x148;, d&#xED;ky sv&#xE9; pronaj&#xED;mateln&#xE9; plo&#x161;e </span><span class="t s3_29 t6_29">10,8 tis. m&#xB2;, na kter&#xE9; nab&#xED;z&#xED; sv&#xFD;m z&#xE1;kazn&#xED;k&#x16F;m 21 obchodn&#xED;ch jednotek, pat&#x159;&#xED; mezi obchodn&#xED; centra s nejv&#x11B;t&#x161;&#xED; </span><span class="t s2_29 t7_29">r&#x16F;znorodost&#xED; obchod&#x16F;. Hlavn&#xED;mi n&#xE1;jemci jsou CCC, Mountfield, Planeo, Fresh, Pepco, Kik a TEDi. Krom&#x11B; t&#x11B;chto </span><span class="t s2_29 t8_29">obchod&#x16F; nab&#xED;z&#xED; retail park tak&#xE9; mo&#x17E;nost vyu&#x17E;it&#xED; nab&#xED;je&#x10D;ek na elektromobily, &#x10D;i &#x10D;erpac&#xED; stanici Oliva. V roce 2021 byla </span><span class="t s2_29 t9_29">nab&#xED;dka obchod&#x16F; roz&#x161;&#xED;&#x159;ena o samostatn&#x11B; stoj&#xED;c&#xED; jednotku spole&#x10D;nosti FarmFoods </span><span class="t s4_29 ta_29">Provozovatel </span><span class="t s3_29 tb_29">Retail park Pre&#x161;ov s.r.o. </span><span class="t s4_29 tc_29">Lokace </span><span class="t s3_29 td_29">V&#xFD;chodn&#xE1;, Pre&#x161;ov </span><span class="t s4_29 te_29">Rok akvizice </span><span class="t s3_29 tf_29">2019 </span><span class="t s4_29 tg_29">Rok stavby </span><span class="t s3_29 th_29">2017 </span><span class="t s4_29 ti_29">Plocha k pron&#xE1;jmu </span><span class="t s3_29 tj_29">10,8 tis m&#xB2; </span><span class="t s4_29 tk_29">Hodnota nemovitosti </span><span class="t s3_29 tl_29">433 mil. K&#x10D; </span><span class="t s4_29 tm_29">Obsazenost k 31.12.2025 </span><span class="t s3_29 tn_29">92 % </span><span class="t s0_29 t1_29">29 </span></div>

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" style="width:909px;height:1286px"/></div><span class="t s1_30 t2_30">Retail park Star&#xE9; M&#x11B;sto </span><span class="t s2_30 t3_30">Pozemek s &#xFA;zemn&#xED;m rozhodnut&#xED;m ve Star&#xE9;m M&#x11B;st&#x11B; u Uhersk&#xE9;ho Hradi&#x161;t&#x11B; koupil FIDUROCK v z&#xE1;&#x159;&#xED; 2018. Na pozemku </span><span class="t s2_30 t4_30">prob&#x11B;hla v&#xFD;stavba projektu ve tvaru p&#xED;smene &#x201E;L&#x201C; a velikosti 4 007 m&#xB2;, kter&#xFD; roz&#x161;&#xED;&#x159;il velmi dob&#x159;e dostupnou lokalitu </span><span class="t s3_30 t5_30">s rozr&#x16F;staj&#xED;c&#xED; se obchodn&#xED; z&#xF3;nou na pomez&#xED; Star&#xE9;ho M&#x11B;sta a Uhersk&#xE9;ho Hradi&#x161;t&#x11B; o osm obchodn&#xED;ch jednotek. Ji&#x17E; p&#x159;ed </span><span class="t s2_30 t6_30">koup&#xED; byli dojedn&#xE1;ni n&#x11B;kte&#x159;&#xED; n&#xE1;jemci a podeps&#xE1;ny s nimi dlouhodob&#xE9; n&#xE1;jemn&#xED; smlouvy. Mezi hlavn&#xED; n&#xE1;jemce projektu </span><span class="t s2_30 t7_30">pat&#x159;&#xED; Mountfield, Dr. Max, Sportisimo, Teta drogerie a dal&#x161;&#xED;. </span><span class="t s4_30 t9_30">2 </span><span class="t s2_30 t8_30">V prvn&#xED; polovin&#x11B; roku 2022 byla &#xFA;sp&#x11B;&#x161;n&#x11B; dokon&#x10D;ena p&#x159;&#xED;stavba projektu o plo&#x161;e cca 500 m </span><span class="t s2_30 ta_30">, kter&#xE1; roz&#x161;&#xED;&#x159;ila nab&#xED;dku </span><span class="t s2_30 tb_30">obchod&#x16F; o ProSp&#xE1;nek a Banquet. A v roce 2024 do&#x161;lo k dokon&#x10D;en&#xED; instalace a zapojen&#xED; sol&#xE1;rn&#xED;ch panel&#x16F;, kter&#xE9; </span><span class="t s2_30 tc_30">provozuje spole&#x10D;nost FIDUROCK Solaris a.s. </span><span class="t s5_30 td_30">Provozovatel </span><span class="t s3_30 te_30">Retail park Star&#xE9; m&#x11B;sto s.r.o. </span><span class="t s5_30 tf_30">Lokace </span><span class="t s3_30 tg_30">V&#xFD;chodn&#xED;, Star&#xE9; M&#x11B;sto </span><span class="t s5_30 th_30">Rok stavby </span><span class="t s3_30 ti_30">2020, 2022 </span><span class="t s5_30 tj_30">Plocha k pron&#xE1;jmu </span><span class="t s3_30 tk_30">4,6 tis m&#xB2; </span><span class="t s5_30 tl_30">Hodnota nemovitosti </span><span class="t s3_30 tm_30">213 mil. K&#x10D; </span><span class="t s5_30 tn_30">Obsazenost k 31.12.2025 </span><span class="t s3_30 to_30">100 % </span><span class="t s0_30 t1_30">30 </span></div>

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" style="width:909px;height:1286px"/></div><span class="t s1_31 t2_31">Retail park Choce&#x148; </span><span class="t s2_31 t3_31">Retail Park Choce&#x148; ve v&#xFD;chodn&#xED;ch &#x10C;ech&#xE1;ch byl v prvn&#xED;m pololet&#xED; 2021 plnohodnotn&#x11B; za&#x159;azen do portfolia Fidurock, a to </span><span class="t s2_31 t4_31">po vykoupen&#xED; spole&#x10D;n&#xED;ka projektu, kter&#xFD; zaji&#x161;&#x165;oval jeho v&#xFD;stavbu. Retail park o velikosti 5 tis. m&#xB2; byl dokon&#x10D;en v Q4 2020. </span><span class="t s3_31 t5_31">Hlavn&#xED;m n&#xE1;jemcem je Penny Market, kter&#xFD; zab&#xED;r&#xE1; plochu o 1 180 m&#xB2;, mezi dal&#x161;&#xED; n&#xE1;jemce pat&#x159;&#xED; Pepco, ROSSMANN, </span><span class="t s3_31 t6_31">Datart, l&#xE9;k&#xE1;rna a dal&#x161;&#xED;. </span><span class="t s4_31 t7_31">Provozovatel </span><span class="t s2_31 t8_31">RP Choce&#x148; s.r.o. </span><span class="t s4_31 t9_31">Lokace </span><span class="t s2_31 ta_31">Pardubick&#xE1;, Choce&#x148; </span><span class="t s4_31 tb_31">Rok stavby </span><span class="t s3_31 tc_31">2020 </span><span class="t s4_31 td_31">Plocha k pron&#xE1;jmu </span><span class="t s3_31 te_31">5,3 tis. m&#xB2; </span><span class="t s4_31 tf_31">hodnota. nemovitosti </span><span class="t s3_31 tg_31">236 mil. K&#x10D; </span><span class="t s4_31 th_31">Obsazenost k 31.12.2025 </span><span class="t s3_31 ti_31">100 % </span><span class="t s0_31 t1_31">31 </span></div>

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" style="width:909px;height:1286px"/></div><span class="t s1_32 t2_32">Retail Park Milevsko </span><span class="t s2_32 t3_32">V roce 2022 do&#x161;lo k dokon&#x10D;en&#xED; a otev&#x159;en&#xED; RP Milevsko, kter&#xFD; byl realizov&#xE1;n spole&#x10D;n&#x11B; s joint venture </span><span class="t s2_32 t4_32">partnerem, od n&#x11B;j&#x17E; Fidurock vykoupil pod&#xED;l a stal se tak 100% vlastn&#xED;kem tohoto projektu. Lokalita parku </span><span class="t s3_32 t5_32">v Blanick&#xE9; ulici je v&#xFD;born&#x11B; dostupn&#xE1; jak pro obyvatele Milevska, tak pro n&#xE1;v&#x161;t&#x11B;vn&#xED;ky ze &#x161;ir&#x161;&#xED;ho okol&#xED;, </span><span class="t s2_32 t6_32">nach&#xE1;z&#xED; se p&#x159;&#xED;mo u silnice 105 sm&#x11B;&#x159;uj&#xED;c&#xED; p&#x159;es Bernartice na P&#xED;sek. </span><span class="t s2_32 t7_32">Hlavn&#xED;m n&#xE1;jemcem je prodejna potravin Albert, d&#xE1;le nap&#x159;&#xED;klad KIK, dm drogerie, Planeo elektro, Pepco, </span><span class="t s2_32 t8_32">dom&#xE1;c&#xED; pot&#x159;eby Banquet a dal&#x161;&#xED;. </span><span class="t s4_32 t9_32">Provozovatel </span><span class="t s3_32 ta_32">RP Milevsko s.r.o. </span><span class="t s4_32 tb_32">Lokace </span><span class="t s3_32 tc_32">Blanick&#xE1;, Milevsko </span><span class="t s4_32 td_32">Rok stavby </span><span class="t s3_32 te_32">2022 </span><span class="t s4_32 tf_32">Plocha k pron&#xE1;jmu </span><span class="t s3_32 tg_32">4,1 tis m&#xB2; </span><span class="t s4_32 th_32">Hodnota nemovitosti </span><span class="t s3_32 ti_32">176 mil. K</span><span class="t s5_32 tj_32">&#x10D; </span><span class="t s4_32 tk_32">Obsazenost k 31.12.2025 </span><span class="t s3_32 tl_32">100 % </span><span class="t s0_32 t1_32">32 </span></div>

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" style="width:909px;height:1286px"/></div><span class="t s1_33 t2_33">Retail park Trutnov </span><span class="t s2_33 t3_33">RP Trutnov je jedn&#xED;m z nejv&#x11B;t&#x161;&#xED;ch retail park&#x16F; v &#x10C;R a sou&#x10D;asn&#x11B; nejv&#x11B;t&#x161;&#xED;m v regionu. Nav&#xED;c disponuje velmi siln&#xFD;m </span><span class="t s2_33 t4_33">mixem n&#xE1;jemc&#x16F; ze v&#x161;ech oblast&#xED; maloobchodu a nach&#xE1;z&#xED; se v atraktivn&#xED; lokalit&#x11B; u hlavn&#xED; silnice do Pece pod </span><span class="t s2_33 t5_33">Sn&#x11B;&#x17E;kou, kde ka&#x17E;dodenn&#x11B; projede t&#xE9;m&#x11B;&#x159; 17 tis&#xED;c aut. Pro Fidurock se jednalo o doposud nejv&#x11B;t&#x161;&#xED; akvizici. </span><span class="t s2_33 t6_33">RP Trutnov je velmi obl&#xED;benou n&#xE1;kupn&#xED; destinac&#xED; s vysokou n&#xE1;v&#x161;t&#x11B;vnost&#xED; a 100% obsazenost&#xED;. Skladba n&#xE1;jemc&#x16F; ze </span><span class="t s2_33 t7_33">v&#x161;ech oblast&#xED; maloobchodu vytv&#xE1;&#x159;&#xED; ide&#xE1;ln&#xED; mix. Nejv&#x11B;t&#x161;&#xED;mi n&#xE1;jemci jsou spole&#x10D;nosti Tesco, OBI, Planeo Elektro, </span><span class="t s3_33 t8_33">JYSK, Intersport, Gate, dm drogerie, KFC, kte&#x159;&#xED; jsou dopln&#x11B;ni dal&#x161;&#xED;mi. </span><span class="t s4_33 t9_33">Provozovatel </span><span class="t s3_33 ta_33">Retail Park Trutnov s.r.o. </span><span class="t s4_33 tb_33">Lokace </span><span class="t s3_33 tc_33">Obchodn&#xED;, Trutnov </span><span class="t s4_33 td_33">Rok stavby </span><span class="t s3_33 te_33">2012 </span><span class="t s4_33 tf_33">Plocha k pron&#xE1;jmu </span><span class="t s3_33 tg_33">25,6 tis. m&#xB2; </span><span class="t s4_33 th_33">Hodnota nemovitosti </span><span class="t s3_33 ti_33">930 mil K&#x10D; </span><span class="t s4_33 tj_33">Obsazenost k 31.12.2025 </span><span class="t s3_33 tk_33">100% </span><span class="t s0_33 t1_33">33 </span></div>

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" style="width:909px;height:1286px"/></div><span class="t s1_34 t2_34">Retail Park Levice </span><span class="t s2_34 t3_34">V prosinci roku 2021 byl na Slovensku koupen pozemek nach&#xE1;zej&#xED;c&#xED; se v m&#x11B;st&#x11B; Levice. Levice je okresn&#xED; m&#x11B;sto, kter&#xE9; </span><span class="t s2_34 t4_34">m&#xE1; v&#x10D;etn&#x11B; aglomerace 52 tis. obyvatel. Pozemek se nach&#xE1;z&#xED; na jednom z nejv&#x11B;t&#x161;&#xED;ch Levick&#xFD;ch s&#xED;dli&#x161;&#x165;, kde nen&#xED; &#x17E;&#xE1;dn&#xE1; </span><span class="t s3_34 t5_34">modern&#xED; maloobchodn&#xED; vybavenost. Projekt m&#xE1; velmi dobrou dostupnost autem i m&#x11B;stskou hromadnou dopravou. </span><span class="t s3_34 t6_34">V druh&#xE9; polovin&#x11B; roku 2023 byla zah&#xE1;jena v&#xFD;stavba prvn&#xED; etapy, k otev&#x159;en&#xED; do&#x161;lo v prvn&#xED; polovin&#x11B; 2024. Pro rok 2026 </span><span class="t s3_34 t7_34">je pl&#xE1;nov&#xE1;no zah&#xE1;jen&#xED; v&#xFD;stavby druh&#xE9; etapy. </span><span class="t s2_34 t8_34">Nejv&#x11B;t&#x161;&#xED;mi n&#xE1;jemce v prvn&#xED; etap&#x11B; jsou Billa, KiK, dm drogerie, kte&#x159;&#xED; jsou dopln&#x11B;ni l&#xE9;k&#xE1;rnou a v&#xFD;dejn&#xED;m boxem. </span><span class="t s4_34 t9_34">Provozovatel </span><span class="t s3_34 ta_34">Retail Park Levice s.r.o. </span><span class="t s4_34 tb_34">Lokace </span><span class="t s3_34 tc_34">Hlbok&#xE1;, Levice, Slovensko </span><span class="t s4_34 td_34">Rok stavby </span><span class="t s3_34 te_34">2024-2026 </span><span class="t s4_34 tf_34">Plocha k pron&#xE1;jmu (I.+II.) </span><span class="t s3_34 tg_34">4,9 tis m&#xB2; </span><span class="t s4_34 th_34">Hodnota nemovitosti </span><span class="t s2_34 ti_34">110 mil K&#x10D; </span><span class="t s0_34 t1_34">34 </span></div>

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W74ghkjA+E4FPBFYHZcmzlW4dg4sMhRkBVTkFUQE+GIiLgcEbHW3e222OykqxKZVNv5If6Yvko2XiWGxlfbg8cffEHADRY1uy2QWzI7k3YhPtP2SjpIAo+qAy9iH/f7ZRa52Yb1tJofZsbsUqBbJQCfnSXq2xyu7p4eGUDOynZuBMu9yLyjtdQaahA1hQPkvAsRqzDU8HqnxQUyzrDnTItDA3uHYop7iKd2sr2jgQ3BiHUUg8im6UErFJ7zH1FY8yi7zGOSRR6+pEeIPkqaf7BnhNeEjJJ5H5DvAe5EyKIIAUWDVOKKQaQUkRZVtW0G08j1+6UymabfK9XKmTZVCFRlGo1FpdPJLVKFSqxBKMEptUp1qJHmHg04OBkHloDDca12xC+TVaY6Kq7Wtr2ExliQ5XDEQJwaEeF2u/fXmsOInoZimDfy7IE21ZAfqIlTBtbY0QFMNMsP+CHJvqZbEGuzaNir/H5ug0ylxByZbw9/9WDHIJ8NU/nfYon3YvI/ShHZwQCBlbA/SPLGYOrGeJiJxKnB3ptpTVZhdN3V9uL87nDTGWqD+Rb/Uwd3ZGN+ZIzPtmWz0aMz0FOBQIbTzzS2huUNQuG38ni3GB8kyWRYKCvC1JL0VjYFkkgMZNEowYk9GBSR1lSlEnG02dQzOlLlqrRohV6dRiHzm83mKkghVTLpZJVKrtE36LwauCkmNRpvg1T+na2prD1ih4i2yihL7L8yv3ljjuNhd+9rkDQWYNoYk/V5RNYxgNGtUhpCjeNhlog4h9pyeOF5ZNAIQ4klP/wRtZ01R34QUoi6nfxgNx+f/DV4tzoFVydX4lEWxh8/DBN2RFA4hfz/LILf3c0RPkyHqT+m2RgGruHmFtbwGcTPaRU6w/rtwzvxw/K3sJagO0m9GxbhHUN3mCEUbEc/mTuZ0PO7kZ/2IgGPvcsdndM7EANNMwY2LVQawhlVs1kKWCPphBQxmQuwKGJ6ONRYSMuObSZHqlKjhivlShV6vYIrlY9rZTK/FqwxTlFls+h1+oYGVYNfoVHoNBoFV/5d3RvMgAGc+I39mf1eo66/8oXesZwcx6KCNkwcgUYcleNyr3XvtyjZUXUGHp/ByD6uxYxVG7LLkGPy2eEBwcaeEJz86cZJ2msIkXa7Uim39B1MszO9B3b8C1y/VsuV6XQasVzr15rDrDAYR1oDASYh0PSfYKzuHycxBDcZFUdiwcChy59GQ5j/hY3NEQZbQu/ZAuN03pOTu3e9eyBbmO1OH/+GOT4pxAIDuzcFnuRxOu+OUkMvERiUE3rB0HCeu5EM67/EllIekxWqRYwdEhgDvZsG0vDIdDdCpIoh60yOVBUa2aRMoeBOehUylVkrhTiuSgXpolelkjac9EpVUumk7qRG1qCCUFYZHJQU7OA12ENd/mxPLDezP7NGX5mp12/srRjrda1eRLo4st6NwSFyxwoLC0/71GxTLN4gYnQCh35/o0Wu8PssIrlWRIzSbmADVTvDCWOAoUyPz46q44dRSV4SdlZr/bIGS/nKOTwnQxtfKYMUWKHQ+L0aqazBD+9UHcjvApyEhshag9kc2y3onG6PJnZiCgJrsv6n4OUzA/yEVmwu5d/lK9bw8WikkUd4xwCAYLdkqLfQdK+Q9VvHjgq/I5C8Y18n8UbSbsRjwlkPO/CNzTg9TqYdh8e7d/YZFsHyQrZItqmd7LI6OOSSGYiK7aOGe+Jqg+PMZmBvTLsjMwpHqcSHZjCNDQCjSqZQaaQKi9YHTMgNFq4iblLvBbc8KVZMSsXNld0DutoGuUrLDhScJmYMDnYCQ9Kp1WqVWqOusrJmoKbZq0vdeHVjDkSqi0iHYwEUR1ZFYaH7tE0dNo7HwDOI/Fppkmt/Ese9/7ELj7n3l3G0aoMWvikDhikGkq7w4GjAg4J0OAcjUiCR9FmGIlQGUpGS4z6dNLfsYB8Ph4/DU7Uyr0LDUUAGLJMpNFKpX2ngYaOrlWGdiWkBOoBE6Awb5MN0vlsxNgwjzxRq6WRWA/PwguNtTGHEWoPbrGz3Jzs4jj+ttYSMArwHF06mLdQUbN2ZZnWB3sPQMFZT+PC3O0bD3cnpt8DIdn7e1Xc4bfhqmOXxvqXRxskOxyH4qcNGwBHPJGOO1Xf3aQcGThPkbIF+fpzYwgamMjelEsdaz/CRcZMNXq9Gr1N4NTJNA1du0crNXFlD90mxxts90DwgHkhNHYjzige8cQ2NSvW9ayt0MfwwtSqt1KJVQa5Z2Xwk9eQVfWZmZu/GnILXXnstpgDTxpjLlx0VxyrcC4AwxhdxdJXS4LNIkziuiAjXdhdMIyLcF9wcka+2UWqZq+TxlBwl5g5KHi6TNEKpFvGZEQHOgHOS1+LbCZQGvt1g4bjd7gsfLsh/rFHEVO1y2WRDXJwYXhWjAU5jWZlSK8JDQci+Dp/tQJjmSsFmzWCQaJ02Qi0wyjUcPbbHwiokrTEEUtxCNuFeuCngf8yYHNK777zbJAPJ4B1nUQQxDHTsTx82F/zX7m7mMQUjYOd3mGaoASmMS2azOqy5B93RE95cw+M5722OCF5wqI46NECcDWDBLz1q9V2nZUzDkuVQxK6T1n9ypoM5gCPSiJrBNA40i8UKhU6mkEK8Kqv1mbUybgPQ193Q0DAQ3Qx5X84RABK4VKjk5GO5A0j2ZCr8IC0KhVfWINN4vQMDzan6ZnGzPnNjTvO/kSHjWVkFWY4IyBsLgUYR8TInJnt2pdZn4YhdhcihK+J+pDHC1ek6nc3ZX+h2W8p80sy4RkujjCOTiZR+mZwnsqhEwS89LEa1hxpwxv1J7iRsvU0CJOUiMkxA7vV2//lC3KRKKvfqG2ot8JoKmdRgYl/Hyfap40wYbMgcvddxTgbhMYPS2HHnQj5jlAEMrNPOTMINTPdhYGAqa37MH3SylN4Lx/8ohhTePcRNKAwNSppmn9PMNHy8xLf4Y5gRenBgW9hI4bv/ne/6j4N9GDznXWNqeOS7cWJLqjNsvFsoYg07gYqdoGOiC6IV4hhrxhERxhlPo3hA3K3o1ukHJjVi8UAcB2jiyrxeYApyrNTCHWOp0WPiOI1YM9kgs9iwA4SMsPfwmdA/EHCq+WCNGmwLUmk0+oE4cfPPm09W1mgyNy7rvcrGqTGfOxyXHcdcx9w+EdPNqObzrHy51AsRqsvldhAQs7LILGI7mmVWlgtmWfhIVoTDle0XO/affiyTo8RkjjlzkYkynXyA1CL32Xg8CD0NSoh7AW102k7XhQV4FMgV3d1j4gtxYI9iqY87GSfu3n/BVch5TCoaFZoC4aKV6c7EHspp52sBlQIQHuNkROyoAIe6msrLTVOCcsGoKRCk3ulPbA6KpzWyZ3CSNXjEAysGIU8E/zBf2Cck7mm1BvNFvjNYOZDU1sm2+AaGAYbOVTQFhquF2k1Ndw0CZ50yMP5cGHZu4z0BCutivEfnRPh2HDATCn/vxaKTDBxXh3WAkNB1ujyMQi0SouCYN5JQ8gKNrPiILZAmsoaoZDhUMsszmMbmMbE45+RAam9qd/dA6tjApFdnlAGOCq4+Vfxw6kCOW9wN4erJOJW0iqs1h7fi4BdjDwYRZm2HXq/zyqRgjd2Tmc0DVwDNZu+V5qttpBXHUQFAXna4HK6KwgUetYFPkj2gyKJwgSJcbiQO+Mt6JaITKIR1hwP8NCsCfRXkyIrwchwbwV0jFNrGwGgbbHHjiZRlSgvnMTfH3VBGUFLKIhwR290X0GZd7lr48pVS8PtucVxqd+FYd1JDLXFjF3m0RURiMD6PSeLgBXhkBEFYFkTGxjCjy5kh6ni2xRR7gm64PYW5UiBMtBJG6tj0MRAs4mb9a4//MJ9p/ZnWhy8MD07xEOazbJIcc1qPRlj4GTjHIrwFJ9jbEY6p6Y5B43dbI/87evHVTrb9hWnHCbTlBP5+2HA5dpfwNhwe6drghXzxO84v5jGFafEx94cOvFBGGWy8UZqDpyGZZzKNXk2quDJ17OEXUuMGjvSOdWsUUq5fodN5dVKpPicneqBSrNFrvBDTmS1+s3n6mWzhYb5SK4NnqTQylUIMLnukslchzcz0ajY+3FbwWsG7BWCMSOOxmApXYa0NqjvM8ZRKtbKRpIouYoHA3itZhMoI4oxEhEZ8KCvCRTZ0RYjlIpEBTzeHmlLO4UA8+tgv3Nvd7u2n5Ups7bHVJgHh25PQVbc/tgCyEnBucc7AfnFcjrvCXeh+DMzY5Xa5YZbkfswn7+MH8CY5KF8YDMvg8EGjsPIDo7nTeP5+GXphWJTIhKbOYG8405oyGta+Sfr4SYrInJ9htYqif/z6H07kekgmeq9RokJmMJowkNfypqeTznv0909v8nGGTooQ/ken5U8PVAEirJJ4hEs1nv9GTu0OnRDs5AVzxGlnK0/j0UleIuxkDl54zhhslb/3aRk8HLHIhLg49U8jFw9BJYlhScA6rhxnHNIww1txBsQDAwMqMeSHY9EvjO2P0/gtSq1CJ8YRceKu3gHdSbGqQafvqOU2mrXj4+OhvDrIItO9YdbKuRpwRp0U0sbmVG/q1Y2VqSc3ao68cPW114DHmKyYz7MclyscDtf+WjXp34AnyYClCEcWemGS2xUDyAE/WRUVFYURhE3CImOOjEeSicOVZBGhZcC3IfW6wVc7Xdvdru3AF6eMp5T5GxvdYLXuJIL1Lxb4INewKHSpA9Lahm7kkJhxROd2N1JfuP/C6TKmXQlbbJmOS4ZGPnvuEBQ0ShJPyv599epFVxU8HjnQreyZE2RQqZOMKmUaSllHJR0kxPuE2FnGC3Q28s0v3fdBfPy6a9s8PGakuJVxzMBIcWYYgCkIL+aXQrbHP9iQGezoD4aJ00++CI0EcN5xGv+0vn6n8K7BcXykkP8t5zEFCLrX+W3Txu/z7opa1U5e+MA4tf2OK2zcdSEYPFVLrdbKDOo7z1xgTmg0I4vjjDmOk9xxJkeqXnFz5UBO247oiuhoiFTFUrNZ680cGKgEvdCrkeohwksdGPBOcqVa1bjWHDyHJXhVDjsfx7jg+DpNg6zRq/cC4d3wDG/0kcpDqZqctoIC4LGCjMeJcFU4KpIsatJPqfb7pWIX43edSAjEsRXgkm0Ox5irNytkjQVZdygiQiviYcKo9svcYIkAlRtxdLuSFvBEWoV+DA02i7TQut7iqNQioBacu1HqFefkuMbcjB/j04Bl1/5fLFfySSJLDg84WoTBOl3ItBSp2WZ6q371u//P668//bPno0Q8A59JdDyQBd45SBUYhCkbnjLRKuHVyeyk/fi+E/HJzyafz/Uw3ss8IAz2jjDYMjZL+lPISdZBHO886ykEaPiwnOn7Tmu10aq/vdGFH758dzgZ8rPwk2e+LQ3lhf9ZJjx1BmNUdsR/eNtpqIcjcPEASCEtOsYOg2czKgmI5Dx5JeKIVmHGy8potTO5FSe1V+zt7W2LaWsraIuOLhT7LTKj/qQYb4qfD9SKcyochRXNzandk5MKr9TilytJx49WrWQ/FBwMZ1bKZAo43BVyqd6rGVCkpsL+Gv3DV3OuVm48dBVjVcciMjoObM+V5BNhx77aYPbK3C4HE4lClljhqhhz5QCUDpe4EDYXAFCZ8NhrTKgawUxxa0SEH2i0qw3+2jhsAQKu0Avdp5PcnGylRZqUAzlnFlglOG2nO8milCs0Oo3Fb/FzBnIKYbOLYRGD1c5Ol3v/YxD32u3EC5xQv5IwTBjohGeudkUu3sPvv/r26yfit25d94fzNh479MBOjjjSKWoFAyRDnpVqHgTNSjN2iHs8Tifbs2Hi9ZHmSe2ij0/Ev5H8RnxuFLlcjtMZuo6MM3DFC9Ip0MRGnOTcQKs1DLJQCaJ5xyKLYLibBuU3fHc7KDPlTwsteThwnx8a0sYPVFmecB7DRuDweNNbYXnqQOrIjABgPmWmZp9+GRiAjTCPw8HVSpHBrwyHkVCrNDP8gZTacaARJ1rtqhlMY/Tq5pPd0cBLQUHbjrax/XqpQqc/qR/wahR6zQsDhY4dEDxWuHZXFLrjusUNPpXFJ5hqEtn8U+RDE6qx52dc6ZdpvDIcQSdr0Kt04oGTcd7u1NTmIzkPD3g3HuoFb8wpeAkvG1cIoWqcj7mOg9qv8Lq6WbcDWywcSK3oBrSy2vZzxBUAX5ujMsKRGZFVQNwRaSxgoYyASJVnVoo4bmx+zWLAcrmTOG8lyaR++X5XJdnNQULVCyq5VJypl0KFoQHMXa4K11pCY2GEq9AdAUT+IpvHI2MIDDy12avwc1RK5gQG9pJu9pGRkZ+O/HR8ZKTr3Q/ik5OT4z/44Mm1Zrvd/lNys/NborKHsqOiWqLyQXPn5s9dvnwuUf7cfNgKm6Na4MGWqLlDc1ta8uf+7HWE8cVtuVH5TU35TS0BzYWdScln1uFZ+aTAvAls0ukU3rOE9ZGGmlRCsetd/RlA43/Qk8JHYySd9eHmCCyaDbzQCjboeO49vC7QmKoORazTbJYQ6fFgCC+yKeVqmNjMcrMIAhml2SYy4A0qRubkDK5BSToW2RPfSaqIRrjKz5VxZUZjf39CZU3NmTOXZj8zg2n8p15d88mHFxUUgHUBjzkDlUadTpdZqZPpFN7UilRI0iC8PIaZXOFYxUBcUkPj6GdTKq4lDT8X3idOMt7U4FfIFAqNTCHTqE7CAoAIdpp6cuBhYKCyN7PttYIdBe/GxFRcdsErXfDhgAFsjpV5XRGOggLA1NXpKhxLcqe6cyKA11SOa2OWI6sNDBMSvCymvxJhxPlGpNF92qeM8zLtsKQRiOCIsSpHLBYDYC4AvILguP00p1ExID6p8XorM91Z4JdZLvgjAGXFAEkg4Vk8JQ97LNHUeBaFV+G1aM284BgZqz0vsjWydW9P5Ip/+/jL5ORn3/jefffd9/HzeT2RoNbInsiR2NiMWNBNKDdib9yA+xDOcAm3DZFHYR9cuTn0hOurp9cnP/CTc9XbYquHYodiY4eYcjM2sHZziExib97AMnTj5tCNoaY7xr/cy/TCmleFwczSeVdXPtIoDGv+dH73yVBh9mjQMvkccxI4G3Ayp5+GklF8vVCTKe9br8/o8fT5IKjS68U6OTBps5nLPCKRzecTAYVKm9LCjBoXGbSQQGFmqF21qqrKmNh/5fCpM12XQLNn4/TSM888wyzNnj2DaVz0Qs5Y72uL/q2gjcjhyBkwyhTiON1JTVy3I7rC4Sa9dpezIMZ0OC5HVKy98GHU3D/mxO2zKA1m7Sd+qZkrnZRq3O5uzaQMz/jITFV5c3pTNWOpELP2ijVXKucP9C5avagNx8VdrnCNiWu1ZjII1SCX6bsdXVlIo6PC7S5MHagYy+l2QZgJtACNjkygkUAIoS5GqOCxaHnAI2myAX8L9E5GEBZdmEEmuVxiqEHgZcZcDghX3Zw4qbhbKvUqUl2Frt4IzE/3gz8WujLdrgp8PXfShUYDdlSS0FOr8Io5HKmUdAUyZ+jbI/dG7t2793j6pY9PQLK3/r53V29I+Xj2EqBxL9z2RmpjMw4ceOSRAwhcRkbGAaZUVw9lZDwCC6AMnOLGRw4cmLX9/ld+9NRPfvKTr+FReCRcZK/wbTczmCdnZMTO7btHdMkLxLdh/jcNUl74QJ5AbsmT+cgZ9XcGp8zRf3e3Bp8dNA41sJZnuCuV5CGgpNXXGrBFMpAx0GGvhjgUchunAZ0PV0UkNBWpbbBuKysr8y1oFEEE0CQqa+nL7xOJRMI+XhkQKfP7ZZA66Wtqak6d2ZCyIeVSSCmBWcquFLJ2BpTSNYNpfG3HmCO67TVIGgtWk9wxZ+Ckzit2p3anDow53B9+yNmPiVwEjvgmQB4r/OPa/T/84x//1uiDSuyT0RZbbffu1McrKnaL/6bLGRjo1uQM5PT2DsT1viT+c/cLR6Qn5zenbnxt0SI8serxGHgNd6Ml0GrmV2S6HQVkrA5keK4Kt6O7d38F+jGEqdjD6CD9HMxgnkCbKiwXRDCJH9MLwgDpimDnaJIRlcicy9EGyeR+jkYq5aik3IGBONiUuR922A/pazfJVJm+zu1aHp6/xefZlVppXKErNUkltWCnhwdbNOx2ZHHv8eMLZ/8pHmB8+uOrp+alpKxOSewhD+yN9MciRbPeSuLIZP65sRlnEcAD212cIeQN9QjAyoJZvf1+V2fED37w/YdgS3X1Wxd+8WF2dizLc0AZ1dlz5w7FIs2P4LNhS+xQ/rTWz2B7r9Ma3Bq4GN23DUMNtJ+qucFmHDJGSEiuAWINNrUELnbC9kkEYMQAQosJNnNeN3MJAsSOtOyQjlqCdJgjwozpizCbeQa5USfT671+br/OaMEGUAPpLgYvLINbmU+uwkHEXr0+80pzzbJDGzZc6tpwaUNX14YNXYjaqVNnTp05s+zUmZQzKSlnulIARBQ+BDSS2aVLM5jGtpjoaMfqAiwFYF+rCyoGjvRGg4MVJrkh3rvx8lD+hy48Udixw/G54/JX4I+uzmOOzj8vj5q7YOdfX13+51efWP7mE3v2dLr3fONe+4v93QNJOd05O6ILK9oe796xo7lZr9CJK1dDJLyoYEdFDoDGsVhEIpI3Kv3e7o2OQ1AHAIwOkLsizsFxVTDtOo6IYLPqP4W1qhIyyWhWNxkSwAzfYZHMYgh1wevlVIy5wdp3nubIVFKVXO7nSjWpOQ4A2T3ginO5OYXIa2GhGzsdxRyRSMnD+lqaWYHbGy21cuzD8GAVz/9pD7C4d++Dsz/9AKzx6Y9Pzds1b968DauvdxxnaNSi573lMEYSs5RlxxKyIsQSXwZSSFDE2cVHzmbMiujdWLPxSOriWbDlYmeFUQLPkuT5s2MzmD0JjJ3iPAkom5gp2ZaRkd0X6DNhCnOt5MCy0Mq2FQUes5J+StKMG7xWJOk3Qcy04wxtzFOF/NDgdXI1dPYCxYFhpCSYZQdCrsKLfgVPcGNPpiG1K4FRHTgjkXRLqpWyKo1Rr+vX66/3c7UyvVZthsSTN+43+sfH/X5uBz4E8NXULFvWhegBgcAgQQ+Es801Z5gFVM0yNEAwSSSR3LpSyJZLKTiF2QymMabt87a2GLyS1OrXCv4XRIJtFb29BRERFTg2prcALKQiohfCxUJ3RMXnwMsrWZcvX4Z75w/nvrl27RNr5n6zePHiXy/+dWdn5zdr9+y5fOzxY64dn++IiXbtdnx+rHDRSwMNfk1mb2/WokWuwrgkTdJ+BUfmVRrI6G61rN+rr6wcqxwbQC4KB9xxXm+tt9uV6dJ3jzGAYpMr0MiIcccCJM6BrbAQ4pJ21k4wxvu3R7BNPRHw/250tVXAy7i6H6vleGVyrY8rk0GdmwPJossrHhBn7ue4sUGnm3RxuNyns+EQgjDMm9RdEZFZkeTuloowumoiZ9zae5C59IWzP45P/v1vP55XUrJixcKFKT//+HwPeWSvNhZcLkYCKD4Ka62R/gyk6HIihLAEQwhRwS+JO3aOJdSvuL3i8CBnqPrAWYcen4FPAiI/JDziXtURSbg9slWSHZvBeuuBjKEm/rROhEB/YtiZFNPaa+7u8AtcswbSfTOOawgLcad1QZITn4KBa1AEMa2BNOAAfny1lktOtSKtorzwZ5BLD3KrOhRVXJ6mUq/XGfv7jd4Oo/4wNrr09ydcqQHCuhCgMyksemdIGTxzZhBWS6AMMhs2w0Ob8fGUM6cOnenqAlM8E7DFSykpzEuQOdEMpvFdILHgpYJ3Fy0i5z1hxPpaARzmEPhBxFgQAwFjAUaODghSYz53fJX1VdblV6CsfWvNW3uevLVm+VuLr/0aSud7lxd3Pn/5+feOdR77U8y7P/u8wvHV44UVMYsKFd7mnLG2mIJFL129itXeBvLxp5CPHaKOZWegSuzqevjhZQ8fOrRsGdZ+XcsOHarZSATpQs3GwxubDx/OPJzJKIFM9V6v3hun4YjdYohF9yfhAHEOJymJA4JgUZEk83u9HC/kfxaLSibValVcrl8llSVxpIrGRkhGpBa4c6SnTz924cJjnFqOUsmDo2tcoxGLu/dzkrorkyx+v8pvwXZjuz39OHjj7V3/9hRY4+tF7enpt2+vgFj14/MTBMa9I0BfZyYY46PHI9HSWhcAWAdiEiMlsWzY+aHFkg30ZTi87ZHpD96ur88znh6qzipuhVi3tbUnPb21FfxRcIAYYUaEF2FslUiMklqCI7pjRlSfSYg2JUTXEgohfxNOg0XIrAvJvEkogju2pbA/UIKDzPAEYXxQUZmZ6fXCJyCTYaslnhejlSpxQS3CE2WEWq2BBJxgolol3PCkXydPCYwpLVq/QiaTQTWamVmjl8OnLfX7jUaFlqc2OZkz4Jw8od1//cqV+Vf69VfA9irnQ9p3qAvp6wLSajDYPHOq5vCZU5s3b66Bhc0owt/gZmBxsOQUWwiosEpSQmCza9n85lNdLHeEvzO7wlZmOI0vxbS99FLBS21A40s7HNE7YhaBwH4wV+wtKHCwdpNVsfaPxwDHz7N+BNb4o8vHOvc88dbizj2Lc99a/Os1X18Db7x87EeXn+w8d+7Jy1999RVEtp9fduz54+WCHdHRqampOwD01UeuHC4pKgENzivaBZOSlEGoBkvOpJyCsvnU5pIzJSklsLVk87zBeadINpByatepS7ug4GQX3i8FyqWuS12zN1z6FPj+4hKWXZ9C0vBPXzwD05pLl77ogtmpLz7t+gLTe2x6m71h9qVPL336xaXZUKPOToH9noHyadvPf14A23d14bd66hJ834eWHao51LXxEtQNy2rgKLkysSKSscb7vkxOPnEdYDx+fMWKefNS3n5+ooNEqiOxGdUFebjXiHUoludPkChhSxbQOJSREZv9mAwA7TFmZ1T3GgGzyPZ6r1+lz/QfTiBPASCyd7q6uhJk/mq0xwPZLtxrhHcjNtslzg4YZsbccise6AQtnhI4EirZVhcez69EypwBInk8uZ+H5Mi1Wj9XppVp5VyjzGDxK+VSmUJWmVnTXDO/shKys8rMysxmfWZmJTCj1yhl/Qo9VyEDJ5NVYZdCVf91b80VfZWsXybjGrhevbS/Ep5bWVkD05qNNZUbWc2vudIv88qUZr+WCwjOR0c7BZ/gqfmVV65kzp8/H8ywpmbzlfk1h+cfxlr2cM1mWMcCQAKLMIPJqZrNp0JiGCQsLgNX7FrW3FzTjMlhCL+gTQaQnMltqi+9u3rRamRxUQETsi7CK2fEfJPF/HYGmVS4Ljsche5jn2cBYo4/AYudx/Z0vtf56z2LOzvRGhef//WTnZf/dPnJX19bvPjy51/tiIlxXD52ubCzIiambcdYs2NHwUsv9V5ZUloEpbRooqi0vhRuRew6lolS5gFUO85gG3mgvghupStKF+LC4OGFCbB6uLS+vmjJPNhStLmopHSwqOTw4OCSXYOD9WcOL1x4eLAYFgfnDZYert9cOggvsgR2Li0p3VxUtAS2pJTCSn3RIJRdh3cN4r6DC2H3lJKUeSklp3btShlMWZiyqwRq3TOwrSRlybyevceP3144+/Xk5Pjn24+jhhHHT1/f0tHDeuOsXiTLborNOBvr6oqU5BM+W383lC0h6SQ4HSc2qx0TS4ltKDY2NnujZJjAmB+LrbDwCo4CPQdSzkcysiIjH40cGfoVtqlGbM/+FRu+FnQxYR05PslCIJs6xRzMm8khfrjm8GE4+GuuHIbbFXQoLIdx4cphWCBL82tgD9x+5cr1K9f7gT4imQ6WdFVGI9yMq6qquKRUVRmrZNwqo7/Kz/XLYBG8kStTVKFHovwgLcosh3zQrK2CWLQfXlSX2K/rv67DCTgl+VeubIY/Ov/wfPg38Z+oOYX/yOaa+Zux1JAH588njIJnniKP1BCON3Yd2nikufnIxppDpB31Xjozw2ksXNtdODA2Ngbp1O7CtZC7uSpcmMT9cC0ZqcbIfQwme9yFxwCwYzBFGPeAMS7e8ybmjNeuLd4D68eO/elP7wGelz/H2BdPoIJw9Wefg+G+9FLbuwUvHbqCBBL2cNZOSISFYmZLMUDYXlQMLCKN9eSB4SKgDpZXECiHcUvJMLxKET59uKR0mHkdFu0VMK2HHYuL8koQ4SKyFemGV54Hd1isLy4qnldcRPaE584bXlGEIs8uAUbZGoL8SzApLgGQNycW9UCkunD27KeSf39iIp3QmH574cJ5n378wUQP8caMA9trkDimS+O1w5ESS2x1Qfve1hFZu+RR4p8rLmXq9ZGtsFMdyQ8z2iCwjdzbaiLBLG6IfatgoTT7Vwe2J8BeI1MZJGjdnimPZRpWZ707n1QOJVBrnMFAIoXUH1iI2NnsQMw2+8xsmMyG22yyMpus4ANw2wBbz1zanBLYgK2SKfCE2ZiDweJspu9gQwpOmT49SDPICpYNszdAqDEbghNYSvliwxeoTz+F2OPSM19gIDIb9sYJE5NsmP0FLmAXBZkc2rAB20m7MBBZVlOzrAYZJLzqr5+8cv1kvw4E9UGVrKNKVsXlyvDShpOa1N6rn67ughho9h0Ehq/MYBpPB8SpPQ2ltuFCA6z8becFslZr+dvOnQsW7Nz55521OK+1vPrhzlc/XLDzjxf+/OqrH364/NXlRGuY2fK5c8ls3759y/c1LvfN9S2HDQt8jbBhX5mtxcxe10Y9bjaQ5jzmCjdk2/g4cy0c+7iVvZONOIMJo5HxVXCH28iqkVWsJKs6VuWBqvIkiTjPmwB1wL1oYgKWS6HgQl4RLpYyPAZ9t5RBkSxuJivgziUTrGeXTpRMbE5cMnE9sR288cGFv3z7y98nP99znNHt2wvn/fztLVsYGmMPZBXD3AAwnn0k4hIYIHco+xJaHwCH7bH1V7ejG8KGVUMZTKNMgQQe6uExXRtMs+msrCxFX2wEPNDKY/LFA9VZHF4GE6nGLCkJRBMlgTcwwfz7oJKJeWj6zHtiHsXdmeqmiFkJPgopA9Y+EyXspuCL4bSerYsCdRTUhVhPgeYVlZDCzIlgoX5e0cKSeQshv8A8ZHPRPFJn4BSiedyUMg+TC4w8UubNnsdUCYEqI0g3qSCILjGzXwbKL3/5DNz/J5b/+cv/+5fPsJ2N+HSMFnal7AoLVM/MYBrx3P7e6OgjA2JNTm907wsvwEoO3NxjFWNj0dE7oETvTx2LrshxNOfAA/BgDlhp9O64b9YWHtu9e/fa3efX7tm/du3aJ/d8882ePWvX7t59rOLxsR2fP/64q+JxWDpWWLi7uzs1dfeATmOcSDROdBg7uH6tsaMD4iAuAsWFsoosAW3hMuOlktmLOzpJsZMfR8JR2sxPWFmdHhNsM6nJVaTsJiFu8QhNTpN1HGg3GNQmg1WNPx0X+N0bk9VUZ2KvllEHBX/itM6O23HZipvqmKmprk4Iu9rlVVUj6XshUH3mZ/HJ68+zMKI57kp5+8QW7OQAGiEsBdfrA4Qysg6hA0qGLvS27mX1YBcHwtE2I9pnOdtKeqAA2Ry5kcF2RpKejVkFNX4eQNs6coNlNCPL648l/ZcZyz3s9WrhgxrB+gYLE9SXDk4MJjLgQGC+pJQQN8FWOEuWbJ44DLuWTBDeMGHYPFEEaJckhpIFfDSREIn1FotnImwmQUwR+5IkgAA4yd+pJy9H/koJ1nGQNjCqx/0G66EQhpcAs2RTCVQX8+o3MwwzTM8DlFnGS0oGNyPNUCBvgMwBsN5VRJCeh8nhbBZJNN9gqMpa464zLI5nZjKNDaelpxs4mjhxd1xtQwO4Ye1pTtJjf36Ms//PnAtJF/62ADsVd+688Ne/ci6gO1rAJC0LajkNDa9m51ZnV8+Fkp0NCzCBxShcwm1R2dnZudnZUVHVLdnLFzQ2Ggweg4e97JoB+zfG8ec67PgLWOT4MsMRhr/OgxAa0P5QwCZjgAyv3KpVVas6uB1c7SoguiPPmNiR2IFwG3UdkKIYr0/oJnTXddf753csub57/snrOi73+snrJ+fP75jqgO2YwpDSQQIhHew9YZyAp2h0ZPuELlFnnIAXgxcnqqrqMH02NeoR2nv2pq9I+Zen4n8PkWkARwhVU2Z/sAVDVcjxMiBJjBxZmZGdczivNfI4JIfl7gR2bMDwxiTMDN86FPno3h5TLDsgIAP5jeTFMn2RB1h37HzNm/hg5F7JaEaA0AijZCUzmufGVJpJgBcAEUyZYNGUlmaqS0OZsO6w4zUkoQqBKXyEfPKDIXjWGh/PBScXgR8nHy9+mh0d3PFViVWJVRA2YBUJix0QXsDnySwnJiZOkLJkYgnEFkuuTyxZgkyXYAiBcJF56RImpkAaEwPRRdEg0LoCkwumbmCdGoOOgNPifiugDNavqAca6xfitGhFwGvRgoOlJFgIjb9Eb3wGImfirxhHnwlvwZnheSO4Xe8Lvb29qakD0S+AM75A3LE32j02UAH2iGY4VpizYywn2hENPgrOiNY4ltq9+4fV/6Cyf7E/80pCQnHCRHExZIelpcXFCbiQAEtkU0JxIpbE4uLEUpzhkUCUl5dozOuoyquqkmDJk0iq8latqpJw/aswVh0BQSw7Ms5YKAa0Ho9aCEepacqUZmBOzYdlOHCh1E2l3S04oKdMo/meKPwpllGYCD2jaiH+NAvYqxMctdwzum/fAm3e8QdXzH47/o34YKDKhKqzX193HkPVVeCNrUCjNitTEkmG0UUqV0okhMbIQW8GSQGzvJHHwfMyWPrOFkiO75Uwq8QHyYibWQUJ6Kwj5RkHWEa3H5Y0MmN4ju3WWBaoxLtPdp9sKLc1GKuwaqqCEGMVsKXlalWrVFoSU5BzGwxQtwGHZrPN7MFzjww2T5TH7lFDtei049BS/L0+/KEa/O0oiC6Ed/xuldM5RT4//ADxg2JUl4bBhBNJx0yiA+pKYwcADMkA0ItaAt5akghBPtgvQLgEbTcYN7OhNEbam4s2k4B5XhETLpcEWGRCYZZFhsd580og7yXe+MsNJAmFLBbCVJKIkoC1i+numNm9/8QOwRUbOLWMpJgvQur459N/e+x07WM7QQsgZyRzop2NC4hHZlef/S4FHgUcX/UnJgwPD7cPE7Gz4sCseLidTMhicTuU4XYQTovbp6s4OC++6zGyPdGu68+Dhbywjcx6cSK7nMc+mNfeAzdcNdoVDV5vg/GknnFMXYe3w6sxavCm2ZcvGIryaSWRt+fNvi8++cREe5DGBwmNW873HN/bM3Kz+uet6IIS0nyKbrlSKcOM8dHhw3OZTv3qLFiXTLFeCKSBN7ZqbxwIwMhQWV2AjgqWmcE44yMHttdI/LFkEOyNcoEgP7+8pWV5mWBUMNUH9YVnFOsQT+M+m8cjEPbZhAa72SzXyuVywFCrkqvkcpVKpa3SclUNqvPnb3E79mkB4VWNgk+0Cm6HqqPKC0GAUQcRAbnjezdqjF6dpmPSq4FNXijGBpUWNmO4oOmAKgAzDJV2lRz/ggfP4hGarACpiVRuacydODZWh1bSPDBih+iaGPQIxjs9Wgx5INLBwsVpXkcexDkANTpyKdyvJ4IhT2xechhMGe+bT53ZcGjDhoc3HNm4DPulsWsau6vPnDm0rGvZkTP/HXr/o3tR0dGpAyfRI1+I7j0SfSRnbIAzkIMWOQZuOJYKZpgDaWTOWPPY42PEGlMLXdvP/oOa9Zg7YfjB4e9SO7m3MxNAZZjccJLOFnYDzNKn40lMlKzAA4l2/ioJWUpPh2exT2aX2tkNAQ2TKWxOMzX5PH02s01tM8DUbFPaDD5bmdxnlpe1lL88NLfMkJd+e94zTyev+2DieEhI430nTmAfx6rYWV3IXmQgUTSUx54m1livj63OIFy91Yae97uh4HhwyBt7SKAaSBxhmpHRuwJH86yMDYwdj83eJZHE4tCe6j27VeWCfZqBbnHcpGBfFRtPT3Y0VHU0NKhUjVIp18gd567CC6mrmbPhDeSH5A2rxuXyNYuf/OBobtS+fWYbqEnQVGaD4vM0iVo8NihEfR7yQxd9o02j5VPlo1OfHFx6cOnSTz45+MknS2H+2cpyAf48Me6zz2ZutKgsln0W6SQA+k3HpAZg/UYTF6fpQK47uI2qDi4KYuNai6qhQ7UKT4Jq1JpXkdOCIRPBPhGtWYs/dU9+RhSN3IZeboZ/CJbNWhwkxFzuBP4pT19fX36+Z9RjGg392JZwFH+TVbOMeOOlGU2jFMyxQSqFmQpssVYqJamj9LQKLdICyztr/wZl505cV+1UqWrJ7G+q/W9Vz5p19qH/mMWz1dtljBEWE/eDeTuDHmOTsEasMTBF7IoJjiyXhCOGwpAhMkwmJho7NN9A3T7BkJY3Lgca0yMZbu9wzvQehtN25BAnaI2R6ZF5dX4Zx6KaLgscZyqV3CdaKeibu28878EVKV88lbzu+Z50FkXSATkPm3EgcTy+6mY2shZJmm0iW7XC2IyM7YmP7t37oCyWGfMN+V8l0PkoDq+RSaSWbF/jrsjI1qGMYJhKItXqV/uR4dZxbXZjtiX7Q4uvUTYcGfnTbHjB2Ki5gpWC/JYyX5mvRdBi29dis+3zgRob4ctr9PX5GnXFRaUj9pG8PK59PC9vZJVkBLLDqsTSvCrZm+dPrN+69dqtBdKOycnJBttUrUahkHoVNptuQO/V6bxinVgvhpu+G4rYq2nw6hQtc+a8884/z5lz8J135rwzB+YH92k0Co0MKgAVFz8n+T6othrltQty5+bm5m7LzY3admNb7jaiTUwBwWzbptyo0b7RqE1E2wRQoqLghtoXFYXncu7bty+XlDX7lu9bvqbxrw1SVYeqCk1bp9MPnBzYPbD75G6wgtTUk/qTJ0/CFjIbwOrpyIbAgIAZTGN+Xz6R5mRcC8z68skpLfktCxptvrIyPMsVtsEj7NmvTS0tIhGeAOOt2F790PeBxlkMcnCbFQDwIZbS6rOz4Dar2uVKgEi1mPQ/QFZI5u2QJDJbiouL89oTsRQXMwkkRJXFxWQT4ocEFhcTRvERDFJBxBkhdnpz8bXnrt3q0BFAExOVci3QmN5qH4FjsgcKqlUiwZOFmbXWvNZWwLK9p3WkFVaBy7w0p22uqKypBd9xGRzceLSb98nlNvgMWn43VZ5vM0geLEn5lw+ejX8+PX2aN6b8+ET8BOONl1pbW+3t2ErKL8fu/APVG4GrkZUZgXM3IjJbsa8DT4mMhIBWInkQwI3NmBanno1QSJiB6I9GsjtKyClbEgvY5JqhBjjyOI1JlsbTggWTUGWC5dRaLJZarD9qIS7V1dffbm9tLyqqb60vKsqrLxopXTIyUlq/Ytx26w/r499Yf+Jobp+nBY7+/HxB32ifJ6AmKLgGngj+M9qX3yfoa2pBGufM+eeDSz9BIIHMOe9MmTwmvISnR232QFYql3NVNhVX/OaeN9+69eSW9/7wh6+3bfnDH7Zu2bJl69at8XD/cuuWree2bDl3bfEtjU73zXlG566Rcgvu586fe/J5KLDxFqM1R9fkrsm9BQm7qsMHMfc++DONjY2+xgWN+/aVzcUDUSRqaWqCf7qpqUXUBAfu8pMb/huMxWF8AMIIqVSFdgDLjfDtwleLa7WqRkZy+CCWWxbI5fDhwL1MznXvqT77k4ceOfvKQxGzts+6/6Ht22dFzLp/FmL4fSQSt816hXDqzkx4sHjCyVzsUMvFqx6mTfGrRkxT5VFpU0IVF9KLurQpgVZJrhZcZ7IKG7SkU0KoNRo8k3CUGIE9rVNt1mn3ieZGtdi0GKNqgMRzoPPnJ3QINGwy1PolEH7WWQG0NEmaFXssRyR1dfZx8/jv7HX2n45/UpXGS7MP59WNGKyf2K3pkentddqGBnjXcoJiI9DYYmksK7PZauGNR60sb9k3Pi4pWvjMjz969sQE64t7mWaceSmLPliHiSN4Y0HrXkndYxIJ7wZ7jmJ1AXLkDySAB15pZ4JY0gmJ80cBshvMINRHDrADVN8q3RvSo6HFSIko9sbNqSb4v1paBH0tTQKsHsvgqBTZYAtUnCK5zWBMuI09qbdv3+4Zvj08DPP025KRxHpY7/jDGw888MCzb2xZ0wgBoE/lKxf5mvrybfhGfTYyw5eC+qhRpdF3i/VxCrHO24cEHvzs4Jx3DsIdZRbrIZPU6SAogcqwoaNhEn9WafffFr/19VtbruVu2fL1X/71Nxdzj/4hft3fk+O/jI9f99zFrc8lr0tetzVXYNPpzsfHv/FG/Btksm49KD4+HqYfrH/qqadOPLX+qfUnTpArnWzZuu7EmsYFUpXf78dDUYptG5zJSQVYM5h6hwJm3jjI7OM0ceL9p5OOzP4UBzlcSpnJZ1QRw8tvatEMiMvI5R7KfPmwKmq05cNXg14Iq019QgzYPS1YH/X18WCqqeg8CzSePZu1/aHtD519BfF7Beg7y9IIYN4/6+x2uEOkWpkA/mea8nr7uU4zN024ys+1TRlMaeNV3FXjUybZZybtuNY8ZYK0wmQyaEecUyqhiQvBkGnKOCrQCASj8vbEKqdo1GMR9imVTaNTJmNxXset8+dvdZyH3B8EkzxIIO0LVCNgkmkAZ/HBVWlOEzYCGg+apqx1dWl1I+2JeWlVaaZVdXV5aYmwzOSXaR5i92V4NNowl+rz4bmbtsZai7Tvs5WCKJvQuDll0dNvPLv+/PE7vfH1eKCxRxJLaPxdtsRfTnI8HFqDvfuREsVQLON7McVIVf3g4Ir6FYfhEykeBusMtumwQ1ELE5lGoPS8yLzIdnJPTMd1Y3ZG7I1aOPTiJvtWrizzCfJ95HrpPshvm9DUyywqpfFwUTGeIQJCJIlGRnDDcMd76x949tkHnv1NbsuoB3wPEBYRk8HvFO75fYwn5oM3wtfeBN44KtcIMT7NX9pXBs64dM5BcMgpgbAPf30Yf0TRYwPbEok8cu71N88vfuvJWzffX/PixX9Njj+am3tt29ajF49evLjtKFjd1t8kJ/89/tbu+cvObwES16NL4wS1Hu7xybj0ABRm9Y11oPgttzSTeq9R0SHToCY5UCB4ZTMJYhsoFVSgyxt3f5rCnHI8k2ksI/L5VNJaH5OCYESAXzEsW8gqrmnlyjKRTRmSzL0dvBGoe2X7/Q/df/Z+oBEmARofOfv1/QfunzUrAzdUuzOx88JkaoIvztbQMOXR9+tVK/NXOvvbhxMS06b8n5n0/dc7PktLnEhUTxn1/QZTrUDgs0BOxOkuz18rgGi5ql9ZXiuI2iew9Bcn6tQCmQ5h7JiY6ClNb5/oASjf7JgAGk9LJeCRdSPGPEma8Xd2QxW3aqoqTaiV5EnyRuyJxry0vDn8keKRujQJ0DhM2nTqfGCN+K59cub9YmZmK/OJGuVltgVPLD53/sndj7/++vpnf78e2Z/AgLs9LzFv4tTHHz/9VPyJ8z3GCzdnXW2NbI2N/dCVHRvLhJ4ZV9sj965YKJHgWVXY2Z+4d2+xY392Nts/e3oXjho4y6aMDIydXtIkGzmenf1h9i+yP9yZ/dgvknYB1Ap39q+qbxA3LCsvh+xxJUADNWQT1pcCrDFb5GXa/sO3IQdAGot7AjQe72nHDR3v/Ra98dn4Wx8KfE02i28K3qWoxScHOxSRqADePB4BYI5lo/LuVK8GMskmCFQ/a3nnoEDQV17+MtD4zqi5TAnm6jVqdBqjQqFokDU0cDW6N8+/98Mnnjj4fu6Lf/koOf7izSiINY+u2bQmd9vcH27atjX598nJv7nYqNt9fgtgdvToc/Ennju6bv0brJ6FwuD4AFlJ/v26dX9fd2JbVIt8VGji9fXhhYOwyiS1pc1GrmcM0SvGafBPN5bN3XdyAxngc+nSTL4SB9aP+I1yxJqylhabCL6iFluZCN5gS1kjmKMPAvUyrcyPA4MVZHQwjhGW+r2pndWQHUKB4HQW3B966Ox2yB0xUn3oIWb1oVmz7keb3O41DhfXV9k88LH2lTesnBJAaFreUi4w1rdf7zf9TjW1En/YYkoLfuE0GfsT7VMWjgCOufKVKxX55XHlLZPlHtmUYP9Q1NwhKThgv22IowEA0RPT04fbEzsm0CUn8trtNpEE/OSndah2qwQ7yOokpnEj5KHFsPZJGriidiSxHeLYvPa6yOL09Mj2NAMcgyIIAZtEGK6V2fowAvRZRBaLL+rNc1/Gr/sy/st16+AgWbdu6zpIhSATwgLL69clP/v3dZAV3axGb/zfBw5sFxv9saShFMcD7E3zdxVLTpPRN1kJka3WQNf/gYyMrw9Ftq6KZZt4CIvVHEnko5g2jgwFL+eR8auzXZGtI/CSGRlD+dgD1bSyvLypZTTfJrLlizCLh4AGsv0WucWoX7Iivf52EcBXX7RiHkNjUQ+u3574YD1Y4wNvfLRtKB8i1CYRANyEEKMP5vcxBgmLRCQE6hOUKUbfwRh16ZyXbSv7WsqWAptTAohMpj4TjsI3NmqCJKJp1OMx6988f2x5VOrLQ18/91Fy8kfbtv0t6uUFO4eGXo2KilqwKfcobPzNb2798STQGB+fu2nTpqPYuvPcG/HrgMytEM6ScHX9G/HxyRjFxq9Ljgdqb6WmbqysPFlZeeTIkZzm5hy4p1aSJhy9Xq8T63Rir1jsjYNIdTKpd8MGZrDcTPdGjHMsDbW+sn246PPB1+yzQDYB6YTIhoiKtEql36+UoSlqtX6l1q+VuNz3bEAFPfLItG2PVG/39ifU55lMRq9eUy5QlU+J8NdTjSs/MxvzjNqpKenKz5qwt8qaWJzIT6tKSBw3mctsnO6BuBZgd2VcuUCnnBJ8ptCsFMy96etPmDC23FDo0KWAwImJjm++OX/rFiz1tE/Ytf6RB9vT8xAytn8DuxclPRKJhBnNmgd/M68YrbI9T9Leit6YZlpgaYHjE+NyW1OTqEnQJxiFZTgoIUl9b2t88jq4rft98rMkggIu173x+zfWMSX52Wd/vy7+o4vViyQYd57N6E6UJPrlQ+SEqta9Q7HV+3s5XqCrOiszsnUqI9SbMeuqpMcf+yv2dH/Y4UN2uAAmm4GLBeB+Xa2RI+TKONXlLS2+lvLylr4WAmJLHzhFiwg3lJXlQ5ZvXEKGswCPm4sGAUcAsmhwySBUU/OuP79+/QMQH2699mqjZUGLRT4K7u8rg+gH7IUN+UgLgrTWYpGKm9Ea9ZrRd7DtZulSwiQ2qs4ZNfuwJ9Or82L3rF4HFqnx6vR/PX/r/fLH44YAxo/it27LvbXpxqtPbLr517lDuZtyIZt8EZLH3L/prn8DldimqE3bcl/+65vbtn15YtPFTZu2YUQLYe3Ri889d+7iteeee+4o3OLjt4A37is3jWKaJGCqCZiXybG5Cbs1mvp4TKyN19VL/RRHy525NKN7/yFZIgiqONIyksP7fC3wJTVaSPAC39a+MhEQKEFXtPiBSbhL0CD17mrs4AfyDnxL38Yj7B28EZtUrWl12Dns9E7xEhKKh4tLtTjGI82UJpRNTfUnJBjTII0rtqdJiovtdQYlM4DGZJyaMk5Z+42mNEOibmqqQbASXmZ05ZCxf2KiHZLFW7ee23p0661zwGXPcHqiwWwYIf2IkekhRba3trZiy2rVKoBQMgJgjozgOcGRea3YM1Jna5SS8FxUJiIxqqClsbG2QaHiTGqUS2/e9/T3vvf0b7/32+QHkr/32+/dqTeSkx946qmnXsl4LQ/izkd+lRHryiQtpjtjax6MbC3PeORXs9q8kurYjIiNrZLfZbCXyIHJQ1d7JP7/zfZsxA59aJSwV9/Ze1yZEZZOzgJvJFf6qN55AaPo2snJOAXHV9aEXxS2//oaVVIbRNgWhf76lYTExCVLlpBhpaWlK5ZcP7wkYQK21F9//k8fPPWjp65t2wYZoiB/FL73JtIiiebICKMkTB5bRE19YJvgjbLRd7AB5513Di5d+s47Sw8Ck1OBn+bCxtXR0VHBVLnA5Il781zunHe++fjai8nrLl7ceu3ctTXbbm7blrtm07ZbW87dwi6OrVtz93XsBhqPbto31bh039Ro1LYtt7adP7+pfNO2bUuxK2TbrdzcWzDZ9ty23OdOxG9dHHeyt7m5ciN2hOP94YdXX726esPDhx4+dGjjxl64YVd5TnPO2O7Uh0mb6oaZPRYHAkJya5ycFAlgqVzQJBAIVtp85SubIFAs7xOsnPrdFEKo9PP8PIsWgMzmSfwyl+vXP0H9K5l+P6CHyP2hFyFafRHKXyB0/Xq7V4Y4JmL3RjGQWJxAuh9LIZkEr8rrLwaTai+uz5MMFw/3jGBH4UhigkSCJ2jkJY6MJIxIwMzG84rbx8cTq8bxCuOGDqbPEWDcCuU8sggxa3qxWSuDMDQS+xbT2X5JmOelY3cJOERiHuZ72HmSV8yO6YFH66b6bPl4JArgzTf1Ybg2KsgX9DWNiiAZK/vm7bd//H/d9/Z9ycm/ve++H78N+vGPyextmN73VPL6p3F5+2uJrSMk7vzV9izAsVUS2Q5T06/wTKmIZs5QrKtLkneDuRQV6dWYdTUyUhtbfSAjNjabQy6Og2PK03fd3rtXxLa0EnvcXtMT6ccN1dVlZfCV+Hy1ltrGT8rzWwBIyCx8fU0+ea2lsaHBwjUaJfDZ+RMPt6+S1I9IVuWtkkDFM1IlyRvXn+x9XDzZqOjWSBWqyThVvk8F2TL2s0qlUtLVjDMptl02eJsHNNifR7zx4Gf5B9/55J2lc/LnHPznOUKfXK6Va8EVGW+Em7dD1/3m+W1zym9u+Uv833+z7eb772+6tmbxtVvnzm05d+7ctjXbbrx/8ybQ+M1u8MZ1Wze9v2nptn1LN70Pnrlp00GwyqWbXl46hQv7ct/MzT267VzurYtb48FEW8pEApNgFH8frFyA8/JypB9KOW7ow+6YfJgPRZ38glzBcfaMbsXxNcpJUw1+K6QJw2JZIPdhg5VqAVmFTFmu9UuU/my/JVuuJAkkirPnvZ/8JBkK6sXnvoYCU5ihXvz+i3/5Pmz/CMpP3tvjziN9//Vs33/7g8Pp7HAA7DmEjQ+Svn3S9Y89i+ml2PdYSvofixPa64sDPY7tCe0JCf0J14vzIFkEziBUPT+B0WrPRHsP0JiobZTy6qyQM1rrrHCrIwkkLuGQ6pE6HFv503H7CI7UGrFisf/UPpImlDaoLL7a2r7ffTKqgiO9RSX2dosHmmHaePDgwfdfXnrkn/7pvvhnf/vjnz/zxRfPzP6XX/77M//+L1988cUvv7hvffL6+3686N0nqzsTWtkW0gOx7sORrUxzTB224GRkbB/kZGd31RsDF75BImedidw7Uh6bnSQhnYp4GZzI9Brt4cHIVl44jZ2HW3sspNcke25LH2T24ONl+YJ8zO59IginW0b7IM1tqW1ReecPQtpYtCKhvn7FYFFRfem8wRWgoqLBksHBvFKY5lkh04NnjPbZME0k3XYQ8zLeSLLGfGxT7csXtYwKfA1T78z5rLFc0JgPGOT3lQsgb0RrhNTxsylyB62cGhXqnjif+/7jF5/7S/Lff3PxfRQGoM9dvHgR2EQWvz765dbcqI7dt+LXgTlu2nQrd9P72yCsee7o0aO31qzJXXMr99aaXJgchfLcFtj8ZfzWNTtrFdIGmSIO0kO3uLt7YGAAqojU+c3NR1Abo6OPHCGnHeWkPr4az7e8NMN7/z97+TPUlNwrbnkZVlaSD10gKoPvq3wl1EOC8qkpnszLkWT7eUpLNs8v8yp52QmZEa4nv4z/yQM/eQPKRy8+9+KL116EKRSM/i++ePHoR/Hx8ZC8v/Hll4sL9QmBcan/kNrZgazseBxAN50Zm4NDdCC0LG7HcW04TGcivRRIBF8kNlhcPC4C7wb6ALJW608Jhj0jddYRHA3QYyfsAZCtPRJ7HWyx4wPWHqsp39biyy/HRn8RHIs+HBeCXTtlLSJbU8vyuNTmrtWvPb0u+al38fSekg3LDp1KKcETfS598eMTyet/tixl2eKMaodk5EYGe7JUxh/HEkng2SpkWnSysyBbPaMtZ8YCkCYb7eHWvZESppMfO/gjIxMO/wIC2sN7W/PDoD3wSsLeSB+JVJ+oXflyucCCrf2+l/PLyrAfGKLVhiYIrH3LL0jlVUvq8ZI9t2/jdbCGh28P304vgs+pZxiIXDF8+/aKFcMSo3RBba0mTlpWJrdY5NinDGKGDxB7BGtUNDdrFGJxg04xNWfOypdbWuDP5q/MX9n38jsHm+SNeHUPnc57nfFHPSSY3Wtvnct970fP/eXvf//XdR9dWwPueOPmzdxcmN2ApYtfx8cnJ//m6O6Tj7+5dd1vfoN5IfCGJE4TJh1bt67DHkhs2IHQdp/PZvPJMRrHplRQi8jThK1MpMuNtD2xl2Qf+zngmIJDyWcwjWzvfuOkpoF08oM3kmZ+i5yxSuzpkGN06tdq/dmQQcpJ8pgtca998r0PnvoBlA8++MGffvD8ex+89zyUP733AyjvvfenH3xAyokffPDenrWa/v6EJVBhww1VSgqjYuY+PFyPCNaXElMsLR4uHU4ImCl7IyWhnRmKQ8bRgWdOTJSCL7ZPFGPUmTgx3tLIxXM/8owQkeIdl7BHIo804jCLebAHbpBIelb1tOcZnarJ2vwyQVkLHKSivpX5otFGTkPDpEbcLRaLm/qG8vtGM1f/r9fjk5/+uKRkRUmR3SM0lAwWlSyc1/XM2+uTT3xccupIdcYBl9G+MoM5W4Nci9ifmQAZq4y5ompGtgsTViXD5oFHMrZzJJHHyaXi9j7a+tPWkbz6QS+5JMf9Na2to4G8EV/IDcTmExpvrMSQrQ/yiSkB1JpQYQr6cL2pXLAyv/zDJvP1wXrsXFxRdLsIezVWrKgHZ5wHbNbjAvC4omjc1CQA+2vKJ53H+S1oi+SwJvNRDP1ELeiPgr58+f/L3dtHN3Fl+aK3e6Xdcc+156mX20SvQwQ9vTzYjh0mxDBGxLekG15TxmKQ2wTsCgjhi0OHD2XokBs+6hls5/kNtpeCE6/mI8oURaWyTC3ARQiYzjRkYdJqNxOPMEq4hM6QRAYM7aDmoU5he4Tf3vtUybKTmXn/+p2SSlWnSt/1O/vrt/cpd/7q4X2/Qud2QUlJ3aGShw89PNbU1kTTOo/FaD0AI/aY7po9q+K1J86c+dNHf/rTG29sWHz568ubN39dcf/+5cuLV294Y8aZn8/704bNkW73rOcBjITFd9FvQw/m47tvwG0x+ciozdiQ5YSRkWO2MV6aQiiEerUslye9Xq8vgc3lwJas73v6e6w0wVSWjaSSg/4tRaN2pov7NWeTaGj+ENqTMbQkxzjXokWjGVexUFsikZGRMZqRkViUXbh79suzP6jcPVK0rChYlJm5LKsoKytrGa4yl70MXUUVyzJPvF9RtEzTQBturx49cuTI2iPY1r7y4Zv5R9bnHzEbbGPNmnzoWY87R47AHtvI//ifn376Q6Txf3zk46f/ryP//MqRj9+E0/Pz847Ac7oxc4de9ZWP84/k9mRklNe3tIx2t5S3tJRjEYfy8mfK4QH3sKoLNOjDIi8dxGaGTpttjLM7/ZxfhGvTD1aIX/eryAc0QrzszXA4wuHrq/7Xb5/aMW/7K3BJ/9uT7y1cuHA9qoD/9cPvgaZ6ug8+7M/+5a/+ZWf7vrv/d6p+KhK+P6165pnEXmYrXil5638888wVhBXc977vtRjmv//9sYUL2+zIRMUCON/5xfLlOf/wj1ZKx2Mn60CRbSIQ30fDHlsJmI+AKSeY9fBBQyG/X8vc+YksBvK3rX/yyW3bQFl98pWDT66HUQ6rmfwfhEXA6H/9t1eGW2SjWNZ4yck8qcg7DjHbkULqcMXzLneST7qSIYfX+fCv/hbdOOhQPfSrfcjFkYRAe7vUkmip9/X76lsc9T6HK+Ha9aCiomLxG2/86aM3oG24d/F5bBcvP39xw70NZ34Oku7MxV2u3EH0qQJa3yDBSJ7UNCwCSP/0xs8JjCtW7FhxceQTR4KoN8mknJTJouVDITP2j81OfmDMLBKQi4Ox/6efm8p2I408ChhNAtiIZCii+iNKCjm/DQn0BDvWgV6aU7202hCrYajillYvHc1wJA84iJlU7Ev6HiQfwMr3ADuO+oqTvoQvmSz2Jj8pLj5afODoztCBJS+Eff0tlMHaP9zS0N/QP4zLUF4/PAwNDeezveG8mXmwkYerfmigCrW2tnY29A/1DzVcb13U0Lpo6Pr1hvqh/obyhqGG/tL6+vL61kWLrre+cz23tQesPd+i1i6+tSt3Ueebb2Ktx9bOzp76ntaenoZEAwyoOKa6OzvhhM7c3DdzV7V2dvX4QhmyLyKKcqd70C1iZKtzELbgoeudC9NqanqeW/X0xqd27Ni+lrTA5R0dZdtQ9vzvr3zvoRk/P527fv0z6L957E4oY+n98WrGINheGl3FLcUcjr/6l71GznvLl+/EIjj/ALc9i57BGTzADl7UADbAXasex1/940ureBPA8Ap7lrYHc/PK71JNjqWZkr3IyFRCCtiMouhH/gyyi2Gv154pBr0NuTCiDQ/nDeXmr6d8fcwRhjFu/doj+fmvrAdTMt/WhiBGp6kfdT2/H1MynJgJwVqE2Mp+DX0jYr1wvoyLc3CL6zrcxPi+MWYsjg0MMMk4hrIxGHY9+Gr2rpGbi2/epPvIyM2Rm7PwNgs2qHNxRZbuy12yC4moYBoyRuq75rIY9t9Fhxx6frBtgNsISAJ/k5PyNqihTopcKSxK7jGdHQKlOgSlrhex/s4UZ8apGotryNGoT9TwWzL+jcT0VkSmothhCShKdaaYyXFiJigP1aMN0eI7iiG5E50uKaiLWPhG1AyHEtSRiw8IL3b5XMWOHkfybPKsnLx6FbS+ofyh/G2wwnYd7tsAhEMz84eG+2cO5SMCEYfDwzMxZ7W/JQFDYkcSVMbkJ8lPYO1N+rxyRrEvsai+3lXvCLuSCZeMM3/40L7vcXe6XHeKcPwEyBXDKJGQM7y4m8Q7aDO+jKScAQuPa5B65aDwlCeTSQFp8ZyCxHj4JTimGmmi4nMloq2A4nBDQ+uHTz96et6OS8t///u/+P1fzGxoqH7m93/xF3948unvLZgx71z373//DEXnj3666GWq1f+P1owaP3ts757HsF74z/Z+99NF5W8uOgCo+4ef/QMcyXjzyMeLvJlYPe7TTz99mVI9iAmwd89eVnnjXxDOLzQ7sgYNLPDxs71HDzgOJK4mXC4H6GcuBwx4yZAUgi9ndxQbRrE33JCbmzsEo5FrVZcv0Z2Lw1OPu7UVS0B14uiTe32oIcH3hl319UJEdrnAAAXp4/P1YxYjjFY9nYMuw8hwu3T7Wccnutzac70ht/x6fW4PJk209rS64OfGDEjMmKr31XcnEj5HSK6vb85t6BwqbKbWQzdq4Z4Gd5RtVh44UN7dUD/cPARHcy/lXipszm0uHGoeKhzKxa3K3Mrcwua+3MJUq1wCxqs76u4cpLQNeFoU3TjhsCscBRsCbvBLuBwJl6/YISdrngPh+BxW0prqzDgApMInZWRdyQ5QDbyYcgMjDlr2Ib4XLt+MDB6WDF7MwRGKC1SPJlwZ9qAWdHtdzb1BjXj1cDFnchpuZ2qZmUXKTsUuZ7vuwOUi996Rz/p8168PH6HhemhoUS4gM3/tkbU0elOdh6HhoXys/NCPSujQkA0NVzumdNl37gzBi4CwLT7gcEVdQ0MNjmTzheaIKCWSLocz6e7Mrql9cWPNYGFtdu0Xv51fU5x9Yf6NmguDjqQDbT+4eqP4h7qi8FfCVezzOnwuV0ODq6cn6m6G/1Y+EM72DcKeKzroh/O7Llx4J/udC6umTXtu2j/deKf+n5773tyn5s2ofOXJg394Mv9IV1dL/sFTf/i3V175P7eDbBwa3rbce/Sll/a80Bm+ehQ2oM3+yeyX9sACvX+9Z8+el77z0qefuj2iIt7F1Ki9e7/znaWZXGbR0sxfL81cGo66i5d+B9pSWPYuXQqr78ANztoLaFyy9MqVvXtxDqyiTPR/asikRfINWnk6Mmj8sCv6PX5B5r08jKwZjk98Sdnn2xlKfoXjGAxk8NuBCuOT4060PvzOMWcMw44srl5GM507UTyqWqyEQ+EIotE5Fm9s9GDGYdwT0NsNeIyNDewbQLk4MFA3gHISFudY3Vg83t6+MtDYjiU/cEpFyl8sDQTaGz0eSRGEAFxKo+2B7o6ODqxvsry7uxSTnDvgHCyxgvWRAthTinnMuMBT2xYuHHCqOFSqKglsWINoNDlyJqUTLhFJlu0RLfu3L37vj9/74+ef/3EKoxET/zHZXwrZQQs3XTipBj125rhTGIMVv71hBGbOvG4LGAbGQIJBLBJXhHl2oNzaoc8owiWYCdIyKP66iKiPBslLDya+3qIJaRvbG+Gxms2OCdsrb9Ga7dCEmXo1CKog/uQcsRM1lOGZILr784dHPYYnqHGqR9IVA4xSGDXk0FGpSLIH7yRdvFRkh334QspOCdM3Q7IPjX1XrwPkppzwJpIwwvsS9fVDDeGoq97n00SX2xd2uN2d7q5oa+eqzq7OVW/2gDDp7Hq8653chjeffu51MGQqv/f00/n/6+PczmjD4x8eeWXbh9ef235u3va+9a/kdlVNqzruvlDf2bml6tXj03/sznavqvrF1q37tz4K662/2Prj7BccvZ/09n5y9P3iT67SrLK/mf6LD37TXDhY2NXZ6YLdF37z6W9+8+q/fvfP3/27f/3xo9N/8Ys//92fP9hy4dXaz7uOf/fT3/zdj7dkwzBRc2Faa9TVeeGdrlXo5Y821De44OYCCwtTK+oTDdHWwSqfqwcUCBh9GsLQetyvZndmu7MvZFcNegVfFM4GcyzEZ+zcaVfjUktDeUt9w/WGhp7WsKzao4Og/np8Qny0u7u+pUEC85AvB9np6/bJYFx6FF3jQKUygkg78LpDyZ7codx6uIPakzvePmzgF72Z+3hX7WCi58133invQcGN8nlt/of5r+Tj+kMsomo22Pgw98NCWHCNxV67cn3hF1+88cUXv/3ii/kvQpuPbRoSAbK7MLqRTUZFVVVX1dXm2vnzn/v8889f/OPnUxiNIPtf6HHjzOBuUAqibhAU5j/oQjkSNvcbcLcBTl4EW66WIwfz82yjPF8OYP7K/tXLX+0kfxeWuSLHgLDTLuxUpJAy2gtaPZrdit3+60y7EmwPtAcCAQk6pABm9MKeBB0Ces0xquyR2gUPHAmMBgQMemLkE0OeRGZHzVmq7s8bvkX8Zk5BjRggG9RxA/AeNIpEOITxCU0L6n4dWdaUboRY5lCQYA5fPKLGQLCU4Q334ugLiTQR9YpDfomz7HwZO4xlLsqElvquuSvmrajsGjJWNrbrwYImrr0RxvL65hMbdrwbfA9ky/n33mvU28fi7ThVhahlqo14ZrViL0LpZxS9fFbLckY055Us7YqfE3PQQLDb/TDCeATRL44ZES0Sj4HOD8evRGJB+8u/hu+SlVUtZvYM2zIzM3EeVn8cLItIPK7HRZztMI5b7WDPtRuYMK9LHiFQ2h4QbL5uobzc1sH7ylvKvTgdJWq34QT+sRkRLQRDkFf2eTUpI3TAp6m8t77FFrDZZLglfZoSjTY1RRReL2up7x/yDbU3dCf0angdmdwoQkiJoOOP3WIxw6mK7UFdbzTLB7THg/Es+N2cEX+TPxKPaFkggeNlkYiU39L2UzRQ41mYAhLHyTvwU+v4LTAjJF4Wb2vDW/x8PLKyLBLLaYqA4YN/LFHamYCAK4nC4ui9kWjTrkiZwa/wKhMw8WpqZ1SpmoYZRCIl2Ig66kKsodOb08x9WMN1zf06I2QXGzcdPJhvE2zl/J3ZsyvIIq+oKMr0CFQ5YGdRxUjF14sroKsIIFUuhHpfLkKP29ewyswEvUUY5YU0z1gqqdJsZKDj4lF4RKKH0OgxF2lm3qlSj4elWlLeAXvkidMPKwZfOG54JHZSSuBjJ+aqeIj2Z3iMIMtoZPKbeIHVoqG3A0TgFIx0teNbehP1q15fMe+pvrXDertH9wz87a/gJ5O7vb76OZVzRrBabBDzz7SBh6/Ry2CNCyohC1KEflFOVPwPF0Tgd4z7MV6Gv6rIGfTTBiXnw4fQnUtOCh0TvCmMBmdIWtPDdWX9eXnHUjTNCPG88QJ34oiCfhdMusW825QrJhKLkPcVGSwx5jWnFoMFINRUMlBQN0CO2bGmsbp9JWNjJQNNTtiGGxKwSkrqxkZntpxvazLD+3DDBY4jF4Y1fD36AJh7BYOcP07Zy1mwABzjzngcv1ucrhySpba1Q+/BWfEsRG0QhqpGPRCEc3X47cw6IHGPDsD2BD1YLYSrBr3cg8+EE4KswX9r7ojoqNAVk76pseE3iP/jVK5SRc3HmzWqQmbGsWSOQyzDCJVQulQV44Vfup2GZ+bBg9tKbTz/P0dGFp9Zjcvq1TcriniAozC74uZq7NiwevXiikxB4oWdgFjoW/0Z9IxUZO40ASilctTY2wjKJD0Z0MMrHguPqTbzVN4zKTRSPJQaIY8wRhu0KRHqdIY9BjpDEMkrR2sKKBuAFzOxUTdjzDoH45POaXBF6SIn8nLPO4TGbYBGXQN7WQWBy8sdcveD3btGgnQtaZGIWPfwtRhefDolxqhEZ2ZNVEr+9ldjaP/4KUcCMyg0g/YNrelXv2piXX6K9UUoVUpVJVVtevhQW/5w3jFGk0HTKcJOiBgRythHIJrZ+xGdi8SRbcppagQxD+IFRGnECpSTW1JXg7rKBeF3V9ioCwqDX1RVsyIOAh1O4+IteXmNZaBDMMo2I+iYCR640iKphsdiFPykWBnpHrEYvEwc382P6bIafsju/Nz34LUopBkhTlskCJ8QTda42RczVA2e7MyKMI9vTPNguhh87Dh8o7hWnv1iK75XhLmDI37JjP5jXhm8naYE/doURiNqpOjlYJ6qMPk8yFEFfdASCdzEPRZnDVcNVjU7Ekf+cHC4VJZ/Alj87LOPWPts9YjMj75ccfMM9HyG7aPVr430CvJOgOdnH8GCNzjrZZCKdxgSFUIjC60oaVarh4lBE40TEKl4+k+d6mhHuJH4Y7AzGBoJbqyDHhgaq400NIoCarftBEawTHWDMt91C4dmyrFOaNQRWCLnEcq7ps09t2NF4fphGNI5Bc4NcqLMl8tJrxwMBeFMBA88hVKWQahpKY88a7qhwfsi44yl9eIVqqkGXkQG5wftOqKxCDzIRr+V1AQqN6cYwfjwpry3mBRiVz82NWKgVFRZvF5lKNE5FZkqEcwfZ30gjS25yK53v+o0NJRmznFYOGOik05niVQRUVE0QmNbGwnUCD3d76cnmIEQyriiLXwdLWZ+PPjwMJyomJqOOgDS71SmZWnx7tz8xrK07wGvFYxgHjvJdzWOWe0GVggBFLJRC4cq/Mi0wKs2glmeVHNyVBqR/HCWwg4SJjHJUwH4T2E0OhBtrqgfFQ8qhmL+eTQiwhqtA3Mwxk7J5Upm+duWP7ltvU2ePbL6DMIQoQZt9c2X5dAIgRH63sCH1YvBmBxZvPoj1kd4HKkoFZQ7AtiGYDkGFLQREYe4DngYQMcVS4ZGRRmHoxTYtOnU8vZx4WgpssSoJQgaKThKDKAAO8NoT8lGQ6ym2jciq0Jh6BYWUTZyZgUAA/VLLq4BuDwhoefG6+fmnS5cv6ldFz2iKqJsLOdlm1wOn0KvBos0rnKk7oNuCtaq3wQUIRIwDfLX0LCCC2O8mHLOA5ccZ1iphnT1cZwp/MBIQLDCzspty4ffYjgYF0hqzIhYiIsxSQNQRsHC8Gpd75wWYaprSpKBIHSaf3OMASziFE2wqlQVJ9E133G+Oy/vPeRmE12bwOyPOZ2W2hvTzFegO+Z7pN6DZUrGCY7wQ6nkCgXJFW/JX3seX58+DsH3vC2A5emg0bSUZTkrA43V58vanGCvnwdLEu4BmqSyDF8b9NjuZKgd3wflLeFQ8muUcW1aV6pHj6tTWjaGo4NYdAtaOBkymQ4pHZXWLOuRKgOEMngJFPs81FR3ARhRDD711COPPPLDM2dujsw+O3v1asTdmaeeeOTZM2c+W32zaOdsACOi8dlHVt8DSbq6okgKCDLjfUiCgnD0BNAslAIsxJlqgEoZ0SiZaIRzQYAGQDY+c8szCY6API9hmIprShIiMKspjQ89tKyPN0wZyvpFC4jmHQBIsDQIlFwcAMYJvC/6+ukZKBtX6u0SOnnBwBZGBZ4fDehKNezGKd2DTCTQE1EKouCCQTyGCZOiB2CPfX5GzsZ6F3CxeiJaHPOaIkwmoQAwEYsnGhycGtfiZdtANsZjVrNgJUZI+pi4Y5Q2fKl0zEIXl75HBccMLTKxQVfM0kHhZrgcslq2PG/TT9vGmhg/i5AbcaZZoH4TpUjYcqLeaopGTIEhbxnL0+L8JusOlP6W9fmNTJ9F2RpH53pDRwAntLORk736VsC2aBSnHr81GrjV2Fjd2Pje6PXRnJ9Cf4trNA7Q7LDV5zZWBzrq611JHYdKSWMmtqWDKHp8KmuqnYNVNdmgfmKEdXCQ4nEJYv5hBRazYQcqqi7cdLmWOOpx1raWXTcRZs8ueOJfP2h2fTBnzsWjX80eISn51BNzPvjgg7d/cPjmiP2rEVJTH3ni7Q+WLJnz/uFZs+3SKPPipIxHZkEKaULRzH9VeLRvyMoE0CIDATCbdworNY5rroplN47DUjQXxVRPieEAeET5KBjpjQBomMYiZ6103eNhaNTgICfIXsftp2acrtwGmqpA5GVErsLzgieuo+IKQ7IHjCSOdFHQbsmgQ2OMhBynwPWpgAmHuDPzCeEAB/opmHqWiCM8os7LLEuRsp0Bmyu3bTo1jsbUmSKTqP4UIv1+eJdInFBtyUY0JdNxp5poJEU1FrPkrYjilA0DkZjB80bsfAvKxpjTctg4SU+yJKXT6bc2MNEJhwA6g8hBqsZSQvCn0JnZSL7s7vz89hxTxKt6e3d/S309kjfqV71Z7/X5fEgnaHDUJxw+d3ZPoj6BVSXro/W+BNhLiUW5sOOqb2hYtKi+v6WlUTR41F0kNBnJJ4bORvqh41MYjdnZNVtqsrdkF1YVDg7uDDKL2LT4WXVHxiemHWQZwy2r7ZmDB9d3kJ767FNPfAC/kyOxe8nV4p0Vi1EyPvXEq+ElIHOXLLm0y/7yYgToUyf+9QWQvkugPbArklm9lGqWCoJZeIhP36BsAj5Ujj51ZMx4oTHqjDd/2x+GbbjvTZp32vZZW1hSzDqcLKeNclqwhAvPe+F1ZZ5WWChP4GV93LsrsJAK3tA7SwmAkuRLhOub/3y48pVt2xptvIRUerA8PZ5RGQRtEAV30ANyGEOj+GMhvFHJjatxHX0jHEhPzdB9SZR9WtysDBWPcAoXN0BVYzm+hJYYQJqVIXB6mHHk968czhs+dl4tmwBHUDjNf4aJRrTe/ABgE2AENHxNXZv4NHhxQ8WzmPoZY6A06I3wxdBzInJNTpSN77WRC5U8rUhQS8lJxFzMMkcRW1REUWPKh+mWY25qIyW24iuX5+efj1nYjld3NBT2bd/eB8vrr/fR1ontJ/pOwGPluodgBxr09FVuP1F5orBv+ty+wkqzua/3V5c/nsDaTbypTLE3laSkIIWmMBq3HD9+e8sWQCPAsTD84ChP16NdmuDZtGIAeLmJgFjumScP5ttGNqD++cQHDrjci32+B8V8aPYGVEqf+ODAg7PJ7hbfgQNfCRU34awzf7/kwYNkkip/STuJYJhW88v0rWLyq2U1Wr6bkETST5FSvYYEsvH3jelqKunUTDYyM9M6pDDt1TqVCUOJtFTddKmiTur0pCSjyOIRsC0iPxPHW53T+XJfh2/Jxcrcbds8gWpR8YXrDTEnp9qbRNVUUsp95RE+LomaKKCq6vF6eaR2engPrOOGEFAEQ0+6UC/Gt0CNv1wwUAPwSkioYK5gRZY9WKeYERIdHqyrKQugSRw5telWIGD9EFbRDJ7RNNmQxn7MkDmWpNzUCiZNKekxHjggeERLPadH+N4ShmOJIQnfG71XXHte3vCtavz65olw7ePpCK4IpWU7U+BEF5AlAk0XEu36MTHNynmKr+xeP1xm2ZZGYtWqnua3n18xY8WMcyvO3Xv++XPPHz53Ghmqhw+fO3cYlnOnzx0+ffrw4edPv3369Nvbt58+fPrcOazveLiysD4n3tkJ+ginmKKD+Yo0TgEbYSqjseb2lmxAY3Z24e3CQXfYdQCJY94klcujxnaQXIU7xSB7HL6hg9vW226CaDxz79IurFEugAyyCaCVghzc8P5ROTQq2Pikt1zYSV1nLp0VsFD5HSxQjxeLbYKOShBkaEy7aijqkR70MCHasok0VWNC2IMU1BQ4Uy4fsiPHHa8AxGpBRI+qUQ3izSxkETNHGusiJU+OYcIS5Jwh8OW87BNsuds23VqpC9FwwtXJgwK7yp3QONHbE3UlAFytBhfqAanGVzWE3WEuoiVX9SRAWCanJctbOS7RYHoXVU1obQ27QWFUXJ1xTTXcOpzFyZ1ud8Ivui70iBHN5xUjEamzszMBl/Hwqby3TGdkmq4qRr7RkCwXSYVAWJeacoPiUzk4KKZpt2aIwmDyNc0ujJOmis5XYkM4Y0513G6ELi39VU0PlJ/FUDTTw4LfVNRY5RoYteLDa4fOx8xwixB9/PGeyud/voMVpdpwedm7725+d+TdZZcpzXHDBkp3fBezkRcv23x5zbJlmze/MWPHf//fnt2xY8aKypafMhcZp/hTdUTIBpDAWpjCaDy+hdrtbFzO7lQMRpwmTZx+SPPypACu6W4Memwfr1/fgWj86KVdGfwolnCw8YJ09jXswkjHV4wYEeLv7FpNXaATooNoVGDxTNkMbqRDUpCkyWD8NjQGWk4NL79lTApCGpbdaHIAGAIVYwIayadDEQ4AJIrIaoJhGhqteKOehkYO0CiXlyeV4Nq8g7fKqqPeUEhOdOpcsivhhqd0+hSBN9SQ26Mno6ou9iR5PtngU0VXjxz2alyiq8vdo+r1YRW0VLxoPO6kJHtgJJc7wz5OC3WhOSm0hvgkKLRRt9unGtH6mN/j9spJjz9+flse2o2R2ETofQsaSeVVLbcOg1+6porxjUhMVCOTXis2/loW2suWD+cda2tKA+i4Fwd7VYqMmC+saoRuMmciHEMj2aFUK0QjAkk8nrc2/7zpLFJD0Xf+CdC4Yx7Acd68GTMu40wBWZvXbF62ZjOrjrMMd7IAhrOWrVkGh5Zt3nBuxo558+btmHGusiUnTmjXFeYt0lhwF7042lRGY+2W8Vbo8H3SK5hqquUBMZVUFhsnAgRoe6XrD67vnoXQ2zO7l4CGxKRQcjfaiF/PRhXKLuyk2a9mIRq/rqDi5QDFUqK8CbL0zZaORguQgjRJMAIal3+rbGRoNFi3JQulb6BR1AXTw1MtMnfrf4xGHdAoSjyMOLKnPX/bwbL2QIOocRLfJXK+zoaozsmtMFCFdE1w+7zRqKbKPt1vCEm3KvoSgrdVMxKdvgs9gM2o6WfUkgn07IAkW+VxdDo5uQtFY4/g8Yiq6olGXQ1+T9THqdEkvLUai5zfdmr4rbgpVdgag2/Gt8hGjryiZP6Zsg/M0kiZCRqUm4AhXU0LMjCJazCJ5Te5BXChl7UMbzrWliYsY+OykcUb01CuchRpZPaslo5GnSmqMJjH9f61M8vMz6/xPc89NzTnHKb5Y7u3AROwLo6MYC7WuxdHLo68WzHy7sisd0cqRi5VwDb0Xr54b8WMGQDfFYhGMpo1E40Wd4wD2Til0UgwRFUVZWOh2+U44CtGpTSDVXZm2ioj7MgZcO/FR77lSQuNX1dkKgImfeKMZEffR+gtrjBMjwh6ZB5swK5lmUHAN3YHAtgtC/8xGj2mJ+Vb0Ch1IBqVycKR4o0WGA2LETCORs84Gln432hnk27852jkREEe5SVRz92W995KvgHVL96tcd4uV6vH8EVFzQMXgeTucfW4/aKPV0XOI7s1PeETk12axxUt7wFsJqIqq2DKuXwx1XCBOJwWbsjW/XxV3K8qXa1utyfiN6IJdxIkpNcvdnV2dUrwhLLhvFNtZUzqWXBMoZE520gykTeFoSqScqpycQBMGYLGT5osYFKfoLym0BhJaXwoXeN5w8PpsjEdjai3aqZsZCJXi1j4nyQbdQstalwfBtloVt7R5J7nHq/vHsGKHKy9e/PmhncvLr44ArjccHPDxYsXbz6PJa5YuuPF5+fMef75e+funZtxDwzK5pYc4jqpoqJqKTRyhEZuKjPjyGKEBW63Cx29IbtiBA2zxioLkFvVyJVULXK7Urp+/fq83aiXLt682ekMegKCTf5KKL6E0Ptsb5YzVi0xJ4P8gAKQm680OavbA2g82pEKnkJjukNM8KSRboiKY2qs484aBOQzm04Nt0+WjejfSQNiWrzRQiaIHlRP0YuDM4mILOaBTVXECWgkhdzDJqbgdOScGxIP5ub5tZuWN7bb3AInar5OXfTWeDsNA+6iJwJKU6sseHt0PdmJUE64VCPhM3wOw/C5JF9U4xxRZk+pgF9V590R3duZcHUJqlwFKFF6XD4FMObpuVAPOA0nI0Y0mpTw2gVNNe+tOIYuKGpgSb2JmipiEfmr45BiMI2nk3iQ0BJz6hEkrKYD0qnHaH4HehajC5V1bxqeIBudHDMhTeuSswg+MeLpxMyhAV4avgxyFhCQqm6gHwgvJNBp8o/kV5tRX8XR9cfHh504W9XJNSfxdnLNmoKTJwuwhFxBwUmzzhVt4HE6LzXd1bKh+kadmFKGQqQ4zQxwwJAIo+eUjnAUYnSjqvDVwlcHHWcFu5EZRK4zi+OwYYemabAGYbTT/dXrn1w/1Hz4hx99dOby5qYrfHn5rr/+ycju8Ac3Mdx4+f6VLDvfe/Yns39y1LHk4hnWpQmg7ckjI7vuhEJCUgjxk2ZoGyevmm5VD4sxmKzwceDZMN6oeNLUT4/B6OMsoM8qGtEQ4jEQcQi6FFJF8uxY/dUMjUq6Tq7TVDOERvKA4qt5BEMX29fmLW9sFLxRr5Bshf9drupJ6KIc7vHpiqQKPYae7NF0wdWjGKFWGKR9UW+UUwCYugz9iR4MRuIsF3LUJSbdEcMRlYSwLyJ3cprTk+yUIn7daURXueHTRJMR0GIl1cnFnKCpAhrj47KLrvV0TdWi75ho1FKVbiIk0dI5dRG/U6T4Rnos38mi/yaKSdzE8/Lyjo050/jhHIE4RqQskI3OVIgDE9Y50SRXUFFs0fRPi7hlelni8aEjw2XmJ9GS7uce72+7du1aXV1BAdwKChYW1NEUkQXXCuoG6q7VXRsYKICDsEfH604WIC7xoSA41LKS1BYsh2/+1SJjN0qaoU9tNBIYEY6DhYPR5rDLdQAjEd5iLz1AA9WVeVSLMQ0/mZHhaPkYNNUHu8ln83VFxezZL1fcfO3MnN0f7D7zBiqml6GvYqTi5sUfOpZcukjGZEXF0tm/nl2x+rWbu16WJD4twieM67Xf3qR0xAqjYDcOl06aaZGc/CadQLBiJ+n8glQcE5Rkq4VwP8SHdJ43i4maVdNg1MBJu3hrj1ZJb8ORvOUdNm+Du6qmKwG2ZLgzKvOCz9Xald2a5H2dAu8KC5I33NnV2imHlJCrs1VISkKPS0qEFcnlkiRW9Ev29XRdqJekeh6gm+SSXauiosgnW92dvogHeYqilJA1Ufa19riTfm1lfl7ee3qci3MskYbUQhVloz+SrlxaNNOUP8bpHGuKWaV0EFSwIqHqtFDGYhRNTXqTCVmGZrTyAI1vtTVhsLEJD2kaUycMigFpGisDkqqQMS6hI5yu6SZzlKPcYNPBsnLIshsjoBa4P/+w/61rCwGPBTgfw6E1dQPXBgquXVtYV+BcM7CmYKBgzbU6QiICtq5gYN9ABO4DeEZwqDvOBh3dQ2LRRCQMCoomTmUuDojGKtRUC39TWFjoOAuaahHppKYbZ5wgZ6fUY8pI3ikFQDYuf7D7hwjHM2deW33z4pkzZz774axPSXv96Mzq1bMwkQParl2738Yu7GNdFyuKFIkXrJhYipaKmqpiaa8TgrpWgqPJJy/ddCrvlmHyVxUzyGgwoqoVyDA9O0oq/mGkNFvJI+qiOC4LRUOVGFPOVFU5xiLnVFMJQg0oHtc5KQCwaGxciWqrAeYRJ3h0EUSJDGMLB7qmqKoS2Em6BGA28FKRkVOocpLKyWDi8ByzccBwlGQYAhRD0p2iFNP4JDpYjRCMExonhhRe0DwhuMANGAF4jos0ztx06hjNOsxIYIRIDinnE737ZvwkhUna0PxNKeiVOAGKvVEX14Q1rpBm7WS4LNGanCxql3q5dqIcWLQ75N6ozgl2IwnKmMWpZYopQwjn56yXYWjEHxF+1eEj/W0qI5YH5dbnPuxHLKI8PLTwUDAGohFFYkFB+5r2OEjIsYWETkAf4BUgOSArzoECEqTB5m7zG4semlCUBaUwGCoZUzvemI3em9sgG0FKOoJFon+ccuw0/6yUZzs1yJ4/sn59S7djN2mh88wkjjOvzVqSeEBwxD223vWV74XdFz9Ka6tHiuwMjRMCHBhwVKy0jgmeVY+ShryAopSeOpXXPtmHkwY9M7XDMyH3w9JoTVuSuVVNQKrKuH2csh0NzuRbIfsUrRKD9+TmDd+Kg+BgwR8WcNZUXmd8OIwBsflmGSUHYaNwKptKyq96nNblzkJ8mhrTYkQN5bQIM9pYDodHj7AMxohGWun5bcPDbTGL1p0yC410JdVyhVLYnfix6EE1HE1X7jbdzbpyJfPKpNYE/VfuXqEbbpVcSeetwpsOD286Nob5G2xxOk32TYwtXCyNxW7lpdAX1El6sxGC1c1gfByQjXll9OU1g/O5EY37Dl0ruLZw4UBBvDkIW6io1ilgTQZfdgadwTWxujpE67VrA8LYmu41zl0lTjv2tA915Pgtu9R8dVNEhgx9KvtUr2Q5thSSCwfgeHtL4aA7aqZVORyJqwlkpo7zVn2sSJzDh5rqcpvv6m6UiYBHhN6zzz6yG3TcBxdXpyB65tlnd9t9YUAoYZP6nn1k1svKRDSa0f9xNKb8qgRMT8qjqjA0bvpWNBrfSIScmBtp+VYlxhk32g2RpXUYEcmwTA9LOCLJ25RDjJ2jc4Kk5y4fbkQ0xuOcKYj8mmrwzL6mmKxpbIsx5hLxAOYsdqEYsdCIfZxBrHHKZPITa5UBFTBsaGY+lJknFc9fntcWS2HPVE8BjX7mP1VT3Vok5o+oWkpxTbrq7p68C+3KnitYZvhknbmuoxVsgiFGDydPNl1JJw0AGjflTfTiTEAjysY0NKrMhYMQwUo9zFbEjBTR9LLAvX0Y0EiYFTU12fn5m3kL9yHYBpoGxpxjYwAzRFpdwZqxpqysYDCYFdTXOAfqQDAuXNPdlBWsWwMAlcfgGQqgkf2QOOed2Rhfn4d/dgqjsWbLFnKokmM1LN+xG5ksCMcu1CIz29iw9EZMFbYLo2vXr19e2gE4ff/5H947gwX+H3nqiTlHk3yL7+ql12D/ozPznn32qdMX5ZDQ43tAqIXeM88+9cil2SFFwnqRk+CYjsY0GoCUFt+Ax0CREkBN9f8DGo1JmcpmmEOy0o4NKzfFRGMqjwNHWcCEambj6kw0Khq39ss8QKNfjY+rhRrnUSwljyQlYUooiVG+ocJqSFFygxgxyaDkY4EnRXQpZs5hygQco1OLXCwyHluE7bL85f1j6ZkZjPZiEDiZrGWxQla6n8lGfHvF5QD43b1/9/7S2VkISgAdopPWzG/J0AmPdU1XxiMmiMb+4U1t/z4aY4TGiElJYGxZlpKIaNQY6VXFbGP2S4Fe3D70MchGdAdpMQ3sxjf7CY11TgEzRbDqFcIRHsbqmtaA7Yi1rxT7AMB1YEyuU+x2AOiYA9B4TRmykXaCEzqldHUyUw0ZLoMpHuG4nX2buDiFrp3BTJwPntU8YVpqU3orYWZ9U9vMg+tbSm3licTV3ZfmzJlz+JEPfvD+7l1y0lbuTQAe35/zCLQPdl/N4EOC1+s9cHX3+3Pef/sHc97fPeurUEhSQt/QVCUpXVO1HKtMhU3jBDDZOPyfyUY2z+aEgIkVjZRMtbUddVWMeRAadXE88Z/gZ1h5OkxUImlAX/XT4Xac4Pm8xXEDAHh0xfI5m9LNH+EYzFQPpVeZ0QXmtzTFo47yz1BoIjS6qv1mmqJqiOkCBw/E1+b1t8ViEzOlEI2qma6EolT1WxNpMOYmpsrLiMaTj2Xtvf/SlceW3ic4riEsmlCk0IK5f3cCWY7JxrE0slyTZuYWT9RUiVVg1i2gV3Dq/pSoRE0VAxyKYhdCttxX+htF0aPwhiS4p/03JhsXFjgvebLanICyAXKxXhurc9bFx+pKSuoKsmLOErIsC5xrlEuOYBa6XBcWeIZaAiwjXZKMNM4tvI83JExl1ng2xf5TbJxB9KlamVQ+X7GXlqTZMqjmc7KXL89/8mCegJVLEwnfgatXr4aXXH0gy6Fy/g71OXZTHlYGFrAWugWb13eAErQOHDgbkqRR4jcr6TajwpyhKVY0AyNSnCfV5ggo9sCmP+Q1KpNLdJhotOxLFmNUpMnUVcbZIcaqYf2JqiSmQJhiAHhMdiBHcUdDEeyi8WZbHtqNmC6FgzOCQVTwTNz2j8sWUYtRLQAjpTbCQTFmJWqA1ipp6BXVI7E0Mho9iJJugdFvZnbE17bY2pyT0agS3TSVxkFiUjNnpqB0X0Bj2HH3yt4rS5c+tvf+/T1LH8u6O2vvnPuzNlfsXVaxZ/ae+8tmVVT8ZCmh8S5oqhG/FciCtnKYZCOrrUMr1ckGDiyG7IzpZp6iySqgzwGyyfDYcUJsQwyiMR3R9IgZJdO5xvy1LaipIm9A9XV+nouycWHdtYK6rLGxfSV118hnA6DEaj1NdU5AYwmCEQMfddBiWScPARjrrtUJQzY2cSOnGMTapL8KUS/Jin0qV6ny27fUIA5hdXxLc/Jor2Qfr9/I6hrbMfl4vNY6aKvC6MwnPx7q9vkOHEjUN/QPNTQ0JHw+iog8OOr1tdT3w9KSIPZ5MtnN2+QOXzeGSyhaYOP5kIwVdPi0lpZZ9R8HOyQBZWOpkoZchmhWyEqSxvM9SNymnci6BTa9SBpTwC+lcXCsUKWE829TEQAUnPBZBUO5fiwvoIP2dV71IxpR2aT6MuS3iKVkhyaiuIjoHsOcOphApbN6UaSOgroc8YOR2RQhhhp1s5A8DBZqeg5ULOKsHsprG5vInolRXRzTODMpPsjyYeLa5ADEky5H05WlL3137+b7eze//9LSpXdnz5oNQFw26/6Dk7uXVdzfXTH75P37s+9emX3ybokzYtK+ScyvRNlYlu66w3gj06oR+YposvB1HQcW+hbMjSuS1UgFgbAkyZizjGOOz3y0G2Ez5vdrgMa1TFMtQJlYYEHRBOQ1ijNeKxkw9+Pw/mvG1gxgHGRhgYVGnMCSMymbZHOEhIydocIpncOREo19F5p7wWzEr2kR8serOjjT6ztEymY+ebDfRiE6Gy/Y+FE+NMpjKjwvhEIhXhgdNcOEO5GOQ1KPUGIXWM5gWoaUhZx0azEV85Am+lSZF4fsRsUzuXyVQWU8UiQeVlogPY3SijKmaAbmfkhPsnCl1RfCapSpoQEzVOREol7uTfYEhjskwY5FCsxXSHq9spCWwUQNgCvCGUlvUhAtuzutQIhHkX0+mQr0lBjppbGwyDRoHxTGNsto4UU2mp/X1ihOGi1EURIn0I5MsgPLCqOzRQfIxsf2fHfPa6/dvHnz6/df2ns3a9n9zfeXZd1fdn/k/v1lJyuWba7AnftL7665ghaybgYLOK59KC/vp2VUg8DMwTDIz2uZkWKKee6noQc3OL9zbCxWzeGE2OjfUmM5KpczNpaDIUi9HWTjeb/O4ZWFaMzNW8jAuLDuUDoU60hlJZcOWw8cGqirO4Q0AQbZOltz6UrmYVMM86uK5NkIScmQq2ZK81QtNNYcv53dHF7iQ700g7FS+V6kpfJyiO9FkGHqFMbH7/CjM9dvGy4dtfG2jF6A5J07d0I8AlDuLQVM9vbyoV68oHlCZXmIzUiGFzZhVMGJyqxycWluGyvB0bIjaTuFQys5Q7l1alNe+zdKycHlniLRMSYcYlKYUFPHUloNYwKDThXGa8WZGSt48Zm1K/Gu8JKkFxn1HS2BMrD4ykzzTzPg43GGmiplo5pF4FSn369Liocy/RiBKaJbY5mqwddSiTQ6kHKEmLIQTCptQiEnv1OPD+fdOmZZbONVori0cEcq6IiH/Zb8lBOuupP3X6vY+y5OpFixB+3E+2tOrrm/5v79k8Q1Q4MR51eEA2smhBNjK4cx+u90WnlWTU1aqmQjbnCRmHNC2hbTwLm2tpKSfSUgRsf2Aaj2jZXljLXlUHI+orEM3TrI9vZ1fX6ExRsHxgYWktE4sA+34fEarusODRTsY9AsGBgANbYghdCFu4ZKmRNHV4wUCQjBKEjJs4VbpjAaqy5kV5EfZ8vtLTWFzUscxRkEQHancrZyiqDC9nm+t7z/4MHh0nG+isVkwfLGIRItabJInqhoMhnEK9+kjfNWHdU0w3Gi3ciK42w7NXzLM7F6FTLEMfo/idWK1NfxOlZWrzGpARp1k5pryh6d0MjcOFhyFfTzoGbXvS1gN8az/FgtME6V4MBK0gxW9JAgxypdYHUNDt5LjKRUPz/jzjD/C3wE1S+CMKmbmILh1wmnac7TSJk/s2w47xkCgZltaGmqsQiV+6DCi2gyxiN6XI1YVenOR+JJx1GA36zXvv766x8t/vq1CpCLgMP7uMLbXdyGvvsASNibEODwx/M3bSoz9WeTmRozLUVUtp36+HjhZ6n/+CNwnrf2vdU2gDOR4xzyb4291XbsraY2qt7Vnv9Kx3mdsRSCjq4/HmkhNHqYJI+POWNUrDk+JgUx23nsGmZqg3mKVVHiJX7YEEHCOkGcdgzZWIxRU0yvOOOnyJK9OFxYNYXRqPl3VuEUJNl4c9952eDM4oPj1xE5rlXLpiABkNNx8GBeqa13AhpDVDsDBWBICKWjMTSBjsrURH6CN5W5UXllIgNHUr7hxSE0bmJoVNLlngJSBWWeqdMaSqpGa3q1HbNOwMTm8QviZKeqRmiE5lGYIuqJK0G9PW954Hw87tfi53WjHd/UIyIphlHViHcdw7wFnRN1JM5qapqfEq9fLJmDrj+Fi3AgGrWBFI0tgjMSGYroMZwT3KdtnFq26VTLwgjBMT3JUWT/iikV8e+JYxFDst3gE5WpcdmxZM7zy25+XfGdPUuXLt0zcvHejHP3WDs3w3w8TO3evbeXsUKvVgBlZf62TW2x9NLIOiv66GS8EJ2KrJpDEKeZJHUup+2tkrcAjDkLc/a9lXMMdnLeanvrCpyAmurydqqdrXOGq+uPb5JsdMZAgrIYPwjTfQP79jnHaH7fAiSqDuCsH7GxgbFrAyUDWBFkDMTowu76UlZ2yKRtIBzteAHZd4YHq6ay3egeHBx8lViq0JrDV5OoYgJi7KYLx2rWpVtElRA9HaZstE0Qjcjv5IX/AI1pcnBicIMQw09gyinfIhvJV2PKxkmRfoNppexzK3aUP/Ao2Cc9+dvQqArIdNbbxy0zLq4GqXCwTh/Og6O0wlWP5S3/suw8dJedp1kKPDk5cNUjGuOUS0iiQudAKIK05uJcmVo2nrzEwaVcTZ9Vj3MxSq6Ij6XcMir8rh5DB/nQFHO2OVP957nIsbxTeQvb0l07flZpNDI+jxqbOobTTHYaBkDLVNmx+/S9xZf3/OCll777ne/uuTxjxrzLlxeD2grLvcvYcPJEWL0xY8a5ZVnptFdA46a8b6DRFNBU8zHFUsVAhsb8xjnVbW1vgVQEIC489tax/1GCcGxqa2vC6G5gLaCRUVY5JVzzR6aprtTHSP3ctw9BCWjEaehgB3FIj4cGYrF9+5hJeQhO23etoHvIZtoUUoq9CZcNZtNm19RMZbuxKhsZ44UmAwADHA60HFlQw5tMbxjswJu3OJmYeXDTtlJbKJ1tTZoqzzTVfweN0reiMWUj8pYLR0or4jKpGICH4o2bblnBRCvvUQrxiDy73V4ULLIX2XEkwfk5aG4OpmuOjyweY5ynCjquFjJYNkfKeAQlycAiU6ouBMDK1dV4jiFy8YX9LYE2zGyKlXkQjNVEojFYoI0qPGHcQpMMUTI4s4xpLB2NLJkLs3/j6DlF5JmGWrwdhG11vKlMdY6l2W9jKyOxtuHleQvHysyCUuTXjKVlVKUinTkqp2njaMzR5AeX7u2Yd3n1S+9/97svvfTuZzsAjfcv/2zx5ncvX763+fLlrzd/ff/y5s3vbn5jx7wZlzdrE9G4bSIaYwyNEROOokVlwDVVbOTEaiNnH4rCtmOgn751rAlkI4rKpqYcnFrLs3Ztd5vKVGnUVMmLs1CvJtEIKwAizi0i+DxqXNTjTTjdwEDJ2FiOZAAsB/alIDvQ3TB6nvEyGG2DqavwD0fqwoODU1k2FhJnHC3HLVtuD35lx6pxZh2+VNU4s2g21XT2UzXrnFGSjSF+YguZNibNhJPCIDkdx8GoTEDjeLCf2ZKTROG49soIARKAg2RjwCLoWLJxoK6AMauQWEwOuEMFZrIO5enUsZNJ1HlMchxbK2KGGDQTjnWTZ5WFpYWR3YJTPmBJeR3n3GqqbxayzBYMprayUi2Ce5lFQa0oK8tJPX7oc+LdGWSEr6BGh+BJEeynLAo8A97TD2fBQVbrAnkXa5qcV5rWxIbrh8cw5HeFliwz9SJoOVzIgcLoPvFUaW+/Bmg8MOvcvBlvvHv5/Zdeunl58Yp5gDmSjZ9dfuMeiMTFKBtBTi6eAWhcBh8o7rciJlo1k41ppThEeismGSN+9vNhZBHeDn42KlmZ42lbmNPWVnLsWFvbvreOHYPtHGxLY1c4PbD2lY4yk2MbdGT/MbcfwKUbMQTYIfjjBuquNQ0MjCm8E5RSUExLSmiuVqcgc/uYBwelZd21goW+ocBKjTRek9IIf55HCYXEOm0QdL2pLBtJMhYy1vjgg7PJEEv7MVjSscjC4VaEFbWMOOf355QePLi+u95Vn8AbTb9O0wSY23igHhoeTfgSSG7Ffh9rVF3RgYUWcbEaTjqcTO2lCjOm97Eqjt6Og3/YVuot95aXy3gjP5McqkPEUQrOyQK8pUORmsSnErBMlrrpowXpffRB8QFoS1xLmi81X/qgsvmDwcJmNqfnbWh9tJyYc+ltJB5dsm6sXXob15XQwRZqH0D/pDYnbZ3WLs76ttPGD8MJlZfmjFy6dPPmRZo0GGcgwjayDNrmrM2br+Ata3PWsqygZk64QZTYCNiNF7HG2sWbFSOz5hy+NwMUUjAU7x1+/tzzYDKi3Qg2IxZpmzHj8OasFFkWEVnNZKOTMqqQsMdRogvFLnCIFs1KrvQEkXHfIupoNWCvZOEAKKxNOSU5A4jEpTmPlZQ0ibq09unu86bkDdYjGhdeK2gaoHwpjO8PDFCMXwnilD11tIPUnFgwdo3SHQtowTwPQCMxh1OyEVUOiXeEHVGwu6YyGtFgZPmNhZTpOJg2GYfrW1s94m7mwW3bSgU+NGpJQJlijejLgYvb8sOyqL5sCcrJZTektCiHxJhxUkoOWhG9iSxyDCR+iWg0qVGpZq8jWWi2Q98EY4ESGp+nyiKqMg+A1NzXtw7a/nXr6DHVfgfLQ+vWPbQfVuse2v72aSwrOLEdPmf1naZHWFM7d5r1nD6d2me7WJgQDh3GEw6z51vH8OVOn05/7cPsMHYevrdhw4Z7GxBCM+7d2/B8WrtobVwCPJqkIpHjgomou5Lqkn5wG0aVE9tPnIbt27AUwmMlrG+foFZ5Yvvp3UElgBpCypjO37SpUddVjP7HqNK4GGOTeTCnnmI6komJJ6psAiC/pPlzljJxSPelORx39y6mjIi68OHTLSbZWzNc2X9s7V/o1EhJQIp4U5ZTC6ImYo87s/SseLBJ89cFNX9JFvqMMPYP4jlrbM1YxDlWPxQw620KlsnhMUIOt9vlxlmQpzIamTsVNFVQVQtBx8LJTqy5OKyHCbk2OHaerz64ab2NaaqhUJpXVbYoNqisWmi0DMd0O5GfhESFCosr3yhTxZszwCnjBUIDB08dvKVI6Vg0EI0m/FiueAqLJkbrDqFhYcY3PelzVomezOY+wNuCdQ/hikHwoYcWwN5DhEVc4MiC7SvOrVixYwW1GVQIdAZ7hM4d51ak2g5rtWPFN9qMf+fxW1v6wRk7fj7j5zt+/vN5M9gyuaHge/7isizVYq6r/iwb7+29eiBZjNWNdhUfOPug2Oc9ejQZ9hXLSV+x76jv6NEHyQe7kr5kWA5yZTllqaLl/kgjaaoqY7STjmpQTNQyXwzzbYgejvXRS5wAx0zVz43mcDn+peVLc/w5OWKT9tiVu4/dveLPDApPP23LMYu7Ga5VfzySWIi6Oyn6a+rW6LBhB2AqQdDfdYBn0F4C4HTCfVkMT1KWodGgBNeMNTcEWPFC0aobrxiCIxqNhqNTHY3ovtnC4o1bsg8clbEyTlq6n5WwMh7sQEUmHsCJOGQbyD3LgcOHmBsHIBoiPotlOLLpVCfX+eel8UK8FlecN4OMWON/p4SUPLsUUojAk8bOCwRmglxu9wQkM44oEYmPDMaSQ6DfHGKW46FfESavFRxitqQhmPQ4QUkvoNMO33Zw3f7fAf6gEQrZDe7Uk1oteOqpb4HMUyu+P7nr3ERQpk781nbOOn989xziHG8ISJCN9L7n0pF3b8a5CVg8Az0bNoBszAJw5MRZedO4AGq8D+fugb/IJvM20uxluZ4348iy3CHbbB2w7g+mpY1Qq962bXkbBVWYK9fp5CbkkBisnDF5jURZFK80UeZWVuaVrzL9V4xqya9hGuXdxzB1kuMyNV145Z872rFOn6gHQz01/+16XtvCgbE1CwcW1o30XVqD05evGRurWzh2DbrWDJiaawEmdQwMDFxrW7NwzTXovrZGCHoEVrBID6VGVW84HI3SdPJTGY3kvjHb7S2Fze6wy0ponNgovRHNPnxI9IO22MELLOIYSvfiIDGOoGhiktTXfw+Nlnw0maaSFYMIsIQrRfAoVoHtlLXnGd2UN1xKFeVIViIg7YjGukNr/CUldaDX1NU9/HBJycMlkZKCEj+oWnV+ranAMCf8kVjY0cxKxmlzjbMHlmxft4AhbsH3t39/wfdp+/u4QZtsnzZgMdsC6/B4F3Vj3/cnNvZq/1mn+RbpPdYLfn/B91PvsiD9RPYRWM/zu7JwPiiTt4qWnBZXMFrDGAKc6TLmzRrjOGOpGWKVTWr7eIS5etsmQqO5ACzF9PI6mhwxszoxudqraVfqMGcZxCCmL4vS3ZKTdbCfiQjNzMRPogdyXymNm9VCgq7s564P9Q81uBoa+oea+7afuNQ81DM05EJvw9DQUAMcG2roh9XQEO7Dur4bjjQPdXd3V8pCEKU1WK4KkxQqlhrqcbsHu7q6srP/f4LG2tt37Gioc9o3m0mb1IOwCurVgSN/WM9kI5+Gx5AV/jdjjiHhP0GjMo5FuEeMVIlxW7mtwwZttH10NGEbHbXZeFhsyIUdLc27lVea9Pm85RkZGeXlXm85vKs8VnCypK6kwGnYDUNzFjjrCvx1gMy6awUlBsBTO2RnXCBJZm+TqhEAeg53539WglF1Gm5PmW37AlyzXVxvf2L7duyjnu3WWU8RgLeP9yxgnbhewU6m+2mzL70hiNh5K+Ck06dZ3/ef+kZbsN08+tT4h1uQ+gjbYSGh/rvKzCxd9bOZRc36Npzm4aiiMqAR77ijSQxEcVzwz4YjgumbMadKhJ32fIbGVIAjkoyMg1HV+Zg5Fx6+TQhz/DNLEHpX7mNJgaUlV+6exI27fu3XcCiTa9dta9eWnmcpJ/5gompa7lBubmvXm2/mdm5Z99DpOZWFb3Z1fdiZez03tzM3N3ctLLC59vp13Fj75qrH/+nxac+9U/Nc35bbD+zBuEbF6EImhSrk4H3o0+gB+Rid0prqbQuQfdmF4QdMUzXn3BifdDxNX8UwR07jzIPbOgQb3zuZGjdRNppo5P9D2ahYCuqYJLCsZk+ALy29detWaeOtW6O20sZAINB+C1cBW+DW6K3hW7feqy4vHwVldTSArd0jCE3MRgRA1h0CaViA+XGgtzo1Z1NJAYjKQ2KIfQRZM6FoaauKpIVCsyr7KtGj8Wdo6/6M1iN6cai9/rvXX4eHdU98MOf9S7vnPIF9eAiU2ddxwQZr3DX31p14CNuCPwOGH3niiRMn/hXu7MUANfi0h/ARX/gh1hbQIXohZrPC/oLf4bnbT5yofLuycgE97XfYj8YsfjbahrZ93Z9P9K3r27IkYlAetGU5IvI0D0uuoumPEY/wJzI0Ihg1K3IlUAa0SbaipZE0Ved4hEMNpeZfxaR+nBiZ0bU9OB88FXDJzETxiCIx88pjd5uuaJm/1jK1TDsmw4jttrXrS02fqmb4XD0916935vZcX9RT2PfQgu33LjX3DPV05fa0Xl90fdGi6ygPr+cDHvPhEZZFDQ09PT2tuV2dhX2X5Cys66ejpkpoFBw8T1MeYuGK8JSPN1IVDmjNzVEXaKRYLg6n3Cj2FScnNx/0eZOJJ/+wzWZpqmnKatIEIWLSQiQD4yROqjypsjgopBFBsugyAaH0y47SW6XLb9lKb9lavmzJa2kJlAI4O74MtDTmfZm3KRBouVW6MjDaEfhydLSlo0NOdg4WFlYNDr6Kt1cHs18drILNFxzFg46/DrtfiL5gDxEcBU2i2qss9ZhKV2VgnkbxIDq0bl84XltbO3/6/K1w/8WN2uM3jkObD/e+2ttLrj44O/to4fTa/ftr90/fP3369P1zH507d+PcR6HNffT1ubgHO3Bo/35A1vTbP77948Lbt4/fLoQFnjXe5r6+H07aup89Fdr+1/ev+zEsv6BDqbZu/48LP9h9dNeSLX21fbX7a4+vwwds0+fiurb2x7U4ecPt29lVvphqlbIy61ehv8SsYMAmHVDZ/OUmCtXUKMtrk/jnTDamT83hl1Rz1lKOEiYwLM0mEfdbLEIwFbMAkplXQGzawVqENZfJiQrOu6cHbevX3lppfjwjSUGvRfWJFp+vEIyE758bueSrb+mpr8dIWAIO+igg1kOBsRaMkiXQWHL1LAE0PsgKouGocRILcCRlgSYFRjRObdnIOHFYqgpwebVXJi6ZoUxudjPVEY5Kdrs0OvPg+jxfN7Mkx5uXkhzH52zDuKHF6JEpVRkbuhK8Jgfd7JKFpEegSonsbuvo+LLUVhq49WVHy5e3RjsAi8tvdZQGugGh73355ZfHniktLc0LLG98pqP8mWcCo6NeX+2W48drMVGzlhJS7jgO3HGdDWc6BjOLX2jK5I5nIh1e9npjNHagIDdHDpn3ySFJiq7KvnCh5kINtePzYTUN2nG419yYhtvZLl8S7NnwtBs3bsyfP//z+S+++OIXv/3txl9SQzw+Cg9/s/Fvfvn/wFOmz906fdoNXC5M65r2Tg0+qRaeBs+a/8X0R6cD2ud/8eLGX8ICr/HbjVsf3Qq3Rzdu3Lj1C3hhPLN2/vELtVvcS4pDhtwFH+DGfPg80KZRm38DW+2N2tobx2uP12QPJiOaErT/uqjo10WZmUVWHpfoScu5osaLk3KxDDHJytCOl84zAvnb8o7hZK6qNV2pJzVrMs0OF0k5cVTVRGMmANBvKBHUYQ0siaMZONezwCZw6cgFTTXCyvQqbL6yhnqfz/Ggct1DCxacvrjLl2iJ+ia1MK2L2bWFTotw84nCymZnUBMx3igwTVWSkgmHC/AIaGyYyrKRlcTJvl1VWLWlavBALxqO3Phssf7JzclmbMg5iJqqMIkizrN8jRDJxtCE3MK02KJiaqpKegVHXlQFwaSFe0A2tnSM3gqUdnSMlo6OdtieKW8ETbX0VmPprZ8Gvsx75uByEJy2jp82dlSXglXZX14qF9fuR/lR03cclpq+2iVXl7xwNbxlsLa2eUth8wtXazIEnGBE4o2QxzBTB9nVqQR9Aq8YxdGou/XVquzsLQDGmvk1aa0WkFkzLduRTEqG6ABgzb9hwuqLrY/+8m/G4fjLX27c+Jcb/2bjFy9Onz53+vQvoM3/As5+8cVpNS9+kf3i/OPzv4CXno9QxYNfAHrhKRsffXTjo4BHbL/cuvWL+QyNgLf50y80X80QRGWQ0AifDMB4fFrttFqEJoCz5sKFLdlV8KkL3TKgYOeuPXsqvq7YuywzS8PMDpxz1axKnXKJKikiX6oKqpCqXGAZhgHmUzW5sVgNWUyvpYz1VE04alh2iuX+6jiHI2MCGQTiUFLO4L2Uw6Z3rF1767zOMqFETFnnYRQUZCH0oA/08dMXR2RbeYLGZ7PhtkNGr31IkAw9qEiCnHywpO9EZXMwS0P+PdiNHNHwZZzvF+BIc3RP6WxjECjH+3DM3ZKd3exyFPvMuTcyMuTxHCozsogNcx358iPoU7UJvZbFSEf4UNLM1k1hNISa6sR6VIQ+OZ0bjmw1VaIJqVgCojJqs43aAui+GW0c7SgvB7W1o8UGwnF5R3lj/vJNyztKbS0t1YFyW0dLaQtYjrK9FnQ4dsMFFc7pcO/bvwXWPwaBeQALbCkhkQrjeEQz/I9rPSnw9mDvAVd0cLCq6sKFC/Bj3Kg5Pg2uffhdakg2wnb2g6NndxZlfpINrzx/OmtbUR7+F8DifyHZ+ChgEvD5y+m1oMTOnb+VzpmfPf/49OzCaYVV2bWv1mypOl5YOxeOboU2nQCIqipBku3Qc9hSO3169guOv7aLhhsEPywg/2tQEsI2fDv803C2PxhKq6rcvFPUrr720N8/8sjf//C1zKwsqm1nTKy0yjTV8bkByEaMazzVsUtXVT3oU50wlxVnFSMg2agTDwfnhdXUCIcsQpqK2dC5CM4iQPOzGnZH2CEniwWvz1Hv62jJs9mC5A0kKRw0DB594sEHtyu3zzkxUhH0KLLdyqUz09/K03NvcDCVL/Wd6HvdEWSeBpkup5AXFVQYTHs63e6eqRzhAEWntnbajdr5tdNqsrc47oQwxscCChQtJzlH0NpppcojMm2AxuX8HZtsgZE9CklK4bCY4yFKdAS7URImlodTJHnCZI2SIlLyE6uPAT99CJDO2yTBliHI5TxOSCxQCQ+bACBtWb4cJCI/KssSvS2OFxlSsSPjrCyf/SRZnPFJ8ihmS/cqvdBxFJbknb8+u5O07FBEYdOpmlpZNdiPGowhSjCUdIQJjl2osd5A/IHgoQY/DSC06sAnsl3U+WxQMadv3fqXX/wlofG/gHZJopFk4y8fBXBu/MsbcAhABSIUbtmD0+Z3DmZf6KrK7qzqzD5etQUFJ7zE1o0b/8Z6KiqqGx8FQQndf7kVxOb0L1A8Ts+OOmRFM66Cwgya6zQUjoDHWsLkcfiQWy4AGqvARm6Wm7jM979esOAHX5955LW9Wcx49GiTTcKJaGROG+EbicvtDI1pyZdxosghI1Z1xjiOquFQycqIFsEjMSxbDL9wwuUFxf9lUJN84V66XEJg8GWElCBKSM4qPU5FMXGKgKLCysq+OdtnZwXjmjCeRcPiMRKeZjkTQesN2i+te6iv74EW1HTkqVLhIt5HbExo7gZXuGEKo3Ga2XD4DwtFdtGst+SMRCbM1MAYyilaTtnMfwM0pntTWW2AJD8h8m86VQVpcrEKZSIaPVKEl8bnqPMgBcfj0XQBI45mWrcpWIWVgf6h/OVUkyPBh8wwiaBJ9pDdbt8phXbyGTtDws6QnQ9xkkx9O3dKn3xFSWKCoBn2CbWMAZRNSfg0oiRnuMJR92AnqH0XLtww7Uc0JbOnkZisKpZ77boe6pxvti/mTyftEuG0cSv5cHAf5ORGQONcQFwtoRH03vm1N0DfBTkGrzd/y3QLjdQYGB+1tjfCoRdpQdNyelfYJxua6JgGELxRc6EWZeRxFNo3piEY4dMRGqsG3bKTy3r/O6ufeOLZZ3/49d5lWo5GaIyz2Q3NuuRaGhrHW+gbPbfS0Yhik1MUXcXYI9Xj0GgOARKTuii43I4kL8Nw5ioOy0kZ/0qPnEjwiqixQuQE+3hc4X0Cp1po5DQJp+mYva65sq+ysgIZ9SFW6J1NqoGhUEk3K5VQuD8YLFrS1zersm92UAsiXAWUsxJYlI4EtajLVZ+YwmiEwboTxEHVha7BQXexD4twZFCqP1NLLakYQvsPuTEe8uhIgZkH/62bD6XJRlox2Tip8Xw6Fs0MKN7KFKY+oUnRI35SYhgcsS6mwhmSR8B6N4whRzqsoEQ8gEYbFYkzQpgehXqMoMkGpTZiEa2kRFuyAjo1eZ3gox/Ao4YiMWMxNXGDqBu62MQrIUMEeVzsirpNOE67gP6c4+i+qb3xInpMaquO9vYqmiZEa9EhAyh7cTpD49xHyZn6+uuw3k/Imlu7fz/5PH9Ru78Wb4AwVC3Z1vS5eJDgCAbk3I1zyRMLW1vptaaD1fmiCfjp86vCvpDh1w/gG34xH5FYc5xgWIvqMwhuUzSCbIxpme//6LMf/Wg13EE2ojc17iFNNZ6aDUMzfarW9KMMqIKqapPRuO2ZsrQKdbrhwCvdl+QVPS5ySg8AUL6DakkS9FAZKwSF6t0u2BKJQB4ZiyDFtcSpA0ijnVWD0US3VxAMznLkIu8bZWNwV9+l29sr5yxDim3IFInMrMdZbqwcN/ZvBe2FfX2V6yofMNEoCni98OTpQc4KoBEgOZWzjc0GY6s7muyVey3jkNXgYBM2gg05PvM4TT7uJU3VmjvGgmNKNqanN4JslMZTiC1mKc9Y3wpLFC6BMbdJG3DqZmUFIwlYc6qKxx6JiDSLuBAysxnrFKG7rbGDarkZvXaPgXgElPGhJi2oBFHSyhL0KiEMIzZpVKXBrhyQwPgyJKPEMEr8ZjU4VIcMA7QtZ4RHVXln0gfC0d2Juup89JOAwoCX+wW86o/XABpDhqbZo9OYF+cGCK/9iEJczDb39detfbzvx8392Ak4pa3ptGGeS082b3SnNh11VHoDdMJWhYtDop8rxrHhBghFFoFBLbZ2HIxVg51MU/3Bjz777LMfffTZjy5fQdlIaNRSkcU0NE6AI0NjOh7j5MUxq0qigWiEsnvoWjcjELIESpQeckRdScmwqk06ieIcUcWQo6Gzc9Ad9mJ9WEMMKoaod7+51sORqWmhUQzB35D1oA9Mwe2zirKMoMg0VTFVB06UrCJeZG8G9aK+vhMnTsy6FAyi60gXqLAX8sOwJD7KxoRrKqORuLbQBntcjmKNytPimDZmlTPG1oQL22T9zqayPECjbHp2qA4OuWso+m+ajONuHFlg1VPTNdWQ6VsFoIkRReWkiNPjSrC4h2jwiaTsFVDy8TDcyoj/JJ9w+JJyKCjrceHDei/FTOAMHueOQX6sM2SFUETZi66oKC87JQcYMcjIFGEtwGmgPMGgIZOj16DwhqTAWxcbmtErJMNu0BMudIFsNE1GUAOzV2XjZV9zfPCTUKhI8ythjC5MZ6JrOov9P8QYAA+9ntYm7s61IGs+Tjh1wnkgG6en+VSrXMWSGNGS01A5NdVnMhhBNmJXbe3xC9mg1zS7M2Jq1pxnn/0Ib0w2QlPMiQ05czodVdN5orOl9nG6DGEy9UoNbDsIshGxhcqoIsjhaWD4dnV1dra6oyx7zuGLlTibYjgLljOmGjKIwK5oIgNMhQOu8GA2aOPTsud38uS71rSVLR+u9cTNiRZp0gwRRJuoZ+1ad2nd9hMjy4KAWF40DUbOnOReMpP8mVWBaKys3F45sitI/DAPDCwiz+iaCcTjVJeNlCQVDofdzWFHOEyFjcdD/iASWXEqUFwBX1T0H+dDBa0VNNVhn6/7wIRoIyUpsmCjg/isDgzZek12K+kSFuU1Qbo+3JK6U+WQjC6OmTXJsBoZ54xgloAoRnS1CaecUbUIzjzfBDqQoTsHxpBC2eRXKSkXbhGWnsvq8MaasKhpJMI1aWaZNWb1UhBbxaSUJj8O+tYc9jEx5DO4TN4uyD4yHQGSx7NJKl4ALGb/v9y9f3Aad5YvqrfPUZatUau8b9YyF1h2VLciZ7CwFcnaCvJsBDUzz9gWDqr2JAFHROHGAjmslXCRB6uIkCIeVYp2mLFuqnbApAgLViFmNIgwGUuxIsaaGClkKSli9GJrVyuSDCI4kisWLBtnUN45324kOXP3vr99vw1Nd9OA1P39fD/nnO/5QdAYV2Wm3VZL+3xBWoUzjmkCRmfJEWcbcztg3KZLlvaYt8kWInV2GD/s3LNDrOxXCFgpFcVhrYQG8gEpvhyEZm16G4rMtAv8WVSIpgMgXIcynfImx/qhd9/953/913/+53fvHfaoUWgp7lLu2Ri3IivH7HpH497JZ0R8iz2vg954qVAYJw5zON+vqSwz3pCkcP4UfhSRSR/zyYUxuDgBBajn7nKhTCVQmabQkSQrys6iE4PWMKJpJlXmgs/2vvDeeaZkQnOpyhtOUDgWQfTcM7F2GmFH0Ng8zppuAINopiFk6SCahaM70QqK4+K9CuKXV/CNN3uIlKphQmiTvQ82GsmwD8oRFYMLiqGJXuLtRmTPUoFxRkhVikGnxKl8MUYA//Lib76UfyP4H2cZ5dumG5xdRwxfQW98svz87M/PlhpJe/JvP//52U8/YeSnZjSUY1ZC9DBmA9iJfMKGOTNpJoJNTQ7oHWQSmZn7BJi2B9G6NECIfZ4tXY8JDMYHSMQPnPlJe7C9GS3vzfNN4wPEu4/1eZ7HoaB9QOyzFNxcD3QpKRpyAqBHIzESbqRCKsSlKjNn5VrmmwpSFaBRC2BJEVtNSd5EILFapMDJyyYY4IF22AgaIb+M7ySGHXIKf3hYl8hmeTxTwmRyMhBu3G6gN0qYyf80SMu0sJzb3NTuRRimVawZ1aSKE4sv/G2AxQzqupmkHPTG+h/9LaLxb949zWHkU9+O/FkqAaK+cmWXfzip3+G5wmY2vlLKe0X0RtbHDj1CfdJKo9GQqgunDVqBAbRgEKI7LTWxDM4lmbLZMPzL+YRTl0/kWZ/CnkiPk193dwi1BrXVc+mRF1549pPtzCMkp0cBbliFvXVxT8/1e6cr4D6rS6UYWZ9Fn3c78YPHA33Ja0+IeiJ9i9wKxg2hUPAmh+CfpwPY6ECcDtGhBxiNRmNdnbGsrEzlaB9gQxpJnof7i28w9TjYwhyEUB5584+PAPTY7I6l4GI3E1HFqJ4MVMcHGP8q+OTX2wIw7BzBFGCwHPGERuKgn6lCoXhbvC0UAjZqwy0qFII9oCbABWCDirfReNVldJxuo9vghDa49khdVfA2FWoLxEM4OwFH4AN0CFsgRL4OvhW/Ab5M1Ya4aour4Bi8Um2hNlp2RFpoz8H47ebC7dYIGbuqKoQ4jBNBlSLAVMkQjU1NFiGiUZAyp8zAjToCL0Z9JJtGI99gNuvDYQBeI05WmCvhidMeOHdh7uLD1eYLGsnUIVECDWV8xozD4lRgxvmNlIClR5vU6wsCGnFyI83IqcSUinYmHCloAkdZJpN0Axr9m4jGv/3bjtM43UjQuG1LLeVc9bV/w37a3qwmONxJQQd646OIxnbWE8di4cZuQFcxGNJaszYMWOQJiNUJ/uxslnHWI667jDPuUd1R9LDX6fh1dW1fWZotDofjmd4fv3CJqcHHyJ6MFWfcIWpt3dPQsHbaYUErzrjlvrzvnubSXAeKrI7xLZE9Ub+1uCUK0RRo7zmLV1MkkpeGaI5J1GkfYDSWsU1AymRoXFhsw1sOy05uVCLBeFi3GpKRDQaqR869+cjjJRRuZ111e0u22O06wW5v54bVur4kdrnErhjW7ICmiCkUik5odtstW8ZGU7SJ6WXQO/U4A0pm72ETOqwen1o0JGq10P9kyX648DTxH1VJQGgMg+6kB6FR79Q7BXqtXi/AR5ce5xAEsAUr6NR6XOAMvYBsadFIijN2PFPWNrbR7uI0c+DfmysvChlZlWFFClCNmqSKouOmzDSXy2lq4kjDWjSpomFVqyWepqm0wQA4Gubzy4z8OkRjOswbdvL5AMZKnDxEjwADbMKOEdHY6EyYwmT2XgsHWCibDfiW0wk47GKUUlwFgBsBjeW79EZGpVUxWi1N4JiRzSRBUi1Enztx4n/864kTJzgVjALoK5lNrzCVXBmv8W9mRf6TSY875y/+PaARo1lJQUqLNSbgG4yVBq1WYMo6kf2GWWU5okP/efRx1xF396PEkV23Z3Z4WGuuq7smfIbJOPTIj194dXy70CIxornHxx2ORDRytAfR6BgPuh331dFstmzXZGCKEwU19lbR4mLfIpq+qXRaqVay3piMJSeJ/qz/G6BR2yff2AU+NetbU5JWvUzycS+GkaPcqvzOxTcv7t0lpW7j0s1wI3GOQ3F3rsC9+d23v3szWHHkz784crPiJoipX7APrCcIL0sxOp6hsMNTWA3ERE1RomwWfWdBBAIlhDIJtOjBjRZGWXJGmpOOSPSqsMQswElw6NRT8ImprEgkmhJNZadwj5c28bS8cDhumkJveBumqJwiC6a6sYmy+DkYASSCKVv32ZtfCAucgtuD/66YIUcUApnODi9VVXEAfWbaCrho4izDjxIfUYHEiWAsMwhoQ8pMEFXGB9QJ4OR4GIRPvplBYApwxq8kmwwaoaOacB4/HJaAAGgmCqTJBN+BfjkCScmGA/KwJLPs9V0BbsSflIRxjpGxMIHeiJotY0/FkHdAo8Wy9fzLbOMwtlTftkm1NMPBoDG4e2n2fOPAlTuPX/z7x3/H1Ja8gmj02gV8FKmdzmEE4iwTh4LabyRPYlOcs7MYvdIDomo+AosTL0eqru7uMcZD9tKHwI3jwd3VC8YBjUFHorXn6NHrC6cxwZ/bcn9ZW0TjNlUixyrsra2Lii27ImYPiNIqIUmoxFgtgBs1SYTkA45G7CBaXwU69wbHd8xqaNRiCjizzhBog7Owcv1TF9/8+73b3LhtD9jmRsacKndz5rmuYPDmzSPtwZvf/e4RVBnfPksA+QXWFhz44sjZihjKWbYAAHLKNJU1UYAcm6gEHlxlTSaeCX3BZDG05vWPpNJVWuLsGQbNC4CbnSJL6UO2LA9AnUBkwycB0TbyRTZoohWbDR6YAgi+FqgpbLt58+zbYxwLohHNrcSQg7McOLOhqsL5dRUmZI/bx9yEG4XEb5t4gTslADk+uquGtYQbjQajWZJG51HTsLORAaOhEpizzEh2zKltbkQHPECkoI5vJnYeiQDfQTQKGAsOcQkXBKSgN7YHy4mkSnxUgdQBlFVVjNpYklQJGluktesnu0+evHkT1WVGUm1m62hsFx1l0LgLe4jGYPA+OAIaLxJuJJo5yI9Fu5ON/pplQr72MAFlw8ORBKF2AerEaLnRO8M8PTxAXTZK7tbVSRluvPTley+8eqlUXYFBG+FG52Li6NHRhdOXYFu+2y0Dn+pd5abRimMXATdubW3Ze5Myukol3cYiUqMmB9wo/N9CUt3AXM0YnsH17MoA7NiV0InJcDiOCZDGm596E7jR+80Ejru5EdnRN3+znWPlWq3uuY05kFeDWPF6YAAf0Nrbb97krq8vAxhBEacBjNl8FqOQYIUbCKQ8LnAon9fx7MGmr48MnLXEw0gOYWdWx9Pl89kI0GF2akW0Ak2ED9FKdgVjmOCdLA04xDdWWqMr0RUbPFujUdjGjZXISra1r3briy/eFtcWuIhGt7wc/eMAe9DRsaujWYCOEzSipArcGFyOq4hNFSVVwgDopmrko72Ub+QDGsOgnFJZkFQbUVAFNKIMimpjJSibRG8cboShIk4m8sNm8lFnFoYXs5kx/LA2VS0uGXSMm7/iRXcgLeuph8ME+jKi0zgFaBzCxIUx+fx4oe2Jjx4688SZ239obsbQ4mCzL1iqmF6a1QA0Nl+5fz6j2bPDnWz8FaDx8V8FiVcqxlEVhHYQPksoJKGcw4yBeFiUQCiyPkXDjE+DWY++g2bj3bt363ItpPM4AI2XxrcnD9lokubxYCLas6enY8ERLJDwkh0fqcJ9aCQmVYeiNdG6uHXvKoyZ9oyqTarZRiNSo/BB50YSfgD0aNgqisvLmQl+VBvLy0uxTl6iRjKC6hyzXywvf+RNVlLd7QWHUq6ckXI9arna196+NFnBcSWTnWTuBJMkCoXLy0LQHtHlfjknlXZmGCyiR5Ao4scIfFga4HkofygSmZjYD9uHGvY3+CN9NzHj7VlHVqSgMp2KCLwLx3sORQ71zB6Cz0w09Ewc6oGP74eVP6+L+Cci9Uvv4JdA2z8xEenpOYQbGI9fOggqzmlA41JtwUcKkMx5QXNMwsBLGkISXZUAjDRlX+L6gk0DQSGIim0BeAd9fAGBZUiIaZMTaRLkVAQjJqgFbsT4KKYRKw7GdxgIcp3DYW2YplQYkCFhgYyT+gItOgigZyuKySQKi6CxPegF4Km06IfAeuDEVazBFy1VIZrKJN1NBfmZM0/cfuWJj25fbmkhOeExj1PLN8Kn1NtcU0roYPFYvoGT8b2gN75qYb1gLAWuwu7cnrFxgnyK9hvGA0mUbQTkCcIpHEtgBDLzEZGV5kZzo7Gy69rdHPmFlpbPf/zCZ+gORZwxmFYOz1oRqJs9o2snC0AHyvsnpT0e93254WutotbI4uJWRcWdCq89EA/FyCwjTpThU5qbyeUeaM84Ynuk4hKtZ3x7DC3NCQENIhVuC/HsFCwGmxaeevPixdeURaUGREchCWzEHXxqxExUo9wRrF2qOPvFkRobdJrMDEkihAoOFhsIBOAxhFMJSD/QpZCIRIn6iYkGTFmIySuOHu3BrIZPTzxNkln4Tz6PaW+PcEUixZbIvnUg0tBwHdNd7KS+gJ1SIovrDfjp69dPnF6b6Gl4GjM9TVx/+Ch+OWZ8gpOZ58N7/Pdefv6LLy5wCwUvJsZSuxnNMUDjEEGzoKQw34qsaC0waKRnZLJAII6iKrCapCslEYQp7KlONC2p0OgzRTlBcN2FRtgmYisJvgJJVRunp+IUyKopYkl1CgBqAiKowhfSGcCXLADyMHBjuW+8vbkc/eAIGtEqzKAxzppUZeTCxjyAxnRSqnw917XaRhw7QYzxBXfC49gZf0+pKlzJwtk87hvflmPZDUDjx7/D0h5BMlHvE9q1aCNmPGwZE3CZ8cYNQGOrqdGcytCqdCbbODzr5NlM4bCwnNKjydWYTo+UP0Oc9C99/uNf/roU4MwqPupgc3uFAiTgowunT98ZhwO7s03A7xZ8u13Ix4Pc1kSitXWj4s78vFcmioeSvayDKptddEj6YEdUMTFFnmSMux2SSlx0v5l/477avfDyfbTiYDBaqEsVAmwNIcwCgYCQUSK9cst8sLbiJlppbi7LYkmpSyMmzaVxCYEhpdLSFSQeB7kYNlEE6AsakBzQWw9hNf/ExKh/1L94+vmB57/+9OvjQjuoDS7x1tbiYn39aL0fWis0eBntGO1ora+v76jvWFhcWOyrX+hYOHCyb3F0YQH2FxYOrEE7ceKtE2+9Bet7b2E7eXqRVOB+ksv1zWFGdKvbW46aY4DO0AwcQ6hD0rRMFpt2Izc2C+PxkVBbfKSqC0RV3bCBX5k2AwrJnKEZjoWZsl/Id9to5BNuBGo0M5GQw1oT1QaAgu9PlSE3CrQ0VSUAeEN3l6QAi/CLGXQxQDRagpYiIlFbioYucSMDRqYlrfMFdVUg0Ov9SqPsx2BfxJ6PTUp9ZUcS9eye7mDqnrewG9vK4529Fy9+/DtiACJoVAtjEnSSDYclAsx70IjxJ2aQuxuHoyatiQ5X0fE0n+iNyyAIycUZCUDXUNk2MuQhxRUBjd/65auXHDvjOvQ1uaXgcJxsPdrTceKt0+gj4N416pPQU88uvXE86FhvbY20ihyAxoqifSgeyrEJsktB7iRa+YFGIymYnrQTJxkX/E9itqh4eZGVUrclVrl3jp1a9MpRb3zd6z2uzlUFZMeSx9C7LjmT7BczjgOFYIGLQeiHJ5+01oDUS9wKvDWsqIsy71w5PMl+OToYjHlB/HWNbQFct4RijXALAOtSKAaFCoXCrrBvvDzwPFYpmhkakkXtnclkv1Rmt9tnjmXsSZKPORaD03DWxE5c/ToVnbFlxaI9JoWz7FJ8PyaVAhfbbKLWlaxtCtg6k6HiJt5/fPE2LIetBY6cZIx0y4EcpclMIEMH4mirqZKhwErHkvaiFdFoEVaFhoaSxwKhdJVWlXA23ugiszGIRoEWBUqkU5MJjTr8ujqDcZsb8ZXPoNHp1KYp2gaIDEv4RG8UmFRpgcApSGgFaQkdygRkmQD6+2RcRa6l2SKuipOpRlpGJHuKlVRDIQLHGWDHpHu+MJeWdN19YvWJ23Qzh6nv7WsO3p917AqjJJbAx5QIbynZc7bhSLiRmfrHEsXuXAwkUXNaK3EKeE6QVTE2U2IAMh+OZqMCgSqcrqw0o95ozgjd0lyuPA1nGK+1jUhb2Kn8zz944VXLeEkHZKw4IGnVtuqOTkx0vMVxWNCKU9itOY57PLslM4ejO5HoaU2cvtM078jZM/GQdCdVPWkPOhox0QQIRDcE3iCpSVHYlaUBHbpLThE7+b/VHixi9dS5cxcfJ0k5QyCDbicijxUJFtuDNRxgxbe/e3bgJndZRkFfiUmXCQmyUgVgpl8KC3GSRRzPgPQXl9xoNEi0qngydSNlNghSMP423mhM3VAOzI8PfPrd8ZljQzJaFaaxBixOv+NEORCO4QaobkZDI19yg+jBlamUpCtcJTE3akWm4UatrChUKnMxKZ1W0ZlA3KxVpSlpiI5RN8zTA89/8fZfvx3koi8OaMDn7zSf3/t6TooOOW1dkjbCPygbApyLyI1NFmE80N/fKTOZcGZ0D+PkjQ7kw3ucznAVnIpacJzokfjH1DGKeZlxp0GvTYB6ORUKx8NhAd+IkipxssH5S5xvpAMo0AdwMAC90VMYLyhpMjKoAvDbH/Z/ONTWBgwZAv7GUQXgmEnGPJ8UprUCJu1OhoNQRD/VIOOoustS7tsGY4kix5mS6MGdqY87e89dREm1nTk8Xi6VpgxGuNhmmiYxKECMRrhDMK5EEyl+pcAggSPwf+gbTULXkFSZFJgF2nQ8cFnJVjy59Oi39l16xnIf+bktBc4iyKkN119863St4xkLmW8s2Q3h4fEVdk13jDtqRYnWxXufVDRVFGN2SkXldtWEQG6U4upBtuJgR0ErThEzt6MvKMm7UPL5ZHxyvkbPcXjiBus6/uqb597cSxxYGSyiKo2vGrdcPT7v81XcPPL2n//TAEcOglZ5UpZJMuUEiG8qI6RieGg/chYDyFiyX0alBSpTUhYLxNB5RibNgPIE1JZMVjVKtCktpXQf98qVwiX3hpurFns1GkLoRFVFvbW4hcl3lEUvme2E0cPhqAg6OLWOdsadtan9yvwA4wDf9ClxhT8bBCkVwPjX/xQsoGecPJcrBMv7cxoMrZIFZFUYykGjM09ImksW3dzg/LxFSQEikrIwJhXQgmxmRjR2CXAmXBBGza5qCNCI841lJC8ASQ1QauRi850gqYLWSJmm2rQCA9EbtVpQQwUSjPSQSCgK/bwQjRKZsOj2FHximUpVla6qCh0EPf8y1RYiPkcgReQ0RSEMZrJkv2feMa342eGT/37vZz/jVHAY3d8TbN5REhk0enYRJes1XmDAuQPHO4+fe5OgkRxvbtYIY4auzFBallw2IbWjYwOMM0jr9gTOsiLps55EmViV3K3SAhrjI8eOK9lSCy2PfvDoJTaerQRIN1BjpGfP0Z6HO078vw5QE92OUtF0pqk9u9L1jBcctQkRY8TZ6JXaA1RIqrkPjULpA86NpKsY6wxmGdHcYiWSI8mMsa8TryMh+a/ZInLkf3/ksXPn9mLIlVrInJtjaE8pL5DuPnDkiyNflOI+jmDFIUQzCQbBophHPv3511iECN75FOsRffopiRU58ulZPEJK98EmZps+cvbI156ZmZBKFVKf/TnW2YSDPydPPOssHiAPPA4r+Bx8Fg7AF57FX30evvZrMoLMo0cr9C2OI1hwWLAMufzrgbOoNXKsHgsGS6q9Le0321s0OVkAxoNMQEVTUzIbKI6BAAwXYq/PcaU9WN4WkPYnk4EMTkBA/xOkUL8TOPcAMtGnOy7JDAWmwmhTxaxVxjo++h5iyhw+hvqXsfONdJyeokHbAm4kkqo2LSBZ6JAb48CB8UwozaBR7mnxaZIUmWKU9Ut7Y7EMDe9UxUNI+Tm5t1+GMTie+do+xf79f/Gjv/jL+n+vYMnRtxuNhCbHPcFvwpFBY4kvCTe+zqCRDRQuABq7pEpvv7RTaMbgzEYQSoygGAqQG81GARClmaARw6Vl5UPlYTNGdI4EjpefZ6bKLgEaXx2/bwajIC8UKloBjBNHXzxx2lF4xif3sZWKmWrFBbd6V7FNLNKRTSha++5UOAB4soAqpNkRUsksBya1epBtqsywDWqN0MHWbCZ1wHZnjcOQDTbvjbxUg/z4a4hGJEc3iPbEiQUUTKUwVywemeM2DZy96RMKfU3jQqCZGUxWgroNs4BYOtNPliSTq30oA8vMDOxmQPiQwtjfNtTf35/L9eOHYvbYzPHjap9X6gCwg7gJNErq9QwBA10O7G4iECv3ka2hoRmGcIVFsUIohI+TFFget4/EsAY/+fbAlf/6qx/83a/e+O7ZP//rJw9Xd3I9Qbev4GkZ4DS7vUpNDs2UyZgpbApPEUsO7AiFXm4hON/uBW6cmRmSBdC5DhCIPqX6rm00huPpgCxA4wwHK52WGbeJkbna/GFnIkyFKZBp43pWb3SCyidIgRTIzHDIMqFkQEvQqPTKPR5hLB4naJyRSpdtt6ZoEwiqtDTwyz98+JpcCn9OEtDItQ7+1b8/9+/P/dVfARo5JFWbp7kUPc9YUoPNJTNr884c4y40snAENJ4jaAQ4Bn2+HPxHqZyyVykvl4XRKRXnF+swlU+jE7jRaDDzU2irQkkBtEtZ2j2nNTdKKiWXj+UsPuxR6r0vfPDoV6V+xLpOCt3uvkXdnj099966d29drvZqdk+pwUqpIS9L09PFsbEt++KWVpsQbVU4igC8mUBbaGaG9Bui6KCqE4LeNPRAz/4zGg1f08SUIJpvaiolExtgnL2bGFmVuHiX3Mib/uvvHzuHeqO7pTAwUAoJaFZKhd523/qGFcuZepgEO2q1p0XNuLqW6lMxyeRIaXImiWOxvMgMcoCz/l7AYW/vsX7GSiui7ceGpDPForCYxAkRNFokk8dArh2S/eHYEGtQHJo5JptR2AHj8F7/kAxuDXSgjMh+TCaiRIFjMwDdIQxdHIIXkzZ9MPnZU7956vtPvT/+T188Wb3uEgMU53yW85hsR6l87XgOC6x02mxTvLBNZkO7KgzGQq/agQ7coUASFNjLlwkah51sqCMGSYGgzQZiUVndbGPZf9Kw1wrSoGDG4+G0mc+Hzzq1khI3OgUpKoSCagCzNMqkynK52i2VYahNPD6EAbW2jA2kXDhJennog4OX9x1LZgKyfnUTV8E79BK2/f+9upoZPJVudgTdcdEoqrezp5DJYTXeqFJ1Ija3n/qRc+e+ry40k3AYi6VcKJQe1CiHjimXKJ424cyKSFKRsLaxcXYRJHac6q9EiXu20cw3C2TlhYweXg11tPJ4swW+ALhx37c+f3Z8RwhFI4XcZ3GcRF+CiZdfPg1s4Nmpq1EgFR/kaKvYWN5SLA4u1tdHWk8mYtzuCocVbfKyQDyU0+yUG0RafOAl1TKSctDQKGLiDbfLbjBpUTWlfKisLdUrZ2/t9xGNGMJRcDR9AiIhUwBeCZ8vTC+NcW+enfd6fR5NDAsrzChzQzKiGpYk4d7+GThwSwYiHTs5giObLCQxGI30TFtuZOZuXZmhrA4NHkaTbKTLKCvGlLI0pivlC0wynK40sKxTspOU4YQ06eyGVKoLnpgoMSGjnI2GKuCyY8DAI+l4ADivkR9qu/rUb3713379/r/86tPabo6E2+kuWNy+lvPj//Dss57zV19HxTFDyxS0lmfLEG6MIdG6C+3zQTkVGjm4env12hlA4x7i5Y0PtOJoTQASRCMd5w0Tx4BvAhH/ZJwJSKSqgBnbRsISM9/gHJ4FbiQRk4jGVCpOy+gMxeiNiMbxK54kw42BY6CmZ27RUxhfQgNAhj78zof9KGPE1PMFDuev//H/+Md//8f/+yaHg/XS74zjNDKZ2d+eyANJtXlXYmNWb7zfN6eZcOOzzWy+xUJRqEmmQAe87aK0SI3wr0Gf6YqbDMCNWczznILFzB/WaWEHneGJz7757mog9+R5nDyzXHrhgy9fZTKtlIykPnnB4ujWkdzri7WgPvg8O9FUpIK4HPRG7rQCJ7PqIz0NE1uijGlsUBS1x4QKu0gVEpZqgDIJVwkaH2xJlZkQa4xxfaxDG1NaUa0uBWMQ/mJ8yFm31PLy4usgqb6+d0Pu9RWONDWdPUIyGQWVUo1jbGlj4ObkdLdaIwWREgDem/TKZ5K7KkDmpDiFYAtPgR6OseQEjYDHGSrFN9uTuWQ8XVZXp6KNjOMm32CoE0i9SXVIkkqlzGYGjTZzykj69rY0yG9kySgD/IHxENC1ExkRsBcl7Zcmj8mOxaviQ5lMZrhRFXvt/R++8cNfvPHDX9+Z41A3vOUEjYXze3/16qVLe1/3Yt5qmbQz06mlYnZiUZEKS2j0xuOrbVXX7h68BnLT8LCWhFp0Ab/NOjGxctwUn2qLhxPOPYxN1Vgy4uyYVJEbtap0PBTvSoN2ZUbTDQZMEisOdOcuQCMMGwHMhJORKt3BrwcKMZYbjyXRBpYJUTirucEJBI71f9iLFzCm/qRlfOAm4PA/bt5kjDhMDEfwvgoOV5pb2r8Zw2GxbEcBl+D4FKKRCcFvtvgwy/eNNo+0N0mMtsMJJ4kPQ0l1djEBtwQDzFLwf+mcen04bJoKm/QARsHq6rHjLQCogo+g8VmLZXtOG4aIAs5wHE7sSej26Hq6HaDK+1gP1Z3wRkdBLEq0+id6/FjtpF6koK32RCSRFYnsIPQw9gylhi3NK33Q0VhWVsfMg9nbS+ng2dR+7Uy1RlaTL4WnMhX7rjT/GtD4/oYX0Qjy7NmvmQId3pzQ6q7gLnVProuLcg3JOdubSxbVM7Fe4N1eIal/LBUKl2NUGG5neASjFgGQRLaUheCGxugqY11ZVyjWlTRigBI6gkqoGCa6rTSYRbJUWWPCngnZbGY+a6IsvTSW0BgACq4EfGK3iQIaRQGcUjmWlLVVhenAlMjZKEhe/v4f3/iXv3/j/V//k8acekgtVtda3C0tl66+/vj5+atupSsH5BgTSjJZE6hwwI0hwCeg0YFoDNEH4S8eakujn+o3uJGELaIQl3DqGssYi3VJNzducyP8YdoqSTzehtEeWvJRgYCZJwG9MZWqUlGBEIYMSYAbi4X5pgGLDD3VVarA0DHQqaVDGHtJmy4sxeOXf3msdwjkaqnn7wqvNjfPWzjBiqCD7fDjPuKTs8uo2jzuu9K8w4tkDcx55T4/1St3Xjv35sd3GJeZcYsHbmPydvJYKKYK27KJBInqTFVWCgzEpoo+qugKANyYd+q1+vBUeGpK32jW13XRx+RPPsMpcJAbf/zhszueXQ6s3O4G6dRx+mR9ZE9ky+EoFDwe1gNlB40tBWE24fc3TGBhoAlR1p7cEu3BYO0E/B0hqYYtj00yTggJN/Y+2JIqMzktKmrQ/5TJZuzdSWaMCl9JodhxIFSf//0fgRu93jmPo2mAzU995Yo3J+Z6ueqx8jm5Wn08x7ak0oflPYQaJicdUKu4/JZeX1lnSKWrAI6BIUZYlVECvlELEmiaDoXKVRIU9ACNIkUMkFGUeQ3xWDIAHUBrB3U9YzCznX1HGxtmJFWMoUAGEgiGdYDGWYUCoAT6JHDjKvTi7PCw4Np/+fiHP3jjjTd++/EbZ0DVmd5SFyxqX4tH/vinvj7HwJJLE4vJpFIBJTBRGYpShQgaMV8UoJECUhu5lr6GeiOabjDjYgq4EcgRjTjh8BQdVpn24J9j/KacyvyljTqnKn7tMk2PjIDyJSA2VaI14gyHANPidHUxmf3TGam3MP81QSMGWbWl2w7G24Ct21RxSkC5Aul9lz//cEaWmYl55lsu5XofuXr16pe9OE9HUs94GCl1FxotnjvN3yhDZvmTqmR3njr35me/CzIE2+yGUTRWVcwdI0mdQVSdbTQYKrswgWWjczGM3kNmDFQBbuRps7ypU1O2Kb250WBevXzsOJljDDouXX7vNVAhOZhcyjE+jhbfgpoJzCi4tqwOQKPDw0UoXnJgUU3SzYpwxCVKRPwNPRMT1xsmIoqYS4FkSkoVOXVZUWtUsbwldomJ7b8fQ18fZM+4urpKnEM3N2bW3d77ojF2cqmUEo6X/GiUYqXy9XN/PPc+ethwt9HYjmgUct1WLOCmlnsxxCUHeramX2PRKNkvQdMrwLE8rK8z1tUZzBKAYyggY+AYkgC7SSoDKroqJknVlRG3lUZnrIrmq7xST1JKx9KVZYjGQEbWKDCW/SkacVKBsBFJ2j2cj8JIarcnZ2To5gb9GcS77HCjNvTUx7954/1/+eMf3zh3Q2Awj40RNPrc8rM+h6O2olwsTCYzMakkpCVOOyFZAOAs1CAar3ipKlDhrmFQFeqNwwK4fKlKM4YXCdLpMCwUnZY4cb7xP7PioGRadSbe1obJ+wk3NrIJxhMipxbk8a5Sapx0QOr1tX/dZMHfrIqrRlbbRkauxUMjmB1EorUW4qF9aPAKyKS+9paW3qeufglLxdeAsAKpxU1S4xGHGpILYDy47ZS6rSUGLeN/gsarDBrvYFYaiwbQaE/Z+5OUltKaQFRNgF6YNuvTMI447QknkdQl6JjDEzj1pikA45TeaTZX3m37Ze7b3wapqyJYePTy1d+NB7FIALoJASDHC1wmHRVnDHOpAhm6PUzcEJY8J8VgisAALlHEj2Iq0uOBai+3L6Hr6YlEdLrZPUxCk4hIFFVI0c6enMHVA4zGLqzBkhJ0Oe1syfhvOqmWsgrt2kbR/pk3Hzv3FOITuLGpVLzhijwn9Hp9DKyVTLY/pdwr1ViU5WwYJJkfATROhevMGA/fBewYIrojCKu0lm820RlpXIZ0TVQtDDHSlhkNKrfYlwlIKkGm5uuAG2cyGClA2JE9l6DRWEqlLyAZ9IEbW4eH7Yp0FcjF+rrKlCBOuDEr/cOv/+WN3/7it7/91bdeSRkqt4pWy7gbPY4cA293W2+KhULkxiRmY8skM4HQELCRjKCxqV1OqchMfBo94wBzBjP6g5uHEVIERavxkMQs+P9Bo0TSdS0eBw7EzDkwzsOQiMaQsMLuTGHKuBIeEY1XBgYsVRTxTwU9OyBrawtQcRVFCbRWjrbt2lA/8Rr3tfsu9T6FYNy3pRb6HMQDjQTPM77hpFnQLHOfs1zz/wyNoDe+iX6qWLnYUkAlmhI03gir+MCHxE+VGBswakOnQGgSq3IjX5cFSZU3NUW40Smou/vRn33nSYTjzaaB8fPnzzuswmWpe9zB9XGZxhZccjBpb30eUnvJxy2JYVi1TN0XaZ3oYYpo9q07rFs6XU+iJ5LowQQDOhgDdTqUWzGMXERjSMsDjEaMlMVcEQLRhndOPseIp+ptyZS7LZzuKnOEgv357wAa1Qw3NjHlGtqvzMtzGrnaB8Qo9x7HpAi5XNErL0qFzSQ8iyVX+XH5cU1bZWVdndFQibIq5gUMDGWGZJSk0RBLxgJdjIJlNPANqDeWGSvpjEfIrSJCtZHvtM8E7JnwlGCKqI6SG7slVaBHQOPUKegWMHLr7NFh0NHCVXq9vktv1qfiNGUCLCgf+viHP/nJT377kze+9RBcAs20u2CRe4t93NqbFdMVnBqxEgseYXULjJDI0BmCRpBU55vm3SFSsgoNnsiAZjPm2DCQsChBarULlzQMcLBr/E/QaIS/QNC1mq6q6kI0GpjQSPQOMGhF9kYsfoWATDNoLG9pH2jykZJZJHoDrpYsgFacZHkyOC0IxQMyimqTgaSqbgEswuO99zRyh2PcYbmEzmclFZIEQgQtz3z6DyVVkkQik4Dy+7kSzkS98VWivzl83gxFZxLQtCKRCRSFrAi041KWdJBUiU01JZCY+c6E08kL2/7MNhWGQcZgvHv3l995BnrSXMXN9vGvvtqr9rlcMeGcz6vE1GcaTTkJ/IE+o2QyDmoYp5OckEkB10vCM0TOHn/P0UhDT0M+uuXw2hNAjgDGRI8OF4Ak5hxARCZUWYwQf7DRmEoRNIqLIICSaCglyRCH7uN4hdij9zVl+Wu/P/fHL69qNGJvoWk7QTxIqjlNsYVYuKTJZFI6E8MpxKTQImRKyzGTJ3iJw3WVxKO6MiUBPJKsVG0U6o2yMBpIke6MWOACE0CZtElh0k3JU3XGG4Y6Pl9rt++TycJ6/amwYXtiva6kN2L8YJh3akXPQ24kaAyH09B39Hp4IhqHh7VtH33829/+5Ce//u3Hj50B6Ein1b5CecHqPr3xBeCRM+dVMsnjMhmcmpEBAOhMUsqikSKVEjDcSSIYxoI2lTdAa0KvcVLsDdrtlBnf+V9wY2OK5KKqTBHLJEkbwNhbzc4ulFRTjO4oAb2RoLGgiqvSVaUcr3EYwTBzl9A6nYFhIiabIXqjpyDfu/fxq49/+fmXjmcdPkAhE65L0lhgVafx8We+2vvZs6XYRhI53ozHm3cxJRGPHjl38bNv48Drc3hcIZUJ0BjJRrKirLPRmRApoiDF8M0Y4KhTDFZwqm2gTmIG5+zg4cM/G3vn1p/x9BjtmTLrc189+W0Op4LD8WGCFwvAklML2qPPg5PM0OXQUuFWl5eqCmI5QWWRFKoqB7BCE9udEcycA6pj5MCYb0wxzKBRR8DYQ/BIop9BgIZmSjzAaEwzYEw5ReNBzBkWZD37d0TU5ubdYajMhFCL7/yb/+XcU3vRT7Uw7wiW0AiSalFeQJFUmZNi+CfIpC5x53LQyyRmrRGLxUt40aVThBuJqKqKk0gEFAa1jYAnBomY1ckMdOFsTEjjsSrKo/WkUhJVl8HYiNwok506BXCcIpZK0H2pKhUPbghBJ99wSn/qFAzPWgaNOgaNZuRGKkRlGxsTye//t//rjz/5xce/+PgcoLFL6pUXCnPLXPfZ2oHuyZqacvgLSRUAAsYkZmIPABo1cwVEI400pWXn/NmqjWzIcOV2DFUjk7SKsaIav4lGpirVdmUqZm7SiNcDa3dIUjdIsbkuhht9gMYW0Bmr0mx8I0UlkwFKFe8yizEJLno7oS/OFU9LCyhgd65++fjjnz17yWEpNFvUjIyKNaQswTvjr7321Pc/BjgysEPPIkxw6WtuZyoxsrGHzfPNvS9c/Ox3lsK4uuDhJk1arci5BzGga9VFWuvrW6MRZ143m5+d7dHVR0+eXIksRmYBrZH61kj9O/UrK63Z/KwO7of+1K0nPTXRvpMVT57s7l6vtq9EFVFFX3V1bW13d3V3d3ff9NbYmNU6Jh4bg42+sWKfZqu4ZXdtweIag8W1FdXlMcoOyLF1cKxbHB3W7UHFsefo0T09RwGOR3V7ZnvY0tDDs3t0DzIaQeVhuHEOBXfu7sKbaPDaSRiP1U0YBfETYMNnHnnssUcQjWpfeyHYvo3GnNzbArgronFLCJ3cK5yy2ZbHlxCNRVfm1KlbY2OuJE2lMXNkHaJRUqUioio6ywiwnqjRUIcyqkEAAiDOcPC3DIYbWp/KJzGQaF2+U2Hfl6F5IHzq/0xvNAB+JWFQ3Br3gGyIKS/qwojGFb1E4NTZ7XuAG4HE4GSzXgDcGAK9UTS/99e/+Mn/+atf//qNF9BU2b/+OteVFVnVXnWNd849B+N2jjiOy2ZmMEArIMuEKDrmkhfaCTcy5k6s4ZhgMMcvY9CIqTj4TNhUI+qNxt1tG5akBLKRBOwy7taNw4zjAuZIBCWsK8U0uC9pGtB4ZaDJgyZW5EYTk1kylExWqVRJizcmS87IQJeU9avnPS0Or1qz9/Nvffn+41+qgXZamEB/kEXlPkuzxdf73sWn3n/qy713MKYfbu+V9iAWO7Fs15C/whSPsnjOP3Xuszsw7M7LN9wZrQDQ2LMHuv6e0YaFhZP1fhKA2uDv6YH90bW1Bdj0j074J1rhkN8/ut+/348zhJGeSLRvsD6y8NO1tQMH7h04UB+N+CMRfz3GoS62+v319YOtB3BzcTG6iOvWxVbYS8AhPPAOORqZ6IHfA0m1tXUx2toK+EM98mgDJnHArYmjE/BmD9OO9jzQaEyRHION2mUm7Jd97vLJ0exsl7ZywtzvHzv3iBpwZy1sF65qv+JGK04BqBETsQvVLUpvJwiUU52coua49/XiMk/PO7W8bBKY+UZzHTo6mhnFEd3AhgKZAHAjxgPWoXpo0HaZSc6YRklZWaXKA2isM9xAK47TngwM2U4hGvWnSNASfMhsJAxjNEoMfMEp8ykAqiQ9TNDoDGsFYT5KqgJBnKZNw43ZppkXfvzlxS8vXvzsIa1Akp5RK9X2rBOGI7nPTTLlMfk4MpmZ/qQM/z5ZgAqAxgNobGfRiNWNJRKURwkGSXpj/q62zXf8+yCJJeX4jaVEyKzZieSbM5LvMcDNuJvqusECkqAx2ETQiLYjko8OxG1JFUVTAanFE8sRB8J9AZnG55Vrerc0vfu+d+7L9z/7TMPlWAqe3YllCqHvnfvN+7849+gzbMw/5gEPBoFDSW7j+RIi230tV1+/+OqzgEaP1+uxZ0T0cgL6+9E9R0cncJkYHW2YuN6w2fDwZsP10YkfNVzfnLi+2TDagAC93uCHNycarjfACXCm39+w0LGwubDWsbawsOb342TFBMDVv3/C7/d3TNTX+xcW/Qv++oX6hQX/mn+hfqKnvh4PoQuOH8PHRzv8ETy5FcAYmQAMPgzfTn4C86lcJ7MfuN0wAT/9IKMRU35iYiFTbVN7qSLcNrzwDjHJplG3J/HaBaxF6vOc//vHHvvycfcFrxo6KOvZ2j7vyWm8cjSHYNKgnAYULZMeBUpTFmcaKSJc5vOzPGejwWhGjzZD5bakGiCSKvZXABaATqASpCrrsFMLKo0GgVXrSwHu4Aig0R6g9QJAnFl/CnBbV4YKKB+5sVIgkRjL4DCQY1yP3Bh1DidM+hSjN+rNbW3xbM/RBEWrz++9dOnZv7u0T6LVSuwby4psJD9p9WA0FvpylmvE0gA1kqaw4nHgcqBNpaJjyxucK4DGUFX6GrHhgGq3U2Bjd6J/tuQNU8+xjn8/IMtIINJ2DZ3hnVTjKPTW3TB3gToJiETlMYV6I3DjPLdkZk1jBkcqMyMcGEjGNcG5UNXImZGRgwfb3ps5/3p/aN8+UUj0wpdXrz7u8bTcaWbTPJHKFhaP55UnAI2/+fF76iCbCBBuKEip41jVhs1dBXoJut+8/uXFV1tqCw5uYcy9oUnGXNFWYCjdno7RFzevj16/DmC4jni7PnFidP+Lmyf+5unrm9evb45OYBaUzdEG2Jm4Pgqnbk5s4onvvvs3+P7mZsPRo6MNcNoo5ltBOOHUBSiFDbj18Cjy3Sh+bcP+CUA14T9Y90yQVU8DY13FNCqYeeVp5s+Ax9MsOGHzQY42NjNjsCBs5XDwxqE+D8oEqbLJZtFvL1VyHBj4mgQ8fv31kX946txjjzzunZO7EY3zbKoOnwa5EacaSeIgrzCGYNSfsilcmjkNrZ+C7Zf0+VknphrVm+uMlZVoxKFCtCjAopEEW5rN/LJwWGKuKzOC+mWuS0lMXEAjUM1dI1pxgLRAGkWrDKwrDSReid84CywIFIJoJFKsWe9M2OtBe+EJGBMOtDZ6KhvpyWszlk/2ff2Df/v6636JQKvNjEVFKwd03RsgebsBkOJY+ZxbngzESfAw0PZlTFeelHprg/NBN4UT/4Qeu1JMqib+dtp+tnwcy34G5HkmqAoXwvp1aIhiy8zxt08mOyjJ1t0AKN5APJImCcSKwI3zHslO65LEaZlroCkQj8WqUl13b6+unhmpOrhPo8y91mv/fKYXsHhVvfdqUdNyxRNkRNVxS9BXaL79wZu/ef/9cx8oSakowCG33VdoDxaCd9rnYU1uPUivFrX6tX0XP1NzLQ4fV8r1CDO0K3pgcbHer1t468XRF6HjbyIGEGcTb23C69M/un793RcBbMCZm6ObC8+9uAm7a3Cko+PFzQZ4fffF/wHrFxk0nhjt6BgF6G52LKyNrgFz1ncsdHScGD2xsHlidOEEisNrJ/wnFjrWOjoWRkeBNIEjO5Ap/RMI3qeffnjz4evXn2aheB1HAoA//vgDjUYVc9sFAq1reTtOjDGA3lfxBq3PrNULQ3qLxx997NyX57HMI0Ej6z3XkhPKgRuVJHeQRiwcHDPpkaeirjGxVIbchHB86cA7jQK+wACiqrGyi0EjyUEjAknVWElcIKkMNRWWMCpVuM0s0HKrfBKAXAq9PIEbbWaEuRnWZCqk0twlEAAaUzSdFhj5RIYFMLLcyJviE26E8+P0VKS1R8ejrnh//tqnP/j6B8q4Kqy1ifL56GFdrft4LqaRFwpyYUwozmVCJKU3DBOhQFvbSAiro1mCzYBGAGKq8kYJWEw11NLWbnEVzkDlmCx1dZhwHJVl9kNYyZhsYAAkewCHItDkSZJ91OhT6UAS6zde8XQx1FiVxhcqI5MOtNOZTDyeXk1fa2u7fHDkYNvlffuAG0NUG6w/7+1VrlYVmnxsLbhge9CtaTvz3ps/fP8XP35Fw7g5BoOxm1yZtL2A8lA7QSPOdliCwmLv51c/s1ibg+2WIperSUopUSvIidFEB5Da6Oh14C8gPmS76ycQhJu4CRAcRfEUCHEU8PbcwrsnAIqbC5sPdyAtvgtnvfjixH6QbTf3L/x09KeAs47RNX/HAgingLj9gLRRTITUAd/RsbAwurCwH6E46gcQLkzAWIBiK2ilmGjsYWRDhoHhBWB5fRRlZlg/yJIq1SVJCbokAoGJy3j4N7NmbiYDZykVbcGykyKBlAK/9Mjvzz3yFc5NMpIqE8PRkuv1elvkZA5DqNkSTQ9OIf7ygzUZrZaPDKXnzb5Uf+DerJ6HZGU2ot6ooqhQVkSBIgTcSCp18yuN8amwAPS9YeeeRp7ZaBQAN3aVcspks6IpNMkg5vSgexJfUJLPQiCgwmkj4UxAq3NWF12cHU7kszzELqzMp0w8Xc8eXZ6ynP2H3m97cj8/PiIRwBfmI/7Ts7UOtTImFSpJKSCNNNCGEwoh0BkDdKgtDmhUyn0Wy5zKjBxnuMFwnYEpDo754EjJjUpSpJgcBjX3Txvx02dwyn68dLCOJHqsTEkwVpDA1mCQ0IDGFoJG4hTA2I5CsszyADdDV8VkXW0HqwCI10ZWRw5e689pknRgZN/ly+/tu3r8EtxBH5sLF/RDjU8988FjF3/4/pd7m5tJRv8gt3wgONaMNhwsCMZUJ8J0NFK3eu/jlywFfMOtESdBaxYNDiq2tvrqG14ELW0UAAnY6kCyQ8mVAebmiR914Jv49okfAdIWgOtQtEXUvAsngrAK5Am6ZwcafxY66n8KHAgP0Bfr1wCQSISAP+Q//8QoUStH/R31+0fr6w+Qc1CRrAdWJcIv/NDEKI4HQNREjYQP+h9sNMbYLPMC0xyXneTfTtJVSqjCFjjCLVI2hRhszj/1yGvoretVW0BQZT3jCpioxNI/JKPb6ExM1L1lIzB46ZQoKtI7eZiIWk/qpuR1sGMmVTIEWqdE69Q64ZFwahsFcCQ8JZqaMjkFWCB41jnLmwKscuNck6ARiwbrnDqtNusEPOuHeX/G01emEI2VpPJTGuRbA6NQntLz8gldaxYLJjnhS2bzvPwKj8fTzR6CPyBc8fPcpz/o/7tPv0pXaXmRyDs9h9Z0Y8xcK8keWxTHpKE0gjGTIXAENMaU8kLQ4o4LmLnAUgFiSVpKHMcZqDAVNFKSeBKjjErGUabSjYFSmdkK4wJzCosYozdcVcDQxZ4BkirAEeXUZKUBzWsSWayoLsy3+yToLoc/gPoqJZPFpDJVF31sZuRgaGhoX+jgtZFr10aGhoaO9edgvW/fwff+0PuVJ4fTH+iQn8y5Zgbk+x76FiiOX36Ofrskum3u5uSci0lTlFN61XDzQWf2yosaaf8fZmQZYXmhwC0qheIkLWqNZjvH+uongPgWFp4D4CC0EHgAG2CoH01sgoq4ibDY7Pjp6HOAxY4F4MYFlE5BeCUMihD2Hx1FwAHM9k8AzN5aWFyrX1s7sLbmXwBgIhcuTDR0jPoXOvwL+/0ARcBkJLLgv3evfu1A/eEDgN/RjutAt2hNQgPOBKHIBpRTJybqe/wPMBpDgrQAU8yHReKi5r60Blh/UXOfTRXuIZNhKtYfS374nQ8/n+k/FlO6fZ+0BwkaYXjFOcZnhgKBNhA/RYno21kAxUunphRTTifiyukcHp499FLk0Gyjc3gWUcI0AFgC4JnAkAgmzVIjU6nbqZsd1sFmo3ldxTWhv7LOmZ9tzeezTvwC/SzPjLIt2iJZm6pBIDDj5McKfB+BvW5Wp8vr8lguEf4AXX5F1zOri/AqxpX/8Gnv8X97Jp0WOCOL9w4dWtFtkVQjxGloqVwZEwZU16pARZvJZGis4ZgEYCiBG+kwyWWoYqp+Y75vLtljmlYPz3A6THurmNo+pUYU1HJSOOS+NyQmF8Et+p4TsduAwC4iR6ZSVXSs6GlumvcRiKa6UpIbAMqD8RBGdCSTbVUjbdcOgqR6+dixobbL/dCSx9BAve/yex/84UO5HKsZedSgyLs94qA6tPq9H1986vXzpK6f3O3WcCtqXZNcxi/Z1940/0mw2VMouItutVwtlyvd3oKPi/c/SZmyIpstOgxIALBtogQJqARaHN2PJtYJtNaMNmyidROg9+7oix0goYIe+BxBI+x1MGjsGJ1Au2zHfsDqQgey2drCvYW1NXh0rC1sIgT9Cw0ThCT9KKyO1sOBBb+/taG+Y21t8cCBhXtw5ujDa6OgagKu0bzbQQaFiYaIv2fi0IPMjXEmVEAbDonluyLE8f6QyppMlHgplThbcBOeXvnex+EDX7l9Bd98e5CdqyrkYl6lb2hoBFMmi7LZMWJOWTkVBTTOIvyGdYCPQwAPnDl+aRaQ4oQdUvIPiCzh1A1jlVEdIhcaU+0IznQON1pNVhEcxz1dJJLPz+p4eAqLRjOoXlikFCPPBQIeYWRkYTgVvgXTkevyh4bh95y6nnwkEukRcTi543c+dZxtxqSokXdOHor481tF1oNPPicvL5fmQlhqnFRIzNhsGRrQ6NEELXNJ2Ck9ovBWJuOW4RqrbdmmbMDrU5SJyixRNCkPQjGVeugpG6xcpD4PDaeI4EwaK/hkbS7aZApjoS0z8SVCNKo0WAeL+OIouVeaPuEkk7QpjCXG06oR1QigUqbJ0SOSa6GDocuBQL+7LdRWdY0GXLa1IRr/sO+D33/wyw+VmGhBLu+f6dfIi2651lj3yvce3btX/hUWifd6NeKx6mlOs5eU+VO3+AqWZgvaWQsAYK/8uEbt9RXcQrfaw/VO920tK6KzCx1rmwARQAugDfD4HKBzc5SlSTSmIjc2EE1yEyXVE/DYbDgBtPciLJsLL9b/tAdBtvncAlLhWgeqjKM4kdHhh421TZRXG/wA94WfAuiIGad+YRHl1I56NOag9Ar03PAi/BkLHUT1nOjA8QDkWpBv/T0P8nxjHOtJADeqTGhLLNUGV+9K5s9k8iepNDzu7ffm1F/thdu8F1Ozt7OJOIPNgEa59PxQoC00JFWIlrdw3g9kRl6UBzhCMOZX6kEsWaw/kJ89RFL26xCJkejiYN+9wcXBCCHMWUQpwLZ+cO3kyQOL9yJ7ZhsF3YBGkDJ1rQv37h2+N9g3CKwJyDw1zEefAH4d4cZhEHQx7ByE4lNInPD1+da1e/dO3jtw7wCB9+zgydMnT8KRCs74lTvzd9q9cYl2+FD9yUP+SH6wyEarzMnnvOVSjUqFvuEwVJkoW6azM9Pp8uSChelYZ2dMsby8PMiWv+vsrE3eSnaSCnhk3RmNZmyyOcDqLVii9lt2+63MLZntls0mtJVOuiW7RVAOGBYnM1g4z0ZrSYo5s8QsEYjN2nRcJqUDyXLflaYmjti1NLa0jDmXq9JnYAmFJCNV6ZGDlwP7AIBDSnlbfHXkmCzAZAsKXb78wv/zwqNf7VWiEt8bGro6oyluaExGw8FXPnjt+F5Nr6a/P5ATLi/fquUc4WKmI5DPfS1eaRFNAQWfXK1RH+vFOsjlMmG51+dz2UU8UAXq0dACsmnD/gaUNBtGyWQGzisCMZK5iaevk9mOFxvIvCRAZ2JzogOl0BefW+h4DuA3i9aa/f5RlEHxfb+/YxSg2OFHO2vHfmC5BqS60Y6Jhf0TaLXxoxlndLQez6+HBZRW9hR8Dz4FgESWbUCoRh5oKw6msMbagCav/D4YfqORZDYgvTB7crm6VCFO7Ss0jzP2n/ErLf2xnMyXCSSHYrmZgNA1hXaWU8iOCLPZQ3tWAAikAZAONaAGh2h85/TJe7gcTgBkh7Em557Z/B7/SYDNW3A8P5x3Dm9kp0UAxtmTpw+cPH363r1FkD2BYE85+WZimTTz+WyRYdA3zadAcZwl5Kk7cPreafjA4cE8qfUJAH/55ZfXTi7ao4rOrAjE3+HG4ZcW3ul5aSUfVYx557xz2KbHxsTi5VgmQ1FMXgkniJlJ15LG4p4GKAEIXa5lF0CR1KHkAlJ3tyjgLlNjy0SjnYhDBCW8AnPSYvI284TDiEGbzXWrM0o2TMQp0ExnqLALi7WaBRI66fKMN7VzLkxPi8XJkLy36szq6upHZ66d+ejMyMjtuwDHy5cvB4Y+vNw2MgIC6i8v79uHeuMfHn30kdfVV+0YaiQbGZJRGrFGWGWUBAwS9OdHzZHSJGPLNutGcQ79Qr3HoQMoQXn0eVpg4C0vJmmpXCPzJIWyUDydEVo5W1rnMLBUPXn469dG8XW0A9roBGwsILkBBDtQOB1FZBElEF56JgigkLw6Wv099fjxDsBVhx9WC/BZP6E89BQYnQCENYBSCQ/MHj9K8DqKdlUCXoJuFEvxC0uPDj/SI3oCwRJ5gNFY7pJ2okMmRRXdf0KKpGI4K5oSMBJAsuJrKQE5t1AIYhYWjCn19cuGMh5Z3KfJKWUxGaCRGHF4+jwhvNk9K4fvnX755dN9p/OzPbP7Z4/q8HC+vq8PAAO4SzAUSuw8syv31k4jjk5nUcKcpqZtKNCuHbiHKD256CTS7iwagyRavcCpZwoMY/Ey4EY+oBHxr5ut74MP3Dt8cjFCOPfeydOYoexkNBJVbGkpztigSO+MAE9HVvJZk6J8iYBxrvrC9MaYd9olBtzFOm9lTGGBwCZbFgtb3MIYHBNvMbyIzBgDbgR8KbaXzlt2wNl0xn5rF0IBj7ZO29h9qL0VzUQzt+zLhCNtGRlVZgiD2O2qmS4vF4uFnYBKKiOcLgAaObWTYio+c1Xz4dCZh1Yf+ughQOPq7bpXzoxcGxm5Bu3gwX37AIl/+ANAEtp77733wgsH99mvimiQf6S0RBbLxFL8lMqYjvUnkxQdiFPxDN2ZmZsWkjmrolSsoekYlvyTCzVqeZKKFctDtKs8g4nBaApGoyhf1xppRUk/3xOJtMIr+rlFWmHL3wowIwdaETOEpfbDCp4TeBw/hGUdIqB6RBE0rfUEO/X4Sg4QdzlYAbp6yFQGAVo9c7R+B3zk6EQEravExArrxQWy0Rqph7/lQZZUmTAz61yGKjLKAyuZbpco9pIsAKwuyeYFgBMxaT8MqUter9XK7V7fWN/YmCuWC+kqVYBLU0JNgArRMpsNfWIAkCBTEkVwtrXi5dOHT57kHk6ApLr/kA7rUOUjg8+//XLtaYejD2caIiDE5lfwbv/H8y+DWHm6NgJHTdOi6Wg2Ejl0+u3nUdSsXczn80CtL62sZKEvgzIW7eQ5nU5BIyYRBEkVrbf5lf26lQP/8TLAt+/Alg71xtnBwyf7+gYXtyJ50TtbWlOtawtOjewHuTn6DhCda2xsaXppaQleoCH7AQm6tsRjsAHklknOBWRAjQoEXwllIKlmgOcI4IDzEGKIrWmgRjhMqJGgDblxLAP4g+PwARs5imUlXbFl8VjNxvqFTqNRqDWYx5Zqpseml8RL1m7rxkbN9EYtB9C4TKVAQm1rO3P7IWgfwfPME6+8cvuj27c/Wv1oFdZngDI/+uj2Q7dvn7mGWNz3QtUZoQPjwVRVVJpShaRUmVZY1yUlqRBkmXBclTQJxTGxdbp7Y30slpnulEmXuBxubblQXLMkLK9xizup5eklVyeREQRZ/oXqperqw+uH+8a2tgYHFYN9h6H1lZ5MA0Xi3uG+e30HYGFbdXXfEqwOw9I31gcf7duCBRpsbm1tkWMHBg9s4UcGSYO9PtyHs7b6BrfwywbxASduDR5YhMcBPA3umGJQsaiI1kdbo6IV6CGt2QcYjXCfa7ncbu4S9Afv7rYEEpsbH7CUcInqPBfTJXC5tQTEsKxbobtcgMfGhrXW4qIo2iOLecViqVBou2UiVhw9TlQMoxUH9MaIKJJIRBKg0EUiaL+JZBNRkWJQvNVrj9oTCZ4uC5SXj+TzL81GdFmMkUmgSTSxJFqyw6d1ERLJhgdR8j3kj+ZFFFZTtSm2AEHQSYC0bp2aRc8c0BkP4TclsvB7wzrCw/BI6BKgqq7kV0SDWqrWJQImjUReiqz87J2t2rExgAFIqaQtzS0tTdesr1dX11RfqK65ULNRMyfkLoEIO+YiJ2xh3MGYeGm5gMXwyM8DcsfGcMe1zHWJ8fAW82X4Cmeui/ETLjHgG2CPPzVds7yxvn4B2vpc0sgvl/EFS+s18LsXamrgFy+sT3InubW13Ut8c1cViKkgogISv/e9g+/ByytPMO32Ew/BE8D5BB6B55kPLgMaD+7T7tvAoltUPCyNTZer+HTGKPHOua3TYqlC6hrjllvbOWPBCuwGk9O1HPidSQ6BvotDXruXrbVweNJqnZzuFLuWY4oYDkM44IgyUQpNUXDxTTweltuEFxOW3zRlszw9D3egZbG0bZgX5pEDmDbIFMZT4UMmUiYXPp7FFal7S4pZwxOrVNumbHCcmjKZqCxGE8OTDGr2Tjso41FEogLGy0G4tHDbt5a24HLC5gOMRuaaw10o4PjLsZClUOvDDsDt7iZr6A1sqyUL2e+2rs9dmJurqblwAR7rcL84XFcmEwhJ5wCs3Usx6ZK1xsYj0/CnslkyoaEjK10eI+V02ZVIfmVLoYh2wuVN2mX2jEiUyWAlYx4vv5KPoDkHcCPKY0HViGkr4+oEbgRAZluRQjFk59DsxEv+KFreQQccBD0Ouj/Kj7Z8dOFnPwMkrgDmWiP51kgiD8ToJF8J35mP6KIr+dboYNjEtTmhb6ysRA6tRN6pfrICrsGTcDVqJycnOdP4UjtJdrrhAY1bXsu1QqvGZb36wgWA6fp6zeQc7FbD8wKs1qsJfsXcDXidrq6Znl6qHgNOmYbLFJsE5NXA0Qv4TvV6TU211bps5W7AezCe0UaBu9McrpleXxpbt4LEAc1q7e6e7OZ204aUJOTd++1eQNpDqx9cfu8hAN8rJTi+cpd5fYhg8/aZM2duv3Lm4L6D1D6vg1tj3ZguXxK6rBJjp9YY9gU5Duvc+txYzMVxzAdrJ/G/5pDVdoMucd/+JPaRWvYN3CLr/1nj4BUjbZJsMHtcfE6SC0kupbWbbVz2FY9ZD8O/bLWuk7ZxgazJBlwduKpWfMtKjsGFB+hNw7i2hbp7p0JBIEqEkgcYjcwFwidcKy72PXLNaslxuD7dVtwhF6ub7AMKJ+FaYpdk3odRc9JaPcmZdIEgZ0tqpr3cSeskdICNudqlqSmBflaffyfKmwU88oYBjnlEUja6PLhsF9kV0mUhTkT3o+yUlAqBdsZqxhT2bF6nn3XqeAmQRwGN+UjCZQc05vHD2SxzDIDdU79/JbuSNQExYg+fW3dDD19fnwZhd+Gns4A6oFnyDboIlqsn3KjriQweOvROa34lqjCZuCatQKAH3L4zODhW+yTAsaKigu2ZF7ATMpcH1lbsDdYlAsZ1cgWqmU5yYaOGu4EAhY5CUHqh2gq85rIiGhGM1bgsVS/BmQorjl+4W4NoBOReWAc0zlmhx3XPbdB8ykrxtesXrGNjKP3DFyJDXrB2X7DaDOautt7+YywDAtzOnPneGRBLP7q9+tDtVVigIUl2PbS6Chpl3SuGqqr3DqpksZjCVR5zcctjsjJ+RmDOEOhVcLpd68vLS9bJsT+BIoIOoVfL+dO2AzsWa5OlPWbk2n5hhzFmKGPAiYMKA8hSh2JfuJPbHYyMPmSL6VwsNJmXdWs32y/JMIVv473AM7sPd68zH3iA0Vgao3AAJhdpsnRgHTpWNw6J1WPWyVr2jO3GXF1221pTwxF3dsqWl8XuWt86eQ9uG5fDmeLl/+Knaz97x6Yj8404nZ+NDg7ao8sxqYJUekvGemeSuWLxeNGLWVA8XmWxaO1WANrQ8JPHJa/T8ZxbMkAjgBQnKEFKxaPDh3T+lTzIL1nb1jT0+/UN97rVvTFXY41ENn/63NFDSKDMlyR08OIchr8CdiKLh4AbIyutimyci3kkeJGVAwcGtw5zTpNuWfEkEGRFbUUNh2VJMhoxF2YDhIZJuO9IgNARyPpCDfQBwpWIxe51hFn1urh7nXDjNGFBeMBAcWGZu7EBskQ1YtGKvAgfvrA81z0HAKyZmzPwb82Fzdp164WlsQuk4ZdiF5u0Js03oL1iXF2tu3GtLX3XuHrmDAiut2+v4vM2kwKk63YX7K+u3ugaCVFtxruqg2dkHnHylj0ju5UUjwkkmWWtKwjjTRCBNbk+vcFdtpaYsWIXKlkCZEE3Wbuz/581grxaQn21LOIY6GAjJ1h3eheDNmZEJ31t/fA6QRhe2nXcXz/MABGuAV44lB1gXKomIMRPVJN3q0lbZ57dh6uRSR9gNCLm8N/DcaUEy24c5McOkxG04sla5h9mJYxvohE51To2uZTJyDpdc9x1H5e7wV2HsR+UqLmapeWErqdh//5DWeKIM+vMg6RPSmnE7DOymWRyRophyJ4Wx7jFlwtgWcRk/0xyKFOzFeWtIAyB3HSIQS2RVPN5npOZRQTOQ33y0EsrK52KqO0d263orYzMJpMlO5PJW9meH23+5VHQTHnIjPAVwLER/LbELB7BIubwZlZhMnBFKi0oJwf+e9/h2tOcJ0u0eLr2yVoOonGS7Wk4vGMvs3bXsn2N9KV1ZMi5dS6hxmpGVsBLCbQ5Bio1iF6IQ6YBZq3LXLi2F7D3AISrL1irl22mbKbTBErT8pJLYOQLN8JmJ3wvkVSJZNaN4gn8gNB8ow4I75Ubt2+kQ2JpvMrYpV2VrLJYXAUcduHqNmLy7u0qmcVnp2+sHjwYK+A/xK11u2K0aXp6PXhzAG4rgq+WWREWrN1BYi3Liygn1bJi0iQrdtbex44MD5Iz7hdVWXmCuXIIRcKO3QzQ7kMjYb9qVgplpNTD2BsPk6t7mJAfAR1sHyZP+DyqBeuAPbyoqAAQZQmUcLiq0B5oNG63nVELR7XDwP2HQQIl+xesLBQZONayUggzCsKg12nL3FpeEi8tLYmn59Yn4dq4a+a85UtLG5H9f/nuu37gtln9ME/hythJZnGaFgVksRk0z3rlBbX3uFLdosTMbFgu41h/7lhAKM44eTriKccjnnI4r8cWJ9QzL07ncPadVsVgNbktF8ZsJnRUC0jd3HWQTP31s4cwV0ojfkdjo9Ps5DXC53nZPI+nA80UXnVRRdY6PRi1RVeiK1tESgWl8UnOSehRyAZWzk4nQ+MG/svrXHiP+cdPwruHD0PfAZW50M0yaDehBkwyMcZhOvLh6bFqDhy/sATywhgH+hjpiZPdF6DTTXLXy8XLrgxFUyaKFvANS27K3Gmp5a5fmKwtQcGKf46V5lfe6ErV3a0zjsRpr9CXkdSlQVxdfQLZ8W6XBEnxDHJl6nbXDYlGJp6bc9F8FSVlIcZhFLkLtX+qH9bWjrFoxP+shDdyc0tSEyttbuuEjPZC2LAkh+5w5CQOShuE6Qi5IaOtE8iQtsG0C+TgrjYNUj20muka3KwBmNUwR6a3zdxjzCtuMadOoykMzd/T+AYa4cYeYDRusAI4sRZsA5IIZuxtmLSyOre1dGsmuSxBdm+/dNe4lqG3cVBA3cDbaY3RNE1NiSKR/aP79wMCsv8fd+8fnNaZpgu6M2uVmIoPlVqPGCZSGGunzFggbri9cnnQOhancruRuqWEXnqzQgqUmmtVrDQJtxXAZEoWYaTIHZPWTVK9ahuYqyBG1Lm0uEgz5e0huHBfWjA0Kl+1+4Syra6WaFs0awmpwmWX9bhl7/t+54CQk9m9/3q/A0eHn5LO+Z7vfd7f/6eMomRWnY6RMQWdjEYfl7+30pBgEmzC5XIlEto9A0NrNBpWo3ExOrWn74O+Dz74rO+z65/d+WxS1ldYC4OyPvLZCDzVt/ZZ36O1Dx598NvrQDDJpADFNTtJLS0tifSZyevXv/7vP/vt9Y/ee/RRGLb4R62PWj/wtMYfrV3/IPxia/y9MGwk1As9hh88Cr/X+lH0u69yM7M92hqO2wlLr2pOgEYgnSgXnXVMLiqwK8Kt+OQQee5VTjDY0DQDp+0290lpGG1DUac0/sgm8NwW8CDFie0Me6Tt4p30EAeAaHFkclLnmAxLi1F7VQjhb8oWZJRMn8yJyuWgMmnO95Z9DbqM3mzJAx4HNzbyg/mgKL+Rl+tF8ohcrw/mIg1jY4sKeilnYgViVBqIGYU7TYIDCiGRg7bwyCM4gL+z3WmrQqp6dW0854yiyQXXEYJF8h/YcJVu35d1RY5n7vAUs8jLO35+cUdVgcgPO1GMEXdVsOITZMRrBwg8KQc7Hpp4EH5ioPUarulTjkZeQa4/WbioVU9yjVSg6eLLGjinl7c74aJ71jwgO9I4g8RrBQzWXPqnN/70T//07+70jfStFdgUo2OwgZNuz2f0DfhdOv9QNxYaT7jULtblZgcSGUPE7XK53UxGF56aAjgCAPvuoNtuCgNYpq5fl/128vrk5G/R9oqjr/VRmONc7dGswllMe2jKCvj6DID86JFn7YMP1qrbI9gRpwQiFC4bPMymPOEsUT7ee/FRK1nfcdoRXLVHkc/V2BeZuiFBdGifzaH8BEIriNoJ8yPyB57Ap8nCRD6PbyUCFL4W5O7tI4I6Gwj53iKBAW+kFESL4ShqdUf2mWORmqSsKhXmcCWVluQhvUQ74Pf582ZSKCevZxJGbffAQGAaKwOTzqOV+buhxbtjYzo2LG4/qPBFn1T+eFJKmKSNsxRwJJOYQdv3F180sTt30ukdmCfE5EeMKSDq9qcHcEx4WJ1OPDprj+owWATZSHY89moYrEnCLEq9LIc7lIXxcJb3O+3DD2XlQTgqwmHF/w/QyJ8dbh2DYzucQTtRJuswSpBpq51WHqqc3MRjXILDI+EoNzF9nrWRkeu//frX//Szkb4RtJyWU5qUO0KJTKlAN5tw05rZULeL1bg0brfXwEQYxidhWJZmdBFW64uPXH/0qOqs+yC75vH0oS37+uQ1DDQbwVhRydraB0UnOpk8e8hYpFl70Yfe63ZQ+4BzRhErAt5tQXbw1KtRfvYJBOEoP9/hja9yvIvHSZ0Ng2y2qjwJ8UoWh892Xk6+Sn5BO+8dIW+oE6HcM5zs4T5UfSLK4/zVqucgyjHH6mN+NVizWvM5YVJ5SElKVaq0swGBKqU6RNKYRZXFwF7GYIhEWGOZTaRIoo1iIFAJDbV1hKIcomqLSvVLD3oobPsuCZTcYtQYxVExd4E5E/o+ptAJ4RSTWeLc4UAUTzudPifA1WmP7xSL9Tjk5tYON8G4Y0JTEX+EldYLQB5+ZJDwiyr+stnwvzg8j4j7VuHxKMh4itFoQ9chMBBygcROzqPYLha3t9dmTt0QE82eXDX0CJMrhGyD47mcz8NepSXkUoJi9e3oi2GJRKLQ9jR0l7UanUjkryjGJeNltbphrBuQCDD0gjjURfR0mjUwqXL3bMCvYGUyECggaqKvRqP7NgOCjag4LUklGFJTFLtyFxi6iWHoQoHBgsQeJ3EXRtu/fUAIvFqHLm71D7eLeSMFPw0PakbtB/91eEYc3Z/Z333SzfZVZsa6W3vVzM//Ql77rroGqs9WTSaca4C35YZTOpUjZ8aal1jmkdKmfCMZM+mOZ2qBf1/HyPXyDDaJwQZzmIXiUYM6GncWxcUdmxhdCxjiEX2Ce4qjtupj5/5OXG9i4b0IgEFYqQFws3DmsbIlO8XSIyw9RcOqaFqCwxGaGok7pVLE6s5BIVgb9h3UGe1pno7yemJVMyRbPSLD2S+N8JfkI8IRwy0kMMc8Rg/snmI0jqx51iQYMqJQhHfwUgAZsdWMOgRQ+0Sjjsvy0SMIRjv/yk6NzXJ2II65wD2ukHjKPT093T095TKTz/gCWNmjrNEw7Gy3hkbJ6KUMGQNTSPl8vsDsgF9C8oeeb62bu9HaVIqKxXuJSKSpqWn75va2a5sbN7FT5KVxV6JMF3Qj/mj7iziRv2170fki7zCs2dyrOpFNIXaKowd14ANHdcdOjo8Ts8yL0W/Xv1YjuO11f+Z/87BVd/WfbY/yMHRyTic4u7NxyRqelLzDPJo0RZZaco6WnEVloqboVDlRNv7Yj6H8s7PdPXsY/j1g8/k9qSns5LODl0Rsc9oOchwnZ7Djn34CgFWe6eSoEgzAmM/pzyokBIV0Cu3iaol6TS1JpSQpDHXWWalUKswpijUcHkSjnReJ8RoQs7wuyFPSOuEYjoc54wyPTH4Lh+tQSYYi64mvNfh8s7MBUkTtKUZjBVskYP2p2wJYPjFGI51Nx7nIaSnoCBiahZo28gw7IbNcfMS+Fn5AMeCuKzx8kThKiP2wwSNRlHsaHjYgAA0bQV+FZgyMxs0AKwU0uiOGoEEeYVjJXne3ExNjUyxWpNEvWVuJbhq17eMHvi7qnB1v2t7e3D579uyJBye2T9QGPHiwfdM1rvWpdQVPe/TAks9pwS9WIxbI+qGw+WpTE7jX/vu+PKIvfrs2MN/kRdxe/HY1RIc3O/JQr1Orn0Q3bxCpP4jyqjgfplILtah5fwmWdvgpjvklaQzOgys1oFhymAqS8fHul+6tv/72cz0/K18qj5N1qXxJ2zMwO9/ROWCUSBqyinjRVhev8f8xOOcKYac+pw9+sw9Wg3RDg0StxkZme/4GP0nL3iNFwbX4o6HB0+BvUNNThRFJ3Imf2tnxoQN45+BI29PxuL8OiVUV8aB8rJeZB6nrEywW0alQWJcsqggLC37PQ+3T3L9xeLhtuO1qG4y5trnGxrkjaYGAZBTxp4mzYXFnBrhFlvsp5Ug/kv2q1bpYtV7jzV5sfRFdtq2tO2m4hi4tQaLb7Y7FguLFSCToZTRAWjU6XzcbDBrg2Ie9UHxqI9Yw1WWAger1+qWiswYlfi0nGirLbDedPXv+7Plnn332/Pn3z8Pu2ZVnV87jOPtmU1k7MDsroQoNGGYLi7Ndin9SK8bN2HHxqAZbtRY9xbQdZzlqyOJ9R0+dXKj6YJ3v/eVfYnbsP3/r23//+9//ih+///0/t774Ir5fXMOUbd8GGT0ok6vMc1/IE7KIGwkQE/NhYuJatBjv1MSBfw/G4cGpRQ6CosrpU+QdLSoVxbh2X3pbK/d6m5abNk9sbm42bW7CKgWHTZcm5ubuBhTaPfuaomhz1kvD+v9yf4Uq1mzsRPvzFUlIxY4vrWjwObsBbqxaqyBldkkrbPW4UYtlhLAI7SwQG1jHs3uePcQdnHpf8QAaYRlBJOIPf5xMrdr+ABLrELj/gIhKdGDgu+qpqiLc12I1CQ2Z0saG11XWXpp5etHYNjMHcJyba5yDMZxmWUVqzRkSKLJxTxoW4EdV41W2jkzE6xgEfzLj1TNbfQ72COoGSaFMuzUajcsFaIzlLBlxFy3yashwq6jZgK+he6BS6e02poDr6CismKjPRLBoqKzgKdp4tzCxnGOIYtreWtAP3rp1+vTpw6dPryyfXlk58e6bb56Fx8+e//zNd9998LtLPbPY3EdNsWGpAgPaYQ7Yd9LchODYE+fzkio4d3TNt3PA6crRcuKKjsY/+PqvvvX7b33/W9///fd/9V8xcQ8T3uH2H3/960eP0k4niaBH5YxbM+qcRcQWGbUdkJAcDPFW0+CIfCUhYtXPcGFeO1VzN+czIOoBLnrpYtrZsOQQtixlSoefffbzNz99kxvvPgCW8OmJd088ePDgOBxvH//xpZuXjvcMdPn8O7ZiddGxievXnnqxyN14IKEuEo+nfQpsydndrU5oQDNPqNWsi0lou/fUKfRNuRObNOPWMV0SUGFZ/9CYJCUB2Zj2oba5s8PRLLu0znnIzZPwXnh/0X9SKH6ldIxXRWO4zrAzqdKrhCWd220Ixja2DOWnGI2FneEZBONM23ADy5QDYgXwxCmFQBBXNCg8JOGgikfC27P7p+PA+DKZb2hQGCW0LqPSFWiN2qVxaQx5AzUWYo0062bcBgPNGv1YFivgL9NYKxHEoZWK0CxbyIgoWiJJyaaqPJgnxVJpWtp6/crGhQtnDp9eXm66eWn80s3lheOvHT/uvXX67PG3jr357lvH/+q55x76ursfahlKDZMhnuZmVZ1hoeqB9vCz0XaApNaFb8GDIszb8PX7b/z1X//1P2JZbBzf+ce/+87fYUbe1//u17IrzSo2nfY70zv29M7OAS273jN0QF7WeG09i+ZuVRJQiwtDpznSjZ0qGKuBm2md2eFoWdKfOfzs8ufvY5YVrFDHQSrevHnz2Alcqh7cPH7Wu7xwYgGeeu7txVBFvOMTH1QTbeIvmQR4gsr/mmjc6dxrAEQAGzWmEhGXhsFaH8Eg1rVk1eNlEI4YT9UwUBlb9c0GxibaVgGle8hLAI876Wyc6Dw1MH7FqHtF+uT7qjy2Zlyt1yXj8MyklVpS5Rg3GRqDUvkUM9W24QkgqY3De5QoojGINhhAAWbt9QlC0mxaWk30qzN4xetdQU8gk1iYPRyZ90jW2Cka6zvlVZZzXg1oh3oqNFTWRVKzNOPyY0c6/+yeukBlSAM2kX5Jb1XTopw5T0tAplJWax8/HbmRJhbx62+YTg4Orsgxo7YJb8GzJ949tuld8G5uLmweW1g4fvz4a8/1PPfwYU9DmdEt6dRFn9jGLfjFqnlwhzPDe6rBZ9WAyRov5hUs5I1iBeU4efKK7B9kN/5B9h3Zfdn979y4fx/Te+7foO5TN0QiQ8ato30gx9CUVTw4DoJyn8qK+fC6AxFivNOXaIhEQSfElOgBvFO9nkxmTaPNuVxL7sLp85+/vwLk4NbplVsud8I1Xi5furkyOOjdHh+/dOlSz49vAmu9eenSw/ndXrFzFg11nJ+i+NVqIyrTIBsJk7A1iBV7Pr8nm94DbqpxexMu1qsKyt1uudwQMTAsrqNyvSioF1EGnShvyqj3GCqTVy1lKKrQt5feUWQ54SiN+78CkLyX/19EYzXMpupsrPoiq26PRyOmvoLOoczHYgaD4drCOeXoU4zGe42NAMZpvWgDVjuDu+wquzye1Nra9ck1wRCcxa+mD1LpATdRdt9Ly50jBUhYLAhewDouOt0kJRItGfIZZvXenkhkEekClVBocQAIjxqAqBflVdicVGWiCnoTQ+n05qWM1QofU/D2N+7XSDH84oMbb1zJB2NyL0wGLxafCMZg7T/xeTBmeD9269atrZWzb7228Omx8qWege4GbSqjVzEyWlIc4F1m+9kABI085vbzBjg5RsIfnAhFm1+9BCqs3lqQTcmaCgWZrEmWmEoUthPsdsKVwOKINN4LanGUD1x11gRwTZLVaaHROuXSdtCCyQdqOrlP71T3dj5eCrONSMYRHyGraGkezanyytMr51eWvZtNXvemxuCmOS0AuIgbN225B+B4fOHE2ZubgMejFf+aZEfMK4Z1i0XtT5nlfoh9BJRiX5b2+UnBQJqOBGMxeSw4uGFoCt4alMdiQXmQESWFWObVkhfpMroCE9FRTCFCYx87z56EclgVCh8xPBF/xkGk1WbQvyw1OfBxcjFb9fgr6jhY3/MyCVtIms1CpRJr2ipHm59iNIosevVw49zMeD4Y9JY1N8tllyZFskqpkXBoaCecTQPxx1OZzUrrYGh/ApDk1EmlWX9D2iehC/QUTU8BGmWTMp2VonSTsHCxgbaZxYrWou8OVfzqggFboGHjJWwSrNdHKB1dWKJ0ayBNreYlkIyTU1V2UnMyPbp+/Ttv3IBJ4F1+f+tWDLYzZw6vvPnWa+/H3gdwrrwP0+Xswpu/O/b5gtvV0NDgFwUN2+ObTZFIJLE3IC4WxTiha+YaxQGDaz1XJfZYECI+NRasiDB0IjUuMY6Pj2+Py5oS49tT4y71+DgGEY2Pl8fLrpRb4hTXBS8Vi18tI20HiOkTFpWi88kPfkls1UM41QKyMS/cWnn282W31xDx6hhdPuIGLcCtwW4FDK1jGALNm+Wbx7cXzjYtPNRqZyt+SjWSLorbfcUvuTYw2oaowAP4v6f9ewUqn1JLgKHCNVIN5mODg1tbg3L5xuDgLaz+sZUTCnMqfaSQYFPqstFP6utgN7Lu9B7aXdUpNbum8PtxqZamcYLw8+Tgil4H0poJgqztJBsbM8ucaBisi2qFJ+Jo7I9fX4JlO6PPmYkrFuu4X3mK0ZjDKvaSjrmZzmBQbiDsm9ExhdQIK5MVpkb8E+1pZ5o30FRXsYMnkEdnnAA02+1ndZkCtk2SYWszHSWbBOGYAXrqvztxb3jipcUBlkFyqheZQCyShr14NdVsil0yWSfpyRZ9WO8w6SYnp9YUinBNcUUWHA5PvffGJypLaUvuBTkYuzV46/CZreXzJ44t37r1vnd5BfAp9y4vn3j5Ze+CoVwGKDZtjz8YvzR+MwGITPjF4rpoXLE4zFkvD3ofbMTsgiYZX9pIoyLrAhSqEYmJpmWRXB4MDurlQfg5OCiKeb3b8PK2n0n5nPspRM6DIYUH2Sr/J1Rds18O3XwCjHUa5f774TW6xdwszI+unP/8/IIXVrtMMGOwiFxzlxsvX+4JBrFDbYTRwQuwTnndwOnlTfKe9YHu2YBHn0tl4WTMIvRs9ZsNnxL7dopYYwXgxEaYDFtWMyJDMC8XbWwlz2zF5IMbsdggrHvj3Q979rRGUhJaKymzqVQCG9DScEBKJ6slEoU6RUcke0ZFXOrnpCBMJKJFcuHhBxTHqjK0z1GzcSfGmNQs9mgR37HHFWsjU4VJWWHEEy6YYLUM5nNCc4k0BG0++U9PMRrzGyiZCtNzM22JvMttMMAqi1XIgGTeB8Xte3Ntc23Dt5176IPct3rVmaX3Tx9QSamC1SNTYQCFEZlORuFGFXS0v6uzY2Libm/3OO2msEqdXqTPiJZEGUpXSLFw2RiVaWnJaqVaposjI9YWWWEylQ2T+hYKRY2ZxPt+LTt5UgQToen45q0YRkxvXThz+uyDl8eXB2+teOXLgA6vYcW78NpPFz59f+X9sye2jz84fvzBg5vHxx9sN8mbxjnvHTfBo+EveyOi3EtipzSrwDVFXYaTAuRsq7Q1uHEY03sHD98aBBUNfty6dfjWmdODl27e3N5OUB6xs060Rp9I5dtP6KsJOeeTWuPO/4tQrBOO1cMpChsjb6wsvLm8ECGsPWNQxZi5y//m38z1IAgjuiDpIBKBGxzRjGbclXANjHf3duuFCf+e3zf7BFG1ITeNK/bCEo9CYVTs7SkKxohKHzTAjIjELBZLshQzBAHaXi+zqXG7Eu6U1u8vp0jLWVzF4ZTBYYJNFDBfDuEJV9e4B3BUAAb9Un827o9n/VKcK9k6M+pBxZFLzZDuOKO2otReZ+u18/ozikrYFH0j960UrEMxVX5DWMrnHc0nbzzN3VRj2DIbNHBf29wprciyETNoQFVfcAd1eeujq3NtoFbCNtfWdrsdFjT/V0QUEtWaH4pMhsE5TLlBmcIK3RRAMjKl6MZycz4Jq/FGQNUHiZgRoeCksVaSmqUAmoBQE7VUiBY9dkVLwTS1RsKdOLmINIf8Pun1+zduDCax7EsQrTgRHAZ301kvs2yQyzfd7s1lL8zJhWPv/uanv3zr04U331xYOPHmiXfR2H98fLspkfCIxbyDwRZtz345NAajM7OekckCPdKtLmvU7qDKsrERk8uJmWjzxIntd28+OPbg5ltvHXvw1oPjb908dnNh+9ilzUjeXw2cqVppatL2CRlYc7DX+fY4s82TtLHqEay6XvZDgtFeRFlVLblkcPnNz8+73a5xdCExmbwBwHj58ssMyMUmBnBoHBgbm58fIuXgV4fu7na+tLr7ca+LKfhJUbLivlGVN+r4PeopOqX2YG15tboM8Apa8kFDDCRi3rJhcBuYJliuyw/Lrggw+AgWskaxnDFQOsBddwB78vpI+0s2kcIMVmC6s0O3A+lsvAGuZAOAMQ7UlcBRmo3vU1d+nccJBu+z24p2dLPanST3thqOwFfq4MLsAJAFK647Qbxl8vncyStPdc04rk+9JWeRzLWdmo9txTa8jCYBmJEMzTTOzDQ2wq0RwwIa59Ynpv1p+z5b/ZL2nXV2w/XRwcqYcHvzeZnEGJawGDPFqqdQw+rpetg9O6BNyDMGN9AZNVwxWp/X65dES5klkZ7SLRVknqhtaq1gMln7FIqq5wR/Wytes+yNk4ORpk2vtynhjrgTOHBVZtXlskTtD1R6Aw973CKh8MytlT/85jff+Pkvf/SjX37jD3948913AY+vPfjZg6blpoCYi0oF2Dml4ifD7gQ+DwvUusBOwkrhOrHw+crK+bNn3zzxJoL6zTdPnDh27K23jr8L9+OvvQZ32L/28muvfbgdpKVVHuq0HYimiUZtX8ZiNU6fs53WS0RbzaZkO0hweaMv5/uAn4W8yNRy0mRdPvv5558vLy9jzcaVZe/7L//Ff/pPf/syqNAbItARBroqvau7pH8KaccJwNydJ20Ae1HH6+5G07aYT9TAgPE4O4WCjgYUYaOxFJ1iWFfwQmkrNmjZGNRHLMqSKK/xN5TVAP5gLAaaOQAf9BvXQDkCC3smozcATCPYk5MpuAugvtIMa9xTGCU1F/UTP3mvdc3lCAoPYNA5stYuTTuLNdFYtHEm8ZrFC7Cq0GW8Xh6PBoPO8Pw/vfE011PF6g6lUsmiaqHbGmc6mFgGZCWztzo3g2CsDYQkkNlpHyiIdinvyZXWLNQ8LkPGSIbRYNtDERXRFWQyTjgysghdBhgaNoJbeUsuWcrlDbSaJa4NhKJenyFyEvRGlWzyeio86Whpsa4hFNH6beegn003ZFU3IrJIE+KQloP85cyZpCF4qnux0t/Vv/u2pNfPAHv79A+/+Qbg8Rs//9G//emPvvGbt95968GDB+Pb5/0ScdFGsifE0fb0l+K81zDsfJKZAomQSDR5z55dOLFw7NixT9+C3bsnTizwA2GJTvZjbx1/7X+H7W+35YpwtlYRoN4gVA04rdHBfa8n4pG4L3aeMPUcRKOtGrtnqz2yOVuzDiajN125cUN/HuB4Fv+ohU9hwXjr008//e8XPj12YtOFBFKiHejCXrjYiRNAePduZ+fdTtjjg9k97LOi9TtJVLzYhonDUx4JBcpGgsWGyTAKNLboYiLBja2NWMawMXpImdNpBxqMavW4O7YVLFlEIBsNwUhZm4hoUA5iX6GevZ4e7CwAaiUO/+LlXq2RNcarQW3x+MGY1OwTRDULYjFuuh9vh3PDBUHUjM2c4ZnLH7HHRyidhiFwBL4KcMw3f3L9KUajELG4ldvQRaxTw40zc91sd2h95lTjzKlT+2hs5KA5PCSYrtnuayH40mrGNsAloaFZgx5EnU4mu09ZdVarDDRHmbo4azRs5AdVlnxOJbLoDfkNbKKaoUh/RABiii1kVLlmxxLrebQmmDRZJ9fC0mzNGyWVotrqVxesskSTDC2kEbQDUchvYTk26fWMv9Jb6e3t79W6AmNjz91cePPTT3/zjW984+c///mP/uiP/uhv/+inPz2+Pf6zptNTskA0K22V2jBHJVzL5xVg5Q2Bk9XB+qGDGci63E1ATpsWFryff77w6cKnn2P90sNnyHb4zJllrGh65szhW+8vvPXWa6/97phB4QlHbWLnk0baaLSuwFe1Ukd1ZvGjJh/rYwWctoP6XBXLKCNQuCtyhUyL6ZP/6Ts3bpxfPr/8OQnE+fRd2P3rfw2APHZ8+6bLWE65U4HFxcoiNskFAbl6F/C4ioDsnIBtzNdTLgMcxbV8LrvDKlFTKmw3bdAHRWjvzqs2chuWrbwcCI1bP6oyqLsHtC5NQq3RNG243ZktC3aQ9EZgAylJ+wbUhoheHqwOQ3BrYzBmEA2q5Cl/g7Q+MLUW2nUgTjXOoTEav98yKY3aqm4fJ08jnBgRYueIxU6fbgQktIEfOoNB2FKQPMVoVFlyAEehpSAy6adB/FUheOpU9fAURhqBbOyo0PqdTgGvX+CsknIWnKpBLN1Al2mDPiOyWrGs230E4w0RNeWf3qPgigECS4DFAsMyBpEoJxQKKVx2aVYXEeVGR0l6kBBgKJm0hsNxrCeKkCeoT6fTPiObiehoitcx9WhxVwEURTfQG6jHoJ7e/v63N90atXa2v7/n2PvPPvvg3T/84eeIRwDk3/7t+vR3H/+sKSKZJslMxbjUbvMc4bMeMW9f0L5TiIA2G6Fpt9rVtIKBBYODg7GtWysLnx97/wJg8HBMbpDHvN5bZ5a3tjZu4dg6c2th4fhrL0fKYel+QNy+CSdaw2PNkMPF3ldjN6VcsF4VjVzKRlUU1otH3nvCJ3TZpEIA45U3/rv/8cYnh0kcDredXnn5//irYwvHAYzjxhSIeDrS/TH24AwBAh933Lt37zLcHz/uRFTOBwIBLesqqKcF7RWyLhWac2Y9GwH+YhFhyqTOkBFl9EG0ztJulmb0uYx2oEfjDXrlsRhIy1h+K5m8sGEIEviJREHjTGNArxpUDW6gjW1wIxgDLAbh5cHSYEbrjx9MlDoQoMo/xa3uxWg0/Lzp3EjRxntFd4rVygIEjUUSDT3Sogq63QZ0/HthgyNN+dJTjMa5ufXLjzteUkd0EueRNtQTaxQVX54h95lTbWOajDHTohuesBVtzrrCC6BrS8Nh1LsbjDToC3oryMP7svv/cOPc81bKSqkXu8uLkUGRyiI0m3M5VT4S0WcM8LA0OmoWwWShKFFGlMdWadifydFilY14ilwYGMxaDGtL76T9WNeDAShaRdgG0dLSMoh9fi0mlckCoFT1Tff2Vo72uhivpqwtl7UP+3/32rHTzz777B9APP4Ixs9/9/F3X/zuVeMU3RHCZGhSH1TQfvvI7Ve5jH2UDDoqEgFJrXN1jwe9K4NNTfLBIMVEvMuAxgtnAHkbG2jZZ7yWUrC0NYgF9wcHAZErx47/zstKSVGrA1HjdZkc+9kTfNJ72s5tHBoxer1Yc33YDuZaFKs01caVzSCAlIxaKBPIxr/+63o0XjhzoTS44XZtarYTkUIhhWiSGyt3L7edguu6vo5YvLw+1wjX+NTMXNtqoDcQGPCn0oH2sCctFrfLzM3m0ZxexMhBL3fRDMjGIIAyA0sfqBijOUuq219mYsSog8XqSqXkheSGHE8FdiAIZgKNjdMirj4IN2IbW4hGWMUGB1MN/i/lLSIUpdW0qppFIouaY3zS5DCN2In527afrUciMwguo31LDmUptsSJRi8ISc3NSy/PPM1ohHG50+8P4QHCEQcvHatScq7xHmMBCFC2uav1cY6g+pCiTM6dsEKdYkFdtMoilPWGFcPGZLpJem/aKN8IevMbJaEwZ8lbhA6LCNsEB/MbFqFSaBaCxijSWywWYYus0CdZkyiydeHROEH9zoaxWVpfcOvIlMipci159FRy94SpCbVS/bbaP9uvBeqk2Vxwly9dKvc87H/44zcJHt/95U9/+ctfjj/61b//oI+WFecOFGkiJQFIycZ2wQiVoeiCLjKudce8crnXHQlGGFmBEi2fXTh769KtEk6/jY3B/KClpEf6hTeYlRu3jh37qyZ3NtseOoJ1ZQ54TWoWnTpXYZGPpSaQ5ChXtY6x01nnD6mFrnPLX5RUkqomN6/lRvV61clP3rhx4ySCcWV5eQVWhjPJCzGvezPBMHfoa3RmyZIPjt+daXwc0LoYWCzdGCLsdm+6tN3dXffmTgHjGeidnZ3utLeYHFMCX8akyplFmcXyw+eMu4uBMYx4M+Cpz+csIkZCsaAvagzBwS0soly6cKF0AdCA4QYJ2LB75ETjzN0EDXrmVlJZKm0EtwaBTxD3JJy7SEND9itGNcnxQEgACMlWW3bS1GIdUYQVCs8adgVb46pXp/pSIyl8MGXNC4VKpdIR4ww53mPllx8+xWgcXl+/vH6v29fZRrKqhucwhLxxX0Q2tq23dUx0NFZUIra9rfH/7mj31QeUFFtxpZ4WFxlKZBGhJmfVY+yNjLLqdXu93TBXgavACmoW5oRmVR5W2Dxc4PxGfmPDrDQfEuXNo2bs2tvSFw8TZmrfIV4lO2Ej4qGOCbUC6CxFARZbVKYrepCEfIffvEpEq2jMO0bjHV3u7sZMke3NTU2555Ln4cMe1zYIiwsXDp9/cPx4ue+zzyaZzP2sQEpcl1gLB8sr2uEnEOPWbEMqQ4tMNMWUXd5leZPGgCrTEkzO3KD37MLnZ7QxC6ldiogslYKgLQEPg5Uf8Li1cOI1L6O4k20H5vtEtkbVulov6vh8El5p5BMJ+eW+FptnqymKPEvlq+fwTHWnocWstORUphs3Bg9bDp/GSsdbWzF5xNXEulxl1x22cK0AINpijs5cfjsBCjrySJGIQU4JN2zyqFFX4BoPjwVm0+nsZIvDFBgoREywaJZnZz/ufa67nIB1EvBoiKgHFjthahQoSi2JBA3eGDB0OLPKC0plKcgwnI8azz67PjfTKTOItrBR+uiospS05FE2gvDcsFjyxoYvyUYiLRuypA/CvjmHBH7FW+02+9qIIo6XzON55CGhIArsp7AGGzxxHbhRLLgEKzssCiAZNeWXn240Dnfc6+hY7egYHr4Hx0OYXUXgSFKsYD88PDc30XF5LjQ813jENi1oiKbri+QUnVjmYVpmEuUN+Qx1LZPPoQczmBdlBhYXNVuDcBGS+VzS0SJUETAmkxZLqWTZsuSVylF4AGubOU/pT5o+kMLZB1lBQp64SrcTjW1tkgwghNGrLCqTSa9SUQBGFXynZQv7/LpVDCMPkqIwWOuq9zn3se2bmwub5Z60QqvVNIlWTlIFkUWVz8iXnn9evxJ53hTGai/RF21cMj9f69O5xrI6k1nH6umUW75yJnYmLxx1CFUUvbbn73nu7b/63Wx/d3f3w+d6nrukaZJvlDZKPDA3Bi2WwcGF4zdd7JIHZVe0VijaFq1VdTzg5ifR2MVqXnydr6/4RDJJfZLXTjQkECjaBdVyiYVUJgenT3n49I3TN2DNAY569tJzz20uGRyZQirF3slMMirLRky7Ptc/ztJudwJdNkzGC9AgvC4YAzwG2YlTjY33xnyeRwWrORfo1NK6pCppSW7FmlyJYEmo3BhMjD0eXuccXWm9KZIXIS1dgTXoTAleLwFDlRtIdACIwEgZeFRnRFTCAj5c1RClSjkKbzIYYrAEp/aThcN1eNzjkxPCvDtrP5U2LHVGsfQVLppYVpUrHWAnkV9xe9xjVVnyGUNGn9/CONVSzF1+9d8+xWic6IAxQW7cGCYyEgQjZj62zTWuDze2gZIxNzc84DsSavdkbTx3qmYFRaUNvvLWoEiOCoZcvhJbWcGLNVj+8O3NW1tbW0lYH0EuWvKqnBB0R5CIZmXSsgVrZSl3SHkoeUiZy5nNJx3X7a32NF9oEwWFbRrw39iJipy+hWvJbcnlIheSpZJyS5k0l5TmpC6XySSTSWEO4yVzwkxDQM241Bq3Ru3q0V56mFiynnvh4sVvvvAONspaEuX1qgJX4aZahDDaLhbYwgVKV2Ba8pFChmmSA6e6sHXIrMzp1WqWpqcSKeywxo5jbwISllou+/3d2p5KwA26q8US1JU2vJusn9U5jwi+K2g/mD1VUx35mgiYGrFvSuVzSQ7kcOz7OKK2fd+lE+XutfiUjuI2WJOEWETuAukDcDjxXC82EfMXRCZmkk7RmhGdSpgXRjpPvQTc0qV2YRy5RuNFuygGPza53eShgQnMzM3MtIn73psy6Ye6QvGI2dyMUi0HAic3mq+st3FLM/E8T0yZYbHF2HHD4FY+BldWhCYAdFgLsQ+scgDeO2QeHW0+xA0lfIl5VClUoSfSpJoE2djQ0BA+YMjhg0hQbDbwqbRxadXEil2DMCTHToIEikBgs4rsnkfhwSIgI6xOlDHk87hbMizFzm2Vzv3ZWuPTi8bOiY4JuMFugj+aZ1RCla4dwIhonOPUx1NtM2OSSkhMTTnTaN4Sk/AIm61dHN1Zo3URt0GeCaJJfCW4MogjGLvkurVVgvVzq2Q25xwIyENJJfBSAFFpA9QJYK/JvBkYTSkHgmj0JPUel8dnJ+n4RZt4uPGIX0dRlKqlxYpy0QQfSMqTymRJOXpBqIoYe7s6Vu/OVwJcN22YjJXK0MS9e+uX700cnS1resYzI89/dPGH3/zmxYsXv3jBY9KLdAW72FZXgAZroaYKOlbNgtIb0YuYiBeX+uChnNHHJvR5ETcyEYbR6TN6PQn+gQcJlkncnbk3cW9Mnc8Hc1tNF1R+v8RJqufXqtlUg+Oi9c7DIibF81nP6Z2d4ldXHaoXkdUCJMBSR2QtuZwDRzPMeCAZIBAuJDe2K73P9cD/3zsd0gIBoe+oU4w3yOQN5bnGh1h2iOGy/xJuQ0anYdGpP16+qXa5GHmEVWsvo03H9uiRSVKZuDtRHm1uHsUWy4fgVwDxvNxYJUuNgNtTvnwOeHpwK6ayBEuwxIoswpySVM86NGoW5jtg0nQ6uG9oNsPVBjTCSgk6J62zmm7cf8Tx0q8oQNWAcEQiygGSS9+owhYrn0ntiNk+ymrN6DNL2ADYJFrSmw8p80DIVZbYEgpgt+GZ959m2TjROXEbbgSQnRMTQ7QZhZVytGWa0yTbOAtr4+UGWmIy94lJcVtSeAItze3itM4Bix9cDhB4QB63SpxyNSjKDW5dAIWxlIPL0QJYNJeSOSQwgEFRfhBBpbfkzEq3ARbPQ4eam5ewrQ2xLaIIse2ErVbQQvOmnMl0Q39D1XISAxWUmeQoCEd3f0XNRNQ9GHE3O9DbW6lUAjhmuZbLZZb1r1+e0+Z0Ry5e/OEPf3jxha8J5hrb5kIFD+8QBKqKxava4zSliyTGb45vDoI6BWuKaBDmmmaAVaszTIKEXLKJFB3JUHnKZKJShQiW80kVUpKpU3OgI82darwr3Bp0b5ipgsQJZPK2IFqs5k3t197YB+OB0hTFAxKxvsr0fheGmrekXSB4kbJiLijqzRZHDtgAnJC8sQJnYW9gcX53frdr16US5XUZA7Np8Mrvzq27MwY9ltWjIhEqQlEwhXUMbOhNBNwGRcFIWZ0KzcxM98lUsgzT8XiiUw/CMcfRzHyoo21mnTMi8D7nxplFUc6SLOVjoHRYRHqiZ2DuhNIsHM2PcYS2oEMfsiQtXhwKDXVcbmtrJE6y7/7lr/6ZKIecGEQAIgRBaWwgiez4WEE2PtOf5FJxSTxx0CyKQF+l9pQO5oVeZMKzgA5s9IypMsGljXwsY3jlz14pPcVoZMu+1c7OIxOdOCZCQ+whs0UECiClahZfnWsDrbER5tyQmtKJRnOp6NSIbLIwVeAaZE/dmYrvpPNmzGRB/0QymUsq0VWBK6N+fAPkIrBRsxCXc6H5QjK5pTxkRnUP+0mU4K15QKdyVIifbT50BTiJNC0lohEn5ZSpxZE0n1QRLF5pOak3YwlDkI2lBABwbHGsNzDWO9sbACyOjY0tzq/Or3atrq6SUBP4sfr4pd0Bu+AFwOJPProIk+Rq49W5meEo1gdFNAIeo8WClSlEyuPb2ye8mJRg8G4MluTjb4PUYFnahXFdpBkBCEUQzSZVS06Vl+thFoj09zvbxDDJgNLP6Uty98bJAj0VJ0WJ6+t57Psaq5KxyFFVvqAat/IgDsU1e2uxTjbuf5WzGG0XOCdlESpDACmCqZgDspDo3uv2zS6OhXYBjqGu/q7uPOrJoBi619smqEJhBC7UncKdO3dG7tx55tor19bW7tyZnLymFzqEQlVKlBOljCnfsP5+s8NEaVH6pR1mcyqVMpiVhyyZro62xtqYAZo0hzGSXRHQGXI5lV6FxjmhiFUbG3yVoXttyGZPwQo1V/VakxvvMWv8we+///fvVeEIyAvjvaEqGgGEDXy+ei1PgC/6AriEV+0cYbVLJbolPVmSclhkdpSjxEQEx4KvlIRPMRqbQAKMG9VT6j5Jn6Kha14FPN8iArWkYL0y0TbcMetXFyhalxeaIj5xyjNCuoZiOkXcXpRKpc4Ai4ksSuUhpRLAaLGU8OiCMmn6WSdcsi0gU3DZUVscBU4FCgZMIVDtR1Hpw8+NEmU/R2VUh1pANpKKE1xJOvtUy8mWkyq8X1HdUN0AtgorYjATYXuwrnYvSMK3KwDJXpSMH4/1Vz7ur/SP9Xct4ujaXQwdnd9dFBx59dWP3vliZubqzNUv2pBrNQr4OqWv2qJhSpZg94w3bz44dmJhWe5dbirJRXS/JqJJcIQUkEi7MSshpS4wRFRjmvuGKqcyyVCxhsl3qnFYJzLI5SepQiocwi5CUZvzQIxq1VvGR5P4iBUnvS8cnXVktVhXJf9AdTscwElGdBTQNJEopkLGAXBiJcYBH5YzWQx1wXi9q6s/oLa2tJwzrV29+sWrr37xxcWrF7+AjR+gRcMTVy/e9rxi0rF0AnDkq0ysd1jhM3nRAAJn4krzIUdOTzOjuaQq1dWxPldDI0+TGk/B/fK9jntti3tlX6DSwXnDEHqNvABFWGJ9lxkev0T3/N5//M+/f+89nqsiAEEMNoQJMBvCPDoVBJSK+gov1QRXmHi2qBNnXVjCUiKkpw5zEqcWwSPMI6HDsqF8mtF4tulsUxPj+tl05+3Q0NB8wGJWGXWjOsCf1fTecFvHROe9rryIoiuhlKrFZF0jsTd2vlQczBh/HjGFqFImc6D5m1GDgHPU8miVVm2VAH0WUB+wJrY5OQiP8FjIuNRodVOCKolwzOv0JhCE4VY7Z9WAWeu0td5/48onLS0tJy2fACA/ge2kymLKsMaBWZh8AMGPyQ5Q2VsbgMOPK5Wx/jHAY1fXx7OAU/HIM9Y74g6s+0MY19ywkyTpg2Rco2AdciVc203e5bPehc1N+dYW05swsJoIKFSJvcrje9wYXr833DGMA6j7+uPHd6d9xh3QqPEL5071FhiRYaP5EV1YIxEF9QWq9vvvVSO7sKMdbsTTWAvBKdbaVBTrgm/qvRw2RGPUPkVZ9XkTBqsBGs25QsLo7wYwwtI0hv8yyMau0O3bL7xw9WLd+CFsZP9NPPgh9+TVq1erIVen5sS5FofKYphARB25Mmo+1KyEy2RR5phCueteW01xrAuVJNCbmE0P1QKZ4ck2BB9vjydjHW30bfyDq3//j//8HgKsgcg8XggSBHK3BtzXYbFGVLO1+nCtTuylHd/xe1I6INstObOZTLkqIAGST3EszlkY8qaIXDYQCoWGxnozOV1h2pOyilT6GzcAjR0TqxNdQz465wBVsuXaI7Q989nXON8EtBAFI4LRDGhUAfSEcCA0q6bbmHwpVwJKM4rKolllseRK8AK8T5g35/AjcB6VcCodDF0QRFTmVnutHwjs3rty5ZNPrpzMfaJqaVEBJOFAZZWpsYYtDBR/q7+Yv7t6t/MxGR8+/vDDzg8/fGl3d7EfRMRi/+v9b/f37lYijHoSY2wUE3ONJLAoPUaqq0edHj1r1P54wBVkNrdvbp/Y3GwKymfLRslsGbiptusymYLElkh8PTO8eMApdnkYVqn1NtgaT01I8hZDJtjsK0ypxag3Fg+iMbpfJJpbang0Ei8Hj8biE8ojXxtkn6VyZlYMdvdQ1iUR6o14KplIQuufxTNSIQyhHxB59/bVLwjkvvkTDoJ4qx9VOF68COSdG3P6nKNZWAp2tc2tf+/XJ80kLuqQJQJKhFIoktztuDd8Get71mURnCIMdLgyOzFTxR66w9bR8FeD39zwxMQweQbEY1tj29VvP3qv3m6DvJTU1Vbsj73wniK8V1dSfL/4AwfTOJyKHczGkobXpqgllcPR3NxcAyTMtacYjZ+fP7sMo0lmPNLxRce9h3qVWi9LqadZymS6Mj3cWTHSmRxRDB3mpREPVkeQEihG0R/dnhWhB5gQVcChBQmUWaXKJ5NXptQiSwnUxlwSyEROhW7FJPqfzEQeotVHaCaFTMwm1lRYTC+ZpMVa/EnR2Rp+441PTn5yMtfyiQU2UBxNN6ipnenK7GLX/Pz8WO/b3d1ardao/ZlWu6ft2ftxT89zzz18++PFox92XL730u7Ro3/zN6+//ovZn+1JxXs+v0/sbL8NyvGHQ4EhwZhAIJgOTYcWu14HWdLf/zdv97/+F3/xev8vMNsBGN/84m7X7tju4uuLr+/iEwD9xeqdQB301EpvZXF3fvHxUCrF6pJBeXO8QI/shI7cth1kqvsWHA5xPFFFNHIpjcXiE1y1jqnu535wTeYwiM85AkwCo5KEwhytD2r93QOzs3Dr7R/runvvcuPjEc9FDn/f/OFXjRpAOfk4DEjrmHAkYT7nNmaBB7R/55NRJYGjJZVRwuKZUwcypgxoqhFfPSDJStUWEqwDykgxXth3dAyvr7fxAw5AMq4jirlPzc20Nba/96QllReHtQFIVOztV3x4ojrho/AjLIqP9QDipHhVNrxWsJocDiIiOTg+xWh8Fsbp88vLonH/OMsmVI7cjgS0SB2TUVnNsnEZ9x82H2puWbq+5kF9MRwHLJJWL2Knj7WUSpyBGx0XFlWpZBHmLCLLVjKiF+ZBGBKA5pLIJnJC3tpDMGlGjALdGnVYp/vG4p06XS2dFKVFa9hx0nwyeRJuyRZV7uSgPkLRvsD00L0xY3dgbP5u58RjLgT68mUSCL26uFgBkMANExYwv3ZoKDQExA3wFCJK1TygiRyEdrvgaJG8gIl/IUxwgI/AEf9zfn6V7IdIKuB8bcDHAYegtA50jxGQalGrpCmHqWDVTUmy7e1HavUzDhSjqsq/WgeiHR6NtVAcnq/uo9FZJx85mPJ9eKLhKasJTRgWmrEwpJ3CJViJfvF4vXG90aebvPbOCzXk8bKQZ6o8GC9W0YiA/OL27Yl7utFmpVCYr0x0HPn6dz452YyXaVQVYXW5UWFqnlaxfrUa/uXGmlrYiIoi4I2Q9yr6htsImwcMtpHbMBwNz1RFJVEhj/CpGzWVEMEXVmSxqc0jRc2I06BQ8Pw1XC8Wq0LUE85iNzqSlYzfofCsjUwCaWhx4B/+VKPx/HkA4+HB5UIC/Q+HHGoJpVOociqVykyQg56jZof1Tp8Hi8u2ttq5zpowK3bSCn0J0JhMlszEYZzDKBsLIFAotORFOTThWNC5gVBk1REh922jJAKAG8LRQy26uHiaCo2MkPh8UKjsO62txfa+5mZEImy5K8kWvcyVShn9s0MTq3dX+2e7/VpjuYy56VjkXmLcA54Nwqq3yx8IIHHrxR8DA74BHwz0efj9/oa9vT0QpvA5+OA49jgn9SPcmMEHw03S+XQMP2g3JspiNzvMaHal0OmPyYBYPRS+p6xdBUFaWQSSDZ9OZBwqmZoNSWyC29Gqohe11WuNtQ6G1USqtH2nPtG46Nwn6Qd7Zex/g41r8GaLip1xBRaDLrB6kb9/9eHDnr/p/fDy+vrle2rd5OTkK898k5OOnHvnSzz1h3U65dUvgEtOmID65HL5sc7bj+7/5a+R/wEPVkVSCTUtWRzyY/JxyshOYBkIoKP3MDZrbqZxffgq4m+dbOTgy2NueHi6IZWg+wZQVZhps+1I65ufYiBOmOiQHsWegm8yBajzhCUIxjo08solASPRN6U7IB9JOB22pyJNqiQYEFB4itF4/s/On3/3+OnBQdEyReRgs759mvb4MzkHUMpmuDlarAX12hqcEakUodjOQdFWTGfTrArzsZJE/CWTIArRu2ix5EvCHCo3qDaaAYCw1ppzytwoFy/FGXXwAGjtodEWXUv79JAgtYapRqTpRyuG27U4HCeTuZM5FI03mKmyMcX6QgFJAoODGUYUxBzzTMZgyMj1wZzIB2IOwKjJMAWmgJ4JKoI/MfEc8AYbTVcLBSQSKReWmFCXsYA9YKvH70fADgDdm+Wh3AtEtDKGd6SnIClX+URduMPu7kRXL0jYymKAjehoHZ1KUSZdpyTAKgSCfbVv32V4oHLwTrV1YRWMtVDVr6hvWl+1nPgcSRZHNMrFEagLanZ2d/fto2+/9G/uPb53uYOhJlPUWvTOKz+5uC8dL9YY6sUnxlVQHYfXxibWRc3KnCWfHxsKHfne1fZWmOUNHglrArnfPRAYutc5NBbYa+i9N7w+N6TW53A1zcyuz7W1fQl89zqIuatjGKO68LhDmh/lnF457TrA8TYRjTvti6AsCKbbA7C+TLeLsT6feDad9sdRj0QZ6OlTcHVYOHjW9kTV5JrDebJYbDa+371KQbo7hZ9q2Xj69Omzp0/rD+tVRHA1N18pTBVMDmGz2WGipkbUHq5GKvZ9Jk2anNhBCXl7NuujQQqWMN4NXY2gyAgBj2bEpkHNFNS0JZfjDV4Eg6PV4EU8VOL78gW90LRkDB1JSeg15G7FVtIEPipwOszNCMecykrJXIpura9rwC3KBCMRxsu4DSKR3qDXZwCLwXzeop8e6uxcrMxr2bJC26Bt8Hc3kEKCIBhnfbNEWs5yICMogxuxQPKkNDR/9+4QQKyzdkfkre5T1CFCXEPzXfyAo+75rvnVUO+9CW0CczTLqalUoyTNeo4IDhRrrOZf7HsyduokImmutlNftLhY6wVcXwOgCutiMco1votyMXPOPjal1fZotd39v3jppccdnQXdZGESFqA75859VBOGvGvjmz959WsfwXjnnbWPWj96Z+0dz5pibe2dhrVCQ8VfAvJiyeVDHR2gC07vYMeStFTtyGVScA5nB8SB0BAJoBxmzcBpcZ4olWoEI4c9Aj0Ognx4ZQdhqR0TE33No2YhXGmcAb1tw6s7qT6JR6JWe7RYozWlVqcKVAFnGcdQww1ZBJtC0bcWJmWRFPs2nppyibKTIM+jyGK8KrHzeGqQfYrR+D6icSW4NSgHYqKWpEAlboHh0FMjsMxghVRcgHZIq2O+5WA79szEQMK0xOhXi5QWVBvRi4h+x2QSbaX5hH+sLaTGCBwOjGahUCUcrTLf0UNms8Us1KdYRuRQTYXaV8Vt17IcxXux2Aoi4Eja3GJWMZKi2spgiRZ/pYyVFjIoDTHimY9Zy6sspaRZF5roGBoL3e2ZRe0QYAOCEoXZKj8QS7tdu4imXaJAgnrYtbtbNc2MEQ8lBzPQE+HdQ9znMDYJA5QAoXeJcFwdwm8H7XGxHFrtXA2NrZ+a6xxIMRF3KuWbKUvUcYGgSKzN9Q0uAIzSKhx9NSDuVGXkv1BBtVhXvJHTPJ0YARDFvCrOjVkUKwp0puwPzN99afVoqFMworNiS7kMqO6Oc+/waPzJ1975bO2ZO7Bdy7ySeSWYWboGMNTccV8zXNPpvNcYnUGtjYCWoTJlbnd0HOnr8wfEYhusGx6TUqnU7zUMgGLg9y3CP9yhbh516PW6DFzKUWFgDkA30UEQiVpiWxuvOQJuOzuHBCE4eXGzQ0VCCvXCXEanY+gpACCAUTKuLo+rUwk2xYKiUKBlhanU1NQUNqHzYBBqKkXYaJW71ptdyVPYQpVL5EBTBiGr/CtPtWxcOX3+9OELg0F9QpYiEUhSzlaFJS8xnQIJEXbSrFoJsa+2nSut6leo2ZSkm0IlMGkWkZBwszJHJSR7Y917Y40V1iIkAYyHYHU0oy+DYBEtOfDYnEmlMqqc2eGgpgrTc0d0Umw4gVwYyNi0YCCl9fvUVIGKABaNi5JMEKCIhR2wvDipD5FMYjiW2SIshCY6j3QJViuzXcAsuxY52Qf4IvZRgkOgmi+t3r3LwwoAV7PM7IZg45DaNc/ZeAChYzxDBdjy7+XQfZeIzYm784EhEJ5DXWjTWB9gdTrW39jRLWFtgvYiqS1Y3M9O5HpqHOj26+TpKtd7b6dY15C7+JU1WKudgYDBC2Cp4iJtxeKslaYzqnyEYY0DAqf1nJVJaQyxjZLK0Xzuaz/8D4DFd545d+6VAhBaLDmldmnchqAo5i6nNBpNk8G7uSB3a9zBoNfFWDJqnQ47nE+LnUZJ35SMRAjDwhrZo1jf2ERAPBTqnHagRQ3bYulBxdCtt03cPnJEMNYO8MWayOL2SjvGRQnGBF0C/Nl+xGpWEYOTUBWhaRe2ecRCjyRstolxJ7ZdLrULJCQjk9FTUwmZLFJIlY1lmlWnFA17ConC4/EoDgwPv4X5vCrMcszG+woFLNuLdVQo6ilG4/LpM4eXB6nnAtMM8bLG7a2tcTvmetrjJPkPuCOJncRujGhCkO53oVIkxD53noCwOZfIJwFxSqFILZHs7Ukkgc6yLkdUhkOYXmHmFEYSXGwWjgp1ZVavIuIS+LCnfcLqIVkydgCjICCu+GYb/GWVSEcxqZQk4M+R3LwNFUmayOdjIn0Qs9GTmJGV6lztDIUEQx2+3d1VRB5B1iIRemNE+n1cqXxc6a/0w1P93EuAvKPzv5h/afWlKkQ5xN0lcpEYT9EAy9liu9BSCx8jT3HUtTcEgrMzNMS5z+clxonG9bkxtbpdgM3nDnosbPW1GKv9tnbqiqfuB8gVaw6PJysi1zwdXGvnsBorslOUyUTTKbVxzyhJZ1tb7usKEYPXEMvnms/9BOXi15555c6dO5lMhNHRjJvWqMtGI4gkgCK9uen1Li94YzHNAnwiyJR107Ru6AuB0/biyDXKaiWxoPq8eVTlZ1VJVaCzIq6EppJAmqYKIqA1euWoqnP4iBg0P0EAUIj3igBuVUDC2ROHnM3NLRY9rQtqtGV3JELyCoLBwZhcvuz1NjXBn0AKcTbBBjcmkUBwutTj5TIIzVQZAFmVhoS+cuyU7/0bVjwihygh+ybhD15aWjJh8fqnGI23Di/HxgcWp6fDek+49b3WrN1ub8VkT9i3tr6Hepy9aOPTXduL8VoLgGy2gcqhYqjkqKdQSJRC8yGRX6sLRGA9pfVJkgugBAlI3LIA1mZ4H1xhVkIDFnOcItliVUgomRRLvBdb2wViXxptoANUPkLBXJMExvIiksII8wmZjYvVMDSbcqXUxCjj6xwCytg1ke3qnMcY1VUOYTy+Xpqff2m+6/Xd3aOwLb6+2D+GowKwHANw9vcjQhd3Ycxzcg+tNPAtjzseP56A7fFjfAwElfu6EBd3N9ZV7oKnb4c60QV+qvHUzCkumNfTLogWi1J7kW8IbXPWVXk7UFCcT6dy1ltUq7Cs83DU6qnWDEG2qMAmngK4mGDqweSjlnTsGqhga2utz19bEhk0m4BH87kX0MnxtVdesVIRUUSfWaIYBnniiPqmy6XJuHXMgkFuiHlXYitBL8ipYCwjYamlc5rbF6++8Nm155eWrPobGAkqUuX8ew1Go2I1JA4MtZgdU0sjuhbKpNSD3AwNT4A0RTfR7VXYJm5PcBl56HpE1/9QaKrZrNLTEW1PmWXd+rzegLWsvMvLK1gMABPvVkjpSbkBoNnk3mwCgYllObENncuV0iRYVg0YNPJC0cOjkTtG3THMwRHGCJwSvcmUVz3VaCxZSqLZwBHqpPm6nYvTlRImDrswCYLjJsmOMwq6RF2LPfTcZgjGAG4ilxGWMpahIzngoUJhUqh0NOdB8nFgdJjJ29CKDlA059kUjXnHSi504tBoi8lkxZLS9nR7O1bAHugNBLoNeb2OUasDoQgmNGGqLEEf5lTQEYYrpZpI0bNDoCZWQkBO50MoClGKoRzr6jpK5BgQVIJOUP8+nOCsNASsAFLQIXdDi0RiLvZjgE9vb2+gQpyWi1yJNZCT2Pa5k+iPExMEoB2PQS3yz3fenugUDFcLzja2XZ1ptNM+Ymt+wvzCV51y1pyOxf023MUDymM13fErm87x0QOtoDuKZZMgCEwYF+bIFNjJlGRNvfbZO++cOxdc0Hy+0CTkJOOfvHLu+UyG0mMmthtuBZ0KFQezY0lHGVRCpSW4sSWMkV6aG6CKu7S6/DmH/eIXL7zw0TPXfjtZwCL+NFtIYKkrVlJZrUiVjkxqnZZMOVqsDv1ocwX0xavDX0x8wZ0egOIXHXUOyOGOCVkypxc1DGhR4EXymISeD+oxP83t9WJdq0Esp0O6CJD6cnI5dlSQG/AOy6+X8TJNibLW49mXilzwDi8reYBy9TkK1BLJ67A8zWgsKfOJk8rmFlmcxIKHuSaNWJwiHsc+JESXwea60mw9FsPhBkWGEE9lMjc+sTjQAdKiY0Ki5Mymh5pHiT8D4JZrMXP5cqOjFgtQVD+ry6tIvBx6MuG9DutauNVu34kXfR6FbzYQGAj0DkREIoZNdXeWRUwBcYeDxkw9L9yAj0WwgGYkEhgKjS0GQpWBCmAPg3S6djn5BcIPQQY6JAkmH+vvwrCxoyEUg7vzANDODzs5mvrh3Q8nPqxZfIZ4pRKF69A8FwyAGiSKUgyARajv9s6uTkzc7rzd/u2//PWvfvX7v//Vr379wfeOCNSC9lCt5VUdJr+y1wbvdcSYnJ16NHLRc8Xivotyv6AOVimROtvbU5QVpABgEbQEU4ZKSdQjI+989sfPXGnRbbq9JcerPwSl8b+88u8m6YjOAOJCtIGJiCWhA/V4s8WizxjyJGZ/VHlBeWFrYzSoYjaCTESkWnKsod/j4lXBJC6Y2PMpl6Ele3Cx9f7CaB5Wwj01qyhYzSaHMsTbUzuGvwAgokmn8/ZQiIQ6VUCr3fFLHKqMurvH2N3bX3aLYvkMVtoVYaNOhBpmXCbc7k0vo7lZ1hrLLpcbLy3Idnm1JqMhknAzbFUiciqkpyojqw8UgEW8eVLw9XBenmI0clFtuZws66kmscTh3prFqiR2jm/B6l7k221USwqRuAj9qFloVo6ak+MgjMaGumB5ZKseDfxaAkKzymw+1EJRotyhUWGGNdIUluPgInwcsj1PGEiv0xmWSovxvfhsRRyYnZ3t7e0x6HVseagSSTCIRMxWZ7D+TQSUDbwhs2GYxNhiZawSGKr4QqtdRPGb50RfTQS+xNtrjoaOoj6JkpAkevQTLZCXovAqfnqeK/3bidllEyT4dYLcUTjeBRVztYtXSHe7u14CWXB7+r3v/Or73//zP//z//m//udff+/2hG1acCSK+rVtvw6q7V/qe8OHAKTtO3xITlU21pKqnE92H8Y3trba2tttMkpEbCMYZmjOiXQF+tpnIBw/+uNz+SXHua8BGP/DD//dK68UaA2Vwz4reZXIUo3lUJpzeX0mT1JSS6WNLZE2IxwViWhQ6UAS3hmx2VrDnvAaUB2GVatJdxs1PKBYI4u+nO4hNpXVWVU5x6haLPb5/Wl/3I8BERIPNgvAhjjYz6FQ0EUovYkd6O7pvfd2T48bKyAHY5GMQQ9cJxMMbmzkRYYIW/aXE5vjxp4GbY+2XMY6Vy4WixMQTxZAtsmdoNWPHj06QFL3KWttcHhUT+mWTE8xGpMAR3OuJWcqwCXgAcmVLG4lvniMjow67bUes9Ua0VgsaMmh5MJqLEqLUIj1cDIwP5RwZEFnB1xv4vYHzXASliy9UKnaK2RU8FYUlM3N1jWihUpBMW2Np7MKdGz5OPf7bI/IwPZ2alkUiLS7CbHn5fun1n4uuz5GJbB3aBaEI9poeHDBbpc4MwhTnV+tx2fVp4g4nT8KG+K0HpmwHyMeReLvWOWQjDD/BeigL6EgvfthZ88ufO2RI7dn5n7wLUDj//a//vm3vjv3g8eCdsH3oiDB9utN1aUQE9lmr/Nn7BSfTDvel5F1XLWu21WRi46wCQRhbFGLyX1cOimMK5/98Tvv/MlPvtn6zDNfu4jm1P/hmXPnnl86d87xfAsWCziHBQP4zXHOdG4JfjSPNptzlDuFnj825c7kGbWRLYwQ4qeQFGhjj3bP3wO6A+y0e3t+o1+dSMzCj5Re15IzjyLFyTmSdUkU9QOEcGSvu1v99tvamzcZg8trKGuCBhcbFOWx9hVWVEjtgYq+OqvV+rt9vRgQXOmdHQAdEwOjIl6DXq4H9ioSWT3vPfqySNzHIa86eiTkcOSpZqoo3UCXGEGVmKuC4Fkjvv5ilIt8xoD5WkEvPu4B/T+sw1x3Eapefe7IvLWh0SMXMjvMzWYrPSX2ZVSjOV2LBeunAIdtlmFylj3e2or5o9K4ZI+46TH+OTDQu9jfdbQzVE6Q8vPepoh3GYvXGpYNcmw3gR0nlpeD4/C2SqCrqxOBB1A62vU63Dn5RbCFTLVrfnesf5F32x/lIlDvIshWj6LX4iXCTGvOySEiSDGadZFkJ3Uh1QWkjxGrD0J8sev13a7ujytdoaHQROPMXNvVH/zgW9/67g++d/Xe5a72dgEB41c4Kmy1REYedTXZiLlVvKH1QGeO+qZUtn04AlttF0fVGX3eQoSjsplchFfuPPMOwPFr34RRDYt7gYyfvPCTb/6EjFdx+9qrX3vxIxCjH4U/UqxdL6jVhYyOVRslZYm6PJ4YN5aNRonEWFa7UuPjrh6uxAkXqtSt1bKucmqcpiVqStjyFQCsH0qhKNUD8k6jKQMQFzQag2HTHYyJtkpJZfICqDd5UWrsbsf6vYoxYYgE9QwW73HxY9z4cFbrSiQ2sYOySH9/CqSjYt+eehCONUzCXgIK5FOMRiKmzC26qb6+aheaOEbDYBmqIsrFYrweiPFaEBKgsVmJNTiU2MjSXI2xaSaGgtFmB6Ub5cyoh8xLsjVHZ0AhUopMOaJqjjquraEExjKKrSgg91LGAZJD3PsxmjgBKUePGhMMzXgNQGqwAiBW/QZ1H0vuxMhh8FLXx72VyuIq8SlyDov53fkD4yjGh8+jX2K3q+ra4L0fi1VR2MW5MTCCfJ5/te4buoY46ywBKmKVfLYCvPzI6lDbOpdVe7Xx6kxbW+NchxizG+2kdXm9IebJHnBVolrc2a/luP9UlbfyAeXOL3fUwXBVf6GqOXLxjM/88W//GOH4J3/yr/7V//J//RcuCGc/SrwaKl7L4XgBwPrO5OQdDNPNiOhUuZxSs+Vx1qXVutyJcaycc6l8qUer1f7MeMmoxVSZn2mNPxvXGl00rWL1OcdXYpALuEIsqpgGxCJjiN0Mvo+dV89sbQW3SsoLSSz7WCqJvKyxMr833mSQR9xNQRCWWzEv0UGYzZuappg86HW9/VCbMDCMbuo7fTxXrYrHrwBi7eFTjEY8fw5qJNUnUZDIBoSdHdP/gFRFSaZ1nK8CXQsHDHNo9KRyo/ujFgiOR83NJ0+e/OTKSYQrfn3Y1je8N5TJCQmvagYskiZwrdLWeCuS4j1W6ydY7H37Yxgg5hYflkGnN8iDoo2NDcvGlgW2Em4WcrgF2s5i4OOxj4Ggdu2OfTxW6edHhR+9xHpDPBok2YKk4i5WAThPcjxWsWsT5/LnMcodjS0u7ofndC1yUIXXp9E5Uhkbg0cY0Tk0M4fFBBrnTmFJvcaZ9Q6B4FW0e9n/H+7eP6qpO88bd7prVrAmRywEVE42dKdUDRE6a88YRyE5zjyB72CbTh77GOKNLtWptJR4kFC6B0gj4hmJqzLj8VtJpjGyZnN4wgbOzNoH4jfOIiBzcyyLIQfFo0mVO6kxuJsTy+Oy6Pf9/tybH6jzfL//2s9Nbm4SfiZ53ffv1ytpBp8RLuZuUlQcY40cn2MSoIlvi0ajsy+SccRvNGQMFBXlzdaE+dWAR3IiPJA5+MrNTPBWD27827/6q425X/+KFP/JLnFNrC/Jvf92CBk5+Ga/329yazVubKMfGmodMs/AwrI8mqgJ0wOSP5sxwwXrDzlDM/5WnYipbarnvCHSTZnYyPAARD6orARWVhWf8USCLZFIaWmkNBYpDbYAGAGL8EZ6HEpbhVtCDTscPokPT7YSiQQw65NIhiUSiwXOuA4JBJAV861md3jDe9efh+PzBpLF5EuMxrVr88M7RDum4TItwnwqlhchUowOZGQYZhGLOLkR4PQTegNsFRbzW13yprVk8PH51XT213/5lx9e+zXAEcKH/PDowImos40SIBnV2nz+NGLa20iaC5B3KE+u07XqqlaW11UCFHeX3T0+F1epnG6HQxaJIOlcTB/U64NCxsOQFZQxjL25G6DRWVkJ7ihAsrOTMHHswrF/ctk1l6pypC3imV7g8qfYTkMmqkiZP4HKJFj3biFZHfw6rDnigFZPT9+JE3PWue6eshMnVpxZxlJMkJLjsvPr/26giK1wpNGxGxZ5q9FkbzhXOCJKHN6xlG1MTh0vhmNyDIToT7CE43lwp5AnqvEfCfMvDb4yePOVwUOZuT/5K1hZv3r9yy9ff/31X335OmLvB2AyX//y9V+9jg+xW3YmoPGmGunHh8w5EqFW43TyKTdNSSwzM6aZnJxEeA4hO6IT4fmgtbV1SCIZivs1RINMrQ6TpahR1IzWwGUUID3q94/q/EINpVBOKC2UVlsKGJuKlEaC2hg7C9sCYHRQrSspFAvw+Bw+j9aH7o7H52n3TE15fLAkkimtdsqiNJkl5oq4e8N7G66ng+7PofEYZnNeYjQ21OxArptpKcvM5S2Mol1EH9WA1N8BlinIy6KRnTNL+O3T+toUALlkAnuqfPvs24jFtwmTX61sQ0P0RI91k1OwZG1T/s0uoo6KrOIoPFdQWBi1Ovkand1ukvfd3bLt+N17ZXJVlQplTAWhkJ4hmirgybB9cWz2my4n3d/NcxnNJ0iFsSeRwukrI2OLK7Am3UMWoKgnoyejufnEXAZpGZ/Ly8NPMumSiVrt3sAC/Ds6EeYPR+VHj4aPhvGy4ciGDZdgg3Uf15o1a+4/grVmDe7h8PJ+QgWQIGaHo/9dlLEijYcjjUg1NVbF5XSsxmiCVHWMjB6nHNY0Uo7oM3Eny3PViGdKlhHWiC8ivkdPDmVmZh4E01j8o5/85Ce5X/63Lwn0uPX1D36QTbD4Kw6RX2eeujl4aHD6Un9Q6xlGxGGDzDCCb9/Qg6GZBzkzDyYmJh63Pp54PPHg8QM8mJhobe34CtZClRUcWF7gSS87F4xna/zoSOGFjEP8CU7vqJthwMWkkErZaXFoY6Xg0AAWSW6vJRaTUColKTUC7ny+YR/y74JZ9KUA6fEEYZvBYuiMsmIC8Hj9zekuUdf/j/USo1GaSKXimAYm7FADCIwjkgEFUoSWKRf1CYdFUZdIXVv/woUWkCz0YAWC6g1HxzPG88rVgvrqy0i6j7WTwoTqXIExb1Sj0ZiqVDbsiTk+vq1cXmFVOfWhmJ5x0BazEk6QcMH2VAkjcTqCQa2DhnM6Sn0cObIhjDtc/Pt8vN5vgO1+Q0NDf0M/rDUNBEjXGtas6V9TDduaNR8eeHT2Ed6S47Nn4eAsbniw5sNHaevqo40HDx7ceHDjxtsH4ZJ7G7fbtzNz4TL45Pz5JJ8aksQsO99ThLI4jSnSt4GUxA1p82aTotGkPC/Zj3FrlpPtjaa36BhZMd9UmQObYAsbCY1mEfsgNi8WFGC5EQLHq1f/8ic/+duvWcP4emL3+uvp4Pzyy+xXDh36wbtfv/vuO01MJIhwtFiGc3JMrQ8AhznmmVYT4G7lys11uL6FS+fvOw+TrXPbtm3j9+497CwvZxNws42EIr5w1jtbiBNqca4oMuTQj5QGPR4K68OUwxMjU+kEjCMxBxWnKJQDmXHhbx6mfJ7gFDGOhBnb5wE8eoIAUNfEBESvcaVJ1fDee8eeLC5qLFoi0ffBU+VKjGRiqhHt4ixgMW+WPMTxkiTHx9j5T7ZhEP55uVpQm1pY7OASOWSRh3Deqok5WpT3d/KFCzQzCqdR0owKH6lGon1CPlcKt5ofLz/xEPMnlVUmE7z6wkhE7xFSziGl0my2oE0UAho9qEsTiQQdkVD1/WsbH2189OhaCjpXE0j6ELarH665+uFVOP7w6tWrj67CVz7aCM/D9+AFIEbWI7I/ePt27sHcgwdzc8HAZGbhLhe2zKyTmSdhZZ88uQe37/Zk78nOhv132Xu+++7Uz//lX/4ljd1w2Zn9AxkDGYakgvgzgsYGQ/rIsTU15pgE42x6i1zSm51NdgCkiiPwsnF06cZio6EYwHjq0CGwjocyr96++pe53yVwl24f09B4CPM9PwCD+YND71gcwdKIxwKu6cyD1tOnv2r9Kt5RV7Hyq4qVK0+DHexofdDaARd8Go3mDHxVfChnaPPKqryC4uIC+EOLyayXMSNDimhsxa42wqUsiQDytA7i2QDSgiVEtgMsYzDo9gM0R1BYCBM8aB+n8A5BooQAcgosozbocRDhYnCZnUevIRyfdP1/gnH65UYj6cFBbWcjkX8zDgywrgchTOCMI96yDF/S3ic6jKJF8jDD6AkAS+qRbSo50C/AAY0SktZB3htBbb7GKMqznu9RS0mKqJA0FbDajI1E1NQPb6O9sq9S55a0ms3xITM1EkHVGaI25oGQo7Q0FsRu4wiSl5eC1xOMVV++nbsRtoO/AyCxCwD0o5OZ3CIHuQAn3LJOsiszazAL72QDuE6yUEvekJWViV+6hzwNu+w/ZZ/Mhpss+I4scrTnT9l79uwBOGZ/92bRf+xff+ZMEo3rbxiL+I2GxkUUNy+gL04RALCMjgDEscJCAsgxru4/G01iOoFFpNshGaBGVg6ZtI/nIRiKjSjscyoTfdXMQydPffdlGvKIa7oYlF8feuXQO4ew0vHuu+8W8iiwWi1ay77W1onWDvBE56+oVKdzctiIMceSo3xgMlviOdQDJaZ34NyoNM1YJDmbT1ehLgYKCxGJjBNGv18EWDRTFkzHkDY3bSlmT4OYUPVQSosnSCTmIkGzkyNvKSkpLUW/VOKYikXAOPocEovF7LJYJBaPNshg5tziMgMYqSG7ZsN7R9889uTP+KqiNCf25baNgLSCRq+XfFIGioyFSXGE3uRBgqSEGzPrkoqcGpynwE6rEqR+W8uNENezLzIm1ppq2cENQOOG/L4b+2vkRPIkJYwMEeMA6rUVjcrjdrucktFDTkppMpk9gMUIq/6HymTBKUCgnhEy+F6iUBmmds4ODu4kIEN4ZYEVy8rk7rCwwstOcpgNCMtKhxxn7wCHmYvBCMD9EWyZ/5iJ0EaHNBdd00x0UF+5ffty5uDt22hLT+bCr7769lp6/3pOYu/MmX+58XfegsKaAeLpp6EobVQxmqZgHE2w/0dZ5bixWRSNTU0iG9OmHaOL6xucnh7qG+fh2LehgNjGwUPZ2ZmwZX/9+iI4wkqH49dfAxRfeeWVdw7gajoQwea30hzLA7ImOiZOV7S2xnNmzDkzSpcFHEmz2QQIsWBz+cwMXvCexLfu9EqjkRhHOBvAHzWtCDvVlMaBnaYedgnh9NlSnwAkkRCKBGN6PYCxVqZjSJ6hBM6zKMoKII1AjGmB3+u0OOE3WDx6Ct7wUod5ouK1tl0VZs39az/6/M0/h0YEo4iVlHup0ej1FvR6UfzHOIvn315pKlbk7GJvwjI+SfTSixT9DGq26ZFKnOS0CakqGMMmUo3GWdTaEGm5gdf87Wp13qairgZU5CtIOKmAxQKcCgE0Fo4q5Hy9kHaaKbXJpJTEiHiANhiBC5jCWMtUrKVUxkCgT1QDiXJgrGkN+p/sOpi2NoK5xEjvIHvBO7nsM7fJ0+TgNlncDaDt9u3By69cxvXK7cu4wcHlwZuDOwZ37JjesePY9LFpUoydPlaDbm7ubYD6xjWKkKBn2frzm1bMTh9VXD9a/OTok4wMpKFsjKZPYaSJUyVq/LPpSuOck8oS5XCZnTS2nHQ4GqKzxH9FNBoAjHlGadeOmqNHjjTwLw2CZUQwZr/OplMThvCdAwd/wBnIr7/Ozhx858DgKzffORDRN0EUEYsha1/MaXkwM5ODcsU+iUeiNCkTLU+wfNQMJTE7PWC1csyumRmxEswfOJMTX5XbScyKdWPvDg3Npx0ONzaDY8+3hW03lQj1MdSOAkdHr9cHKUqgZ9QUox8RKhR6LEuWCEpagpTF7CkRBMEEItItTrNyosL22t228cqV8QmlWYm9yU4nJnL+80miNfXPrOmXu/rf2/t5oPdzZCuOGguTZLLEN12UvGGxSBoidFIF6kXJCCkVit2w3eHpNeAlAqa2JFkPDmkaRo9Uj5J5SdIfxqVvUJGwaGBszM8PMQo35XT7TX4nA1iMxILaqQhcSktbSuEuOKsM42GCpVi34tBY2yRoOnvg11evboSgcM39+2vuH7l85P47n99e8+GaR5du379/+9LAz4u7jgGaXtkxeKz32M2blzaswTGxgRXTGxouhWvCaxr6L61Z05/fcL/mxgpYN3purLhBVhvOJfwHjm5wNC9f7L+zf9OmG1U7bmfu3HnwIBjj229rzLWysKZfrear1Q2Xjz0pMhTdGCAxMUc4tUgMLmXb0oY3olGua3x2ERpTPu6Lfgh+c6N3bGz0CA7X0hqNpr+/oX/NTUBjdubXqZzNr3715UHkGm1qOpD9JQSWr7yz5pWb/QdeuVlzqV8QCaIDEokJSkoiTskDgKLFMuzwaH0OT47SjGh0kcukxDdDDYOpghDOMulyucA8WiTayJSktaN8DGOcQm9BYLopP6SPaCFEBBS6c5xo4HJwqNjpVDtkMThTC/TgefbHPCG1p36kVi8bCalr19Y2yRzYraqM82mnvKL56RdPj5etrFC1KpVmVKE3SwiqkekBXN+Ga+/9/ElX159Bo5RtxQEj+VKjMYBV+AKjYdbLNeOQayCNyFLKpW4STbvyfiYEdhHpimOxEcFIyXNw5DBJ9mvr1+Y39WuQEs5gKDYaWVfVW0AY0IqM3mm1npEJaTNtHoKoQy8IgmcDIf3U1FRkqjSBv4gMwAiezlSEvQufpKVTpdr7Z3+3ceOj9+5XU3xaMeofpTVGGVMtA4Soab5CJ5XyRIoxES3VdYXdfjV/SCgfU1VVzjk8Qkpukg+pnHraoRHStH/L3ht7e3pu3NjCKudx+nlt43szuvNs3XPSuNwf5qv5R/IuQ+x48GDmnlNvH1Xr+WvzAQz9GrqBv2FHMURyGXlEID3dIBrTWuK4ygVhHJ9N2UZMrBaOLZJYTfqozwShmF4lqdkx7zQ/7OTTRJVD2C/U9L+TyVnHr1//mjWMPzjw9oE1a2qeFL8LSHznnSNhdVcN039JfaTfRAVLsY6L1jFCSZSktmExg584TFmcSqeEInax3Wdpt/hcAMZhj0fi8/ko14xrBoIJqqW0JcdUbod/A72c3iN8GdKUBT1CrEfRZBrK7eRY+MxOWg+oBysckwloRoBKZSXyvma5dMHY07b/zvr9bWV9Zd12kdyvBBhSlATOCg6aVg85MFgROmihltEGtdUfXrve+38qbYjYhpyXO24sLMSseSCNSpa1jixFUG+KjIQ7JYnkfIaAEaVRUJbkz3UssjIbmF/V7PA2Rg1ksp395I0RCfuME7M1Gqznaxg37fcr1Yw+pscwYirICcej5FWEOK7wdjhYhesIZy5jESGdn5m1M+tYDUPTYb+fL6eFmrP5Z89WO9XqafWR0a7pUb+6uv+yqMYtdCvwKufp7DYR/EZnla0q7vc3KKQ0w6f94+M3AI9tbTd68nhyRZgwOvD5bjqscdO00y9XorCTUOPOyzy5JzsXbGPW22/bhTRTz+cDEBoa+PenCWONsbGx8Tl2m9T9pChVulJVsvQ/NmtlewKen/9fFDkit2/UOwpG2U0kiwGM1cyB/AOvsIFj9tfs+sHVAwePnSoYBPv/zqUj6vBoXD40pIYTKUU5lVREQEoOMb2DaNGanSjoCEFivHUmZ+YBVvmULhxDJBLeWDLEbE/MY6E9qMvGlMQcplarFU4hhY3Gm7IjimpUjosFGSHtdlMOIaMFZAoTknsexgNvZVBQK1S49bWkZYTpWbZsfdvevkqdfMg8NOTma+GrtPA2Y7LHw1BDpiFaqw+GYiNk1Y6UNJ299qM3n3TBqTUZKn7f6o1sWsWbDkWurpHGm9clXVzoGdUQ24jCLCPJwkZCnIo9QEVNHE6VT4u6At5ee8BrKIwSjjQAo3eWBWOeohqsIkBbFnTLlWY3vGNY7Hd44OwYJHOoGP8zLDK18DHQIiqn4O5UEJOuDN2fm5W155SUoZ2jCr87rhFeO/v229UydTgs9ypqwvx+IV19f7qmoZ92KhQa+DJ/3G4bxRk725xNLhepR8NhsC/O5r1btmzZa/Qj/QRRBwSbJxRqhE5GCDjEb1aj4pqz+XL2nj25+EsP9sr9Mrq+Oizs7+/XXKopKDIMZKzgFN+4xE3abGPK2HFrLDXDQQoZrBgAC8foCyeO02eW4fzZC7aa70DLyKAyhwwc0nfQV03CMTP71KlXHiESb05LRdj3Jm8dUqiFoRBlxv5RWIAQUkDIQZoaAB7E7gqzk3LPoKsK9rMFIFiKCRgPE5FpGUbLCB0UxBQQV9CSIZNO1OWdNVoL+5uaFApaiBpi2IIKmPQ4mCAqPeCnJIJiSYIIZnJos7VcQ0Y+hCYcvNpAS4TCofKyu+NyRi/TgglEDyiIytUhZKwfQe0IPeocROCDtvZDrDl26f4PceNLjkZ8471JEHKTxlykmCAGei6ZLJeDoWGIYBdyU5WwyiSpnlVYTbKG8GgXqvQB3qPR3sZAITdI1IgDsz0oYr+jOl/jdgsh1g+6wUnyxErhfWTgTUMRa8aj17NZBnw/9CE943AjRRWiE95YOBBq9flNuScBjV0yKuwHTxWMdsPZt8+eFYKnqhgNK/rz82XV1Zd3ABiFtFrtpgnW+G5s7LJ124Z4o1Kjoh8eYqRj1jEeAEsjYxhhP9hOFGUje7VKJ+fT6rDCyQcoZwxmZ+9B23iyuEAkl/ULQmE+OKr+AGGPupFREGiMLp5pXFxuNKbxVC1SciTZHAgek32qLCoNi/rq0hgEGqOBcANfTdPI2EV0OXBs6p2DrKcKeMzOyj506NCp3kO90zWjo6Ny0m46ZPIPKRzwYhIsAsw82BMKfimKheNyyAQhsLeo9Ud6EktiEYZykKcI23OYHA7JR8Nynckvl9fI4UdPjyrU/aN8kUJTGwNAjsCltkWAFg1wGJTJtDII+5xKuckMZpMSwq8XOiSWIVOrDlaHTjVvq6qaq6qat9VVzZdXVFTYKlpNTnyzkARJFpQxQXTASurX/vrasaRJlL644viSo5G1i4kyfxKNKba8xf84ZlRFSMQih7MtunS0ph9x2YTCcCS1AitfE56WEk1MbIArBD8YPj6zHBYJERVsXf2yatrpRmFPrVBCOTAlFCNMVyWCeoEAU+/JcLQWzrGCkZiexDnoIwc94MVE4A3K3JOVdapXRrTu43I3veHs2bMH+tVhZ9jfFe6Hj2j+kekwgkyood0a8GRh4zMaSt1t6y4T5XWBzQsT7W6INOGf4aP0KBJFajSEponW8CHsoWnKrVYo4iL53OCePdk7N4JtzKxeQjdpQiG6OiRrGg1cDmDYmFFQ2Mhi5fmwcREaranxf0KPwzYBzFqTg8ZI1Qf2czEXR7Jz3GgsRDhCcEyzSoYYNKytXVt7gI0eYR08+MrBV9555WZNTY3c7zeZhoZMD0wPHgy5LX43xOBguzxBOLkNW6hhpwU1Yt0O+PQz8PmvBndFSFNodIWUeTTOqyhHiUzUSiBkes1VVrh3ormnD+m7mucy5vKsRmNe3pzVKpIBEmMAH4bGH0mTE5qDcFBLaAlAcqgD0FYFa75ivrKurrOzbmX5/PzKedvK+ar5urq6yspOeKx7HqJ6/yg56QeFDDgA2IS5ZO3as6InohTs2Pw+4lCUiBlfcjQGehelbnrTkqiJTvnUYBl7DkIwggM6ja8CWWyxR062afLScB0+XDsqitwgq39htHC2sJDISayIqquRtMjtdropBCMTiwllI8gnJ4g1lZAaJgpDoteLsrkkSgWXBQ2BB7vHg6ESQctI7VriqXoZygmWUS5Xa+7/+uyBsxq+WsGXK44wTbX5N8FPza8m38gFMfDpZfhOW6WtvNyeF+BB/KV2q92IQ4AdQhFvuaUhnyewnjTt5rvV/ubB7D1ZuQd3Zn338yPVYZmmtknYFMoPzWYQDeMVGQONUWPCpCX1MxbHfOnhXzJnYzAST3XMmtIHwOvYs9+dvIWzW6N3Wt1AExsuC+kjEFvB67UWDSSszAMHX7l0pOamH3m9TAhE04MZrOe797lz3A58DT0OyiOh3Fq9x+2IEc0rMiEeg1dZoGcgWPbHeeVEEQzAyJHljY+T7t8LF1DAhByRaxlpC967t8dWrnBonCrVkLt8vPnClipaKyTBo1bG6BlKMzSPC1C3eXPdN9h0B9u3dck1X7d5vo79knnUaECmWggp4VQt02MVrTYfPoSiZ5rHRdPPhJEvcxYnlb0JPOuldqXTWab+fdY4PpNcThEIEb1V0mnuJe02jVFCAokeqjfqLSTdNyekgAhkIbJYHJ5IBKJBHLIRgmNEasSCEowXZDJZEJ1UbDMgSIRzbhBOu0FwYIJIbY7Bfe7JPVmnvDLKKXLK5U4U1jp7tlrjPAKWDkwdc6lmx46uhvx+PcBRryeYREsi0zi7bSgnPm0dNeJXcjBlZLgTssAlR6ghjM4t4hTsI6Ixeydmcf7vaM9ovyaE3kCtNC8DeZ8zbmRgj1hjNCFpM5Aa3E9PzRieZ+bAUiInXBVNa+KZTW+xiy6aj8S0asBYw+c3sP/SCPoVhOumvqS2qWnNAbD5yChEsIg9bTlkwe1QTo7EDXEjuqkeeIljIx5HDL+1JeJx+ACfFIR05ba5XYS3ctdrFzg+2bSh7PHkQsKvC9sSyLyAXAwqXU+lzn/h3gXbggZPm0F9kB6y93XL4dRGVSAU67759pu6bzZ/M7/5uQWPwwYQne+YwKljudvcGjfTDj3GQ/WM6Pm6xjMfRtHLXG/0pjI3KSe1N5FDfTZ45BpxuPMQASuKznIEl10s3zP5GYSMHEsZ4KE2NhYUzMKRtzGANcbmPKscB3lMD5QTOCkgnnhjYoLcismacVl8EDTq0SUlGOQQgqNUQTaVGxsZgTenBdB4cA/YxoCMVosU8jC4WPlriG1EA2flq8kseM1NPlONPwgzA9i1AD9V6O7urlKNhvsVAT+f7+YzLPoSv4g1pEzikLWNSIFYdgxsI6BxZ/abO/zqak0t6qjTxrwbUZQKWpFRkKhkpBFUsXhrjKaJURmtaSoAs0nCqrGx52aqkk2qqXoHntkw0sRXt0h6pKEatcW5jBoXvy9pymc0EomboA/W8D7CJ0RGF2dwQmPYAo/s27dvaX1LScvSUs8+17DPN+xa97jjq9MdKrvJbcJRtbJdOOD22pVtFx5eefhw28MryA7EbvDYNnILT5EHkPBk/O6F8bK5vrKqIadf1X1hFCLUIC2hnbqyO2c2jYHzAf6xsmLzN9u3b4aN3MCOW5vJJXm0+dv5DuJfx1Uqu8pEhWprR0q0ct4LgkbA4/cEjSk954A3qc3FplO7EqIHKTOZ/J+fdLHyJSl29kXq0L2EWQ6Q2Eg+OASRhUi8ESjqlStGCefCA4JAsh6LP/lE/ImY3ePthNgBZgnMoF7GoS8UC8HZP4ZJtlBEj5qQ9SXwaNNBjBsLGQrixiEhLax+G4xjfrWQqaZFPdP+munpJ9PTo9OjcJKGqIi1jQhIht9d2a2SKkRjo2oN2EbWGMKmESbT8px9ZO+ykFRnDJ7M3rOTVP93+N2yWoiW82XTeXnIFTeQcWOFoZEjKB5gBx2jzwaQ6XWOJFEcydnMJtA4m+SNW0wgkF4yIUgFV2NgYCAwSqwjwhFpptkGUG0IzjharYNjLSHgS659w5LhT3PWPX7j9Pavtra07Hvj8WMwSmRt3n769ObT8dZWs6mzstM2X9m5q3PXrl2HkXl29+6y3eRahrvXXnut7LULrz28cgG2h9xCuva9fT3jNkrj9stlI/DWaWmzWa4rl4/yN4CDwThaJG9UbF+0vkk7TkIS9is3fzWTA5FMDgCyqkLnljmEHkrOscc9C0fcOCPxMseN3gA7TYxDG4G07E2XdLHmbNJZ5aj00iT10uUuSd8A+Kn2hYA3UdEew/gR2W+ieTwFBOfgOeHM3GPxZ+LPPmGX+NatT26JYcMFdy0mlSUYFJQIRkrADJIyCgY1qDEgQAWeEK1W+P3C2rW/A9v4XUDmrupW0ELaIWw6e7bprFCfL1S33RgNj3IkKhDV+tUazgkFvw4QBuGQtXlLoR9bafhuQGE/XKtxryHVdA1qYGmQLVdD4kcN3UDTzh6SxcFgNbOmhq5d21RbreidLeohVPzgqRYlMjYGVkJjcZ9pdHEXajSVUEUryL5aHDFOaiI5mQcyRBN5VRbOXLuqwRDtOtLAyFjzKKhtAo91RCao1Qe1Qq1v6zCO7pIRxpyZHAvc832677PHj//4xz9u/uMfv/njZ1uXfvr++3Dvj+//8fFnb7zRsXn+K6RuUz5QzsdX2up2HT58GMB4uK8TkNi3+7XDCMNdlXWVc7vKyog9HG8j+4c9Cb6Eh7vLrjwcrWWCMVIsDOmxvyLMdwMYNf2MQDAl3r79/XRD+Awo/yexnGg2N2+f8EmGhymJQ0tVVAwNmd20+jm2OK5nHPtwSEpH9DKjkWtJZWUpEU28wLNCJOmE60mVkoRT27sYjAEuYISPFsAv4YOhYQw0jkkVfrNzCLAoXseC8Ba5nLt17hMA4Tm4Ejh+Ih52Kc2quBICSYWofK65HE/5Jcm+dEJIVkL4WtcexApHo9vpV8CbbaKFTQeaDuRXA4S6t8jVR3Z0SdNcbgQluLOsuZtrnos7iXADJlQVirDCH1YoFP4aBao6YlEAh4+JyGONn91DIHYC4ka0jXuyMy/7+/tHA9LAWFFR0QpjUkcvMVycQmPKOoKHapxNI91gXx4juzcmKTlSNceE3GpyTDkB5kRc2YizHNipzhONwt/nRCkKTLQCMMGp0Gq1Pq1P4hse3ocE31sBieCMPn7j/ffff/zG4z8CJN//7NNPP3r82eOPPvr01U8/WvfG5tMQrqFDm0NNeeLzdWgZDwMOH77Wt3vbw92dVfNVdaj3hcLmc83dqrZxaxVhF0MNMFtVuZ13oawSVU3adKhMVYKy8yF40yihhvCo9odCkZbS4dPopaIt/pYYZNjAKuPBdnRj4bKSoBQweXoCziBITj71YGXFRI5WSLQ5XjRZJSJ9caKXeqIq0Ree7IPjPWMQU8mc9KQOh8F0/5TrbCWJ1EK2FbUwir2XjchD5TUWdan5OI0zMQHe6GefAPjOrYINb9kLeQR34sl9M0qT2ayUK90jJTQCMdlql7iW1LL0dMQ25pkptZOvlssdDNjGNcj/PjLuB5B1JWRx0WQTJRWeVF6jUDf007bu7lHUKoP/SK0O4/8UIKqenGpnIMALeHmBAKvAknDHu5qPnczOysrN2rkn87JCBOjyIhgHVjQOsEKnjawQDjfzn1ImNiaEcRLqxtG0iNEKWLRyfKnP0q5GU9SsiyomyeItgBHOAeggG8H/8HohQo9Ge6ubQvrakJasrb6t2q2wPt330brPPgPoJRYcffTZq1tRT/fVV1/17TNVlHfETcqZHAjctVORqQgEj7gOl+2+UNZXrlJVWG11yHByYe846nWN98wtWMv7SEaVFUZonutubu7redq2Ze8Wvz6kx9k6fJeEKOtH6kZCvT4IeBTPAwq3f4OjzHXfwgIT/O0uPMD0zvb5eXRUt88DHsnavvL9jgnxxPunO0zmOHHNniyqM3LdOZjSn36p48ZFneFsOjVBWfmcaXzGMPYuUmcPBJJ20VvIzU15o43YOlWIDQC9Df1OpWlinfic+BzBHgdGYhLZPVxX3Vp17tzqfQ9QLsKkpJwmv9CRxGJ9sv7IYRLM5MaTe7JPDdAUmMb4qIkOCvL7+/MZvax6VE3zw+RfI5D0BroKif1HXWuvt4vXPTcHZ/JCwF+AHw7zuPkx9t9glX96C7l2XU6hHq685mPYi3MQPdUjigAyJRgyem6syDAQMGYUIOAG0riNjcl2nKSUOBsagiEciyaTN2OzVmOCV5XrC4+yY1eN0cVVkkWFSwBjwIijVfAAEb4sKChm5eUaZIIlS2pDtDayVKtdunSrDyD30UcffZZaYAwBiFu3Ll26FLGqdczEK1RdSnNODuXzbAUsaiNBraQObGPZ7oe7VXKdHV6x7sq+u/e+WI8qxfDZweuyM8vSP05nUIEcNcX379/CyPQQWSxZEnKHhbIQJuM0NMbuwUispMTSMT//DWwV2ysqsKIBePyb1/5m2/Ftx4+TK7deO37lyj+/dvjbuvnDx/+mbvNKgCNKPXb1ShNYJBW2RBaH1N1e+npjevImGTh2pR0mqbrSwBhI2J1AGhITy1s4G7UW5o2N2Wfh023sDUsVZpNY7CJYBBSSdSthGW8l4IkH7e3DOaYZwq2pVFIKpUPAUe4sYRUEFrXCbjyZlXWqiHaGdXt1/lGHUCBb05SvDcmENJjG6SMoyfyE44ntLQgEClicSQN2W2Wz1TpWiMhT88M8/IuTpp241UgKxCpiIzzxK6U8bwaXUwX7eDMciBaQkdCMohU4p7nixorFyZZFulQEQdZk3maWqyeOpRrGk6xU5IuMz7SbG5+rPLKsHo2EBABnHIu9nwcKipGGz9sbrg4J6us1QyZ3MLhUO+z71AcGkIDxIlhHQCKBIVktSyOlS4NOHU8l9V9yIHUUduxPoZCUJxhU1b3WObfLZLfbxvef/zGLNe4G17IzaUD8MfsEQBQePnMnLCPinbVC2s2ESEKbdDlhG5UsVhJUAhx37dp2vO348Xtf3Pviiy/u3Dm/7A6S7+HE6Pn1cAgLDwkx350z5+/aVs7Pt1KKLlGvdHq6Ny1oFKUs5fT3Ao2pwsbi4kbXM8oHi9FIdl5OFgCzqOilIhpnreX28vny8oWFch4Ea3w3RCPidedctwgIz711LrlWcZaSgPHWJ652H44PYA8zYbsNMmazp7421QK7aK39MGsnoFEvVKuq+uJxmpHRTfmyar1MAwGhXxqWTrMLyX9Q1ghtPNI1iETW5kqejk3GqdWj00hZX1ODwaGCJUILHwmr1Udgu4RbWDo2ZhyzWjOOnczKztq4Jytr8PJ0YRRnUlDweQXhqfmPjEZSekgYL84WEobxZHEjOVFFGnBw844ltVWfKUNyghwvaFmNcr050ag3iiwAAEf4YwYMxYUFxY293t4apyxUGzPrFmyVKx9Itg5v/XR43z4wjhgsPv7s063apaGlIyMAxJEWuMTcrdZynkjZT/rltDg9E5kitLXBmKW78mHfw6fnf0xoDjjzR/By/vydO+vv3Wsrq7TZkA23ylZFWJArL2wiXyOSrUU5pJDGLdSg3jXJaGNbOd3PREIyd3zXa21fPL339Gnbtm1llRWtMxaAv0dGi+SiVj/qPMJyOhV+UbnUPte8d9P+e/fW3zlui8utIvmCSMrrSiZXF9UbX2Y09nLoYjHXm/RTU25qShWIE4OWJvk52BJlSizHS+JF4qVayys6TCaXVog9VxrarJwBuzh5bvKtt96afMsF2zm8covchW3VJ7cm27GH2TJscSFdGFhHuSPmcSoIPd2LbOPVf8zaA2jUO+Vxe3zUwdAyQCO2UWPqVNZfXV19gFyR7L6//0B1P2zVcCTkNXfLab6mgTTe8IWYzMFpQTW3nP5RBfbXoU6TIqyQS3k8uCx0H8uGODUXbON3BY3GYgOSwhRlDGSQnGobBnCz0UVMUwmeqegiNKaSqVxdw2q0JsuJ6QZxsW1MtQIkjG200dhrIL4qOslRLxk+btD0V6v5I3rBCKXS3W1e2RqE4HHr8KuShEGUBfUjAEa4jGiDklbFqK2HN60cRfoadpItEsHZ0kgkWDoS09uenifO551N4ydsdrtOFTf5FcqhoSElEuAohoawxzXHmWNWEo1USuJ267748Zllm8K1SAmhZ7AhUS8QYBuHLBh0UBQ6rtHPRYYLx8sqlJQD6Tm5wQBPkFGcGEIxK48HJz88DglF5/VkFPrDbqfTVGHrvHvnaYVKFbfzRCqdTqQD9EmfGed4qTnjWHeTqyJ2SdMbVJ9NpIL1hM9k0jUNcHkbUh8h4WIhRwbX2FihM61zbfWJ/RZKwlB+p2vY9dEn526JV4lvfYKVDDHcXvzk4sVPPrn4xsX3cS2/CE+utrgsORY3cqtYcpSEwM9ExfSU2xH0ECaOksXmsf4qhHBvFullbrlc4VcKKb2s6YAGDKMGINZPN1wik1Hsns9p3yLYwory5jkRJkprRv2jRPt6Oo4xCP6XKjjnLOh0CwuqhXKrnWcnC1PNKh3WG7O+y9yz8+R3BRAfFgMgMZlKBNiLbhQZUh2qyaogsXGNLP94auSf7FnhaNIubk1NP8JtniHNQD6HRg6vrAcMvwCljo045HyTf78BTy7CaiHj1KMcyohbVRXvKGkpBVuobyGLlaYCwzgSlOToulc2uDXOaUWN0klRFs8Ux61Q2oJz3i3IYlOOvuOdhyp/jtONYjXOIbdFTdqonBbSTpVDSZB0DuAI59EZpdlCOalRcC7PrGhANMpkDPxFwlhtLCSTNaEWDngwoemi69eL9tosNCWknDmUg7DIaz1aT8RUzmfQPmthQ/I4h0cxF7A5hRIKleQ8lGmh7Om2irh8NA54ZLtUsVvze2Ebpaxmc1eyCiB9niYvWd9nqXFIApaXjBVZ5apEzGjHGGjMLp2YELe3u5TwZg1LZmZcJF50TU62T0152qfa8YpHSL1imWynVrevfkt8cfs3P1vlgwecgODhdsuMyzxj8oN9dHn0NGr9uXztkUhprIVFJNmtvXry/0FPNeiOY2Olw1Gbf6C/IR9OwvSRIzenISabNcIuWggx4tgYL2Bn/2xpF29sbq6cM+2FXiP8D+VIUUNiOO/YWECqkzudYBjlIgioeKoKhOOYtKvv2Mk9WV+jbTz5JFA4SxSfIWQk/D4Z/5GR3ksaTRI2piSLk3VGHC1LdqnOJsgbU52si9CY3jWQkh1PwHK2cQC5xwcMjd77KElcLdTAjhHK6knrEfZKtNTWghmEF0yPjQzo9Zdoc0QrT/SdqOy2O92URuEHx9BCWSRTCaoTQoESa4k4ny47c6csbnYjFGC53RInSwzALRRH8UgoolI8DDuX2eJyOACO4M7m5a+tr9VDEO8UOhz6mEAP6GYcYPhCRz5/83ef9/QpHMgPgAOUAGb8YRKPx29yupFaR0ucZkJdtSBa8NMSlwPVV8GddSirxnviQ35KrYyrdB0qnTRF/A/YfKnRmGxBffHQ2OJqB0lJok3kJWiskk4qu+CTZbdWTCjF4HKuM1kkFipnZtIlhrtTS5e2T/k87Q7KR7V74NbjicTZd9VlNotdLtfqix98c3E1xIxmyuOjkDksZwaCR3Fc6WGEkdL2dswuTHkkEi1gEuWZltQDGvdkZRfJIuo4LTc5hXoBOKZrmppk/ThsXOhFgBUWBlCQ2VsYGAtwffGAR/tcdzmPZW72zsITKVZTdB55PLnDg60CYGUYh8NpstoD6KvOYRbn5EbsxRncIUXziJMbK9A84kCVofG5+M6YPsWfcj9TniorihNNp91IiehEXyjFkYgcueEqTOQMDIBx5Df0k4mO/FAoXy9AMTmZ0I2fd+wWH6mP8DVCmUzjdOidFd19D/vqbHWVld1O8CLcFE0hK43FE2wpLQUDyoIxFlHdWbbsoYmmJJzYKYrUgA1lG3wkcMEFhs1DQWxhoXw+CbyZTioSC8ohclyvW7u2XiCQyeRuj9ChLykRwBPohmq8x353/cQJOyPBWWanGUk7LLCbMVMOZAsYghDFDBbTR5xnxiw/CidaiYdwrlpclCdIiS40x/1mJmhpjXeoVDzMrOpe/s44aZpY7DMgTGVtcLeQ4AJgFQB4vF7isj4DxsICb7S8QiwWr253zZgl8CEArOE9cDpKCbs0nuzIPDkeKp1qOFbDJ8HsxBOua/sHH4gBjjMuygIeDzLtKsVKsZNigiSiaV86NbW0lIASrCQYybVns/Zk/eldplQtV8TVQr2stvrAmob8fKa/ppelSYc/csw7tkD+aGkX14k7OM2zznVbeQhWL0DWeGM8MGYtZPGIO2lcCaEQ8rogv4uz1W73jvG6xnhlWG/M3PjmyZOX3xw8VWwwDhiKVmTcQOY7QCPHN8yWGo2G59GYbDRNKBrj8HWSKC49HZv3DC/OM2McCUoO8iOQdXOgyGhsPNqPKquyfJyvChFNjBFsvme02Dq3JKZhKLkTjKCqsqxsd6fNVtm5q6xyl90BBpTxIMgsLpMy0pJYsRbHa+eX/VRFxkqRFlXiQ+zB2VCC/T0+5IfzOVjFIi1gBc6yFgp3CBe9vvvMj5ft5yOvbkjvNLk9GoleUBKL6HECR/T59Q2f95xwgp10UET2CD4bFHLJMw43nAORW55yYxLvgTLHQrv9TgWNIydaLZzHJRY4jwv0/rnmuMIdjHmUE6aKinIVuq1dLzmfatdzmrGpzqM0MCLHe4DXm0Aj1saRXe4501jYWFjeIRafa1/tUprpnJx9YBfXTU61r6Y9oSCK9uGrj9z9jn4H+FFqtYOm4YFLlBphuXpy9fIPfn/RBRbTQ8HZEmwjOLlm8wx8l6cd11LAIyJyCiCJDtXI2ZNZWdknhDG3PK4Q1o4wTf3ENvZrervQHDYGvNLpMF8O55KuUSR+83KmkWfvrixfCKArG7V6vW37x9CVHSMmshCOTRaneUKniyONvV+0MMYr5Em7rHLMqWadLP75/34393buqVOYP4HrDeKoZtwoSlM/jUbTKVSTKZyEqxpNtAEQ+DfOvoCwMeniGp5FIykpJpvJIVYn81xRcFU11dUyoqooQJ1bJGXjlDTBOWVoJ7/br6iq7EEtPVhlsO+rnIszMUGt3uOBN8A1r3JMIf9JS8tIbMR87/yybUNuZAXPgSsr2QeOogR1bEglJIiRA9g7pAgIBhGPlFmphPdO7dEHN0G8uVcGvqpAD7/ajXNVMZRU8QSdts/f23HixErK7SQKxkIPE9TjoHJJfUxIo+x1CaEiHNGT2fPaoFNDCwUtsYg2SCJJyRTSa+kVc2VyBV3S4pjoeG1XVYVKReqO0y81Gp9XxHvOOQUzyAtwMSPHD0BMo9e7CI24K7fHH4jF7atnxGZPTs7k5Llbk+3tHodGIwOvCQd4HUIaz4IOTz8TZEj07kG31UFUNixUu/iDDz5wieExMI5Oiwu7tHA63eObnFyNCzHJ2kiwkqUhQOOek0XCiNuk0ISWxIT51WswbqwOwxsz3RvomlbnK9R8kQLnF4V8bH/jO4+gkovOViWCGz9K2yvCUq+fK2yEnUcwtw6+GThQOWYschzZYSiA04/ILxcVgaeaffLY4OCx3Nzck6eK8wbIJNV/YMHxxgrDi0oRxhQ36jMy42zNMZHWeVZXLtEK9+xPbCxMSQsYWFAXFrCMXwPTmE5lschOc5QQqmmMGpeMMOpyerS8u5lgsS8h6tW3a84U0pfECEu/EsnhwAhSVCwSUZ0/f74bzkdwaUXGd4zq4N3Sa5G+RouQ5bj8ITRkVeCQ6DZWigNxgqBeYD6/7MfrZwGNyNsArrADrKJWjxxkXXk73rOfqKuTaNyo1uF0OjCxQ8TvBIwwVJ9UA8X/AI5rHeCAYzq9pKUUJQK0SCsYgl8yWtatcIZKSi3grlZ0wJ+qesmzOF2J/GmakPqiMFEakGLz6gJnGLniBuuoehctAONYxYRY/NGk67F43fA61+TkqnMAHw9T3S9r0iOvBQ65enDUFRmogoyDYZMGEeJ64uvsa18NcFSKKQgQkcDTLFbmOILB0vbJ1eyGgFyNIeRSQORU8NogZnFoPbgyspJ6AROSNWAqA2Df0K9u0FSHGH9YIxTSMoUCu1P1IYWbFmIhQ9Rtk7v5DWEFAaS/hu1MnZaLRuVykRyHgUIyRkPz+ZcuHXny7qmuUZHfzxPloaeae/bq1czM3NxDBI0QN964sSKjqGjFimjU8JyCKteFkz5hTAqNaWYymlJRTevhyUuhMZ2Rw5DG7cFJeyCdwgDWOaLRaU21rBpVHVm6oiVECx6MzEgtfM7D8ioraTFNIPFw2e6+XZ1zlUOx4EhJBOEITgsJJxySYOX59Xfkbo0MnF2wRIS0GiGnHwmFSlpaEkaXRSNYqpGQHs+nHg/CDtno9CHrj88s2x+uXTuiF7rd8LI7SMFCHwnzjt6/3t2567WHTsov9/spsJw0LZRh73FMhl1ECfLPxIEezuWCEqLkXELGMD0C/BUtJTL5llk3H0JiZccbFdsrOloBkS+7bex6UV94KmTkelfRRJL+G5JTTUcjGzCSsOsN17nJ1R+J14mHAYvnwEpOgWUU9ssEIcQfKWKxjG9YzSIk05gzKIUzKlH4i4AH2r79t79dvpqaQkJd8wwlhFOxzzfZjkCcXE0Q2c6ZyKml2jWkF0etd1KyktpaPSPTM9U0MqmREX6Gcas1tMQNp2ZaA++5ht8qlyuwt0rFq6qy83RdUnvADn+2nceTYrLH7uXx4JiH7az9+flNyDbz9oHBz491TfPko3aebcfJPVk7rx7MzSK2EUEAAeMKthcnw7DYszSkUjfRxc2ns7PPWsmkrXyRbVyUp32GeZyb40YNniJjdGwHuKr5IQGrjEIkw4gcw8iSeoFm1M+zopB75a5mDo6olrmrr7NSJQzq0RFEJJIYzkPdPX+mTVEtC43UlsRChKkafhYOsY0IQkhlzVH3kxUCC1xSW9KvVN40v+NhaA9ASqYXqlDB68TbMrCNTqfCTLktyEBOU3LRtQ0L3XWHd5U9LafAFkJQSzNBtYnBXyBT8Dm2szQ0CvSCkIBwELIM5cQqIytLfUTIa5PT+pEWS8f727fPb67o6PgeoDGtEa5LumhWI9lGzioA9Ep7021j4RgLxwIvacEJiCffOvfWLdc58erVq85dnGwPkncXmd2RxT+yNIKFZW4Fg1qhXh8aGREQnkak9ffAF021L//gt9tdqx0+pA5E2ijtsI+1iqs/JabRh9ukb3W7x3d/cM+ekxlqPcXEAI1o/gCGDo1Q4nYKq2WMyMJgxi7ul6n5fLWG7z8SHq3pEk2PKkS2qgp/2A8G0Q/W0a9uUKADe8TJDkI4j/Dvr1kDXq9bMbrj/rHiwemaLrmOx8ubBvTvvJqZlZV7EOJGdBZJhypJqrJtqikiHC6643oBGrmenMbkqEYSiov0VJ9BY+Ns4zMDWcYE14ch4f02FpBEzsBAo3ehS9MPkaOAxSN+pLnAcUlIw5OPjVVV2borE0Cs60Qams6yKtucQjuCzAseilhGhwVCxrt8GrVaS5aUoA9ZvxY1q8HnbaolAq5E3YHcgCsqCIFDLJA1hWJNQYZW8irHN31xZ/0ZbHP7O3WoCWJFd9jtdEuQBpChRDuuvVdl+xZ+e+X4vXtlNp7cCaErUYwA0AllJSmdVpb0rKQExQMTKvYEnvi1gMmWEk8/VbR3SBZsae94v+P99zs63vh+2MauZB9cerUfUcfWGnmscQwkG+MSlUac0SgcKygomLXzXOfeWiU+d27VW6tu3frZJ+3DDsrtQRbUJhkywMVCEZYNNRLUykZCSMGhD0ZGiPItWswpUn9uX73qg99+IBZDeBmEKHPKh+j7lPNR0TDCnfbVk5OTMzPKDYNZe05l+OM4Gy4QyACL4BMR6gyhPihzBoVgmSVxcxDHiEPxUYArLYTnGY28sjJOY5dIYrE8wThoABc+qjRuvL0DZz8LMr/LHOyqgZfFbjUOAhqzru7cmZW7E9BYXJBnQKNIcqo3ipBzJFkyTKcmXhQ1svPF0dlkJ0ByzJjrjksCctaY0q16gWK5IcEEgNxDWOUoMhjhDQlXy0hOlXNWOb33JTKd1W63z5dX1SEMkIamEsHYDJFj3+FdD+N6R0wgQJ1TDxVULlu2rM+tZzS1S2qXhOCFrSe0Akvq8VUGTxVlHgh5EQkKhRq3vFzhVvB62u7dwV4B7F9lO1Z/fGb/0bMjISEjpJGRDkuITFhxrVp3muXH2dWHYrgPt93dcu+Le217m6sq4qK4XASui1QepmUk+BXQTIlAMBLi146EGNoa15dwLctIKRgLOs10fHyOLol5tm/fXrG9Y/vLHjcmGv6kz2RyAjwuoQqHvVLWHiZ5O5JQZAPGsUb0VVXiyVVvvbXq3CrxrYsXV33SDj6LELkeR2JCykNqykvZEkWwJQLwjGBATtjE9ZHgVFArsXjaP/mfy8WrXB/89AMxBCFCiQRdXt/k6k/bP21nAfkqXD/FONLlmrFsOLkz62SRtQKtgUAvZPvcKHRSZeRzAj6qXuhgMA0gG1UQzjgGeeM0cpsN0Cikk2gUkovGIUT28IZH7xy8fftJ75NA4djnh05mZk7Di2Mf67ISNG7M3Zm1Mzc3+z+LIXjLKFrxbhEaR8KKE00zi8aU1lt6BZHT2ZhN2UeOEGexacR+19lF4nPRZzxZQ5qOXCOrsGociI4VSvlNDBMSkLRqknu63lmu0vHKV1awMKhDTHaSNM7uvsN9ux7utumCjhjaRyYmX7bs/AU4n1FuhGF9k97pV6vDanRIiR0EwysQ8sOjqgVeebm1+0LbegBeoqecjHFwjeTLzq9f8d61UEkIq7Zup1ao9Ugc/urQhq9UFbhWzs/b6iohdq2s24VcAnfLtjy9t+neF3f237mzCbC5oONZu3u2tFmHhDLGDWcBsM1LCDsyus0QxQpK6hmbzamYa9NRLeb5+e0rt6/8PlT/0zsAEq5qaqwD/VWyBRYSY8XeQKJjvJCgEVXJyxWTrrdWfQJm8dZFgOP29naz00E7kBTVozRB2ICJmiByFJfi+RWMmT4hslnSEivVUpSjbvnF5R+4lOIPIHh0WdwQfE6yAITtVdhg+V4FZPoAkK4cM38wC9Co88BnRJZgz+AYNGQyjYZyUzSSejhot5ChGCc+h2AUakzd3XKwk4lFI1DxSSJrsabh0cH7jy49wSmqwOeHsrMGd8CrMma35iEad27cyaKxGFzTPDSKbPV/oOB5zn+DYVFylRuoQhZjlpCKs46JAapFzMaLlaqixhe3AiRMLkmrGvCH8QqlamIeIehNMuXIhkzCCsDAypUAgc1182gaCckGGMbDh/t2P9y9q6/SjAmYoOrMsi/G1Xy/vbvMDgGjANxHcgkx6iGadqLHvmDv7rl7jx2sIn3kP05cudkOwOH6O/c2bdp04tqGaoAjDm8ItUGP1iHT6+khUwdZAMjT8Tc6VrInCFtdp20XYcUaH9/ydPzClqeb7t1bf/78+fX32sarbHZ7efd423i3Qo3sruaZoRnzjNIkN5nkJO+Lk5kui8/iesk91VR58bkSR9rwMdYXOU9VmhB1THXEYRXdy+MJLefIvOLPVq26uGrV8lWuKawMtoAjKpmYmGmfmsITdq1WN5/T0hKDE51Moo0EHUGCxpaIw6NtmXStWt3eTk1s/+EHv10udt1atWrVuf96C60iQBIvvvb2re0Ax3Zf+7BF0vCjLIgbFcESpNdgOETRGoJMsIIaIaUJOoh7CqgExzRBfEPLK7vji/xUFpVoJPsb1twHMN5vaOCr5bzAKdSX6+rdtMVoba5iPdVcMI5ZudmnCgx5xgyCRgTkQJSoEBsMibq9wWhMoxsn/ePRBPNNQoqKaFSNzc6m5pCTXumsMS+atLDcRMdixuO0dFGjgfTKRg1ECxK8GlFNuKG/WpYPgISQb4nG6WyhdKqK0wDHzUS1mKRwDu8+vHs3gpHQ2jy8u61MZVt25un6o5qQ0F9Rea9Ho+E7/XK5irfAs5dXNu/d/wU33JhA37JNVW3rccSDTD+tBxDC5Yv9++/dQz2Ttv/8+w3XGDCpwSDDMvtjal0yI0Zusjfe6OiYmOBgiacJsNzI44g9QpXgwZY9vHBh2/jdu21tT59u2vTF/i/uityKITzBot68xZ0zg4M+SouFcmiD4G1Fgp6lkanvQ9y42CxyGAzwelPGEbckSQAZ4PACQrkJKmIaA/YQgAmniBNLfAtZp8Qu1/CwxTfp87X7cGHFkIBq61a8NzyMT7RPwm6KbbQpjbWv/iGs5cuX/2zVz8hPegs84LfYHM5kOwSSeBmWBM+CbcwuUuAAHSF3Q7CRK2wYrdAUxoEUH0mUNUS0gmBOSJu6++IOlsVYSGiMiZ9KDhrWPLq98dE7G2oUaj7fGR48lZV5cnpg042q8bmMacypbtyZm7kzM/fUfxYPGEncWERmHA1J6kbjnyEbT3ijnHpjNBU5ziafTISdnNua9FWTljIpsAqPGaLGRKWSNY4DRmPjLOm3LSSxBBp37H/opxVDkhKL6jR86jevBONY921lHRrHw4DIwwDGK3fv3n1Kwj4cUFwvd4/o3ea4bVNPc8+WL/bfWYZS6uu/uLf/HicY9LRt0/4768+fOb9pfG93lX3LpnttbZvgaRaGmzY9bWtr27Jly43Pr127JmQEJQJswkG/COIGrQOCDJd4BhnKJrbPiGfWiWcAlRMd8YnTpyu+6pjxzFQAMjmTWde9qxKZIe1ms58mbLhgZbVEl5zt1WOb+siSgO/1cqMxwRkjShjF3iQfRbph5BGajoVAOgEOYpKIFKNtLGz09uZPTb517pzLdc61bh2AEF5oFOk0PWgdemAymSYmxG988sknFy/e+hnsLi5ffvHiz2AD3/Rn25e//z5cxGgEz8GT2wGIP1z+w1U/JOsf/gFhiZgktY1JUnoE6xiMkOr/gB/QWM2giWONI+uOVgs59gd43E0LOT0nDo3+7rK4hmUw5nI45Iq7/vsHb288e/ZmXCSa9qs3PMrOzTy0owc+XJt4ecdI3Eh0yA9iTjUPPFXDCqJDWURyney4v+HFE4kJrptUQSM5VMW5qrNppZDZlFBASkFuNo0hkvVmuSdJuyrAkTXQ7CQNimWiQHWg0Cga8g/FIpaK02gc2U/5t5hR7TsMSNy2bcvTp3fOE3P3YzJEvH6LfTQ+XiWXb8JhxvNt482Vc2CwKpvL+sqQdKOvuY+ssua5vvG2e5v2P90E2AOM4qWNg+L43r0rrv/9e9UyYTCEyuIeGdGcgujR4sLPhlgJaIRbvKMUg6cJrqZLMuUwnZ6fnzCh1jKxmhUV5RUVCsokHzK1UuQHBBMTH1sdHp/PQRr1JNg3a9lnsbzcnXFs6MhxUkqfX+zsBsmocjaRbVAlBQ5vgLCmYvhYUFz05NfV/BxF+Gj46HVcR390/ZfcButHsF0/evT6g6MfPVi37hxrQMWrVq9KLTR+q27dugg+7s/gCoBctfwPy//wD4jIv/jhX3wA1pJUGlefm3RNri6dKg2+DbZxz7ujNEMYwgkek7eEBhXTprSGryaPC5NopIZszXGSP2UXnz0m844Nt2/nPjpwtkYUR+r0HYPfZWYemvYOtDV3+6twhiNr45uDg3/KzH3zVDEKDGcYSEoVzVKBkSPf4GiN093UNBbx2bFU+00yi0PGOhaVJdPvplHrJFhWSX9cY6rDAGc58K8goEWlTNTLhOUlUuC9G/gmt7Ykh/iE88TsdH5LwLjtyjgikQ0A2bjv/JllYPCa7+DY/fkvLsSdTrut2zbXCYBs7uzj1m5y7ZzrLOvr7AOQjrdtGe8bh5AP1l2kQN57oadnxXt/f/nXqMYRGimJ4RRjBIIIrWfYBQvAp1znEneAaeyY33Xl+PHjnRPrlC5Pac7MlGXdDH6JK8eVkzNjNltMrSalSRU3mS1a1InEJq7gFJL+aLU+z1Ywk7CQEtY3PPwyozHFfSN6UWNcV7Ijh8BRGljgOBrZcf/CxkAvIYQrLCgw/Lz4+rX/9Y+//OUvP/74Y7x+/PEvPv7Nb2AHG3v5mFvXr7fmPNg36QJLNwXYwjQsbP+1CsEIR7j+gGHnqj8gJJen8PgXfwEPrm6fvCV+yzXZ7qKCb2PfaJGcptXoYjY0kAoH+KV8QuXvpt0aEgvSaoK3/mpiNZGd0d9dqaP4BMNu+EL4DuT2R/Z//qXLgMazB/iKcPjIEcWlwe+yMo/V7BCJFuy6ZkTjycGf/7z4u8HbbxYXg3HEXtWMFZhVBfgNcJ6qwfBM60wi/0mqj+z0RlrNMaUxjiIbSdjOcpPKnM+aLEFG04UFZtnJrUZjI5fIgWdQ/9tYHC1ILDjs3RB2y5mWERPAUdURB7vzVcV85+4rF7ZtwUiQtYo/xiMc6l+/vs9mHb8Da4vdP+R3OnU2bOKp3NXcSeAIvu3uPqR0fFiGe9iItXzY03NhvOchQHEvQrGvubnodx9eOzsSi+ll+hh29UT0yPPqGba4zOitAiDBZa3gmP87D+/+tgI7IXPwOQJXVw7YS4myw2RWKs0Sh0WpVEqCeiHOYFESrXZKiwxcHrz4tnJx0EueU+VCxhQan+vI4QXS6FJ7uYAECViwO1XKCxR8XvD5m9f/8V//9Ze/+GvE3l//5heJ7Zn179ztL9+7/tXjdRQWN6ZIXZ+NCuF29SJryVrI5T/k8AiLPPrBb3/7gVJZZ4r9OhPQ8fNRUmAk5g3AiKoaeHUAvlB2B1NwrNYGn4LNjdgLy5ubdYqwwuw0h80KpR+pGrE3zmRC4rFDyN4htZaXV40ZC4uLT3mLCVFhd9XcIUD/nkFDUV7epduHiouLjQaihpPxLlglgzHBEpeY5ViMSGLWONxxZKlRFoljJHJkBzqSVFVsDGkwJvlyFrWiL+q646ochgwWj4A+Y3FBlMCxmMVjNKBR4KBwS6mpNV6h64CgrKNjZUXFlXs4F8zmQpFfY/3+9evX7396716lvaJ5S5k9riuPY+vgUFWnDUVrvq1kOwYS6/DhPszIEiZVQGln2d22e/u3zPWU9Vzoa54DP77h2rX8fAF2i2v1LShsFAkyQi1FRMVdKF0+A97odnCgca08XbF5/g3WKsKadM1AeEgpOyaUJqXZ4vNMedpxuAf5PBgNdttJSKNzwm1FVL7UaHyB+NZzA43sSCM3vcFVGUntn/ip3oVpXu+x6z/6t3/708f/+tcf/zWA8Tfkmr5+k7aH9fHH7733VWdn3RUVnO987WxJf3UCjm8RcCbg+Ad0VhGQHBp/uGqVa9Wqv/jt38BJPu7BGY6T73p1cblcLhLFRTqkZ1hQLah4mIZX8ezldnt5udUKF6u1Cjak/uyem2uGjTzCLny8Kg95QfPyDMXFBaeMRniwqhwAWW6vWJBKq+CnwM8pHyS20WDLa3z70efF7yIlzQA7awxGyVjMqm9wptCQxKYhNbMfXYxGo3UWhY7RV4VbjuA4hUZjYrg4mj7YkZw8XtS4Cq4uZpMAjQYDYNBYYAB/pRitZEGjVyqtdsrd6laLNn74+NPdx+tQGaruytPzd5ACatn59ViRuHOv7caNjBV9J7orK+FVrIrLdeUquapCJ/e7Tba6SltCvgblpeoSeVmysLmn7zC4rg8vjN+7t7+sr7lsbg5ezdmjeUXXmNCIIBYKeoIjLeCuCrUyLSue7HQ5XTMT8QnMrGLQOKOcmIh3VLwB/qmFxSNVGqQmJkzKCaWl3eGj2nHqy2m2OEJ6oVCGU1c5zhy3haghE0gCXqdebtu4qFOVY4VL5m/YQiOnX8Ux4SSDxsJAoNDbGJi+fOzYnz7+vz4mHulvXmAQU2aRXGH3v17d8Lijoq77xNzCEO0QbtiwlYSDBJTpK4HI5cv/gRjHHxI0AlS3f2CrmN8VF7x9LGvPyZ9nzHXbqrpJD2Z3dzcAqwouCDC8IUCyly/wCJEK0jbE5aNyuJD5DRTDVqNEFStJ1dCw5v5tWPn19UtqW/TulqWvTq5+dalPZ+rWAbB5xFN9NK0TGW8eKy4oNiAYi1gQFA8kbWMShcmVXhqcnU21ilsxcWMl5pG03symgsR0DKaYjY2LNeiMhhRNwKzRSCJYpB8nWkQFjcaot+voUWyfr6aFo37KGR9Szm87/JWqbvfub3dt++kXPz1/56d37hDqtzPLzt/ZdKPImpfXDa8lnNjiugVdq8o2Px83+Yfc8cpddd0sErkrGMpvYde5yFY+vDJ+oWzu6dM+W3Pf3i1tm9af3z8qC4WQczxCxI9wpM5BARzNYBeVM0qxCaAIMUfpyEgs6LHMTLyhmkhQC3imHOCkmkxKi8/naAcwTlos7UGKcpqFMSQ2kAklbk7RnJIIOTP5vahwdKVPF/fyEre9XHWDgyFHwIEtqWNIeciTHju64/o/YpgIEeIv/pxr+u+wfsFd4ZH3rn26L8clnqio6j5xourohuvXh4Nbl+L0Io4wssBkd5MA0ISZ/MMf/uEPGDbiEtfN11UqPVNnj2VlZb2zxkHTDg26oQ6SP9VQTnBd+RTN15AiowwQhxUPInglY7V2ZEhjFWJF6PApTJ0zTH519f37j9Y8ki1Z0lLSMgJgRBe6fWm86iEa2XKc4fhu8Kh82hYA/4+FHVtuLDIktXAGDOnG0ZhUqkrIGjeOpXjFrbPI64iAtBqtSfJ/Ej8miHSiydkr4zMWMq3pB37N7EAhnhngDAHWsLGACCAr+vs1/cJ+5E6USRQKx2irLn768LcrK8q3HT/+9OnTe09/SlgTwU89v7+tbcvenr151jy7XRX261S6eEX5PISZKpNyiAqqqlZiJbATNRaxmQ58VBTmuPIa7HYfPgxQJMiEx69U+XVV99rQV52bO9EdDqFgz4geokatB6dbJThfTMyjyww+6IzZU8v1iNe3eFxmcXzGQlkon2OKUpriSMWC483t4KVOOto9nkgwFpExsZKSERnKrTpofN9Rb9IBeGRebjSK/swEB+Kxl82k8qS9i/jI2W5xqTEQkAZGa3aAj/q3//qLj39DMjXPQpHDIEEhrH+ChWAcHs5ZJ3aJxa0Vtu65sqLrf7p+Tebb2p7AIjtYjFOM7eyUcdJKrkrAcfmubyfgierBrJ0nb+fLGLZ0D28NTUEIqXGzejY0XgCfYYqvoRmCRURjQoGOgYcIDmVExxi/pVrWFGoKhYLayNKSpe6cTz9969X/emvr0n3ldc2VdlUh2sY9pwzWscLGRkMx+eAjGwf2iLI4xLGOBCgHjAZDekonmojx0uhwkGbcOoYJVaM1mprkSLanPqMFkBLxeJb2eLaxETlycBmQswqbh7uQm6M6ob4loBSaIX9ctbK8o0Nl27X74WsX7kKE+MWd9efvjM9Z7bO27jxbnvHEiTkc5VSJAIvlJOUTt2DLcKR1vm4enNW+K6hYdWHb3W3bHm7bdoVd27Yd33Zl25Xd7Mzk7m6VzqSzVUKcwLPa+UQ8C8elIhFGy3iCnJy8j6icO81mfYkMpz5CZJqxFAeWsYKI9JHxuFI5Y0HaB2zjQihOeYKeiACbZOEHjgjwHRTC2+ccktt18iEnxJIvMRpFz7NRpRpv0CTy2EJjgrSRI071juG90S7D9OUf/dvHJFhcjMV/56D4CwDfP/0iBcV/+vdf/I+/v7Z166cPHmNBUjxjUlXZulf89883bJBptaT0j2nWqamtOONPFssLUVIfa2chyZrN1S7XKnF7qWwQbOPBt2uRH5ABTxMJ4fgo7gb2kbTjkL5UN0oX82lZiMMj++ms5sQcZeSWfRjbt7AqpvXlTDxufZyz76OPzn322bp9pqrWeFxkqxo8eTLrO0AjigtzTOKEQbEI5WmI3zow8LyLmlZ1TBtqJMw4xDaOWdluOWtq7jgBSS4iTAaTrI2MshKsyYFIAtdGbFfl4DgGXkyhdEc/Jx/LnYNoxq/wxxfKq7rLHj582FnZvevClntPN7XZNSP19WvrazV+u33BavRbF7pEo3LAYocqjkpiTuSMCkZMK23zlbuuAIxRJu7h+EOUjds2Dtdtd48DOAGPcLBl27a+h6pWe6vCbZbrFhYWaBwoIZ2lMVSlRnJGwrwhGYaIj6IctYLqUFOtoH4t21gbAzianRRTUhKjTEqlmUKOARx/nQqS6YIgwyTHuWpLYgxDuSm3Uz63aT+Y+k1td78nMxxdaWSqbIWRDBgHpLzeVM2fbUz19o51dc0WHb383i9/iZmbxeufEIV4wV3CLLJg/CcCRu1WSc6DCYjdxcgorquywgn5ydENOQ1ut8WNrRXDln2uHEs7YLK0BU+YZHqnvqRdzKJxUiz+YNfy7as5NGbm5wsEIT0iDKDoDKPOuGLIr0ByxrhOx7Naq2x53XlzcxnNPRf2wiI1MVKg3tJGjjbhQRusu8cf3n145crv//mf//lvcPv97//597///eHDfZ19lXPl/vCRwT1ZpFu8wBhNAI6MTxQl7KEhDY4DBmOqGEFmoKKLKBxn08lVjQm9qjQD+IzwBlEZTxjLFK0qVw/Bcn9BoiNn1gjRhKgfxZmZYBClyEfA+DSpFfCqiKzgQnZXQRy8AM73nM29ZIShnXRoZEmtQ2RX5BnlXV3yUbBLZiRxg1VK5t+CkZz5uoe7+8pee3jhAl7+X+7ePyjtO90f9Y/8MJ0U0t1+Yc3KmDhzS6Polc2PusTUQnZnNNtk14Tdr0EWb8sxybphwpQj6NUqoYnORDrdJt04jXgmX5OW0Ixe6nb6rZYOmbDicXCYNkXXxpkTuA2UDUJzKOfme5qb5D7P8/58PmDas+eeP90PCojEJMLr83p+vJ7X8/ynuO6YdKVf4vH8l1/ufp72OH76PpBwy4xBpFWPNs44RQkxWWuYIOjAhZwhFwAuHncC5xqkJhMEI0Z1yKMKyZSxmIFcdaLSkDmb8HngKT43WknWp3BiA/0F4HUWC84AyqDPbfZcvP32zp23bj06tXPn1ZZVjsbvaTSO59VxXN+fi1OpdoMl1Zkv1g3cCVceRUbccmhLARLpgh9EhSxQPcRhEcF4bu25PXuk+jl4RQCO8UC8oaGvZaTljTdKTlYei2EuYKb5KjQEWFzbW1RkkslkP+7omLBY6sd+iGIctH/cjHrWxf4YovH/efKLq1df3fDqZYi07I2zoyOzo03Vo03qMqy0zuDSqWTkplb7iTbJ1onrhOWMFMiSFzInNIfUUh/F3RV7+jtxk8zmzRvnpiVNHyn6GnJOdVMZanH+jzdr0jXlVmu6xl6TJu9/BICARmueH6eYPKeAItP59eJc3mgnnRzwon02w4tXeRtknhszK4ex0oKGnD3LxhYq4wdZj1eVwN83O1I9u4BLmxO4gzaGhRRVl6VLpNFUdiTb1epIn8OhLlP3tQbEJk9AMwOB5avvVoyoRaHkTBmu2Is4FL5FvY8MiFI4oBqt1ysaT7yPC+EwxH379u1Hjz69Cuc3toT8S8DC7VsVt27v3v3ll4+aAoFA5EEOEjpn46uvvnq5ZbQV9xupgibciqvX+zyO3GCDwa2IWYA6VbKEUWrpimh1sVgCJ270EIJifzKKhgROdxRiVIZGMxoNKC282bUSntF0v6/l03s5xwz8lX0zmr+f+caCpLGa3wfgPwm3OBwPgDzph5d/vHpJc6/BYJ4Iv3P0EEWoW7hSDSaFiLke4ZoDpXBMhsN7aKOgzzc354ov33DcgDRe09B0v/HE5ZaTA9u7w+HuY2F4xXw0eAW8GIyZxCbZhPGOKGtRLrKh/0XuNttF3AiRapFWHRMrxTE48QIxameSkZkHAEIAIkoBkhEcajBHZsiCnsI2c0z1nQMi2WwshWtkNm7cvBELOD/5ycY92wYvt9yYHozMlC2dPoAzIzU11HfgUIbW/0hHXJw6ZV0ZrU5NFfYdC+f+8xONdqyt2qnPUTjIwaeHJfZCu3I7n0da+Z2r+elHm83Pzg0o05Pb/AMTxgRbSEsLaFUJU+j0wLXwB3cqNQO4H2/GoW66+P69y7jx7d69ey2jhpAqVFamLos4PU6HazHK3FVTUfJoSEWDqdz9p999tPvd3TtvoWIO9QEVbx+5jTfooDo0dOvSrduPjlx6e78zEIgvq5vUoYTXU3Z1/2FcKDcTM5XiC4CpAPohKQw6Kc5IeodVKjhNGjBf95FiB63HU+jomvUZxhruD/qy6DiHB4dF9MsBaoyZvA3OnE+BJnMGjHsl3tWNxrLvWDbyDhx4PBhHbeo6DFZPvnny2ZMPH56ZGRjRhnSqCx+g6mZFhNoDELyyF6738pe9+HkFH4CPQ4fWd4enIV3wuiQuVDNNj8WX2fYbh6Mpl8t57oTD4Xc+O3rwg3D4gtEI+XlRqamrtKsL8oquCVFIbFkkECJQ+9EtQCn7HMjqidJSk+6yVioKeUMJXUI1EQpFNB0RdVJj0pU9KAto74WCkRjWbpJJc4yvq+I9WlyONwBEhCu8a7N6l2S6/n9s/sn/i5ff/2Tj2n8/sf/+/QZHa+PC8NLHH/8B0ThlTfOb4aysxzHFgtSqwtSRF+bYC1dVCd0Ne4avllJaOMKvq+KJk/f9fxyNHIgBvtZC4Rzz5EiP21gZR56xoaFR0mjE/yHuNcXkLSbVqq8NnL5WeU2b1KhH9796b//FkUbI3FlzqKUJUu0JTSTQ4DG4IGbxARTRdTzqy6KjoxKNVh0vPL/z1s73ywLOQB+uAu/r68upgQf7WptaP9rXuB/3BNQO3do5CnAMeAI5h9dg8Dpb9r96cf/FyxcHTBaIRvHXHlX5cNYtVqQ0JSJiTygRVZqiCb0ZLSH0eloFgC+wsjdqaPjZupwTkchm75jjAGWO2azH6VFEyUBESk6Qbt/q1qk+ZqA6vnJl6kk0T4Wbk89+9dWzXz178syBhxltSOrWhQ8exYQR4Yg8uBcuePXd4wp/e6V5clJSCWiUoIMxusW7gB4hXFX39TloQE3tDZeu6UZh3aGj19+ZPPhB97lz53btKi0tVXlj5gmDsVRJJR5miQ3nyaiMcWOpuDGCfkwJrxdXGMtkUtEbZp1muCWp9STRwQoCIHEW3gYeLOVwB0eIdA/pA/GYDWYVEolrz//Y+JONtFJt4561Y4P3LzodgaaRzMJNjFTffLGGnDUIj1ygWmW3ClUcilZ5PY41v8SxgBsFxziIUZle3D6SFtDIiVT5nmNGmFPm3a0yadolwLBpyy+GzNBeDvbvsckXcBVQB1o64lkGDS2Ah0Ta5MC1gXb1gxbgw5aWi/svt5A7B+0U378v4ZVKtU4vdR/iY/F6NDvOAilmg1RK6zXnnr91e9TjQddTKaR9ntYHkUAkoENzVYUiZFAoAq0X360orh0qrtifczrV+/oaHE63O+TY/8K998++uv9iCN1BumJ0UoSXCo0+VDpdzAQvpl7FVXnQmQcQCa9MEAdffbgBosGX4sCo5G06lMEsritwL6KpwJxvD7KtYjWjsWAD1XAhEtexrcVYRF1ALH71GRyAxwMP/UmdVOE2hCoZMQIE9/Zsgs+9mzZt6sGPnh74mu4gPvOgvNJcFw53wls9rnY0OBsgiSdFoqTBcSPnaO27AYB0uLzGc9eP84IdgOT1b45enzy2/eQZmbbLrOswWup9/fXAjcxqzpwtvfaD3/zgD6Wl6lGZyWIxhsgdwqQKiULaEYDgvVFVV5dUdDlpVkkBjWaVwUPrcgiJCf7KzII5OsTBhDsed+MmtV64wkPvGMw53DONC/aF09c+/tFv3qzBrJHAhj0Mwl9VQcY4ZV2BRqGWU+BsnB//z5BgjmTj3KQjN86R5kNSYRKLdydnwtTHjHL4SNUmt7G9IOm0Xz7ul890UKiKHT+CoyWhS0aG/aMAQVJHnLiMw4RoA/D+4df2tziw6OMmpczYWMNWA1Ij0CKAEeGYMhy+fbvPK1UZdPoEuo6loim3x6PRSgEHEC4qJB40jtM+aDmFW+MuvTrj7LvfGHf2KTweZ8vhwy8cPnx4f1OQc7MjjoSXC4dRAZjAa3qflDzN3TgnZYDwMxHFJ9f7DAhHl7ue40ZWwekNBqP4dAAhSeI49fjfRd74PcMb2NqAaOfkV199dvz4N0e/+urMw4gWIgKXR9GBzNiDaGP4a8YLHOeb1zevx4AV7uHR00PgxGNT3ZroWh0wotfr8jhoIxxgUuKSOAGPjr7cjdyNBqdWtOY4LxbgtANb8O/+9k/H7shUOqlS6UstCsmMpaj0XwCNT5SK7JGuIpNlAt1g4OWdEEOqOaoSm3Sn1DKTShY5olMlCG8qj1TFgTDB4VGlEqCpwhl3Jbwb9cQEWEI3BYNmeJ+FtFrNjN1+884TT/wII1W7EIYyNG5IF3IjC1X5accp62Oj+gWLxrnFcFyEimAU2NFe2PHnBTwCmm2Zx20GuIzU5k8TW5Og3C/3l3WgKQnmjWRyXGTpCpVVj460XDzRgs18xCKno7l/4vCJj0KGbDaqmJ6ensPW/FYFgFGJZscIxmjfo9uNXj2c1BK+BPmP+/Q+N6phfMxEftoFkFJ4vG6Igk8BPdZWfN06eH9fzuXRqJ2exrOv4fHC5QSzB8HzJi4HwaHwhDlKPxBAGAKKNWDXAg64MWNJnaNHlw9DV8E8El4ZlBHMoQQHgEhtSZ/v7wCN1d+HRuTHaghRP/vm+JbrRz/7fGBG5HbD774yfPD6Nz2QIe5FrDU379ixvru7Ltx97Nix7jXhuu7mLXe3fNN9rLuuu7t7x47m5i1EkT3n15yLqRROiIMMiganwYMbxhoa4qgebgAoOnINHo/2g0lOPCcoBvALIMr3Js9dmIA0w4eVBURKCt5cpaUfIBp/7FcvmcSlpgkt+RWiJ4zYolXDm1B7RCuLyWLqigkMjWQxVSQpnZAKA/8h3OnUIcJ5D1EohOaH6Axs1rY+gP/+MG5ibfeIdAmd++bownD76Zun/w19VLGKw4lt0igb57iR6ziy7v8U3/cvKKmmVy4Sz0854nTwLNfvmOWhmm872tN5RU463wcp2C1gtef9zDMLrAMq51qQwyK0HxcH0VgKix9FhtamxvsX85LTwqOlTy/tzeoVwDS4R7Mh7sP4lKwZeg1nb78ekJrNbk9DAM6lamzSo7YGUCMlOCoM7NoA75KApuUWzoVcenpf4+FWp8cbaLxx/yyT0b3gLNgzJg7hlHhCpU9gnBkyeBUorkEwEh613hCqAsT1Bvzr8C8w+MwEx6DSDPyMJR/0AE1h+RcSzsX61a4a/+7mGw6L2NJ49ivsKL539OiZgUqpwevR3vlg8r3rSIsIxckdgLhj4XBYR6bC0rDOGA5f33Jly2cHJnQdYV0Yj+7J681IpFt2rDkn06Gw0KA1aHHLBU7I4IgpCoZzDnjN7nQTNR66WwBGhsi3AN9Go7nIHO3lkoeiItnEj//lN7954olrB9Rlsq6urlhS1iVTaSNkjSMdUalEybKdWt1AZGZ451L7zNLMTa1maWZJDZ9L8DnD3bJDPdOeFE0AQRp1yZlhv23BD4Heghze0CMlI3KgnLR8+Oa/ffyDJ76qEfZtIBqZVBXHqaYK6ZFv/j+mAeB6iJkVVqrCfuO8BXlmxaAjb0meLnw4zQtY7Xm7DmJHO+0jsKbhAv/shTIRlqz4ULUopmltHKF5Y86u6n4hGvcF3CllKuoGplG4xuBcSWc+ZW99yvHn209J9UE9gMTjgpfO4Ab04GIpQ8hLfUm3C1dy+PC+VApgirxbjBuPLx3edz+ncXpdg000Unn28ImzDlMRv/kvEQiJzapYEIBFvQ8pnSUBkmzuFCdupFi4EacAixgaZ6MJzCBNwZQqS3bH7AchafZmo9He1T3fOPzYOOPKIs6znx09BMw4+cHBOxNe57LoTuXB97gAtKd5R92x7mMXZEajUWqkIV4sa+nC7/Uc2vKZFf38Sa42AYDcwf7IlvAaacjgcWoakBYdHi8Eqp640zkGSUqDx+DtADDeFZDIiczvvkWfh65vD8dkRbGgkvWaiopUyfZr//LEb37zj//2u5mypYiuq2uiK9Y1EYmo4Lygkoqk5pixQz0wM3NgZtg6heA7sDTMkMdh8AB8tDMwwgPtB5ZmNJ/gClbjhAgASU4jNptdLoeEzG5D/c2zHz/xBOWNaUZ8EKDiO3+qKs23/vNwtAuZY+GEFVrgCCK4PPhoz3GGq6jyTQx74dixnWo4du7btvRj8vECIysbFnKsG+hv9Ptn5euSxI6QOyotpiLpTNNoo+ActxKMJ05c3ueJYnMRKG7OR3tw0A5X2esbBGJMpIIKDdXAcROAyzmG5TifOwT4dOJdrKYoyB1Z6jaEdN6RCvL1uHW5VR0JBOI3BllIDJCcUSo5L7uEOhITm4Ixc1SqB4bENjA2g+F95GaSKTRvMIvh9CuGODTqiybgE1WqWZWZs1hVKtkKQdS5xpSrfr4xj0R+lTHGqOvGT578DCVv1wGMd7yAGlHHwUkGq70ARaREN1NfRyntgjMb/ibD13ue2/JelQGrzqhIxG04qnD3jh6IWFGKI3JpGzwYpUYwVqVywRgAUuELhcOcwvzxgyB66Oh2o4l3oIaU8cfXrt08gHnjfzvTjrBa+sT4SfvNCVl7OzCkUaXSToggZ1IvtUcAaaJkpP0AIK99aZiee4DgOIP02I7oRGAutbfj4+2fdACv6zral2bRu7m8XE6T9PBet9r/8Uc/OPqHN6c4u40pKqlO8UocoeHIVAD5SY4pQTlesPGYc8SR8wOOsysyRh5atkxaGPpPCx5XK40B8p7KTAkrT+P5AXNZQK3cb/OPt4cgZYZkOmsyiT2Opj8+JUDwpxwa99Ol5ez+E/tcEH5kE1QdQUWc3h31pQz7bx/2moEYPS4vbu5CcvSQH43Bh4ZDkPHh404NxDchApJUIXWH1KeGmJPVSCQSaIhLTrz217/Cx1//erYvyLLYmEorVZrEwSCu09LTKT3KKt5RqnZzIuIEmbhmf7cYBURGzWKTMmtOBIsQ0kic+GnWB4Mohf07QGN+C0cr5pAPHmLf/+Szn2Pd9PjkwYPLgYCzI3zwvevEi5t6mtfX1YXDQCL4K4umsDMQRNlSCn51YXzKUSslEagS1quiZtWFc8fqJq8AHLdMhu8oFF48lToDmJoDIMckzjH9otvYffQQ6umYhgeFdQXHW3ffemv7hSLecdoi07a3f3zg4w+e+M0P/vDxx0uM9eCz/ebMgchpbUjWpZ2YEIUmtO1q0WlNe7IM6A6IMHmT40KOHWf4QJV/CAPZpXaNFgLviY7kQz+2MmgrKiVpzz7xoyew+58f1mAlVSrW5LmxcKxqqsAoJ5134OD8OBgaufuzs3lTAGa5kZ+WSqNgZ5ZLGTMr9uwUjF1xmzlYl2OKJqsg3LbNVkdEqi7clxNzex2Dg+hVdf/ET5EhGRjPssvZs/vPtjwlSQH5ZHHtOOv7KaLOp283+czZqI52Srlpz5tBoaA7CTcZ8dF0hhYCVKkqhgsCslJV0Gz2vFpM5h7Fu1sjDYGxv2IZ5zB8HP5tI+20M6nECTHGmwDHIJaHAMIhkg/FYtlYMMb3ogCPUVwGIo76FoG7g0Ezeew4DQZPwOHo64PPwSZHXy53w7Ga0Tic58PhaoEYcapx/ORXR0lrc/TgwLLTpQsfJChu2gtYPF8HxKhPmGOpaJDf94eNqd5sNmY+hmj85qQLO4LZbD06+qfqU2uDwTXdQKpXDm3pDku8uPDPGcBqAMQ9EolLv+iTfnD0UKF2566grSNyfOutX/wizG017jImkek+vnbzf//Rj37whzNLw8MrQaW+mZwQtWtECZlm3cyETDahndDp2pECC9HHIxiPMv6qDK/VM5GkrmNCNCFKLvmtrD+PCHr48cc/+kdukgpRl+aKOBiopleqxu0FwnHrylKL3S5kjH55Jl9NpW20+RkOAY0Z2yy3Tod5rwqbrTIFAx7W/DAzOlZB4lhFq5Xl+FOAd+XDyQmZKuRNQMQ4iGZVwJA/vZ8PVblFAPvP3n8qEM2alSksVUZxN4c+9+hRgy8blSpCbop13FLaD+BW4B6cBKUoWm79WygRzZrIityciJmysdAIJY9DQxWvqiUOHL96DW3qDp+91xpJioxdKrNJSRo3CKNNWWx2ALPqUBuHPeAsk2TgpA0wZpb4MeVzOfY1Hn767FODfTccDkmcPyRjkrExievvAI0FgKQYlYGRFG/HDx6UOHU6wGLPJjgAjOvr1ly4EEzVAwJTVNBiYKR98cCRFxCN178N1PcSPrFfhd+s7zWdW9N8qGfv3UPd3TqvgnbaxtES07E8trgoNQIYEYLssuLg6PF498Eo7YMwAhSB6A4cOPPxv/zoiR/9I3AjoopwxeCmjsy0z0TaI+2nNRoITycSYpUqJFRt1EvtXPpIxRzIK9vZBf6AJqnBxXE4DKLtMAK9TnRoy2ZZuia3j3/88cdnauwc6bF2I3b3EGHl3zvFQRixWlduIM8rxPla6iy/XDm/3TEftdoIs9x6q1kOjbOCQKAgc0QiR22AnXVAp+w2tsQKpazo6jejleq9yzcGP0Lfi6d+uiJl3I9WG4jIiyf6pFnIFSGTIwHb/dvPe8wJqddloNFerReXbcJX2BP0GFTomenF1pfKTE7kQaaXAQQFxRBP5t4uZpsA3r786PXn//znp//8/J9fe/rr90uqy4bHRV1dYshlLbEY7dswARmiaBgBLzVj+BqjaQA2g+qTGpy5fdgKu9GAksrlG/Ft28a2oRPktq3b4tvi5Kaz+iPVgpbjOPMYRzCyJjzEqXcYL3Ld/R1rzu0K0mopgBmike5SE7C3PtgbJG5s/rwVm4K99ezbuJwKnh5b0928t+fKoebwuY4Q7Zd2NUic8Tlfv7Z78vihx1WtK3jy7lvbHypE2okuOCBBBOidAUD+C8Dx2Y/b6bh57ebA6ZvJ05XaSu0noYmOUMcEHB10PQFvjonvHr8zwgWfRE/UYcIIt3APr0Wf0ICWEYi1o2M8k1nITJWXnzxZTjkh5YeAQDZqXC6o5PLzjStnqtL5LTZpVsXh/Rt5Y5zZfGF1RXcDk0dBDbCy+rMycaSlHAhlG9s+XoVgtDMwpsvxSh7RGHQGJMdB9Dm+L8ARWZFdkwP5iUaHO4id1qjbp3jt9mFDQiUl33ZcoYCrEzl/eKUySLpfUwzAI6ZVkdRjQmBhuqcLSaMAR4bG2qFLt27DwQTnu6/Cu2wYUnwVgFGZ0DFCVaJmCEAIUaqy15SlMJUU/Xr4F0hDBmeDoR8tOlxjrraxlcc8XMZWPxqZVjVfRyW1OILxrUN3jwMa67q7qYyKYhts9dd9oOfRhws0ScnIYQ7j0uC5ZsBs8+TlFD6LfRt1M2YUlqrC6+En7b17vXvNnUr1PrQAc7l8PsPEseuExe/QYv7oee/zQGKi8uSB00bZBePvLhgvwO2Ph988c6bmJqDqxxM/RgR9cgcwdBrnNW4CPoknUfy3hF7NNB+GC5hxmTBbQIOLo/DdCjjATzvuhJ2F8JFaDpDSkXPzUoeoQ6RLzmTsJfLy8nLbFNf1R3EqlzfK2aQxx4vfHXLkgskCVWmmYCNOZgRC1lmBL3mnjsK8kfmUc9HqChzm9TicGgcQmbHRLMfUlB/wKF+QM34sl/sjEY/TpWi4wdDIFXNwaRVkc7/97Z+BuSiW3H+i5amITxnMpnqdr99ucatiQZXOnUU1hLhgc2MQN0PixjdcDRAUo/5OieyIawLEEL9CfIljp+su4VuN+WCRF9alS+jGUwXvsyWjzCTOQvqYULL1PdxKSPbDs4KK0ZyIJswmE27RcvUb+l3zrvn5NriMzQsHwhE/VrkyrppfTDXOo3FhfPzbz44fuvsWfjRPNjc3czEqgrF58nMpwlC/SGDMMrQRFiFFhDPqOWTRnsk3fIhOgiha/6eCqVjXhXPH1kxuATzePbRjzQcDb+SwqOo27jpX982hfKr4PcfevVeO//qNPsWFH1+rKa9u/8Qok8mMyeqLcH59OG6dHSEn33IbYwCmECMfLdT1oYlPNbqIyIWD7nL+v3jHbpMjLBGlcqxD0vsZgz70K03PWuUzp1EhoJ2pnrXPtpSUcEUbBB3PjVNCVVVApVBYtdtXbje2M1K08ZVUe5rhUl5AjoKePI3/FJ4cC30fCzdXFdjjMPW4nxTsVTYGRPoZEKsuaBwebzzhckDmOPhH5jl+lrbH0Y4cRoyv4QVC1sNN0mz94O3bje4UwtCk0iYsNHRPK1QIOIBAMXKXChdXo3OmB+fX1GVNoy0tr7579d6rVz/dferR20PCUStszBmqsPsX/A9PyyBzDOJqRlpvpyxc04pMGWQHTlKZcDtW/WK/YbNr8/zKY4y/+cnYqkYjF6CO8/5w3DJx/7NHsQO/5cqVQz2MFokZiR/Xfx5JQQ4fd/qiZpx8ydYzRXGwl20KPLfj/KZN5ydfdNVnlZRRAmCDwfrFlPlC9+TB7u6jxw9d2Xvlrevd4cqAx+Vyq851T35/kIpVVUIogPHQV59fHlWcCx+sKR+X+8dvTsggwxeFxv3j/vQIoNFuh7ebzU5+o/Cm9cPjNnge7T/P+P0EuvJyOQo54d2JaKTwjoGXiiwIYewgkmcwNfRwA5yNeo0jI7ORjgnjhGd0dKRlxD6F1qmMfdgOjvKV9VSujkpYnOLLN/R35eWmHPT4dBEiVeRhZGQ8F/Cws1GsynY8Uh0pXSiuS6cf09zhOQWf77fZpuifh31Suy0jp1pOetwbcboNUbMTyRHBeJ9rPBIMcREAceQLv336tacPP/3pl7uffnR7v0IVLEI0iqUeXMan9XiSToBcrnXdvpGL966+9NLu20doZYCwn4rt6Bji18Y9drCHhnZm/CfL/Qsqowe14axrxdixAI64lQpe56hPCpgVByGc7V3s73f1Tz+Ox/yxmp04Clv9/Hw/jha/09zD6W02YRk1f+nZdP2dA4aQDivRUQjvC3bQUgfWUrpm/SZE47ORegv7FdPDyuCu8OQ3d+++db3uF8ebn4MfvaW5u9srkoW7r285xE1d8Uwo3CfPANScb9k+oPYmo12ya99iA9BfPr4kksVUsQfAelNyqqDU2K3MW1tOpq/jrFeItq/jGGDay2vKa+DdCUCqwvInir6xKmqvglsbRZc2jtXgO1y0aec8pwBT9qnq0xMToQlRFXp6V20gxcsU26NatVKIw89TcVC0FixxBLQxPM7O4tAGX72h1NHv57+aZRGpPWPLw5Iv2hRcF6wx51qQNqJ0OL9k/FZmSQBf1Ag2x36RxqHwKU1m7HL8d9xEQ8Hqxf0Mj6+98NoLv/363Xf5TTRv37o1VHvq6tejhqhXLY2ZtcUUZ9IHv5+qdoi7W/sY8Jhjcu33wJFt07F+/vDM0tIB9KBOBIPUwC9SJtwxJTN7wLQUux7o3hFVJcwWk4mcOpRKoAKXa25OYMWxvx808rWbQjTCceafzyMYeQzix96e5+DS03OoeUf42IULx8IXLpzbtWtXKQ48saMILqVFu+qagRt7mrdfwGKZgFPTrmNHf/Gnu2/dbW6u++xb+NnP7d2y5Xr3+uvXt2zpoVFIbh6SYXFvnhzxgZ73BpwplVFWOnDwJL2v3iyXp8e1qq7k6eQ1ORcb1gAgy6m4CckdINFGK9zKgeGs5VZ7jX0KEDkOYSo8wpSliKe0fQpIcdyG7Ap3FwDCNvogC8R0OYWa5aSpwT+zYcMXtCmRzP6JGukex40sOuUjVRLP8ZpxoR1oywi2OAIahfvCJ1ff4dBo5/z+C72rVojG80UfShsBkpnMVAkOQtvTNXgpLx8vBypKipYlvmBRzNkAeEQ43r//04u4qw2I8TVcyPE6oPD27bdvAxAvQX6H1v9DxW+3ODwvXNqtbhSwNVSAsuL8wkaeGIUdVkPCw7UCXRbXApgrfv35QWxYy2QxnTdiMCnZzmK31xvKWpR82kgNDghSs7g60sTsPAClKZ+L4XF6ZaS62tE4vMRFqnkwEjteq2vuYShkhEhjGltwTAM+r09OHvwAjm66KjiOddcdO1a3g6aser6pu/DP53A+ETG7a9c5SBiB6QDP6+vWvEOzVldoPLmHo8Pvxqms53/3Lfj4xee6aBa4MDzwbQ3ul3gTTbTl6YX2A+3tB/BNN1VDoLGieZTd6mdbaJhuG3BS5ac2PTLYVA3O41axgf0aojdrlbUGYCdM7ltr8F4NPLVmqobLA2mcmJiwaqoqf0whNVZtSNvt/DjVlFDFESb+8+pue95OtRCBnFjVT+SYByPcCty4YsafB6d95eQ/WapS4owdFLmVcwHA30W5vQajhocejydgiAYTHoO3ITf4R9oe99f9hw8//fTzaOj487ffRkPH4oIIE9A4VPzbxn1P1xYXC5gqHuL3FxfjqoCKW7dPfYkGOVfRcPwq+uSc2nn7NgSwR25h4QZ/JNVuLt2quHULC6s7f3108ugHKB+RKcVeh9eLWoCiopjX69R4paogG/PHjJGNUIVUFrY7nXVPlFHFmHNsbnoMqzl/P5HqcPVw2XAhGMfJGG789Jr1PdTPYINSzZOAQDhwKKN7Ei4IQoQjfDU5eb35Ohufau65TlNUNLLRA39IOPBJzUCCPefXr6+rW9/ccyU/+tjz+HSyEKneJSTC8ZcXVeaYKihTndn+5Iby8pqampNv1qAkxl8DoWY5QhE4gJioBMioqgRgc3UDfFy9+uRLLz0Jt09yZGZFSBLwqmpqXgTAWRFxvFHxi/g1/tyaF6dehNuaqpoX4QLP/FVNTRV8F0H8ItyD+/AJPw9j1g2/krOGB2tv2K0FYLQXrpKiaqltlgWqWEpl3Mh1ObCM45dzX3FQ5dHIilPcHkd+lWPavqJGK1hVYVtDbpNnpvD3UDWVsfnHHx4YSFZW3pnQabxxr0Lv1UY0ToDjvqdO/PW13/759TwOhT0ADGrwNXLkn8+2vE6O5Ago8t9AUD36+urZi6Mfteb6+tQOtbovl0MjIjwc6r6y1tayXK5p9PL7V3c/erSbDjSzev7Tr++98P4bn+9o/uadsFFmlMUsJpFH6zHTaKoh0rpOHWnVQPTKNO5s9iobMilLTWw1LBUnTMEo2pFPj30Xj6u7pro0zGanyFIcciw8hu+EAUrvvfPOO5PvHHznIB6VByvhEInw2iuqxNs7leGD3WEkxUl+lhGZFEn1OcanwnGlZ8t5+P1P7qhbv755BRa/1y2AI0cE4t1Db711/PjnYYhZZLJrB3/9pJXQWIMgAfRYCU1TJVUbnvzii1P/euTIkQp4zxTTak86J9P1JfYQ3Hx46cMj/7rzX794ckMVUir8UUQfYJH9nBoENj6AX71IlykEH2CQoRVAOPWiUL15sYpc/zf403kd3FS+r/H4iqp0Oq+i4UhRSBrxwO5KPkrF9n6+ySFIWPMtjUJ3VQ6vWA+2ceViubUEQ4CppaQIW6k/Ri2D0eP1xg16t6dMo845PIMnDr/2+uuPfv5zACPEprgGgPmOD9EvC4H39qO3b9/+7b59Xz+6DZdHrz96/fXXn//y0/dbPso5HMuOPtywA3Dsu9H3fYfDEXHkWnNNZx99+cK7L7z66tmv7+2/D6FxydH16893h3HUOwawk+o8npiSph29DYFIWSSk8+jy1QiLKhi0mPg9zTh0Wqo0pXxsPUCc7zb+PaARBThseqp6fEHur146UHZAA+fRyoMIv2SlttLldZFtRptreho+cBJ1TjE9TR9w8U5XhqcBlJPvQQqITZBNz20q5DvOIAcC1LruNWvqzv9NIHI2AVeeu/vcW3Qc/9Mrr7zyp6NHj98RZ43bt3/74amHNfmDqpflX5z6sIKVFrgKA53j+ebWymNIePDDipefnCpHvTeklDUEa0w9p160YgIK7+MaahIAPVYRDAGPVb+iEJeg+SKb3fjVrxGNkJkK7qr8QtWVaCzwYixAo6AWZ0CkvcRCXSeDsx55Rxxem4PNl0xBoMrqr0JMi70MBka/HDPdkiXc3KXTdegmcNRGpHGj54LBEdFEkMT2Hf4tmo7/HBH5c4DjJS7VK3770etff/3++/v3twB49jmdjS0tLY1Ptdx/quWpxsGA1+NELC7fWL7BHX3P0OVGwWVwsG+wdRCRutzaF+jbf+r9losXW5qaGkf/ePJzOC1/cIEWomM6qBJ5qJFpKVKaQ5qmByKpKJQvDpql6ODJwEh2nrFgqUUZjLoRj3FU4oxtFTC5utE4ji1HKt4sRZKRpDekMxpVuFrN4JG0uQiFiMNpCAmm5wmM04Y519w0LZbFFV0+AKdbquuo3P759u3AkufPY4djE90Ix/n1a9asObembscmRp97v8dDh8MtYPEXfwEMvvzhhx9WfPjyyy+feuXXx9/77GDl9oNfvfwh5HgYOgJ1sfTuyQ93fkgpySWu3pfHIp/b8HEXPsQeH+K0ky+dYoY2aW4SER2LWbuDgE4xq5V9WgmrVt5oY4pRZRUjR6wdpVnBxrqy71A4eFg4sigUU/NVHODGfBJJgWw6UzCfIZRzGBpXkCJWhjI2jnpt1EuVQxpqw/9WUhsKSSeYa6VRldCGnI6GrXGDwqnVzKhnIup9J068dhijVcLjJX4nx8+/fP9yY1NTUyscTYPqPrzT1DTY2upwehwBgzOwvAxIxGW52+KSbdwxJtk2tk044njBZ93oW17uA4p80PLu/r6+ffhDB+DU3H1hlzkmFiPnFQVDJhaFAhWq1I2RkDbGo9GilCYQiqXMg4O6LV3U7EgtzjE80prkrXHC5CpGI3k0AhzHqyMdEx2iCRrT1elEXi+Oy7S1se0k08KhYCA0zBmmDdMKNy5ImMMZ0z3wvYE/lrS0PLt98pvrhMPzBXA8f359HWKxrhCgTFGwly/Z8rR45cpbr7xcXIGwgjdF8a2f3/r51y//5b1vjn8z+c4rLz85MPXit8BliEdAS9X/gmceOSLw3ooKQ+FRy2dCPBbxs0JU9cXOU1VVl0um+AkM+1RaaOJbqR3JCW9YWsi7a/AaOApYf1XF+grUgrfyhqcr0ZiHFOs22mb5nJHbpoq67gX57GNl1gzrhXIMWLCVg+fEdL5Ca+M6/wyMfiwK2ey2JZ1Ol+DcYxMJs1kq9cQHASDxhDcZWVetbXK0/vGpn94/+xpmj6//+Wxja+voyL0vH536FHLC1kAu4OjDtNARYVcNhoaWfYEGpzcel0ja6D0B153TnZ2ddD0934aStW1tY3Dhjm3bcL81/KAytbqp9cum1lyu7PNw9/bPL5B7lriUoayITwrRNScmzgeqYqzhFDGfODKMAzSi/MDSm130zeGw+lZOOD622tE47q+ubo2IOowyIMSENGRQGKYZBNmFO+Y4NOJOZwMhErCI6xR8vj16vXSPXlrZVjnw0WhLS+bktYOfX69bv4NDIyPKunMAxvXnNz0ORx6SPDXix92/fHgKgk/IAY98fbViqPjIk2/86XjPleea33t5t7ryRUZbrNJ5i1bxYuWuuLaYDD2/C8QVcCyoFg7VFovuXd6w+8jOe29gsXRqA6ubMiym0+X54YspNqNIfsVkwJHGp8LD1GysqvLbyG2KmozYGLRxaxWFZYxpYZlqXm06y4erLFalg5FcXo7DtoVTFCrM/nOScWG2ij5mC0aXCZB0+KesSa1I5GbuzejHFVOZQ56kOjf4UZ9E71XPQPoYyeX2PXV//2tfn2h1GnG8SWxSGXIjFy9DaqiOBDSBQCQAhyPQEDcYci0X7+/L5RoMXgAjvCnmp9s6p+c65zbOdeLVxk68dHbOd7a1/R7wSJlc53zb78e2QVQb6FNrIpHRF+45Zvoeth5okcSCXUI6WMSNDqONCk5txDhnuCJ03GAhKvdEbD2KY6QG6q1fxMajC/DIRavzqxuNw9UaaahDZwQk6lCa78XgVCGAkDY4z7Ht6vjBA1HBQDnn06MdiV5RGa6snA57JQOjo6PW9Pbtn73Xvf68ELQCNSIY6SsG0UJg7uW9HzFj3HvluS1fPfnyozdazt6GELSiouLlb9/bcghC2ObJlwfCB6wvMsBg0+/SENbfhy6dulT7H6Hwe3ApHEdEsyWvbnj11JEjG0o2bGDdfPzhnMcGed6w2JQ6GFZW1CSoEXUiHqnhwfUdGHlyM7921nEo1MMxzhTUOPyYMQlxMuTgiDNVNh6PmAuyHNCWFqSrlDmmC8apMvKMMLssJ5Fdhk8c/QtpRGMIFaNoo05Zmtgs0nqAED8a3NfqkAI2DcB+g/taGvvcQYslGFNRiGhS4eLGvohH4wwAIB1wkbhd+1pa7l9sQlMxpwLeJHNtRIDEiZ0Ayc6Nc5sBkps34l2kS0QoQnOeGHP5Rtwbb+qLBNQtozOt1id3P4gFg2KGxiIejvz8KonxxCZxsEisMouZozGljijYgW+YyMugV1mf6lcAHOcpa1zl3Agh6ow0FAIkSt0AL+/KwJSAyOWGPsAjXCAwnfMpcN0XbrE0uIEZF6N6vS7cGT4YxsJrW7ht4KMTo5mFa9u/2lF3ng6AIyTtdIcHIgPjeV5yB0AE8nvuOUQjgHPLV6+8vPslbD4f+fCVr44eP/QWCgOaJ7/13nmI3Qdr1YZfIRgRrbcqimtPRUaKK/5rSMRjQ1mrunr08r0XXjqyc8OGEhTZWNnwE6fCYU7B9jQBcYpzhEoziQ1AhMPihqryDAHPypkMF2zQsBf27AlRhKYRrmzKtKl2vrQq511WBUsqW0Evg7ch53zluBBVTp+zaY4tKY2UkyAQl93al0TEjbQfjwTdYpPZq3VGcn/cd/HExfuN9xv3NTU+1ZTr88SKsomQ16v1aJIhSN9M3lyfIzLjSeJMv8egSHibRhpb7jehE0fuhsPg0++BNwbFpYDI+bZ54Mi5jRs7+wGTGzcDJOc2s/tzxJXzv8eQlcWsAY86krxXceSBilGjicWpHDuy+3ndiBhH/Tk4KllNVQwRbhD/L2KiR9/YfD9CEelx69DqReODnE4XSqARF9AbRqdzjAunFXg7zfPhHDn0+XyARPxQ0Nw3v+RZr49GjWRHFT7Y2X1QAoCUOFobW9IPrz37Xt2O8+vP88cm7moTuxKYkmuDACTvMsFBT/P1r1758FLFh698+9nx428xdVzPjjUDFyqraqqsrM9XVQGxKRNmvXD1SHHtfxGNELuqXxi5P6POrSspeXdnRfHOqZIqhjvqT9DEVJru4NQGcZ+NCbRtbCWOzWqvYqrxciblyUPQml89bLXzKhqMOAl6fE2VqBEzxnT+a860irApn7XZ0nnRQMGKjvQsGzPhZQTsE4NUG2+raqNlt/5qES4eIRPnGLyJgVSCpgSwYwDoseX+/hP7Rp9qzLXm1B542JgwSlUJo1GnTaogQgwFIt6AxgOhqjdh9jY1rrvY2ORoYIdTX7/Wx9IXABkiEkE5Pw9Ra/8cRq6AxH666gSEbt64mRAJsP33eHw5B4AMqLWeA8YE1VSLLHk4FhUVFTjKoYirC7JLEkDnd+Eo0WoT/iMMkNnUomt+fuyHW7c+899/9rPi1YtGT8IQRXS5fCkftiw4+E0r5riLm6NE3xxvk4LGmXiXP6Jw0RvDnUCN4W68OnhQclDiDOQaL17MfH7ms8n16/NQFO5t4m+oxLO+rg7Ic/35nrt3n9tEPsmAx2+O48JkbDleIYzuqDsXDj+sqqmpwRCyamonlWUuCQXU/z9ILLg/VHs70gjUkFtqKIOA9erOilM4NFzlt9tZgGmzW8cBDFVTLC5N28eHkRfTgEYrGRujfSMPRhKF29MCFlduV2TRKotCZzOCOpVpVQmCdi5SLWhxsDwyze/lKDCMKwhWeRcPNsAspxyS8kY/lXEWxtMRhGOC2amLg1j8EKtMOi2CDGhO3Zdrbc1BRCo2xdCEpiumknV1qXTehKVI7ImMtoy2tFy+qAu14p71dU25ptxgE1yQGiFlw7oCQrJNsm1MMiaJbxvbRkTZOU+RKyaSlEx24l4TgOPvIWQd2ybZtqwGQEfUHpH2wcVXR0VMb4MWN0XfOUzMc5r3NOYqOSYCIl1nAY71/Zuf+dk//RP1TVdxpAqBp4KCUwAeYhGQ58KlNax26uaSRMAkwQ9j0kIM4irZaNScSkX1RI2d3eEwh8cBicfZ13ixZMOZ7dt3rF+f58fHjk0IxTVrUOa6C1PLHjItZ4y55TnU4ty9S97IzevXnNslO4AKGSZm+4L1+KmE+jeqN/9RlAqkui/iyK27P1K2bim3bmrq5vAXFU+S9o2VbpAFUWM+fiCJJljjrP+B5hs00U/OU5z4jBruhUruFTPArN1IDUGa1eItG2e5GUq6HUnPsrh1NsNBMsMr4zhvDmGGip9T5ow5+DGsfEWHSxupjDM+viSS0lZnM72rcSBKGVNaVEmnRuPU0JZu9NI0F8Vw1XPI2yVLJrq6YkaRSlmU8Hi93pA3FFKvG2kcwU0peNxwbHU0wFk51btWz+Uz021tAMZt8W2FByJznqvtzM1ThQcZ8vfw+Fib5Iaj6eIDdcTriWg8SZGU8aNF8CDjWdISlLF/t6WoyFJwKFniCHklwrG3fv5n//B//dM//NM/vPZ/r2I0zklcYy4X+vQpiAQVuOMZHRbIgohZsLtwNTTWahbZFSKQgZHdTejRsWFPeCOGqgTHzoMHlwckkYCz78H+/ZdPHuzuJjyuP78yZqWjbs250l27jBMqVRcgEtUB+dIOJyRHR/NN8LxdxmsnawiNqIeuYD3E/xyG/8F/fehtr8PZkLs4crF6aebmzeRSu71q55Gr1pISWjxFNVTMHFHK236gfZwEdah6ZTUebHCQqzckm0wbSuP9he36/DpiSv9seJvmjOIKKZBB0z8rgLSgEzlrK0CjMOQoOKzin5CziBU9koVCLMOjLb3gX5idEaGZd4JHI3pDmUwxi9HrSSIW6SoEEI2pIFJNmrpmTKUTqq5EqKvIAt/xShPJ1pGRarVjpsHpgXcLvB/6cbcqjpCv1QMzYhPDNQ2R6jbCI3UZ85AE5P0eQ1j4ALrcvJFE3gBI33SfWt34QK0JiTQ4nuVVsVkfLn3kqVFpiskgvl5BjlxFBzNHirzF4t7F+a3/83/72c9+dmNV11RdbSwqdaPRM3nVTgMSuSUnBtyOQlCMcjhcjC7qo6lFttELD32KwChFigwjHju78bIxrKgMODUDmkDf6OWWqof/9s91/wE/IhhNKveP77QnvaIJ2a5zeThu2svXeOCquW6N7ELlt9T4RyGc/wuAISaNLHMcqv2vo7EJixPaxpaLI8NLNz+ZGE8DLV49cgqgDoBEwAP8StJTU/L0FLDi+LAf0IdJo5VFrnBCsG0gbpzyy2kKkgxWuUWKhY1+tq/GlrFzjQq5f7bwQHq0z6blvGI1rxyHb5GqlWWHswIDYj8D7eUIiP5Zbj0HV4ZlLRFsOsJXEK5Wy7VUVKUaDjllwJsZ7hXJ0GcEzUYQchgRSpNGk8go01omtBCtSieKLCGNwazTNI3MrlMn4d1AhnG+RXgXpBZ9vsX6VD3BEQLVNuJHYMg2iUQyBnCUSOIIyrG8EgCO34/NQzIJcNw8tq1NoVd4nJFWZ0RjCGnUF8tmciG+olqQOVqCKiDHILUXi6jJwS/iwJorPk5jz/1jW7f+bOv/3Lq1fzV7jSMXugxz6IepMDBPPlqGQAer1MDvHi60AYV9LuKNmW27TaXMepVKqvcpkB33hPljY3huOhAYGDgYGOgbfarlvlZ2YU1d3XcAuR5j1FhQ1nXB2CHCztjErtI15/NAJIrsOf6LHyEauz+4Rmo4u73c/vBkRUE3/2/niSvGf/jJhNraU04X/F/HnION9+83Vicv/HLJvuGFDV+8dGS3vWTKjgxZUlLCEkS4zviH0/CQPD3e7mf+T7wNB7qz0UJTruCyIlW0sworqmU4OQ2FoqMZru/vlxe0+wXG9AvsyKaMuRRxlu2o4jTiHPhoeJqb0uLHlDlmxE+/fNw2Xok7jrGOw9699GYWmxNoZ+AVwW9dq40ViWPGDu/AhEyrSsaSKmUsmNBERJBImkPam+2RBq3BY4Bz7+JiivxWUpC5RFPBXnNKr5h2IQohYsUa63RnZ1sn9fwhGm1jxR1UA8S54LWzk+LVzRCwAh71CoPLGWhVG0QadWtLo0Mq1FVZXaeoqLTLeCHWRaxOnX+LxaJcEa/CyUVp6e0f++FWuDT0Z1ezuzH507o48Ak9fSrS0IoDPSFuxYF+jPWxLIOmngJViQFTTb0i3FnZGe482AloVMFvWrI8sDwwIOlrbRqslhp37TrW3V2QQq6HjHH9uV2ARqWlFKJU48Tp0xNaHbJjgTKgp/kXf/n1Xz7uad6xI3zuzLM15eUL5eX+MwNVxf8pEmu/ZxavIGtUO53wH3cpXE6HOqdOim62Vw/bX6pWz5SUXD31BaCxpCQzMj4L8CpJz9oytmo/SgjtMzcPyNFiAIutaQ6P6XKbHC080lwHpEDabS+c1n+s55/mham8GkfOSVX9wgQys2wU0MjsxtMcGplKXM5KtVzuaBMOORGl3+8ft1af1hmluCovS7kW25tgCZql6K0vQkiaAJ0io8kY0WoiM9qEKuTRwBGSqsxGuNdwGijR3bCY5azIehkgY1m9PlWf0s9hNQfwN71nz565PXi1EYs4qM2Z3ji3ZyPWWKeRNOEpndP9cxs3YgdyHkUmPp/L5/Y41BGP1hlwfNQnMedrqWKzTAk3uB0lpqKY1KRUFuXxyJYbkzNIfX/D5q1jP3SN+cSWVYxGTNMNxIuARp0bIk5zyswMNrA6Y6bsgFZNwwfDIn1NG9gBjLR4weCVYERLMvJwJ16mw3sAnG4vwhF7x5BxxBLBoFsRDn/QjUHregbGNQBGk9J4WtRuVJXKAI4G0UTpmvUCHJu3HP/1Ky8Xv/Ltc8076s4dHPeX+8tPWmsGPq/8V6rc1H4HgVzI+p+gEZ5w0RlxNrjGnHOuOVfDjVxO3b60NLyz+NJLnkrRheSpoYqdX7xaYp/FsNVqL6maHa6WDx+oHl9oPzCcllPfg1ZvkA8HcR9ujWILh/mWRqEOh6u4pAsKqnKBCdPc9Ibfv7DA4zMjjHMU7geQzwrVVD5JXIlGbqSKcWMGgmO5fNxv9Ws7KHEMkizUpOR89y24t01l1IVCuGZPO9oa0c60jpRpAIBOpyTgDYknYiJPQxLjU7fBOca8Otli1WxWn416PL5Ub3394uLaPQDH6TkU5GAlFUE5xx2syuNqiw9+1Lccb9u2jYqu0/PT83MGV1zidsF5X5MrI5nBYO6GJ1i00kqiS2akSJXN/lOlR0kXbs2VKahU1vePbf7h5rHNhtSqRqMXF3S5dSGFG5O/BNZmEpQPJlhemEIfqvyBPox4XkTXqfoUJZFRt1fiDOCUB5ZhabTD5W2bdinm9NO+aU1geTmwrHEEFIZoVLk4p1Dglpzubupo1NWtKS0ymXTaDRORmEZr7OpA4YgRYtUeJqhrPv7KKy8/+eSfPjsOgeqafzuDDhz+DS8e+PyO7kM2Rf59fPg3csU8M+5OYn3faYi75nH1wI3BXNnwUnv1F8X3RBMxo2xiJ+rLL1Wcumq3zq4DUA7fbF8aXpIfSJ5Oti+wLY2oD+A8vcvRRDhtl49zCjgrj0KSqFqZgz8rtHBoZKyY8eOEsZzyP7TiWFi3IMhXeT8OLlxlhDibsfPucaxNaUPPG5t8lifODMWtfMeRi1RtU7NaHevt0dvaxL2ZuWY7vKXhU+XRepNqdS7icHoCcbhIFImgUZzQeiBWmlP4+l1OFwMjeTfibTDlMvjIUXft4p4909joR2EODvkANWJCCSDcdgPdlJ868drtW49O/BEQyUJWbE0q5hSAR5dPb9YFZjweBSSby8uSqKWw0WHq2hVDC2TOGJLgyK9ULbJwFjqLY2Obf/nDX242ZJWrGY0k7Ufv2KhKFeXM8lKxFLcMGr+I8kufaQs7Hb29+Zg1FYWc0RWQeHB9uELiVXi9ErwwTY8CvrXscCxHAl6vVK9MoXxDoZDqkCIhj6w7V2pRmv0TMwmNbqKrXSbrqBSFIFZdzwkEjr/y5JPfPvvV0euQX567cECO5hr/q/zMwJ3wwBGcwStkvaHileSXh+RKOwimFz/iuUcu52Pxubn5OOQ1DYO51uGlpZncsNrT1SUTq4vZsO0QILJqZNbuLxsebk/iGo+lYXm6ihtmZO1G8ixlojXSdlvzpdVMho9XuZaEn8A26ufIkLlF+gU2lHMjjoJbDlfQEfSts8JiuFm/oIHLyOWzPGjpa1sacUiQlKNflx2C1YQUZaosAeP6e4UcJFaFTCqD0+mBc+tyfBm9u93RYCwmVWH1wDfX75tzjRn4vZYARtr7nVW43ADH3rX1a9euBT4kDfnc9Ni/IwCf+uNHf9z3EY5U9Q32DTZ++fapey0f4cODg88gIklm4nLFl11SIAMDbtYZg/P4tFtZIAMo7eoKdjGXVqys8iUcCwdMLOwoe32bDZvx8IlXNRpxI7yYdsLzVnnoLBtLZXENAnwzG0TPzN4g1mzIrhHDlCyLWPljLWTyLi+kBXDyxFFIPDzwlYT6mNNwvnMsw3k3JDWZpXv08JK5fQppQvdBd7j7XGlRl8qYFom0XpNI2yEzfnKnI6QqrWsmkU7zL1558dd/mpzEfuQu2QFIGMur/tX+64EPOip1FRWcMvVvWbCwuana70Sutbec63aSqiTeMOdDTdU2oMdcU1lZbiYyHOkwxxLGI7VsoQtFxDuvzlZnytqHh8f9jHXYLCOp4qo2lNvLmaKUKjY2Ut/kOxs2fqMxlzayseIFP5pSITX6RxGP/sKBY2qCCA/JZ0fSnNE4o7/Z/ForG2t1Znjk2hhA5aSNY1pVPGxTJZl2I7FjLL/mOA9GuMTcHqBDlzO+HKBpCEQV5C0mcTbqnltcxKo7RJY+ts1RyUAJkOh1Ow24w6oe4bgW4Ni2Lb4MdDenn3M5JW6fs68vQGK4iCM3+kDtkSbcEDwBY27D4g6KMF2IR4MvoXcbXNMQp0zvmVb0KrnyKm5/BTiayDkyJjWbaOSKH+bglDmWXp+rf/PmX27+Zb/YsprRSP9LHofMaZ1bfYBKKsSqMtjL/EmAGM0YuPZmgSnr63mDYyRIvd497ZUYHH0uibdN4iU0OhGUhEcXvLher8erCgKRIhwhp4QXV9px507HBVFHR1g30qARqWSWUJesQ9sR0hWtaSax3KEt30x2AxTP7Srd9buH4+X+mgNTVTUH79wRhUQvoS4VU8LiWq77X0zCHG7OkTc2w3G94kKapKMiErl92eMBMOYczmnacL9tbGtDrrU6lytb0iRDqkRod952iRQGO0sWqhfs6VlUnNm4+X4OjciNNNDEuvyFA/lMOJrJbwpPc2UcFMugWmYBcQkR6wK5KjNnnAKtDmJxdDYzwkWq8BXX7sisQKONI1HW1iA02uQZrtOBPxUD62Et0+MAHJkIwCIg0iT1BAJOZxwCRSRFyVgbhppt01F84etpbTCKsVwuj75XKfiME0EpfbkGH7wregGOc21trjnftORGLu50NjjdhoTZbZD6MPCiXVMqqVQlhchJD1Btg2i1rW0M/ioMo+JOiFfdrvjY3NjY7+GnLPYK/NjVhabJaOYoxj1bvB9HQWEV0kY4Nm/u7//dKkdjL9FhcMWB7IiW6wIs0bUrG8NnZVMsbEWPVK7AVp9ajCI5upwBL5xcXUiKEo8H6TFOgJx2ScZws5iydxGPPYt7fG6ApM+t1+Hkx/iBAacz4ZVKI+2xrolPdBNuy5r1m3qYYO7YuXNkS3fn5MPy8ZoznwycrLxzRzfhEakrmCDu0q3WiEbrxcKgFjdvikIhuKFlxUmRtCPpSWo0EXXZ6L0vec9PAG1r4ParPg+8YRw5CFb5o6HB0ZTLzZSpkxqpLnFqqLDmg13N4pdmR+xp6uRNsb2MVcztCrgxP6Vh5yaOqXSDN9j5sFL7gQ1r8Ikh5IujC1i44fQ3NPwPX7OMUo4bqZA0R/lQFVFo42mRckr85CiQE/Bg4zMjx4oSMThTrPoXFhbs1qmSkpFqLQ3bc/xIrQ6kRcCixxNocNBqGdauADBi91ARRBZEOKZ8BoPL7XM1pHqVhQdgIeu474rCsyBM3TN9o0/ig1fWJzWENFppzJRImFjh01LKKi6WYK9SL1Gs3YMTkNvacFoYcxqXJ+7xRX2Ktj1t+HBbvCEZ6qJ/H0Wq5D+ODub4N5pWKAHgW1Fff7+hv/+X/SlIh1cxGsliHU+AXKTKuVgCI8aCiET8PiKRhyQGsmaAJaaQjBwXmV6OItLlZSexogf4EeHodDI4uhVSVUIJaWN0cRFSEFTu4AWyBp1IVPmG1Tju8SYtpi6V5Xd3dO4Jy65uppcDJMJ529QlO/Bszckz41M3B65VHoCzqyeke4NJU4uLcwlzImGQJqIJfYKvPUGuC+8HzJM8BqnURztdQ16PRxMY3XkJCfLUuxBfARwjjj5cDepRsGGcrY7cYFNuJqDVSVWnCkqy/HHrVbt9lgERoGaVM/u4KTnto+FXSzE7KrswQMUljjYbq7vI8zEphaqjC/4CZY6coZMVU/35vqNdWAnA1WdtbBkVAhS1r6NCfTa/5YrqrcwGYMHPNhPYF2ZOh7BjEMPtcfSuNllUXmRFgiIecck0m81A2opxjolIjq4xl8/tywZ5HCISmPMpUGM9vq6SG07sGMFpLeDBfYBus9JsLmgOYg2XnQWyXlf9nunOubFt89M4BmLAveZOpyIK8XDn7+d/P9+2nGuqHj7QnpyIdXXhuoGgHhfImQReVnLZr6UIzvK+/kVkx/4scP2qjlQ5R2dsWeAHa3AQ9iAw0MUAd0paGY+UKaZ4lgMlW3ZTD8HrWiz16N0KSd9HAUg8AghCBkiJxAlnW4U+qpKaDVHqHhco7Pb45twhnahj9I3xl5Je0Uy1tlTWoZvwWXat2cECVDy6TB0PcRdN+ZRd2155LRQChLnfr2XBaXGjKqpKSL34L6YaMLvCZqhPag6atR4pK0PBpx5x6dWUYUZ4qQxX/xkiWMqJN8RdnOFRvMEx2NQQ8Ip0oUsrSrP8vPJLI3xvH9HH2TjK09byNAtQaS54gZqP+Aw5QoKrdFrtrGeYFnobfhaxyhkrzlJlB0JWP9OSC8Y5GdTpYLA7ks4IDQ5uHJk8BOQcvkdYrZYfORZmOYAxx1lwbQe0r1tYV6Zu90yYu0ymUrFFqcJl0wyL2xCLQInUhQA4trmAHLF+GnUboos+xWK9L5HtFeqaAEbSxtQr4aTsW5Q4HLk+Bx4NAYMqq8wmfCZLzJzvDRb07JVKKfDj4p49/W1YzXEhQUIcHHcqFgGk86gub2gtw6VjuhjN+SujUn2MNWfygOS4EdCIYOz3+VY5Gs3RGJVpxKxaSje9QaqdIkVK8UyYxVVEvYw1s1jSCSJwe6mkwyWOqbVIj5CFQZAaiMcZHBGQLuBHly9aH0sYEC0pVFUhIhcXGRzdBggy72Se1EBIqdJ1dMkmdDpVUSl6sKJVsgXilAtL5eNvnqwprzmVHNBWenUag9u9m9envpBCGCYMgjYhyl0gRZUCARi8pF4g5ZAe933i1vrRitra4k+1uHzZ6cBKDnyOcf5jcccNh9PrDZXVsrR0aEX1pxbSRyvpWO1IiMSNEKmWkzAOhag8GfrJ9Ns2PgwMyk1TcRvi5LwsnFhQjvUcPmXEe/JRyh1ZVrjAkaR91s9rVXlvnAy/jhU3BRQIetij6UxeBUCrRiBzZI6yfnt6YR2uCIK/brhdIxWbpfArkbCsQjJGcJxm2lMU03gV2MsAOCp8KUBcKkVAYIOGjB2xyrqYmptzwZnMiXGGx2UwuBMQSJkxtBKreDAW8SZTFpqOMit7Ffr6tZCyzG/DSuoYmTB54y7fns7NOH2lcJSVDVefVmGLVAz/TD2kTXk0CnikAUc4AIz9qx2N0aiZayX2ZpW0SyPL9mn0EhoTPjP+r/GBYC/vxo7fAjwGsbzK5ACplELhksQDLrgBQnQCBOFAQGLjwx3N1qf0ZmAnFDhClom3CEYcmVQYJJWiyswbyQWRXW00xSaMHaYiNC2nl83UZWwvP/kmwLHGv2GDxuuFbMQVMuzkrd+O6H1I6tE8GlG3R5+APkh13S6UN1PjFP4NOBQG/BiKvFRcW/u22g25kLMBABl3bOWTx/hWZ9zldnpfEkixOF+uRbePIwhGe4k1PWVH0TjikVI0gh9+i+b/aSFI2gbwwvt2frYxw3mpQujJVHGIwYVROePFWTlFrXL5iF1YQ442jrNClsimkO3p/MI5KqfKC/ohgmtAOg9Jwjylrza5PSMfp11BaJ47/CASc6MFEsWoKPcmiRs1DBGTY5JpPbzk8LJH4ZRav4jVmmxUj02FXlZSpUUret90nDbHawIaVwLCq6yYPKfMuDiOZ0bB2Ab+GJxmzRDl6hXUqaQccnoeTgSARwlQZSdOX00r+taVLRlVMYpuzW7sxamCBTs6uGZLby9GXIs+3+rnRpTdmDlkEdtlaf1pby+r7OgNejwzchcuXoe7YqyvZhGMXKsD8m/saExLEIgQnlK8igwJYaUem5ZZc5QTucKF4AjMiEp1hderCleqD2gHJga6usxGowxfuFKTslTcZTy9tHAS0fhmuqbqSInaG/LGQ4bAoyHOH+6SiOn2oj4BivjT1yI76qMA1KDbQzgkskzRblBIXiGyHakAbF30AFt6cJ0rMuQYF626XAaPx3Nr6DHxDmdqXzxUsaGkhAY5mBIHPv3pcpKN29J5PRzbZpPGiV9+M10m72K8IDQz/AujrLhKwxhy1u/gCj3pvJmj4AUgiOw45VyaDAPymx8zPBrT3AIgLnME7q4iea0dpeSzC8w2d3xYk3D73NOIxvg2CQdFahoyQLYBHHtZbgjvdfwlZlP6BJ3sUlmGCMgqp11xicfpDU2ozCmxktu8guMXHBo5qw3eiYpiVRn63gQXqVG5di0QJM5ZxanM0I9eHp0Qv7ZWqxGNKMIxZRPShFuqEpsKa0jsZLC4iHjsh+zRrFzVNVWmgBP3ijnE9QrXWazmqBSKPBh786ikHV7Y6IC3OhMvpnxzCjixAQxZzANJfDwQ10gMUgS8iunNeeZCdiRRnQKiJEWsNLZL5zcOaFRdXbJEFzqIlZq6ZJ/cHB5/uOB/E+BYXl6T/uLIiFMHL7lUcxvN5MgiLqDiglN3ATMuslsOjS59PfdXYvAKf+UilXhCM8CvtTsbtIb9F+MIxxtYW/W45sew5uSVNn5XSzfE11ePbLACNVozzLG8asOUv5z3MMUtWahXtfIFVpa/Fax541qOfu7gEkW6YRS5sLDg57GVF7Fy0xv5hXEFOlabYE9O/Ub25DwaCZHphfQ4Z3xnhwjZj2vI/PLx8Rmt1Kdf9BEceQs4OmhusROnM3z1SsoPs24fh0II/ClBTxEa9OiQFM0qeRmBhdcWWJRi5Mf8SAbrISpNpM+LiWm+OBqt7+XxuLxtG44st6F1QH/n3PRcQ1mZSsbrcIJmNw5Nq4IFoSq+TylTShEifQaIfVY5GmNZ6lhkCYRMhohXSmDHqNuFj4mZIIrDqhJiWuxZYd8xRcVVYB3gozkDtTeckDfGnRiuBgJxrzsRTSSi2aigPl+kVzS6Nkp4hDxOFTSrjMYBIMUuWltsMsVCp2eG1y1Uj79ZXvNmDW7cKLdvOFKhCXk0BvPMJd6+eOhBIsbeFnofES8kpQyLKaJfN6BR6vUxiOIQED4Rh1IgZvYlPG8U1w5V7PPcavC4gB5zNxwNtDIXgueQlHUbHwdkLbd0aWdJiTXD8jC0OLb6eWkoQCCTX1tDdJjfpGErEI1TtYUa/5g5+lkaSdejpJSbFWCbznBrHZmjvyDJ4S48HPmhRn60A9Vy3BgH9iBxmMNqo+XjG6YggB4nawBgx0pdQp/Sz0FMw2YwkBbbyJaMwRIf1CMccVCCnVGzKFiG3yAcWMmD1F+RFVzfLHy1pohDI0SklqKiFTNSjCjFYvak7FoOjmvXzo0tb13exoY+cEx5WpErM8aCMYAjXixZqQ5lY9n8Tjl6oxIZMHp0NWy9sYrRyBVvlJwWOB+qZokbzT4PB0R6RrBXTBcsrsao+Zhi6lW9Ht0BmJ+cwoCIpMTRBem8KhE1x8wUPdKplU0pMxRFFxMhbyLWpZLtulApu9BV2lX6u+Gy6mFcBTKbtgEKa76tqUGn/5JTFTtDHqc00XoJM0ZC41WpKRZl5VIf/bAoDj/jT2bBMHKj3svS1UUWzWAPm74Fp4jQ6JHa4uLDnzY0EB7VN4AeXWPw31C4dZHi2u/dPEiVneLiDfYqVJ+yOHWD1V8u5/HItx2p4bcgFzzCsZQi6Gi4WQ0A3gJVU7lJDkClf90CY0webPzMY9qWd5JjNlZCikhPYjLYTF4+bssIaMS8ESULftsGK647sNvk4/TXLIzPqIz61CIgT8FaThSf7mEiU8QiEtScbzraS50EZT29hNlUDLCIJTFl7+Kc2+Bj+piivCsqPygsRtN+YeCC+6D5jKBJHOOksr2ARg6Pi3vGbiyPTdMIFk0qQ2gai5lx0pjE4eKEDl1hs0ynyvCIqmn4oBzFt3msYevqRqM4C0yHEMNPXBWOv3NzlKqq2UScL7VSNCvwpzhrJkjGqAgUpQQQUnCy8ICQdRq/8CpQhmGmqRB4EdlLKVgGsBAzKpUmYmJZTNbVccG4q7Tr9PAwnLGxQYbLF7mNG+U19pIjR971ekOqB5cqeOf+I15zLIGOrvCSuQV7EOEATo4FxfAEansABBGGwI0uePvR3YR04BRqbBqQGiFxvEFw9Ond0pB2d3HtfyA8J63dSyPAjcA1zIejXC7nVl9Qh4M1F9Hy28ZKN+mCdTWCx7hcTtI4OSNFOZOsQri6gJuYedVqXpMj1Ef5KUn2bTtfV5WzDeM2QfNTUFPNcKoc2wKzvsQqrzyN8Wq1x6SSYmCzhz+oCSwc5DJPDBlk/b0YG2qF0AIY0VcPYFSEVCt68XzllBktAvpiykLLKV7qbYqZY7xuHWWucLAEsm0bigLgKg5xa1xhjJFoU8ktITeZdVJVyJzHvqW01GTCjjjRo88wtnU1e8aR9lTMxqOQ6rAXwOTi2WAMPhINOFhshkezwqgV8WEsoUIXPVQIwKvjJkNkysGZyw4akUv1kO9nY/ST6wnjmLrRq8m16H0+dN2NdcVMMhkEq7r2arm/fBzSMFu5AEU40jXWDRUVpzwhVUvFpSHe2F+tSiQMTpfBh/boUp9P6uYOhTvkVoQMoYTZHFO5Q3Aex79zkXg5anD5oj7I+316n05X+UbtpeJL+5wN+97d53FClONwwUk/FGr5m7+z4tojZbO29FQ5FXGwa8BxY5qNHONOb+ZLnM7wsWM6zeJFfngxP03Fo9LPVXEQjfLCJR08GoXFN9jpGGHfswsiHVsmU9iKtJEmx5bmdHLc9HG6iio5aX9aXj5evlA+oys1hfTutVGOmtbiIEaBlzWGrW1tqM5RpCB3BEAGs2yyJwpnud56/ZxeEbSYxJyjDQcRk1TMgQ4Lq7GVFhp58ykSuZHdDcKxl8PjIrHi1mcG/x0IUiI1YphKcCQqRK1qyGsqEsLhUhRqmcRKMcIxtdjfPza/itEIFILcRaMb8IE9ohgqxrHTD9RiTjiRJGMxMT4ao94eSl4SUmAeSq2DMcSuXu9zIzl6OHGqxOsC0pJKIUjNsrlIVgJgxRwzQyJ24+FHoZTZFFOpLkx0LCyky/32cpsV3jHltAuD231j/aLi0i2P+17Blo1bkURW6vMYgH2z5gT94zgVnxlVkXr4y8Ux7KZBTOUGjCUA+voExldwal+EpCfhi6kGHqDS9YSzYWQ/hKvOsTGvy2CQPijmtwN8PxqLizXwhp8qJ2acqkr75eXosc8yOwIBLfymyJH14G3c8igbU78J4huMUeWsiiNnK+NGUcfGsJjO8Js50iM2W8GQY5pTiWdmeW8qxo15BStHxdyNnWnIM7YFG9tjACe78ZNv+v1Jmcki9Q5KuDoKDmHsmeOg2Nk23SYc022KxV4qzijF9C6Ipup7U3oIJPSorPuO1RtDJi3YMCstBZ3/AmNGMf8FSVzp6J+bn57H5PGZrVufeeYZp/dc+EKwlKQnzO8YO20qM9+9BDCW7qIVoaViMeu0Qe64mrkxa2ZlHG6MEZWp1Pg30TkpZtZmlXmFLsue8WGVOWHGXykCUqVXoQuAz62X4tQyYNJlUEDYCNwYZVl/PWsyEBjNhESpG8EIn26VSqwyiVWQO8pk1fDmJU82iPbQ2j+/iOqlikuXvjw1xJZzcLLw9zVwUoDzh8kixlJ6Vqy0CHpiLMPhzmpxIgHMH81ydvJmOEcYXE4qQejNwZgnM1ABkefzkDvmGoBnoxD1JsqK//aAJPwDksOzVZk0tzgOqBE7HHIeczbOgIPwQRYdrAXPoZEZS/GZIkscmVqOKQFIt8qmkoWVOUir1LIUxjc4ZszMctQohMSznK8qF62icVyaRdJp23iaGfpYF06++XC8/GFll8Ui9Uh8axEPi3sWcQhjDghxHvE3zddWyW5+j34tVg8oAs3GMGOBsB8uWWVRkcXyGBS5GyI+Sg/zzClErHD+laIKKKJ2KNj8x5552tmxddvW//OZZ248cyO+HP4gHL5gKoWXM8jtzDGxwUY+RS3FNb3n1qzZtcskJpmmrz+6itHoxswuZUZNOHxAbGpSChbs6MtllpqV37G4xG8ozSouH4fsEvI2gKNUGrj8lBtySIgWpfCVnsW0WYZEFuCkYtGoT4d2H1KILKU+XNgSs5gS4oQK4DicLkdKxE31NVNsRWMN2adaNwxVFF8SeJHH4wsRQyhlFltiZiXQN/6L2ZtBWYqvnEqJ1qFSFNqaxbhXHr4GEnWqyWkE/uNBs0qXHsBVHo8iEWekAWhUmgjlKmpr//Yreuql2f+PvfcPbetK9731x0nYhYxEYMgm3BidhotFVTdUFBV5iyaWmIG4nN73eF69hCqOjcdEHZqKCERiOwenmUTT/hGHclPCxk0ERtsTo2OSo4S5w5zii4fXqXSNQvH06JjO9A9ZRBHOSewXfAIiM/j4Xc9ae+uHLf9KbMdOvx/5l/wj/pH90fOstZ71rPhPzs58Lc5H/rprtLzc2CWqcmZKDWv0+KQ3K66GhUEupBErxejRNjo5fsFoWGXTZ3Iq0U+4shnVODOijyovhyO1+ShV7+TIN3PYSqPI26IR3ltnb4/++tcH/+s/lHBSprIMPTi99z210bjfLdpp8JfvGWPKXbtYODyvz2ay1HKqlQ04+ZyApbR6UW4WTpM4PGaGe4JhvUCdPWgWhhJ9Gerh+umnT4/n+xdaxvrY43YrTeGK9jksT3392Xevf/fs2bMnT37x7Uf/+u2vcgfEQTjUhMNhtKkSbgeDLFElHVl0TNJkDm2D39ErHCN8jYPKiOeSjkU7UE3hUK4QXqIj/3OzD4gBAEtp50IyCzVTrYmnn+odA6iQSW8XwELtrpC+vEHTcXx8l2bDu4ZCa8NQSM4pMouPhRyz8b/efvvgWTFvo5soXp59u0vT92yUz1+kU+mlByl/gYVWvq2d9twYe9n5iJ8uAEWmQQWLjbyjSjAXdmTa5kJztOxiYZn4GdlqdWsuLfv0aLyvzTxkTuzXVntwldSmP/sDs110nCOFGpqxHOVDOj1FvWAM0+g2S7ObPJyN8hrSyt1SVDY+qWeueon45Gj5hCpb6bwc0XpDr+eZ0XtdjVckprMzFV1W9cy1opOjWOMY7bo9Ko7b+pofmnvdf8ZhUkKyo/XxkSNiv7D+TC/eM9JX/UY8Fr04WEbYeuRIayudCH5kamikeusyX/lnj4FJ5m6yEPdmUqmnnoteb58vEecdW2jGb9+Nvu8uf8r3GXyz78kTFgy/e/Lsu++evf6EJapPnryxb98b3/zir//vJ//2rpIMiokfR2WtK58oOhDsebfuK5GrBpPn+dL3nGsnZ6pDaYpgRkg0kn6TPi9msciOqk7sRgtaalgt/ip8ozJVSlAH3RDfAjnlH1IsfGsW/XcdOZKkG9+HlaQxqiKz8NngZ7nsEJ3VUsg0BAtKoafuq1/r0zb6/M1f/8GYx7nwx5+o1R2MSUw6Uc6VL2bibQlzui2d9iu8uT1ZydJpnqmy4M4snWP5N9lIUweKN8f+b0nHRCjTG/V2ej+/qbo0tbnN5/OZvQHVpa4SGlXV7vZ3UBNysfw/elA/TLjLOINKpKhdfDaH727iWxMJ/cgNffuTTSxr8IUOYxzJ9zvajCYcenf/mYoGObPG+cjjs+WKAnFgnD53Sm3NbSIqsx+CTuTgifLsaFcX35rJnpiXo6PXO/1JkyM0N9RAFVW7Sry3a3m+/34XrYXQsFFOykkHzZ4MDc3RkVFUMMOG78pQIj7GYt+nF4/uu9EwNDI0RCktPzqigSaEbj18crn+4neXrz3627XL1y5fvvzdd5ePsad6atFBlXk0tbtr1/nzyS//7l8/+etXSi6p15o79KY4ptKSyQHTga++/W//51f/50s2ujxC63JzR3Zwpkq7RdnVWumi6ChmMk6uVPgRCOVms6ICkXpL5fhGM5bJJx25ZDJUkJU5PsAPtRZywSR7aEye51UFSe4jJRHMyVySfZJSYFnq1JQ8Ik/lQjIbO1Cf61zdGcPGt3/99v/869v/8D//4a+Gnm/+xy+lsobiFc1usptEK5B8qjO7MDHYcjHel6DWW2m/nAtaehSZZakOWpAhN3PsXfwYBxr7pofZ12mu6enPi7QjpMnnS0Vc0mou8i1Wmu/CFxfEEY5fXzjID0ys6Mo/M3tBX2QQRy8yNclFsb+i3KKR+mfYSoeoihkdqpkb5dM4+sr/rNEgbtY2W+ppTC9sF2bGK+Zs9D3/fH+jja/98x1VLC6P8pUV3j6u63bXJK/pO3th8vrtH7wsLTGFk47gSN+uI7uO1NbvvXKA5Hy/6/43731//vyRKTFipJ0DrQkq+L3ouZh5GL9Bx5zti/PlrhGaFDopRqC87JAaOT55gw5Yrb987Q+Ne69dfvLwm/e+Yd/jPPnH69zO662wdp1/9+/+6Z/+9ctkMtej17cGw1XhMXyAdha8++6v/vjHbw8E2ZfyTbc7eb2R5XGOUtMfo4wwbGSqJgedAlTSkR/zHNZT9kKOuRkOijtKKJmbUgqhOeZl0sJfitiYzImeAjw8HuHbI6fYmFJuLTyekgutoaQc+zTmlTuDoWLd9EEu4q9//fZfmYzs6e1/oPfQUoe57j9+qWkudaUTN0o7n3hDAC0bGR6MWVOZeNyXaPPLzEp64Fao24FlTmEDxA4xPpzOyN4JKkN3Smt5WGUu2qOxzljHqDjn8esZFhupskWkpuXG4LyQ/IK+zUpsMqzIUW1GSWpp81R0djxmi1F5Dpdx5sJ4tHwq46xxrqNoCcl7fFyghlWzM6PjojWVvrhorGjoyxp61BYtd0a7Rg/ZZg+lpn3mM3Rwbjrnz/Fgo/RNTZWnNpf4SCbu+qy0KvkNG1Luam1whI1SuPOtYmXrJN83TIdz3Ph3Y43kJK0gvnHrFDWL28enhe6T0iLnPWL4pxtY8RYVm5COX35JdXQ9SX0bl35+lZAxfEDw7lcsNtKKOXvE39k2iqX9JOWbpf0q5cloh0UYuGjCjB6m6Fg9KucNsvvs8dXCxo9MRyFfMLmI82JP5BwbOD5WaGFD4fXqIaqF9acShbrO8Y66H5h3B4009X+yTPUgbaQ6y3Qc/bzz3f/4fzS1wkZJXa7DuNFCQxJbolQ6aLU/H+n4INpiveiN++Jt6aGC4p/gNeBqh9mc8B7qp8RXW73ZHKc3nihE/2zjhXFnvz7IzDpYrgm9ILrSGLUxes9TfiYGrfiTuOIwt9Ksjk1f7J+NTfJaOdo6PDsbvaBP44zrexpnjMNUL1yI8ngpWrXyvR1iwrXUR5VnpnwiddY4koPaltNq5vVp85kzZrM53VkoFOL+UJo9ntI6Yt+Nx7uOnC9VxVSo+Nmuz5iBn9HTZ3x25737tMPi/jePk8aDtON8+djdb0rTsVQ1wDvH3X+P5770r5cxrOPv3lWtocG7X/7dt1++K+pU9WI7MU+nx8gDYREc36Vxo4OKVx6P7ORZHFpfzPFJHIvFwi0KJh0WksshMnM+HlhSbUHnGclxSy4jMxEdlMCK8gre2orW/cT2yKoWH8LGudzjQmtBbqUSg8dsRJAMhXOyrOQ+X4jcvX7wbV7LdZDKU3/9toiLBy8cPNv1X//162+/6vwfAbu9fCSVZPSoKtfIqK6KGClqSnUzywdTMQM1rd/tHtQ0SVPtvbujRTvPe5mbmv4pKwfHSMYvpzvesumNxinKHaQrXUSkC8ZZxF1Gg1ORQ/L8U+wujnEbY+V9UHoXDp6kjhqTNxfEPA8Vys2U9lNRsLxwtjR9M0NN6PQ9GxWdjcU40YiNs8ajAQuNn9+9e/eMP+3nzccLiUROSYtI45AvtrE873x1wlqeUf1sz793f6bPtPImqe+NHOGrG3O5847zRwwVeSmdmILdtWvX+drs0l3c1Xr/PV6Hwzsmn1/66cl3v/wVl9GofDWVty7r4ZGHRgbN4tB2wLmdHBvFafAKb4IjeJwTyx0Wkb5acvxsrqTFaC1HC3kFM8v9QoWUL50OmkRHdj4qo+JVSgfZf7TSWii0UlfIXEj03REyhqZom9oI++AIi4w5R1IJO3JMRvNCR5PCL2u6lHgZDkVJ2htou2B984z19pvfvvttwK7xPlR2IptlcmbJT7H0UYqMpc0WRu9G0ThOd5EPMVkgPD7odkfOZmIRvmtRE3M32qrJqqpm281+RQ7wk4zpuCwby1QnjRVFvXicL/rr9XE2fRM+xcbJ0krGqNhePC4a4YjstNxnVV/1H7dV2GhsZhwXva6Mo6lGZ0tnqHaVm+EYpXqzfO5GbNmyjd7+2H+m866fDnSkg3JC6b54Ui44+B7+5MiIqIlZNJ3D4+Jne+6fpEJuSjd5Tfke9szGHQ7qNTfUyoeTteTbVRUGF7+Z1N+gGSQjRi7WsfXL82HqqVOe6BezGib9yA7DxneDFj5NsaPnVJmJdCA8b7SZKxe0KLymRfbzJmOEaPYsbLSEPGY2CuMPWDQnqvBZL/6RHG87x3uxMs1leagt3UZFag30tn9oaKgwpUxNFaiWbUgJ0blIQUfO36n488P702dsk7cPUstUnq3OvH2BD4wmJ39zxu998/Ov3u35wi4xHUlGvo2Dn2xsz7LnvDMQCOSdzgB7nc2SofR5kpjqKTdwNOImhcGb836//8xYLKvylhtaqeejtPQkHcNpsthlb/al5ULcPvy1ERup5bJNr9Cmcm2KhrZZ/eQNvZ8ipacVPcb5FmPRzc2oVC1PrPIYWerjaNPPTa0YPY5f0CvKjQ4ApW6txkzOjOEjlbDaRCNH2+Tkx2f8/k5qEqS30Q35MuakP0QzcZbcXGiute/yN9+frxwv7tGjI/Xxp6OJb3EZdfl42uhY7B41c6TGZa3ft77Xen+IzqynNJbOILwhDiJs5aU8jsetSeEiH7HWcJEF3cdKyFFZwxMu+WgyOv9zHQ+8G8o9ntvp642GbRXoBWa5nOLjG1gUQrzkJ+SyP0+wtFktSIfMJsOiB7uFf0KOxqAUX9k/JDomK61M+aFEPOO56Lk45k00UGGpPOVwsOAYVDpzOXnC6Z62ZChHPahXqFIXtgv7Z8cnf/DfNftS33Z+9a719ySZJNm5ksxFfk/Tss6AUQ7AwyYLmtlAPhBwOrml5CeLovyTJX3TsNRUjLZ75mNfaLqvpT0bYr5WEp0+XKUoa2z+z04UE2mWWR+y/1k0jPv668mDfImjtF+ia1bM5fCTAEQZDp9asfEWUiId3T1ZrlY1tliNjvICAdElh68+zhrrIraK5X8mo41Gi3rVjXEElqiPs9lKLR3FQHKWb/y3idho891lMtLDpNhIH0oqGa8cTBfYSCNpmcqNXGzZ++HVyw93GcsdlKGyuPjvelEOOXhkVymnFGaUVDzy/ffvUeMValN7MTPW5x0jHo4dHWNPD8ce9tHdPv7yomCsTSYtz/NEdVfpVsWRXHJRK2aT7mNpNufAATr+OKfoDZB2sI1sBMh0KpvIqzx12C9YRveSXvJ5VFHvK2p/jUpENtqcSzKbk4tHi7kQFdPJQ+mEz5th/1PePl96iNbfw0GlQEsNw06r4r/eNUOZKrt8DlJkPHvhwv7x0Wk2zDmTyrzZWednSkk8NHIHhZEBJ1lpl7iaGpUIaPrHhJuapie2TFARP0lQ+/Dx483zzc0dEs3wiNi4NCXlSuoGU46bdQ9GPWMpb7pQ8De5O74WOyKYjbauso30xBvIdekdM7q6LoiqmNGKUxt5ikqvaa/K+CyviLONi6kePsFqDB+NjSClXR3ldsZGHxw+nyNWQcZFJNT3jujVdPx7d1HV3XU2WuSN5ZmN9CoUTvri06GgnFaS4WDocevRlstPv/tu73evn3yPNuWXRo3fGyNBFsS4LlwZynDDFd7cGIvf6GPm0Y3px12kRhCiF4T3obevz8sVzbCHZP46w17EGx5XJK+LwyMtjjkWnSGnbwMpnY1D+5fZo4kYCO1sG/V2Qw6jBpXmVun45hwNJYPCUwvPYi3CVkWhz2EPRuwvkWR5KrOP5n8cRg1rUnxazpjAmaPGe7kQPSInEkN+ahOV4Od30jn0IRphxocPdQwWEpn9+rnddJVT5+D9+wdf279//1vFYu/w8Guv/aTjzx0d7jIR95/d7o7hjpsTExPuiY6b7MbeiJBuWbtupJ0LG3Hyyh29gIcp2xE9Hnt/4PjNbMQZyPPsNiDElSomgiqrxJmJxfn55qgn7mU/vV/O2Cd+ordvPHtb11Bkql1iwW+2dMCxsfhgNMThrRsn9V0aYh+V3nR8Vl+U5C8mhY22so2iFoCPTUdnjIhauQQyzg+QYz7PGvtHZsqNx0fZi+tnaPKmoLChAlXQF0JBR4j9T1CRL+9zOtQ3dPHyxct7/7b3b43XLl9+T+xz+t7YeXx/1y7DxZPv8dgYDuv706nH49zcUFtbwzf7btC+gcS+BPWdp5Y7dGNv8jOUvX1eUrEvTttfKUhmWJx82HCkItktx0e9XS9dWgdMNYp99JU53tjDYjlPZ45TFeYOtnFRxW/YVH2ec9jI0YP6qDEZFONHOj+eDSAV3slD7zDn4DfeU27OYjFasObmWEiNR78oFpsWFgZ6h28OFlsyR8dGpljs7VEUX29TwNk8UBxmejGTnHlyieeiRlWqqhn9wxfVqVaiJ5hGpsoMZKIWi1980SGJJQ6tjD07ODBwfGB/XrWrkgijWsBe+iZqxT8qEtf8xJ0B9iPaHzR5vPG0udnq69WcZ/WHja9ZWKOIPqpvqhLPVKt6gbcfv6DvrrDxBX5bqWR8VN9obDPqcvg0D3/FG5GLDYx8kdA201VqlaNvCCkVlM90lTvldI0bB4yXVx5F7sqT1dlDd+/KnZTiTMk80QklTWFlepo21tPSsIOFlqHE4AdXr149/OD08Se7xDZgqiM/+cZDlqvuMnQ8T+mq43zYaFPV2uCLJ4bm5gp02OA3DfdpkMhb+tPuOvGK+0g6sogYNycS7FE5vi9ORrIAGee9dwyzuY+8pwTJmJurGjiWV9lKfVV54SzTUT8lZgfb+KuvfvXVl1/xhokHDphqoEsZDFeVBpuMo2UpQWCZqaW8xDhn4ccHzFHEtFio7kb2mw+5I9ms+04TG+O5e4vFm70Pfhp9KtcF32zRaGamZIFW6tlfpUUt89QlBzhKVaer8uTSHoi2BwJ3il84tSyfiLXTFJAzevx4dFgTdwRZ3cWquCj+IS02OBCLOZvcrqy71zPW58lqEanD/doFMY1zlts4o5uoF6caZXK8dyM/2JE3PdWDIr05Ohqt6u8vtlYZUo4bh+PY+ICvq1S8aixklL6Ov6diiqeqcaNxpqrwfHTUx2wUU+iijJGKd+U+eoClR9DH7H9vqvX9q6eP/+3y04tPpsRa/K73aBrm5D4KjZWZJMkT5r1pWm/sS7SlE+mp5PlWOn73/sh9OrO+gbeC+IaehJBtN+IsKMa9GW8iTUeGMkOZkWx86fV6qVm56AnK9x63zh1JMhEfz7HnZNgRDtcqlQ4bbZqouOr8HLWLYRFyJ9v4b3+iG3t6551fvFkXNC1HuNa7wvoWUKNPOZ3vwH0UM0H0klJeWZHTX3wRcN+82TQ4/MDZu1D8YKApMpGNTPtjmp2nkC5VWhqaKu2rXXxTsfrP3aTli1KqybWShr1nUrcjmj0glkU4zoFo0cnDoV0fWWoBY6y55AA6VR0eLB5vducjzvxEuzfuDdDRHlH3n/X9VBdoP5VNbzXOFDgrfCkdqCpWO2xdosONMbM6y5ulltf/S704+ETrJJeQb70a5cGt1OpYr8GbLZW5ztr0Thz6jv8ZfSLXpm+qLA0k6Z/8+G4nH/6H9BUtXo/tD1OiQyOKx3Nz7P+vte+79j98enHIWJk/wlLVhvem9PWJXWUbuQlHWhP72viUeeHxnGOutWGIdq5SUapxG7rPvaRetjw8smR1LNGQ5pvveH9bFiC9Y31tc47ztK2AdobsKh1KOPc4NLd0FqdUt8l+bErNHBamI3txnkogd7CNH/3pE7p98smfPnrnj2+aC5awqebj0MqIlJa3EhIFBDndRupLy56TPZ377ZHIRCQy3Hsz0n+n/TjLW6P+xLikD9Yq0lC1ap+GVB361kKpLzhfZRz2xz9X3vzi9/YAu/2er1MGNGfAzkNlQBLxktmYLWfHqrropKviYKy5I8ASWyma9rop77UXI2+JWZy3bNR+7aC+zHehtOZIQ8hZvvuY68F91KWziVM4RstFcaUJHt6Lg1cAjPL5nfEuHi9nuoxxotglyfJf0USVn+g4K7rikJC2LrHxn7em0sWcLdk4ef2un69n8Zl0Wo4K8uucOiSKYQaLRCHKEKdGWquXGkRK6qhefmB3W1nOWWhVpmgc+jhEqxYjvE3uyHvCxwYmI7s16J1abvAB4/TYWIJOtW8QPrbFvUcfjo31yQ7TnEJyHeGbYqls63FoqjUUDIdr6egQrex4ZSctiZOOLC/bySeNf8JVJD76xbd35XTcrKzq3goExUbfJJ8Jov9vfnAny2nr6mJ292C+IxIY/iCQb5oYsLIMdn/1lsVF2q3VvhVrVpmNcvBzz5nO8V+Sj3zFg41MaYY1y97BnrLCy3LWKo5pdeldjemFNDhgnb9ZjPRHPZ4HVCOgadGIOGT87FsHmTwHbRWr/3zoONs1W5Ey8go23prKVmp3YzMmcviuRpt+xNS4PrgcLZ2vagw1Z/VNV7x+XNydLLV2nC0V4VyYLX1r/mCgH3M8y9PVQ2fkQqduY0g/ylGfFdCTHDb+f5w8QjlrpXfhiu6l5dB4/rHckB4qTLUqvMfJY+rL63hM+8iHRGwsBceh+3r7MtKRplaZjn7ax8NjZqKNT/F4+9Jz4fCcfq4E+zGSLE2dUqZyjmC4ho96p0jdRwsPj1QgHd7RNuoufvTbb7/tZIOKoURCTj6HkGGTogRNVcNKOtc66DgQDNLxRO/6f8ICkdTRO9wx3NvsV5S0b0C1ayUZSyPB6uGg9AI2cgbkQqtZ+dwzrcy7uYm6kJXwxQ8RLVnyyu/YdS35vyUFPkh77MXo/E1VNB+XpEMqleFQmart9sGDVDIu0lNj0KgvPM7qs6p84GjTp0tLI8VRsWXDiJC028omhDUOxqHx5Wg5uTVmgGbGZ8unxs1WdbESXc1nSneNMnKa9Z287fX7xfyNmCWnB0uxfucoNQ2maTjeHrAiLpZ2DTh0TXlb+ta2hiHaq57Tz1xgzAUdoaE26lotdLwvXvDXuo/UaZfmUxMNfLcVKdmWoJjpzfQl5GCYN1LiOwwek46KQjYecCzvY5hCo0PsfqAt5zvexo8++dMvfvct9XqSE33xRMIfWr+PwaexwqK/FktRxWQsS2JzdXWd//X/Be4MNltlhUVgOR5V7ZIkVURCqXR7MSo3KKot8X37LmbkUCYV96d+InR0Um3AEh3ZSzt9NKt/kAkpEl728+RTmVje7lKNdUhnRqOTGylbpUIcHhxtRpZqHD5sNCMWhzt22cpzNOUtx2KPsW2y1HVjXI+FtqpPKH8Bf2tGnD2nH5ojZm/08aEYrs7qXXFm9djIlzgmJ223p6kOiuoVLZaQsDFcvrBLMbAiDjpEnTZLYnN8Js8xN8d9fNzakJZ52zK+iVxvQBbKOXQdh8oyDpWe+FiRDx1p7DhEXT+HGob4mJIFx3hizJumlWnKUFmcnaO9sK0F9kMecISXCY+iFwAv3qReVTmWvO782MjS1M6k0irLbYkxz8X4jXhCBLoaDYjWBzXYYxwI5g68q3ypvFswezPetFxIx/dLdslu7OYvhUFxwMbG2Zjte/jkydMPBjyK4k35Oj+/4LQ7OVzKABeT2acLyN4fuTPvUwp+73gHL1EXsZFO4NBK1eeaZPfud17gwfGt10YP8tuosYtjhg/sZmllQ4+Nom+bWMvQT8QRdW0zpZ2OzKyoscu/lMWKpuQ2XdOZ6GxlHI1W9SK3ddlsRp5cXuLUZ3h1G20s6Z2cj8t85Gic4ugIO8ozcqXzEMt5qVBTkc+YzQlziM9k8oIOpY25+Ji8mSudR0SLXSEWHaeYjjILhKW4eP9+RcbKT4bj2eoNiqB6dGT5qncsPu1Pp5UQy1JZvOUnhbbS0RtB46zJpTqK5hwO7qKFWiOFTcEdbCMfNf7pnV+82ZnclZxqZalEfB91F2XJgxw0OXIFi+kFEQskDt5pKBT3fNEeT5vTZl/Uzs8erpGcqi86XqysL23qe/jGs2sffjjwt7/kCh9n/Glr4JfOXzr/7HQaUlK1gFOkr5HAn609B+qCPT09wWCPf8b+e1Wr7jigUmqt2n+Ydu7XN/6/ZbPdtuktHPWxmt5fXEQnfgSHzWY0jDJ0LIk0KvriRPl6R0yPjLyKTi9U1YNktGI5ZFa8g97F90POljNVsXmEig/4Y4LYhDxb2lc1Onnd3FkQ9YsWERv14FhIUwMokyPpKAmpR0ZHsnD3rtl/xs/iqd58UZHTaZajUl/PI9Sck/o7POaFabRq4hhp4436WCLKbBtpYB7qQ8f7IlmltJQWHhMNfhphjvABZFsi7p1mRrYVppLJ3JEpNmJUFBbI9Z0KdJBOeLnLi7aR0yakHAshOz02fsQj41Ry1+MpmToc3ug7evHTo+zRSrZQ9dT69XPwEoFF+UQ4GEr7fAnrF4OZzpxvXowYjZUJdTNspDxzd/xJff3eS70fFD/c/5se8w99Ztn6EwqBzgoCwspIZNwSrCvc9afPpO921vUEO92/t5f2b0mlyO38ODEtzYoZ1bfe4l27+fZ/cczwrDj9mDdQ5WdWzeqbKqhs26ZHw9nyxka+kjGr2xW18Uo5LiZ9WrSix3Gs3DBntupd9GldemEqG3VS1jrbpbfimCmVx43q9arXzXxWNUejetqVExY93SzWp2ZLWIQgR7iUtDJCSqHzrv+u4vf50vw/1cJcpONVqGc1LUIcEQfP02kANIycc5ynqisWBBuGRIrKMlLxVsN9HgfZ2NHbN810jKd5A9wRPutKOrJbokFWKDKGWjsLcmeoJ8iPRhfb+lZYEKdazVyONuPubBv/9M7vvv2KWvO3Uh/wIfHg9fDi06ND6XgirQTX6WKSF7p2FjplxVH+c1FtTq5OKdSx4ceBkNmj2dmoUc9Jn0dH12pxUYTGQF/bw2eXT1/68MN//PAfB3f/b3/m+v7pM8zHCBX+RMpSBujtlEnpTLOfnH54Fgvq6g7st+s+luaaVG3YbDbvdoszxt966+zk6MGDfNMSLUYYBTkzYop1Vm8NrpfL8TobceCpfnixGBgauxuNIvHyMLG64fhsxdBRr1s13qOnpaInyGiXnrjyoDjTVSoDYA8Jtyevpyk4Up5qEQNHUWkWn4+1+wrBUs7q0E9qTIZCSufdzs6UTzFfnw6TjIU0TaUWRhoaWnmOekQ0INN1ZMnqXAPpGNc7UjXoUbGhrCPNoHq9YxfjbUP0OUNiEaStb6wv7k0MFR7nQlMFRY5/nlB6gmXCy6y1GTqGcqadbuNHv/3dt6Hk46Tox98qsxxjX98Nio8X+0aGEm1zNVtFLytjD60x8pJ6RfYXgsZ8jsPI/A+wRMeXsmuqvSLcbEKWyutLXdGGkW9uXX70YS/T8W//+OHXP/xv8/Xh6+b0oYkI8Uv+kqIi6ZkJd3bKnYU6dqWyX0C562eXwm0qVa8syxv+weczmwPj+8s23rYd5Flgqf2FXiBnlKfxeRx+loHeCKeik+MoVa3SAVWlY+JmZ8VGq9IKSJmZ2SoLjTApDnnkpQe8YSPvUleqoTOml2bFjmeWVx8yy8LGnGj3IGqyQ9Mt7e2pjEfJ8ekccYS4g3Z35OixNdUTrPNavY5wsCD7E0NyoXWEmrgbvQDFgRF0Vg6tGDqSiUR8iEl344ZRhiOkZIHwfoMxk9MXHxvTo2PDfTr/ROjY1ya3Ji0hOZHxeH7wTN+to04clYPHZX0M8ibkO9nGj377i04qJ6UzY6boIIvWVur/e4vy1aNH40NDbbLFVGMuq7TBrLqDtIVSH/2hrE72my3V2QS1mOvxZ5ySpq09IkpriI21dwZnvSMj90/Wn/7wgw+LH/7j6X/8cOCHtt9Mvxb17vbtd5OIfyYX/0yvnc7dwVyhU+nsyfUEwz2WXDyo+DuDdRfsvxfFevRsH949Hc+c8bkju8++JkrcZ2wHD/I61a6yjqIDh2GD3mpYl2iUt1AdFbumRMG4KCS36VXitlk+vrMZmWwpra3qxmqbGdeb5rB4TFs7xGYsW7khhzGMnS3v5KC5nMnJ0dh1n5jGoZ5FYgcO73iUM3szCavV41FMfAOyI3yeHzRl6VSU1KHOoN+bUsKWHG0DkUfkEcqkph4f4bmq0TZ36jF1BM1ZHHNt8Rvptn3ko3gSUtKSPx86Jvi6Y5+XJ6ti4HifrEwwR+OJIYUOM06bzb4/plKejI9mcix6EwrHsjFB7+y0g21857fffsty/SNzIk/l58rwA7lp/Hj06MWjbem4V3asstRY2ped1B+kcgd4dtpZ8OcqTwkL02Ys/7SbRUZt88aL5eB43N/a+t43l0+Tjjw6Duz+v/p+49sds06krJOv2SOBSMRNRg5HIh3BsNIZqgtZWOwOKrlgj9JT5z9zoDMQ4H2V2ZM7Oh+Lpjzjg4HA/kP7xajxrS6hoj48m7HNlGZNbKKFor6DgwZ0tlIxzqjRWVzUv+lHG4/P6vks/0TRY65cImAr74gc1489ntWPxBmn3c7sk22jXeWD4sS254q2VXprHhaIr/sKCvWUp9GjriPvyxkMmeOp9pSDtx4z8cUNmiHprEsfmk9NT39+xiT2sNKxJ1T/RruG5/gRK7zl0WNxnpLCctVwri2RGEnciO+Ls2emo7jxMNnGq8hZeIzH495MX1ta1AGQjG1tcYqOiaEpOgyis/MuS6o7077puLmQE/vdV03SdrKNb37bqTAFqTfxCNlYoOPX2tqoaqmBn/t7tK/vaCJecNQsVa1ab8wZ0hXu+jvvZlKZA0GHIouBf0UsVahxoiGj9PyrGLVXNKpkzHqpSuQ+7SboO+p5KvBd9Pky0ejwaxmf2ckr1e0Bp9sZORRkDiqFHLuQOkN+c67AwoCS7uwZFe0/7GoxFh04FC06VZe0f3z+LR1dRrGFg/ZulJsKd5UqRvVFfxYXxUlUNrHZn+KUfnijEdTEnKo4p8qoEBBLGF3GuFOctcqL8HixAfVOFScj61uTbcY+S/3kRvbRCzMi/RU2Tk7uni7wiZyQSFb1qOIQqYti7N45zzu0Odigw+xN7e71/CZ8IGgJheRQgo1hWA7V2vo9naZL0zgiNnItH9NWOfZXTLBBoWjmSBvo9iXizMBSlKQ7jOm418tiZJxv6bjRRs0f4+yKYzrSAWM0YqBttrm5EEuPWUwOWfTJ1ZWM3ME23lVCIarxlcWRa/xohVZe9zvURjGSpattbemcd7qz5wB16Foe6j1OWUSP3x9mY4yU13qIJsRkv6OqL7wif8EjzdrnUqX1rC9WEfOnC62t92+cvLHvFg/0RHzaM53xXS82veXr9EdEqTkNYQMT+z3xTlnpsYRo2OhXcuFgXeeZujr772mfljp/qGidn6Dmx4FodPekSFS/PkslqrznTGm5UWyhmi0lrTS/Oltq7z9aOjeVhowxfgTOpJBohp8QYGzlGBed5fS+j8bqPm+YQ5WpXWdFOB7lu6ZmZvVPNxp/iGkc4zRV0aiK20gv2Ohxt4dd26FkKKkngEauxw+W5nGRbBQNGuvq7tYF5czkbXYVWOgEFvNAMc5jIz9wjJ+fOGcsO9JOqFCOzkQJseuH6SiCYoK8pE2PFChvMSf7hKTxaR+f0RHbj2mbcuaiN67rSPv2aGfenGhJQRvWZZa1lA+GedVspCVbZYQOqmkV/aDpr8zPOaRjwO/fouu3r9CT+K/pN9/83e++/WrJziujyjysnAnSODqYmY51HggHp33BwnjwQE/OX6hIZg8kz8RKG39fbIV/hQxVxzlN/bBGbnxz49athw9vHb3IIuPuo5nMX7wf/yVutg63d3a+qWrV5tudg6k0ba8Os1wubOm823kgQgVz0mBmoNfJBrta5Gsbi1yT1PP/7bNfv3WbOupP0rapcjQ0FuENI2d4V0W+rd+mN4ziB4zTlmJxzrhtVHR9vKDHND3ClcaKs6M2fbeiyFP5N6NpXB79aL+jHhj5Mao23l9cTPDy5Y4uvY2kiI/imPFDmc4ePt1mqVg9EMvp+oKjvvbBYqO/wJ4z7RHn9AFy4uhAMTHUOsIncgpTepoqzv3UD1did0WNXCsLd22iGJVIkJZi8waVmMQF9NoX9xnRkr2jz5uQC4ol6JizzFERX1K0phDnpLHsNRgut+B+hWykgqahkbkjTMeGG/w8YvZ8i+f3I20Pj4qAkrakU943//jOOx+98847v/3F735FSh6oOKuWim4U891gOBj29fgyHXUHOqfT7E91nSbk/EFTqe1ez5mMPju5QWPG5X4v2tzYkvD7R0aGeGbEfqXX+44+vXzxqOdo6i+eH1LTaflQ3N8TcFUaziOl5pICHZlcp1wI98id5rpDVLbq7r1D3modP5y5TWdYTNLBa2eZjdcPTtoOjpaPvZjVt01cENuO9Q/YZng/Y7Gwz8OdcWyq6IAzbixWigEf832SdlV1zRo6MsEo8IlQSftDbPoRdaLTf5fYuDwrVj1psYU+1+jhSGrT5v/J0XI318lDt6/7WCIoho5BR9X5UXqiKtofsaGi/6488Fpm2vwmHUmszKXj6VaWTY0UaOV+ZEqctnJEDB31084e55KOJBv8sKuLholCQP7GDbG1iierJSF9cV1GcnGajyjT6QL16w3mQpakJae3kcjpXSjoJAex61YcWBd+RWykqEiPad+TjvrsDbs13ODh5HWSsU32e4/6zvzTP3/0n//50Uf//M9k5S9YnPySlDygdwwK+xMW9l94xtwZ/tzaEfOy2GhiI7AD7L8yVJpT7ZHNYkPjC9ffrBYbJdU14Uv7ZTFbd//WjfvMyFu3jrLw6Ln4w1/+kvJ60wcUf+f+ij2S9FO59LV+jSWksYKl02+u8+olqyyZjUzX9fxAUe32wbOifePXo1/f5gfG0WU/o58ZNyuqRUt7q0jBLt7of5zK02yiUZyNN8Xh2aioDR81uhlTH6vbk6TtpDHrM0luTfKFEjGgnOVnUM3qszZ0CoBtnE/Hcq9tehO7rlKYHbV1GZuZ9e86euiQNc27BPL5kcrUT/xvJcUYIxyq85s7AuOd7Z0Heg6I0wKnpgojUyw2FhrahvSTyOaolpycZEbyHjVJh6N1qHXu8Qg9zj98eJTdhJcUK8V2R/74T1OrFz0ej7WlZb7dmvHStGpfwhtPs2TVwYtPxSZ23trFYtGLiBw52euVCz1MyR4RJV8BG488bqW+XXROcyuvUaJSJf4o1sci460+5uONkYI/PqR89YuPPvm/P/n7T/7zE6bkJ//8pz+982/v/OJXX/LMNcykZMNFRzj48XRnuDPlNSvT+73s7+Rjj21+fUAZZomf2ckuc7u6cfOpy9ro0sbS6SE/jX2HRm4cvf/ZN/dZgLz1+utPn148+sPRjz9OTRfqOqc9kstVZbcIkXR2AP2MgZjP7HM6qWOHZHf/pi5Y52MjtYMHRy+c/ZoKVfm40XZQ9BqfKXUz1SvTRL7KGyjaaO6TjRDZjZSYLB9oPD66W9+nIcaKZO0k15HeM6lvQ+4idbtsk/qRj+N6SzixnXi0a8ZIbenTJsWo0abvo+ISzhoNAGyTt0ltitSHDk0e8pwp1Cm5Hmoaf0CkphUVVWKqNdiTszpf83R6b7OBR7AnSE2OQvzA6MIIDQ11G8UuKz0+np+jf9FBvQBGGvj1dOsWu6C+e//9v/3t0Yf//V+uXPn5z3+e/3k/sRDJLywsRG4O3/lgYKD3+FPP/HzL04vxvnibPKLw3VI5hyOptz6zWMRWPf4Q4k/94En9wG6/6QweKAXIHZ2phtqGeF0T1eDTn4797e7fp8j48PWjr9/qu9U2UgillVDnt8xGpuLfsxu9/uiTjxjMyN/qSp6po1561z8293RmUplxT/P+3bszzMic3OnQqwk703dY6LFLlRs2nr8y3LXSYVKSGmMuNgy1xWkW7+KNhm9u/DvZSOGe+fjD0b8c/Uvap/jOLI22lfO1VJQaUJ2RgGQfNtf19PScmaR4c3DybREbv55h4hwUq/96Meqs0ZSGjyXp9DbesWa2tOZvG9eHkFwcESLFIgetRdqoWdU4P+CYT4COlnt1jI4a26uMAaVtXJxB1aX3N+c/xiS3jqZ3RDnOaHkoajTeEdFxkpS3TlrZL0YlL1SiUR0gjXNPc9OHPHcP+A6ZO1kM7aF2R3SICq8wbaMDQLmO1AXDwdtpPKaTJHgvQcf3Ny7e+u7y+z87/eH/+um/nH506cMPP3x0+md/+9n7P3uf8zei/f3mWPPxgcEPPuhtmliIRPL5BwPsIbPvRttQYWrOwf4lizj+yrDRwlyfCymKJWdmLv5w/Ycffvgff5k+o4gguZNtZAE/0TrFqwwft4rtLSxTvXX06Ov8icnIRupKQT7z5jvcQuLvS7siP/noTx99xMLkb7/91bek5Ff7Zz63Wvdbw0Gv2ZvyWj1BKjF2GHlqbNXmGusJiiueJtVrLshDDQnqxHIjfpkvcf07Ccl8PEp50dG/sKjX4y1IVTOzi26i/w4bR74WNdcxGet810cnmYBv3z7L+frrC6O3Jw/aSvMulE+O6qt8FCVt+oGoMzPl1Xu+EhET640sMJIU/Mw42/jkJJ/roVEdaUjalKpaR/kRHpN6L2Sj6+q4PioUh1fN6D3+x4WNXV2VTatK7f9HqTxO2Dg6efvQ9cnR3b+hqtygUZsdXlTp0aOkPeZw2PeD527PAUeQd3VoDY3QSj/LpdjQkLcpMzrUnOczORYqvmJv3/ju1utPL//s8s9+9j5LS15//XU2gP9spO2zoZHP2I1nY5+2j2X60kPphjZqJphJsf+cpy1/axp42he/0Zae4hsX50R4nMvRuTH8mGoaTCp1PXW/+YH4+AfS8uOPvT6zfwfbWHsKpLKfhep69Xglf6lt/NfmuVDp0ionNzsEE/4PAYCNAADYCABsBADARgBgIwAANgIAGwEAsBEA2AgAgI0AwEYAAGwEADYCAGAjALARAAAbAYCNAADYCACAjQDARgAAbAQANgIAYCMAsBEAABsBgI0AANgIAGwEAMBGAGAjAAA2AgAbAQCwEQDYCACAjQDARgAAbAQAwEYAYCMAADYCABsBALARANgIAICNAMBGAABsBAA2AgBgIwCwEQAAGwGAjQAA2AgAbAQAwEYAYCMAADYCAGAjALARAAAbAYCNAADYCABsBADARgBgIwAANgIAGwEAsBEA2AgAgI0AwEYAAGwEADYCAGAjAAA2AgAbAQCwEQDYCACAjQDARgAAbAQANgIAYCMAsBEAABsBgI0AANgIAGwEAMBGAGAjAAA2AgAbAQCwEQAAGwGAjQAA2AgAbAQAwEYAYCMAADYCABsBALARANgIAICNAMBGAABsBAA2AgBgIwCwEQAAGwGAjQAA2AgAgI0AwEYAAGwEADYCAGAjALARAAAbAYCNAADYCABsBADARgBgIwAANgIAGwEAsBEA2AgAgI0AwEb8CQCAjQAA2AgAbAQAwEYAYCMAADYCABsBALARANgIAICNAMBGAABsBAA2AgBgIwCwEQAAGwGAjQAA2AgAgI0AwEYAAGwEADYCAGAjALARAAAbAYCNAADYCABsBADARgBgIwAANgIAGwEAsBEA2AgAgI0AwEYAAGwEAMBGAGAjAAA2AgAbAQCwEQDYCACAjQDARgAAbAQANgIAYCMAsBEAABsBgI0AANgIAGwEAMBGAGAjAAA2AgBgIwCwEQAAGwGAjQAA2AgAbAQAwEYAYCMAADYCABsBALARANgIAICNAMBGAABsBAA2AgBgIwAANgIAGwEAsBEA2AgAgI0AwEYAAGwEADYCAGAjALARAAAbAYCNAADYCABsBADARgBgIwAANgIAGwEAsBEAABsBgI0AANgIAGwEAMBGAGAjAAA2AgAbAQCwEQDYCACAjQDARgAAbAQANgIAYCMAsBEAABsBgI0AANgIAICNAMBGAABsBAA2AgBgIwCwEQAAGwGAjQAA2AgAbAQAwEYAYCMAADYCABsBALARANgIAICNAMBG/AkAgI0AANgIAGwEAMBGAGAjAAA2AgAbAQCwEQDYCACAjQDARgAAbAQANgIAYCMAsBEAABsBgI0AANgIAICNAMBGAABsBAA2AgBgIwCwEQAAGwGAjQAA2AgAbAQAwEYAYCMAADYCABsBALARANgIAICNAMBGAABsBADARgBgIwAANgIAGwEAsBEA2AgAgI0AwEYAAGwEADYCAGAjALARAAAbAYCNAADYCABsBADARgBgIwAANgIAYCMAsBEAABsBgI0AANgIAGwEAMBGAGAjAAA2AgAbAQCwEQDYCACAjQDARgAAbAQANgIAYCPYVPrBErIVrPmLYCOAjZuAVP7zaLARwMaXiQobAWzcJomqCzYC2Lg90GAjgI3bLzS6MIsDYOP2iIyIjeCl2JjVAKFW/3kQG8FLsFHDn6IWiI0ANm4XEBsBbISNsBE2vui/VlHG4lJhI2wEz2WjKqn0tH6Fspca6dVVenHlcIWMp9lzI2yEjWC9Nj5/jOx3HdYaH2nPso1XG68xG+svNWqnH115dq+x0SVdg42wETyvjeu/qvovNfY3Nl651t+vHvvDv7hcz1wnrqjaiXrpXNalwkbYCLbQxryrXrt6RT2Wbbzyh2MsNp5baOy/d/VevbqXxcafwUbYCLbORtVlV/vzrryW7/95niW6z/JZ10LW/nMXbYbIw0bYCLbOxsXsfZX+PLAR7GgbXbARNoKNsVHF32SlPw9sBFt4udVc4sg21mJv44uwd0M/bUO+MWwE28vGbK3PWthTi317XoS+tX3ayT0bzbI/djdsBNssFdtQG7thI2wE28TGFXSEjbARbK2NiI2wESBThY1g59uoIlOFjWCb2CghU4WNYJvYqCFThY1gm9iYRaYKG8E2sbEfmWoJFTaCV8fGbtgIG8F2iY3dsBE2gue3UUWmChvBNrFRQqYKG8E2sVFDpgobwTax0Y5MFTaCbWJjFpkqbATbxMZ+ZKqwEbyKNu7s2CjBRvDq2NgNG2EjeBEbVWSqsBFsExslZKqVNuYbH9Grn9KLq5cOl/9Op9nzvcNXFmAj2Dwbs8hUK228cvrE4cb6hVOPrh47/ejSvf5Hx67277126XTjtUdX+htPX70CG8GOsPFVyFQX6q9d2Xvi2rWFxvyxxks/7d+70Nh46crpvT+vZ8GR2XgYNoLNs7EfmWpVbGxkIl65dO3np/vrT1+9178339j4U2Zktr6RbHyE2Ai21saT+2rdfhyZav7elYVLjfn/fvhR46UTh1lyysaRjafv3eu/dGKh/+qJexg3gh0SG1/BOdVGzKkCZKrbxMY8bARbaKOKOdUVbMR6I9hKGzVkqrARbBMb+5GpCjT6Yzyrr6+/fOzYH45du9bY2Hj69KOrH1468dPDh68sLOTzsBHsGBu7d76N+VV/xcOwEeyI2Nj9ytu4BzYCZKpbZOMCbATIVHeMjVdgI9hEG1VkqrARbBMbJWSqJRuvrPoPLsBGsIk2ashUYSPYJjb2I1Mt2XgYNoJXxMY9sBE2gu1h4yuQqd5b9R/Mw0aATHVLbPwpbAQv10YVmaph4wnYCF6ujRIy1bXbiKpxsKk2ashUDRsvwUbwcm3MIlMlsrARvHwb+5GpGrHxKmwEr4aNOzxTza7Fxm7YCHaGjTs/Nj6CjQCZ6jaJjadX+/dOwUawuTZKyFRhI9gmNmo7MVPdtzbWZ2MjbAQv2cbsTsxU921GbISN4BWxcWsz1ZdkYxY2gk21sX9HZqovxcY3EBvBjrDxx5CpnoONYGfExp2fqe6FjQCZ6jax8RpsBC/bRgmZ6hptfAYbwSbbmEWmChvBK2Vj9/I2Ptx2Np6qaeMx2Aheto1Vl5ear8VCfnV+vuxH1vLV62ThhT7r5/nni431sBFspY0/VtYUG2EjgI1bZOPlVW1ELQ6AjdskNh5DbASbbaOKPw7/69SvZuNl2Ag220YNf5y12YjYCDbdRqSqa7TxD7ARwMbtEhsxiwNg49b8dZ6tZuM1xEYAG2Ej+NHYiElV2Ahg47b665xbzcZG2Ag23UYJf5012bgXNoLNsjFLaAzERsRG8BJs1AWUVBhYiUp/mzdgI9hKG7P4OyxvI2IjgI2IjbARNoJqG0/BRvBSbdQEEmxcg42nYSPYTBv16VX7j9FAlwobwTa0cS2bqjT9WTIu5vK79MtaWvqu8jsl8T5Vf5ck3q68q5EV2coHBi2bLX+l8Slq+SskcVetvmt8orTkEyvualV/DbIxDxvBtrAxu21srPxZNPEwsW1sfAQbwY8qNlaWBuk/MGwEiI0vy0bjoUHSB7RbYKMEGwFiYy0bs+VEdXvFxquwEfzYYmOljdsqNsJGgNi4RTZ2r2bjJdgItsBGsZ9jIylLvK4vW2xjvz27SSy18eqj042Ne69dO3b5WH39M8a5c+feOHeK6D7V3d0NG8HW2LjhlG1c95dmn/srn/MbCRvL7170WVvbtwQ2wsbNs1HacTau9TeDjWCn2eiCjbARrMnG7KZf6Ov/FrAR/DhtVDffxnWnqhpsBD9KGzcrVZVeIP5KsBH8OG3cpEtefYH4q8JG8OO00bXZieq6tcpudhZd46fUYCPYDjZKmx0a1/k9sq6XYCNiI9gWNm5GQrh0smjNY8esuskPFIiNYBvbuAmrHDW+iaqt5dtkqwtmpSxiI/hx2bjROmaX7ZysrnJ7nq95kVvV95G0bBY2gpdt48Ymq9kd3MZcXUM0ho1gU21cx7huzWv3OxZplZwaNoLNtZGP617cyGxWeiXO95A02Aheoo1gUfKehY3gVbJRleg0rB0bILOwEbwqNhpj0az0avkIG8GOs7Fi6LVjzxVQNdgIXgEbtRVrc3ZyeISNYIfZKK1SKrdzwmMWNoIdbuMaVyFVqYxKt8UsW6KzdaBLFdjZNtpXrSPndS/PvcKZXaHlpEZPpdsK0IyvuIlHA3VtOsJGsLNsXEOJzqbvJX6e4oWax8qqsBHsYBulVTdZSf3blRpCwkawg220b2w3gK0OkZq60iMHbAQ7ysbVFs23tYw8QKrL/7SwEbxKNtr7tz2V254xpwp2sI3qyjZK/TuB0jZNFTaCHWyjtLKN/TsEqXZaDRvBFtpYuSRvLMWpL2pjdiflqVWrMlj9By/HRnWlje9ibZ2WzaWV7ZReapfUDcReK5TDRrAVNmrrqY3hZtbevaiu1KBD699ZOkqwEWy5jerzasKtrNZypX7H/TsKbemjB2wEm2zji7epqix9y25covqg/XhT/mXqiB1VYItt3Ij0ccVD4rQV51tX4Oae7u6TT5iSkfw2CZewEWymjRvU0ruikWp22URVW7eNHKbkG582f+CGjeDVtpELcukevVygFycqo9BV9nx4YY0XqrpcPqqtkMSuyUbdyZP7Pn2/90EeNoJX1Ebhx+lLVy5dy5+7dOLao58y+S41nu4/3Xjp0d76K/n+c439/ZIqSdpqPVeXO9hCW3GCZ+026mHyjSctAzcXYCN41Ww0oljjo4VjV07X99f3nzrNLvRjC1fzVxfqz12pv9bf/2yvuAY1/rySlvaaOmqujbTRCJNP2pvvLKwxTNKnHWavfspeX9HfxXVeOHwPNoJtYmMppTz9rP/yiUv1/Y0sErLr9HL/lfyVfP2z/mcsLlJsLNvIW2PQK436pS7yUl06S1vdwXGjbCQhSclP3y/eXFXJS439hy9du5K/dGkhf+J0/z2Wet87/aix/8Thw6eP5S8tLJy40r8AG8HLtbE8vrt3b6Hx2MKjq3uv1V+i2HjtWH/9XvbiGrtX35itYaNLMt5UVc044KkyDKqatmSv4MbaaAwmL7YMrDiYvLa3/9jhY9cufXjp9N4rxy6daLzaf63/8OHGK8d+2nht7+HGD6/uZe+AjeBl2qjW7jnDOFZ+U7yiT7cLBaXFNuqOrqkQduNt1AeT+75rH2iK1Pw3FuqPHW7Mn7t3Or9wupHl5Pl7j/r35pme2dMnTh871th4aeHetf8FG8FLtXH5S26h1jW4yEa1KkxKL9VGI0y+8TR2Z0mUZKloY2P+2rUrz449aqy/dqX+2FVmaP3hE/X1JxqvXapvvJRn42XYCF6mjdl1zl0wG6lcvMLGqjfXZGN2M200lPy0ufjAufKcTvUb/Wy8DBvBS7RxPQvxWcNG18o2rnp6o7bpNhrLIGwwObHmb5NfgI1gq22UtPKt5nzHo3tXVil74wpKVTZSxNTU6jnVl2ujESbZYPLmwsZWC8BGsDE2rgpdwqdOPTvWeC+/rI2VblXMsqr9azn/RtpKG42VyafNxQhsBDvQxtJVfO4Zi5R6YFlpK5Zuo1S5UyOrabXDpLrlNuqZ68NP39+YynPYCLbGxoWll/GpU2saD9Lx3JK6KC3egEnVDbKRcbKbaupigw9gI9gRNp6odRmv0cYa6Wi2Rny0vywbu0vVAt+1FF8gSsJGsDU2nq51FVf0T1v399JedOC4kbGx0sxbT64N3MzDRrB9bby2nI3PFRpXrox9mTaWK8+PP4CNYHvaWF/jKj617ktw5XON13ftT+xbxMMnbzwRzw+fL1NdquTlgaYF2Ai2m43nNsTG/hUXR7QXio3dblUVB69K7heNjdUlde8P52Ej2EY21rpgz2XXeQmqy256fI6B4xIbI6V/aGHjbBT/9EPYCLaRjbUu0vr1XoLaSu3k1puqbpyN3auOM9+AjWCb27hXXIJ6LdwaWFoYLq3y8e0RG/fsg41gm9t4SYz9KMBRzqmt0Ua1Yg9y//MPHLfSRsTGHztqrbtqxV11C23M17pGF5bYqK7FRpexu2NJ/aqETBU2blcdF1/blU30t9jGe8uV4mRLBeLGjyStYmO2/Ona4lx1u8ZGzOLAxuqXKrvOK1o9bZiMa1KgcYXCOK2sYEUrjmVncbKu0lCTDtvJPu/AEZkq2EoZVVWamPc7HOFgOCi3P5AqDVTXeXLiC9pYv1wpjlbVCcewUXPVnNlRjXlUqWKvlfScA0dkqmArdXS2mNOZ5t4Ot3viTnMmbW6PlC9xFikH18BG2XhuhTLVRZ1wtBXio5Ga6tuR7bxS/DkHjoiNYOuwx3KJJrsxVlQl+514rqVi0kNN+/3+9Cq3jbLx1HI2ZjUtK85QXWyjVmuaVeNNAHhHAPHh6kVHFTbCxm0ZGL2FgUUXs1RMx53l/E83TrwS8DuVOm6UjTVLcaqq3LJZqRwTpYqsddHvZew11m3UqkeOyFRh4zacTu0teJxL3+98qhRVYzKnpFy6wsn05ti4bClOdeFpVhPDWf1ZXWWOVXItDo5ZxEbYuO0mcDpC7eqS65hmcaK5YeMCLykncyMFfiHnVtj4h2WayGlqZdK6WlGAVnUZS9vUxixs/PHK6PbH+GSHtDRoNsvD+lxOKVP1eafp1jftjfuqQ6N/M21codEoS0eN6pzVZn7VquCobs9M9Qli448Xp98j1VhQ5CmqZvXnqzJV2RuxZwn2MuAcjvnkLYqNj1Zss2pU5milnHT5b599uTYiU93SULPTfmCrOVvjJ+fL/6oqxT3ivm6cP1OdC+bbzf70BsfGK7Uu0cOrfJHGQ6O6WrZaXZCzPW1EbHxhASWVapOzTnckn+UrBTtFy4j/QdWvolbnqm6/uO6MKdQUv9btAZpD4dGzN77RNtYsxVl9C65m1AGoq6Sq2So3kam+ajayIBIYPp4yK7mcJafI0/O9+R3zk2cyUrkITl1SPa6mfGLcqMdGbmM2Jctmb1RTaazZtNE2nluuMG5VH6XVJ3KqOpFLiI2vmo2S3dk7P+ZXcpagwxE2hU0mU1BJzEd2QuKquiLBDlUfNaoTUbe0uAZOcoc7KudUeaZqz6T9CbmQGSZdpXkjV90gG09fqz/VzTlJT+zGnm6upUs3tWrkFQzLx0etKjjCxlfLRtUeGXzqjXs91vZ269OMN13IOUhIy/RNaSOrrTfHRUlt8WtGguouhAuRxcNHVTU/VSts5LFRG/PLCXYn7qZPyfo2eBZHbxvXvaf0TE/7xjKpp4OrnDCjqavER7XqSkam+krZKOU7ir1U3BmJRJxZjcECZVwhH+VhVdogGVXJno+4J5zahvuoJWLCRfai1+QIDyzNZXv5LE91puo1p/0yu+fhZWrNG7zCQVxa9mI++fDhp/MDvTcXlj/FSlrhYbCqJ0cWsfGVsVG1u3tjnow54ffLjHQ844kVJwL2rNsjB02maedGhEbVpQU6Bqxxv+zP3FnLmtr6ljfkiGS32+m4CjVfMMkRl6bZ7RK7K9k1erfkyspUIGdkozxT1TLGFCsPjhPpjbcxv3qMufXQ42lfGixFkbh9uaYdVf3jJNj4itgo5XtTci4cDjPxGGHxMqd4oxOS1DEWNOUGX0QcsYuJXVHZAa9sYd9FMY8VWfK7hngrSYvnfGmtQtWnbao+NuHXhs3ptBzP0hiy6JTUQdlvltNeZwfzKzFNs1Fmd4WNqSobZb5vI+/beBv71575nXw49t38YNOEESyNypzq4+SqwqG63hVHZKrb20VnLCE0NJVkDAsjHX5Phz07nwt6amy6k9aHah+eLqTN6cTTgQ5nZIJFqZtOjX9Ek5afVgr0ByRVygacVKaSDQTympbV2ACPYoYzr1VEjCafmveyn5ynnNlUu+Zy+9lvEAzLvXH2q1jtzGPvhKt2bGRPvIonMP0SbaxoRnry4aARHfVyOWP/RuVxyFWpKmLjq2CjNhgPKmm/ElbSZrOsyOaCw2RSzAmLyWL2KabCfCDbkhtbmihlO27eHF7j03DHcEdHTM61HB8YjtiZmM3eoqpl2nsn6AMd+eWCZGDgaft8byASa2/Z3WEfbre27J4oWouSc77DHtntsR4PlD+31+tyDTIbe1nU1TLhcLuaTZhMCU84ODDP3v2AfoOMsLFi3FhhI1352Wnh6oba2L3nORgwrlSpHB4rDneUjOS0lKraYePOt1EaLIQLgxN39svtHXd6PanhjjupoHlwYjiRi7kjRW8wHQtkfZkaptwsroPeolVJF/NOsdFQdUbd2XbFyj4w2FssupcLjm5zMFHIDTaHCvFQ4gOrxR/3DoyZ/B2D8nxTSplOFFrKU/y97GeMBsPJO6ozMk3hfb49GDZlOsKm5vagKdyh5gNSakKtZSM9yUW6yPN6AcCG2njqBWzMViarldv/S8mpus6BY/YiMtVtizsdNvmcxV5pviO/2zM96GwONGUm3LFohr0ZzXekE55B13y0RqaqrStPzad8N6XmmJPPEWYj+Q6PYmVjO/HBZX84s9w8pgzG0tYJb2fMmstEB92ZcC4zL1tb5FTkpjl9UzJGlHf02BhrUWS/icV3U7s3bEqPmcJFio0D7Z29aqp2pupPy/40XxFxb8IsTu0agDXa2C/pCi6Ki2Ub15mqZl3Sp4iN23QuVW12mIKZ7GCTFotkh2PeYWezfbjJ6c1ZrFq7JRhVvf55a3Yiv8JE6dK75aq08kfznqKkRlvcLE3NFw+1z/sVT2DVWVV33JIupO9E5YQn7WlqCSv+TG+qMK2YFWtGGZDsGbm8s7jJLEV8bNAbZElqgOWojkNNBT4I9g+n+bsdRVd8gvb+C+PSGb5dwiuL3RstVMzqim7CCkf/5RexsZ+OVJVqdtFxVZ/KsbY1DvZLSk9h41bpVVJCLeuw3EUvBbQYy+Ks2kRH1BN40BtNDWeHe1Md+XQ4aWWDr1zRbY7H2rXl5lnU5X6Caid5FWiE/dWzzonigNWczKX9iWZxUu+KPk6YlZhHbm9PFxKhgbw15BkoujPmaCJn8YwpUW6jVDGnOjGW8Wa8Y5lhl9Pv8LiKXu+YN9PeP+HNjLG3Um417V603qjaM2Z2x+zP8NAYiG/C6n/tatXVOJ5fvLlDUiuyVKn8E5QmANbys4i/eTsy1a2pSVn2Cq9VYuWedz5Im4JRp7eQe6r1zntTzqI5ZBmQPrB6PdqwZ9DZEorFBmq3Mgs8mOiYcGftzg632x0JMN8mJoY7JgKS0z3hdk847Xn2iuF0N2WzHR1NwxPZ/Lw55whaColMrNgRybKvuHlzoiOvrWDjwCFLymNONXd6mjw5a9NwJG6+ORgyteyWvWz46Oso/Vj5Tjf14mZIqqrFrRrLgumei7folujdAdlZrsWR9XFjwS/LfistREpSe3ozYuO957Hx5J49p87V7310b2FxmwBaUa20UVrHGof+l1Zj3YiNW6FjKeDwCvDKtqLqUqV65V7X8Vz4+KDFFGxnEjV7hlMsqysUs85UKJbNRg4pnth87TQ18DTt8yXMLR0pGojJmYkor2nxeyLtZtpL75u3mtMs8CR2j/l62/3muM+figyO+eLW2KA70DQt+ycGKE1kX3pzud8mkilkvImB+fggE6W9XY5nPL0pr9OeyjW7Pf7ptnSzvRx8E/OidSr9jvbByq2BoqBFdTX7tHJsZJkq+2Npg7FYc/SBeLAqpv2bMW7MP4eM3Ser7tWfvlKjsnzRAXJrGDRqwmWXa6C7lo3d6wI2rr54eKdY7BDHw6uBjt7BYb0ITXwgUL3LqBj25qVBc1oOh03KdHw6raQVGmvJPm8oHPIxE542DwakmsF2QsllrB5zpigrHuvTTocnHfS2Wz2FUNSXHGtvzwTT89YxiyXTPujPWUP0uYnpm7vni7HYfEteylhy4ag5HLe2e9Kmp8sFx0Bxfr65yR4pPlCd0UEmTkvU3TRoVyPNE1Lg+FNrU0WnJrVZ0fSdxap4KFIXJQyav12tzFSzqj2glaoIVK037t+U2Nj/PLGx5pV+qv7aoxNX8ssc57j6rGrF/+MH+jf4NPDc11pkVRu/+3Hb6Jz3W4LhXLyXtsjd8bK0MOifp7K2QCwddARz071VF34xGfZE1EgLLTFWlOHw1+GwRc6075+wLzOyi/gdPm9mOtbb6Rt2D2fCvkL6AcsHWwq748p+90RUSUSkCVlxa/Z4LlYIJjLeePvNgjnqn04l23vl6bHQIX/uAUshi+HMcjaqmmbPanb2gkre6AVVEbCXbBTl4slnRY7utNypGq1KatXEkuq6aaJSHFXvucHCevu01zMY4HFRctnnK7pxvHQbVx6TdXefu3ZpYcnVvIaNWuUZ7MgHxM0XuNgiiI0rjRnVQMYRlqcTIZPSLEkDhXAu4WNhbyzgCqSSYdmXyJlC0YoMTp0omMJMUC1yPEMWh0vlOOGgopg9sWKkX11ufBrwTKdSHtk/L1vM8UQulymkI2x8trsw73WkzT7Z0m5nxipOlzYdHLDGPZ6UX4mGCjEl3msupAsDzT3zzFV2dfSGx5azMb8/NjjYvDt2fKA51tw72DyhdTidx63HB5t7azxIeDJa7Xkl3c5UnL9Oi/ZUlCPTi8RAwG5n4TfuN/uNSoCNncV5nuX/7rV8zd5FEU9aR2zcABAbV5y/sc+HLdYHgUBxWvFF3KGwueiksu/CgDbvSHomAv3F6dD0RGXoiTnC4YKnKasFIr3NT2kTVS4Uyin+uKcl2hsJLFuzxsx3T8fbY1bF0l6QU1Zr+0DRnEyxVJIpF+/JtLdPW1JZl1tWAqoWD+1OxOdbDsnh+ZwcU6ad0WB4jL2IJcKp+di8z+RZ7ttErN753Z5M6qnV6vFEo55eZ/ud4UPsa6qqcErupptqTVWpen1rhz9fsjFNK4y8URwz0pfyjsVlklM2652PN9bGcxuUqC7TC1Ja8xqHnVC3zsYnP+KecarTEo5rLENT+zsmAjGTUqR0TYs0BfKywyfRHWfHzXxl/MhPU1IaTMQmqB0F+2T679KyzsjERMSuLr8Cwd4b6csVCgXFF0148tR7196Ss+SCweD0TW+6Q5IepONOlzOeoNioRL25XMGfSw/K8ajPk42YC0U1WhiM+i25UC6Z6F3uAsn2DvQ2FQcHi729vYPsLXe2yel0R9zDvRPZGj/UvBxY/lLT0u2lDo40dDSnE+wVTTRxPf0J9lLm3RzZy4218fIm2XiucqJUWsOVj9i4hURM4ZRLbL2VNKupENH73KiBQtgrid6G1YUvaiRjodQ0GPJ7PfPzzdFo8+6Wdqs1NtiRXXEpkAVHJ1/hyGsRoYCadU9MTLgn8qrTSavVEafq0uhNNT+RDTzomOhwR9j9LHu/5HTbXVm3lo24O9j7l9/syH4NenTgG6U0e8CuidkZib27Vji1mzP2ZYKjavcmdFUpAor6G1n0GjfLLEmVZXEigGh0vLE2Nm6SjafK0zhr64ujrVj5BBs3dg7Hb0rwFvd3nlojUYeF17M55z2DAZ9JdlJNR6+1vbooVA00JyxhsW3DwSJb0hLq9LX3Oo0JEnWl1Lj0VPVcqj4wGkmo5Q16amnpU1WXXQVdpexn+ZAtZdPWZb5Sak9H9K+hyGhNeb0tqUw8055IJZ56UwmPPxX3ZabHUuax9IaPGy8913LjGpQ1unasdasxYuNWLm8MBsPpQfewNefw5wOyw9LS4R5IBy1FtWihDzywhkyJiKvqqF/JFRi0TqcLSkgp+M3s8uzNSy7XqlUyi/VQaxfoqEvKctb6by9TvaCuWOKgRmRPzUAbmC+4XaXO/3LC3dQbi8SOH3dGWyKxyEBH1B13Nu+ODA5Gor1x/0bbeGWTYuOehf71ARu3cuCo7S6E2WguGTYPS+rNeDDIBmuOQotd1WL8A8Gg787S1UNVsjvdHcMdE9SBQ9pxbVSrfpWO+HTHkslUqiIYLpVCsNhodsd6o5H2WG+Hx+McdA8MR5qikYnYcGDwTtGd2PBMNb9JsXHP1XXaKG3g8ZWwcfXo2JHKmcL+aJZCSTbqN5lyXr7NQZrwKCZHusVZI6rsaP+WTNZ4gjGt9HtRFQ57KApmpPKvSWPG+eZUaiDmybQfz1jj7alULLM71e7J7PZ4EjEaOW6sjf2bZeOxLGLjNraRXXr2LPUkVkXMs2c1TY8JWjYbsEuvmHs1cmdtMG2ej2RVo0Yu0pzwD2gVXZppIpU2NPrFNI5Mix30QhYzOTSzKu8QG5+tMzZqpco42Lh1C49qrXvqylMgr0qolNRAMaOkPdHe4eE7xz2Jgm8goFb+CfjpVITZ7y/wU+PYW8xGv1lO+MWpVRucqT7HfuO12XgK48ZtbaOx/00tnQNYMatZc0LllcQZjSuhUC5X8DU7F//e6dLhqXLaJ/PlRZkvN5r5IXK09mHeYBufrdvGfXvWMam6Zqh5nh2x8aXa+WPQb7ncoAYDg8cHB/YPMAYHBvYPDtCd/ex9+9m76X3sdnyDbWzcpNjY/QKxUZJedPERNoJtwzosOLFJsXENJ+xU20gCip++9yTnYQQ2gh+XjVc2y8ZHzxkb1dL+xpPHl4TH/IKT3SKVL538lbP6EPfIvtX4FDaCbWfjwmbZWL/OOVVDxpaae/8FN7u7u/fwvcTs9Un9bX6nu3twhdh4ErER7AQb+zfLxlPrXHAUmWpVm6rFNjpPVlYDdVeLVqXj6jaiZxz4Mdm4zmmcLNXi2L/bs7yNgX17VrBxT/cHsBHAxg2ZVO3PutTswz3L26g9qa6UFbueK0TrLsJGsLNt/Omjvceeneru3nAb11s33i8539izvI3q5UV1691LRCvrCBvBjrRRxKX+/vyVq9fOnVqDlifXaO3h9f4QCyf3rGBj8+JdJEtiI3tX75ptfAM2gm1qY+WujiuXGq/Vn1tey7Xa+GjdNnavYGOxe8+qsZG9r2mtNj6EjWD721iyMr9w7/Sxc6eWtCZdq4312Q20Ubu1Zw2xcc+eW2u1cR9sBDvHRiOFzfbn7z3aW//sDSNartXGc+v9Xs6VbDy5Zy2xcc8bsPFlUrUTZMk5ODX3/qs1tuiLtyWXtPU//ba2sSpaLrAklmm5xhmfUxuZqdaysVZsPLlWG29lYeNmwHeN6325aQFZv6OKYz0l0UtY5Zt7VXGIuDjEReWHwlF3LP42f5a21kan1eOxOneKjRVenmg8Vk9J7IpebraNK8XGkydPdpef91Xd48/7YOMmxJaAM2C35wP92YAz75TotCQp37s7dTzi0th7XZqm2p3i2HAtnxdHg2dVu6S5sk57QLOTroHedk/UTYpKLm1Lf/yOcDhsatp5NopZ2Gz/wpUTj/iMz4a0xnFShVvlrdLGfRUfOCle8jsnq79mn/4IHcgH2BN/0c/f6GdvVz7nkalufFzUxiy5ZNDCyDEiLNJF2vl5HRbrhBL00ikDGUvBzZwb9gcLUUlTixbLIPs0d9yS82guTYpYc7yHuX9AU7WtlZHZyH7S3h1p4+JoealyaCm49MKxsdxHSHu472TpVvmq4t10e7Lmx3HYuAmxMV5xTEcwoLpu+qknsmIKh9MWk5nln9q0KcgCX0chmJxnAVKNOsIDLjWSDps8Ac2lTvhZeLIEHaZg0CptcaLqukk/9SthY8moe1cbrz0T0bLxJWSqt2DjyyTmzWQyBZPJP5bJeDTNaTaZCgOBwEQmyAxNsERUyzAb1eGcKbxbsrNUdCDsiLoiaVM4w9JUe5Z9vjyYD7hTQZPj0BaOGzV3b++dFnocaWdvuLVXxMYKt64+Wnem+uKzOLBxc+Ya1ZrTpJUzkWJWhiZtrKbwgESTMGpL2JSI8J7fgzn2JktlpTFm43DBZImqLDKq6vFweMBpDoc9dpXlqU9NYXOEOmhp0SRZa1jh7GWO9BaLd4bdWZd+4uRSU9UJ9mm9RbdLdBWRmugcgN78GmZKtfagqUTYFHyqvWo2Poe/JzdsFgc2bvik/wp9cvgsKU2bSvy5ndmoknlayBS+6SLrJNVqokzVRZlqTDaZYvyUek1lsfFQiGSkO85gOBdhlpJs7PPbS054HI6wIJhMD+jHSSz5Me1+/ilyVtzvDdI9h3Uts6lh/fA74yy8CGzs/3TDVjiWzC88ffqpfuuFjevzUQ3c6aWbW13WRaddi/BTL1RaoijZOMENJLu07ITFsDEcNIWjfIpG2Mju0+nBqt3V5DCl6ChG+uJIzuQrHS/lNVWGLjlql2qtDuYt4uNFcaqIT3x+fA2xkT0MGB7yN4Kwsb//QfdmxUapXOo+ABvXyXFhwbS2bHT0TLTExNqixMMay1QpWDabTM18IVGj83YoU1UlL49BqSytLrLPjYZJznSWGrtS2nr8/2/v/F0UyfYFbtRUsLTZyo2MbwUXOigorGTKzAsbNBjZQSNLm8lrqGQSWXhUduPLYQJBLGkQeeD8DQNjYCKLuUi7RQcTCgYPmXe+51Rp2T9mdnd29u6+/Xx6utWy2tbBj9/v+X5P1UlMYqvUqlVqHZY4qxdclPpQ+MwqysqPs6VeZ2aWwSpLPn/Oad3UUCq5F3ZFylJpvVfY+ObNj18tNt5gYxbpslVofKWOy9GcZHwnG2Qo2I9yGwur1JwwGizChen3y0KOYmMiV/ql0igxA8LE79S0jTo9Xeo3+22ptDeO+vLY5VqpVO/oVFUNo9LAnGRZ//JqXmqt3OzxH7KlWw/LuDacZyb6TLJcs2XGlr3MrfRnlIKU34k3sbzOaOh5cee3/T//s9o4ef2ijd++PnJT+FncriE2fjolO9vvz/ZnPT/eC2c7NZENQ71tuJfvYbzKrpubmp1jY2Mpvd5f7q/P9tf3yehsf/ga7i/7yeSuHZtz/UkdVGw0YXJSippmdo2+Y9EtTSUe6ti469VK65HsqpxBFFU9Pd67lt/t6UzVREb9Fa+j88MZPU1srPV7o+Hy1nZP2oUJeE52XthBpmpZ1oFV1czc2yTPamXRSeflQbEy/ca3/586HF/Ih5dsVHHw/Nfjm8TGT9GL5B0XPai+jTZTZ1bIAPXFRT+2u0RZOCqNk0HplKE0IoqkHd8sGyAxTcc/beOVKdG4lVIpdmSIqJJqSduoL+vR+8AZik96F1ePG6Mrv70uda+clfK6pXJHP4ijH+6yVNo6JzZWXCkWBRXzJ3WuGjQaw37HD5bN8zCQvz7Ms9mBmNc8tD3NOZu90WwqZ+yvj1y5veoPh8PBypSmBsNGoz/y/Vhi4wIbD7z9xLH/XwKx0bKz79cHv2GvGBsP1QuxsB9Hp6o13cc2NnQWecJtltqZAZ8dN0oHQjocF9ONXEsma6no+BIbu4GT6MCVBjLIFBt1hOxGpZ62UD+ZaUceI5GC6HEBSWNj6tqPZVNxqXRUKE94uJXPDZlB4JsN5oUspaRzm7+OWOyb3R6ebU2PTRMvjUyFRz+lgXmEvnLu5EOoh43HKT0fvpKNxEYbG+0bsp7b2MxjY7dWjk5trFVsUWTsZplqlL+/n9q4OayaKKVSbeNI1hR2nHgeXcwbnTft6lq/0acyT7Xe7QZKreo66G60sv0okgly+6hUiZ2k0yp1p7vOKtiuo0gPLZOT2GjXDFfyjKN14CzlMu1KJC+bpWHH+adKqmwWYG/fyS9VsnBv4n41UWpkGotVHWJT2VzX8bujjV1vsPFI7+vYqP77w98/2H/fERtLY/8kU9Vv0Lo0+ORqbuP7QdDKYmNm47xXt3cN3zyysbbJh3BmgfKqiVWSq/p6tFjqdtfSBTTdf4mNFwvf8TcV+Shw/Cux0XeTd1J8cVRQO4Tp0D/OxTlkqvIXbCzbOeGhzhrVzV83z0qm4kWBDZTr97LFnEswtVWgLAF4K+NK87uTZCoXa1nPWDXK3YaPjYXg+O1XsbE472Ji2PyFbYweMhsPsTGaiUNRwcbuqFM5sVGHj+3LmWoWGR39rS7X5b9JcUW6/sHMzAIvL9tpeSwp6KycBno35y5dl69dZ7Rej+T3NvN1ealz1cXyVsJXtzJ0C7PGjzbqNGcis+xKDanOmodu1qc9kTGpmY8K8a7qO2v9Mmbm8+TSxM3p9a593x6Nu8ZeeZ5NsbNSl1dd7tlpRp2Oj41FvvvaNnZs3XbyV46NU69q07asihNF55Osp9fPunbdwSqcPozH431iOxylepJFo4ZbrTfP88LP/KEZZumdGTY6jruJXZneZo5WdLyrbdhYJE5n48mgsvNxY45jTDqet0mcxJN9peLz0RxqpfT+1dn+7cbMrHvORrVYyzMfOtbGeTtxbO11dSFPaaKjbFRz2tI/7JkJAEsRzc3qs6ux7FSTh1qUo+w1RMOvOiH2T2yj9+3vY+PdX9nGKC0/quKY8ZRcNnIbrw4NyixTPdg4lLd3sLb7y7SbY6dADmk0tRxzxX5nBxm7diqcPabYmmp285Vrp+WobCqPPVpZUl7lPGOjvzDR9szauD60OvyNeWXe0KSq15JAx+9KWalGQqf+OAgCr2oO8JIYqK4yFy9k0o/Cxuf43+c7HK/eFkjMz7vYXMTFe14FxVsLuwM2PrLxQN7hiPIeh85Uu0UbRbUnNoot7XIWG09WXBAJfTvpzTiXCWgzWKtn5qkJiH7xhrJHJx/uecnGdtmEM5upjo8r8C5M3upO5O695NLTxIwN5/Io7mA5r5W73ZpRuWuO8HdCk5vrQePX/U//M9vo3Tzf/S9OuFkZo340J3V8fVWcjvM/V8Uy0P612QEbH9m43p5b/cRGY1W6DcOwGobbRZCNGwfurt9vDBqTvKtubdT39s17v5v1I0e+f6yoZkEtj46OEVOZEaWdsOokh7akyWzN/k52I9PWRFJVKOIUbVT+zsTkkbExuvbtH8jrxbVEKqOlimShoR0d11ylYinulGRKrD1Iw7MTcEzfNFp85XUr/8w2vvnnZ88Zd/PG2nj11MabpzZ+g41P+439R7FxqRw3cd0kcfJMNa/ijN3+k9goNr7PwuuoMKPF2ChH+CdZSUfkk7lxciyjSVjziW/WuSwGmh+ywd5jdsmkfWbceG3n29jY2DhOqjEhfO6rd3ni3bOCdje+NzWfHOvvKxVbVDI22gpuKdoqYuOLxDe/KDZ+M/hMbMTGExtN1/uk+y/blv6u/q6+rC/vDrExsTZOn1RxhvL2b3ef2pifX8qx55xyV65MxDErc+p8VCWdlensJ/Zb62/v8DrSm5RAKsExH3iaH087HL7bstN/1FKe1tVxhtuZ7d1koTwqXaz8hZmM4zlmlk5363U6netjppq0shx9R2x8mX99SWz8L2z8RNv1rX2jGhuNllnXLmoNzqOTfmO3Xr3NOxx2y0MS2isNExvLz9h4jHQ6GF6mrWnsaL+qS2lpJJtx6/yjjoGv9sp519dxczXuaOW8epoudVD2J+kgmSzVcUTpn3T/I2uja1LrqK5sFafvO76Z6ub45pWEvupkB1Y9KD+WAN5d+CYvnyZmrGheXGyv2gkPpYqnsPElLr9g3Eim+kkbe3ZGyoNq2HdsM++hR9GFjRONIJ+y2rX7jpN+3m+c2eprQ0o7etwYPa7imLhoi6L62nYZe3rI5njzdCGDyMG5G+sA6fdCP3kYKpnG6mnzxtXYqz/oWDmJzt/s6srJ1plXT8aNgestBk1T+9WGqcxG33fbbS2qtVOPI1XTPjP9MbGRvDR65ZiMdCyj1LbJVN939MMPpPV4IXN0TP8RG5/n35+NjZ1CbCRT/fky2oGUDht6kGVUm+c99Lx7eJHXVPMNpWY2azx6OPQbTWzMpd0VIqM09ZJ83DirzK49bcDwehzKTPA4nfd8N/Ff1ZrjqKFz2aTliTD3vlrcen7Sa4XLUV1Hv7yK82jcWLrodu30vYvoWgfPWWZjsixHcrjyuQnteu+9rVStlHLNFJyRb5Lb8shJdqYvE5VjX62MonX74i6fP1IMG78wNpKpfsJGNamk6fdpGqpRmuqrlaVzrX/qa6m5o/J9ZRfP09Ruk816X3dnLr//ITlLW3KXyU2Dc3v390Ub7WAv+xeeDxsrx+nUZmHLNPODs9bCd9Tb8W6UDrWermzu1NpKC+op1WsFlYe6b4ae+fizaGPWEJVDTGZS8clio5LK1MXId6WpEfX0r7Tfy55yxIjZVmr4ofnli9o6socUdzfKPZdHqgW+aXN0ew6x8dfGxhU11V85LTD2Au+j1/HduONpNv7Ki2PPspEfiRPLpWyzd6wc1+6wUiuzU2xqm45+GNnnY1KMvbbfaMqlZriox4v7Sv9qPlAqafe8+Z0eFupM1WnuZTZOa6Pz1WW9PWmFSeJMWqtB98HJqqq28XgSG/OIvb505cDnPFOVEk20900JWI7TstdK1xKnpzZ7XaSHk2ws5RCQteeYVuTFRNockqO3Egcbf2VsfENN9dfmqsdrxeUvzPSX4K2ZBuP0BrE67mVO229+xH33cPS/Us+dRi6fh2NiW38o1ZjObOer0bXe8KpVMWeGm+i4WB3pDaulVHHcME2v5dfadddfhiqrqarnbNQR7mK9jO3fNZnqlVR3o6jcdjZyjNRaTt6T1GW/nRzhZc77sXXUKDugKgrNePeisxApTbfSjoCjdwobf/vYSKb6S+T0hruz0TC+2zWCyWDWDBr9XhLUwl3jahCfDReq1+/vgrf97+J9f9Soll/1B0O3sRu+dEy3rahmXUXXdhUdc7CxbOhsHBlRZvMCsuajviJtTjN1zk6Ss43Hk3Fjb1sNt9VqWL2+mnTyg/4nYbjdyhkHdg/jgeO4+7Aankk5x7+bbcN/yEx29XZW3YYT/dER7x9aaWuph477cBvukzv9gOHQzHZXvTC8Di8TbPwNYiOZ6hcQ1NrlUffyfL5ehsvGfHtbmXcW6a4x3aX9aOAmD9VwWT1/f74vT8LzRnewnpbb6Wg+fEHu/BRTzqHtaJv+Kpt8aubj2DVxnGzlG9PFUEk+MdXJp8/Ze48BOivV2vP5HEq49qpZfcfPSrl+vo9Zgcc+rGmBJHKunvxhnGx4mj18opRPFec3iI2fz1T7g8Ek3uSnRMHGAu3zTuWuUq1Umzo8/KN51hy1k01z8bfm1bx/e+e7y9nsIayfjfsVbzjd1/ppf5fM2w/7l/LgbNyYTUDNSzFOLlmSTVrNZ7FaV5Kk+DtZv1EVu/8v5tzZ+bb8wtmzHgl72Ml/siidOuz+VSeN/5Vj4zOZav/DN3L+qp9+vBz0gs1mu/3XD9vtAhulVRc4CzfYeItFpxME3moRe44KEvc+jt3AVc5uls4294t4tUhWcdBOgiBwguTlk6rZ6OXkVwrfxxvOyVa/cKK609/5BY6owphYFbapJ1ueWSwyE5Nx4+9TU+0fT+/x+vVNdiQA51PNxnr6/zZ755qGQraa4vG966ji2zyLQ7/3+FY9unVinlKn5ajigq75uqynr1jlHwGqENax8XepqfaLJ9t5vcLGJyXWZy7Vy/sp/4+J+sRN9bPiKTZ+/ZoqNsJ/Emqq2AjY+IesqWIjYOMfp6aKjYCNf7SaKjYCNv4i/vn6xn7dFGz8Kd+ov759Yy5/aMjKODdX3xbu+umqcONmfyMX/Q+yW/6V9cocbARs/DzB3V37znx/PG68v18cvu439/dy+6Nc3Mf2RnZXLNfzm4G5iBd37Xb2kO27zS95KtgIf3Eb/0BgI2AjNgI2AjYCNmIjAPwHwUYAbAQAbATARgDARgBsBABsBMBGAMBGAGwEAGwEwEYAwEYAbAQAbATARgDARgBsBABsBABsBMBGAMBGAGwEAGwEwEYAwEYAbAQAbATARgDARgBsBABsBMBGAMBGAGwEAGwEwEYAwEYAwEYAbAQAbATARgDARgBsBABsBMBGAMBGAGwEAGwEwEYAwEYAbAQAbATARgDARgBsBABsBABsBMBGAMBGAGwEAGwEwEYAwEYAbAQAbATARgDARgBsBABsBMBGAMBGAGwEAGwEAGwEwEYAwEYAbAQAbATARgDARgBsBABsBMBGAMBGAGwEAGwEwEYAwEYAbAQAbATARgDARgDARgBsBABsBMBGAMBGAGwEAGwEwEYAwEYAbAQAbATARgDARgBsBABsBMBGAMBGAGwEAGwEAGwEwEYAwEYAbAQAbATARgDARgBsBABsBMBGAMBGAGwEAGwEwEYAwEYAbAQAbAQAbATARgDARgBsBABsBMBGAMBGAGwEAGwEwEYAwEYAbAQAbATARgDARgBsBABsBMBGAMBGAMBGAGwEAGwEwEYAwEYAbAQAbATARgDARgBsBABsBMBGAMBGAGwEAGwEwEYAwEYAbAQAbAQAbATARgDARgBsBABsBMBGAMBGAGwEAGwEwEYAwEYAbAQAbATARgDARgBsBABsBMBGAMBGAMBGAGwEAGwEwEYAwEYAbAQAbATARgDARgBsBABsBMBGAMBGAGwEAGwEwEYAwEYAwEYAbAQAbATARgDARgBsBABsBMBGAMBGAGwEAGwEwEYAwEYAbASA34P/A8bp0voR3XNMAAAAAElFTkSuQmCC" style="width:909px;height:1286px"/></div><span class="t s1_35 t2_35">Ark&#xE1;da Prost&#x11B;jov </span><span class="t s2_35 t3_35">Ark&#xE1;da Prost&#x11B;jov je mixem t&#x159;&#xED; budov retail parku a jedn&#xE9; n&#xE1;kupn&#xED; galerie. S celkovou pronaj&#xED;matelnou plochou </span><span class="t s3_35 t4_35">11 045 m&#xB2; spad&#xE1; do portfolia Fidurock od listopadu 2025 jako nov&#xE1; akvizice. Obchodn&#xED; park je pln&#x11B; pronajat&#xFD; </span><span class="t s2_35 t5_35">v&#xFD;znamn&#xFD;mi n&#xE1;jemci, mezi kter&#xE9; pat&#x159;&#xED; Lidl, Sportisimo, CCC, Pepco, Deichmann, Dr. Max a &#x159;ada dal&#x161;&#xED;ch. </span><span class="t s2_35 t6_35">Ark&#xE1;da Prost&#x11B;jov pat&#x159;&#xED; mezi nejv&#x11B;t&#x161;&#xED; a nej&#xFA;sp&#x11B;&#x161;n&#x11B;j&#x161;&#xED; obchodn&#xED; centra v Olomouck&#xE9;m kraji. N&#xE1;kupn&#xED; park t&#x11B;&#x17E;&#xED; ze </span><span class="t s2_35 t7_35">strategick&#xE9; polohy v bl&#xED;zkost&#xED; rozs&#xE1;hl&#xFD;ch obytn&#xFD;ch &#x10D;tvrt&#xED; a sousedstv&#xED;m s hypermarketem Tesco a obchodn&#xED;m </span><span class="t s2_35 t8_35">domem OBI zaru&#x10D;uje nep&#x159;etr&#x17E;it&#xFD; p&#x159;&#xED;sun z&#xE1;kazn&#xED;k&#x16F;. Nach&#xE1;z&#xED; se nav&#xED;c na p&#x159;&#xED;m&#xE9;m napojen&#xED; na d&#xE1;lnici D46, kter&#xE1; </span><span class="t s3_35 t9_35">propojuje Brno a Olomouc. </span><span class="t s2_35 ta_35">Cel&#xFD; park m&#xE1; nyn&#xED; stoprocentn&#xED; obsazenost a diverzifikovan&#xFD; p&#x159;&#xED;jem rozlo&#x17E;en&#xFD; mezi 35 obchod&#x16F;, jako jsou Lidl, </span><span class="t s2_35 tb_35">Pepco, CCC, Sportisimo, Dr. Max, Deichmann, Takko Fashion, Hecht &#x10D;i Breno. </span><span class="t s4_35 tc_35">Provozovatel </span><span class="t s3_35 td_35">FIDUROCK Ark&#xE1;da s.r.o. </span><span class="t s4_35 te_35">Lokace </span><span class="t s2_35 tf_35">Kone&#x10D;n&#xE1;, Prost&#x11B;jov </span><span class="t s4_35 tg_35">Rok stavby </span><span class="t s3_35 th_35">2002/2021 </span><span class="t s4_35 ti_35">Plocha k pron&#xE1;jmu </span><span class="t s3_35 tj_35">11 tis. m&#xB2; </span><span class="t s4_35 tk_35">Hodnota nemovitosti </span><span class="t s3_35 tl_35">633 mil K&#x10D; </span><span class="t s4_35 tm_35">Obsazenost k 31.12.2025 </span><span class="t s3_35 tn_35">100% </span><span class="t s0_35 t1_35">35 </span></div>

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" style="width:909px;height:1286px"/></div><span class="t s1_36 t2_36">2.2. </span><span class="t s2_36 t3_36">Development retail park&#x16F; </span><span class="t s3_36 t4_36">Retail Park Pie&#x161;&#x165;any </span><span class="t s4_36 t5_36">Pozemek o velikosti 23 047 m&#xB2; se nach&#xE1;z&#xED; v l&#xE1;ze&#x148;sk&#xE9;m m&#x11B;st&#x11B; Pie&#x161;&#x165;any a pat&#x159;&#xED; do portfolia FIDUROCK od Q3 2018. </span><span class="t s5_36 t6_36">Jedn&#xE1; se o ucelen&#xFD; projekt t&#x159;&#xED; komplement&#xE1;rn&#xED;ch &#x10D;&#xE1;st&#xED;, a to domu pro seniory, polyfunk&#x10D;n&#xED;ch dom&#x16F; a p&#x159;ilehl&#xE9;ho retail </span><span class="t s5_36 t7_36">parku. Pr&#xE1;v&#x11B; retail park je prim&#xE1;rn&#xED;m c&#xED;lem spole&#x10D;nosti. Zb&#xFD;vaj&#xED;c&#xED; &#x10D;&#xE1;sti pl&#xE1;nuje FIDUROCK prodat jako projekty t&#x159;et&#xED; </span><span class="t s5_36 t8_36">stran&#x11B;. V&#xFD;stavba retail parku o velikosti t&#xE9;m&#x11B;&#x159; 6,5 tis. m&#xB2; byla zah&#xE1;jena b&#x11B;hem roku 2024, po vyd&#xE1;n&#xED; posledn&#xED;ho </span><span class="t s4_36 t9_36">zb&#xFD;vaj&#xED;c&#xED;ho stavebn&#xED;ho povolen&#xED;. Stavba retail parku prob&#xED;h&#xE1; dle pl&#xE1;nu a v roce 2026 dojde k jeho otev&#x159;en&#xED;. </span><span class="t s6_36 ta_36">Provozovatel </span><span class="t s5_36 tb_36">Projekt Pie&#x161;&#x165;any s.r.o. </span><span class="t s6_36 tc_36">Lokace </span><span class="t s4_36 td_36">Bratislavsk&#xE1;, Pie&#x161;&#x165;any </span><span class="t s6_36 te_36">Rok stavby </span><span class="t s4_36 tf_36">2024-2025 </span><span class="t s6_36 tg_36">Rozloha pozemku </span><span class="t s4_36 th_36">23 tis m&#xB2; </span><span class="t s6_36 ti_36">Plocha k pron&#xE1;jmu </span><span class="t s4_36 tj_36">6,5 tis m&#xB2; </span><span class="t s6_36 tk_36">Hodnota nemovitosti </span><span class="t s4_36 tl_36">308 mil. K&#x10D; </span><span class="t s0_36 t1_36">36 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAFVBMVEX///+zs7OgoKDp6emampqAgIDh4eFXsVDnAAAElElEQVR42u3RMQ0AIAwAsMEA/5IRwL+EpbXQCAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAeY/aVevnK2n0dvQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFS7EQYGDJdjY88AAAAASUVORK5CYII=" style="width:909px;height:1286px"/></div><span class="t v0_37 s1_37 t2_37">Makroekonomick&#xFD; v&#xFD;voj v &#x10C;esk&#xE9; republice a na Slovensku </span><span class="t s2_37 t3_37">Pro provozovatele retail park&#x16F; je podstatn&#xE1; stabiln&#xED; kupn&#xED; s&#xED;la a celkov&#xFD; ekonomick&#xFD; sentiment dom&#xE1;c&#xED;ch </span><span class="t s2_37 t4_37">spot&#x159;ebitel&#x16F;, kte&#x159;&#xED; nav&#x161;t&#x11B;vuj&#xED; retail parky za &#xFA;&#x10D;elem ka&#x17E;dodenn&#xED;ch i v&#x11B;t&#x161;&#xED;ch n&#xE1;kup&#x16F;. Vzhledem k orientaci Skupiny </span><span class="t s2_37 t5_37">na trhy &#x10C;esk&#xE9; republiky a Slovenska m&#xE1; tamn&#xED; makroekonomick&#xFD; v&#xFD;voj pro skupinu z&#xE1;sadn&#xED; v&#xFD;znam. </span><span class="t v1_37 s3_37 t6_37">&#x10C;esk&#xE1; republika&#x2013; v&#xFD;voj v roce 2025 </span><span class="t s2_37 t7_37">V&#xFD;sledky &#x10D;esk&#xE9; ekonomiky za 4. &#x10D;tvrtlet&#xED; potvrdily p&#x159;edchoz&#xED; trend, r&#x16F;st &#x10D;esk&#xE9; ekonomiky nejen pokra&#x10D;uje v solidn&#xED;m </span><span class="t s2_37 t8_37">tempu, ale st&#xE1;v&#xE1; se tak&#xE9; robustn&#x11B;j&#x161;&#xED;m. </span><span class="t s2_37 t9_37">HDP se zv&#xFD;&#x161;il o 0,6 % v&#x16F;&#x10D;i p&#x159;edchoz&#xED;mu kvart&#xE1;lu a nav&#xE1;zal na siln&#xFD; r&#x16F;st z p&#x159;edchoz&#xED;ho &#x10D;tvrtlet&#xED; o 0,8 % q/q. Tempo </span><span class="t s2_37 ta_37">meziro&#x10D;n&#xED;ho r&#x16F;stu dos&#xE1;hlo ve 4. &#x10D;tvrtlet&#xED; 2,6 %. Dobr&#xFD; v&#xFD;sledek za 4. kvart&#xE1;l podtrhuje i fakt, &#x17E;e r&#x16F;st byl rozlo&#x17E;en </span><span class="t s2_37 tb_37">mezi v&#x161;echny z&#xE1;kladn&#xED; slo&#x17E;ky popt&#xE1;vky. Jedinou v&#xFD;jimkou byl pokles z&#xE1;sob. </span><span class="t s2_37 tc_37">Spot&#x159;ebn&#xED; v&#xFD;daje dom&#xE1;cnost&#xED; z&#x16F;staly v&#xFD;razn&#xFD;m faktorem celkov&#xE9;ho r&#x16F;stu HDP a na z&#xE1;v&#x11B;r roku vzrostly tempem </span><span class="t s2_37 td_37">m&#xED;rn&#x11B; p&#x159;es 3 procenta. Jist&#xFD;m miln&#xED;kem je, &#x17E;e spot&#x159;eba dom&#xE1;cnost&#xED; poprv&#xE9; p&#x159;ekonala sv&#xE9; maximum z konce roku </span><span class="t s2_37 te_37">2019, a dostala se tak nad p&#x159;edcovidovou &#xFA;rove&#x148;. Tak&#xE9; do&#x161;lo k akceleraci investic, kter&#xE9; m&#x11B;ly podobn&#xFD; p&#x159;&#xED;sp&#x11B;vek </span><span class="t s2_37 tf_37">k r&#x16F;stu jako spot&#x159;eba. </span><span class="t s2_37 tg_37">I na stran&#x11B; nab&#xED;dky op&#x11B;t p&#x159;isp&#x11B;ly k r&#x16F;stu hrub&#xE9; p&#x159;idan&#xE9; hodnoty v&#x161;echny obory, v&#x10D;etn&#x11B; pr&#x16F;myslu, kter&#xFD; p&#x159;isp&#x11B;l </span><span class="t s2_37 th_37">0,5procentn&#xED;ho bodu, co&#x17E; je jedna z nejvy&#x161;&#x161;&#xED;ch hodnot od roku 2023. Toto v&#x161;e dokresluje, &#x17E;e hospod&#xE1;&#x159;sk&#xFD; r&#x16F;st </span><span class="t s2_37 ti_37">nejen pokra&#x10D;uje v solidn&#xED;m tempu, ale je tak&#xE9; robustn&#x11B;j&#x161;&#xED;, co&#x17E; zvy&#x161;uje &#x161;ance, &#x17E;e bude v tomto v&#xFD;voji d&#xE1;l pokra&#x10D;ovat. </span><span class="t s2_37 tj_37">Celkov&#xFD; obr&#xE1;zek se nem&#x11B;n&#xED;. Za cel&#xFD; rok 2025 &#x10D;esk&#xE1; ekonomika vzrostla o 2,6 % (1,1 % v roce 2024), co&#x17E; je </span><span class="t s4_37 tl_37">9 </span><span class="t s2_37 tk_37">nejvy&#x161;&#x161;&#xED; hodnota od roku 2022. </span><span class="t s2_37 tm_37">HDP za rok 2025 byl o 2,6 % vy&#x161;&#x161;&#xED; ne&#x17E; v roce 2024. Celoro&#x10D;n&#xED; r&#x16F;st pozitivn&#x11B; ovlivnila jak dom&#xE1;c&#xED;, tak zahrani&#x10D;n&#xED; </span><span class="t s2_37 tn_37">popt&#xE1;vka. V&#xFD;daje na kone&#x10D;nou spot&#x159;ebu dom&#xE1;cnost&#xED; p&#x159;isp&#x11B;ly +1,1 p. b., v&#xFD;daje na kone&#x10D;nou spot&#x159;ebu vl&#xE1;dn&#xED;ch </span><span class="t s5_37 to_37">instituc&#xED; +0,4 p. b., tvorba hrub&#xE9;ho kapit&#xE1;lu +1,0 p. b. a saldo zahrani&#x10D;n&#xED;ho obchodu +0,1 p. b. </span><span class="t s2_37 tp_37">V&#xFD;daje na kone&#x10D;nou spot&#x159;ebu dom&#xE1;cnost&#xED; vzrostly o 3,0 %, v&#xFD;daje na kone&#x10D;nou spot&#x159;ebu vl&#xE1;dn&#xED;ch instituc&#xED; vzrostly </span><span class="t s2_37 tq_37">o 2,2 % a tvorba hrub&#xE9;ho fixn&#xED;ho kapit&#xE1;lu byla vy&#x161;&#x161;&#xED; o 2,0 %. Saldo zahrani&#x10D;n&#xED;ho obchodu vzrostlo v b&#x11B;&#x17E;n&#xFD;ch </span><span class="t s2_37 tr_37">cen&#xE1;ch meziro&#x10D;n&#x11B; o 0,8 mld. K&#x10D; na +504,2 mld. K&#x10D;. </span><span class="t s2_37 ts_37">HPH se v roce 2025 zv&#xFD;&#x161;ila v porovn&#xE1;n&#xED; s p&#x159;edchoz&#xED;m rokem o 2,8 %. K r&#x16F;stu HPH nejv&#xFD;razn&#x11B;ji p&#x159;isp&#x11B;la skupina </span><span class="t s2_37 tt_37">odv&#x11B;tv&#xED; obchodu, dopravy, ubytov&#xE1;n&#xED; a pohostinstv&#xED; (+0,7 p. b.), informa&#x10D;n&#xED; a komunika&#x10D;n&#xED; &#x10D;innosti (+0,6 p. b.) a </span><span class="t s2_37 tu_37">pr&#x16F;mysl (+0,4 p. b.). Celkov&#xE1; zam&#x11B;stnanost vzrostla ve srovn&#xE1;n&#xED; s p&#x159;edchoz&#xED;m rokem o 1,1 % na 5 509 tis&#xED;c osob. </span><span class="t s4_37 tw_37">10 </span><span class="t s2_37 tv_37">Celkem bylo odpracov&#xE1;no o 2,3 % hodin v&#xED;ce ne&#x17E; v roce 2024. </span><span class="t v1_37 s3_37 tx_37">&#x10C;esk&#xE1; republika &#x2013; o&#x10D;ek&#xE1;van&#xFD; v&#xFD;voj </span><span class="t s2_37 ty_37">Inflace se v posledn&#xED;ch dvou letech dr&#x17E;ela bl&#xED;zko 2 % c&#xED;le a na konci lo&#x148;ska zpomalila na 2,1 %. Pom&#xE1;h&#xE1; siln&#x11B;j&#x161;&#xED; </span><span class="t s2_37 tz_37">koruna (levn&#x11B;j&#x161;&#xED; pohonn&#xE9; hmoty a potraviny), zat&#xED;mco j&#xE1;drovou inflaci pod 3 % dr&#x17E;&#xED; hlavn&#x11B; zdra&#x17E;ov&#xE1;n&#xED; slu&#x17E;eb, </span><span class="t s2_37 t10_37">spojen&#xE9; s r&#x16F;stem mezd a cen nemovitost&#xED;. Letos inflace do&#x10D;asn&#x11B; klesne kv&#x16F;li jednor&#xE1;zov&#xFD;m vliv&#x16F;m, v roce 2027 </span><span class="t s2_37 t11_37">m&#xED;rn&#x11B; vzroste, ale z&#x16F;stane bl&#xED;zko c&#xED;le. </span><span class="t s2_37 t12_37">Ekonomika roste a bude nad potenci&#xE1;lem, co&#x17E; p&#x16F;sob&#xED; proinfla&#x10D;n&#x11B;. Tahounem r&#x16F;stu bude spot&#x159;eba dom&#xE1;cnost&#xED;, </span><span class="t s2_37 t13_37">pozd&#x11B;ji i investice. Zahrani&#x10D;n&#xED; obchod p&#x159;isp&#x11B;je neutr&#xE1;ln&#x11B;. Kurz koruny m&#xED;rn&#x11B; oslab&#xED; k 24,5 CZK/EUR, &#xFA;rokov&#xE9; sazby </span><span class="t s2_37 t14_37">z&#x16F;stanou kr&#xE1;tkodob&#x11B; stabiln&#xED; a pot&#xE9; m&#xED;rn&#x11B; vzrostou. </span><span class="t s2_37 t15_37">Rizika jsou vyrovnan&#xE1;: proinfla&#x10D;n&#xED; (rychlej&#x161;&#xED; r&#x16F;st &#xFA;v&#x11B;r&#x16F;, mezd, v&#xFD;daj&#x16F; vl&#xE1;dy, ceny slu&#x17E;eb) i protiinfla&#x10D;n&#xED; (siln&#x11B;j&#x161;&#xED; </span><span class="t s4_37 t17_37">11 </span><span class="t s2_37 t16_37">koruna, slab&#x161;&#xED; zahrani&#x10D;n&#xED; popt&#xE1;vka). Nejistotou z&#x16F;st&#xE1;v&#xE1; geopolitick&#xE1; situace. </span><span class="t v2_37 s7_37 t19_37">1213 </span><span class="t v1_37 s6_37 t18_37">Slovensko &#x2013; v&#xFD;voj v roce 2025 </span><span class="t s2_37 t1a_37">R&#x16F;st ekonomiky SR z&#x16F;stal v m&#xED;rn&#xE9;m plusu, tempo r&#x16F;stu bylo nejpomalej&#x161;&#xED; za posledn&#xED; t&#x159;i roky. Zam&#x11B;stnanost podle </span><span class="t s2_37 t1b_37">v&#xFD;b&#x11B;rov&#xE9;ho &#x161;et&#x159;en&#xED; pracovn&#xED;ch sil m&#xED;rn&#x11B; klesla, nezam&#x11B;stnanost se m&#xED;rn&#x11B; zv&#xFD;&#x161;ila. R&#x16F;st nomin&#xE1;ln&#xED;ch i re&#xE1;ln&#xFD;ch </span><span class="t s2_37 t1c_37">mezd pokra&#x10D;oval m&#xED;rn&#x11B; v&#xFD;razn&#x11B;j&#x161;&#xED;m tempem. </span><span class="t s8_37 t1d_37">9 </span><span class="t s9_37 t1e_37">Ekonomika pokra&#x10D;uje v robustn&#xED;m r&#x16F;stu - https://www.cnb.cz/cs/verejnost/servis-pro-media/komentare-cnb-ke-zverejnenym- </span><span class="t sa_37 t1f_37">statistickym-udajum-o-inflaci-a-hdp/Ekonomika-pokracuje-v-robustnim-rustu/ </span><span class="t s8_37 t1g_37">10 </span><span class="t s9_37 t1h_37">Tvorba a u&#x17E;it&#xED; HDP - 4. &#x10D;tvrtlet&#xED; 2024 - https://csu.gov.cz/rychle-informace/tvorba-a-uziti-hdp-4-ctvrtleti-2024 </span><span class="t s8_37 t1i_37">11 </span><span class="t s9_37 t1j_37">ZPR&#xC1;VA O M&#x11A;NOV&#xC9; POLITICE ZIMA 2026 - https://www.cnb.cz/export/sites/cnb/cs/menova- </span><span class="t sa_37 t1k_37">politika/.galleries/zpravy_o_menove_politice/2026/zima_2026/download/zomp_2026_zima.pdf </span><span class="t s8_37 t1l_37">12 </span><span class="t s9_37 t1m_37">&#x160;tatistick&#xE1; spr&#xE1;va o z&#xE1;kladn&#xFD;ch v&#xFD;vojov&#xFD;ch tendenci&#xE1;ch v hospod&#xE1;rstve SR vo 4. &#x161;tvr&#x165;roku 2025 &#x2013; dustupn&#xE9; na webu </span><span class="t sa_37 t1n_37">https://slovak.statistics.sk/ </span><span class="t s8_37 t1o_37">13 </span><span class="t sa_37 t1p_37">Slovensk&#xFD; statistick&#xFD; &#xFA;&#x159;ad &#x2013; Hrub&#xFD; dom&#xE1;ci produkt vo 4. &#x161;tvr&#x165;roku a za rok 2025 </span><span class="t s0_37 t1_37">37 </span><a id="a129_116" style="left:103px;bottom:1177px;position:absolute;transform-origin:bottom left"> </a><a id="a157_36" style="left:103px;bottom:220px;position:absolute;transform-origin:bottom left"> </a><a href="#a157_36" style="left:296px;top:498px;position:absolute;transform-origin:top left;z-index:99;width:13px;height:15px;text-decoration:none"> </a><a id="a158_37" style="left:103px;bottom:192px;position:absolute;transform-origin:bottom left"> </a><a href="#a158_37" style="left:486px;top:703px;position:absolute;transform-origin:top left;z-index:99;width:17px;height:17px;text-decoration:none"> </a><a id="a159_38" style="left:103px;bottom:177px;position:absolute;transform-origin:bottom left"> </a><a href="#a159_38" style="left:570px;top:924px;position:absolute;transform-origin:top left;z-index:99;width:17px;height:17px;text-decoration:none"> </a><a id="a160_39" style="left:103px;bottom:149px;position:absolute;transform-origin:bottom left"> </a><a href="#a160_39" style="left:299px;top:956px;position:absolute;transform-origin:top left;z-index:99;width:19px;height:16px;text-decoration:none"> </a><a id="a161_310" style="left:103px;bottom:122px;position:absolute;transform-origin:bottom left"> </a><a href="#a161_310" style="left:310px;top:956px;position:absolute;transform-origin:top left;z-index:99;width:18px;height:16px;text-decoration:none"> </a></div>
<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,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" style="width:909px;height:1286px"/></div><span class="t s1_38 t2_38">Hrub&#xFD; dom&#xE1;c&#xED; produkt (HDP) se ve 4. &#x10D;tvrtlet&#xED; 2025 meziro&#x10D;n&#x11B; ve st&#xE1;l&#xFD;ch cen&#xE1;ch zv&#xFD;&#x161;il o 1 %. V b&#x11B;&#x17E;n&#xFD;ch cen&#xE1;ch </span><span class="t s1_38 t3_38">byl objem HDP meziro&#x10D;n&#x11B; vy&#x161;&#x161;&#xED; o 5,9 % a oproti 3. &#x10D;tvrtlet&#xED; 2025 sez&#xF3;nn&#x11B; o&#x10D;i&#x161;t&#x11B;n&#xE1; tvorba HDP re&#xE1;ln&#x11B; vzrostla o </span><span class="t s2_38 t4_38">0,3 %. </span><span class="t s1_38 t5_38">Inflace ve 4. &#x10D;tvrtlet&#xED; 2025 dos&#xE1;hla &#xFA;rovn&#x11B; 3,8 %, byla to nejni&#x17E;&#x161;&#xED; &#x10D;tvrtletn&#xED; hodnota v roce 2025. &#xDA;rove&#x148; 4 % </span><span class="t s1_38 t6_38">p&#x159;ekro&#x10D;ila ve 2. a 3. &#x10D;tvrtlet&#xED;. Vliv na celkovou &#xFA;rove&#x148; m&#x11B;ly ceny potravin v j&#xE1;drov&#xE9; inflaci, ve &#x10D;tvrt&#xE9;m &#x10D;tvrtlet&#xED; se </span><span class="t s1_38 t7_38">meziro&#x10D;n&#x11B; zv&#xFD;&#x161;ily o 2 %. Tempo r&#x16F;stu se oproti 3. &#x10D;tvrtlet&#xED; v&#xFD;razn&#x11B; zm&#xED;rnilo, kdy se ceny je&#x161;t&#x11B; zvy&#x161;ovaly o 4,5 %. </span><span class="t s1_38 t8_38">Regulovan&#xE9; ceny byly meziro&#x10D;n&#x11B; vy&#x161;&#x161;&#xED; o 3,6 %. </span><span class="t s1_38 t9_38">Za rok 2025 nezam&#x11B;stnanost meziro&#x10D;n&#x11B; vzrostla o 1,2 % na 149,5 tis. osob. M&#xED;ra nezam&#x11B;stnanosti se zv&#xFD;&#x161;ila o 0,1 </span><span class="t s1_38 ta_38">p. b. na 5,4 %. V pr&#x16F;m&#x11B;ru za rok 2025 klesl meziro&#x10D;n&#x11B; po&#x10D;et pracuj&#xED;c&#xED;ch o 0,4 % na 2 610,7 tis. osob. V roce 2025 </span><span class="t s1_38 tb_38">dos&#xE1;hla pr&#x16F;m&#x11B;rn&#xE1; nomin&#xE1;ln&#xED; m&#x11B;s&#xED;&#x10D;n&#xED; mzda zam&#x11B;stnance v hospod&#xE1;&#x159;stv&#xED; 1 620 eur, meziro&#x10D;n&#x11B; se zv&#xFD;&#x161;ila o 6,3 %. </span><span class="t s2_38 tc_38">Re&#xE1;ln&#xE1; mzda stoupla o 2,2 %. </span><span class="t v1_38 s4_38 te_38">14 </span><span class="t v0_38 s3_38 td_38">Slovensko &#x2013; o&#x10D;ek&#xE1;van&#xFD; v&#xFD;voj </span><span class="t s1_38 tf_38">Hospod&#xE1;&#x159;sk&#xFD; r&#x16F;st m&#xED;rn&#x11B; oslab&#xED; na 1,9 % v roce 2025 v d&#x16F;sledku rostouc&#xED; nejistoty ohledn&#x11B; sv&#x11B;tov&#xE9; ekonomiky </span><span class="t s2_38 tg_38">a stagnace n&#x11B;meck&#xE9; ekonomiky. Na druh&#xE9; stran&#x11B; by ekonomiku m&#x11B;ly podpo&#x159;it o&#x10D;ek&#xE1;van&#xE9; investice z Pl&#xE1;nu obnovy </span><span class="t s1_38 th_38">a odolnosti. Re&#xE1;ln&#xE9; p&#x159;&#xED;jmy porostou, dom&#xE1;cnosti v&#x161;ak budou utr&#xE1;cet opatrn&#x11B;ji a spot&#x159;eba bude d&#xE1;le tlumena </span><span class="t s1_38 ti_38">konsolidac&#xED; ve&#x159;ejn&#xFD;ch financ&#xED;. Trh pr&#xE1;ce by m&#x11B;l z&#x16F;stat stabiln&#xED; a m&#xED;ra nezam&#x11B;stnanosti by m&#x11B;la v roce 2026 klesnout </span><span class="t s1_38 tj_38">na nov&#xE9; minimum 5,2 %. Rizika progn&#xF3;zy jsou v&#x161;ak vych&#xFD;lena sm&#x11B;rem dol&#x16F;. Ni&#x17E;&#x161;&#xED; &#x10D;erp&#xE1;n&#xED; fond&#x16F; EU m&#x16F;&#x17E;e v&#xE9;st k </span><span class="t s1_38 tk_38">ni&#x17E;&#x161;&#xED; tvorb&#x11B; kapit&#xE1;lu. Nav&#xED;c s&#xED;l&#xED; zn&#xE1;mky rostouc&#xED;ho protekcionismu ve sv&#x11B;tov&#xE9;m obchod&#x11B;. </span><span class="t s1_38 tl_38">Zaveden&#xED; cel mezi USA </span><span class="t s1_38 tm_38">a na druh&#xE9; stran&#x11B; EU a &#x10C;&#xED;nou m&#x16F;&#x17E;e v krajn&#xED;m p&#x159;&#xED;pad&#x11B; sn&#xED;&#x17E;it slovensk&#xFD; HDP o 0,5 % HDP ro&#x10D;n&#x11B;. </span><span class="t s6_38 to_38">15 </span><span class="t s5_38 tn_38">&#x10C;esk&#xE1; republika </span><span class="t s5_38 tp_38">skute&#x10D;nost </span><span class="t s7_38 tq_38">aktu&#xE1;ln&#xED; predikce &#x10C;NB/MF&#x10C;R </span><span class="t s8_38 ts_38">2023 </span><span class="t s8_38 tt_38">2024 </span><span class="t s8_38 tu_38">2025 </span><span class="t s8_38 tv_38">2026 </span><span class="t s8_38 tw_38">2027 </span><span class="t s7_38 tr_38">Hlavn&#xED; indik&#xE1;tory </span><span class="t s9_38 ty_38">-0,4 % </span><span class="t s9_38 tz_38">1,1 % </span><span class="t s9_38 t10_38">2,6 % </span><span class="t s9_38 t11_38">2,9 % </span><span class="t s9_38 t12_38">2,9 % </span><span class="t s2_38 tx_38">re&#xE1;ln&#xE9; HDP &#x2013; r&#x16F;st v % </span><span class="t s9_38 t14_38">10,7 % </span><span class="t s9_38 t15_38">2,5 % </span><span class="t s9_38 t16_38">2,5 % </span><span class="t s9_38 t17_38">1,6 % </span><span class="t s9_38 t18_38">2,1 % </span><span class="t s1_38 t13_38">m&#xED;ra pr&#x16F;m&#x11B;rn&#xE9; inflace v % </span><span class="t s1_38 t19_38">nezam&#x11B;stnanost v % </span><span class="t s9_38 t1a_38">2,6 % </span><span class="t s9_38 t1b_38">2,7 % </span><span class="t s9_38 t1c_38">2,9 % </span><span class="t s9_38 t1d_38">3,0 % </span><span class="t s9_38 t1e_38">2,9 % </span><span class="t s1_38 t1f_38">r&#x16F;st re&#xE1;ln&#xE9; hrub&#xE9; mzdy v % </span><span class="t s9_38 t1g_38">-2,4 % </span><span class="t s9_38 t1h_38">4,7 % </span><span class="t s9_38 t1i_38">4,6 % </span><span class="t s9_38 t1j_38">4,5 % </span><span class="t s9_38 t1k_38">2,9 % </span><span class="t s6_38 t1m_38">16 </span><span class="t s7_38 t1l_38">Slovensk&#xE1; republika </span><span class="t s5_38 t1n_38">skute&#x10D;nost </span><span class="t s7_38 t1o_38">aktu&#xE1;ln&#xED; predikce MFSR (RZZ) </span><span class="t s8_38 t1q_38">2023 </span><span class="t s8_38 t1r_38">2024 </span><span class="t s8_38 t1s_38">2025 </span><span class="t s8_38 t1t_38">2026 </span><span class="t s8_38 t1u_38">2027 </span><span class="t s7_38 t1p_38">Hlavn&#xED; indik&#xE1;tory </span><span class="t s9_38 t1w_38">1,1 % </span><span class="t s9_38 t1x_38">1,9 % </span><span class="t s9_38 t1y_38">0,8 % </span><span class="t s9_38 t1z_38">1,0 % </span><span class="t s9_38 t20_38">1,2 % </span><span class="t s2_38 t1v_38">re&#xE1;ln&#xE9; HDP &#x2013; r&#x16F;st v % </span><span class="t s1_38 t21_38">m&#xED;ra pr&#x16F;m&#x11B;rn&#xE9; inflace v % </span><span class="t s9_38 t22_38">10,7 % </span><span class="t s9_38 t23_38">2,8 % </span><span class="t s9_38 t24_38">4,0 % </span><span class="t s9_38 t25_38">3,8 % </span><span class="t s9_38 t26_38">2,5 % </span><span class="t s1_38 t27_38">nezam&#x11B;stnanost v % </span><span class="t s9_38 t28_38">5,9 % </span><span class="t s9_38 t29_38">5,3 % </span><span class="t s9_38 t2a_38">5,3 % </span><span class="t s9_38 t2b_38">5,4 % </span><span class="t s9_38 t2c_38">5,8 % </span><span class="t s1_38 t2d_38">r&#x16F;st re&#xE1;ln&#xE9; hrub&#xE9; mzdy v % </span><span class="t s9_38 t2e_38">-0,8 % </span><span class="t s9_38 t2f_38">3,7 % </span><span class="t s9_38 t2g_38">2,1 % </span><span class="t s9_38 t2h_38">0,6 % </span><span class="t s9_38 t2i_38">1,5 % </span><span class="t s1_38 t2j_38">Glob&#xE1;ln&#xED; ekonomiku v posledn&#xED;m roce prov&#xE1;zela nejistota v obchodn&#xED; politice a nov&#x11B; i geopolitick&#xE1; rizika (nap&#x159;. </span><span class="t s1_38 t2k_38">Venezuela &#x10D;i &#xCD;r&#xE1;n), ta v&#x161;ak zat&#xED;m m&#x11B;la jen omezen&#xFD; dopad na ceny ropy. Americk&#xE1; ekonomika roste tempem lehce </span><span class="t s1_38 t2l_38">nad 2 %, p&#x159;i&#x10D;em&#x17E; hlavn&#xED;mi tahouny jsou spot&#x159;eba, v&#xFD;voz a vl&#xE1;dn&#xED; v&#xFD;daje (zejm&#xE9;na na obranu). R&#x16F;st bude nad&#xE1;le </span><span class="t s1_38 t2m_38">podporov&#xE1;n vysok&#xFD;mi investicemi do um&#x11B;l&#xE9; inteligence, kter&#xE9; zvy&#x161;uj&#xED; produktivitu a pat&#x159;&#xED; mezi kl&#xED;&#x10D;ov&#xE9; faktory </span><span class="t s1_38 t2n_38">glob&#xE1;ln&#xED;ho r&#x16F;stu. &#x10C;&#xED;na &#x10D;el&#xED; dopad&#x16F;m obchodn&#xED;ch bari&#xE9;r ze strany USA, ale &#x10D;&#xE1;ste&#x10D;n&#x11B; je kompenzuje posilov&#xE1;n&#xED;m </span><span class="t s1_38 t2o_38">vazeb s jin&#xFD;mi ekonomikami. Jej&#xED; r&#x16F;st v&#x161;ak brzd&#xED; slab&#xE1; dom&#xE1;c&#xED; popt&#xE1;vka, tak&#x17E;e se v p&#x159;&#xED;&#x161;t&#xED;ch letech o&#x10D;ek&#xE1;v&#xE1; dal&#x161;&#xED; </span><span class="t sa_38 t2q_38">17 </span><span class="t s2_38 t2p_38">zpomalen&#xED;. </span><span class="t sb_38 t2r_38">14 </span><span class="t sc_38 t2s_38">Koment&#xE1;r - 74. zasadnutie v&#xFD;boru pre makroekonomick&#xE9; progn&#xF3;zy (febru&#xE1;r 2026) </span><span class="t sb_38 t2t_38">15 </span><span class="t sd_38 t2u_38">&#x10C;NB - https://www.cnb.cz/cs/menova-politika/prognoza/ </span><span class="t sb_38 t2v_38">16 </span><span class="t sc_38 t2w_38">Koment&#xE1;r - 74. zasadnutie v&#xFD;boru pre makroekonomick&#xE9; progn&#xF3;zy (febru&#xE1;r 2026) </span><span class="t sb_38 t2x_38">17 </span><span class="t sd_38 t2y_38">Zpr&#xE1;vy o m&#x11B;nov&#xE9; politice &#x2013; https://www.cnb.cz/cs/menova-politika/zpravy-o-menove-politice/Zprava-o-menove-politice-zima- </span><span class="t sc_38 t2z_38">2026/ </span><span class="t s0_38 t1_38">38 </span><a id="a166_53" style="left:103px;bottom:177px;position:absolute;transform-origin:bottom left"> </a><a href="#a166_53" style="left:293px;top:388px;position:absolute;transform-origin:top left;z-index:99;width:19px;height:17px;text-decoration:none"> </a><a id="a167_54" style="left:103px;bottom:163px;position:absolute;transform-origin:bottom left"> </a><a href="#a167_54" style="left:215px;top:575px;position:absolute;transform-origin:top left;z-index:99;width:17px;height:16px;text-decoration:none"> </a><a id="a168_55" style="left:103px;bottom:149px;position:absolute;transform-origin:bottom left"> </a><a href="#a168_55" style="left:243px;top:736px;position:absolute;transform-origin:top left;z-index:99;width:17px;height:17px;text-decoration:none"> </a><a id="a169_56" style="left:103px;bottom:135px;position:absolute;transform-origin:bottom left"> </a><a href="#a169_56" style="left:173px;top:992px;position:absolute;transform-origin:top left;z-index:99;width:16px;height:15px;text-decoration:none"> </a></div>
<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAADFBMVEX///9NTU0gICDLy8ufCMyIAAAEjUlEQVR42u3RSREAAAgEII/+na3gewcqUAUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQryfX6gUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADg6wCBXAG7eCl62wAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/></div><span class="t v0_39 s2_39 t3_39">18 </span><span class="t v0_39 s1_39 t2_39">V&#x161;eobecn&#xE1; rizika spojen&#xE1; s podnik&#xE1;n&#xED;m Spole&#x10D;nosti </span><span class="t v1_39 s3_39 t4_39">Kreditn&#xED; riziko </span><span class="t s4_39 t5_39">Jednotliv&#xE9; spole&#x10D;nosti, je&#x17E; provozuj&#xED; retail parky, jsou vystaveny kreditn&#xED;mu riziku zejm&#xE9;na p&#x159;i pron&#xE1;jmu prostor, </span><span class="t s4_39 t6_39">kde eviduj&#xED; pohled&#xE1;vky z obchodn&#xED;ch vztah&#x16F; za jednotliv&#xFD;mi n&#xE1;jemci. V p&#x159;&#xED;pad&#x11B; v&#xFD;razn&#xE9;ho poklesu platebn&#xED; mor&#xE1;lky </span><span class="t s4_39 t7_39">n&#xE1;jemc&#x16F;, nap&#x159;. z d&#x16F;vodu negativn&#xED;ho makroekonomick&#xE9;ho v&#xFD;voje, m&#x16F;&#x17E;e doj&#xED;t k poklesu toku provozn&#xED;ch prost&#x159;edk&#x16F; </span><span class="t s5_39 t8_39">s negativn&#xED;m dopadem na hospod&#xE1;&#x159;sk&#xE9; v&#xFD;sledky spole&#x10D;nost&#xED;. Spole&#x10D;nost jako holding poskytuje prost&#x159;edky </span><span class="t s4_39 t9_39">prost&#x159;ednictv&#xED;m p&#x159;&#xED;platk&#x16F; do kapit&#xE1;lov&#xFD;ch fond&#x16F; jednotliv&#xFD;m dce&#x159;in&#xFD;m projektov&#xFD;m spole&#x10D;nostem a vzhledem </span><span class="t s5_39 ta_39">k tomu, &#x17E;e nevykon&#xE1;v&#xE1; &#x17E;&#xE1;dnou jinou &#x10D;innost, jej&#xED; schopnost spl&#xE1;cet sv&#xE9; finan&#x10D;n&#xED; z&#xE1;vazky je p&#x159;&#xED;mo spojen&#xE1; </span><span class="t s5_39 tb_39">s finan&#x10D;n&#xED; v&#xFD;konnost&#xED; jednotliv&#xFD;ch spole&#x10D;nost&#xED;. </span><span class="t s6_39 tc_39">Hodnocen&#xED; rizika </span><span class="t s5_39 td_39">V sou&#x10D;asn&#xE9; dob&#x11B; je platebn&#xED; mor&#xE1;lka jednotliv&#xFD;ch n&#xE1;jemc&#x16F; retail park&#x16F; dobr&#xE1;. Spole&#x10D;nost pe&#x10D;liv&#x11B; vyb&#xED;r&#xE1; n&#xE1;jemce, </span><span class="t s4_39 te_39">je zaji&#x161;t&#x11B;n debt collection management, a p&#x159;ijaty kauce, &#x10D;i bankovn&#xED; z&#xE1;ruky, kter&#xE9; se ve v&#x11B;t&#x161;in&#x11B; p&#x159;&#xED;pad&#x16F; rovnaj&#xED; </span><span class="t s4_39 tf_39">hodnot&#x11B; trojn&#xE1;sobku m&#x11B;s&#xED;&#x10D;n&#xED;ho n&#xE1;jmu a slu&#x17E;eb, co&#x17E; p&#x159;edstavuje dostate&#x10D;n&#xE9; zaji&#x161;t&#x11B;n&#xED; umo&#x17E;&#x148;uj&#xED;c&#xED; flexibiln&#x11B; reagovat </span><span class="t s4_39 tg_39">na p&#x159;&#xED;padn&#xE9; finan&#x10D;n&#xED; probl&#xE9;my n&#xE1;jemc&#x16F;. </span><span class="t v1_39 s3_39 th_39">Riziko likvidity </span><span class="t s4_39 ti_39">Riziko likvidity p&#x159;edstavuje riziko, &#x17E;e Spole&#x10D;nost nebude schopna dost&#xE1;t sv&#xFD;m aktu&#xE1;ln&#x11B; splatn&#xFD;m finan&#x10D;n&#xED;m </span><span class="t s4_39 tj_39">z&#xE1;vazk&#x16F;m. Vzhledem k tomu, &#x17E;e Spole&#x10D;nost poskytuje vnitroskupinov&#xE9; p&#x16F;j&#x10D;ky jednotliv&#xFD;m spole&#x10D;nostem </span><span class="t s4_39 tk_39">provozuj&#xED;c&#xED;m retail parky, riziko likvidity Spole&#x10D;nosti je p&#x159;&#xED;mo odvisl&#xE9; od finan&#x10D;n&#xED; situace a likvidity jednotliv&#xFD;ch </span><span class="t s4_39 tl_39">spole&#x10D;nost&#xED; ve skupin&#x11B;. V p&#x159;&#xED;pad&#x11B; nutnosti prodeje n&#x11B;kter&#xE9;ho z aktiv ve Skupin&#x11B; je tak&#xE9; nutno br&#xE1;t v potaz obecn&#x11B; </span><span class="t s5_39 tm_39">n&#xED;zkou likviditu nemovitost&#xED; jako aktiva. Za obdob&#xED; od 1.1.2025 do 31.12.2025 neprob&#x11B;hly &#x17E;&#xE1;dn&#xE9; ud&#xE1;losti, kter&#xE9; by </span><span class="t s4_39 tn_39">m&#x11B;ly vliv na hodnocen&#xED; platebn&#xED; schopnosti spole&#x10D;nosti. </span><span class="t s6_39 to_39">Hodnocen&#xED; rizika </span><span class="t s4_39 tp_39">Spole&#x10D;nost &#x159;&#xED;d&#xED; riziko likvidity zejm&#xE9;na prost&#x159;ednictv&#xED;m udr&#x17E;ov&#xE1;n&#xED; dostate&#x10D;n&#xE9;ho mno&#x17E;stv&#xED; likvidn&#xED;ch aktiv, pe&#x10D;liv&#xFD;m </span><span class="t s4_39 tq_39">pl&#xE1;nov&#xE1;n&#xED;m a vyhodnocov&#xE1;n&#xED;m provozn&#xED;ch a finan&#x10D;n&#xED;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; a investic. V r&#xE1;mci intern&#xED;ho modelu going </span><span class="t s4_39 tr_39">concern spole&#x10D;nost sleduje v&#xFD;voj likvidity ve skupin&#x11B; a nejsou indikov&#xE1;na rizika spojen&#xE1; s likviditou n&#xE1;jemc&#x16F; retail </span><span class="t s4_39 ts_39">park&#x16F;. Model byl upraven tak aby co nejl&#xE9;pe zohlednil mo&#x17E;n&#xE9; nov&#xE9; sc&#xE9;n&#xE1;&#x159;e. </span><span class="t v1_39 s7_39 tt_39">Riziko nedodr&#x17E;en&#xED; kovenant </span><span class="t s4_39 tu_39">Spole&#x10D;nost sv&#xE9; aktivity spolufinancuje prost&#x159;ednictv&#xED;m bankovn&#xED;ch &#xFA;v&#x11B;r&#x16F; a dluhopisov&#xE9;ho financov&#xE1;n&#xED;. Poskytnut&#xED; </span><span class="t s4_39 tv_39">finan&#x10D;n&#xED;ch prost&#x159;edk&#x16F; v r&#xE1;mci financov&#xE1;n&#xED; je podm&#xED;n&#x11B;no pln&#x11B;n&#xED;m p&#x159;edem dohodnut&#xFD;ch podm&#xED;nek tzv. &#x201E;kovenant&#x201C;. </span><span class="t s4_39 tw_39">P&#x159;&#xED;padn&#xE9; nedodr&#x17E;en&#xED; kovenant p&#x159;edstavuje potenci&#xE1;ln&#xED; negativn&#xED; dopady na likviditu a financov&#xE1;n&#xED; Skupiny. </span><span class="t s6_39 tx_39">Hodnocen&#xED; rizika </span><span class="t s4_39 ty_39">Spole&#x10D;nost v r&#xE1;mci intern&#xED;ho going concern modelu reflektuj&#xED;c&#xED;ho mimo jin&#xE9; dopad Rusk&#xE9; invaze na Ukrajin&#x11B; sleduje </span><span class="t s5_39 tz_39">a pl&#xE1;nuje v&#xFD;voj kovenant ve skupin&#x11B;. Spole&#x10D;nost napl&#x148;uje going concern princip, a to jak z pohledu generovan&#xE9;ho </span><span class="t s4_39 t10_39">cash flow, tak z pohledu spln&#x11B;n&#xED; kovenant. </span><span class="t v1_39 s3_39 t11_39">&#xDA;rokov&#xE9; riziko </span><span class="t s4_39 t12_39">Aktiva jednotliv&#xFD;ch dce&#x159;in&#xFD;ch spole&#x10D;nost&#xED; jsou spolufinancov&#xE1;na prost&#x159;ednictv&#xED;m bankovn&#xED;ch a vnitroskupinov&#xFD;ch </span><span class="t s4_39 t13_39">&#xFA;v&#x11B;r&#x16F;. Dce&#x159;in&#xE9; spole&#x10D;nosti jsou takto vystaveny potenci&#xE1;ln&#xED;mu negativn&#xED; v&#xFD;voji &#xFA;rokov&#xFD;ch sazeb, jen&#x17E; m&#x16F;&#x17E;e ovlivnit </span><span class="t s4_39 t14_39">v&#xFD;&#x161;i spl&#xE1;tek &#xFA;moru &#xFA;v&#x11B;r&#x16F; a hospod&#xE1;&#x159;sk&#xE9; v&#xFD;sledky Spole&#x10D;nosti. </span><span class="t s8_39 t15_39">18 </span><span class="t s9_39 t16_39">Konkr&#xE9;tn&#xED; vy&#x10D;&#xED;slen&#xED; rizik, je&#x17E; Spole&#x10D;nost pova&#x17E;uje za v&#xFD;znamn&#xE1;, a jejich &#x159;&#xED;zen&#xED; je uvedeno v kapitole Z&#xE1;sady, postupy a c&#xED;le </span><span class="t s9_39 t17_39">&#x159;&#xED;zen&#xED; rizik Finan&#x10D;n&#xED; &#x10D;&#xE1;sti &#x2013; konsolidovan&#xE1; z&#xE1;v&#x11B;rka 2025 </span><span class="t s0_39 t1_39">39 </span><a id="a130_117" style="left:103px;bottom:1177px;position:absolute;transform-origin:bottom left"> </a><a id="a174_70" style="left:103px;bottom:135px;position:absolute;transform-origin:bottom left"> </a><a href="#a174_70" style="left:626px;top:109px;position:absolute;transform-origin:top left;z-index:99;width:22px;height:22px;text-decoration:none"> </a></div>
<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEX///+nxBvIAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/></div><span class="t s1_40 t2_40">Hodnocen&#xED; rizika </span><span class="t s2_40 t3_40">Dce&#x159;in&#xE9; spole&#x10D;nosti vyu&#x17E;&#xED;vaj&#xED; p&#x159;i bankovn&#xED;m EUR financov&#xE1;n&#xED; zaji&#x161;t&#x11B;n&#xED; pomoc&#xED; fixn&#xED;ch sazeb, a kombinace </span><span class="t s2_40 t4_40">&#xFA;rokov&#xFD;ch swap&#x16F; a floor. Spole&#x10D;nost vyu&#x17E;&#xED;v&#xE1; swapy na 70 % hodnoty &#xFA;v&#x11B;rov&#xE9;ho r&#xE1;mce poskytnut&#xE9;ho financuj&#xED;c&#xED; </span><span class="t s3_40 t5_40">bankou. </span><span class="t v0_40 s4_40 t6_40">M&#x11B;nov&#xE9; riziko </span><span class="t s2_40 t7_40">Skupina je vystavena m&#x11B;nov&#xE9;mu riziku prost&#x159;ednictv&#xED;m cizom&#x11B;nov&#xFD;ch transakci. Jeliko&#x17E; je funk&#x10D;n&#xED; m&#x11B;nou Skupiny </span><span class="t s2_40 t8_40">je K&#x10D; a smlouvy o financov&#xE1;n&#xED; a o n&#xE1;jmu jsou uzav&#x159;eny v EUR, je konsolidovan&#xE1; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka ovlivn&#x11B;na pohyby </span><span class="t s2_40 t9_40">sm&#x11B;nn&#xFD;ch kurz&#x16F; eura v&#x16F;&#x10D;i K&#x10D;. Vzhledem k tomu, &#x17E;e Spole&#x10D;nost financuje dce&#x159;in&#xE9; spole&#x10D;nosti ve skupin&#x11B; </span><span class="t s2_40 ta_40">prost&#x159;ednictv&#xED;m vnitroskupinov&#xFD;ch &#xFA;v&#x11B;r&#x16F; denominovan&#xFD;ch p&#x159;ev&#xE1;&#x17E;n&#x11B; v K&#x10D; a takto je tak&#xE9; financov&#xE1;na, potenci&#xE1;ln&#xED; </span><span class="t s2_40 tb_40">zm&#x11B;ny kurzu K&#x10D; v&#x16F;&#x10D;i EUR mohou m&#xED;t dopad na hospoda&#x159;en&#xED; dce&#x159;in&#xFD;ch spole&#x10D;nost&#xED;. </span><span class="t s1_40 tc_40">Hodnocen&#xED; rizika </span><span class="t s2_40 td_40">Spole&#x10D;nost m&#xE1; aktivn&#xED; otev&#x159;enou m&#x11B;novou pozici v p&#xE1;ru EUR/CZK. Vzhledem k posunu kurzu EUR/CZK z 25,185 </span><span class="t s3_40 te_40">(31.12.2024) na 24,245 (31.12.2025) na stran&#x11B; aktiv byla negativn&#x11B; ovlivn&#x11B;na hodnota retail park&#x16F; (stanoven&#xE1; </span><span class="t s3_40 tf_40">v EUR), kter&#xE1; byla na stran&#x11B; dluhu kompenzov&#xE1;na poklesem hodnoty bankovn&#xED;ho &#xFA;v&#x11B;ru, denominovan&#xE9;ho v EUR. </span><span class="t v0_40 s4_40 tg_40">Riziko ztr&#xE1;ty kl&#xED;&#x10D;ov&#xFD;ch osob </span><span class="t s2_40 th_40">&#x10C;innost kl&#xED;&#x10D;ov&#xFD;ch osob je rozhoduj&#xED;c&#xED; pro celkov&#xFD; provoz skupiny, jej&#xED; sm&#x11B;&#x159;ov&#xE1;n&#xED; a schopnost generovat finan&#x10D;n&#xED; </span><span class="t s2_40 ti_40">prost&#x159;edky. P&#x159;&#xED;padn&#xE1; ztr&#xE1;ta &#x10D;lena managementu by mohla negativn&#x11B; ovlivnit podnik&#xE1;n&#xED; Skupiny, jeho hospod&#xE1;&#x159;sk&#xE9; </span><span class="t s2_40 tj_40">v&#xFD;sledky a finan&#x10D;n&#xED; situaci. </span><span class="t s1_40 tk_40">Hodnocen&#xED; rizika </span><span class="t s2_40 tl_40">Toto riziko je v r&#xE1;mci managementu zm&#xED;rn&#x11B;no faktem, &#x17E;e jeho &#x10D;lenov&#xE9; jsou koncov&#xFD;mi vlastn&#xED;ky Spole&#x10D;nosti </span><span class="t s3_40 tm_40">a Skupiny a jsou tak p&#x159;&#xED;mo zainteresov&#xE1;ni na jejich finan&#x10D;n&#xED;ch v&#xFD;sledc&#xED;ch. Za rok 2025 nedo&#x161;lo ke ztr&#xE1;t&#x11B; kl&#xED;&#x10D;ov&#xFD;ch </span><span class="t s3_40 tn_40">osob. Funkci v&#xFD;konn&#xE9;ho &#x159;editele vykon&#xE1;v&#xE1; pan Ond&#x159;ej K&#x159;ivanec, kter&#xFD; nen&#xED; koncov&#xFD;m vlastn&#xED;kem a je tak zaji&#x161;t&#x11B;na </span><span class="t s3_40 to_40">zastupitelnost managementu. </span><span class="t v0_40 s4_40 tp_40">Riziko po&#x161;kozen&#xED; nemovitost&#xED; a nenad&#xE1;l&#xE1; pot&#x159;eba oprav </span><span class="t s2_40 tq_40">Tr&#x17E;n&#xED; hodnota nemovitost&#xED; vlastn&#x11B;n&#xE9; spole&#x10D;nostmi ve Skupin&#x11B; m&#x16F;&#x17E;e poklesnout v p&#x159;&#xED;pad&#x11B; &#x17E;iveln&#xE9; &#x10D;i jak&#xE9;koli jin&#xE9; </span><span class="t s2_40 tr_40">nep&#x159;edv&#xED;dateln&#xE9; ud&#xE1;losti &#x10D;i v p&#x159;&#xED;pad&#x11B; &#x17E;e Spole&#x10D;nost nebude tyto nemovitosti v dostate&#x10D;n&#xE9; m&#xED;&#x159;e udr&#x17E;ovat, a&#x165; ji&#x17E; </span><span class="t s3_40 ts_40">z nedostatku likvidity, &#x10D;i jin&#xFD;ch d&#x16F;vod&#x16F;. P&#x159;&#xED;padn&#xE9; po&#x161;kozen&#xED; nemovitosti, &#x10D;i jej&#xED; oprava tak&#xE9; m&#x16F;&#x17E;e zp&#x16F;sobit v&#xFD;padek </span><span class="t s3_40 tt_40">v provozu nemovitosti, s negativn&#xED;mi dopady na hospoda&#x159;en&#xED; Spole&#x10D;nosti. </span><span class="t s1_40 tu_40">Hodnocen&#xED; rizika </span><span class="t s2_40 tv_40">Toto riziko je &#x10D;&#xE1;ste&#x10D;n&#x11B; sn&#xED;&#x17E;eno poji&#x161;t&#x11B;n&#xED;m, kter&#xE9; maj&#xED; jednotliv&#xED; &#x10D;lenov&#xE9; Skupiny Spole&#x10D;nosti pro tyto p&#x159;&#xED;pady </span><span class="t s2_40 tw_40">sjedn&#xE1;no a profesion&#xE1;ln&#xED; pravidelnou &#xFA;dr&#x17E;bou v ka&#x17E;d&#xE9; nemovitosti. V r&#xE1;mci roku 2025 nedo&#x161;lo k v&#xFD;znamn&#xE9;mu </span><span class="t s2_40 tx_40">po&#x161;kozen&#xED; nemovitosti. </span><span class="t v0_40 s5_40 ty_40">Cenov&#xE9; riziko </span><span class="t s2_40 tz_40">Hospod&#xE1;&#x159;sk&#xE9; v&#xFD;sledky spole&#x10D;nosti jsou z&#xE1;visl&#xE9; p&#x159;edev&#x161;&#xED;m na v&#xFD;&#x161;i vybran&#xE9;ho n&#xE1;jemn&#xE9;ho. Pokud by do&#x161;lo ke </span><span class="t s2_40 t10_40">sn&#xED;&#x17E;en&#xED; cenov&#xE9; hladiny n&#xE1;jm&#x16F;, a to nap&#x159;&#xED;klad z d&#x16F;vodu n&#xE1;r&#x16F;stu konkurence, &#x10D;i z d&#x16F;vodu negativn&#xED;ho </span><span class="t s2_40 t11_40">makroekonomick&#xE9;ho &#x10D;i demografick&#xE9;ho v&#xFD;voje, mohla by tato skute&#x10D;nost m&#xED;t negativn&#xED; vliv na hospoda&#x159;en&#xED; </span><span class="t s2_40 t12_40">Spole&#x10D;nosti. </span><span class="t s1_40 t13_40">Hodnocen&#xED; rizika </span><span class="t s2_40 t14_40">Spole&#x10D;nost pro minimalizaci tohoto rizika kontinu&#xE1;ln&#x11B; vylep&#x161;uje sv&#xE9; nemovitosti a sjedn&#xE1;v&#xE1; dlouhodob&#xE9; smlouvy </span><span class="t s3_40 t15_40">s pravidelnou indexac&#xED; dle inflace. </span><span class="t s0_40 t1_40">40 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEX///+nxBvIAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/></div><span class="t v0_41 s1_41 t2_41">Riziko neobsazen&#xED; prostor </span><span class="t s2_41 t3_41">Stejn&#x11B; jako u cenov&#xE9;ho rizika, pokud by prostory k pron&#xE1;jmu z&#x16F;staly del&#x161;&#xED; dobu neobsazen&#xE9;, m&#x16F;&#x17E;e se tato </span><span class="t s2_41 t4_41">skute&#x10D;nost projevit ve v&#xFD;&#x161;i celkov&#xE9;ho vybran&#xE9;ho n&#xE1;jemn&#xE9;ho a m&#xED;t tak negativn&#xED; dopad na hospod&#xE1;&#x159;sk&#xE9; v&#xFD;sledky </span><span class="t s2_41 t5_41">Spole&#x10D;nosti. To se m&#x16F;&#x17E;e st&#xE1;t v p&#x159;&#xED;pad&#x11B; negativn&#xED;ho tr&#x17E;n&#xED;ho v&#xFD;voje, p&#x159;&#xED;padn&#x11B; po p&#x159;ed&#x10D;asn&#xE9;m ukon&#x10D;en&#xED; nebo </span><span class="t s2_41 t6_41">neobnoven&#xED; st&#xE1;vaj&#xED;c&#xED;ch n&#xE1;jemn&#xED;ch smluv. Realizace rizika neobsazen&#xED; prostor dal&#x161;&#xED; rizika, a to nap&#x159;&#xED;klad v krajn&#xED;m </span><span class="t s2_41 t7_41">p&#x159;&#xED;pad&#x11B; a&#x17E; zastaven&#xED; projektu v developersk&#xE9; f&#xE1;zi nebo m&#x16F;&#x17E;e zp&#x16F;sobit v&#xFD;znamn&#xFD; pokles hodnoty nemovitost&#xED;. </span><span class="t s3_41 t8_41">Hodnocen&#xED; rizika </span><span class="t s2_41 t9_41">Riziko neobsazen&#xED; prostor je sn&#xED;&#x17E;eno diversifikac&#xED; pron&#xE1;jmu obsazen&#xFD;ch ploch r&#x16F;zn&#xFD;m n&#xE1;jemc&#x16F;m. Prostory jsou </span><span class="t s4_41 ta_41">k 31.12.2025 obsazeny z 99 % a nep&#x159;edpokl&#xE1;d&#xE1; se pokles obsazenosti vzhledem k dosavadn&#xED;m smlouv&#xE1;m. </span><span class="t v0_41 s1_41 tb_41">Riziko poklesu hodnoty nemovitost&#xED; &#x2013; sn&#xED;&#x17E;en&#xED; hodnoty nefinan&#x10D;n&#xED;ch aktiv </span><span class="t s2_41 tc_41">Hodnotu pozemk&#x16F; a nemovitost&#xED; ovliv&#x148;uje cel&#xE1; &#x159;ada faktor&#x16F;, a to nap&#x159;&#xED;klad v&#xFD;voj makroekonomick&#xE9;ho prost&#x159;ed&#xED;, </span><span class="t s2_41 td_41">lokality, technick&#xE9;ho stavu nemovitosti, obsazenosti, v&#xFD;&#x161;e n&#xE1;jemn&#xE9;ho apod. Negativn&#xED; zm&#x11B;na t&#x11B;chto faktor&#x16F; by </span><span class="t s2_41 te_41">mohla zp&#x16F;sobit pokles tr&#x17E;n&#xED; hodnoty nemovitost&#xED; vlastn&#x11B;n&#xFD;ch spole&#x10D;nostmi ve Skupin&#x11B; Spole&#x10D;nosti s negativn&#xED;m </span><span class="t s2_41 tf_41">dopadem na v&#xFD;kazy Spole&#x10D;nosti, v krajn&#xED;m p&#x159;&#xED;pad&#x11B; by mohlo doj&#xED;t k poru&#x161;en&#xED; kovenant v&#xE1;zan&#xFD;ch na hodnotu </span><span class="t s4_41 tg_41">nemovitost&#xED; u financuj&#xED;c&#xED;ch instituc&#xED;. </span><span class="t s3_41 th_41">Hodnocen&#xED; rizika </span><span class="t s2_41 ti_41">Spole&#x10D;nost pe&#x10D;liv&#x11B; monitoruje v&#xFD;voj realitn&#xED;ho trhu a podnik&#xE1; aktivn&#xED; kroky v r&#xE1;mci asset managementu vedouc&#xED; </span><span class="t s4_41 tj_41">k maximalizaci hodnoty retail park&#x16F;. </span><span class="t v0_41 s1_41 tk_41">Riziko konkurence </span><span class="t s2_41 tl_41">Spole&#x10D;nost podnik&#xE1; v pln&#x11B; tr&#x17E;n&#xED;m odv&#x11B;tv&#xED; a je tak otev&#x159;ena konkuren&#x10D;n&#xED;mu riziku jak ze strany kamenn&#xFD;ch prodejen </span><span class="t s2_41 tm_41">zbo&#x17E;&#xED; z&#xE1;kladn&#xED; spot&#x159;eby a v&#x11B;t&#x161;&#xED;ch obchodn&#xED;ch center s koncentrovanou nab&#xED;dkou zbo&#x17E;&#xED;, tak i ze strany tzv. e-shop&#x16F;, </span><span class="t s2_41 tn_41">kter&#xE9; trendov&#x11B; generuj&#xED; st&#xE1;le vy&#x161;&#x161;&#xED; tr&#x17E;by. To m&#x16F;&#x17E;e m&#xED;t za n&#xE1;sledek sni&#x17E;ov&#xE1;n&#xED; pronajat&#xFD;ch prodejn&#xED;ch ploch &#x10D;i pokles </span><span class="t s4_41 to_41">ceny n&#xE1;jmu. Na druhou stranu, n&#xE1;jemci v retail parc&#xED;ch prod&#xE1;vaj&#xED; &#x10D;asto tzv. zbo&#x17E;&#xED; z&#xE1;kladn&#xED; spot&#x159;eby, kter&#xE9; m&#xE1; m&#xE1;lo </span><span class="t s2_41 tp_41">cyklickou popt&#xE1;vku a retail parky &#x10D;asto obsluhuj&#xED; danou sp&#xE1;dovou oblast. </span><span class="t s3_41 tq_41">Hodnocen&#xED; rizika </span><span class="t s2_41 tr_41">Jednotliv&#xE9; retail parky maj&#xED; svou sp&#xE1;dovou oblast z&#xE1;kazn&#xED;k&#x16F; a &#x10D;asto specifick&#xE9; obchody, kter&#xE9; v portfoliu </span><span class="t s2_41 ts_41">obchodn&#xED;ch center nejsou zastoupeny. V dob&#x11B; pandemie koronaviru v roce 2020/2021 prok&#xE1;zaly retail parky </span><span class="t s2_41 tt_41">konkuren&#x10D;n&#xED; v&#xFD;hodu v podob&#x11B; samostatn&#x11B; p&#x159;&#xED;stupn&#xFD;ch obchod&#x16F; a vhodn&#xE9;ho mixu jednotliv&#xFD;ch obchod&#x16F;. </span><span class="t v0_41 s1_41 tu_41">Makroekonomick&#xE1; rizika </span><span class="t s2_41 tv_41">Mo&#x17E;n&#xFD; negativn&#xED; v&#xFD;voj makroekonomick&#xFD;ch veli&#x10D;in m&#x16F;&#x17E;e m&#xED;t negativn&#xED; dopad na lok&#xE1;ln&#xED; kupn&#xED; s&#xED;lu obyvatelstva &#x10D;i </span><span class="t s2_41 tw_41">ovlivnit jejich sklon ke spot&#x159;eb&#x11B;. Ni&#x17E;&#x161;&#xED; kupn&#xED; s&#xED;la obyvatelstva &#x10D;i odklad n&#x11B;kter&#xFD;ch n&#xE1;kup&#x16F; v dob&#x11B; ekonomick&#xE9;ho </span><span class="t s2_41 tx_41">zpomalen&#xED; &#x10D;i poklesu se m&#x16F;&#x17E;e negativn&#x11B; projevit na hospod&#xE1;&#x159;sk&#xE9;m v&#xFD;sledku n&#xE1;jemc&#x16F; a m&#xED;t negativn&#xED; dopad na </span><span class="t s2_41 ty_41">hospoda&#x159;en&#xED; Spole&#x10D;nosti. Negativn&#xED; makroekonomick&#xFD; v&#xFD;voj by tak&#xE9; mohl zp&#x16F;sobit pokles hodnoty nemovitost&#xED; &#x10D;i </span><span class="t s2_41 tz_41">zhor&#x161;en&#xED; podm&#xED;nek na trhu financov&#xE1;n&#xED;. </span><span class="t s3_41 t10_41">Hodnocen&#xED; rizika </span><span class="t s2_41 t11_41">Spole&#x10D;nost </span><span class="t s2_41 t12_41">na </span><span class="t s2_41 t13_41">z&#xE1;klad&#x11B; </span><span class="t s2_41 t14_41">progn&#xF3;z </span><span class="t s2_41 t15_41">relevantn&#xED;ch </span><span class="t s2_41 t16_41">ve&#x159;ejn&#xFD;ch </span><span class="t s2_41 t17_41">instituc&#xED; </span><span class="t s2_41 t18_41">o&#x10D;ek&#xE1;v&#xE1; </span><span class="t s2_41 t19_41">postoupnou </span><span class="t s2_41 t1a_41">stabilizaci </span><span class="t s2_41 t1b_41">makroekonomick&#xE9;ho prost&#x159;ed&#xED; v &#x10C;esku i na Slovensku, p&#x159;edev&#x161;&#xED;m stabiln&#xED; r&#x16F;st HDP, dodr&#x17E;en&#xED; infla&#x10D;n&#xED;ho c&#xED;le, p&#x159;i </span><span class="t s2_41 t1c_41">zachov&#xE1;n&#xED; n&#xED;zk&#xE9; m&#xED;ry nezam&#x11B;stnanosti. Z&#xE1;rove&#x148;, koncept retail park&#x16F; se ukazuje jako odoln&#xFD; v&#x16F;&#x10D;i extern&#xED;m </span><span class="t s2_41 t1d_41">negativn&#xED;m &#x161;ok&#x16F;m. </span><span class="t s0_41 t1_41">41 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,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" style="width:909px;height:1286px"/></div><span class="t v0_42 s1_42 t2_42">Lok&#xE1;ln&#xED; rizika </span><span class="t s2_42 t3_42">V r&#xE1;mci urbaniza&#x10D;n&#xED;ch proces&#x16F; lze vysledovat trend, kdy se obyvatelstvo st&#x11B;huje z men&#x161;&#xED;ch center do </span><span class="t s3_42 t4_42">urbanizovan&#xFD;ch celk&#x16F;. Pro &#x10C;eskou a Slovenskou republiku je typick&#xFD; &#xFA;bytek populace zejm&#xE9;na v s&#xED;dlech do 10 tis&#xED;c </span><span class="t s3_42 t5_42">obyvatel. Do velk&#xFD;ch m&#x11B;st &#x10D;i jejich okol&#xED; se st&#x11B;huj&#xED; zejm&#xE9;na mlad&#xED; lid&#xE9; a lid&#xE9; s vy&#x161;&#x161;&#xED;m vzd&#x11B;l&#xE1;n&#xED;m a p&#x159;&#xED;jmem. </span><span class="t s3_42 t6_42">Spole&#x10D;nost provozuje retail parky na okraji v&#x11B;t&#x161;&#xED;ch m&#x11B;st &#x10D;i v men&#x161;&#xED;ch m&#x11B;stech a negativn&#xED; demografick&#xFD; v&#xFD;voj </span><span class="t s2_42 t7_42">v n&#x11B;kter&#xE9; oblasti m&#x16F;&#x17E;e m&#xED;t negativn&#xED; dopad na hospoda&#x159;en&#xED; spole&#x10D;nosti. Men&#x161;&#xED; m&#x11B;sta jsou tak&#xE9; v&#xED;ce n&#xE1;chyln&#xE1; </span><span class="t s2_42 t8_42">k riziku odchodu v&#xFD;znamn&#xE9;ho zam&#x11B;stnavatele, jen&#x17E; m&#x16F;&#x17E;e zp&#x16F;sobit lok&#xE1;ln&#xED; r&#x16F;st nezam&#x11B;stnanosti s negativn&#xED;m </span><span class="t s2_42 t9_42">dopadem na kupn&#xED; s&#xED;lu obyvatelstva. </span><span class="t s4_42 ta_42">Hodnocen&#xED; rizika </span><span class="t s2_42 tb_42">Lok&#xE1;ln&#xED; rizika jsou minimalizovan&#xE1; diversifikac&#xED; portfolia &#x2013; ka&#x17E;d&#xFD; retail park se nach&#xE1;z&#xED; v jin&#xE9;m m&#x11B;st&#x11B;. </span><span class="t v0_42 s1_42 tc_42">Rizika spojen&#xE1; s procesem &#xFA;&#x10D;etn&#xED;ho v&#xFD;kaznictv&#xED; </span><span class="t s3_42 td_42">Skupina vyu&#x17E;&#xED;v&#xE1; k zaji&#x161;t&#x11B;n&#xED; &#xFA;&#x10D;etn&#xED;ch slu&#x17E;eb extern&#xED;ho dodavatele, spole&#x10D;nost ASB Czech Republic, s.r.o., kter&#xE1; je </span><span class="t s2_42 te_42">profesion&#xE1;lem v poskytov&#xE1;n&#xED; &#xFA;&#x10D;etn&#xED;ch a poradensk&#xFD;ch slu&#x17E;eb s dlouholetou tradic&#xED;. ASB zaji&#x161;&#x165;uje kompletn&#xED; </span><span class="t s3_42 tf_42">dod&#xE1;vku &#xFA;&#x10D;etn&#xED;ch slu&#x17E;eb, v&#x10D;etn&#x11B; da&#x148;ov&#xE9;ho poradenstv&#xED;. Faktickou spr&#xE1;vnost &#xFA;&#x10D;etnictv&#xED; zabezpe&#x10D;uje vnit&#x159;n&#xED; </span><span class="t s3_42 tg_42">nastaven&#xED; &#xFA;&#x10D;etn&#xED;ho dodavatele, kter&#xFD; vyu&#x17E;&#xED;v&#xE1; syst&#xE9;m v&#xED;ce&#xFA;rov&#x148;ov&#xE9; kontroly. &#xDA;&#x10D;etn&#xED; v&#xFD;kazy jsou na pravideln&#xE9; b&#xE1;zi </span><span class="t s3_42 th_42">p&#x159;edkl&#xE1;d&#xE1;ny mana&#x17E;er&#x16F;m Skupiny. </span><span class="t s3_42 ti_42">Syst&#xE9;m vnit&#x159;n&#xED; kontroly ve Spole&#x10D;nosti pln&#xED; funkce dozor&#x10D;&#xED; rady, na z&#xE1;klad&#x11B; jej&#xED;ho z&#xE1;v&#x11B;ru a pov&#x11B;&#x159;en&#xED; veden&#xED; </span><span class="t s3_42 tj_42">spole&#x10D;nosti FIDUROCK Nemovitosti a.s. &#x10D;in&#xED; p&#x159;&#xED;padn&#xE9; pot&#x159;ebn&#xE9; kroky. </span><span class="t s4_42 tk_42">Hodnocen&#xED; rizika </span><span class="t s3_42 tl_42">Dle Managementu Spole&#x10D;nosti pod&#xE1;vaj&#xED; data uveden&#xE1; v t&#xE9;to zpr&#xE1;v&#x11B; v&#x11B;rn&#xFD; a poctiv&#xFD; obraz o podnikatelsk&#xE9; &#x10D;innosti, </span><span class="t s3_42 tm_42">finan&#x10D;n&#xED; situaci a v&#xFD;sledc&#xED;ch hospoda&#x159;en&#xED; za 2025 a o vyhl&#xED;dk&#xE1;ch budouc&#xED;ho v&#xFD;voje finan&#x10D;n&#xED; situace, podnikatelsk&#xE9; </span><span class="t s3_42 tn_42">&#x10D;innosti a v&#xFD;sledk&#x16F; hospoda&#x159;en&#xED; a nebyly v n&#xED; zaml&#x10D;eny &#x17E;&#xE1;dn&#xE9; skute&#x10D;nosti, kter&#xE9; by m&#x11B;ly dopad na v&#xFD;znam </span><span class="t s3_42 to_42">konsolidovan&#xE9; v&#xFD;ro&#x10D;n&#xED; finan&#x10D;n&#xED; zpr&#xE1;vy </span><span class="t v0_42 s5_42 tp_42">Riziko soudn&#xED;ch spor&#x16F; </span><span class="t s3_42 tq_42">Riziko soudn&#xED;ch spor&#x16F; p&#x159;edstavuje potenci&#xE1;ln&#xED; negativn&#xED; dopady na Spole&#x10D;nost v p&#x159;&#xED;pad&#x11B; takov&#xE9;ho &#x159;&#xED;zen&#xED;, a to </span><span class="t s2_42 tr_42">nejen v podob&#x11B; finan&#x10D;n&#xED; v p&#x159;&#xED;pad&#x11B; ne&#xFA;sp&#x11B;chu sporu, ale tak&#xE9; v podob&#x11B; marn&#x11B; vynalo&#x17E;en&#xFD;ch n&#xE1;klad&#x16F; a lidsk&#xFD;ch </span><span class="t s3_42 ts_42">zdroj&#x16F;. </span><span class="t s4_42 tt_42">Hodnocen&#xED; rizika </span><span class="t s3_42 tu_42">K datu vyd&#xE1;n&#xED; t&#xE9;to zpr&#xE1;vy nen&#xED; Spole&#x10D;nost ani jin&#xFD; &#x10D;len Skupiny Spole&#x10D;nosti &#xFA;&#x10D;astn&#xED;kem &#x17E;&#xE1;dn&#xFD;ch soudn&#xED;ch, </span><span class="t s3_42 tv_42">rozhod&#x10D;&#xED;ch ani jin&#xFD;ch &#x159;&#xED;zen&#xED; a nen&#xED; si v&#x11B;dom, &#x17E;e by n&#x11B;jak&#xE9; takov&#xE9; &#x159;&#xED;zen&#xED; hrozilo. Nelze zcela vylou&#x10D;it, &#x17E;e </span><span class="t s2_42 tw_42">v budoucnosti se m&#x16F;&#x17E;e st&#xE1;t &#xFA;&#x10D;astn&#xED;kem takov&#xE9;ho &#x159;&#xED;zen&#xED;, kter&#xE9; by ve sv&#xE9;m d&#x16F;sledku mohlo m&#xED;t negativn&#xED; vliv na </span><span class="t s3_42 tx_42">jeho hospod&#xE1;&#x159;skou situaci. </span><span class="t v0_42 s5_42 ty_42">Riziko zah&#xE1;jen&#xED; insolven&#x10D;n&#xED;ho &#x159;&#xED;zen&#xED; </span><span class="t s2_42 tz_42">V p&#x159;&#xED;pad&#x11B; zah&#xE1;jen&#xED; insolven&#x10D;n&#xED;ho &#x159;&#xED;zen&#xED; je dlu&#x17E;n&#xED;k omezen v nakl&#xE1;d&#xE1;n&#xED; s majetkovou podstatou, a to zejm&#xE9;na pokud </span><span class="t s3_42 t10_42">by m&#x11B;lo j&#xED;t o podstatn&#xE9; zm&#x11B;ny ve skladb&#x11B;, vyu&#x17E;it&#xED; nebo ur&#x10D;en&#xED; tohoto majetku, anebo o jeho nikoli zanedbateln&#xE9; </span><span class="t s3_42 t11_42">zmen&#x161;en&#xED;. I kdy&#x17E; se tato omezen&#xED; net&#xFD;kaj&#xED; &#xFA;kon&#x16F; nutn&#xFD;ch k b&#x11B;&#x17E;n&#xE9;mu provozu podniku, nelze vylou&#x10D;it, &#x17E;e p&#x159;&#xED;padn&#xE9; </span><span class="t s3_42 t12_42">pod&#xE1;n&#xED; opodstatn&#x11B;n&#xE9;ho &#x10D;i neopodstatn&#x11B;n&#xE9;ho insolven&#x10D;n&#xED;ho n&#xE1;vrhu by nem&#x11B;lo negativn&#xED; dopad na finan&#x10D;n&#xED; situaci </span><span class="t s3_42 t13_42">Spole&#x10D;nosti. </span><span class="t s4_42 t14_42">Hodnocen&#xED; rizika </span><span class="t s3_42 t15_42">Ve Skupin&#x11B; nebylo zah&#xE1;jeno ani neprob&#xED;h&#xE1; &#x17E;&#xE1;dn&#xE9; insolven&#x10D;n&#xED; &#x159;&#xED;zen&#xED;. </span><span class="t s0_42 t1_42">42 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEX///+nxBvIAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/></div><span class="t v0_43 s1_43 t2_43">Riziko zm&#x11B;ny klimatu </span><span class="t s2_43 t3_43">Riziko zm&#x11B;ny klimatu p&#x159;edstavuje pro FIDUROCK potenci&#xE1;ln&#xED; negativn&#xED; dopady vypl&#xFD;vaj&#xED;c&#xED; ze zm&#x11B;ny </span><span class="t s3_43 t4_43">klimatu   extr&#xE9;mn&#xED;ch v&#xFD;kyvech po&#x10D;as&#xED;, a to p&#x159;edev&#x161;&#xED;m extr&#xE9;mn&#xED; teplo/zima, extr&#xE9;mn&#xED; sucho &#x10D;i extr&#xE9;mn&#xED;ch sr&#xE1;&#x17E;ky. </span><span class="t s2_43 t5_43">Vztah mezi po&#x10D;as&#xED;m a chov&#xE1;n&#xED;m z&#xE1;kazn&#xED;k&#x16F; v r&#xE1;mci na&#x161;eho portfolia nen&#xED; p&#x159;&#xED;mo souvisej&#xED;c&#xED;. Spot&#x159;ebitel by </span><span class="t s2_43 t6_43">potenci&#xE1;ln&#x11B; mohl preferovat takov&#xE9; obchodn&#xED; jednotky, kter&#xE9; jsou l&#xE9;pe p&#x159;izp&#x16F;sobeny &#x2013; nap&#x159;&#xED;klad zast&#xED;n&#x11B;n&#xE9;/kryt&#xE9; </span><span class="t s2_43 t7_43">parkovi&#x161;t&#x11B; &#x10D;i d&#x16F;raz na teplotn&#xED; komfort p&#x159;i nakupov&#xE1;n&#xED;. Spot&#x159;ebitelsk&#xE9; preference pr&#x16F;b&#x11B;&#x17E;n&#x11B; mapujeme a na&#x161;e retail </span><span class="t s2_43 t8_43">parky se pru&#x17E;n&#x11B; sna&#x17E;&#xED;me preferenc&#xED;m p&#x159;izp&#x16F;sobovat. </span><span class="t s4_43 t9_43">Hodnocen&#xED; rizika </span><span class="t s3_43 ta_43">V sou&#x10D;asn&#xE9; dob&#x11B; n&#xE1;m nejsou zn&#xE1;my indikace, &#x17E;e by toto riziko mohlo m&#xED;t na FIDUROCK v dohledn&#xE9; dob&#x11B; dopad. </span><span class="t v1_43 s5_43 tb_43">St&#x159;edn&#x11B;dob&#xFD; v&#xFD;hled aktivit skupiny </span><span class="t s3_43 tc_43">C&#xED;lem skupiny ve st&#x159;edn&#x11B;dob&#xE9;m horizontu je provozovat v&#xED;ce ne&#x17E; 20 retail park&#x16F; v &#x10C;esk&#xE9; republice a na Slovensku </span><span class="t s3_43 td_43">a kontinu&#xE1;ln&#x11B; zlep&#x161;ovat sv&#xE9; slu&#x17E;by ve st&#xE1;vaj&#xED;c&#xED;ch retail parc&#xED;ch s ohledem na udr&#x17E;itelnost a dlouhodob&#xFD; r&#x16F;st. V roce </span><span class="t s3_43 te_43">2026 se budeme soust&#x159;edit zejm&#xE9;na na n&#xE1;sleduj&#xED;c&#xED; aktivity: </span><span class="t s2_43 tf_43">1. Rozvoj energeticky &#xFA;sporn&#xFD;ch budov: Skupina bude pokra&#x10D;ovat ve v&#xFD;stavb&#x11B; a provozu energeticky &#xFA;sporn&#xFD;ch </span><span class="t s2_43 tg_43">budov, s c&#xED;lem z&#xED;skat energetick&#xE9; &#x161;t&#xED;tky A nebo B pro v&#x161;echny nov&#xE9; developersk&#xE9; projekty retail park&#x16F;. Tento krok </span><span class="t s2_43 th_43">nejen sn&#xED;&#x17E;&#xED; provozn&#xED; n&#xE1;klady, ale tak&#xE9; p&#x159;isp&#x11B;je k ochran&#x11B; &#x17E;ivotn&#xED;ho prost&#x159;ed&#xED;. </span><span class="t s3_43 ti_43">2. Zelen&#xE1; iniciativa: FIDUROCK bude nad&#xE1;le kl&#xE1;st d&#x16F;raz na dostatek zelen&#x11B; v r&#xE1;mci sv&#xFD;ch projekt&#x16F;, v&#x10D;etn&#x11B; </span><span class="t s2_43 tj_43">realizace zelen&#xFD;ch st&#x159;ech a st&#x11B;n. Tyto iniciativy zlep&#x161;&#xED; estetiku retail park&#x16F; a p&#x159;isp&#x11B;j&#xED; k ochran&#x11B; p&#x159;&#xED;rodn&#xED;ch stanovi&#x161;&#x165;. </span><span class="t s2_43 tk_43">3. Elektromobilita: Skupina pl&#xE1;nuje roz&#x161;&#xED;&#x159;it s&#xED;&#x165; nab&#xED;jec&#xED;ch stanic pro elektromobily v cel&#xE9;m portfoliu, ve spolupr&#xE1;ci </span><span class="t s3_43 tl_43">s kl&#xED;&#x10D;ov&#xFD;mi partnery, jako je spole&#x10D;nost Innogy. Tento krok podpo&#x159;&#xED; p&#x159;echod na &#x10D;ist&#x161;&#xED; dopravu a zv&#xFD;&#x161;&#xED; atraktivitu </span><span class="t s2_43 tm_43">retail park&#x16F; pro z&#xE1;kazn&#xED;ky. </span><span class="t s2_43 tn_43">4. Fotovoltaick&#xE9; elektr&#xE1;rny: FIDUROCK bude pokra&#x10D;ovat v instalaci fotovoltaick&#xFD;ch elektr&#xE1;ren na st&#x159;ech&#xE1;ch sv&#xFD;ch </span><span class="t s2_43 to_43">objekt&#x16F;. V roce 2026 by m&#x11B;lo doj&#xED;t ke zprovozn&#x11B;n&#xED; fotovoltaik na v&#x161;ech zb&#xFD;vaj&#xED;c&#xED;ch objektech v &#x10C;esk&#xE9; republice, </span><span class="t s2_43 tp_43">p&#x159;i&#x10D;em&#x17E; p&#x159;&#xED;pravn&#xE9; pr&#xE1;ce na Slovensku budou zah&#xE1;jeny v bl&#xED;zk&#xE9; dob&#x11B;. </span><span class="t s2_43 tq_43">5. Monitorov&#xE1;n&#xED; klimatick&#xFD;ch zm&#x11B;n: Skupina bude sledovat dopady klimatick&#xFD;ch zm&#x11B;n na sv&#xE1; fyzick&#xE1; aktiva </span><span class="t s3_43 tr_43">a dodavatelsk&#xE9; &#x159;et&#x11B;zce, s c&#xED;lem minimalizovat rizika a n&#xE1;klady na poji&#x161;t&#x11B;n&#xED;. Adaptace na klimatick&#xE9; zm&#x11B;ny </span><span class="t s3_43 ts_43">a sni&#x17E;ov&#xE1;n&#xED; emis&#xED; sklen&#xED;kov&#xFD;ch plyn&#x16F; budou kl&#xED;&#x10D;ov&#xFD;mi kroky k dosa&#x17E;en&#xED; t&#x11B;chto c&#xED;l&#x16F;. </span><span class="t s6_43 tt_43">St&#xE1;vaj&#xED;c&#xED; portfolio provozovan&#xFD;ch retail park&#x16F; </span><span class="t s2_43 tu_43">&#x158;&#xED;d&#xED;c&#xED; org&#xE1;ny se v roce 2025 v r&#xE1;mci Spole&#x10D;nosti a jej&#xED;ch dce&#x159;in&#xFD;ch spole&#x10D;nost&#xED; ve vztahu k redevelopmentu </span><span class="t s2_43 tv_43">st&#xE1;vaj&#xED;c&#xED;ho portfolia provozovan&#xFD;ch retail park&#x16F; nezav&#xE1;zaly k &#x17E;&#xE1;dn&#xFD;m v&#xFD;znamn&#xFD;m investi&#x10D;n&#xED;m v&#xFD;daj&#x16F;m. </span><span class="t s7_43 tw_43">Development nov&#xFD;ch projekt&#x16F; </span><span class="t s2_43 tx_43">Skupina v dal&#x161;&#xED;m pr&#x16F;b&#x11B;hu roku 2026 pl&#xE1;nuje z&#xED;sk&#xE1;n&#xED; Stavebn&#xED;ho povolen&#xED; na stavbu projektu RP Levice, II. Etapa </span><span class="t s3_43 ty_43">a jej&#xED; zah&#xE1;jen&#xED;. Z&#xE1;rove&#x148; je v pl&#xE1;nu dokon&#x10D;en&#xED; prac&#xED; a otev&#x159;en&#xED; retail parku Pie&#x161;&#x165;any. D&#xE1;le roz&#x161;&#xED;&#x159;en&#xED; retail parku </span><span class="t s3_43 tz_43">Trnava f&#xE1;ze IIB a roz&#x161;&#xED;&#x159;en&#xED; prostor pro AAA Auto v Liberci. </span><span class="t s2_43 t10_43">&#x158;&#xED;d&#xED;c&#xED; org&#xE1;ny v r&#xE1;mci Spole&#x10D;nosti a jej&#xED;ch dce&#x159;in&#xFD;ch spole&#x10D;nost&#xED; ve vztahu k developmentu nov&#xFD;ch projekt&#x16F; &#x10D;i retail </span><span class="t s2_43 t11_43">park&#x16F; zav&#xE1;zaly k investi&#x10D;n&#xED;m v&#xFD;daj&#x16F;m, kter&#xE9; plynou z v&#xFD;&#x161;e uveden&#xFD;ch development&#x16F;. </span><span class="t s6_43 t12_43">Efektivita projekt&#x16F; </span><span class="t s2_43 t13_43">Prioritou spr&#xE1;vy jednotliv&#xFD;ch budov je i nad&#xE1;le optimalizace a zefektivn&#x11B;n&#xED; na &#xFA;rovni jednotliv&#xFD;ch SPV a t&#xED;m redukce </span><span class="t s2_43 t14_43">n&#xE1;klad&#x16F; pronaj&#xED;matele a nav&#xFD;&#x161;en&#xED; provozn&#xED;ho zisku. Pl&#xE1;n spo&#x10D;&#xED;v&#xE1; p&#x159;edev&#x161;&#xED;m v dlouhodob&#xE9; snaze nav&#xFD;&#x161;en&#xED; fixn&#xED;ch </span><span class="t s2_43 t15_43">poplatk&#x16F; za slu&#x17E;by u p&#x159;&#xED;le&#x17E;itost&#xED; prodlu&#x17E;ov&#xE1;n&#xED; n&#xE1;jemn&#xED;ch smluv. D&#xE1;le pak v dal&#x161;&#xED; redukci provozn&#xED;ch v&#xFD;daj&#x16F; </span><span class="t s2_43 t16_43">zam&#x11B;&#x159;en&#xE9; na specifika jednotliv&#xFD;ch asset&#x16F;. V neposledn&#xED; &#x159;ad&#x11B; je sou&#x10D;&#xE1;st&#xED; pl&#xE1;nu tak&#xE9; obsazen&#xED; n&#x11B;kolika voln&#xFD;ch </span><span class="t s3_43 t17_43">jednotek a pr&#x16F;b&#x11B;&#x17E;n&#xE9; prodlu&#x17E;ov&#xE1;n&#xED; kon&#x10D;&#xED;c&#xED;ch smluv, tak aby byla zaji&#x161;t&#x11B;na maxim&#xE1;ln&#xED; obsazenost, aby se </span><span class="t s2_43 t18_43">redukovaly ztr&#xE1;ty na provozn&#xED;ch n&#xE1;klad&#x16F; a v&#xFD;padky p&#x159;&#xED;jm&#x16F; z n&#xE1;jm&#x16F;. </span><span class="t s0_43 t1_43">43 </span><a id="a131_118" style="left:103px;bottom:950px;position:absolute;transform-origin:bottom left"> </a></div>
<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEX///+nxBvIAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/></div><span class="t s1_44 t2_44">Zvy&#x161;ov&#xE1;n&#xED; efektivity projekt&#x16F; je tak&#xE9; zaji&#x161;t&#x11B;no pr&#x16F;b&#x11B;&#x17E;n&#xFD;m vyhodnocov&#xE1;n&#xED;m pr&#xE1;ce property manager&#x16F; a pravideln&#xFD;m </span><span class="t s1_44 t3_44">prov&#xE1;d&#x11B;n&#xED;m tendr&#x16F; na v&#xFD;b&#x11B;r nov&#xFD;ch, aby byla zaji&#x161;t&#x11B;na p&#xE9;&#x10D;e &#x159;&#xE1;dn&#xE9;ho hospod&#xE1;&#x159;e. </span><span class="t s2_44 t4_44">Akvizice nov&#xFD;ch projekt&#x16F; &#x10D;i retail park&#x16F; </span><span class="t s3_44 t5_44">V sou&#x10D;asn&#xE9; dob&#x11B; vyhodnocujeme potenci&#xE1;ln&#xED; akvizice n&#x11B;kolika dal&#x161;&#xED;ch retail park&#x16F; pro roz&#x161;&#xED;&#x159;en&#xED; na&#x161;eho portfolia, </span><span class="t s3_44 t6_44">a to jak v &#x10C;esk&#xE9; republice, tak na Slovensku. Z&#xE1;rove&#x148; Spole&#x10D;nost analyzuje mo&#x17E;nosti vstupu na trh rakousk&#xFD;. Pro </span><span class="t s3_44 t7_44">rok 2026 jsou v pl&#xE1;nu dal&#x161;&#xED; akvizice nov&#xFD;ch retail park&#x16F;. V&#x161;echny nov&#xE9; akvizice podl&#xE9;haj&#xED; d&#x16F;kladn&#xE9;mu v&#xFD;b&#x11B;ru </span><span class="t s1_44 t8_44">podpo&#x159;en&#xE9;ho intern&#xED;mi anal&#xFD;zami a extern&#xED;mi due dilligence. </span><span class="t s1_44 t9_44">Do skupiny FIDUROCK se vyb&#xED;raj&#xED; pouze &#x17E;ivotaschopn&#xE9; projekty, jejich&#x17E; provozov&#xE1;n&#xED; je smyslupln&#xE9; nejen pro </span><span class="t s3_44 ta_44">FIDUROCK, ale tak&#xE9; pro ve&#x159;ejnost. </span><span class="t s2_44 tb_44">Kontinu&#xE1;ln&#xED; zlep&#x161;ov&#xE1;n&#xED; firemn&#xED;ch proces&#x16F; </span><span class="t s3_44 tc_44">Vzhledem k r&#x16F;stu na&#x161;eho portfolia a zvy&#x161;ov&#xE1;n&#xED; po&#x17E;adavk&#x16F; na efektivitu se spole&#x10D;nost zam&#x11B;&#x159;uje na optimalizaci </span><span class="t s1_44 td_44">sv&#xFD;ch intern&#xED;ch proces&#x16F; a roz&#x161;i&#x159;ov&#xE1;n&#xED; t&#xFD;mu s c&#xED;lem zv&#xFD;&#x161;it efektivitu, sn&#xED;&#x17E;it n&#xE1;kladovost a zlep&#x161;it kvalitu </span><span class="t s1_44 te_44">poskytovan&#xFD;ch slu&#x17E;eb. Tento p&#x159;&#xED;stup zahrnuje pravideln&#xE9; hodnocen&#xED; a anal&#xFD;zu st&#xE1;vaj&#xED;c&#xED;ch proces&#x16F;, identifikaci </span><span class="t s1_44 tf_44">oblast&#xED; pro zlep&#x161;en&#xED; a implementaci inovativn&#xED;ch &#x159;e&#x161;en&#xED;. D&#x16F;raz je kladen na &#x161;kolen&#xED; zam&#x11B;stnanc&#x16F; a podporu jejich </span><span class="t s1_44 tg_44">zapojen&#xED; do procesu neust&#xE1;l&#xE9;ho zlep&#x161;ov&#xE1;n&#xED;, co&#x17E; vede k vy&#x161;&#x161;&#xED; produktivit&#x11B;. </span><span class="t s3_44 th_44">Pro rok 2026 se pl&#xE1;nuje automatizace &#x10D;&#xE1;sti firemn&#xED;ch proces&#x16F; za &#xFA;&#x10D;elem zefektivn&#x11B;n&#xED; a d&#xE1;le prob&#xED;haj&#xED; anal&#xFD;zy na </span><span class="t s1_44 ti_44">vyu&#x17E;it&#xED; artificial intelligence na usnadn&#x11B;n&#xED; pr&#xE1;ce s daty. </span><span class="t s4_44 tj_44">Financov&#xE1;n&#xED; skupiny </span><span class="t s3_44 tk_44">Nastaven&#xFD; model financov&#xE1;n&#xED; je v sou&#x10D;asn&#xE9; dob&#x11B; fin&#xE1;ln&#xED; a nepl&#xE1;nujeme zm&#x11B;ny. Model pova&#x17E;ujeme za stabiln&#xED; </span><span class="t s3_44 tl_44">a vhodn&#xFD; pro portfolio Spole&#x10D;nosti. V roce 2025 do&#x161;lo k nav&#xFD;&#x161;en&#xED; a uvoln&#x11B;n&#xED; akvizi&#x10D;n&#xED; tran&#x161;e v souvislosti </span><span class="t s3_44 tm_44">s n&#xE1;kupem retail parku Ark&#xE1;da Prost&#x11B;jov. </span><span class="t s3_44 tn_44">Z dosavadn&#xED;ch dat vypl&#xFD;v&#xE1;, &#x17E;e spole&#x10D;nost bude plnit v dlouhodob&#xE9;m horizontu po&#x17E;adovan&#xE9; finan&#x10D;n&#xED; kovenanty </span><span class="t s3_44 to_44">a pokra&#x10D;ovat ve fungov&#xE1;n&#xED; ve smyslu &#x201E;going concern&#x201C;. </span><span class="t s4_44 tp_44">Obchodn&#xED; model a tvorba hodnoty </span><span class="t s1_44 tq_44">Obchodn&#xED; model spole&#x10D;nosti FIDUROCK je zalo&#x17E;en na vytv&#xE1;&#x159;en&#xED; dlouhodob&#xE9; hodnoty. Spole&#x10D;nost se zam&#x11B;&#x159;uje na </span><span class="t s1_44 tr_44">investice do kvalitn&#xED;ch nemovitost&#xED;, kter&#xE9; generuj&#xED; stabiln&#xED; a udr&#x17E;iteln&#xE9; v&#xFD;nosy. Kl&#xED;&#x10D;ov&#xFD;m prvkem obchodn&#xED;ho modelu </span><span class="t s3_44 ts_44">je diverzifikace portfolia, kter&#xE1; minimalizuje rizika a zaji&#x161;&#x165;uje stabiln&#xED; p&#x159;&#xED;jmy. FIDUROCK tak&#xE9; klade d&#x16F;raz na </span><span class="t s1_44 tt_44">budov&#xE1;n&#xED; siln&#xFD;ch vztah&#x16F; s n&#xE1;jemci a poskytov&#xE1;n&#xED; vysok&#xE9; &#xFA;rovn&#x11B; slu&#x17E;eb, co&#x17E; p&#x159;isp&#xED;v&#xE1; k dlouhodob&#xE9; spokojenosti </span><span class="t s3_44 tu_44">a loajalit&#x11B; z&#xE1;kazn&#xED;k&#x16F;. T&#xED;mto zp&#x16F;sobem spole&#x10D;nost vytv&#xE1;&#x159;&#xED; hodnotu nejen pro sv&#xE9; akcion&#xE1;&#x159;e, ale i pro &#x161;ir&#x161;&#xED; komunitu, </span><span class="t s1_44 tv_44">ve kter&#xE9; p&#x16F;sob&#xED;. </span><span class="t s0_44 t1_44">44 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEX///+nxBvIAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/></div><span class="t v0_45 s1_45 t2_45">Skute&#x10D;nosti, kter&#xE9; nastaly po 31.12.2025 </span><span class="t s2_45 t3_45">Po rozvahov&#xE9;m dni do&#x161;lo k eskalaci geopolitick&#xE9;ho nap&#x11B;t&#xED; v souvislosti se situac&#xED; kolem &#xCD;r&#xE1;nu, kter&#xE1; m&#x16F;&#x17E;e nep&#x159;&#xED;mo </span><span class="t s2_45 t4_45">ovlivnit ceny energi&#xED;, materi&#xE1;l&#x16F; a stavebn&#xED;ch prac&#xED;, stabilitu dodavatelsk&#xFD;ch &#x159;et&#x11B;zc&#x16F; i dostupnost a cenu </span><span class="t s3_45 t5_45">dlouhodob&#xE9;ho financov&#xE1;n&#xED;. K datu schv&#xE1;len&#xED; t&#xE9;to v&#xFD;ro&#x10D;n&#xED; finan&#x10D;n&#xED; zpr&#xE1;vy spole&#x10D;nost neidentifikovala skute&#x10D;nosti, </span><span class="t s2_45 t6_45">kter&#xE9; by vy&#x17E;adovaly &#xFA;pravu &#xFA;&#x10D;etn&#xED;ch hodnot vyk&#xE1;zan&#xFD;ch k rozvahov&#xE9;mu dni; mo&#x17E;n&#xE9; budouc&#xED; dopady jsou pr&#x16F;b&#x11B;&#x17E;n&#x11B; </span><span class="t s3_45 t7_45">monitorov&#xE1;ny. </span><span class="t s3_45 t8_45">Po 31.12.2025 nedo&#x161;lo k &#x17E;&#xE1;dn&#xFD;m dal&#x161;&#xED;m v&#xFD;znamn&#xFD;m skute&#x10D;nostem, kter&#xE9; by si vy&#x17E;&#xE1;daly &#xFA;pravu &#x10D;i zve&#x159;ejn&#x11B;n&#xED; </span><span class="t s3_45 t9_45">v t&#xE9;to v&#xFD;ro&#x10D;n&#xED; finan&#x10D;n&#xED; zpr&#xE1;v&#x11B;. </span><span class="t s0_45 t1_45">45 </span><a id="a132_119" style="left:103px;bottom:1177px;position:absolute;transform-origin:bottom left"> </a></div>
<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAKlBMVEX///+AkLBAWIhgZW5MTExAQEBkZGRPT0+4uLiAgIBgYGBNTU0gICDLy8utxTKAAAAErklEQVR42u3TuQ2AMBREQQO+uPpvlwpIkH6APdPAC1abEgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAb5aVKWy5xKotONC9FQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPiPvTCFIwcHagsOdG8FAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIAPzmtct3kBAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAUTxLsx9qFlywqQAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/></div><span class="t v0_46 s1_46 t2_46">Z&#xE1;kladn&#xED; finan&#x10D;n&#xED; informace </span><span class="t s3_46 t4_46">19 </span><span class="t v0_46 s2_46 t3_46">Vybran&#xE9; finan&#x10D;n&#xED; ukazatele konsolidovan&#xE9; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky </span><span class="t s4_46 t5_46">Ukazatel </span><span class="t s4_46 t6_46">2025 </span><span class="t s4_46 t7_46">2024 </span><span class="t s5_46 t8_46">Hospod&#xE1;&#x159;sk&#xE9; v&#xFD;sledky [mil. K&#x10D;] </span><span class="t s4_46 t9_46">Hrub&#xE9; provozn&#xED; v&#xFD;nosy </span><span class="t s4_46 ta_46">315,9 </span><span class="t s4_46 tb_46">297,0 </span><span class="t s6_46 tc_46">&#x10C;ist&#xFD; provozn&#xED; zisk </span><span class="t s4_46 td_46">286,0 </span><span class="t s4_46 te_46">276,5 </span><span class="t s4_46 tf_46">Provozn&#xED; zisk </span><span class="t s4_46 tg_46">501,1 </span><span class="t s4_46 th_46">397,8 </span><span class="t s6_46 ti_46">Zisk p&#x159;ed dan&#xED; </span><span class="t s4_46 tj_46">372,9 </span><span class="t s4_46 tk_46">170,7 </span><span class="t s6_46 tl_46">&#x10C;ist&#xFD; zisk </span><span class="t s4_46 tm_46">250,9 </span><span class="t s4_46 tn_46">118,6 </span><span class="t s5_46 to_46">Finan&#x10D;n&#xED; situace [mil. K&#x10D;] </span><span class="t s4_46 tp_46">Celkov&#xE1; aktiva </span><span class="t s4_46 tq_46">5 526,1 </span><span class="t s4_46 tr_46">4 617,7 </span><span class="t s7_46 ts_46">z toho dlouhodob&#xFD; majetek </span><span class="t s4_46 tt_46">5 300,5 </span><span class="t s4_46 tu_46">4 493,6 </span><span class="t s8_46 tv_46">z toho ob&#x11B;&#x17E;n&#xE1; aktiva </span><span class="t s4_46 tw_46">225,5 </span><span class="t s4_46 tx_46">124,1 </span><span class="t s4_46 ty_46">Vlastn&#xED; kapit&#xE1;l </span><span class="t s4_46 tz_46">1 433,5 </span><span class="t s4_46 t10_46">1 096,4 </span><span class="t s4_46 t11_46">Dlouhodob&#xE9; z&#xE1;vazky </span><span class="t s4_46 t12_46">3 894,6 </span><span class="t s4_46 t13_46">3 246,9 </span><span class="t s8_46 t14_46">z toho &#xFA;ro&#x10D;en&#xFD; dluh </span><span class="t s4_46 t15_46">3 376,2 </span><span class="t s4_46 t16_46">2 796,2 </span><span class="t s4_46 t17_46">Kr&#xE1;tkodob&#xE9; z&#xE1;vazky </span><span class="t s4_46 t18_46">198,0 </span><span class="t s4_46 t19_46">274,4 </span><span class="t s8_46 t1a_46">z toho &#xFA;ro&#x10D;en&#xFD; dluh </span><span class="t s4_46 t1b_46">86,3 </span><span class="t s4_46 t1c_46">153,3 </span><span class="t s5_46 t1d_46">Finan&#x10D;n&#xED; ukazatele [%, roky] </span><span class="t s4_46 t1e_46">Rentabilita investovan&#xE9;ho kapit&#xE1;lu </span><span class="t s4_46 t1f_46">7,1 % </span><span class="t s4_46 t1g_46">7,8 % </span><span class="t s6_46 t1h_46">Kapit&#xE1;lov&#xE1; p&#x159;im&#x11B;&#x159;enost </span><span class="t s4_46 t1i_46">25,9 % </span><span class="t s4_46 t1j_46">23,7 % </span><span class="t s6_46 t1k_46">Ziskov&#xE1; mar&#x17E;e </span><span class="t s4_46 t1l_46">6,5 % </span><span class="t s4_46 t1m_46">-14,4 % </span><span class="t s4_46 t1n_46">Obr&#xE1;tka st&#xE1;l&#xFD;ch aktiv </span><span class="t s4_46 t1o_46">6,0 % </span><span class="t s4_46 t1p_46">6,6 % </span><span class="t s4_46 t1q_46">NOPAT </span><span class="t s4_46 t1r_46">379,1 </span><span class="t s4_46 t1s_46">345,8 </span><span class="t s4_46 t1t_46">IC </span><span class="t s4_46 t1u_46">5 376,7 </span><span class="t s4_46 t1v_46">4 456,7 </span><span class="t s4_46 t1w_46">Provozn&#xED; CF </span><span class="t s4_46 t1x_46">187,2 </span><span class="t s4_46 t1y_46">233,9 </span><span class="t s6_46 t1z_46">Pen&#x11B;&#x17E;n&#xED; prost&#x159;edky </span><span class="t s4_46 t20_46">46,6 </span><span class="t s4_46 t21_46">40,4 </span><span class="t s6_46 t22_46">&#x10C;ist&#xFD; nerealizovan&#xFD; v&#xFD;nos z p&#x159;ecen&#x11B;n&#xED; investi&#x10D;n&#xED;ho majetku </span><span class="t s4_46 t23_46">230,3 </span><span class="t s4_46 t24_46">161,5 </span><span class="t s4_46 t25_46">Provozn&#xED; rentabilita investovan&#xE9;ho kapit&#xE1;lu </span><span class="t s4_46 t26_46">5,3 % </span><span class="t s4_46 t27_46">6,2 % </span><span class="t s8_46 t28_46">* &#xDA;daje za rok 2024 a 2023 byly opraveny tak, jak je uvedeno v kapitole 2.18 &#x201C;Oprava chyby minul&#xFD;ch let&#x201D; v </span><span class="t s8_46 t29_46">Konsolidovan&#xE9; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rce. </span><span class="t s4_46 t2a_46">Provozn&#xED; rentabilita investovan&#xE9;ho kapit&#xE1;lu je ovlivn&#x11B;na n&#xE1;kupem retail parku Ark&#xE1;da Prost&#x11B;jov. N&#xE1;kup prob&#x11B;hl 20. </span><span class="t s4_46 t2b_46">listopadu 2025. Z tohoto d&#x16F;vodu do&#x161;lo k v&#xFD;razn&#xE9;mu nav&#xFD;&#x161;en&#xED; hodnoty investi&#x10D;n&#xED;ho majetku (polo&#x17E;ka IC), ale cash </span><span class="t s4_46 t2c_46">flow m&#xE1; velmi n&#xED;zk&#xFD; dopad. </span><span class="t s4_46 t2d_46">Hrub&#xE9; provozn&#xED; v&#xFD;nosy Skupiny roku 2025 dos&#xE1;hly 315,9 mil. K&#x10D; a v porovn&#xE1;n&#xED; s rokem 2024 vzrostly o 6,4 %. R&#x16F;st </span><span class="t s6_46 t2e_46">hrub&#xFD;ch v&#xFD;nos&#x16F; je mimo jin&#xE9; zp&#x16F;soben akvizic&#xED; RP Ark&#xE1;da Prost&#x11B;jov na konci roku 2025, obsazen&#xED;m voln&#xFD;ch </span><span class="t s6_46 t2f_46">prostor&#x16F; a v neposledn&#xED; &#x159;ad&#x11B; indexac&#xED; n&#xE1;jm&#x16F;. </span><span class="t s4_46 t2g_46">Celkov&#xFD; provozn&#xED; zisk vzrostl na 501,1 mil. K&#x10D; z 397,8 mil. K&#x10D;. Tento r&#x16F;st je zp&#x16F;soben p&#x159;edev&#x161;&#xED;m ziskem </span><span class="t s4_46 t2h_46">z p&#x159;ecen&#x11B;n&#xED; investi&#x10D;n&#xED;ho majetku. Celkov&#xE1; aktiva Spole&#x10D;nosti za rok vzrostla o 908,4 mil. K&#x10D; zejm&#xE9;na jako d&#x16F;sledek </span><span class="t s6_46 t2i_46">kapit&#xE1;lov&#xFD;ch investic na jednotliv&#xFD;ch projektech a p&#x159;ecen&#x11B;n&#xED; investi&#x10D;n&#xED;ho majetku. </span><span class="t s9_46 t2j_46">19 </span><span class="t sa_46 t2k_46">Zdroj pro finan&#x10D;n&#xED; ukazatele je uveden v sekci &#x201E;Podklady pro v&#xFD;po&#x10D;et finan&#x10D;n&#xED;ch ukazatel&#x16F;&#x201C; </span><span class="t s0_46 t1_46">46 </span><a id="a133_120" style="left:103px;bottom:1177px;position:absolute;transform-origin:bottom left"> </a><a id="a134_121" style="left:103px;bottom:1127px;position:absolute;transform-origin:bottom left"> </a><a id="a195_110" style="left:103px;bottom:122px;position:absolute;transform-origin:bottom left"> </a><a href="#a195_110" style="left:678px;top:159px;position:absolute;transform-origin:top left;z-index:99;width:22px;height:27px;text-decoration:none"> </a></div>
<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " 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style="width:909px;height:1286px"/></div><span class="t s1_47 t2_47">Na konci roku 2025 Skupina vykazovala dlouhodob&#xFD; &#xFA;ro&#x10D;en&#xFD; dluh ve v&#xFD;&#x161;i 3 376,2 mil. K&#x10D;. Je tvo&#x159;en &#xFA;v&#x11B;rov&#xFD;mi </span><span class="t s1_47 t3_47">z&#xE1;vazky UniCredit a dluhopisy administrovan&#xFD;mi J&amp;T. V roce 2024 byl dluh ve v&#xFD;&#x161;i 2 796,2 mil. K&#x10D;. N&#xE1;r&#x16F;st v roce </span><span class="t s2_47 t4_47">2025 prim&#xE1;rn&#x11B; souvis&#xED; s po&#x159;&#xED;zen&#xED;m Ark&#xE1;da Prost&#x11B;jov. </span><span class="t s1_47 t5_47">Vlastn&#xED; kapit&#xE1;l za rok 2025 vzrostl z 1 096 mil. K&#x10D; na 1 434 mil. K&#x10D; zejm&#xE9;na v d&#x16F;sledku generovan&#xE9;ho &#x10D;ist&#xE9;ho zisku. </span><span class="t s2_47 t6_47">Spole&#x10D;nost m&#xE1; nad&#xE1;le v pl&#xE1;nu zlep&#x161;ovat provozn&#xED; a finan&#x10D;n&#xED; v&#xFD;konnost Skupiny a posilovat finan&#x10D;n&#xED; ukazatele. </span><span class="t s3_47 t7_47">Finan&#x10D;n&#xED; ukazatele a aktu&#xE1;ln&#xED; geopolitick&#xE1; situace ve sv&#x11B;t&#x11B; </span><span class="t s2_47 t8_47">V uplynul&#xE9;m obdob&#xED; bylo glob&#xE1;ln&#xED; ekonomick&#xE9; prost&#x159;ed&#xED; ovlivn&#x11B;no v&#xFD;znamn&#xFD;mi geopolitick&#xFD;mi faktory, zejm&#xE9;na </span><span class="t s2_47 t9_47">pokra&#x10D;uj&#xED;c&#xED; ruskou invaz&#xED; na Ukrajin&#x11B; a p&#x159;etrv&#xE1;vaj&#xED;c&#xED;m nap&#x11B;t&#xED;m na Bl&#xED;zk&#xE9;m v&#xFD;chod&#x11B;. Tyto vlivy se prom&#xED;taj&#xED; </span><span class="t s2_47 ta_47">p&#x159;edev&#x161;&#xED;m do zv&#xFD;&#x161;en&#xE9; volatility finan&#x10D;n&#xED;ch trh&#x16F;, v&#xFD;voje &#xFA;rokov&#xFD;ch sazeb a celkov&#xE9; investi&#x10D;n&#xED; nejistoty. </span><span class="t s2_47 tb_47">V segmentu nemovitost&#xED; a dlouhodob&#xFD;ch investic se v&#x161;ak tyto skute&#x10D;nosti projevuj&#xED; odli&#x161;n&#x11B;. Aktiva nav&#xE1;zan&#xE1; na </span><span class="t s2_47 tc_47">ka&#x17E;dodenn&#xED; pot&#x159;eby obyvatel, jako je n&#xE1;jemn&#xED; bydlen&#xED; &#x10D;i retailov&#xE9; nemovitosti, si i v tomto prost&#x159;ed&#xED; udr&#x17E;uj&#xED; stabiln&#xED; </span><span class="t s1_47 td_47">popt&#xE1;vku a schopnost generovat p&#x159;edv&#xED;dateln&#xE9; v&#xFD;nosy. Sou&#x10D;asn&#xE1; situace tak d&#xE1;le potvrzuje v&#xFD;znam zam&#x11B;&#x159;en&#xED; na </span><span class="t s2_47 te_47">kvalitn&#xED; lokality, dlouhodob&#xE9; n&#xE1;jemn&#xED; vztahy a konzervativn&#xED; investi&#x10D;n&#xED; p&#x159;&#xED;stup zalo&#x17E;en&#xFD; na re&#xE1;ln&#xFD;ch aktivech. </span><span class="t s2_47 tf_47">S ohledem na uveden&#xE9; skute&#x10D;nosti z&#x16F;st&#xE1;v&#xE1; p&#x159;ehled finan&#x10D;n&#xED;ch ukazatel&#x16F; konzistentn&#xED; s p&#x159;edchoz&#xED;mi v&#xFD;ro&#x10D;n&#xED;mi </span><span class="t s2_47 tg_47">finan&#x10D;n&#xED;mi zpr&#xE1;vami. St&#xE1;vaj&#xED;c&#xED; ukazatele nebyly upravov&#xE1;ny ani nebyly zavedeny nov&#xE9; alternativn&#xED; metriky. </span><span class="t s2_47 th_47">Spole&#x10D;nost vykazuje kapit&#xE1;lovou p&#x159;im&#x11B;&#x159;enost 25,9 % respektive 23,7 % bilan&#x10D;n&#xED; sumy ve sledovan&#xFD;ch letech. </span><span class="t s2_47 ti_47">Akv&#xED;rovan&#xE9; projekty a developmenty budou po sv&#xE9;m dokon&#x10D;en&#xED; v provozu generovat dodate&#x10D;n&#xE9; pozitivn&#xED; provozn&#xED; </span><span class="t s2_47 tj_47">toky, je&#x17E; za jinak nezm&#x11B;n&#x11B;n&#xFD;ch podm&#xED;nek povedou ke zlep&#x161;ov&#xE1;n&#xED; obratov&#xFD;ch ukazatel&#x16F; aktivity a zadlu&#x17E;enosti </span><span class="t s2_47 tk_47">Spole&#x10D;nosti. </span><span class="t s2_47 tl_47">Rusk&#xE1; invaze na Ukrajin&#x11B;, ani &#xCD;r&#xE1;nsk&#xFD; konflikt, nem&#x11B;ly negativn&#xED; vliv na ocen&#x11B;n&#xED; investi&#x10D;n&#xED;ho majetku spole&#x10D;nosti. </span><span class="t v0_47 s4_47 tm_47">Ocen&#x11B;n&#xED; hodnoty nemovitost&#xED; </span><span class="t s2_47 tn_47">Spole&#x10D;nost ka&#x17E;doro&#x10D;n&#x11B; p&#x159;ece&#x148;uje nemovitosti na z&#xE1;klad&#x11B; znaleck&#xE9;ho posudku od nez&#xE1;visl&#xE9; organizace v&#x17E;dy </span><span class="t s1_47 to_47">k 31.12. K tomuto datu v roce 2025 &#x10D;inila celkov&#xE1; hodnota nemovitost&#xED; v&#xED;ce ne&#x17E; 5 miliard K&#x10D;. </span><span class="t s5_47 tp_47">Celkov&#xE1; hodnota nemovitost&#xED; k 31.12.2025 v mil. K&#x10D;: </span><span class="t s6_47 tq_47">Nemovitost (mil. K&#x10D;) </span><span class="t s6_47 tr_47">2016 </span><span class="t s6_47 ts_47">2017 </span><span class="t s6_47 tt_47">2018 </span><span class="t s6_47 tu_47">2019 </span><span class="t s6_47 tv_47">2020 </span><span class="t s6_47 tw_47">2021 </span><span class="t s6_47 tx_47">2022 </span><span class="t s6_47 ty_47">2023 </span><span class="t s6_47 tz_47">2024 </span><span class="t s6_47 t10_47">2025 </span><span class="t s1_47 t11_47">Trutnov </span><span class="t s1_47 t12_47">870 </span><span class="t s1_47 t13_47">924 </span><span class="t s1_47 t14_47">930 </span><span class="t s2_47 t15_47">Prost&#x11B;jov </span><span class="t s1_47 t16_47">633 </span><span class="t s1_47 t17_47">Liberec </span><span class="t s1_47 t18_47">316 </span><span class="t s1_47 t19_47">316 </span><span class="t s1_47 t1a_47">381 </span><span class="t s1_47 t1b_47">371 </span><span class="t s1_47 t1c_47">478 </span><span class="t s1_47 t1d_47">514 </span><span class="t s1_47 t1e_47">508 </span><span class="t s1_47 t1f_47">536 </span><span class="t s1_47 t1g_47">594 </span><span class="t s1_47 t1h_47">603 </span><span class="t s1_47 t1i_47">Trnava </span><span class="t s1_47 t1j_47">282 </span><span class="t s1_47 t1k_47">291 </span><span class="t s1_47 t1l_47">325 </span><span class="t s1_47 t1m_47">399 </span><span class="t s1_47 t1n_47">416 </span><span class="t s1_47 t1o_47">435 </span><span class="t s1_47 t1p_47">445 </span><span class="t s2_47 t1q_47">Pre&#x161;ov </span><span class="t s1_47 t1r_47">419 </span><span class="t s1_47 t1s_47">428 </span><span class="t s1_47 t1t_47">405 </span><span class="t s1_47 t1u_47">394 </span><span class="t s1_47 t1v_47">406 </span><span class="t s1_47 t1w_47">427 </span><span class="t s1_47 t1x_47">433 </span><span class="t s1_47 t1y_47">Mlad&#xE1; Boleslav </span><span class="t s1_47 t1z_47">349 </span><span class="t s1_47 t20_47">362 </span><span class="t s1_47 t21_47">369 </span><span class="t s1_47 t22_47">359 </span><span class="t s1_47 t23_47">369 </span><span class="t s1_47 t24_47">397 </span><span class="t s1_47 t25_47">411 </span><span class="t s1_47 t26_47">Saratov </span><span class="t s1_47 t27_47">280 </span><span class="t s1_47 t28_47">282 </span><span class="t s1_47 t29_47">307 </span><span class="t s1_47 t2a_47">332 </span><span class="t s1_47 t2b_47">320 </span><span class="t s1_47 t2c_47">336 </span><span class="t s1_47 t2d_47">349 </span><span class="t s1_47 t2e_47">357 </span><span class="t s1_47 t2f_47">T&#xE1;bor </span><span class="t s1_47 t2g_47">311 </span><span class="t s1_47 t2h_47">332 </span><span class="t s1_47 t2i_47">355 </span><span class="t s1_47 t2j_47">297 </span><span class="t s1_47 t2k_47">333 </span><span class="t s1_47 t2l_47">319 </span><span class="t s1_47 t2m_47">310 </span><span class="t s1_47 t2n_47">319 </span><span class="t s1_47 t2o_47">334 </span><span class="t s1_47 t2p_47">346 </span><span class="t s2_47 t2q_47">Pie&#x161;&#x165;any </span><span class="t s1_47 t2r_47">52 </span><span class="t s1_47 t2s_47">55 </span><span class="t s1_47 t2t_47">74 </span><span class="t s1_47 t2u_47">72 </span><span class="t s1_47 t2v_47">71 </span><span class="t s1_47 t2w_47">50 </span><span class="t s1_47 t2x_47">201 </span><span class="t s1_47 t2y_47">308 </span><span class="t s2_47 t2z_47">Choce&#x148; </span><span class="t s1_47 t30_47">19 </span><span class="t s1_47 t31_47">37 </span><span class="t s1_47 t32_47">102 </span><span class="t s1_47 t33_47">214 </span><span class="t s1_47 t34_47">210 </span><span class="t s1_47 t35_47">217 </span><span class="t s1_47 t36_47">227 </span><span class="t s1_47 t37_47">236 </span><span class="t s2_47 t38_47">Star&#xE9; M&#x11B;sto </span><span class="t s1_47 t39_47">35 </span><span class="t s1_47 t3a_47">133 </span><span class="t s1_47 t3b_47">174 </span><span class="t s1_47 t3c_47">173 </span><span class="t s1_47 t3d_47">186 </span><span class="t s1_47 t3e_47">191 </span><span class="t s1_47 t3f_47">211 </span><span class="t s1_47 t3g_47">213 </span><span class="t s1_47 t3h_47">Milevsko </span><span class="t s1_47 t3i_47">11 </span><span class="t s1_47 t3j_47">15 </span><span class="t s1_47 t3k_47">48 </span><span class="t s1_47 t3l_47">161 </span><span class="t s1_47 t3m_47">165 </span><span class="t s1_47 t3n_47">172 </span><span class="t s1_47 t3o_47">176 </span><span class="t s1_47 t3p_47">Levice </span><span class="t s1_47 t3q_47">17 </span><span class="t s1_47 t3r_47">18 </span><span class="t s1_47 t3s_47">37 </span><span class="t s1_47 t3t_47">109 </span><span class="t s1_47 t3u_47">110 </span><span class="t s1_47 t3v_47">Senica </span><span class="t s1_47 t3w_47">76 </span><span class="t s1_47 t3x_47">75 </span><span class="t s1_47 t3y_47">87 </span><span class="t s1_47 t3z_47">85 </span><span class="t s1_47 t40_47">82 </span><span class="t s1_47 t41_47">87 </span><span class="t s1_47 t42_47">91 </span><span class="t s1_47 t43_47">93 </span><span class="t s6_47 t44_47">Celkem (mil. K&#x10D;) </span><span class="t s6_47 t45_47">626 </span><span class="t s6_47 t46_47">648 </span><span class="t s6_47 t47_47">1 197 </span><span class="t s6_47 t48_47">2 311 </span><span class="t s6_47 t49_47">2 650 </span><span class="t s6_47 t4a_47">2 875 </span><span class="t s6_47 t4b_47">3 017 </span><span class="t s6_47 t4c_47">4 000 </span><span class="t s6_47 t4d_47">4 472 </span><span class="t s6_47 t4e_47">5 294 </span><span class="t s0_47 t1_47">47 </span><a id="a135_122" style="left:103px;bottom:621px;position:absolute;transform-origin:bottom left"> </a></div>
<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEX///+nxBvIAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/></div><span class="t s1_48 t2_48">1. ledna 2025 &#x2013; 31.prosince 2025 </span><span class="t s2_48 t3_48">Zpr&#xE1;va o vztaz&#xED;ch </span><span class="t s3_48 t4_48">spole&#x10D;nosti </span><span class="t s4_48 t5_48">FIDUROCK Nemovitosti, a.s. </span><span class="t s5_48 t6_48">podle ustanoven&#xED; &#xA7; 82 z&#xE1;kona o obchodn&#xED;ch korporac&#xED;ch </span><span class="t s6_48 t7_48">za &#xFA;&#x10D;etn&#xED; obdob&#xED; roku 2025 </span><span class="t s0_48 t1_48">48 </span></div>

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p&#x159;edstavenstva spole&#x10D;nosti FIDUROCK Nemovitosti, a.s. zapsan&#xE9; v obchodn&#xED;m rejst&#x159;&#xED;ku veden&#xE9;m M&#x11B;stsk&#xFD;m </span><span class="t s1_49 t3_49">soudem v Praze, odd&#xED;l B, vlo&#x17E;ka 21110, I&#x10C;: 045 64 111, se s&#xED;dlem V&#xE1;clavsk&#xE9; n&#xE1;m&#x11B;st&#xED; 2132/47, Nov&#xE9; M&#x11B;sto, 110 00 </span><span class="t s2_49 t4_49">Praha 1 (v t&#xE9;to zpr&#xE1;v&#x11B; t&#xE9;&#x17E; jen &#x201E;</span><span class="t s3_49 t5_49">Spole&#x10D;nost</span><span class="t s1_49 t6_49">&#x201C;) zpracovali n&#xE1;sleduj&#xED;c&#xED; zpr&#xE1;vu o vztaz&#xED;ch ve smyslu ustanoven&#xED; &#xA7; 82 z&#xE1;kona </span><span class="t s1_49 t7_49">&#x10D;. 90/2012 Sb., z&#xE1;kon o obchodn&#xED;ch korporac&#xED;ch (d&#xE1;le jen &#x201E;</span><span class="t s3_49 t8_49">Z&#xE1;kon o obchodn&#xED;ch korporac&#xED;ch</span><span class="t s1_49 t9_49">&#x201C;), za &#xFA;&#x10D;etn&#xED; obdob&#xED; roku </span><span class="t s2_49 ta_49">2025 (d&#xE1;le jen &#x201E;</span><span class="t s3_49 tb_49">Rozhodn&#xE9; obdob&#xED;</span><span class="t s1_49 tc_49">&#x201C;). </span><span class="t s3_49 td_49">1. </span><span class="t s4_49 te_49">Struktura vztah&#x16F; </span><span class="t s1_49 tf_49">Podle informac&#xED; dostupn&#xFD;ch &#x10D;len&#x16F;m p&#x159;edstavenstva Spole&#x10D;nosti, jednaj&#xED;c&#xED;m s p&#xE9;&#x10D;&#xED; &#x159;&#xE1;dn&#xE9;ho hospod&#xE1;&#x159;e, byla spole&#x10D;nost </span><span class="t s1_49 tg_49">ke konci rozhodn&#xE9;ho obdob&#xED; ovl&#xE1;d&#xE1;na spole&#x10D;nost&#xED; FIDUROCK Private Equity Participations B.V. (d&#xE1;le jen &#x201E; </span><span class="t s3_49 th_49">Ovl&#xE1;daj&#xED;c&#xED; </span><span class="t s3_49 ti_49">spole&#x10D;nost</span><span class="t s1_49 tj_49">&#x201C;). &#xDA;daje o osob&#xE1;ch n&#xE1;le&#x17E;ej&#xED;c&#xED;ch do Skupiny se uv&#xE1;d&#xED; k 31.12.2025, a to dle informac&#xED; dostupn&#xFD;ch </span><span class="t s1_49 tk_49">statut&#xE1;rn&#xED;mu org&#xE1;nu spole&#x10D;nosti. Struktura vztah&#x16F; je graficky zn&#xE1;zorn&#x11B;na v P&#x159;&#xED;loze &#x10D;.1. </span><span class="t s1_49 tl_49">Spole&#x10D;nost p&#x159;&#xED;mo ovl&#xE1;d&#xE1; spole&#x10D;nosti uveden&#xE9; v tabulce &#x10D;. 1. Vz&#xE1;jemn&#xE9; smlouvy jsou uvedeny ve zpr&#xE1;v&#xE1;ch o vztaz&#xED;ch </span><span class="t s1_49 tm_49">dan&#xFD;ch spole&#x10D;nost&#xED;. </span><span class="t s4_49 tn_49">Tabulka &#x10D;. 1 </span><span class="t s1_49 to_49">Spole&#x10D;nosti p&#x159;&#xED;mo ovl&#xE1;dan&#xE9; Spole&#x10D;nost&#xED; </span><span class="t s5_49 tp_49">Obchodn&#xED; n&#xE1;zev </span><span class="t s6_49 tq_49">Identifika&#x10D;n&#xED; &#x10D;&#xED;slo/st&#xE1;t </span><span class="t s5_49 tr_49">Pod&#xED;l na hlasovac&#xED;ch pr&#xE1;vech </span><span class="t s2_49 ts_49">Retail park T&#xE1;bor s.r.o. </span><span class="t s2_49 tt_49">045 38 943/CZ </span><span class="t s2_49 tu_49">100 % </span><span class="t s2_49 tv_49">Retail Park Severka Liberec s.r.o. </span><span class="t s2_49 tw_49">043 28 884/CZ </span><span class="t s2_49 tx_49">100 % </span><span class="t s2_49 ty_49">Retail park Senica s.r.o. </span><span class="t s2_49 tz_49">51 055 511/SK </span><span class="t s2_49 t10_49">100 % </span><span class="t s2_49 t11_49">SLOVAK INVESTMENT GROUP s.r.o. </span><span class="t s2_49 t12_49">31 396 895/SK </span><span class="t s2_49 t13_49">100 % </span><span class="t s1_49 t14_49">Projekt Pie&#x161;&#x165;any, s.r.o. </span><span class="t s2_49 t15_49">51 684 349/SK </span><span class="t s2_49 t16_49">100 % </span><span class="t s1_49 t17_49">Retail park Star&#xE9; M&#x11B;sto s.r.o. </span><span class="t s2_49 t18_49">074 18 451/CZ </span><span class="t s2_49 t19_49">100 % </span><span class="t s1_49 t1a_49">RP Choce&#x148;, s.r.o. </span><span class="t s2_49 t1b_49">061 34 475/CZ </span><span class="t s2_49 t1c_49">100 % </span><span class="t s2_49 t1d_49">RP Milevsko, s.r.o. </span><span class="t s2_49 t1e_49">276 13 593/CZ </span><span class="t s2_49 t1f_49">100 % </span><span class="t s2_49 t1g_49">Retail Park Mlad&#xE1; Boleslav, a.s. </span><span class="t s2_49 t1h_49">274 02 711/CZ </span><span class="t s2_49 t1i_49">100 % </span><span class="t s2_49 t1j_49">RP Trnava, a.s. </span><span class="t s2_49 t1k_49">47 144 513/SK </span><span class="t s2_49 t1l_49">100 % </span><span class="t s1_49 t1m_49">Retail park Pre&#x161;ov, s.r.o. </span><span class="t s2_49 t1n_49">36 765 635/SK </span><span class="t s2_49 t1o_49">100 % </span><span class="t s2_49 t1p_49">Fidurock Projekt 22, s.r.o. </span><span class="t s2_49 t1q_49">081 08 161/CZ </span><span class="t s2_49 t1r_49">100 % </span><span class="t s2_49 t1s_49">Retail Park Levice s.r.o. </span><span class="t s2_49 t1t_49">52 760 839/SK </span><span class="t s2_49 t1u_49">100 % </span><span class="t s2_49 t1v_49">Retail park Trutnov s.r.o. </span><span class="t s2_49 t1w_49">194 83 368/CZ </span><span class="t s2_49 t1x_49">100 % </span><span class="t s1_49 t1y_49">FIDUROCK Ark&#xE1;da Prost&#x11B;jov s.r.o. </span><span class="t s2_49 t1z_49">237 07 607/CZ </span><span class="t s2_49 t20_49">100 % </span><span class="t s1_49 t21_49">Spole&#x10D;nost d&#xE1;le nep&#x159;&#xED;mo ovl&#xE1;d&#xE1; spole&#x10D;nost FIDUROCK Ark&#xE1;da s.r.o. I&#x10C;O: 19433174 prost&#x159;ednictv&#xED;m spole&#x10D;nosti </span><span class="t s1_49 t22_49">FIDUROCK Ark&#xE1;da Prost&#x11B;jov s.r.o. </span><span class="t s3_49 t23_49">1.2 Ovl&#xE1;daj&#xED;c&#xED; osoby </span><span class="t s2_49 t24_49">FIDUROCK Private Equity Participations B.V., Registra&#x10D;n&#xED; &#x10D;&#xED;slo: 645 04 204, se s&#xED;dlem Laarderhoogtweg 25, 1101EB </span><span class="t s2_49 t25_49">Amsterdam, Nizozemsk&#xE9; kr&#xE1;lovstv&#xED;. Pod&#xED;l na hlasovac&#xED;ch pr&#xE1;vech: 100 %. Spole&#x10D;nost je ovl&#xE1;d&#xE1;na ultim&#xE1;tn&#xED;mi vlastn&#xED;ky, </span><span class="t s2_49 t26_49">kter&#xFD;mi jsou pan Petr Valenta a pan David Hauerland. </span><span class="t s3_49 t27_49">2. </span><span class="t s4_49 t28_49">Zp&#x16F;sob a prost&#x159;edky ovl&#xE1;d&#xE1;n&#xED; </span><span class="t s1_49 t29_49">Ovl&#xE1;daj&#xED;c&#xED; osoba ovl&#xE1;d&#xE1; Spole&#x10D;nost p&#x159;&#xED;mo. K ovl&#xE1;d&#xE1;n&#xED; Spole&#x10D;nosti doch&#xE1;z&#xED; zejm&#xE9;na prost&#x159;ednictv&#xED;m rozhodnut&#xED; </span><span class="t s1_49 t2a_49">jedin&#xE9;ho akcion&#xE1;&#x159;e na valn&#xE9; hromad&#x11B;. </span><span class="t s3_49 t2b_49">3. </span><span class="t s3_49 t2c_49">Ovl&#xE1;dan&#xE1; osoba a &#xFA;loha Ovl&#xE1;dan&#xE9; osoby v r&#xE1;mci seskupen&#xED; </span><span class="t s1_49 t2d_49">Ovl&#xE1;daj&#xED;c&#xED; osoba zaji&#x161;tuje investice plynouc&#xED; do Ovl&#xE1;dan&#xE9; osoby k zaji&#x161;t&#x11B;n&#xED; jej&#xED;ho ekonomick&#xE9;ho c&#xED;le. Spole&#x10D;nost </span><span class="t s2_49 t2e_49">FIDUROCK Nemovitosti a.s. je entita, kter&#xE1; spravuje investice do jednotliv&#xFD;ch SPV, kter&#xE9; vlastn&#xED;. </span><span class="t s0_49 t1_49">49 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,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" style="width:909px;height:1286px"/></div><span class="t s1_50 t2_50">4. </span><span class="t s2_50 t3_50">P&#x159;ehled vz&#xE1;jemn&#xFD;ch smluv v r&#xE1;mci Skupiny </span><span class="t s3_50 t4_50">Z d&#x16F;vodu obchodn&#xED;ho tajemstv&#xED; nejsou o smluvn&#xED;ch dokumentech zve&#x159;ejn&#x11B;ny v&#x161;echny detaily. </span><span class="t s4_50 t5_50">4.1 </span><span class="t s3_50 t6_50">Smlouvy uzav&#x159;en&#xE9; mezi Spole&#x10D;nost&#xED; a Ovl&#xE1;daj&#xED;c&#xED; osobou, kter&#xE9; byly v Rozhodn&#xE9;m obdob&#xED; platn&#xE9;: </span><span class="t s5_50 t7_50">Dohoda o p&#x159;evzet&#xED; z&#xE1;vazku akcion&#xE1;&#x159;e k poskytnut&#xED; p&#x159;&#xED;platku mimo z&#xE1;kladn&#xED; kapit&#xE1;l spole&#x10D;nosti, </span><span class="t s3_50 t8_50">uzav&#x159;en&#xE1; dne </span><span class="t s4_50 t9_50">8.1.2019 </span><span class="t s3_50 ta_50">Tato Dohoda uzav&#x159;en&#xE1; mezi Spole&#x10D;nost&#xED; a FIDUROCK Private Equity Participations B.V. se t&#xFD;k&#xE1; poskytnut&#xED; p&#x159;&#xED;patku </span><span class="t s3_50 tb_50">mimo z&#xE1;kladn&#xED; kapit&#xE1;l spole&#x10D;nosti. </span><span class="t s3_50 tc_50">Na z&#xE1;klad&#x11B; t&#xE9;to Dohody byly nav&#xFD;&#x161;eny ostatn&#xED; kapit&#xE1;lov&#xE9; fondy Spole&#x10D;nosti o 200 000 CZK. </span><span class="t s5_50 td_50">Smlouva o poskytnut&#xED; p&#x159;&#xED;platku mimo z&#xE1;kladn&#xED; kapit&#xE1;l, </span><span class="t s3_50 te_50">uzav&#x159;en&#xE1; dne 1.4.2019 </span><span class="t s3_50 tf_50">Tato Smlouva uzav&#x159;en&#xE1; mezi Spole&#x10D;nost&#xED; a FIDUROCK Private Equity Participations B.V. se t&#xFD;k&#xE1; poskytnut&#xED; p&#x159;&#xED;patku </span><span class="t s3_50 tg_50">mimo z&#xE1;kladn&#xED; kapit&#xE1;l spole&#x10D;nosti. </span><span class="t s3_50 th_50">Na z&#xE1;klad&#x11B; t&#xE9;to Smlouvy byly nav&#xFD;&#x161;eny ostatn&#xED; kapit&#xE1;lov&#xE9; fondy Spole&#x10D;nosti o 97 367,91 EUR. </span><span class="t s5_50 ti_50">Smlouva o poskytnut&#xED; p&#x159;&#xED;platku mimo z&#xE1;kladn&#xED; kapit&#xE1;l, </span><span class="t s3_50 tj_50">uzav&#x159;en&#xE1; dne 21.1.2019 </span><span class="t s3_50 tk_50">Tato Smlouva uzav&#x159;en&#xE1; mezi Spole&#x10D;nost&#xED; a FIDUROCK Private Equity Participations B.V. se t&#xFD;k&#xE1; poskytnut&#xED; p&#x159;&#xED;patku </span><span class="t s3_50 tl_50">mimo z&#xE1;kladn&#xED; kapit&#xE1;l spole&#x10D;nosti po spln&#x11B;n&#xED; odkl&#xE1;dac&#xED; podm&#xED;nky v podob&#x11B; doru&#x10D;en&#xED; p&#xED;semn&#xE9; v&#xFD;zvy Spole&#x10D;nosti </span><span class="t s3_50 tm_50">adresovan&#xE9; Akcion&#xE1;&#x159;i k &#xFA;hrad&#x11B; p&#x159;&#xED;platku ve v&#xFD;&#x161;i 100 000 000 CZK. V p&#x159;&#xED;pad&#x11B;, &#x17E;e nedojde k napln&#x11B;n&#xED; odkl&#xE1;dac&#xED; </span><span class="t s4_50 tn_50">podm&#xED;nky do 30.06.2024, povinnost Akcion&#xE1;&#x159;e uhradit p&#x159;&#xED;platek v pln&#xE9;m rozsahu zanikne. </span><span class="t s5_50 to_50">Dodatek &#x10D;. 1 ke Smlouv&#x11B; o poskytnut&#xED; p&#x159;&#xED;platku mimo z&#xE1;kladn&#xED; kapit&#xE1;l, </span><span class="t s3_50 tp_50">uzav&#x159;en&#xFD; dne 20.6.2019 </span><span class="t s3_50 tq_50">Tento Dodatek uzav&#x159;en&#xFD; mezi Spole&#x10D;nost&#xED; a FIDUROCK Private Equity Participations B.V. se t&#xFD;k&#xE1; nav&#xFD;&#x161;en&#xED; poskytnut&#xED; </span><span class="t s3_50 tr_50">p&#x159;&#xED;platku dle podm&#xED;nek stanoven&#xFD;ch Smlouvou z p&#x16F;vodn&#xED;ch 100 000 000 CZK na 150 000 000 CZK. </span><span class="t s5_50 ts_50">Vedlej&#x161;&#xED; ujedn&#xE1;n&#xED; ke smlouv&#x11B; o poskytnut&#xED; p&#x159;&#xED;platku mimo z&#xE1;kladn&#xED; kapit&#xE1;l, </span><span class="t s3_50 tt_50">uzav&#x159;en&#xE9; dne 23.1.2019 </span><span class="t s3_50 tu_50">Toto Vedlej&#x161;&#xED; ujedn&#xE1;n&#xED; uzav&#x159;en&#xE9; mezi FIDUROCK Private Equity Participations B.V., J &amp; T BANKA a.s. a Spole&#x10D;nost&#xED; </span><span class="t s3_50 tv_50">se t&#xFD;k&#xE1; z&#xE1;vazku smluvn&#xED;ch stran Smlouvy o p&#x159;&#xED;platku mimo z&#xE1;kladn&#xED; kapit&#xE1;l, uzav&#x159;en&#xE9; dne 21.1.2019, ne&#x10D;init bez </span><span class="t s3_50 tw_50">souhlasu Banku &#x17E;&#xE1;dn&#xE9; zm&#x11B;ny v t&#xE9;to Smlouv&#x11B;. </span><span class="t s5_50 tx_50">Dodatek &#x10D;. 1 k Vedlej&#x161;&#xED;mu ujedn&#xE1;n&#xED; ke Smlouv&#x11B; o poskytnut&#xED; p&#x159;&#xED;platku mimo z&#xE1;kladn&#xED; kapit&#xE1;l, </span><span class="t s3_50 ty_50">uzav&#x159;en&#xFD; dne </span><span class="t s4_50 tz_50">25.6.2019 </span><span class="t s3_50 t10_50">Tento Dodatek uzav&#x159;en&#xFD; mezi FIDUROCK Private Equity Participations B.V., J &amp; T BANKA a.s. a Spole&#x10D;nost&#xED; se t&#xFD;k&#xE1; </span><span class="t s3_50 t11_50">souhlasu Banky se zn&#x11B;n&#xED;m Dodatku &#x10D;. 1 ke Smlouv&#x11B; o poskytnut&#xED; p&#x159;&#xED;platku mimo z&#xE1;kladn&#xED; kapit&#xE1;l ze dne 20.6.2019. </span><span class="t s5_50 t12_50">Smlouva o &#xFA;v&#x11B;ru, </span><span class="t s3_50 t13_50">uzav&#x159;en&#xE1; dne 25.6.2019 </span><span class="t s3_50 t14_50">Tato Smlouva uzav&#x159;en&#xE1; mezi Spole&#x10D;nost&#xED; a FIDUROCK Private Equity Participations B.V. se t&#xFD;k&#xE1; poskytnut&#xED; </span><span class="t s3_50 t15_50">bez&#xFA;ro&#x10D;n&#xE9;ho &#xFA;v&#x11B;rov&#xE9;ho r&#xE1;mce a&#x17E; do v&#xFD;&#x161;e 200 000 000 CZK. </span><span class="t s3_50 t16_50">Na z&#xE1;klad&#x11B; t&#xE9;to Smlouvy byla Spole&#x10D;nosti k 31.12.2024 poskytnuta p&#x16F;j&#x10D;ka ve v&#xFD;&#x161;i 87 009 620,66 CZK. </span><span class="t s5_50 t17_50">Smlouva o &#xFA;v&#x11B;ru, </span><span class="t s3_50 t18_50">uzav&#x159;en&#xE1; dne 6.1.2023 </span><span class="t s3_50 t19_50">Tato Smlouva uzav&#x159;en&#xE1; mezi FIDUROCK Private Equity Participations B.V. </span><span class="t s3_50 t1a_50">(&#x201E;&#xFA;v&#x11B;rovan&#xFD;&#x201C;) a Spole&#x10D;nost&#xED; se t&#xFD;k&#xE1; </span><span class="t s3_50 t1b_50">poskytnut&#xED; &#xFA;ro&#x10D;en&#xE9;ho &#xFA;v&#x11B;rov&#xE9;ho r&#xE1;mce a&#x17E; do v&#xFD;&#x161;e 500 000 000 CZK. </span><span class="t s3_50 t1c_50">&#xDA;v&#x11B;rov&#xE1; sazba je smlouvou stanovena na 10,50 % </span><span class="t s6_50 t1d_50">per annum. </span><span class="t s3_50 t1e_50">Na z&#xE1;klad&#x11B; t&#xE9;to Smlouvy byla Spole&#x10D;nost&#xED; k 31.12.2025 poskytnuta p&#x16F;j&#x10D;ka ve v&#xFD;&#x161;i 72 982 938 CZK. </span><span class="t s1_50 t1f_50">Dohoda o p&#x159;evzet&#xED; z&#xE1;vazku akcion&#xE1;&#x159;e k poskytnut&#xED; p&#x159;&#xED;platku mimo z&#xE1;kladn&#xED; kapit&#xE1;l spole&#x10D;nosti, </span><span class="t s3_50 t1g_50">uzav&#x159;en&#xE1; dne </span><span class="t s4_50 t1h_50">31.12.2019 </span><span class="t s3_50 t1i_50">Tato Dohoda uzav&#x159;en&#xE1; mezi Spole&#x10D;nost&#xED; a FIDUROCK Private Equity Participations B.V. se t&#xFD;k&#xE1; poskytnut&#xED; p&#x159;&#xED;patku </span><span class="t s3_50 t1j_50">mimo z&#xE1;kladn&#xED; kapit&#xE1;l spole&#x10D;nosti formou kapitalizace &#xFA;v&#x11B;ru poskytnut&#xE9;ho na z&#xE1;klad&#x11B; Smlouvy o &#xFA;v&#x11B;ru, uzav&#x159;en&#xE9; dne </span><span class="t s4_50 t1k_50">25.6.2019. </span><span class="t s3_50 t1l_50">Na z&#xE1;klad&#x11B; t&#xE9;to Dohody byly nav&#xFD;&#x161;eny ostatn&#xED; kapit&#xE1;lov&#xE9; fondy Spole&#x10D;nosti o 175 031 760 CZK. </span><span class="t s0_50 t1_50">50 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAFVBMVEX///+CgoKAgICYmJihoaGgoKCysrLww+6VAAAElUlEQVR42u3VgQ0AIAjAMBT1/5ONXxBsf1gWAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADxjQkH5Y41rQ0HHKQEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOjgAhKBEjcDdZ6UAAAAAElFTkSuQmCC" style="width:909px;height:1286px"/></div><span class="t s1_51 t2_51">Dohoda o p&#x159;evzet&#xED; z&#xE1;vazku akcion&#xE1;&#x159;e k poskytnut&#xED; p&#x159;&#xED;platku mimo z&#xE1;kladn&#xED; kapit&#xE1;l spole&#x10D;nosti, </span><span class="t s2_51 t3_51">uzav&#x159;en&#xE1; dne </span><span class="t s3_51 t4_51">30.6.2020 </span><span class="t s2_51 t5_51">Tato Dohoda uzav&#x159;en&#xE1; mezi Spole&#x10D;nost&#xED; a FIDUROCK Private Equity Participations B.V. se t&#xFD;k&#xE1; poskytnut&#xED; p&#x159;&#xED;patku </span><span class="t s2_51 t6_51">mimo z&#xE1;kladn&#xED; kapit&#xE1;l spole&#x10D;nosti formou kapitalizace &#xFA;v&#x11B;ru poskytnut&#xE9;ho na z&#xE1;klad&#x11B; Smlouvy o &#xFA;v&#x11B;ru, uzav&#x159;en&#xE9; dne </span><span class="t s3_51 t7_51">25.6.2019. </span><span class="t s2_51 t8_51">Na z&#xE1;klad&#x11B; t&#xE9;to Dohody byly nav&#xFD;&#x161;eny ostatn&#xED; kapit&#xE1;lov&#xE9; fondy Spole&#x10D;nosti o 145 429 052 CZK. </span><span class="t s4_51 t9_51">Smlouva o postoupen&#xED; pohled&#xE1;vky, </span><span class="t s2_51 ta_51">uzav&#x159;en&#xE1; dne 2.12.2020 </span><span class="t s2_51 tb_51">Tato Smlouva uzav&#x159;en&#xE1; mezi Spole&#x10D;nost&#xED; (&#x201E;Postupitel&#x201C;) a FIDUROCK Private Equity Participations B.V. (&#x201E;Postupn&#xED;k&#x201C;) </span><span class="t s2_51 tc_51">se t&#xFD;k&#xE1; postoupen&#xED; pohled&#xE1;vky, kterou Postupitel eviduje za spole&#x10D;nost&#xED; FCCZ ve v&#xFD;&#x161;i 88 938,15 EUR. Pohled&#xE1;vka </span><span class="t s3_51 td_51">z postoupen&#xED; byla uhrazena vz&#xE1;jemn&#xFD;m z&#xE1;po&#x10D;tem s &#xFA;v&#x11B;rem poskytnut&#xFD;m na z&#xE1;klad&#x11B; smlouvy o &#xFA;v&#x11B;ru ze dne 25.6.2019. </span><span class="t s4_51 te_51">Smlouva o postoupen&#xED; pohled&#xE1;vky, </span><span class="t s2_51 tf_51">uzav&#x159;en&#xE1; dne 9.9.2021 </span><span class="t s2_51 tg_51">Tato Smlouva uzav&#x159;en&#xE1; mezi FIDUROCK Private Equity Participations B.V. (&#x201E;Postupitel&#x201C;) a Spole&#x10D;nost&#xED; (&#x201E;Postupn&#xED;k&#x201C;) </span><span class="t s2_51 th_51">se t&#xFD;k&#xE1; postoupen&#xED; pohled&#xE1;vky, kterou Postupitel eviduje za spole&#x10D;nost&#xED; Retail Invest LV s.r.o. ve v&#xFD;&#x161;i 113 410,32 EUR. </span><span class="t s3_51 ti_51">Z&#xE1;vazek z postoupen&#xED; byl vypo&#x159;&#xE1;d&#xE1;n jako nav&#xFD;&#x161;en&#xED; &#xFA;v&#x11B;ru poskytnut&#xE9;ho na z&#xE1;klad&#x11B; smlouvy o &#xFA;v&#x11B;ru ze dne 25.6.2019. </span><span class="t s1_51 tj_51">Dohoda o p&#x159;evzet&#xED; z&#xE1;vazku akcion&#xE1;&#x159;e k poskytnut&#xED; p&#x159;&#xED;platku mimo z&#xE1;kladn&#xED; kapit&#xE1;l spole&#x10D;nosti, </span><span class="t s2_51 tk_51">uzav&#x159;en&#xE1; dne </span><span class="t s3_51 tl_51">31.12.2022 </span><span class="t s2_51 tm_51">Tato Dohoda uzav&#x159;en&#xE1; mezi Spole&#x10D;nost&#xED; a FIDUROCK Private Equity Participations B.V. se t&#xFD;k&#xE1; poskytnut&#xED; p&#x159;&#xED;patku </span><span class="t s2_51 tn_51">mimo z&#xE1;kladn&#xED; kapit&#xE1;l spole&#x10D;nosti formou kapitalizace &#xFA;v&#x11B;ru poskytnut&#xE9;ho na z&#xE1;klad&#x11B; Smlouvy o &#xFA;v&#x11B;ru, uzav&#x159;en&#xE9; dne </span><span class="t s3_51 to_51">25.6.2019. </span><span class="t s2_51 tp_51">Na z&#xE1;klad&#x11B; t&#xE9;to Dohody byly nav&#xFD;&#x161;eny ostatn&#xED; kapit&#xE1;lov&#xE9; fondy Spole&#x10D;nosti o 34 832 931, 57 CZK. </span><span class="t s1_51 tq_51">Dohoda o p&#x159;evzet&#xED; z&#xE1;vazku akcion&#xE1;&#x159;e k poskytnut&#xED; p&#x159;&#xED;platku mimo z&#xE1;kladn&#xED; kapit&#xE1;l spole&#x10D;nosti, </span><span class="t s2_51 tr_51">uzav&#x159;en&#xE1; dne </span><span class="t s3_51 ts_51">30.6.2025 </span><span class="t s2_51 tt_51">Tato Dohoda uzav&#x159;en&#xE1; mezi Spole&#x10D;nost&#xED; a FIDUROCK Private Equity Participations B.V. se t&#xFD;k&#xE1; poskytnut&#xED; p&#x159;&#xED;patku </span><span class="t s2_51 tu_51">mimo z&#xE1;kladn&#xED; kapit&#xE1;l spole&#x10D;nosti formou kapitalizace &#xFA;v&#x11B;ru poskytnut&#xE9;ho na z&#xE1;klad&#x11B; Smlouvy o &#xFA;v&#x11B;ru, uzav&#x159;en&#xE9; dne </span><span class="t s3_51 tv_51">25.6.2019. </span><span class="t s2_51 tw_51">Na z&#xE1;klad&#x11B; t&#xE9;to Dohody byly v roce 2025 nav&#xFD;&#x161;eny ostatn&#xED; kapit&#xE1;lov&#xE9; fondy Spole&#x10D;nosti o 96 928 715,66 CZK. </span><span class="t s3_51 tx_51">4.2 </span><span class="t s2_51 ty_51">Smlouvy uzav&#x159;en&#xE9; mezi Spole&#x10D;nost&#xED; a ostatn&#xED;mi osobami ze Skupiny, kter&#xE9; byly v Rozhodn&#xE9;m obdob&#xED; platn&#xE9;: </span><span class="t s1_51 tz_51">Smlouva o poskytov&#xE1;n&#xED; servisn&#xED;ch slu&#x17E;eb, </span><span class="t s2_51 t10_51">uzav&#x159;en&#xE1; dne 1.4.2018 </span><span class="t s2_51 t11_51">Tato smlouva uzav&#x159;en&#xE1; mezi Spole&#x10D;nost&#xED; a FIDUROCK Services s.r.o. se t&#xFD;k&#xE1; zaji&#x161;&#x165;ov&#xE1;n&#xED; slu&#x17E;eb specifikovan&#xFD;ch </span><span class="t s2_51 t12_51">smlouvou pro Spole&#x10D;nost a jejich n&#xE1;slednou p&#x159;efakturaci. </span><span class="t s2_51 t13_51">Na z&#xE1;klad&#x11B; t&#xE9;to smlouvy nebylo v roce 2024 fakturov&#xE1;no. </span><span class="t s4_51 t14_51">Smlouva o postoupen&#xED; pohled&#xE1;vky</span><span class="t s3_51 t15_51">, uzav&#x159;en&#xE1; dne 10.5.2019 </span><span class="t s2_51 t16_51">Tato Smlouva uzav&#x159;en&#xE1; mezi Spole&#x10D;nost&#xED; a FIDUROCK CAPITAL CZ a.s. se t&#xFD;k&#xE1; postoupen&#xED; pohled&#xE1;vky spole&#x10D;nosti </span><span class="t s2_51 t17_51">FIDUROCK CAPITAL CZ a.s. za spole&#x10D;nost&#xED; RP Choce&#x148; s.r.o. </span><span class="t s2_51 t18_51">Na z&#xE1;klad&#x11B; t&#xE9;to Smlouvy nabyla Spole&#x10D;nost v roce 2019 pohled&#xE1;vku za RP Choce&#x148; s.r.o. ve v&#xFD;&#x161;i 41 754 239,20 CZK. </span><span class="t s4_51 t19_51">Smlouva o postoupen&#xED; pohled&#xE1;vky</span><span class="t s3_51 t1a_51">, uzav&#x159;en&#xE1; dne 14.5.2019 </span><span class="t s2_51 t1b_51">Tato Smlouva uzav&#x159;en&#xE1; mezi Spole&#x10D;nost&#xED; a FIDUROCK CAPITAL CZ a.s. se t&#xFD;k&#xE1; postoupen&#xED; pohled&#xE1;vky spole&#x10D;nosti </span><span class="t s2_51 t1c_51">FIDUROCK CAPITAL CZ a.s. za spole&#x10D;nost&#xED; Projekt Pie&#x161;&#x165;any s.r.o. </span><span class="t s2_51 t1d_51">Na </span><span class="t s2_51 t1e_51">z&#xE1;klad&#x11B; </span><span class="t s2_51 t1f_51">t&#xE9;to </span><span class="t s2_51 t1g_51">Smlouvy </span><span class="t s2_51 t1h_51">nabyla </span><span class="t s2_51 t1i_51">Spole&#x10D;nost </span><span class="t s2_51 t1j_51">v roce </span><span class="t s2_51 t1k_51">2019 </span><span class="t s2_51 t1l_51">pohled&#xE1;vku </span><span class="t s2_51 t1m_51">za </span><span class="t s2_51 t1n_51">Projekt </span><span class="t s2_51 t1o_51">Pie&#x161;&#x165;any </span><span class="t s2_51 t1p_51">s.r.o. </span><span class="t s3_51 t1q_51">ve v&#xFD;&#x161;i 1 875 605,15 EUR. </span><span class="t s0_51 t1_51">51 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEX///+nxBvIAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/></div><span class="t s1_52 t2_52">Smlouva o postoupen&#xED; pohled&#xE1;vky</span><span class="t s2_52 t3_52">, uzav&#x159;en&#xE1; dne 2.7.2019 </span><span class="t s3_52 t4_52">Tato Smlouva uzav&#x159;en&#xE1; mezi Spole&#x10D;nost&#xED; a FIDUROCK CAPITAL CZ a.s. se t&#xFD;k&#xE1; postoupen&#xED; pohled&#xE1;vky spole&#x10D;nosti </span><span class="t s3_52 t5_52">FIDUROCK CAPITAL CZ a.s. za spole&#x10D;nost&#xED; Retail park Senica s.r.o. </span><span class="t s3_52 t6_52">Na </span><span class="t s3_52 t7_52">z&#xE1;klad&#x11B; </span><span class="t s3_52 t8_52">t&#xE9;to </span><span class="t s3_52 t9_52">Smlouvy </span><span class="t s3_52 ta_52">nabyla </span><span class="t s3_52 tb_52">Spole&#x10D;nost </span><span class="t s3_52 tc_52">v roce </span><span class="t s2_52 td_52">2019 </span><span class="t s2_52 te_52">pohled&#xE1;vku </span><span class="t s2_52 tf_52">za </span><span class="t s2_52 tg_52">Retail </span><span class="t s2_52 th_52">park </span><span class="t s2_52 ti_52">Senica </span><span class="t s2_52 tj_52">s.r.o. </span><span class="t s2_52 tk_52">ve v&#xFD;&#x161;i 642 079,21 EUR. </span><span class="t s1_52 tl_52">Smlouva o postoupen&#xED; pohled&#xE1;vky</span><span class="t s2_52 tm_52">, uzav&#x159;en&#xE1; dne 1.11.2019 </span><span class="t s3_52 tn_52">Tato Smlouva uzav&#x159;en&#xE1; mezi Spole&#x10D;nost&#xED; a FIDUROCK CAPITAL CZ a.s. se t&#xFD;k&#xE1; postoupen&#xED; pohled&#xE1;vky spole&#x10D;nosti </span><span class="t s3_52 to_52">FIDUROCK CAPITAL CZ a.s. za spole&#x10D;nost&#xED; SLOVAK INVESTMENT GROUP s.r.o. </span><span class="t s3_52 tp_52">Na z&#xE1;klad&#x11B; t&#xE9;to Smlouvy nabyla Spole&#x10D;nost v roce 2019 pohled&#xE1;vku za SLOVAK INVESTMENT GROUP s.r.o. </span><span class="t s2_52 tq_52">ve v&#xFD;&#x161;i 246332,22 EUR. </span><span class="t s1_52 tr_52">Dohoda o narovn&#xE1;n&#xED;</span><span class="t s2_52 ts_52">, uzav&#x159;en&#xE1; dne 30.6.2021 </span><span class="t s3_52 tt_52">Tato Dohoda uzav&#x159;en&#xE1; mezi Spole&#x10D;nost&#xED; a FIDUROCK CAPITAL CZ a.s. a EYEMAXX Jablonec nad Nisou s.r.o. se t&#xFD;k&#xE1; </span><span class="t s3_52 tu_52">narovn&#xE1;n&#xED; vz&#xE1;jemn&#xFD;ch pohled&#xE1;vek a z&#xE1;vazk&#x16F;. </span><span class="t s3_52 tv_52">Na z&#xE1;klad&#x11B; t&#xE9;to Dohody byl nav&#xFD;&#x161;en z&#xE1;vazek z titulu p&#x16F;j&#x10D;ky EYEMAXX Jablonec nad Nisou s.r.o. v&#x16F;&#x10D;i FIDUROCK </span><span class="t s2_52 tw_52">CAPITAL CZ a.s. o 6 500 EUR a z&#xE1;rove&#x148; sn&#xED;&#x17E;en z&#xE1;vazek z titulu p&#x16F;j&#x10D;ky Spole&#x10D;nosti v&#x16F;&#x10D;i FIDUROCK CAPITAL CZ a.s. </span><span class="t s2_52 tx_52">o 6 500 EUR. </span><span class="t s1_52 ty_52">Dohoda o narovn&#xE1;n&#xED;</span><span class="t s2_52 tz_52">, uzav&#x159;en&#xE1; dne 15.10.2021 </span><span class="t s3_52 t10_52">Tato Dohoda uzav&#x159;en&#xE1; mezi Spole&#x10D;nost&#xED; a FIDUROCK CAPITAL CZ a.s. a EYEMAXX Jablonec nad Nisou s.r.o. se t&#xFD;k&#xE1; </span><span class="t s3_52 t11_52">narovn&#xE1;n&#xED; vz&#xE1;jemn&#xFD;ch pohled&#xE1;vek a z&#xE1;vazk&#x16F;. </span><span class="t s3_52 t12_52">Na z&#xE1;klad&#x11B; t&#xE9;to Dohody byl splacen z&#xE1;vazek Spole&#x10D;nosti z titulu vkladu do ostatn&#xED;ch kapit&#xE1;lov&#xFD;ch fond&#x16F; EYEMAXX </span><span class="t s3_52 t13_52">Jablonec nad Nisou s.r.o. ve v&#xFD;&#x161;i 185 111,85 CZK a z&#xE1;rove&#x148; nav&#xFD;&#x161;en z&#xE1;vazek z titulu p&#x16F;j&#x10D;ky Spole&#x10D;nosti v&#x16F;&#x10D;i </span><span class="t s2_52 t14_52">FIDUROCK CAPITAL CZ a.s. o 185 111,85 CZK. </span><span class="t s1_52 t15_52">Smlouva o postoupen&#xED; pohled&#xE1;vky</span><span class="t s2_52 t16_52">, uzav&#x159;en&#xE1; dne 10.9.2022 </span><span class="t s3_52 t17_52">Tato Smlouva uzav&#x159;en&#xE1; mezi Spole&#x10D;nost&#xED; a FIDUROCK CAPITAL CZ a.s. se t&#xFD;k&#xE1; postoupen&#xED; pohled&#xE1;vky spole&#x10D;nosti </span><span class="t s3_52 t18_52">FIDUROCK CAPITAL CZ a.s. za spole&#x10D;nost&#xED; RP Milevsko s.r.o. </span><span class="t s3_52 t19_52">Na z&#xE1;klad&#x11B; t&#xE9;to Smlouvy nabyla Spole&#x10D;nost v roce 2022 pohled&#xE1;vku za RP Milevsko s.r.o. ve v&#xFD;&#x161;i 1 772 131,48 EUR. </span><span class="t s4_52 t1a_52">Dodatek &#x10D;. 3 ke smlouv&#x11B; o &#xFA;v&#x11B;ru</span><span class="t s3_52 t1b_52">, uzav&#x159;en&#xFD; dne 1.1.2024 </span><span class="t s3_52 t1c_52">Tento Dodatek uzav&#x159;en&#xFD; mezi Spole&#x10D;nost&#xED; a Retail Park Levice s.r.o. navy&#x161;uje &#xFA;v&#x11B;rov&#xFD; r&#xE1;mec do v&#xFD;&#x161;e 2 000 000 EUR. </span><span class="t s4_52 t1d_52">Dohoda o vz&#xE1;jemn&#xE9;m zapo&#x10D;ten&#xED; pohled&#xE1;vek, </span><span class="t s3_52 t1e_52">uzav&#x159;en&#xE1; dne 31.12.2025 </span><span class="t s3_52 t1f_52">Tato Dohoda uzav&#x159;en&#xE1; mezi Spole&#x10D;nost&#xED; a Projekt Pie&#x161;&#x165;any s.r.o. se t&#xFD;k&#xE1; zapo&#x10D;ten&#xED; pohled&#xE1;vky Spole&#x10D;nosti plynouc&#xED; </span><span class="t s3_52 t1g_52">ze Smlouvy o &#xFA;v&#x11B;ru ze dne 12.7.2018 a z&#xE1;vazku plynouc&#xED;ho ze Smlouvy o poskytnut&#xED; p&#x159;&#xED;platku mimo z&#xE1;kladn&#xED; kapit&#xE1;l </span><span class="t s2_52 t1h_52">ze dne 31.12.2025. </span><span class="t s3_52 t1i_52">Na z&#xE1;klad&#x11B; t&#xE9;to Dohody byly zapo&#x10D;teny vz&#xE1;jemn&#xE9; pohled&#xE1;vky ve v&#xFD;&#x161;i 500 000 EUR. </span><span class="t s4_52 t1j_52">Smlouva o poskytnut&#xED; p&#x159;&#xED;platku mimo z&#xE1;kladn&#xED; kapit&#xE1;l, </span><span class="t s3_52 t1k_52">uzav&#x159;en&#xE1; dne 31.12.2025 </span><span class="t s3_52 t1l_52">Tato Smlouva uzav&#x159;en&#xE1; mezi Spole&#x10D;nost&#xED; a Projekt Pie&#x161;&#x165;any s.r.o. se t&#xFD;k&#xE1; poskytnut&#xED; p&#x159;&#xED;patku mimo z&#xE1;kladn&#xED; kapit&#xE1;l </span><span class="t s3_52 t1m_52">spole&#x10D;nosti. </span><span class="t s3_52 t1n_52">Na z&#xE1;klad&#x11B; t&#xE9;to Smlouvy byly nav&#xFD;&#x161;eny ostatn&#xED; kapit&#xE1;lov&#xE9; fondy Spole&#x10D;nosti o 500 000 EUR. </span><span class="t s4_52 t1o_52">Dohoda o vz&#xE1;jemn&#xE9;m zapo&#x10D;ten&#xED; pohled&#xE1;vek, </span><span class="t s3_52 t1p_52">uzav&#x159;en&#xE1; dne 31.12.2025 </span><span class="t s3_52 t1q_52">Tato Dohoda uzav&#x159;en&#xE1; mezi Spole&#x10D;nost&#xED; a Projekt Pie&#x161;&#x165;any s.r.o. se t&#xFD;k&#xE1; zapo&#x10D;ten&#xED; pohled&#xE1;vky Spole&#x10D;nosti plynouc&#xED; </span><span class="t s3_52 t1r_52">ze Smlouvy o &#xFA;v&#x11B;ru ze dne 12.7.2018 a z&#xE1;vazku plynouc&#xED;ho ze Smlouvy o poskytnut&#xED; p&#x159;&#xED;platku mimo z&#xE1;kladn&#xED; kapit&#xE1;l </span><span class="t s2_52 t1s_52">ze dne 31.12.2025. </span><span class="t s3_52 t1t_52">Na z&#xE1;klad&#x11B; t&#xE9;to Dohody byly zapo&#x10D;teny vz&#xE1;jemn&#xE9; pohled&#xE1;vky ve v&#xFD;&#x161;i 350 000 EUR. </span><span class="t s4_52 t1u_52">Smlouva o poskytnut&#xED; p&#x159;&#xED;platku mimo z&#xE1;kladn&#xED; kapit&#xE1;l, </span><span class="t s3_52 t1v_52">uzav&#x159;en&#xE1; dne 31.12.2025 </span><span class="t s3_52 t1w_52">Tato Smlouva uzav&#x159;en&#xE1; mezi Spole&#x10D;nost&#xED; a Projekt Pie&#x161;&#x165;any s.r.o. se t&#xFD;k&#xE1; poskytnut&#xED; p&#x159;&#xED;patku mimo z&#xE1;kladn&#xED; kapit&#xE1;l </span><span class="t s3_52 t1x_52">spole&#x10D;nosti. </span><span class="t s3_52 t1y_52">Na z&#xE1;klad&#x11B; t&#xE9;to Smlouvy byly nav&#xFD;&#x161;eny ostatn&#xED; kapit&#xE1;lov&#xE9; fondy Spole&#x10D;nosti o 350 000 EUR. </span><span class="t s0_52 t1_52">52 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEX///+nxBvIAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/></div><span class="t s1_53 t2_53">Smlouva o poskytnut&#xED; p&#x159;&#xED;platku mimo z&#xE1;kladn&#xED; kapit&#xE1;l, </span><span class="t s2_53 t3_53">uzav&#x159;en&#xE1; dne 31.12.2025 </span><span class="t s2_53 t4_53">Tato Smlouva uzav&#x159;en&#xE1; mezi Spole&#x10D;nost&#xED; a Retail Park Levice s.r.o. se t&#xFD;k&#xE1; poskytnut&#xED; p&#x159;&#xED;patku mimo z&#xE1;kladn&#xED; kapit&#xE1;l </span><span class="t s2_53 t5_53">spole&#x10D;nosti. </span><span class="t s2_53 t6_53">Na z&#xE1;klad&#x11B; t&#xE9;to Smlouvy byly nav&#xFD;&#x161;eny ostatn&#xED; kapit&#xE1;lov&#xE9; fondy Spole&#x10D;nosti o 350 000 EUR. </span><span class="t s1_53 t7_53">Prohl&#xE1;&#x161;en&#xED; spole&#x10D;n&#xED;ka o poskytnut&#xED; p&#x159;&#xED;platku mimo z&#xE1;kladn&#xED; kapit&#xE1;l, </span><span class="t s2_53 t8_53">uzav&#x159;en&#xE9; dne 31.12.2025 </span><span class="t s2_53 t9_53">Toto Prohl&#xE1;&#x161;en&#xED; uzav&#x159;en&#xE9; mezi Spole&#x10D;nost&#xED; a Retail Park Levice s.r.o. se t&#xFD;k&#xE1; zapo&#x10D;ten&#xED; pohled&#xE1;vky Spole&#x10D;nosti </span><span class="t s2_53 ta_53">plynouc&#xED; ze Smlouvy o &#xFA;v&#x11B;ru ze dne 9.9.2021 a z&#xE1;vazku plynouc&#xED;ho ze Smlouvy o poskytnut&#xED; p&#x159;&#xED;platku mimo z&#xE1;kladn&#xED; </span><span class="t s3_53 tb_53">kapit&#xE1;l ze dne 31.12.2025. </span><span class="t s2_53 tc_53">Na z&#xE1;klad&#x11B; t&#xE9;to Dohody byly zapo&#x10D;teny vz&#xE1;jemn&#xE9; pohled&#xE1;vky ve v&#xFD;&#x161;i 350 000 EUR. </span><span class="t s1_53 td_53">Dohoda o p&#x159;evzet&#xED; z&#xE1;vazku spole&#x10D;n&#xED;ka k poskytnut&#xED; p&#x159;&#xED;platku mimo z&#xE1;kladn&#xED; kapit&#xE1;l spole&#x10D;nosti, </span><span class="t s2_53 te_53">uzav&#x159;en&#xE1; dne </span><span class="t s3_53 tf_53">31.12.2025 </span><span class="t s2_53 tg_53">Tato Dohoda uzav&#x159;en&#xE1; mezi Spole&#x10D;nost&#xED; a Retail park Star&#xE9; M&#x11B;sto s.r.o. se t&#xFD;k&#xE1; poskytnut&#xED; p&#x159;&#xED;patku mimo z&#xE1;kladn&#xED; </span><span class="t s2_53 th_53">kapit&#xE1;l spole&#x10D;nosti. </span><span class="t s2_53 ti_53">Na z&#xE1;klad&#x11B; t&#xE9;to Smlouvy byly nav&#xFD;&#x161;eny ostatn&#xED; kapit&#xE1;lov&#xE9; fondy Spole&#x10D;nosti o 6 000 000 CZK. </span><span class="t s1_53 tj_53">Dohoda o z&#xE1;po&#x10D;tu, </span><span class="t s2_53 tk_53">uzav&#x159;en&#xE1; dne 1.7.2025 </span><span class="t s2_53 tl_53">Tato Dohoda uzav&#x159;en&#xE1; mezi Spole&#x10D;nost&#xED; a Retail park Star&#xE9; M&#x11B;sto s.r.o. se t&#xFD;k&#xE1; zapo&#x10D;ten&#xED; pohled&#xE1;vky Spole&#x10D;nosti </span><span class="t s2_53 tm_53">plynouc&#xED; ze Smlouvy o &#xFA;v&#x11B;ru ze dne 15.4.2019 a z&#xE1;vazku plynouc&#xED;ho ze Dohody o p&#x159;evzet&#xED; z&#xE1;vazku spole&#x10D;n&#xED;ka </span><span class="t s3_53 tn_53">k poskytnut&#xED; p&#x159;&#xED;platku mimo z&#xE1;kladn&#xED; kapit&#xE1;l ze dne 1.7.2025. </span><span class="t s2_53 to_53">Na z&#xE1;klad&#x11B; t&#xE9;to Dohody byly zapo&#x10D;teny vz&#xE1;jemn&#xE9; pohled&#xE1;vky ve v&#xFD;&#x161;i 6 000 000 CZK. </span><span class="t s1_53 tp_53">Dohoda o p&#x159;evzet&#xED; z&#xE1;vazku spole&#x10D;n&#xED;ka k poskytnut&#xED; p&#x159;&#xED;platku mimo z&#xE1;kladn&#xED; kapit&#xE1;l spole&#x10D;nosti, </span><span class="t s2_53 tq_53">uzav&#x159;en&#xE1; dne </span><span class="t s3_53 tr_53">29.10.2025 </span><span class="t s2_53 ts_53">Tato Dohoda uzav&#x159;en&#xE1; mezi Spole&#x10D;nost&#xED; a FIDUROCK Ark&#xE1;da Prost&#x11B;jov s.r.o. se t&#xFD;k&#xE1; poskytnut&#xED; p&#x159;&#xED;patku mimo </span><span class="t s2_53 tt_53">z&#xE1;kladn&#xED; kapit&#xE1;l spole&#x10D;nosti. </span><span class="t s2_53 tu_53">Na z&#xE1;klad&#x11B; t&#xE9;to Smlouvy byly nav&#xFD;&#x161;eny ostatn&#xED; kapit&#xE1;lov&#xE9; fondy Spole&#x10D;nosti o 3 600 000 CZK. </span><span class="t s1_53 tv_53">Souhlas jednatel&#x16F; s p&#x159;&#xED;platkem, </span><span class="t s2_53 tw_53">uzav&#x159;en&#xFD; dne 29.10.2025 </span><span class="t s2_53 tx_53">Tento Souhlas uzav&#x159;en&#xFD; mezi Spole&#x10D;nost&#xED; a FIDUROCK Ark&#xE1;da Prost&#x11B;jov s.r.o. se t&#xFD;k&#xE1; zapo&#x10D;ten&#xED; pohled&#xE1;vky </span><span class="t s2_53 ty_53">Spole&#x10D;nosti plynouc&#xED; ze Smlouvy o &#xFA;v&#x11B;ru ze dne 29.10.2025 a z&#xE1;vazku plynouc&#xED;ho z Dohody o p&#x159;evzet&#xED; z&#xE1;vazku </span><span class="t s2_53 tz_53">spole&#x10D;n&#xED;ka k poskytnut&#xED; p&#x159;&#xED;platku mimo z&#xE1;kladn&#xED; kapit&#xE1;l ze dne 29.10.2025. </span><span class="t s2_53 t10_53">Na z&#xE1;klad&#x11B; t&#xE9;to Dohody byly zapo&#x10D;teny vz&#xE1;jemn&#xE9; pohled&#xE1;vky ve v&#xFD;&#x161;i 6 000 000 CZK. </span><span class="t s1_53 t11_53">Smlouva o &#xFA;v&#x11B;ru</span><span class="t s2_53 t12_53">, uzav&#x159;en&#xE1; dne 29.10.2025 </span><span class="t s2_53 t13_53">Tato Smlouva uzav&#x159;en&#xE1; mezi Spole&#x10D;nost&#xED; a FIDUROCK Ark&#xE1;da Prost&#x11B;jov s.r.o. se t&#xFD;k&#xE1; poskytnut&#xED; &#xFA;v&#x11B;rov&#xE9;ho r&#xE1;mce a&#x17E; </span><span class="t s2_53 t14_53">do v&#xFD;&#x161;e 200 000 000 CZK. </span><span class="t s1_53 t15_53">Dodatek &#x10D;. 1 ke smlouv&#x11B; o &#xFA;v&#x11B;ru</span><span class="t s2_53 t16_53">, uzav&#x159;en&#xFD; dne 29.10.2020 </span><span class="t s2_53 t17_53">Tento Dodatek uzav&#x159;en&#xFD; mezi Spole&#x10D;nost&#xED; a FIDUROCK Ark&#xE1;da Prost&#x11B;jov s.r.o. navy&#x161;uje &#xFA;v&#x11B;rov&#xFD; r&#xE1;mec do v&#xFD;&#x161;e </span><span class="t s3_53 t18_53">250 000 CZK. </span><span class="t s4_53 t19_53">5. </span><span class="t s5_53 t1a_53">P&#x159;ehled jedn&#xE1;n&#xED; u&#x10D;in&#x11B;n&#xFD;ch na popud nebo v z&#xE1;jmu ovl&#xE1;daj&#xED;c&#xED; osoby nebo j&#xED; ovl&#xE1;dan&#xFD;ch osob </span><span class="t s2_53 t1b_53">B&#x11B;hem rozhodn&#xE9;ho obdob&#xED; neu&#x10D;inila Spole&#x10D;nost na popud ovl&#xE1;daj&#xED;c&#xED; osoby nebo j&#xED; ovl&#xE1;dan&#xFD;ch osob &#x17E;&#xE1;dn&#xE1; jin&#xE1; jedn&#xE1;n&#xED; </span><span class="t s2_53 t1c_53">ne&#x17E; ta, kter&#xE1; jsou uvedena v odstavci 4, kter&#xE1; se t&#xFD;kala majetku p&#x159;esahuj&#xED;c&#xED;ho 10 % vlastn&#xED;ho kapit&#xE1;lu Spole&#x10D;nosti </span><span class="t s2_53 t1d_53">zji&#x161;t&#x11B;n&#xE9;ho podle posledn&#xED; &#xFA;&#x10D;etn&#xED; uz&#xE1;v&#x11B;rky sestaven&#xE9; k 31.12.2025. </span><span class="t s4_53 t1e_53">6. </span><span class="t s6_53 t1f_53">Posouzen&#xED; &#xFA;jmy a jej&#xED;ho vyrovn&#xE1;n&#xED; </span><span class="t s2_53 t1g_53">Na z&#xE1;klad&#x11B; smluv uzav&#x159;en&#xFD;ch v Rozhodn&#xE9;m obdob&#xED; mezi Spole&#x10D;nost&#xED; a ostatn&#xED;mi osobami ze Skupiny, jin&#xFD;ch jedn&#xE1;n&#xED;, </span><span class="t s2_53 t1h_53">kter&#xE1; byla v z&#xE1;jmu nebo na popud t&#x11B;chto osob uskute&#x10D;n&#x11B;na Spole&#x10D;nost&#xED; v Rozhodn&#xE9;m obdob&#xED;, Spole&#x10D;nosti nevznikla </span><span class="t s2_53 t1i_53">&#x17E;&#xE1;dn&#xE1; &#xFA;jma. </span><span class="t s4_53 t1j_53">7. </span><span class="t s5_53 t1k_53">Hodnocen&#xED; vztah&#x16F; a rizik v r&#xE1;mci Skupiny </span><span class="t s2_53 t1l_53">Spole&#x10D;nosti vypl&#xFD;vaj&#xED; z &#xFA;&#x10D;asti ve Skupin&#x11B; zejm&#xE9;na v&#xFD;hody. Skupina disponuje siln&#xFD;m finan&#x10D;n&#xED;m z&#xE1;zem&#xED;m. </span><span class="t s0_53 t1_53">53 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " 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" style="width:909px;height:1286px"/></div><span class="t s1_54 t2_54">Spole&#x10D;nosti nevypl&#xFD;vaj&#xED; z &#xFA;&#x10D;asti ve Skupin&#x11B; nev&#xFD;hody</span><span class="t s2_54 t3_54">. </span><span class="t s1_54 t4_54">Ze vztah&#x16F; v r&#xE1;mci Skupiny neplynou pro Spole&#x10D;nost &#x17E;&#xE1;dn&#xE1; rizika. </span><span class="t s3_54 t5_54">Datum: 31. b&#x159;ezna 2026 </span><span class="t s4_54 t6_54">________________________ </span><span class="t s4_54 t7_54">Jm&#xE9;no: David Hauerland </span><span class="t s5_54 t8_54">Funkce: &#x10D;len p&#x159;edstavenstva </span><span class="t s0_54 t1_54">54 </span></div>

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" style="width:909px;height:1286px"/></div><span class="t s1_55 t2_55">P&#x159;&#xED;loha &#x10D;. 1. </span><span class="t s0_55 t1_55">55 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEW7mUnB8uRMAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/></div><span class="t m0_56 s1_56 t2_56">Finan&#x10D;n&#xED; &#x10D;&#xE1;st </span><span class="t s0_56 t1_56">56 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEX///+nxBvIAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/></div><span class="t v0_57 s1_57 t2_57">Zpr&#xE1;va o auditu individu&#xE1;ln&#xED; a konsolidovan&#xE9; </span><span class="t v0_57 s2_57 t3_57">&#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky </span><span class="t s0_57 t1_57">57 </span><a id="a136_123" style="left:103px;bottom:876px;position:absolute;transform-origin:bottom left"> </a></div><div class="div-absolute" style="margin:0 auto;position:relative;background-color:white;width:909px;height:1286px">



<div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,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<span class="t s0_1_19e1ab3d45b129a8d t1_1_19e1ab3d45b129a8d">Deloitte ozna&#x10D;uje jednu &#x10D;i v&#xED;ce spole&#x10D;nost&#xED; glob&#xE1;ln&#xED; s&#xED;t&#x11B; &#x10D;lensk&#xFD;ch spole&#x10D;nost&#xED; Deloitte Touche Tohmatsu </span><span class="t s0_1_19e1ab3d45b129a8d t2_1_19e1ab3d45b129a8d">Limited (DTTL) a jejich dce&#x159;in&#xE9; a p&#x159;idru&#x17E;en&#xE9; </span><span class="t s0_1_19e1ab3d45b129a8d t3_1_19e1ab3d45b129a8d">subjekty (souhrnn&#x11B; &#x201E;organizace Deloitte&#x201C;). Spole&#x10D;nost DTTL (rovn&#x11B;&#x17E; ozna&#x10D;ovan&#xE1; jako &#x201E;Deloitte Global&#x201C;) a ka&#x17E;d&#xE1; z jej&#xED;ch &#x10D;lensk</span><span class="t s0_1_19e1ab3d45b129a8d t4_1_19e1ab3d45b129a8d">&#xFD;ch spole&#x10D;nost&#xED; a jejich </span><span class="t s0_1_19e1ab3d45b129a8d t5_1_19e1ab3d45b129a8d">p&#x159;idru&#x17E;en&#xFD;ch subjekt&#x16F; je samostatn&#xFD;m a nez&#xE1;visl&#xFD;m pr&#xE1;vn&#xED;m su</span><span class="t s0_1_19e1ab3d45b129a8d t6_1_19e1ab3d45b129a8d">bjektem, kter&#xFD; nen&#xED; opr&#xE1;vn&#x11B;n zavazovat nebo p&#x159;ij&#xED;mat z&#xE1;vazky za jinou z t&#x11B;chto &#x10D;lensk&#xFD;ch </span><span class="t s0_1_19e1ab3d45b129a8d t7_1_19e1ab3d45b129a8d">spole&#x10D;nost&#xED; a jejich p&#x159;idru&#x17E;en&#xFD;ch subjekt&#x16F; ve vztahu k t&#x159;et&#xED;m stran&#xE1;m. Spole&#x10D;nost DTTL a ka&#x17E;d&#xE1; &#x10D;lensk&#xE1; spole&#x10D;nost a p&#x159;idru&#x17E;en</span><span class="t s0_1_19e1ab3d45b129a8d t8_1_19e1ab3d45b129a8d">&#xFD; subjekt nese odpov&#x11B;dnost </span><span class="t s0_1_19e1ab3d45b129a8d t9_1_19e1ab3d45b129a8d">pouze za sv&#xE9; vl</span><span class="t s0_1_19e1ab3d45b129a8d ta_1_19e1ab3d45b129a8d">astn&#xED; jedn&#xE1;n&#xED; &#x10D;i pochyben&#xED;, nikoli za jedn&#xE1;n&#xED; &#x10D;i pochyben&#xED; jin&#xFD;ch &#x10D;lensk&#xFD;ch spole&#x10D;nost&#xED; &#x10D;i p&#x159;idru&#x17E;en&#xFD;ch subjekt&#x16F;. Spole&#x10D;nost DTTL slu&#x17E;by </span><span class="t s0_1_19e1ab3d45b129a8d tb_1_19e1ab3d45b129a8d">klient&#x16F;m neposkytuje. V&#xED;ce informac&#xED; najdete na adrese www.deloitte.com/about. </span><span class="t s1_1_19e1ab3d45b129a8d tc_1_19e1ab3d45b129a8d">A817F48DABE6D8D045F5A5FD46062DFE </span><span class="t s2_1_19e1ab3d45b129a8d td_1_19e1ab3d45b129a8d">ZPR&#xC1;VA NEZ&#xC1;VISL&#xC9;HO AUDITORA </span><span class="t s3_1_19e1ab3d45b129a8d te_1_19e1ab3d45b129a8d">Pro akcion&#xE1;&#x159;e spole&#x10D;nosti </span><span class="t s3_1_19e1ab3d45b129a8d tf_1_19e1ab3d45b129a8d">FIDUROCK Nemovitosti </span><span class="t s3_1_19e1ab3d45b129a8d tg_1_19e1ab3d45b129a8d">a.s. </span><span class="t s4_1_19e1ab3d45b129a8d th_1_19e1ab3d45b129a8d">Se s&#xED;dlem: V&#xE1;clavsk&#xE9; n&#xE1;m&#x11B;st&#xED; 2132/47, Nov&#xE9; M&#x11B;sto, 110 00 Praha 1 </span><span class="t s5_1_19e1ab3d45b129a8d ti_1_19e1ab3d45b129a8d">ZPR&#xC1;VA AUDITORA KE KONSOLIDOVAN&#xC9; A INDIVIDU&#xC1;LN&#xCD; </span><span class="t s5_1_19e1ab3d45b129a8d tj_1_19e1ab3d45b129a8d">&#xDA;&#x10C;ETN&#xCD; Z&#xC1;V&#x11A;RCE </span><span class="t s4_1_19e1ab3d45b129a8d tk_1_19e1ab3d45b129a8d">V&#xFD;rok auditora </span><span class="t s4_1_19e1ab3d45b129a8d tl_1_19e1ab3d45b129a8d">Provedli jsme audit p&#x159;ilo&#x17E;en&#xE9; konsolidovan&#xE9; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky spole&#x10D;nosti FIDUROCK Nemovitosti a.s. a </span><span class="t s4_1_19e1ab3d45b129a8d tm_1_19e1ab3d45b129a8d">jej&#xED;ch </span><span class="t s4_1_19e1ab3d45b129a8d tn_1_19e1ab3d45b129a8d">dce&#x159;in&#xFD;ch spole&#x10D;nost&#xED; (d&#xE1;le tak&#xE9; &#x201E;skupina&#x201C;) a individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky spole&#x10D;nosti FIDUROCK Nemovitosti a.s. </span><span class="t s4_1_19e1ab3d45b129a8d to_1_19e1ab3d45b129a8d">(d&#xE1;le tak&#xE9; &#x201E;spole&#x10D;nost&#x201C;) sestaven&#xFD;ch na z&#xE1;klad&#x11B; &#xFA;&#x10D;etn&#xED;ch standard&#x16F; IFRS ve zn&#x11B;n&#xED; p&#x159;ijat&#xE9;m Evropskou uni&#xED;. </span><span class="t s4_1_19e1ab3d45b129a8d tp_1_19e1ab3d45b129a8d">Konsolidovan&#xE1; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka se skl&#xE1;d&#xE1; z </span><span class="t s4_1_19e1ab3d45b129a8d tq_1_19e1ab3d45b129a8d">Konsolidovan&#xE9;ho v&#xFD;kazu o finan&#x10D;n&#xED; pozici k </span><span class="t s4_1_19e1ab3d45b129a8d tr_1_19e1ab3d45b129a8d">31. </span><span class="t s4_1_19e1ab3d45b129a8d ts_1_19e1ab3d45b129a8d">prosinci </span><span class="t s4_1_19e1ab3d45b129a8d tt_1_19e1ab3d45b129a8d">2025, </span><span class="t s4_1_19e1ab3d45b129a8d tu_1_19e1ab3d45b129a8d">Konsolidovan&#xE9;ho v&#xFD;kazu zisku a </span><span class="t s4_1_19e1ab3d45b129a8d tv_1_19e1ab3d45b129a8d">ztr&#xE1;ty a ostatn&#xED;ho &#xFA;pln&#xE9;ho v&#xFD;sledku hospoda&#x159;en&#xED;, Konsolidovan&#xE9;ho v&#xFD;kazu </span><span class="t s6_1_19e1ab3d45b129a8d tw_1_19e1ab3d45b129a8d">o </span><span class="t s4_1_19e1ab3d45b129a8d tx_1_19e1ab3d45b129a8d">zm&#x11B;n&#xE1;ch vlastn&#xED;ho kapit&#xE1;lu a </span><span class="t s4_1_19e1ab3d45b129a8d ty_1_19e1ab3d45b129a8d">Konsolidovan&#xE9;ho v&#xFD;kazu o </span><span class="t s4_1_19e1ab3d45b129a8d tz_1_19e1ab3d45b129a8d">pen&#x11B;&#x17E;n&#xED;ch toc&#xED;ch za rok kon&#x10D;&#xED;c&#xED; k </span><span class="t s4_1_19e1ab3d45b129a8d t10_1_19e1ab3d45b129a8d">tomuto datu a </span><span class="t s4_1_19e1ab3d45b129a8d t11_1_19e1ab3d45b129a8d">P&#x159;&#xED;lohy </span><span class="t s4_1_19e1ab3d45b129a8d t12_1_19e1ab3d45b129a8d">t&#xE9;to konsolidovan&#xE9; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky, v&#x10D;etn&#x11B; v&#xFD;znamn&#xFD;ch (materi&#xE1;ln&#xED;ch) informac&#xED; o pou&#x17E;it&#xFD;ch &#xFA;&#x10D;etn&#xED;ch metod&#xE1;ch </span><span class="t s4_1_19e1ab3d45b129a8d t13_1_19e1ab3d45b129a8d">(&#x201E;konsolidovan&#xE1; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka&#x201D;). </span><span class="t s4_1_19e1ab3d45b129a8d t14_1_19e1ab3d45b129a8d">Individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka se skl&#xE1;d&#xE1; z </span><span class="t s4_1_19e1ab3d45b129a8d t15_1_19e1ab3d45b129a8d">Individu&#xE1;ln&#xED;ho v&#xFD;kazu o finan&#x10D;n&#xED; pozici k </span><span class="t s4_1_19e1ab3d45b129a8d t16_1_19e1ab3d45b129a8d">31. </span><span class="t s4_1_19e1ab3d45b129a8d t17_1_19e1ab3d45b129a8d">prosinci </span><span class="t s4_1_19e1ab3d45b129a8d t18_1_19e1ab3d45b129a8d">2025, Individu&#xE1;ln&#xED;ho </span><span class="t s4_1_19e1ab3d45b129a8d t19_1_19e1ab3d45b129a8d">v&#xFD;kazu zisku a </span><span class="t s4_1_19e1ab3d45b129a8d t1a_1_19e1ab3d45b129a8d">ztr&#xE1;ty a ostatn&#xED;ho &#xFA;pln&#xE9;ho v&#xFD;sledku hospoda&#x159;en&#xED;, Individu&#xE1;ln&#xED;ho v&#xFD;kazu o </span><span class="t s4_1_19e1ab3d45b129a8d t1b_1_19e1ab3d45b129a8d">zm&#x11B;n&#xE1;ch vlastn&#xED;ho kapit&#xE1;lu </span><span class="t s6_1_19e1ab3d45b129a8d t1c_1_19e1ab3d45b129a8d">a </span><span class="t s4_1_19e1ab3d45b129a8d t1d_1_19e1ab3d45b129a8d">Individu&#xE1;ln&#xED;ho v&#xFD;kazu o </span><span class="t s4_1_19e1ab3d45b129a8d t1e_1_19e1ab3d45b129a8d">pen&#x11B;&#x17E;n&#xED;ch toc&#xED;ch za rok kon&#x10D;&#xED;c&#xED; k </span><span class="t s4_1_19e1ab3d45b129a8d t1f_1_19e1ab3d45b129a8d">tomuto datu a </span><span class="t s4_1_19e1ab3d45b129a8d t1g_1_19e1ab3d45b129a8d">P&#x159;&#xED;lohy t&#xE9;to individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky, </span><span class="t s4_1_19e1ab3d45b129a8d t1h_1_19e1ab3d45b129a8d">v&#x10D;etn&#x11B; v&#xFD;znamn&#xFD;ch (materi&#xE1;ln&#xED;ch) informac&#xED; o pou&#x17E;it&#xFD;ch &#xFA;&#x10D;etn&#xED;ch metod&#xE1;ch (&#x201E;individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka&#x201D;). </span><span class="t s4_1_19e1ab3d45b129a8d t1i_1_19e1ab3d45b129a8d">Podle na&#x161;eho n&#xE1;zoru: </span><span class="t s7_1_19e1ab3d45b129a8d t1j_1_19e1ab3d45b129a8d">&#x2022; </span><span class="t s4_1_19e1ab3d45b129a8d t1k_1_19e1ab3d45b129a8d">P&#x159;ilo&#x17E;en&#xE1; konsolidovan&#xE1; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka pod&#xE1;v&#xE1; v&#x11B;rn&#xFD; a poctiv&#xFD; obraz konsolidovan&#xE9; finan&#x10D;n&#xED; pozice skupiny </span><span class="t s4_1_19e1ab3d45b129a8d t1l_1_19e1ab3d45b129a8d">k </span><span class="t s4_1_19e1ab3d45b129a8d t1m_1_19e1ab3d45b129a8d">31. </span><span class="t s4_1_19e1ab3d45b129a8d t1n_1_19e1ab3d45b129a8d">prosinci 2025 a jej&#xED; konsolidovan&#xE9; finan&#x10D;n&#xED; v&#xFD;konnosti a konsolidovan&#xFD;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; za rok kon&#x10D;&#xED;c&#xED; </span><span class="t s4_1_19e1ab3d45b129a8d t1o_1_19e1ab3d45b129a8d">k </span><span class="t s4_1_19e1ab3d45b129a8d t1p_1_19e1ab3d45b129a8d">tomuto datu v </span><span class="t s4_1_19e1ab3d45b129a8d t1q_1_19e1ab3d45b129a8d">souladu s &#xFA;&#x10D;etn&#xED;mi standardy IFRS ve zn&#x11B;n&#xED; p&#x159;ijat&#xE9;m Evropskou uni&#xED;. </span><span class="t s7_1_19e1ab3d45b129a8d t1r_1_19e1ab3d45b129a8d">&#x2022; </span><span class="t s4_1_19e1ab3d45b129a8d t1s_1_19e1ab3d45b129a8d">P&#x159;ilo&#x17E;en&#xE1; individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka pod&#xE1;v&#xE1; v&#x11B;rn&#xFD; a poctiv&#xFD; obraz finan&#x10D;n&#xED; pozice spole&#x10D;nosti k </span><span class="t s4_1_19e1ab3d45b129a8d t1t_1_19e1ab3d45b129a8d">31. </span><span class="t s4_1_19e1ab3d45b129a8d t1u_1_19e1ab3d45b129a8d">prosinci </span><span class="t s6_1_19e1ab3d45b129a8d t1v_1_19e1ab3d45b129a8d">2025 </span><span class="t s6_1_19e1ab3d45b129a8d t1w_1_19e1ab3d45b129a8d">a </span><span class="t s4_1_19e1ab3d45b129a8d t1x_1_19e1ab3d45b129a8d">jej&#xED; finan&#x10D;n&#xED; v&#xFD;konnosti a pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; za rok kon&#x10D;&#xED;c&#xED; k tomuto datu v </span><span class="t s4_1_19e1ab3d45b129a8d t1y_1_19e1ab3d45b129a8d">souladu s </span><span class="t s4_1_19e1ab3d45b129a8d t1z_1_19e1ab3d45b129a8d">&#xFA;&#x10D;etn&#xED;mi standardy IFRS ve </span><span class="t s4_1_19e1ab3d45b129a8d t20_1_19e1ab3d45b129a8d">zn&#x11B;n&#xED; p&#x159;ijat&#xE9;m Evropskou uni&#xED;. </span><span class="t s4_1_19e1ab3d45b129a8d t21_1_19e1ab3d45b129a8d">Z&#xE1;klad pro v&#xFD;rok </span><span class="t s4_1_19e1ab3d45b129a8d t22_1_19e1ab3d45b129a8d">Audit jsme provedli v souladu se z&#xE1;konem o auditorech, na&#x159;&#xED;zen&#xED;m Evropsk&#xE9;ho parlamentu a Rady (EU) &#x10D;. 537/2014 </span><span class="t s6_1_19e1ab3d45b129a8d t23_1_19e1ab3d45b129a8d">a </span><span class="t s4_1_19e1ab3d45b129a8d t24_1_19e1ab3d45b129a8d">standardy Komory auditor&#x16F; &#x10C;esk&#xE9; republiky pro audit, kter&#xFD;mi jsou mezin&#xE1;rodn&#xED; standardy pro audit (ISA), p&#x159;&#xED;padn&#x11B; </span><span class="t s4_1_19e1ab3d45b129a8d t25_1_19e1ab3d45b129a8d">dopln&#x11B;n&#xE9; a upraven&#xE9; souvisej&#xED;c&#xED;mi aplika&#x10D;n&#xED;mi dolo&#x17E;kami. Na&#x161;e odpov&#x11B;dnost stanoven&#xE1; t&#x11B;mito p&#x159;edpisy je </span><span class="t s4_1_19e1ab3d45b129a8d t26_1_19e1ab3d45b129a8d">podrobn&#x11B;ji pops&#xE1;na v odd&#xED;lu Odpov&#x11B;dnost auditora za audit konsolidovan&#xE9; i individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky. V souladu se </span><span class="t s4_1_19e1ab3d45b129a8d t27_1_19e1ab3d45b129a8d">z&#xE1;konem o auditorech a Etick&#xFD;m kodexem p&#x159;ijat&#xFD;m Komorou auditor&#x16F; &#x10C;esk&#xE9; republiky, v&#x10D;etn&#x11B; jeho po&#x17E;adavk&#x16F; </span><span class="t s4_1_19e1ab3d45b129a8d t28_1_19e1ab3d45b129a8d">vztahuj&#xED;c&#xED;ch se k </span><span class="t s4_1_19e1ab3d45b129a8d t29_1_19e1ab3d45b129a8d">audit&#x16F;m &#xFA;&#x10D;etn&#xED;ch z&#xE1;v&#x11B;rek subjekt&#x16F; ve&#x159;ejn&#xE9;ho z&#xE1;jmu, jsme na spole&#x10D;nosti nez&#xE1;visl&#xED;. Splnili jsme </span><span class="t s6_1_19e1ab3d45b129a8d t2a_1_19e1ab3d45b129a8d">i </span><span class="t s4_1_19e1ab3d45b129a8d t2b_1_19e1ab3d45b129a8d">dal&#x161;&#xED; etick&#xE9; povinnosti vypl&#xFD;vaj&#xED;c&#xED; z </span><span class="t s4_1_19e1ab3d45b129a8d t2c_1_19e1ab3d45b129a8d">uveden&#xFD;ch p&#x159;edpis&#x16F;. Domn&#xED;v&#xE1;me se, &#x17E;e d&#x16F;kazn&#xED; informace, kter&#xE9; jsme </span><span class="t s4_1_19e1ab3d45b129a8d t2d_1_19e1ab3d45b129a8d">shrom&#xE1;&#x17E;dili, poskytuj&#xED; dostate&#x10D;n&#xFD; a vhodn&#xFD; z&#xE1;klad pro vyj&#xE1;d&#x159;en&#xED; na&#x161;eho v&#xFD;roku. </span><span class="t s4_1_19e1ab3d45b129a8d t2e_1_19e1ab3d45b129a8d">Zd&#x16F;razn&#x11B;n&#xED; skute&#x10D;nosti </span><span class="t s4_1_19e1ab3d45b129a8d t2f_1_19e1ab3d45b129a8d">Upozor&#x148;ujeme na bod 2.18 konsolidovan&#xE9; p&#x159;&#xED;lohy &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky, kter&#xFD; popisuje opravu chyb minul&#xFD;ch obdob&#xED; z titulu </span><span class="t s4_1_19e1ab3d45b129a8d t2g_1_19e1ab3d45b129a8d">nespr&#xE1;vn&#xE9;ho &#xFA;&#x10D;tov&#xE1;n&#xED; odlo&#x17E;en&#xE9;ho da&#x148;ov&#xE9;ho z&#xE1;vazku a odlo&#x17E;en&#xE9; da&#x148;ov&#xE9; pohled&#xE1;vky. N&#xE1;&#x161; v&#xFD;rok nen&#xED; v souvislosti </span><span class="t s4_1_19e1ab3d45b129a8d t2h_1_19e1ab3d45b129a8d">s </span><span class="t s4_1_19e1ab3d45b129a8d t2i_1_19e1ab3d45b129a8d">touto z&#xE1;le&#x17E;itost&#xED; modifikov&#xE1;n. </span><span class="t s8_1_19e1ab3d45b129a8d t2j_1_19e1ab3d45b129a8d">Deloitte Audit s.r.o. </span><span class="t s8_1_19e1ab3d45b129a8d t2k_1_19e1ab3d45b129a8d">Churchill I </span><span class="t s8_1_19e1ab3d45b129a8d t2l_1_19e1ab3d45b129a8d">Italsk&#xE1; 2581/67 </span><span class="t s8_1_19e1ab3d45b129a8d t2m_1_19e1ab3d45b129a8d">120 00 Praha 2 </span><span class="t s9_1_19e1ab3d45b129a8d t2n_1_19e1ab3d45b129a8d">- </span><span class="t s8_1_19e1ab3d45b129a8d t2o_1_19e1ab3d45b129a8d">Vinohrady </span><span class="t s8_1_19e1ab3d45b129a8d t2p_1_19e1ab3d45b129a8d">&#x10C;esk&#xE1; republika </span><span class="t s8_1_19e1ab3d45b129a8d t2q_1_19e1ab3d45b129a8d">Tel</span><span class="t s8_1_19e1ab3d45b129a8d t2r_1_19e1ab3d45b129a8d">.: +420 246 042 500 </span><span class="t s8_1_19e1ab3d45b129a8d t2s_1_19e1ab3d45b129a8d">DeloitteCZ@deloitteCE.com </span><span class="t s8_1_19e1ab3d45b129a8d t2t_1_19e1ab3d45b129a8d">www.deloitte.cz </span><span class="t s8_1_19e1ab3d45b129a8d t2u_1_19e1ab3d45b129a8d">zaps&#xE1;na M&#x11B;stsk&#xFD;m soudem </span><span class="t s8_1_19e1ab3d45b129a8d t2v_1_19e1ab3d45b129a8d">v Praze, odd&#xED;l C, vlo&#x17E;ka 24349 </span><span class="t s8_1_19e1ab3d45b129a8d t2w_1_19e1ab3d45b129a8d">I&#x10C;O: 49620592 </span><span class="t s8_1_19e1ab3d45b129a8d t2x_1_19e1ab3d45b129a8d">DI&#x10C;: CZ49620592 </span>
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<div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,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" style="width:909px;height:1286px"/></div>
<span class="t s0_2_19e1ab3d45b129a8d t1_2_19e1ab3d45b129a8d">A817F48DABE6D8D045F5A5FD46062DFE </span><span class="t s1_2_19e1ab3d45b129a8d t2_2_19e1ab3d45b129a8d">Jin&#xE1; skute&#x10D;nost </span><span class="t s1_2_19e1ab3d45b129a8d t3_2_19e1ab3d45b129a8d">Konsolidovan&#xE1; i Individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka spole&#x10D;nosti FIDUROCK Nemovitosti a.s. </span><span class="t s1_2_19e1ab3d45b129a8d t4_2_19e1ab3d45b129a8d">za rok kon&#x10D;&#xED;c&#xED; k </span><span class="t s1_2_19e1ab3d45b129a8d t5_2_19e1ab3d45b129a8d">31. </span><span class="t s1_2_19e1ab3d45b129a8d t6_2_19e1ab3d45b129a8d">prosinci </span><span class="t s2_2_19e1ab3d45b129a8d t7_2_19e1ab3d45b129a8d">2024 </span><span class="t s1_2_19e1ab3d45b129a8d t8_2_19e1ab3d45b129a8d">byla auditov&#xE1;na jin&#xFD;m auditorem, kter&#xFD; k t&#x11B;mto &#xFA;&#x10D;etn&#xED;m z&#xE1;v&#x11B;rk&#xE1;m dne 30. dubna 2025 </span><span class="t s1_2_19e1ab3d45b129a8d t9_2_19e1ab3d45b129a8d">vyj&#xE1;d&#x159;il v&#xFD;roky bez v&#xFD;hrad. </span><span class="t s1_2_19e1ab3d45b129a8d ta_2_19e1ab3d45b129a8d">Hlavn&#xED; z&#xE1;le&#x17E;itosti auditu </span><span class="t s1_2_19e1ab3d45b129a8d tb_2_19e1ab3d45b129a8d">Hlavn&#xED; z&#xE1;le&#x17E;itosti auditu jsou z&#xE1;le&#x17E;itosti, kter&#xE9; byly podle na&#x161;eho odborn&#xE9;ho &#xFA;sudku p&#x159;i auditu konsolidovan&#xE9; </span><span class="t s2_2_19e1ab3d45b129a8d tc_2_19e1ab3d45b129a8d">a </span><span class="t s1_2_19e1ab3d45b129a8d td_2_19e1ab3d45b129a8d">individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky za b&#x11B;&#x17E;n&#xE9; obdob&#xED; nejv&#xFD;znamn&#x11B;j&#x161;&#xED;. T&#x11B;mito z&#xE1;le&#x17E;itostmi jsme se zab&#xFD;vali v kontextu auditu </span><span class="t s1_2_19e1ab3d45b129a8d te_2_19e1ab3d45b129a8d">konsolidovan&#xE9; a </span><span class="t s1_2_19e1ab3d45b129a8d tf_2_19e1ab3d45b129a8d">individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky jako celku a v souvislosti s </span><span class="t s1_2_19e1ab3d45b129a8d tg_2_19e1ab3d45b129a8d">utv&#xE1;&#x159;en&#xED;m n&#xE1;zoru na tuto z&#xE1;v&#x11B;rku. Samostatn&#xFD; </span><span class="t s1_2_19e1ab3d45b129a8d th_2_19e1ab3d45b129a8d">v&#xFD;rok k t&#x11B;mto z&#xE1;le&#x17E;itostem nevyjad&#x159;ujeme. </span><span class="t s3_2_19e1ab3d45b129a8d ti_2_19e1ab3d45b129a8d">Hlavn&#xED; z&#xE1;le&#x17E;itost auditu </span><span class="t s3_2_19e1ab3d45b129a8d tj_2_19e1ab3d45b129a8d">(platn&#xE1; </span><span class="t s3_2_19e1ab3d45b129a8d tk_2_19e1ab3d45b129a8d">pro individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rku) </span><span class="t s3_2_19e1ab3d45b129a8d tl_2_19e1ab3d45b129a8d">Ocen&#x11B;n&#xED; investic v dce&#x159;in&#xFD;ch spole&#x10D;nostech </span><span class="t s3_2_19e1ab3d45b129a8d tm_2_19e1ab3d45b129a8d">Zp&#x16F;sob &#x159;e&#x161;en&#xED; </span><span class="t s1_2_19e1ab3d45b129a8d tn_2_19e1ab3d45b129a8d">Spole&#x10D;nost p&#x16F;sob&#xED; jako holdingov&#xE1; spole&#x10D;nost, kter&#xE1; </span><span class="t s1_2_19e1ab3d45b129a8d to_2_19e1ab3d45b129a8d">vlastn&#xED; pod&#xED;ly v nek&#xF3;tovan&#xFD;ch </span><span class="t s1_2_19e1ab3d45b129a8d tp_2_19e1ab3d45b129a8d">dce&#x159;in&#xFD;ch spole&#x10D;nostech. </span><span class="t s1_2_19e1ab3d45b129a8d tq_2_19e1ab3d45b129a8d">Tyto investice jsou oce&#x148;ov&#xE1;ny po&#x159;izovac&#xED; cenou </span><span class="t s1_2_19e1ab3d45b129a8d tr_2_19e1ab3d45b129a8d">sn&#xED;&#x17E;enou o kumulovan&#xE9; ztr&#xE1;ty ze sn&#xED;&#x17E;en&#xED; hodnoty </span><span class="t s1_2_19e1ab3d45b129a8d ts_2_19e1ab3d45b129a8d">v </span><span class="t s1_2_19e1ab3d45b129a8d tt_2_19e1ab3d45b129a8d">souladu s po&#x17E;adavky IAS 36 </span><span class="t s2_2_19e1ab3d45b129a8d tu_2_19e1ab3d45b129a8d">- </span><span class="t s1_2_19e1ab3d45b129a8d tv_2_19e1ab3d45b129a8d">Sn&#xED;&#x17E;en&#xED; hodnoty aktiv. </span><span class="t s1_2_19e1ab3d45b129a8d tw_2_19e1ab3d45b129a8d">Hrub&#xE1; hodnota investic v dce&#x159;in&#xFD;ch spole&#x10D;nostech </span><span class="t s1_2_19e1ab3d45b129a8d tx_2_19e1ab3d45b129a8d">&#x10D;inila k </span><span class="t s1_2_19e1ab3d45b129a8d ty_2_19e1ab3d45b129a8d">31. prosinci 2025 &#x10D;&#xE1;stku 733 mil. K&#x10D;, p&#x159;i&#x10D;em&#x17E; </span><span class="t s1_2_19e1ab3d45b129a8d tz_2_19e1ab3d45b129a8d">byly vytvo&#x159;eny opravn&#xE9; polo&#x17E;ky ve v&#xFD;&#x161;i </span><span class="t s2_2_19e1ab3d45b129a8d t10_2_19e1ab3d45b129a8d">7 </span><span class="t s1_2_19e1ab3d45b129a8d t11_2_19e1ab3d45b129a8d">mil. K&#x10D;. </span><span class="t s1_2_19e1ab3d45b129a8d t12_2_19e1ab3d45b129a8d">Ke konci ka&#x17E;d&#xE9;ho &#xFA;&#x10D;etn&#xED;ho obdob&#xED; spole&#x10D;nost posuzuje, </span><span class="t s1_2_19e1ab3d45b129a8d t13_2_19e1ab3d45b129a8d">zda nedo&#x161;lo ke sn&#xED;&#x17E;en&#xED; hodnoty investic, a to na z&#xE1;klad&#x11B; </span><span class="t s1_2_19e1ab3d45b129a8d t14_2_19e1ab3d45b129a8d">stanoven&#xED; re&#xE1;ln&#xE9; hodnoty jednotliv&#xFD;ch investic. </span><span class="t s1_2_19e1ab3d45b129a8d t15_2_19e1ab3d45b129a8d">Posouzen&#xED; pot&#x159;eby tvorby opravn&#xFD;ch polo&#x17E;ek vych&#xE1;z&#xED; </span><span class="t s2_2_19e1ab3d45b129a8d t16_2_19e1ab3d45b129a8d">z </span><span class="t s1_2_19e1ab3d45b129a8d t17_2_19e1ab3d45b129a8d">odhadu re&#xE1;ln&#xE9; hodnoty jednotliv&#xFD;ch investic, kter&#xE1; je </span><span class="t s1_2_19e1ab3d45b129a8d t18_2_19e1ab3d45b129a8d">stanovena zejm&#xE9;na pomoc&#xED; metody diskontovan&#xFD;ch </span><span class="t s1_2_19e1ab3d45b129a8d t19_2_19e1ab3d45b129a8d">pen&#x11B;&#x17E;n&#xED;ch tok&#x16F;. Tento proces zahrnuje v&#xFD;znamn&#xE9; </span><span class="t s1_2_19e1ab3d45b129a8d t1a_2_19e1ab3d45b129a8d">&#xFA;sudky veden&#xED;, zejm&#xE9;na p&#x159;i stanoven&#xED; budouc&#xED;ch </span><span class="t s1_2_19e1ab3d45b129a8d t1b_2_19e1ab3d45b129a8d">pen&#x11B;&#x17E;n&#xED;ch tok&#x16F;, diskontn&#xED; m&#xED;ry a dal&#x161;&#xED;ch kl&#xED;&#x10D;ov&#xFD;ch </span><span class="t s1_2_19e1ab3d45b129a8d t1c_2_19e1ab3d45b129a8d">p&#x159;edpoklad</span><span class="t s1_2_19e1ab3d45b129a8d t1d_2_19e1ab3d45b129a8d">&#x16F;, kter&#xE9; jsou ovlivn&#x11B;ny o&#x10D;ek&#xE1;van&#xFD;m v&#xFD;vojem </span><span class="t s1_2_19e1ab3d45b129a8d t1e_2_19e1ab3d45b129a8d">trhu v &#x10C;esk&#xE9; republice a na Slovensku. </span><span class="t s1_2_19e1ab3d45b129a8d t1f_2_19e1ab3d45b129a8d">Informace o t&#xE9;to z&#xE1;le&#x17E;itost&#xED; jsou uvedeny </span><span class="t s1_2_19e1ab3d45b129a8d t1g_2_19e1ab3d45b129a8d">v </span><span class="t s1_2_19e1ab3d45b129a8d t1h_2_19e1ab3d45b129a8d">bod&#x11B; 4 </span><span class="t s1_2_19e1ab3d45b129a8d t1i_2_19e1ab3d45b129a8d">Investice do dce&#x159;in&#xFD;ch spole&#x10D;nost&#xED; p&#x159;&#xED;lohy individu&#xE1;ln&#xED; </span><span class="t s1_2_19e1ab3d45b129a8d t1j_2_19e1ab3d45b129a8d">&#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky. </span><span class="t s1_2_19e1ab3d45b129a8d t1k_2_19e1ab3d45b129a8d">Vzhledem k v&#xFD;znamnosti hodnoty investic v dce&#x159;in&#xFD;ch </span><span class="t s1_2_19e1ab3d45b129a8d t1l_2_19e1ab3d45b129a8d">spole&#x10D;nostech ve struktu&#x159;e aktiv Spole&#x10D;nosti a k </span><span class="t s1_2_19e1ab3d45b129a8d t1m_2_19e1ab3d45b129a8d">m&#xED;&#x159;e </span><span class="t s1_2_19e1ab3d45b129a8d t1n_2_19e1ab3d45b129a8d">&#xFA;sudku, nejistot a odhad&#x16F;, z nich&#x17E; ocen&#x11B;n&#xED; vych&#xE1;z&#xED;, byla </span><span class="t s1_2_19e1ab3d45b129a8d t1o_2_19e1ab3d45b129a8d">tato oblast identifikov&#xE1;na jako </span><span class="t s1_2_19e1ab3d45b129a8d t1p_2_19e1ab3d45b129a8d">hlavn&#xED; z&#xE1;le&#x17E;itost auditu. </span><span class="t s1_2_19e1ab3d45b129a8d t1q_2_19e1ab3d45b129a8d">Na prov&#xE1;d&#x11B;n&#xED; auditorsk&#xFD;ch postup&#x16F; se pod&#xED;leli intern&#xED; </span><span class="t s1_2_19e1ab3d45b129a8d t1r_2_19e1ab3d45b129a8d">odborn&#xED;ci na oce&#x148;ov&#xE1;n&#xED;. V r&#xE1;mci na&#x161;ich postup&#x16F; jsme </span><span class="t s1_2_19e1ab3d45b129a8d t1s_2_19e1ab3d45b129a8d">vyhodnotili p&#x159;edpoklady a metodiku pou&#x17E;itou veden&#xED;m </span><span class="t s1_2_19e1ab3d45b129a8d t1t_2_19e1ab3d45b129a8d">Skupiny pro stanoven&#xED; re&#xE1;ln&#xE9; hodnoty investic, p&#x159;i&#x10D;em&#x17E; </span><span class="t s1_2_19e1ab3d45b129a8d t1u_2_19e1ab3d45b129a8d">jsme se zam&#x11B;&#x159;ili p&#x159;edev&#x161;&#xED;m na porovn&#xE1;n&#xED; &#xFA;sudk&#x16F; veden&#xED; </span><span class="t s1_2_19e1ab3d45b129a8d t1v_2_19e1ab3d45b129a8d">s tr&#x17E;n&#xED; prax&#xED;. </span><span class="t s1_2_19e1ab3d45b129a8d t1w_2_19e1ab3d45b129a8d">Provedli jsme anal&#xFD;zu rozpo&#x10D;t&#x16F; a budouc&#xED;ch pen&#x11B;&#x17E;n&#xED;ch </span><span class="t s1_2_19e1ab3d45b129a8d t1x_2_19e1ab3d45b129a8d">tok&#x16F; vych&#xE1;zej&#xED;c&#xED;ch z identifikovan&#xFD;ch pen&#x11B;zotvorn&#xFD;ch </span><span class="t s1_2_19e1ab3d45b129a8d t1y_2_19e1ab3d45b129a8d">jednotek. Posoudili jsme p&#x159;edpokl&#xE1;dan&#xFD; v&#xFD;voj </span><span class="t s1_2_19e1ab3d45b129a8d t1z_2_19e1ab3d45b129a8d">pl&#xE1;novan&#xFD;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F;, porovnali je s </span><span class="t s1_2_19e1ab3d45b129a8d t20_2_19e1ab3d45b129a8d">o&#x10D;ek&#xE1;v&#xE1;n&#xED;mi </span><span class="t s1_2_19e1ab3d45b129a8d t21_2_19e1ab3d45b129a8d">veden&#xED; a vyhodnotili kl&#xED;&#x10D;ov&#xE9; p&#x159;edpoklady pou&#x17E;it&#xE9; </span><span class="t s1_2_19e1ab3d45b129a8d t22_2_19e1ab3d45b129a8d">v </span><span class="t s1_2_19e1ab3d45b129a8d t23_2_19e1ab3d45b129a8d">oce&#x148;ovac&#xED;m modelu. </span><span class="t s1_2_19e1ab3d45b129a8d t24_2_19e1ab3d45b129a8d">D&#xE1;le jsme posoudili n&#xE1;vrh </span><span class="t s2_2_19e1ab3d45b129a8d t25_2_19e1ab3d45b129a8d">a </span><span class="t s1_2_19e1ab3d45b129a8d t26_2_19e1ab3d45b129a8d">zaveden&#xED; vybran&#xFD;ch kontrol </span><span class="t s1_2_19e1ab3d45b129a8d t27_2_19e1ab3d45b129a8d">v </span><span class="t s1_2_19e1ab3d45b129a8d t28_2_19e1ab3d45b129a8d">procesu oce&#x148;ov&#xE1;n&#xED; investic v dce&#x159;in&#xFD;ch </span><span class="t s1_2_19e1ab3d45b129a8d t29_2_19e1ab3d45b129a8d">spole&#x10D;nostech, v&#x10D;etn&#x11B; kontroly v&#xFD;sledku oce&#x148;ovac&#xED;ch </span><span class="t s1_2_19e1ab3d45b129a8d t2a_2_19e1ab3d45b129a8d">model&#x16F; ze strany veden&#xED; Skupiny. </span><span class="t s1_2_19e1ab3d45b129a8d t2b_2_19e1ab3d45b129a8d">Otestovali jsme kl&#xED;&#x10D;ov&#xE9; vstupy a p&#x159;edpoklady pou&#x17E;it&#xE9; </span><span class="t s1_2_19e1ab3d45b129a8d t2c_2_19e1ab3d45b129a8d">veden&#xED;m, zejm&#xE9;na projekce pen&#x11B;&#x17E;n&#xED;ch tok&#x16F;, diskontn&#xED; </span><span class="t s1_2_19e1ab3d45b129a8d t2d_2_19e1ab3d45b129a8d">m&#xED;ru a dlouhodob&#xE9; tempo r&#x16F;stu. Sou&#x10D;asn&#x11B; jsme </span><span class="t s1_2_19e1ab3d45b129a8d t2e_2_19e1ab3d45b129a8d">posoudili p&#x159;im&#x11B;&#x159;enost pou&#x17E;it&#xFD;ch oce&#x148;ovac&#xED;ch model&#x16F;, </span><span class="t s1_2_19e1ab3d45b129a8d t2f_2_19e1ab3d45b129a8d">zejm&#xE9;na metody diskontovan&#xFD;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F;, a </span><span class="t s1_2_19e1ab3d45b129a8d t2g_2_19e1ab3d45b129a8d">ov&#x11B;&#x159;il</span><span class="t s1_2_19e1ab3d45b129a8d t2h_2_19e1ab3d45b129a8d">i matematickou spr&#xE1;vnost proveden&#xFD;ch v&#xFD;po&#x10D;t&#x16F;. </span><span class="t s1_2_19e1ab3d45b129a8d t2i_2_19e1ab3d45b129a8d">Rovn&#x11B;&#x17E; jsme se zam&#x11B;&#x159;ili na to, zda informace uveden&#xE9; </span><span class="t s1_2_19e1ab3d45b129a8d t2j_2_19e1ab3d45b129a8d">Spole&#x10D;nost&#xED; v </span><span class="t s1_2_19e1ab3d45b129a8d t2k_2_19e1ab3d45b129a8d">p&#x159;&#xED;loze individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky, jsou </span><span class="t s1_2_19e1ab3d45b129a8d t2l_2_19e1ab3d45b129a8d">v </span><span class="t s1_2_19e1ab3d45b129a8d t2m_2_19e1ab3d45b129a8d">souladu s &#xFA;&#x10D;etn&#xED;mi standardy IFRS ve zn&#x11B;n&#xED; p&#x159;ijat&#xE9;m </span><span class="t s1_2_19e1ab3d45b129a8d t2n_2_19e1ab3d45b129a8d">Evropskou uni&#xED;. </span>
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<div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,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" style="width:909px;height:1286px"/></div>
<span class="t s0_3_19e1ab3d45b129a8d t1_3_19e1ab3d45b129a8d">A817F48DABE6D8D045F5A5FD46062DFE </span><span class="t s1_3_19e1ab3d45b129a8d t2_3_19e1ab3d45b129a8d">Hlavn&#xED; z&#xE1;le&#x17E;itost auditu </span><span class="t s1_3_19e1ab3d45b129a8d t3_3_19e1ab3d45b129a8d">(platn&#xE1; </span><span class="t s1_3_19e1ab3d45b129a8d t4_3_19e1ab3d45b129a8d">pro konsolidovanou &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rku) </span><span class="t s1_3_19e1ab3d45b129a8d t5_3_19e1ab3d45b129a8d">Ocen&#x11B;n&#xED; dlouhodob&#xE9;ho investi&#x10D;n&#xED;ho majetku re&#xE1;lnou </span><span class="t s1_3_19e1ab3d45b129a8d t6_3_19e1ab3d45b129a8d">hodnotou </span><span class="t s1_3_19e1ab3d45b129a8d t7_3_19e1ab3d45b129a8d">Zp&#x16F;sob &#x159;e&#x161;en&#xED; </span><span class="t s2_3_19e1ab3d45b129a8d t8_3_19e1ab3d45b129a8d">Skupina vlastn&#xED; maloobchodn&#xED; retail</span><span class="t s3_3_19e1ab3d45b129a8d t9_3_19e1ab3d45b129a8d">-</span><span class="t s2_3_19e1ab3d45b129a8d ta_3_19e1ab3d45b129a8d">parky a pozemky </span><span class="t s2_3_19e1ab3d45b129a8d tb_3_19e1ab3d45b129a8d">ur&#x10D;en&#xE9; k v&#xFD;stavb&#x11B;, kter&#xE9; oce&#x148;uje re&#xE1;lnou hodnotou </span><span class="t s2_3_19e1ab3d45b129a8d tc_3_19e1ab3d45b129a8d">v </span><span class="t s2_3_19e1ab3d45b129a8d td_3_19e1ab3d45b129a8d">souladu s IAS 40 </span><span class="t s3_3_19e1ab3d45b129a8d te_3_19e1ab3d45b129a8d">- </span><span class="t s2_3_19e1ab3d45b129a8d tf_3_19e1ab3d45b129a8d">Investice do nemovitost&#xED;, p&#x159;i&#x10D;em&#x17E; </span><span class="t s2_3_19e1ab3d45b129a8d tg_3_19e1ab3d45b129a8d">zm&#x11B;ny re&#xE1;ln&#xE9; hodnoty jsou vykazov&#xE1;ny ve v&#xFD;kazu zisk&#x16F; </span><span class="t s3_3_19e1ab3d45b129a8d th_3_19e1ab3d45b129a8d">a </span><span class="t s2_3_19e1ab3d45b129a8d ti_3_19e1ab3d45b129a8d">ztr&#xE1;ty. </span><span class="t s2_3_19e1ab3d45b129a8d tj_3_19e1ab3d45b129a8d">Hodnota dlouhodob&#xE9;ho investi&#x10D;n&#xED;ho majetku </span><span class="t s2_3_19e1ab3d45b129a8d tk_3_19e1ab3d45b129a8d">ocen&#x11B;n&#xE9;ho re&#xE1;lnou hodnotou &#x10D;inila k </span><span class="t s2_3_19e1ab3d45b129a8d tl_3_19e1ab3d45b129a8d">31. prosinci 2025 </span><span class="t s2_3_19e1ab3d45b129a8d tm_3_19e1ab3d45b129a8d">&#x10D;&#xE1;stku 5 294 mil. K&#x10D;. </span><span class="t s2_3_19e1ab3d45b129a8d tn_3_19e1ab3d45b129a8d">P&#x159;i stanoven&#xED; re&#xE1;ln&#xE9; hodnoty investi&#x10D;n&#xED;ho majetku </span><span class="t s2_3_19e1ab3d45b129a8d to_3_19e1ab3d45b129a8d">vych&#xE1;zelo veden&#xED; Skupiny z </span><span class="t s2_3_19e1ab3d45b129a8d tp_3_19e1ab3d45b129a8d">posudk&#x16F; extern&#xED;ho </span><span class="t s2_3_19e1ab3d45b129a8d tq_3_19e1ab3d45b129a8d">nez&#xE1;visl&#xE9;ho odhadce. Re&#xE1;ln&#xE1; hodnota dokon&#x10D;en&#xE9;ho </span><span class="t s2_3_19e1ab3d45b129a8d tr_3_19e1ab3d45b129a8d">investi&#x10D;n&#xED;ho majetku je stanovena metodou kapitalizace </span><span class="t s2_3_19e1ab3d45b129a8d ts_3_19e1ab3d45b129a8d">p&#x159;&#xED;jm&#x16F;, zat&#xED;mco re&#xE1;ln&#xE1; hodnota investi&#x10D;n&#xED;ho majetku ve </span><span class="t s2_3_19e1ab3d45b129a8d tt_3_19e1ab3d45b129a8d">v&#xFD;s</span><span class="t s2_3_19e1ab3d45b129a8d tu_3_19e1ab3d45b129a8d">tavb&#x11B; je stanovov&#xE1;na metodou z&#x16F;statkov&#xE9; hodnoty. </span><span class="t s2_3_19e1ab3d45b129a8d tv_3_19e1ab3d45b129a8d">Odhad re&#xE1;ln&#xFD;ch hodnot investi&#x10D;n&#xED;ho majetku zahrnuje </span><span class="t s2_3_19e1ab3d45b129a8d tw_3_19e1ab3d45b129a8d">&#x159;adu kl&#xED;&#x10D;ov&#xFD;ch p&#x159;edpoklad&#x16F;, zejm&#xE9;na odhadovanou v&#xFD;&#x161;i </span><span class="t s2_3_19e1ab3d45b129a8d tx_3_19e1ab3d45b129a8d">n&#xE1;jemn&#xE9;ho na metr &#x10D;tvere&#x10D;n&#xED;, ekvivalentn&#xED; v&#xFD;nos, m&#xED;ru </span><span class="t s2_3_19e1ab3d45b129a8d ty_3_19e1ab3d45b129a8d">obsazenosti retail</span><span class="t s3_3_19e1ab3d45b129a8d tz_3_19e1ab3d45b129a8d">-</span><span class="t s2_3_19e1ab3d45b129a8d t10_3_19e1ab3d45b129a8d">park&#x16F; a vyhodnocen&#xED; </span><span class="t s2_3_19e1ab3d45b129a8d t11_3_19e1ab3d45b129a8d">makroekonomick&#xFD;ch a geografick&#xFD;ch faktor&#x16F;, kter&#xE9; maj&#xED; </span><span class="t s2_3_19e1ab3d45b129a8d t12_3_19e1ab3d45b129a8d">vliv </span><span class="t s2_3_19e1ab3d45b129a8d t13_3_19e1ab3d45b129a8d">na &#xFA;rove&#x148; obsazenosti a v&#xFD;&#x161;i n&#xE1;jemn&#xE9;ho. </span><span class="t s2_3_19e1ab3d45b129a8d t14_3_19e1ab3d45b129a8d">In</span><span class="t s2_3_19e1ab3d45b129a8d t15_3_19e1ab3d45b129a8d">formace o t&#xE9;to z&#xE1;le&#x17E;itost&#xED; jsou uvedeny </span><span class="t s2_3_19e1ab3d45b129a8d t16_3_19e1ab3d45b129a8d">v bod&#x11B; </span><span class="t s2_3_19e1ab3d45b129a8d t17_3_19e1ab3d45b129a8d">3.1.Investi&#x10D;n&#xED; nemovit&#xFD; majetek p&#x159;&#xED;lohy konsolidovan&#xE9; </span><span class="t s2_3_19e1ab3d45b129a8d t18_3_19e1ab3d45b129a8d">&#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky </span><span class="t s2_3_19e1ab3d45b129a8d t19_3_19e1ab3d45b129a8d">Vzhledem k v&#xFD;znamnosti hodnoty dlouhodob&#xE9;ho </span><span class="t s2_3_19e1ab3d45b129a8d t1a_3_19e1ab3d45b129a8d">investi&#x10D;n&#xED;ho majetku z hlediska konsolidovan&#xE9; &#xFA;&#x10D;etn&#xED; </span><span class="t s2_3_19e1ab3d45b129a8d t1b_3_19e1ab3d45b129a8d">z&#xE1;v&#x11B;rky Skupiny a k </span><span class="t s2_3_19e1ab3d45b129a8d t1c_3_19e1ab3d45b129a8d">m&#xED;&#x159;e &#xFA;sudk&#x16F;, nejistot a odhad&#x16F;, </span><span class="t s3_3_19e1ab3d45b129a8d t1d_3_19e1ab3d45b129a8d">z </span><span class="t s2_3_19e1ab3d45b129a8d t1e_3_19e1ab3d45b129a8d">nich&#x17E; ocen&#x11B;n&#xED; vych&#xE1;z&#xED;, byla tato oblast identifikov&#xE1;na </span><span class="t s2_3_19e1ab3d45b129a8d t1f_3_19e1ab3d45b129a8d">jako </span><span class="t s2_3_19e1ab3d45b129a8d t1g_3_19e1ab3d45b129a8d">hlavn&#xED; z&#xE1;le&#x17E;itost auditu. </span><span class="t s2_3_19e1ab3d45b129a8d t1h_3_19e1ab3d45b129a8d">Na prov&#xE1;d&#x11B;n&#xED; auditorsk&#xFD;ch postup&#x16F; se pod&#xED;leli intern&#xED; </span><span class="t s2_3_19e1ab3d45b129a8d t1i_3_19e1ab3d45b129a8d">odborn&#xED;ci na oce&#x148;ov&#xE1;n&#xED;. V r&#xE1;mci na&#x161;ich postup&#x16F; jsme </span><span class="t s2_3_19e1ab3d45b129a8d t1j_3_19e1ab3d45b129a8d">vyhodnotili p&#x159;edpoklady a metodiku pou&#x17E;itou veden&#xED;m </span><span class="t s2_3_19e1ab3d45b129a8d t1k_3_19e1ab3d45b129a8d">Skupiny a extern&#xED;m znalcem pro stanoven&#xED; re&#xE1;ln&#xE9; </span><span class="t s2_3_19e1ab3d45b129a8d t1l_3_19e1ab3d45b129a8d">hodnoty dlouhodob&#xE9;ho investi&#x10D;n&#xED;ho majetku. </span><span class="t s2_3_19e1ab3d45b129a8d t1m_3_19e1ab3d45b129a8d">Zam&#x11B;&#x159;ili jsme se na porovn&#xE1;n&#xED; &#xFA;sudk&#x16F; extern&#xED;ho znalce </span><span class="t s3_3_19e1ab3d45b129a8d t1n_3_19e1ab3d45b129a8d">a </span><span class="t s2_3_19e1ab3d45b129a8d t1o_3_19e1ab3d45b129a8d">veden&#xED; Skupiny s </span><span class="t s2_3_19e1ab3d45b129a8d t1p_3_19e1ab3d45b129a8d">tr&#x17E;n&#xED; prax&#xED; a porovnali jsme </span><span class="t s2_3_19e1ab3d45b129a8d t1q_3_19e1ab3d45b129a8d">odhadovan&#xE9; hodnoty investi&#x10D;n&#xED;ho majetku se </span><span class="t s2_3_19e1ab3d45b129a8d t1r_3_19e1ab3d45b129a8d">srovnateln&#xFD;mi retail</span><span class="t s3_3_19e1ab3d45b129a8d t1s_3_19e1ab3d45b129a8d">-</span><span class="t s2_3_19e1ab3d45b129a8d t1t_3_19e1ab3d45b129a8d">parky na &#x10D;esk&#xE9;m a slovensk&#xE9;m </span><span class="t s2_3_19e1ab3d45b129a8d t1u_3_19e1ab3d45b129a8d">trhu. </span><span class="t s2_3_19e1ab3d45b129a8d t1v_3_19e1ab3d45b129a8d">Posoudili jsme n&#xE1;vrh </span><span class="t s3_3_19e1ab3d45b129a8d t1w_3_19e1ab3d45b129a8d">a </span><span class="t s2_3_19e1ab3d45b129a8d t1x_3_19e1ab3d45b129a8d">zaveden&#xED; vybran&#xFD;ch kl&#xED;&#x10D;ov&#xFD;ch </span><span class="t s2_3_19e1ab3d45b129a8d t1y_3_19e1ab3d45b129a8d">intern&#xED;ch kontrol t&#xFD;kaj&#xED;c&#xED;ch se odhad&#x16F; re&#xE1;ln&#xE9; hodnoty </span><span class="t s2_3_19e1ab3d45b129a8d t1z_3_19e1ab3d45b129a8d">investi&#x10D;n&#xED;ho majetku, v&#x10D;etn&#x11B; intern&#xED;ch kontrol </span><span class="t s2_3_19e1ab3d45b129a8d t20_3_19e1ab3d45b129a8d">zam&#x11B;&#x159;en&#xFD;ch na validaci v&#xFD;sledk&#x16F; ocen&#x11B;n&#xED; a kontrol </span><span class="t s2_3_19e1ab3d45b129a8d t21_3_19e1ab3d45b129a8d">spr&#xE1;vnosti vstupn&#xED;ch &#xFA;daj&#x16F;, zejm&#xE9;na &#xFA;daje </span><span class="t s3_3_19e1ab3d45b129a8d t22_3_19e1ab3d45b129a8d">o </span><span class="t s2_3_19e1ab3d45b129a8d t23_3_19e1ab3d45b129a8d">pronaj&#xED;mateln&#xFD;ch ploch&#xE1;ch, v&#xFD;&#x161;i kapitalizovan&#xFD;ch </span><span class="t s2_3_19e1ab3d45b129a8d t24_3_19e1ab3d45b129a8d">p&#x159;&#xED;jm&#x16F;, zb&#xFD;vaj&#xED;c&#xED;ch dob&#xE1;ch n&#xE1;jemn&#xED;ch smluv a &#xFA;daj&#x16F; </span><span class="t s2_3_19e1ab3d45b129a8d t25_3_19e1ab3d45b129a8d">uveden&#xFD;ch v </span><span class="t s2_3_19e1ab3d45b129a8d t26_3_19e1ab3d45b129a8d">p&#x159;ehledech n&#xE1;jemc&#x16F; pou&#x17E;</span><span class="t s3_3_19e1ab3d45b129a8d t27_3_19e1ab3d45b129a8d">i</span><span class="t s2_3_19e1ab3d45b129a8d t28_3_19e1ab3d45b129a8d">t&#xFD;ch </span><span class="t s2_3_19e1ab3d45b129a8d t29_3_19e1ab3d45b129a8d">v </span><span class="t s2_3_19e1ab3d45b129a8d t2a_3_19e1ab3d45b129a8d">oce&#x148;ovac&#xED;ch posudc&#xED;ch. </span><span class="t s2_3_19e1ab3d45b129a8d t2b_3_19e1ab3d45b129a8d">D&#xE1;le jsme posoudili objektivitu, nez&#xE1;vislost a odbornou </span><span class="t s2_3_19e1ab3d45b129a8d t2c_3_19e1ab3d45b129a8d">zp&#x16F;sobilost extern&#xED;ho znalce a zhodnotili, zda neexistuj&#xED; </span><span class="t s2_3_19e1ab3d45b129a8d t2d_3_19e1ab3d45b129a8d">omezen&#xED; rozsahu jeho pr&#xE1;ce, kter&#xE1; by mohla v&#xFD;znamn&#x11B; </span><span class="t s2_3_19e1ab3d45b129a8d t2e_3_19e1ab3d45b129a8d">ovlivnit v&#xFD;sledek ocen&#x11B;n&#xED;. </span><span class="t s2_3_19e1ab3d45b129a8d t2f_3_19e1ab3d45b129a8d">Rovn&#x11B;&#x17E; jsme se zam&#x11B;&#x159;ili na to, zda informace uveden&#xE9; </span><span class="t s2_3_19e1ab3d45b129a8d t2g_3_19e1ab3d45b129a8d">Skupinou v </span><span class="t s2_3_19e1ab3d45b129a8d t2h_3_19e1ab3d45b129a8d">p&#x159;&#xED;loze konsolidovan&#xE9; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky t&#xFD;kaj&#xED;c&#xED; </span><span class="t s2_3_19e1ab3d45b129a8d t2i_3_19e1ab3d45b129a8d">se oce&#x148;ov&#xE1;n&#xED; dlouhodob&#xE9;ho </span><span class="t s2_3_19e1ab3d45b129a8d t2j_3_19e1ab3d45b129a8d">investi&#x10D;n&#xED;ho majetku, jsou </span><span class="t s2_3_19e1ab3d45b129a8d t2k_3_19e1ab3d45b129a8d">v </span><span class="t s2_3_19e1ab3d45b129a8d t2l_3_19e1ab3d45b129a8d">souladu s &#xFA;&#x10D;etn&#xED;mi standardy IFRS ve zn&#x11B;n&#xED; p&#x159;ijat&#xE9;m </span><span class="t s2_3_19e1ab3d45b129a8d t2m_3_19e1ab3d45b129a8d">Evropskou uni&#xED;. </span><span class="t s2_3_19e1ab3d45b129a8d t2n_3_19e1ab3d45b129a8d">Ostatn&#xED; informace uveden&#xE9; v </span><span class="t s2_3_19e1ab3d45b129a8d t2o_3_19e1ab3d45b129a8d">konsolidovan&#xE9; v&#xFD;ro&#x10D;n&#xED; finan&#x10D;n&#xED; zpr&#xE1;v&#x11B; </span><span class="t s2_3_19e1ab3d45b129a8d t2p_3_19e1ab3d45b129a8d">Ostatn&#xED;mi informacemi jsou v souladu s &#xA7; 2 p&#xED;sm. b) z&#xE1;kona o auditorech informace uveden&#xE9; v </span><span class="t s2_3_19e1ab3d45b129a8d t2q_3_19e1ab3d45b129a8d">konsolidovan&#xE9; v&#xFD;ro&#x10D;n&#xED; </span><span class="t s2_3_19e1ab3d45b129a8d t2r_3_19e1ab3d45b129a8d">finan&#x10D;n&#xED; zpr&#xE1;v&#x11B; mimo konsolidovanou a individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rku a na&#x161;e zpr&#xE1;vy auditora. Za ostatn&#xED; informace </span><span class="t s2_3_19e1ab3d45b129a8d t2s_3_19e1ab3d45b129a8d">odpov&#xED;d&#xE1; p&#x159;edstavenstvo. </span><span class="t s2_3_19e1ab3d45b129a8d t2t_3_19e1ab3d45b129a8d">N&#xE1;&#x161; v&#xFD;rok ke konsolidovan&#xE9; a individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rce se k ostatn&#xED;m informac&#xED;m nevztahuje. P&#x159;esto je v&#x161;ak </span><span class="t s2_3_19e1ab3d45b129a8d t2u_3_19e1ab3d45b129a8d">sou&#x10D;&#xE1;st&#xED; na&#x161;ich povinnost&#xED; souvisej&#xED;c&#xED;ch s ov&#x11B;&#x159;en&#xED;m konsolidovan&#xE9; a individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky sezn&#xE1;men&#xED; se </span><span class="t s2_3_19e1ab3d45b129a8d t2v_3_19e1ab3d45b129a8d">s </span><span class="t s2_3_19e1ab3d45b129a8d t2w_3_19e1ab3d45b129a8d">ostatn&#xED;mi informacemi a posouzen&#xED;, zda ostatn&#xED; informace nejsou ve v&#xFD;znamn&#xE9;m (materi&#xE1;ln&#xED;m) nesouladu </span><span class="t s2_3_19e1ab3d45b129a8d t2x_3_19e1ab3d45b129a8d">s </span><span class="t s2_3_19e1ab3d45b129a8d t2y_3_19e1ab3d45b129a8d">konsolidovanou a </span><span class="t s2_3_19e1ab3d45b129a8d t2z_3_19e1ab3d45b129a8d">individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rkou &#x10D;i na&#x161;imi znalostmi o &#xFA;&#x10D;etn&#xED; jednotce z&#xED;skan&#xFD;mi b&#x11B;hem ov&#x11B;&#x159;ov&#xE1;n&#xED; </span><span class="t s2_3_19e1ab3d45b129a8d t30_3_19e1ab3d45b129a8d">konsolidovan&#xE9; a </span><span class="t s2_3_19e1ab3d45b129a8d t31_3_19e1ab3d45b129a8d">individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky nebo zda se jinak tyto informace nejev&#xED; jako v&#xFD;znamn&#x11B; (materi&#xE1;ln&#x11B;) </span><span class="t s2_3_19e1ab3d45b129a8d t32_3_19e1ab3d45b129a8d">nespr&#xE1;vn&#xE9;. Tak&#xE9; posuzujeme, zda ostatn&#xED; informace </span><span class="t s2_3_19e1ab3d45b129a8d t33_3_19e1ab3d45b129a8d">s v&#xFD;jimkou zpr&#xE1;vy o udr&#x17E;itelnosti, byly ve v&#x161;ech v&#xFD;znamn&#xFD;ch </span><span class="t s2_3_19e1ab3d45b129a8d t34_3_19e1ab3d45b129a8d">(materi&#xE1;ln&#xED;ch) ohledech vypracov&#xE1;ny v </span><span class="t s2_3_19e1ab3d45b129a8d t35_3_19e1ab3d45b129a8d">souladu s </span><span class="t s2_3_19e1ab3d45b129a8d t36_3_19e1ab3d45b129a8d">p&#x159;&#xED;slu&#x161;n&#xFD;mi pr&#xE1;vn&#xED;mi p&#x159;edpisy. T&#xED;mto posouzen&#xED;m se rozum&#xED;, zda </span><span class="t s2_3_19e1ab3d45b129a8d t37_3_19e1ab3d45b129a8d">ostatn&#xED; informace </span><span class="t s2_3_19e1ab3d45b129a8d t38_3_19e1ab3d45b129a8d">s v&#xFD;jimkou zpr&#xE1;vy o udr&#x17E;itelnosti, spl&#x148;uj&#xED; po&#x17E;adavky pr&#xE1;vn&#xED;ch p&#x159;edpis&#x16F; na form&#xE1;ln&#xED; n&#xE1;le&#x17E;itosti </span><span class="t s3_3_19e1ab3d45b129a8d t39_3_19e1ab3d45b129a8d">a </span><span class="t s2_3_19e1ab3d45b129a8d t3a_3_19e1ab3d45b129a8d">postup vypracov&#xE1;n&#xED; ostatn&#xED;ch informac&#xED; v kontextu v&#xFD;znamnosti (materiality), tj. zda p&#x159;&#xED;padn&#xE9; nedodr&#x17E;en&#xED; </span><span class="t s2_3_19e1ab3d45b129a8d t3b_3_19e1ab3d45b129a8d">uveden&#xFD;ch po&#x17E;adavk&#x16F; by bylo zp&#x16F;sobil&#xE9; ovlivnit &#xFA;sudek &#x10D;in&#x11B;n&#xFD; na z&#xE1;klad&#x11B; ostatn&#xED;ch informac&#xED;. </span><span class="t s2_3_19e1ab3d45b129a8d t3c_3_19e1ab3d45b129a8d">Na z&#xE1;klad&#x11B; proveden&#xFD;ch postup&#x16F;, do m&#xED;ry, ji&#x17E; dok&#xE1;&#x17E;eme posoudit, uv&#xE1;d&#xED;me, &#x17E;e: </span><span class="t s4_3_19e1ab3d45b129a8d t3d_3_19e1ab3d45b129a8d">&#x2022; </span><span class="t s2_3_19e1ab3d45b129a8d t3e_3_19e1ab3d45b129a8d">Ostatn&#xED; informace, kter&#xE9; popisuj&#xED; skute&#x10D;nosti, je&#x17E; jsou t&#xE9;&#x17E; p&#x159;edm&#x11B;tem zobrazen&#xED; v konsolidovan&#xE9; a </span><span class="t s2_3_19e1ab3d45b129a8d t3f_3_19e1ab3d45b129a8d">individu&#xE1;ln&#xED; </span><span class="t s2_3_19e1ab3d45b129a8d t3g_3_19e1ab3d45b129a8d">&#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rce, jsou ve v&#x161;ech v&#xFD;znamn&#xFD;ch (materi&#xE1;ln&#xED;ch) ohledech v souladu s </span><span class="t s2_3_19e1ab3d45b129a8d t3h_3_19e1ab3d45b129a8d">konsolidovanou a individu&#xE1;ln&#xED; </span><span class="t s2_3_19e1ab3d45b129a8d t3i_3_19e1ab3d45b129a8d">&#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rkou. </span><span class="t s4_3_19e1ab3d45b129a8d t3j_3_19e1ab3d45b129a8d">&#x2022; </span><span class="t s2_3_19e1ab3d45b129a8d t3k_3_19e1ab3d45b129a8d">Ostatn&#xED; informace s v&#xFD;jimkou zpr&#xE1;vy o udr&#x17E;itelnosti byly vypracov&#xE1;ny v souladu s pr&#xE1;vn&#xED;mi p&#x159;edpisy. </span>
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<span class="t s0_4_19e1ab3d45b129a8d t1_4_19e1ab3d45b129a8d">A817F48DABE6D8D045F5A5FD46062DFE </span><span class="t s1_4_19e1ab3d45b129a8d t2_4_19e1ab3d45b129a8d">D&#xE1;le jsme povinni uv&#xE9;st, zda na z&#xE1;klad&#x11B; poznatk&#x16F; a pov&#x11B;dom&#xED; o skupin&#x11B; a spole&#x10D;nosti, k nim&#x17E; jsme dosp&#x11B;li p&#x159;i </span><span class="t s1_4_19e1ab3d45b129a8d t3_4_19e1ab3d45b129a8d">prov&#xE1;d&#x11B;n&#xED; auditu, ostatn&#xED; informace neobsahuj&#xED; v&#xFD;znamn&#xE9; (materi&#xE1;ln&#xED;) v&#x11B;cn&#xE9; nespr&#xE1;vnosti. V r&#xE1;mci uveden&#xFD;ch </span><span class="t s1_4_19e1ab3d45b129a8d t4_4_19e1ab3d45b129a8d">postup&#x16F; jsme v </span><span class="t s1_4_19e1ab3d45b129a8d t5_4_19e1ab3d45b129a8d">obdr&#x17E;en&#xFD;ch ostatn&#xED;ch informac&#xED;ch &#x17E;&#xE1;dn&#xE9; v&#xFD;znamn&#xE9; (materi&#xE1;ln&#xED;) v&#x11B;cn&#xE9; nespr&#xE1;vnosti nezjistili. </span><span class="t s1_4_19e1ab3d45b129a8d t6_4_19e1ab3d45b129a8d">Odpov&#x11B;dnost p&#x159;edstavenstva, </span><span class="t s1_4_19e1ab3d45b129a8d t7_4_19e1ab3d45b129a8d">dozor&#x10D;&#xED; rady </span><span class="t s1_4_19e1ab3d45b129a8d t8_4_19e1ab3d45b129a8d">a V&#xFD;boru pro Audit </span><span class="t s1_4_19e1ab3d45b129a8d t9_4_19e1ab3d45b129a8d">spole&#x10D;nosti za konsolidovanou a individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; </span><span class="t s1_4_19e1ab3d45b129a8d ta_4_19e1ab3d45b129a8d">z&#xE1;v&#x11B;rku </span><span class="t s1_4_19e1ab3d45b129a8d tb_4_19e1ab3d45b129a8d">P&#x159;edstavenstvo spole&#x10D;nosti odpov&#xED;d&#xE1; za sestaven&#xED; konsolidovan&#xE9; a individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky pod&#xE1;vaj&#xED;c&#xED; v&#x11B;rn&#xFD; </span><span class="t s2_4_19e1ab3d45b129a8d tc_4_19e1ab3d45b129a8d">a </span><span class="t s1_4_19e1ab3d45b129a8d td_4_19e1ab3d45b129a8d">poctiv&#xFD; obraz </span><span class="t s1_4_19e1ab3d45b129a8d te_4_19e1ab3d45b129a8d">v </span><span class="t s1_4_19e1ab3d45b129a8d tf_4_19e1ab3d45b129a8d">souladu s </span><span class="t s1_4_19e1ab3d45b129a8d tg_4_19e1ab3d45b129a8d">&#xFA;&#x10D;etn&#xED;mi standardy IFRS ve zn&#x11B;n&#xED; p&#x159;ijat&#xE9;m Evropskou uni&#xED; a </span><span class="t s1_4_19e1ab3d45b129a8d th_4_19e1ab3d45b129a8d">za takov&#xFD; vnit&#x159;n&#xED; kontroln&#xED; </span><span class="t s1_4_19e1ab3d45b129a8d ti_4_19e1ab3d45b129a8d">syst&#xE9;m, kter&#xFD; pova&#x17E;uje za nezbytn&#xFD; pro sestaven&#xED; konsolidovan&#xE9; a </span><span class="t s1_4_19e1ab3d45b129a8d tj_4_19e1ab3d45b129a8d">individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky tak, aby neobsahovala </span><span class="t s1_4_19e1ab3d45b129a8d tk_4_19e1ab3d45b129a8d">v&#xFD;znamn&#xE9; (materi&#xE1;ln&#xED;) nespr&#xE1;vnosti zp&#x16F;soben&#xE9; podvodem nebo chybou. </span><span class="t s1_4_19e1ab3d45b129a8d tl_4_19e1ab3d45b129a8d">P&#x159;i sestavov&#xE1;n&#xED; konsolidovan&#xE9; a individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky je p&#x159;edstavenstvo povinno posoudit, zda je skupina </span><span class="t s2_4_19e1ab3d45b129a8d tm_4_19e1ab3d45b129a8d">a </span><span class="t s1_4_19e1ab3d45b129a8d tn_4_19e1ab3d45b129a8d">spole&#x10D;nost schopna nep&#x159;etr&#x17E;it&#x11B; trvat, a pokud je to relevantn&#xED;, popsat v p&#x159;&#xED;loze konsolidovan&#xE9; a individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; </span><span class="t s1_4_19e1ab3d45b129a8d to_4_19e1ab3d45b129a8d">z&#xE1;v&#x11B;rky z&#xE1;le&#x17E;itosti t&#xFD;kaj&#xED;c&#xED; se jej&#xED;ho nep&#x159;etr&#x17E;it&#xE9;ho trv&#xE1;n&#xED; a pou&#x17E;it&#xED; p&#x159;edpokladu nep&#x159;etr&#x17E;it&#xE9;ho trv&#xE1;n&#xED; p&#x159;i sestaven&#xED; </span><span class="t s1_4_19e1ab3d45b129a8d tp_4_19e1ab3d45b129a8d">konsolidovan&#xE9; a individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky, s v&#xFD;jimkou p&#x159;&#xED;pad&#x16F;, kdy p&#x159;edstavenstvo pl&#xE1;nuje zru&#x161;en&#xED; skupiny nebo </span><span class="t s1_4_19e1ab3d45b129a8d tq_4_19e1ab3d45b129a8d">spole&#x10D;nosti nebo ukon&#x10D;en&#xED; jej&#xED; &#x10D;innosti, resp. kdy nem&#xE1; jinou re&#xE1;lnou mo&#x17E;nost ne&#x17E; tak u&#x10D;init. </span><span class="t s1_4_19e1ab3d45b129a8d tr_4_19e1ab3d45b129a8d">Za dohled nad procesem &#xFA;&#x10D;etn&#xED;ho v&#xFD;kaznictv&#xED; ve skupin&#x11B; a spole&#x10D;nosti odpov&#xED;d&#xE1; dozor&#x10D;&#xED; rada </span><span class="t s1_4_19e1ab3d45b129a8d ts_4_19e1ab3d45b129a8d">a v&#xFD;bor pro audit. </span><span class="t s1_4_19e1ab3d45b129a8d tt_4_19e1ab3d45b129a8d">Odpov&#x11B;dnost auditora za audit konsolidovan&#xE9; a individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky </span><span class="t s1_4_19e1ab3d45b129a8d tu_4_19e1ab3d45b129a8d">Na&#x161;&#xED;m c&#xED;lem je z&#xED;skat p&#x159;im&#x11B;&#x159;enou jistotu, &#x17E;e konsolidovan&#xE1; a individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka jako celek neobsahuje </span><span class="t s1_4_19e1ab3d45b129a8d tv_4_19e1ab3d45b129a8d">v&#xFD;znamnou (materi&#xE1;ln&#xED;) nespr&#xE1;vnost zp&#x16F;sobenou podvodem nebo chybou a vydat zpr&#xE1;vu auditora obsahuj&#xED;c&#xED; n&#xE1;&#x161; </span><span class="t s1_4_19e1ab3d45b129a8d tw_4_19e1ab3d45b129a8d">v&#xFD;rok. P&#x159;im&#x11B;&#x159;en&#xE1; m&#xED;ra jistoty je velk&#xE1; m&#xED;ra jistoty, nicm&#xE9;n&#x11B; nen&#xED; z&#xE1;rukou, &#x17E;e audit proveden&#xFD; v souladu s </span><span class="t s1_4_19e1ab3d45b129a8d tx_4_19e1ab3d45b129a8d">v&#xFD;&#x161;e </span><span class="t s1_4_19e1ab3d45b129a8d ty_4_19e1ab3d45b129a8d">uveden&#xFD;mi p&#x159;edpisy ve v&#x161;ech p&#x159;&#xED;padech v &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rce odhal&#xED; p&#x159;&#xED;padnou existuj&#xED;c&#xED; v&#xFD;znamnou (materi&#xE1;ln&#xED;) </span><span class="t s1_4_19e1ab3d45b129a8d tz_4_19e1ab3d45b129a8d">nespr&#xE1;vnost. Nespr&#xE1;vnosti mohou vznikat v </span><span class="t s1_4_19e1ab3d45b129a8d t10_4_19e1ab3d45b129a8d">d&#x16F;sledku podvod&#x16F; nebo chyb a pova&#x17E;uj&#xED; se za v&#xFD;znamn&#xE9; (materi&#xE1;ln&#xED;), </span><span class="t s1_4_19e1ab3d45b129a8d t11_4_19e1ab3d45b129a8d">pokud lze re&#xE1;ln&#x11B; p&#x159;edpokl&#xE1;dat, &#x17E;e by jednotliv&#x11B; nebo v souhrnu mohly ovlivnit ekonomick&#xE1; rozhodnut&#xED;, kter&#xE1; u&#x17E;ivatel&#xE9; </span><span class="t s1_4_19e1ab3d45b129a8d t12_4_19e1ab3d45b129a8d">konsolidovan&#xE9; a </span><span class="t s1_4_19e1ab3d45b129a8d t13_4_19e1ab3d45b129a8d">individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky na jej&#xED;m z&#xE1;klad&#x11B; p&#x159;ijmou. </span><span class="t s1_4_19e1ab3d45b129a8d t14_4_19e1ab3d45b129a8d">P&#x159;i prov&#xE1;d&#x11B;n&#xED; auditu v souladu s </span><span class="t s1_4_19e1ab3d45b129a8d t15_4_19e1ab3d45b129a8d">v&#xFD;&#x161;e uveden&#xFD;mi p&#x159;edpisy je na&#x161;&#xED; povinnost&#xED; uplat&#x148;ovat b&#x11B;hem cel&#xE9;ho auditu odborn&#xFD; </span><span class="t s1_4_19e1ab3d45b129a8d t16_4_19e1ab3d45b129a8d">&#xFA;sudek a zachov&#xE1;vat profesn&#xED; skepticismus. D&#xE1;le je na&#x161;&#xED; povinnost&#xED;: </span><span class="t s3_4_19e1ab3d45b129a8d t17_4_19e1ab3d45b129a8d">&#x2022; </span><span class="t s1_4_19e1ab3d45b129a8d t18_4_19e1ab3d45b129a8d">Identifikovat a vyhodnotit rizika v&#xFD;znamn&#xE9; (materi&#xE1;ln&#xED;) nespr&#xE1;vnosti konsolidovan&#xE9; a individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky </span><span class="t s1_4_19e1ab3d45b129a8d t19_4_19e1ab3d45b129a8d">zp&#x16F;soben&#xE9; podvodem nebo chybou, navrhnout a prov&#xE9;st auditorsk&#xE9; postupy reaguj&#xED;c&#xED; na tato rizika a </span><span class="t s1_4_19e1ab3d45b129a8d t1a_4_19e1ab3d45b129a8d">z&#xED;skat </span><span class="t s1_4_19e1ab3d45b129a8d t1b_4_19e1ab3d45b129a8d">dostate&#x10D;n&#xE9; a vhodn&#xE9; d&#x16F;kazn&#xED; informace, </span><span class="t s1_4_19e1ab3d45b129a8d t1c_4_19e1ab3d45b129a8d">abychom na jejich z&#xE1;klad&#x11B; mohli vyj&#xE1;d&#x159;it v&#xFD;rok. Riziko, &#x17E;e neodhal&#xED;me </span><span class="t s1_4_19e1ab3d45b129a8d t1d_4_19e1ab3d45b129a8d">v&#xFD;znamnou (materi&#xE1;ln&#xED;) nespr&#xE1;vnost, k n&#xED;&#x17E; do&#x161;lo v d&#x16F;sledku podvodu, je v&#x11B;t&#x161;&#xED; ne&#x17E; riziko neodhalen&#xED; v&#xFD;znamn&#xE9; </span><span class="t s1_4_19e1ab3d45b129a8d t1e_4_19e1ab3d45b129a8d">(materi&#xE1;ln&#xED;) nespr&#xE1;vnosti zp&#x16F;soben&#xE9; chybou, proto&#x17E;e sou&#x10D;&#xE1;st&#xED; podvodu mohou b&#xFD;t tajn&#xE9; dohody (koluze), </span><span class="t s1_4_19e1ab3d45b129a8d t1f_4_19e1ab3d45b129a8d">fal&#x161;ov&#xE1;n&#xED;, &#xFA;mysln&#xE1; opomenut&#xED;, nepravdiv&#xE1; prohl&#xE1;&#x161;en&#xED; nebo obch&#xE1;zen&#xED; vnit&#x159;n&#xED;ch kontrol. </span><span class="t s3_4_19e1ab3d45b129a8d t1g_4_19e1ab3d45b129a8d">&#x2022; </span><span class="t s1_4_19e1ab3d45b129a8d t1h_4_19e1ab3d45b129a8d">Sezn&#xE1;mit se s vnit&#x159;n&#xED;m kontroln&#xED;m syst&#xE9;mem skupiny a spole&#x10D;nosti relevantn&#xED;m pro audit v takov&#xE9;m rozsahu, </span><span class="t s1_4_19e1ab3d45b129a8d t1i_4_19e1ab3d45b129a8d">abychom mohli navrhnout auditorsk&#xE9; postupy vhodn&#xE9; s ohledem na dan&#xE9; okolnosti, nikoli abychom mohli vyj&#xE1;d&#x159;it </span><span class="t s1_4_19e1ab3d45b129a8d t1j_4_19e1ab3d45b129a8d">n&#xE1;zor na &#xFA;&#x10D;innost jej&#xED;ho vnit&#x159;n&#xED;ho kontroln&#xED;ho syst&#xE9;mu. </span><span class="t s3_4_19e1ab3d45b129a8d t1k_4_19e1ab3d45b129a8d">&#x2022; </span><span class="t s1_4_19e1ab3d45b129a8d t1l_4_19e1ab3d45b129a8d">Posoudit vhodnost pou&#x17E;it&#xFD;ch &#xFA;&#x10D;etn&#xED;ch metod, p&#x159;im&#x11B;&#x159;enost proveden&#xFD;ch &#xFA;&#x10D;etn&#xED;ch odhad&#x16F; a </span><span class="t s1_4_19e1ab3d45b129a8d t1m_4_19e1ab3d45b129a8d">informace, kter&#xE9; </span><span class="t s1_4_19e1ab3d45b129a8d t1n_4_19e1ab3d45b129a8d">v </span><span class="t s1_4_19e1ab3d45b129a8d t1o_4_19e1ab3d45b129a8d">t&#xE9;to souvislosti p&#x159;edstavenstvo uvedlo v p&#x159;&#xED;loze konsolidovan&#xE9; a individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky. </span><span class="t s3_4_19e1ab3d45b129a8d t1p_4_19e1ab3d45b129a8d">&#x2022; </span><span class="t s1_4_19e1ab3d45b129a8d t1q_4_19e1ab3d45b129a8d">Posoudit vhodnost pou&#x17E;it&#xED; p&#x159;edpokladu nep&#x159;etr&#x17E;it&#xE9;ho trv&#xE1;n&#xED; p&#x159;i sestaven&#xED; konsolidovan&#xE9; a </span><span class="t s1_4_19e1ab3d45b129a8d t1r_4_19e1ab3d45b129a8d">individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; </span><span class="t s1_4_19e1ab3d45b129a8d t1s_4_19e1ab3d45b129a8d">z&#xE1;v&#x11B;rky p&#x159;edstavenstvem a to, zda s ohledem na shrom&#xE1;&#x17E;d&#x11B;n&#xE9; d&#x16F;kazn&#xED; informace existuje v&#xFD;znamn&#xE1; (materi&#xE1;ln&#xED;) </span><span class="t s1_4_19e1ab3d45b129a8d t1t_4_19e1ab3d45b129a8d">nejistota vypl&#xFD;vaj&#xED;c&#xED; z ud&#xE1;lost&#xED; nebo podm&#xED;nek, kter&#xE9; mohou v&#xFD;znamn&#x11B; zpochybnit schopnost skupiny </span><span class="t s2_4_19e1ab3d45b129a8d t1u_4_19e1ab3d45b129a8d">a </span><span class="t s1_4_19e1ab3d45b129a8d t1v_4_19e1ab3d45b129a8d">spole&#x10D;nosti nep&#x159;etr&#x17E;it&#x11B; trvat. Jestli&#x17E;e dojdeme k </span><span class="t s1_4_19e1ab3d45b129a8d t1w_4_19e1ab3d45b129a8d">z&#xE1;v&#x11B;ru, &#x17E;e takov&#xE1; v&#xFD;znamn&#xE1; (materi&#xE1;ln&#xED;) nejistota existuje, je </span><span class="t s1_4_19e1ab3d45b129a8d t1x_4_19e1ab3d45b129a8d">na&#x161;&#xED; povinnost&#xED; upozornit v na&#x161;&#xED; zpr&#xE1;v&#x11B; na informace uveden&#xE9; v t&#xE9;to souvislosti v p&#x159;&#xED;loze konsolidovan&#xE9; </span><span class="t s2_4_19e1ab3d45b129a8d t1y_4_19e1ab3d45b129a8d">a </span><span class="t s1_4_19e1ab3d45b129a8d t1z_4_19e1ab3d45b129a8d">individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky, a pokud tyto informace nejsou dostate&#x10D;n&#xE9;, vyj&#xE1;d&#x159;it modifikovan&#xFD; v&#xFD;rok. Na&#x161;e z&#xE1;v&#x11B;ry </span><span class="t s1_4_19e1ab3d45b129a8d t20_4_19e1ab3d45b129a8d">t&#xFD;kaj&#xED;c&#xED; se schopnosti skupiny a spole&#x10D;nosti nep&#x159;etr&#x17E;it&#x11B; trvat vych&#xE1;zej&#xED; z d&#x16F;kazn&#xED;ch informac&#xED;, kter&#xE9; jsme z&#xED;skali </span><span class="t s1_4_19e1ab3d45b129a8d t21_4_19e1ab3d45b129a8d">do data na&#x161;&#xED; zpr&#xE1;vy. Nicm&#xE9;n&#x11B; budouc&#xED; ud&#xE1;losti nebo podm&#xED;nky mohou v&#xE9;st k tomu, &#x17E;e skupina nebo spole&#x10D;nost </span><span class="t s1_4_19e1ab3d45b129a8d t22_4_19e1ab3d45b129a8d">ztrat&#xED; schopnost nep&#x159;etr&#x17E;it&#x11B; trvat. </span><span class="t s3_4_19e1ab3d45b129a8d t23_4_19e1ab3d45b129a8d">&#x2022; </span><span class="t s1_4_19e1ab3d45b129a8d t24_4_19e1ab3d45b129a8d">Vyhodnotit celkovou prezentaci, &#x10D;len&#x11B;n&#xED; a obsah konsolidovan&#xE9; a individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky, v&#x10D;etn&#x11B; p&#x159;&#xED;lohy, </span><span class="t s2_4_19e1ab3d45b129a8d t25_4_19e1ab3d45b129a8d">a </span><span class="t s1_4_19e1ab3d45b129a8d t26_4_19e1ab3d45b129a8d">d&#xE1;le to, zda konsolidovan&#xE1; a individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka zobrazuje podkladov&#xE9; transakce a </span><span class="t s1_4_19e1ab3d45b129a8d t27_4_19e1ab3d45b129a8d">ud&#xE1;losti zp&#x16F;sobem, </span><span class="t s1_4_19e1ab3d45b129a8d t28_4_19e1ab3d45b129a8d">kter&#xFD; vede k </span><span class="t s1_4_19e1ab3d45b129a8d t29_4_19e1ab3d45b129a8d">v&#x11B;rn&#xE9;mu zobrazen&#xED;. </span><span class="t s3_4_19e1ab3d45b129a8d t2a_4_19e1ab3d45b129a8d">&#x2022; </span><span class="t s1_4_19e1ab3d45b129a8d t2b_4_19e1ab3d45b129a8d">Napl&#xE1;novat a prov&#xE9;st audit skupiny tak, abychom z&#xED;skali dostate&#x10D;n&#xE9; a vhodn&#xE9; d&#x16F;kazn&#xED; informace o </span><span class="t s1_4_19e1ab3d45b129a8d t2c_4_19e1ab3d45b129a8d">finan&#x10D;n&#xED;ch </span><span class="t s1_4_19e1ab3d45b129a8d t2d_4_19e1ab3d45b129a8d">&#xFA;daj&#xED;ch &#xFA;&#x10D;etn&#xED;ch nebo organiza&#x10D;n&#xED;ch jednotek zahrnut&#xFD;ch do skupiny, kter&#xE9; budou z&#xE1;kladem p&#x159;i vytvo&#x159;en&#xED; si </span><span class="t s1_4_19e1ab3d45b129a8d t2e_4_19e1ab3d45b129a8d">n&#xE1;zoru na &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rku skupiny. Zodpov&#xED;d&#xE1;me za &#x159;&#xED;zen&#xED; auditorsk&#xFD;ch prac&#xED; prov&#xE1;d&#x11B;n&#xFD;ch pro &#xFA;&#x10D;ely auditu </span><span class="t s1_4_19e1ab3d45b129a8d t2f_4_19e1ab3d45b129a8d">skupiny, za dohled nad nimi a jejich kontrolu. V&#xFD;rok auditora je na&#x161;&#xED; v&#xFD;hradn&#xED; odpov&#x11B;dnost&#xED;. </span>
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<span class="t s0_5_19e1ab3d45b129a8d t1_5_19e1ab3d45b129a8d">A817F48DABE6D8D045F5A5FD46062DFE </span><span class="t s1_5_19e1ab3d45b129a8d t2_5_19e1ab3d45b129a8d">Na&#x161;&#xED; povinnost&#xED; je informovat p&#x159;edstavenstvo, dozor&#x10D;&#xED; radu a v&#xFD;bor pro audit mimo jin&#xE9; o pl&#xE1;novan&#xE9;m rozsahu </span><span class="t s2_5_19e1ab3d45b129a8d t3_5_19e1ab3d45b129a8d">a </span><span class="t s1_5_19e1ab3d45b129a8d t4_5_19e1ab3d45b129a8d">na&#x10D;asov&#xE1;n&#xED; auditu a o v&#xFD;znamn&#xFD;ch zji&#x161;t&#x11B;n&#xED;ch, kter&#xE1; jsme v jeho pr&#x16F;b&#x11B;hu u&#x10D;inili, v&#x10D;etn&#x11B; zji&#x161;t&#x11B;n&#xFD;ch v&#xFD;znamn&#xFD;ch </span><span class="t s1_5_19e1ab3d45b129a8d t5_5_19e1ab3d45b129a8d">nedostatk&#x16F; ve vnit&#x159;n&#xED;m kontroln&#xED;m syst&#xE9;mu. </span><span class="t s1_5_19e1ab3d45b129a8d t6_5_19e1ab3d45b129a8d">Na&#x161;&#xED; povinnost&#xED; je rovn&#x11B;&#x17E; poskytnout v&#xFD;boru pro audit prohl&#xE1;&#x161;en&#xED; o tom, &#x17E;e jsme splnili p&#x159;&#xED;slu&#x161;n&#xE9; etick&#xE9; po&#x17E;adavky </span><span class="t s1_5_19e1ab3d45b129a8d t7_5_19e1ab3d45b129a8d">t&#xFD;kaj&#xED;c&#xED; se nez&#xE1;vislosti, a informovat ho o ve&#x161;ker&#xFD;ch vztaz&#xED;ch a dal&#x161;&#xED;ch z&#xE1;le&#x17E;itostech, u nich&#x17E; se lze re&#xE1;ln&#x11B; domn&#xED;vat, </span><span class="t s1_5_19e1ab3d45b129a8d t8_5_19e1ab3d45b129a8d">&#x17E;e by mohly m&#xED;t vliv na na&#x161;i nez&#xE1;vislost, a p&#x159;&#xED;padn&#xFD;ch souvisej&#xED;c&#xED;ch opat&#x159;en&#xED;ch. </span><span class="t s1_5_19e1ab3d45b129a8d t9_5_19e1ab3d45b129a8d">D&#xE1;le je na&#x161;&#xED; povinnost&#xED; vybrat na z&#xE1;klad&#x11B; z&#xE1;le&#x17E;itost&#xED;, o nich&#x17E; jsme informovali p&#x159;edstavenstvo, dozor&#x10D;&#xED; radu a v&#xFD;bor </span><span class="t s1_5_19e1ab3d45b129a8d ta_5_19e1ab3d45b129a8d">pro audit, ty, kter&#xE9; jsou z hlediska auditu konsolidovan&#xE9; a individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky za b&#x11B;&#x17E;n&#xFD; rok nejv&#xFD;znamn&#x11B;j&#x161;&#xED;, </span><span class="t s2_5_19e1ab3d45b129a8d tb_5_19e1ab3d45b129a8d">a </span><span class="t s1_5_19e1ab3d45b129a8d tc_5_19e1ab3d45b129a8d">kter&#xE9; tud&#xED;&#x17E; p&#x159;edstavuj&#xED; hlavn&#xED; z&#xE1;le&#x17E;itosti auditu, a tyto z&#xE1;le&#x17E;itosti popsat v </span><span class="t s1_5_19e1ab3d45b129a8d td_5_19e1ab3d45b129a8d">na&#x161;&#xED; zpr&#xE1;v&#x11B;. Tato povinnost neplat&#xED;, kdy&#x17E; </span><span class="t s1_5_19e1ab3d45b129a8d te_5_19e1ab3d45b129a8d">pr&#xE1;vn&#xED; p&#x159;edpisy zakazuj&#xED; zve&#x159;ejn&#x11B;n&#xED; takov&#xE9; z&#xE1;le&#x17E;itosti nebo jestli&#x17E;e ve zcela v&#xFD;jime&#x10D;n&#xE9;m p&#x159;&#xED;pad&#x11B; </span><span class="t s1_5_19e1ab3d45b129a8d tf_5_19e1ab3d45b129a8d">usoud&#xED;me, &#x17E;e </span><span class="t s1_5_19e1ab3d45b129a8d tg_5_19e1ab3d45b129a8d">bychom o dan&#xE9; z&#xE1;le&#x17E;itosti nem&#x11B;li v na&#x161;&#xED; zpr&#xE1;v&#x11B; informovat, proto&#x17E;e lze re&#xE1;ln&#x11B; o&#x10D;ek&#xE1;vat, &#x17E;e mo&#x17E;n&#xE9; negativn&#xED; dopady </span><span class="t s1_5_19e1ab3d45b129a8d th_5_19e1ab3d45b129a8d">zve&#x159;ejn&#x11B;n&#xED; p&#x159;ev&#xE1;&#x17E;&#xED; nad p&#x159;&#xED;nosem z </span><span class="t s1_5_19e1ab3d45b129a8d ti_5_19e1ab3d45b129a8d">hlediska ve&#x159;ejn&#xE9;ho z&#xE1;jmu. </span><span class="t s3_5_19e1ab3d45b129a8d tj_5_19e1ab3d45b129a8d">ZPR&#xC1;VA O JIN&#xDD;CH PO&#x17D;ADAVC&#xCD;CH STANOVEN&#xDD;CH PR&#xC1;VN&#xCD;MI P&#x158;EDPISY </span><span class="t s3_5_19e1ab3d45b129a8d tk_5_19e1ab3d45b129a8d">Informace vy&#x17E;adovan&#xE9; na&#x159;&#xED;zen&#xED;m Evropsk&#xE9;ho parlamentu a rady (EU) &#x10D;. 537/2014 </span><span class="t s1_5_19e1ab3d45b129a8d tl_5_19e1ab3d45b129a8d">V </span><span class="t s1_5_19e1ab3d45b129a8d tm_5_19e1ab3d45b129a8d">souladu s </span><span class="t s1_5_19e1ab3d45b129a8d tn_5_19e1ab3d45b129a8d">&#x10D;l&#xE1;nkem 10 odst. 2 na&#x159;&#xED;zen&#xED; Evropsk&#xE9;ho parlamentu a Rady (EU) &#x10D;. 537/2014 uv&#xE1;d&#xED;me v </span><span class="t s1_5_19e1ab3d45b129a8d to_5_19e1ab3d45b129a8d">na&#x161;&#xED; zpr&#xE1;v&#x11B; </span><span class="t s1_5_19e1ab3d45b129a8d tp_5_19e1ab3d45b129a8d">nez&#xE1;visl&#xE9;ho auditora n&#xE1;sleduj&#xED;c&#xED; informace vy&#x17E;adovan&#xE9; nad r&#xE1;mec mezin&#xE1;rodn&#xED;ch standard&#x16F; pro audit: </span><span class="t s1_5_19e1ab3d45b129a8d tq_5_19e1ab3d45b129a8d">Ur&#x10D;en&#xED; auditora a d&#xE9;lka prov&#xE1;d&#x11B;n&#xED; auditu </span><span class="t s1_5_19e1ab3d45b129a8d tr_5_19e1ab3d45b129a8d">Auditorem spole&#x10D;nosti n&#xE1;s dne 22. &#x159;&#xED;jna 2025 ur&#x10D;ila valn&#xE1; hromada spole&#x10D;nosti. Auditorem spole&#x10D;nosti jsme prvn&#xED; </span><span class="t s1_5_19e1ab3d45b129a8d ts_5_19e1ab3d45b129a8d">rok. </span><span class="t s1_5_19e1ab3d45b129a8d tt_5_19e1ab3d45b129a8d">Soulad s dodate&#x10D;nou zpr&#xE1;vou pro v&#xFD;bor pro audit </span><span class="t s1_5_19e1ab3d45b129a8d tu_5_19e1ab3d45b129a8d">Potvrzujeme, &#x17E;e n&#xE1;&#x161; v&#xFD;rok ke konsolidovan&#xE9; a individu&#xE1;ln&#xED; </span><span class="t s1_5_19e1ab3d45b129a8d tv_5_19e1ab3d45b129a8d">&#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rce uveden&#xFD; v </span><span class="t s1_5_19e1ab3d45b129a8d tw_5_19e1ab3d45b129a8d">t&#xE9;to zpr&#xE1;v&#x11B; je v </span><span class="t s1_5_19e1ab3d45b129a8d tx_5_19e1ab3d45b129a8d">souladu s </span><span class="t s1_5_19e1ab3d45b129a8d ty_5_19e1ab3d45b129a8d">na&#x161;&#xED; </span><span class="t s1_5_19e1ab3d45b129a8d tz_5_19e1ab3d45b129a8d">dodate&#x10D;nou zpr&#xE1;vou pro v&#xFD;bor pro audit spole&#x10D;nosti, kterou jsme dne 30. dubna 2026 vyhotovili dle &#x10D;l&#xE1;nku 11 </span><span class="t s1_5_19e1ab3d45b129a8d t10_5_19e1ab3d45b129a8d">na&#x159;&#xED;zen&#xED; Evropsk&#xE9;ho parlamentu a Rady (EU) &#x10D;. </span><span class="t s1_5_19e1ab3d45b129a8d t11_5_19e1ab3d45b129a8d">537/2014. </span><span class="t s1_5_19e1ab3d45b129a8d t12_5_19e1ab3d45b129a8d">Poskytov&#xE1;n&#xED; neauditorsk&#xFD;ch slu&#x17E;eb </span><span class="t s1_5_19e1ab3d45b129a8d t13_5_19e1ab3d45b129a8d">Prohla&#x161;ujeme, &#x17E;e nebyly poskytnuty &#x17E;&#xE1;dn&#xE9; zak&#xE1;zan&#xE9; slu&#x17E;by uveden&#xE9; v &#x10D;l. 5 na&#x159;&#xED;zen&#xED; Evropsk&#xE9;ho parlamentu a Rady </span><span class="t s1_5_19e1ab3d45b129a8d t14_5_19e1ab3d45b129a8d">(EU) &#x10D;. </span><span class="t s1_5_19e1ab3d45b129a8d t15_5_19e1ab3d45b129a8d">537/2014. Z&#xE1;rove&#x148; jsme spole&#x10D;nosti ani j&#xED; ovl&#xE1;dan&#xFD;m obchodn&#xED;m spole&#x10D;nostem neposkytli &#x17E;&#xE1;dn&#xE9; jin&#xE9; </span><span class="t s1_5_19e1ab3d45b129a8d t16_5_19e1ab3d45b129a8d">neauditorsk&#xE9; slu&#x17E;by, kter&#xE9; by nebyly uvedeny v konsolidovan&#xE9; </span><span class="t s1_5_19e1ab3d45b129a8d t17_5_19e1ab3d45b129a8d">v&#xFD;ro&#x10D;n&#xED; finan&#x10D;n&#xED; zpr&#xE1;v&#x11B;. </span><span class="t s3_5_19e1ab3d45b129a8d t18_5_19e1ab3d45b129a8d">Zpr&#xE1;va o souladu s na&#x159;&#xED;zen&#xED;m o ESEF </span><span class="t s1_5_19e1ab3d45b129a8d t19_5_19e1ab3d45b129a8d">Provedli jsme zak&#xE1;zku poskytuj&#xED;c&#xED; p&#x159;im&#x11B;&#x159;enou jistotu, jej&#xED;m&#x17E; p&#x159;edm&#x11B;tem bylo ov&#x11B;&#x159;en&#xED; souladu &#xFA;&#x10D;etn&#xED;ch z&#xE1;v&#x11B;rek </span><span class="t s1_5_19e1ab3d45b129a8d t1a_5_19e1ab3d45b129a8d">obsa&#x17E;en&#xFD;ch v konsolidovan&#xE9; </span><span class="t s1_5_19e1ab3d45b129a8d t1b_5_19e1ab3d45b129a8d">v&#xFD;ro&#x10D;n&#xED; finan&#x10D;n&#xED; zpr&#xE1;v&#x11B; s ustanoven&#xED;mi na&#x159;&#xED;zen&#xED; Komise v p&#x159;enesen&#xE9; pravomoci (EU) </span><span class="t s1_5_19e1ab3d45b129a8d t1c_5_19e1ab3d45b129a8d">2019/815 ze dne 17. </span><span class="t s1_5_19e1ab3d45b129a8d t1d_5_19e1ab3d45b129a8d">prosince </span><span class="t s1_5_19e1ab3d45b129a8d t1e_5_19e1ab3d45b129a8d">2018, kter&#xFD;m se dopl&#x148;uje sm&#x11B;rnice Evropsk&#xE9;ho parlamentu a Rady 2004/109/ES, </span><span class="t s1_5_19e1ab3d45b129a8d t1f_5_19e1ab3d45b129a8d">pokud jde o </span><span class="t s1_5_19e1ab3d45b129a8d t1g_5_19e1ab3d45b129a8d">regula&#x10D;n&#xED; technick&#xE9; normy specifikace jednotn&#xE9;ho elektronick&#xE9;ho form&#xE1;tu pro pod&#xE1;v&#xE1;n&#xED; zpr&#xE1;v (&#x201E;na&#x159;&#xED;zen&#xED; </span><span class="t s2_5_19e1ab3d45b129a8d t1h_5_19e1ab3d45b129a8d">o </span><span class="t s1_5_19e1ab3d45b129a8d t1i_5_19e1ab3d45b129a8d">ESEF&#x201C;), kter&#xE9; se vztahuje na &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rku. </span><span class="t s1_5_19e1ab3d45b129a8d t1j_5_19e1ab3d45b129a8d">Odpov&#x11B;dnost p&#x159;edstavenstva </span><span class="t s1_5_19e1ab3d45b129a8d t1k_5_19e1ab3d45b129a8d">Za vypracov&#xE1;n&#xED; &#xFA;&#x10D;etn&#xED;ch z&#xE1;v&#x11B;rek </span><span class="t s1_5_19e1ab3d45b129a8d t1l_5_19e1ab3d45b129a8d">v souladu s </span><span class="t s1_5_19e1ab3d45b129a8d t1m_5_19e1ab3d45b129a8d">na&#x159;&#xED;zen&#xED;m o ESEF odpov&#xED;d&#xE1; p&#x159;edstavenstvo spole&#x10D;nosti. P&#x159;edstavenstvo </span><span class="t s1_5_19e1ab3d45b129a8d t1n_5_19e1ab3d45b129a8d">spole&#x10D;nosti nese odpov&#x11B;dnost mimo jin&#xE9; za: </span><span class="t s4_5_19e1ab3d45b129a8d t1o_5_19e1ab3d45b129a8d">&#x2022; </span><span class="t s1_5_19e1ab3d45b129a8d t1p_5_19e1ab3d45b129a8d">N&#xE1;vrh, zaveden&#xED; a udr&#x17E;ov&#xE1;n&#xED; vnit&#x159;n&#xED;ho kontroln&#xED;ho syst&#xE9;mu relevantn&#xED;ho pro uplat&#x148;ov&#xE1;n&#xED; po&#x17E;adavk&#x16F; na&#x159;&#xED;zen&#xED; </span><span class="t s2_5_19e1ab3d45b129a8d t1q_5_19e1ab3d45b129a8d">o </span><span class="t s1_5_19e1ab3d45b129a8d t1r_5_19e1ab3d45b129a8d">ESEF. </span><span class="t s4_5_19e1ab3d45b129a8d t1s_5_19e1ab3d45b129a8d">&#x2022; </span><span class="t s1_5_19e1ab3d45b129a8d t1t_5_19e1ab3d45b129a8d">Sestaven&#xED; ve&#x161;ker&#xFD;ch &#xFA;&#x10D;etn&#xED;ch z&#xE1;v&#x11B;rek obsa&#x17E;en&#xE9; v konsolidovan&#xE9; v&#xFD;ro&#x10D;n&#xED; finan&#x10D;n&#xED; zpr&#xE1;v&#x11B; v </span><span class="t s1_5_19e1ab3d45b129a8d t1u_5_19e1ab3d45b129a8d">platn&#xE9;m form&#xE1;tu </span><span class="t s1_5_19e1ab3d45b129a8d t1v_5_19e1ab3d45b129a8d">XHTML. </span><span class="t s4_5_19e1ab3d45b129a8d t1w_5_19e1ab3d45b129a8d">&#x2022; </span><span class="t s1_5_19e1ab3d45b129a8d t1x_5_19e1ab3d45b129a8d">V&#xFD;b&#x11B;r a pou&#x17E;it&#xED; zna&#x10D;ek XBRL podle po&#x17E;adavk&#x16F; na&#x159;&#xED;zen&#xED; o ESEF. </span>
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" 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<span class="t s0_6_19e1ab3d45b129a8d t1_6_19e1ab3d45b129a8d">A817F48DABE6D8D045F5A5FD46062DFE </span><span class="t s1_6_19e1ab3d45b129a8d t2_6_19e1ab3d45b129a8d">Odpov&#x11B;dnost auditora </span><span class="t s1_6_19e1ab3d45b129a8d t3_6_19e1ab3d45b129a8d">Na&#x161;&#xED;m &#xFA;kolem je vyj&#xE1;d&#x159;it na z&#xE1;klad&#x11B; z&#xED;skan&#xFD;ch d&#x16F;kazn&#xED;ch informac&#xED; z&#xE1;v&#x11B;r ohledn&#x11B; toho, zdali &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky </span><span class="t s1_6_19e1ab3d45b129a8d t4_6_19e1ab3d45b129a8d">obsa&#x17E;en&#xE9; v konsolidovan&#xE9; </span><span class="t s1_6_19e1ab3d45b129a8d t5_6_19e1ab3d45b129a8d">v&#xFD;ro&#x10D;n&#xED; finan&#x10D;n&#xED; zpr&#xE1;v&#x11B; jsou ve v&#x161;ech v&#xFD;znamn&#xFD;ch (materi&#xE1;ln&#xED;ch) ohledech v </span><span class="t s1_6_19e1ab3d45b129a8d t6_6_19e1ab3d45b129a8d">souladu </span><span class="t s1_6_19e1ab3d45b129a8d t7_6_19e1ab3d45b129a8d">s </span><span class="t s1_6_19e1ab3d45b129a8d t8_6_19e1ab3d45b129a8d">po&#x17E;adavky na&#x159;&#xED;zen&#xED; o ESEF. Tuto zak&#xE1;zku poskytuj&#xED;c&#xED; p&#x159;im&#x11B;&#x159;enou jistotu jsme provedli v </span><span class="t s1_6_19e1ab3d45b129a8d t9_6_19e1ab3d45b129a8d">souladu s </span><span class="t s1_6_19e1ab3d45b129a8d ta_6_19e1ab3d45b129a8d">mezin&#xE1;rodn&#xED;m </span><span class="t s1_6_19e1ab3d45b129a8d tb_6_19e1ab3d45b129a8d">standardem pro ov&#x11B;&#x159;ovac&#xED; zak&#xE1;zky ISAE 3000 (revidovan&#xE9; zn&#x11B;n&#xED;) </span><span class="t s1_6_19e1ab3d45b129a8d tc_6_19e1ab3d45b129a8d">Ov&#x11B;&#x159;ovac&#xED; zak&#xE1;zky, kter&#xE9; nejsou auditem ani </span><span class="t s1_6_19e1ab3d45b129a8d td_6_19e1ab3d45b129a8d">prov&#x11B;rkami historick&#xFD;ch finan&#x10D;n&#xED;ch informac&#xED; (d&#xE1;le jen &#x201E;ISAE 3000&#x201C;). </span><span class="t s1_6_19e1ab3d45b129a8d te_6_19e1ab3d45b129a8d">Charakter, na&#x10D;asov&#xE1;n&#xED; a rozsah zvolen&#xFD;ch postup&#x16F; z&#xE1;vis&#xED; na &#xFA;sudku auditora. P&#x159;im&#x11B;&#x159;en&#xE1; m&#xED;ra jistoty je velk&#xE1; m&#xED;ra </span><span class="t s1_6_19e1ab3d45b129a8d tf_6_19e1ab3d45b129a8d">jistoty, nicm&#xE9;n&#x11B; nen&#xED; z&#xE1;rukou, &#x17E;e ov&#x11B;&#x159;en&#xED; proveden&#xE9; v </span><span class="t s1_6_19e1ab3d45b129a8d tg_6_19e1ab3d45b129a8d">souladu s </span><span class="t s1_6_19e1ab3d45b129a8d th_6_19e1ab3d45b129a8d">v&#xFD;&#x161;e uveden&#xFD;m standardem ve v&#x161;ech p&#x159;&#xED;padech </span><span class="t s1_6_19e1ab3d45b129a8d ti_6_19e1ab3d45b129a8d">odhal&#xED; p&#x159;&#xED;padn&#xFD; existuj&#xED;c&#xED; v&#xFD;znamn&#xFD; </span><span class="t s1_6_19e1ab3d45b129a8d tj_6_19e1ab3d45b129a8d">(materi&#xE1;ln&#xED;) nesoulad s </span><span class="t s1_6_19e1ab3d45b129a8d tk_6_19e1ab3d45b129a8d">po&#x17E;adavky na&#x159;&#xED;zen&#xED; o </span><span class="t s1_6_19e1ab3d45b129a8d tl_6_19e1ab3d45b129a8d">ESEF. </span><span class="t s1_6_19e1ab3d45b129a8d tm_6_19e1ab3d45b129a8d">V </span><span class="t s1_6_19e1ab3d45b129a8d tn_6_19e1ab3d45b129a8d">r&#xE1;mci zvolen&#xFD;ch postup&#x16F; jsme provedli n&#xE1;sleduj&#xED;c&#xED; &#x10D;innosti: </span><span class="t s2_6_19e1ab3d45b129a8d to_6_19e1ab3d45b129a8d">&#x2022; </span><span class="t s1_6_19e1ab3d45b129a8d tp_6_19e1ab3d45b129a8d">Sezn&#xE1;mili jsme se s </span><span class="t s1_6_19e1ab3d45b129a8d tq_6_19e1ab3d45b129a8d">po&#x17E;adavky na&#x159;&#xED;zen&#xED; o ESEF. </span><span class="t s2_6_19e1ab3d45b129a8d tr_6_19e1ab3d45b129a8d">&#x2022; </span><span class="t s1_6_19e1ab3d45b129a8d ts_6_19e1ab3d45b129a8d">Sezn&#xE1;mili jsme se s </span><span class="t s1_6_19e1ab3d45b129a8d tt_6_19e1ab3d45b129a8d">vnit&#x159;n&#xED;mi kontrolami spole&#x10D;nosti relevantn&#xED;mi pro uplat&#x148;ov&#xE1;n&#xED; po&#x17E;adavk&#x16F; na&#x159;&#xED;zen&#xED; o ESEF. </span><span class="t s2_6_19e1ab3d45b129a8d tu_6_19e1ab3d45b129a8d">&#x2022; </span><span class="t s1_6_19e1ab3d45b129a8d tv_6_19e1ab3d45b129a8d">Identifikovali a vyhodnotili jsme rizika v&#xFD;znamn&#xE9;ho (materi&#xE1;ln&#xED;ho) nesouladu s </span><span class="t s1_6_19e1ab3d45b129a8d tw_6_19e1ab3d45b129a8d">na&#x159;&#xED;zen&#xED;m o ESEF zp&#x16F;soben&#xE9;ho </span><span class="t s1_6_19e1ab3d45b129a8d tx_6_19e1ab3d45b129a8d">podvodem nebo chybou. </span><span class="t s2_6_19e1ab3d45b129a8d ty_6_19e1ab3d45b129a8d">&#x2022; </span><span class="t s1_6_19e1ab3d45b129a8d tz_6_19e1ab3d45b129a8d">Na z&#xE1;klad&#x11B; toho jsme navrhli a provedli postupy s </span><span class="t s1_6_19e1ab3d45b129a8d t10_6_19e1ab3d45b129a8d">c&#xED;lem reagovat na vyhodnocen&#xE1; rizika a z&#xED;skat p&#x159;im&#x11B;&#x159;enou </span><span class="t s1_6_19e1ab3d45b129a8d t11_6_19e1ab3d45b129a8d">jistotu pro &#xFA;&#x10D;ely vyj&#xE1;d&#x159;en&#xED; na&#x161;eho z&#xE1;v&#x11B;ru. </span><span class="t s1_6_19e1ab3d45b129a8d t12_6_19e1ab3d45b129a8d">C&#xED;lem na&#x161;ich postup&#x16F; bylo posoudit, zdali: </span><span class="t s2_6_19e1ab3d45b129a8d t13_6_19e1ab3d45b129a8d">&#x2022; </span><span class="t s1_6_19e1ab3d45b129a8d t14_6_19e1ab3d45b129a8d">&#xDA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky, kter&#xE9; jsou obsa&#x17E;eny v konsolidovan&#xE9; </span><span class="t s1_6_19e1ab3d45b129a8d t15_6_19e1ab3d45b129a8d">v&#xFD;ro&#x10D;n&#xED; finan&#x10D;n&#xED; zpr&#xE1;v&#x11B;, byly sestaveny v platn&#xE9;m form&#xE1;tu </span><span class="t s1_6_19e1ab3d45b129a8d t16_6_19e1ab3d45b129a8d">XHTML. </span><span class="t s2_6_19e1ab3d45b129a8d t17_6_19e1ab3d45b129a8d">&#x2022; </span><span class="t s3_6_19e1ab3d45b129a8d t18_6_19e1ab3d45b129a8d">Z</span><span class="t s1_6_19e1ab3d45b129a8d t19_6_19e1ab3d45b129a8d">ve&#x159;ejn&#x11B;n&#xED; obsa&#x17E;en&#xE1; v konsolidovan&#xE9; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rce, u nich&#x17E; to vy&#x17E;aduje na&#x159;&#xED;zen&#xED; o ESEF, byla zna&#x10D;kov&#xE1;na </span><span class="t s3_6_19e1ab3d45b129a8d t1a_6_19e1ab3d45b129a8d">a </span><span class="t s1_6_19e1ab3d45b129a8d t1b_6_19e1ab3d45b129a8d">ve&#x161;ker&#xE1; zna&#x10D;kov&#xE1;n&#xED; spl&#x148;uj&#xED; tyto po&#x17E;adavky: </span><span class="t s3_6_19e1ab3d45b129a8d t1c_6_19e1ab3d45b129a8d">- </span><span class="t s3_6_19e1ab3d45b129a8d t1d_6_19e1ab3d45b129a8d">B</span><span class="t s1_6_19e1ab3d45b129a8d t1e_6_19e1ab3d45b129a8d">yl pou&#x17E;it zna&#x10D;kovac&#xED; jazyk XBRL. </span><span class="t s3_6_19e1ab3d45b129a8d t1f_6_19e1ab3d45b129a8d">- </span><span class="t s3_6_19e1ab3d45b129a8d t1g_6_19e1ab3d45b129a8d">B</span><span class="t s1_6_19e1ab3d45b129a8d t1h_6_19e1ab3d45b129a8d">yly pou&#x17E;ity prvky z&#xE1;kladn&#xED; taxonomie uveden&#xE9; v na&#x159;&#xED;zen&#xED; o ESEF s nejbli&#x17E;&#x161;&#xED;m &#xFA;&#x10D;etn&#xED;m v&#xFD;znamem, pokud </span><span class="t s1_6_19e1ab3d45b129a8d t1i_6_19e1ab3d45b129a8d">nebyl vytvo&#x159;en prvek roz&#x161;i&#x159;uj&#xED;c&#xED; taxonomie v souladu s p&#x159;&#xED;lohou IV na&#x159;&#xED;zen&#xED; o </span><span class="t s1_6_19e1ab3d45b129a8d t1j_6_19e1ab3d45b129a8d">ESEF. </span><span class="t s3_6_19e1ab3d45b129a8d t1k_6_19e1ab3d45b129a8d">- </span><span class="t s3_6_19e1ab3d45b129a8d t1l_6_19e1ab3d45b129a8d">Z</span><span class="t s1_6_19e1ab3d45b129a8d t1m_6_19e1ab3d45b129a8d">na&#x10D;kov&#xE1;n&#xED; je v souladu se spole&#x10D;n&#xFD;mi pravidly pro zna&#x10D;kov&#xE1;n&#xED; dle na&#x159;&#xED;zen&#xED; o ESEF. </span><span class="t s1_6_19e1ab3d45b129a8d t1n_6_19e1ab3d45b129a8d">Domn&#xED;v&#xE1;me se, &#x17E;e d&#x16F;kazn&#xED; informace, kter&#xE9; jsme z&#xED;skali, poskytuj&#xED; dostate&#x10D;n&#xFD; a vhodn&#xFD; z&#xE1;klad pro vyj&#xE1;d&#x159;en&#xED; na&#x161;eho </span><span class="t s1_6_19e1ab3d45b129a8d t1o_6_19e1ab3d45b129a8d">z&#xE1;v&#x11B;ru. </span><span class="t s1_6_19e1ab3d45b129a8d t1p_6_19e1ab3d45b129a8d">Z&#xE1;v&#x11B;r </span><span class="t s1_6_19e1ab3d45b129a8d t1q_6_19e1ab3d45b129a8d">Podle na&#x161;eho n&#xE1;zoru &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky spole&#x10D;nosti za rok kon&#x10D;&#xED;c&#xED; 31. </span><span class="t s1_6_19e1ab3d45b129a8d t1r_6_19e1ab3d45b129a8d">prosince 2025 obsa&#x17E;en&#xE9; v konsolidovan&#xE9; </span><span class="t s1_6_19e1ab3d45b129a8d t1s_6_19e1ab3d45b129a8d">v&#xFD;ro&#x10D;n&#xED; </span><span class="t s1_6_19e1ab3d45b129a8d t1t_6_19e1ab3d45b129a8d">finan&#x10D;n&#xED; zpr&#xE1;v&#x11B; jsou ve v&#x161;ech v&#xFD;znamn&#xFD;ch (materi&#xE1;ln&#xED;ch) ohledech v </span><span class="t s1_6_19e1ab3d45b129a8d t1u_6_19e1ab3d45b129a8d">souladu s </span><span class="t s1_6_19e1ab3d45b129a8d t1v_6_19e1ab3d45b129a8d">po&#x17E;adavky na&#x159;&#xED;zen&#xED; o </span><span class="t s1_6_19e1ab3d45b129a8d t1w_6_19e1ab3d45b129a8d">ESEF. </span><span class="t s1_6_19e1ab3d45b129a8d t1x_6_19e1ab3d45b129a8d">V Praze dne </span><span class="t s3_6_19e1ab3d45b129a8d t1y_6_19e1ab3d45b129a8d">12</span><span class="t s1_6_19e1ab3d45b129a8d t1z_6_19e1ab3d45b129a8d">. kv&#x11B;t</span><span class="t s3_6_19e1ab3d45b129a8d t20_6_19e1ab3d45b129a8d">na 2026 </span><span class="t s1_6_19e1ab3d45b129a8d t21_6_19e1ab3d45b129a8d">Auditorsk&#xE1; spole&#x10D;nost: </span><span class="t s1_6_19e1ab3d45b129a8d t22_6_19e1ab3d45b129a8d">Statut&#xE1;rn&#xED; auditor: </span><span class="t s1_6_19e1ab3d45b129a8d t23_6_19e1ab3d45b129a8d">Deloitte Audit s.r.o. </span><span class="t s1_6_19e1ab3d45b129a8d t24_6_19e1ab3d45b129a8d">eviden&#x10D;n&#xED; &#x10D;&#xED;slo 079 </span><span class="t s1_6_19e1ab3d45b129a8d t25_6_19e1ab3d45b129a8d">Miroslav Mayer </span><span class="t s1_6_19e1ab3d45b129a8d t26_6_19e1ab3d45b129a8d">eviden&#x10D;n&#xED; &#x10D;&#xED;slo 2529 </span>
</div>
<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEW7mUnB8uRMAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/></div><span class="t s3_64 t5_64">Fidurock Nemovitosti a.s. </span><span class="t v0_64 s1_64 t2_64">Individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka za rok kon&#x10D;&#xED;c&#xED; 31. prosince 2025 </span><span class="t v0_64 s2_64 t3_64">sestaven&#xE1; na z&#xE1;klad&#x11B; &#xFA;&#x10D;etn&#xED;ch standard&#x16F; IFRS ve zn&#x11B;n&#xED; p&#x159;ijat&#xE9;m </span><span class="t v0_64 s2_64 t4_64">Evropskou uni&#xED; </span><span class="t s0_64 t1_64">64 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEX///+nxBvIAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/></div><span class="t s1_65 t2_65">FIDUROCK Nemovitosti a.s. </span><span class="t v0_65 s2_65 t3_65">Individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka za rok kon&#x10D;&#xED;c&#xED; </span><span class="t v0_65 s3_65 t4_65">31. prosince 2025 </span><span class="t s4_65 t5_65">sestaven&#xE1; na z&#xE1;klad&#x11B; &#xFA;&#x10D;etn&#xED;ch standard&#x16F; IFRS ve zn&#x11B;n&#xED; p&#x159;ijat&#xE9;m </span><span class="t s4_65 t6_65">Evropskou uni&#xED; </span><span class="t s0_65 t1_65">65 </span><a id="a137_124" style="left:103px;bottom:748px;position:absolute;transform-origin:bottom left"> </a></div>
<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAATlBMVEX////s7Ozf39/k5OT29vbg4OD+/v5lZWUAAAAnJye1tbUYGBg8PDzx8fHFxcWgoKCurq7j4+OkpKSoqKj6+vra2tqAgICGhoaPj4/4+PjKC7BaAAAFAUlEQVR42u3SS1bCUBBFUUDUMh+f/ALMf6LYTotGljcs964B1G2czQYAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA4E9sd4t7m//Y77Lefy/qQ2c847MW9zX/0VVWX0N2wKgznvHdFvcz/3FoWcd2yg446wwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAXlFXWX0N2QGjBliLQ8s6tlN2wFkDAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQE5XWX0N2QGjBliLy5R1nW7ZAXcNAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAy7pMWdfplh1w1wBr0VVWX0N2wKgBAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA4N97AD9udXfncVE/AAAAAElFTkSuQmCC" style="width:909px;height:1286px"/></div><span class="t s1_66 t2_66">Individu&#xE1;ln&#xED; V&#xFD;kaz o finan&#x10D;n&#xED; situaci k 31. prosinci 2025 </span><span class="t s2_66 t4_66">31.12.2025 </span><span class="t s2_66 t3_66">Pozn. </span><span class="t s2_66 t5_66">31.12.2024 </span><span class="t s2_66 t7_66">726 130 </span><span class="t s2_66 t6_66">Dlouhodob&#xE1; aktiva </span><span class="t s2_66 t8_66">601 286 </span><span class="t s4_66 tb_66">726 130 </span><span class="t s3_66 t9_66">Investice v dce&#x159;in&#xFD;ch spole&#x10D;nostech </span><span class="t s4_66 ta_66">Pozn. 4 </span><span class="t s4_66 tc_66">601 286 </span><span class="t s2_66 te_66">879 030 </span><span class="t s5_66 td_66">Ob&#x11B;&#x17E;n&#xE1; aktiva </span><span class="t s2_66 tf_66">651 065 </span><span class="t s3_66 tg_66">Poskytnut&#xE9; p&#x16F;j&#x10D;ky ve skupin&#x11B; </span><span class="t s4_66 th_66">Pozn. 6 </span><span class="t s4_66 ti_66">876 695 </span><span class="t s4_66 tj_66">649 994 </span><span class="t s3_66 tk_66">Pen&#xED;ze a pen&#x11B;&#x17E;n&#xED; ekvivalenty </span><span class="t s4_66 tl_66">Pozn. 8 </span><span class="t s4_66 tm_66">2 096 </span><span class="t s4_66 tn_66">1 040 </span><span class="t s4_66 to_66">Ostatn&#xED; aktiva </span><span class="t s4_66 tp_66">Pozn. 7 </span><span class="t s4_66 tq_66">239 </span><span class="t s4_66 tr_66">31 </span><span class="t s2_66 ts_66">AKTIVA CELKEM </span><span class="t s2_66 tt_66">1 605 160 </span><span class="t s2_66 tu_66">1 252 351 </span><span class="t s2_66 tw_66">460 703 </span><span class="t s2_66 tv_66">Vlastn&#xED; kapit&#xE1;l </span><span class="t s2_66 tx_66">278 128 </span><span class="t s4_66 t10_66">2 040 </span><span class="t s4_66 ty_66">Z&#xE1;kladn&#xED; kapit&#xE1;l </span><span class="t s4_66 tz_66">Pozn. 9.1 </span><span class="t s4_66 t11_66">2 040 </span><span class="t s4_66 t14_66">581 599 </span><span class="t s4_66 t12_66">Ostatn&#xED; kapit&#xE1;lov&#xE9; fondy </span><span class="t s4_66 t13_66">Pozn. 9.2 </span><span class="t s4_66 t15_66">484 670 </span><span class="t s4_66 t18_66">(122 936) </span><span class="t s3_66 t16_66">Nerozd&#x11B;len&#xFD; zisk/ztr&#xE1;ta </span><span class="t s4_66 t17_66">Pozn. 9.3 </span><span class="t s4_66 t19_66">(208 582) </span><span class="t s2_66 t1b_66">892 121 </span><span class="t s2_66 t1a_66">Dlouhodob&#xE9; z&#xE1;vazky </span><span class="t s2_66 t1c_66">686 604 </span><span class="t s4_66 t1d_66">Emitovan&#xE9; dluhopisy </span><span class="t s4_66 t1e_66">Pozn. 10 </span><span class="t s4_66 t1f_66">892 121 </span><span class="t s4_66 t1g_66">686 604 </span><span class="t s2_66 t1h_66">Kr&#xE1;tkodob&#xE9; z&#xE1;vazky </span><span class="t s2_66 t1i_66">252 336 </span><span class="t s2_66 t1j_66">287 619 </span><span class="t s4_66 t1m_66">247 888 </span><span class="t s3_66 t1k_66">&#xDA;v&#x11B;ry a p&#x16F;j&#x10D;ky </span><span class="t s4_66 t1l_66">Pozn. 11 </span><span class="t s4_66 t1n_66">286 727 </span><span class="t s4_66 t1q_66">4 233 </span><span class="t s4_66 t1o_66">Ostatn&#xED; kr&#xE1;tkodob&#xE9; z&#xE1;vazky </span><span class="t s4_66 t1p_66">Pozn. 12 </span><span class="t s4_66 t1r_66">725 </span><span class="t s4_66 t1u_66">215 </span><span class="t s4_66 t1s_66">Emitovan&#xE9; dluhopisy </span><span class="t s4_66 t1t_66">Pozn. 10 </span><span class="t s4_66 t1v_66">167 </span><span class="t s4_66 t1y_66">0 </span><span class="t s4_66 t1x_66">Pozn. 11 </span><span class="t s4_66 t1z_66">0 </span><span class="t s3_66 t1w_66">Bankovn&#xED; &#xFA;v&#x11B;ry </span><span class="t s2_66 t21_66">1 144 457 </span><span class="t s2_66 t20_66">Z&#xC1;VAZKY CELKEM </span><span class="t s2_66 t22_66">974 223 </span><span class="t s2_66 t24_66">1 605 160 </span><span class="t s2_66 t23_66">Z&#xC1;VAZKY A VLASTN&#xCD; KAPIT&#xC1;L CELKEM </span><span class="t s2_66 t25_66">1 252 351 </span><span class="t s0_66 t1_66">66 </span><a id="a138_125" style="left:103px;bottom:1177px;position:absolute;transform-origin:bottom left"> </a></div>
<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,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" style="width:909px;height:1286px"/></div><span class="t s1_67 t2_67">Individu&#xE1;ln&#xED; V&#xFD;kaz o &#xFA;pln&#xE9;m v&#xFD;sledku hospoda&#x159;en&#xED; za rok kon&#x10D;&#xED;c&#xED; </span><span class="t s1_67 t3_67">31. prosince 2025 </span><span class="t s2_67 t5_67">1.1.2025 - </span><span class="t s2_67 t7_67">1.1.2024 - </span><span class="t s2_67 t4_67">Pozn. </span><span class="t s2_67 t6_67">31.12.2025 </span><span class="t s2_67 t8_67">31.12.2024 </span><span class="t s3_67 t9_67">&#xDA;rokov&#xE9; v&#xFD;nosy vypo&#x10D;ten&#xE9; dle efektivn&#xED; &#xFA;rokov&#xE9; m&#xED;ry </span><span class="t s4_67 ta_67">Pozn. 14, 18 </span><span class="t s4_67 tb_67">70 308 </span><span class="t s4_67 tc_67">54 304 </span><span class="t s4_67 td_67">&#xDA;rokov&#xE9; n&#xE1;klady vypo&#x10D;ten&#xE9; dle efektivn&#xED; &#xFA;rokov&#xE9; m&#xED;ry </span><span class="t s4_67 te_67">Pozn. 15 </span><span class="t s4_67 tf_67">(84 235) </span><span class="t s4_67 tg_67">(82 638) </span><span class="t s4_67 th_67">Provozn&#xED; n&#xE1;klady </span><span class="t s4_67 ti_67">Pozn. 16 </span><span class="t s4_67 tj_67">(1 583) </span><span class="t s4_67 tk_67">(3 590) </span><span class="t s3_67 tl_67">Tvorba / (Rozpou&#x161;t&#x11B;n&#xED;) opravn&#xE9; polo&#x17E;ky k &#xFA;v&#x11B;r&#x16F;m ve skupin&#x11B; </span><span class="t s4_67 tm_67">Pozn. 18 </span><span class="t s4_67 tn_67">24 391 </span><span class="t s4_67 to_67">8 405 </span><span class="t s3_67 tp_67">Tvorba / (Rozpou&#x161;t&#x11B;n&#xED;) opravn&#xE1; polo&#x17E;ky k majetkov&#xFD;m &#xFA;&#x10D;astem </span><span class="t s4_67 tr_67">Pozn. 4 </span><span class="t s4_67 ts_67">82 362 </span><span class="t s4_67 tt_67">(22 495) </span><span class="t s4_67 tq_67">v dce&#x159;in&#xFD;ch spole&#x10D;nostech </span><span class="t s3_67 tu_67">Ostatn&#xED; finan&#x10D;n&#xED; n&#xE1;klady </span><span class="t s4_67 tv_67">(1 843) </span><span class="t s4_67 tw_67">(1 806) </span><span class="t s4_67 tx_67">Kurzov&#xE9; rozd&#xED;ly </span><span class="t s4_67 ty_67">(3 754) </span><span class="t s4_67 tz_67">1 542 </span><span class="t s5_67 t10_67">Ztr&#xE1;ta p&#x159;ed zdan&#x11B;n&#xED;m </span><span class="t s2_67 t11_67">85 646 </span><span class="t s2_67 t12_67">(46 278) </span><span class="t s3_67 t13_67">Da&#x148; z p&#x159;&#xED;jm&#x16F; </span><span class="t s4_67 t14_67">Pozn. 19 </span><span class="t s4_67 t15_67">0 </span><span class="t s4_67 t16_67">0 </span><span class="t s2_67 t17_67">Ztr&#xE1;ta za obdob&#xED; </span><span class="t s2_67 t18_67">85 646 </span><span class="t s2_67 t19_67">(46 278) </span><span class="t s5_67 t1a_67">Ostatn&#xED; &#xFA;pln&#xFD; v&#xFD;sledek hospoda&#x159;en&#xED; za &#xFA;&#x10D;etn&#xED; obdob&#xED; </span><span class="t s2_67 t1b_67">0 </span><span class="t s2_67 t1c_67">0 </span><span class="t s5_67 t1d_67">Celkov&#xFD; &#xFA;pln&#xFD; v&#xFD;sledek hospoda&#x159;en&#xED; za &#xFA;&#x10D;etn&#xED; obdob&#xED; </span><span class="t s2_67 t1e_67">85 646 </span><span class="t s2_67 t1f_67">(46 278) </span><span class="t s0_67 t1_67">67 </span><a id="a139_126" style="left:103px;bottom:1150px;position:absolute;transform-origin:bottom left"> </a></div>
<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,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" style="width:909px;height:1286px"/></div><span class="t s1_68 t2_68">Individu&#xE1;ln&#xED; V&#xFD;kaz o zm&#x11B;n&#xE1;ch vlastn&#xED;ho kapit&#xE1;lu za rok kon&#x10D;&#xED;c&#xED; </span><span class="t s1_68 t3_68">31. prosince </span><span class="t s1_68 t4_68">2025 </span><span class="t s2_68 t8_68">Ostatn&#xED; </span><span class="t s2_68 t6_68">Akumulovan&#xE1; </span><span class="t s2_68 t9_68">Kapit&#xE1;lov&#xE9; </span><span class="t s2_68 t5_68">Vlastn&#xED; kapit&#xE1;l </span><span class="t s2_68 t7_68">ztr&#xE1;ta </span><span class="t s2_68 ta_68">Fondy </span><span class="t s2_68 tb_68">Celkem </span><span class="t s2_68 td_68">2 040 </span><span class="t s2_68 te_68">(162 304) </span><span class="t s2_68 tf_68">484 670 </span><span class="t s3_68 tc_68">Z&#x16F;statek 1.1.2024 </span><span class="t s2_68 tg_68">324 406 </span><span class="t s4_68 th_68">Kapit&#xE1;lov&#xE9; operace </span><span class="t s4_68 ti_68">0 </span><span class="t s4_68 tj_68">(1) </span><span class="t s4_68 tk_68">0 </span><span class="t s4_68 tl_68">(1) </span><span class="t s3_68 tm_68">&#xDA;pln&#xFD; v&#xFD;sledek hospoda&#x159;en&#xED; </span><span class="t s2_68 tn_68">0 </span><span class="t s2_68 to_68">(46 278) </span><span class="t s2_68 tp_68">0 </span><span class="t s2_68 tq_68">(46 278) </span><span class="t s4_68 tr_68">Zisk / (Ztr&#xE1;ta) za obdob&#xED; </span><span class="t s4_68 ts_68">0 </span><span class="t s4_68 tt_68">(46 278) </span><span class="t s4_68 tu_68">0 </span><span class="t s4_68 tv_68">(46 278) </span><span class="t s3_68 tw_68">Z&#x16F;statek 31.12.2024 </span><span class="t s2_68 tx_68">2 040 </span><span class="t s2_68 ty_68">(208 582) </span><span class="t s2_68 tz_68">484 670 </span><span class="t s2_68 t10_68">278 128 </span><span class="t s2_68 t12_68">2 040 </span><span class="t s3_68 t11_68">Z&#x16F;statek 1.1.2025 </span><span class="t s2_68 t13_68">(208 582) </span><span class="t s2_68 t14_68">484 670 </span><span class="t s2_68 t15_68">278 128 </span><span class="t s4_68 t16_68">Kapit&#xE1;lov&#xE9; operace </span><span class="t s4_68 t17_68">0 </span><span class="t s4_68 t18_68">0 </span><span class="t s4_68 t19_68">96 929 </span><span class="t s4_68 t1a_68">96 929 </span><span class="t s3_68 t1b_68">&#xDA;pln&#xFD; v&#xFD;sledek hospoda&#x159;en&#xED; </span><span class="t s2_68 t1c_68">0 </span><span class="t s2_68 t1d_68">85 646 </span><span class="t s2_68 t1e_68">0 </span><span class="t s2_68 t1f_68">85 646 </span><span class="t s4_68 t1g_68">Zisk / (Ztr&#xE1;ta) za obdob&#xED; </span><span class="t s4_68 t1h_68">0 </span><span class="t s4_68 t1i_68">85 646 </span><span class="t s4_68 t1j_68">0 </span><span class="t s4_68 t1k_68">85 646 </span><span class="t s3_68 t1l_68">Z&#x16F;statek 31.12.2025 </span><span class="t s2_68 t1m_68">2 040 </span><span class="t s2_68 t1n_68">(122 936) </span><span class="t s2_68 t1o_68">581 599 </span><span class="t s2_68 t1p_68">460 703 </span><span class="t s0_68 t1_68">68 </span><a id="a140_127" style="left:103px;bottom:1156px;position:absolute;transform-origin:bottom left"> </a></div>
<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,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style="width:909px;height:1286px"/></div><span class="t s1_69 t2_69">Individu&#xE1;ln&#xED; V&#xFD;kaz o pen&#x11B;&#x17E;n&#xED;ch toc&#xED;ch za rok kon&#x10D;&#xED;c&#xED; 31. prosince 2025 </span><span class="t s2_69 t3_69">1.1.2025 - 31.12.2025 </span><span class="t s2_69 t4_69">1.1.2024 - 31.12.2024 </span><span class="t s2_69 t5_69">Pozn. </span><span class="t s3_69 t6_69">Ztr&#xE1;ta za obdob&#xED; (po zdan&#x11B;n&#xED;) </span><span class="t s2_69 t7_69">85 646 </span><span class="t s2_69 t8_69">(46 278) </span><span class="t s4_69 t9_69">&#xDA;pravy o nepen&#x11B;&#x17E;n&#xED; operace </span><span class="t s5_69 ta_69">(90 239) </span><span class="t s5_69 tb_69">43 500 </span><span class="t s6_69 tc_69">Da&#x148;ov&#xFD; n&#xE1;klad </span><span class="t s7_69 td_69">Bod 19 </span><span class="t s7_69 te_69">0 </span><span class="t s7_69 tf_69">0 </span><span class="t s6_69 tg_69">&#x10C;ist&#xE9; &#xFA;rokov&#xE9; v&#xFD;nosy </span><span class="t s7_69 th_69">Bod 18 </span><span class="t s7_69 ti_69">13 927 </span><span class="t s7_69 tj_69">28 334 </span><span class="t s6_69 tk_69">Tvorba opravn&#xFD;ch polo&#x17E;ek k &#xFA;v&#x11B;r&#x16F;m </span><span class="t s7_69 tl_69">Bod 17 </span><span class="t s7_69 tm_69">(24 391) </span><span class="t s7_69 tn_69">(8 405) </span><span class="t s6_69 to_69">Tvorba opravn&#xFD;ch polo&#x17E;ek k majetkov&#xFD;m &#xFA;&#x10D;astem v dce&#x159;in&#xFD;ch </span><span class="t s7_69 tr_69">(82 362) </span><span class="t s7_69 tq_69">Bod 4 </span><span class="t s7_69 ts_69">22 495 </span><span class="t s6_69 tp_69">spole&#x10D;nostech </span><span class="t s6_69 tt_69">Ostatn&#xED; finan&#x10D;n&#xED; v&#xFD;nosy </span><span class="t s7_69 tu_69">2 587 </span><span class="t s7_69 tv_69">1 076 </span><span class="t s4_69 tw_69">Zm&#x11B;ny pracovn&#xED;ho kapit&#xE1;lu </span><span class="t s5_69 tx_69">3 300 </span><span class="t s5_69 ty_69">(14 390) </span><span class="t s6_69 tz_69">Zm&#x11B;na stavu ostatn&#xED;ch aktiv </span><span class="t s7_69 t10_69">(208) </span><span class="t s7_69 t11_69">3 035 </span><span class="t s6_69 t12_69">Zm&#x11B;na stavu ostatn&#xED;ch z&#xE1;vazk&#x16F; </span><span class="t s7_69 t13_69">3 508 </span><span class="t s7_69 t14_69">(17 423) </span><span class="t s6_69 t15_69">Zaplacen&#xE1; da&#x148; </span><span class="t s7_69 t16_69">0 </span><span class="t s7_69 t17_69">(2) </span><span class="t s3_69 t18_69">&#x10C;ist&#xFD; pen&#x11B;&#x17E;n&#xED; tok z provozn&#xED; &#x10D;innosti </span><span class="t s2_69 t19_69">(1 293) </span><span class="t s2_69 t1a_69">(17 168) </span><span class="t s3_69 t1b_69">Pen&#x11B;&#x17E;n&#xED; toky z investi&#x10D;n&#xED; &#x10D;innosti </span><span class="t s6_69 t1c_69">Po&#x159;&#xED;zen&#xED; nov&#xFD;ch dce&#x159;in&#xFD;ch spole&#x10D;nost&#xED; </span><span class="t s7_69 t1d_69">0 </span><span class="t s7_69 t1e_69">(907) </span><span class="t s6_69 t1f_69">Vklady do dce&#x159;in&#xFD;ch spole&#x10D;nost&#xED; </span><span class="t s7_69 t1g_69">(1 000) </span><span class="t s7_69 t1h_69">0 </span><span class="t s6_69 t1i_69">Poskytnut&#xE9; &#xFA;v&#x11B;ry </span><span class="t s7_69 t1j_69">Bod 6 </span><span class="t s7_69 t1k_69">(589 857) </span><span class="t s7_69 t1l_69">(308 046) </span><span class="t s6_69 t1m_69">P&#x159;ijat&#xFD; &#xFA;rok </span><span class="t s7_69 t1n_69">76 947 </span><span class="t s7_69 t1o_69">91 347 </span><span class="t s6_69 t1p_69">P&#x159;ijat&#xE9; spl&#xE1;tky </span><span class="t s7_69 t1q_69">331 775 </span><span class="t s7_69 t1r_69">165 039 </span><span class="t s3_69 t1s_69">&#x10C;ist&#xFD; pen&#x11B;&#x17E;n&#xED; tok z investi&#x10D;n&#xED; &#x10D;innosti </span><span class="t s2_69 t1t_69">(182 135) </span><span class="t s2_69 t1u_69">(52 567) </span><span class="t s3_69 t1v_69">Pen&#x11B;&#x17E;n&#xED; toky z financov&#xE1;n&#xED; </span><span class="t s7_69 t1w_69">Bod 11 </span><span class="t s7_69 t1x_69">0 </span><span class="t s7_69 t1y_69">0 </span><span class="t s6_69 t1z_69">P&#x159;&#xED;jmy z kapit&#xE1;lov&#xFD;ch kontribuc&#xED; </span><span class="t s7_69 t20_69">Bod 11 </span><span class="t s7_69 t21_69">0 </span><span class="t s7_69 t22_69">0 </span><span class="t s6_69 t23_69">P&#x159;&#xED;jmy z p&#x16F;j&#x10D;ek </span><span class="t s7_69 t24_69">Bod 11 </span><span class="t s7_69 t25_69">185 304 </span><span class="t s7_69 t26_69">584 269 </span><span class="t s6_69 t27_69">Spl&#xE1;tky p&#x16F;j&#x10D;ek </span><span class="t s7_69 t28_69">Bod 11 </span><span class="t s7_69 t29_69">(138 020) </span><span class="t s7_69 t2a_69">(675 678) </span><span class="t s6_69 t2b_69">P&#x159;&#xED;jmy z emise dluhopis&#x16F; </span><span class="t s7_69 t2c_69">Bod 11 </span><span class="t s7_69 t2d_69">206 000 </span><span class="t s7_69 t2e_69">125 320 </span><span class="t s7_69 t2f_69">Zaplacen&#xFD; &#xFA;rok </span><span class="t s7_69 t2g_69">Bod 11 </span><span class="t s7_69 t2h_69">(68 800) </span><span class="t s7_69 t2i_69">(87 669) </span><span class="t s6_69 t2j_69">Odkup dluhopis&#x16F; </span><span class="t s7_69 t2k_69">Bod 11 </span><span class="t s7_69 t2l_69">0 </span><span class="t s7_69 t2m_69">(257 340) </span><span class="t s3_69 t2n_69">&#x10C;ist&#xFD; pen&#x11B;&#x17E;n&#xED; tok z financov&#xE1;n&#xED; </span><span class="t s2_69 t2o_69">184 484 </span><span class="t s2_69 t2p_69">(311 097) </span><span class="t s3_69 t2q_69">&#x10C;ist&#xFD; p&#x159;&#xED;r&#x16F;stek pen&#x11B;&#x17E;n&#xED;ch prost&#x159;edk&#x16F; a pen&#x11B;&#x17E;n&#xED;ch </span><span class="t s3_69 t2r_69">ekvivalent&#x16F; </span><span class="t s2_69 t2s_69">1 056 </span><span class="t s2_69 t2t_69">(380 832) </span><span class="t s6_69 t2u_69">Pen&#x11B;&#x17E;n&#xED; prost&#x159;edky a pen&#x11B;&#x17E;n&#xED; ekvivalenty na za&#x10D;&#xE1;tku obdob&#xED; </span><span class="t s7_69 t2v_69">1 040 </span><span class="t s7_69 t2w_69">381 872 </span><span class="t s3_69 t2x_69">Pen&#x11B;&#x17E;n&#xED; prost&#x159;edky a pen&#x11B;&#x17E;n&#xED; ekvivalenty na konci obdob&#xED; </span><span class="t s2_69 t2y_69">2 096 </span><span class="t s2_69 t2z_69">1 040 </span><span class="t s0_69 t1_69">69 </span><a id="a141_128" style="left:103px;bottom:1156px;position:absolute;transform-origin:bottom left"> </a></div>
<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEX///+nxBvIAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/></div><span class="t s1_70 t2_70">P&#x158;&#xCD;LOHA V INDIVIU&#xC1;LN&#xCD; &#xDA;&#x10C;ETN&#xCD; Z&#xC1;V&#x11A;RCE </span><span class="t s2_70 t3_70">1. V&#x161;eobecn&#xE9; informace </span><span class="t s3_70 t5_70">Z&#xE1;kladn&#xED; informace o Spole&#x10D;nosti </span><span class="t s2_70 t4_70">1.1. </span><span class="t s4_70 t6_70">FIDUROCK Nemovitosti a.s. (d&#x159;&#xED;ve FIDUROCK T&#xE1;bor, a.s., d&#xE1;le &#x201E;Spole&#x10D;nost&#x201C;), I&#x10C; 045 64 111, byla zalo&#x17E;ena </span><span class="t s4_70 t7_70">zakladatelskou listinou jako akciov&#xE1; spole&#x10D;nost a dne 14. listopadu 2015 byla zaps&#xE1;na do obchodn&#xED;ho rejst&#x159;&#xED;ku </span><span class="t s4_70 t8_70">veden&#xE9;ho M&#x11B;stsk&#xFD;m soudem v Praze, odd&#xED;l B, vlo&#x17E;ka 21110 a jej&#xED; s&#xED;dlo je V&#xE1;clavsk&#xE9; n&#xE1;m&#x11B;st&#xED; 2132/47, Nov&#xE9; M&#x11B;sto, </span><span class="t s5_70 t9_70">110 00 Praha 1. </span><span class="t s4_70 ta_70">Hlavn&#xED;m p&#x159;edm&#x11B;tem podnik&#xE1;n&#xED; Spole&#x10D;nosti je v&#xFD;roba, obchod a slu&#x17E;by neuveden&#xE9; v p&#x159;&#xED;loh&#xE1;ch 1 a&#x17E; 3 &#x17E;ivnostensk&#xE9;ho </span><span class="t s4_70 tb_70">z&#xE1;kona, zejm&#xE9;na akvizice a dr&#x17E;ba pod&#xED;l&#x16F; do dce&#x159;in&#xFD;ch spole&#x10D;nost&#xED; a spole&#x10D;n&#xFD;ch podnik&#x16F;, jejich&#x17E; hlavn&#xED;m p&#x159;edm&#x11B;tem </span><span class="t s4_70 tc_70">&#x10D;innosti Spole&#x10D;nosti je po&#x159;&#xED;zen&#xED;, dr&#x17E;ba a pron&#xE1;jem nemovitost&#xED;. </span><span class="t s4_70 td_70">Tato &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka je sestavena k 31. prosinci 2025. &#xDA;&#x10D;etn&#xED;m obdob&#xED;m je kalend&#xE1;&#x159;n&#xED; rok kon&#x10D;&#xED;c&#xED; 31. prosince 2025. </span><span class="t s4_70 te_70">Srovnateln&#xE9; minul&#xE9; obdob&#xED; je kalend&#xE1;&#x159;n&#xED; rok kon&#x10D;&#xED;c&#xED; 31. prosince 2024. </span><span class="t s3_70 tf_70">Akcion&#xE1;&#x159; k 31. prosinci 2025 </span><span class="t s5_70 tg_70">FIDUROCK Private Equity Participations B.V., se s&#xED;dlem Laarderhoogtweg 25, 1101EB Amsterdam, Nizozemsko </span><span class="t s4_70 th_70">Registra&#x10D;n&#xED; &#x10D;&#xED;slo: </span><span class="t s5_70 ti_70">645 04 204 </span><span class="t s5_70 tj_70">Pod&#xED;l na z&#xE1;kladn&#xED;m kapit&#xE1;lu: </span><span class="t s5_70 tk_70">100 % </span><span class="t s5_70 tl_70">Z&#xE1;kladn&#xED; kapit&#xE1;l: </span><span class="t s5_70 tm_70">2 040 000 K&#x10D; </span><span class="t s5_70 tn_70">Akcie: </span><span class="t s5_70 to_70">300 ks akci&#xED; na jm&#xE9;no v listinn&#xE9; podob&#x11B; ve jmenovit&#xE9; hodnot&#x11B; 6 800,- K&#x10D; </span><span class="t s6_70 tp_70">Statut&#xE1;rn&#xED; org&#xE1;n k 31. prosinci 2025 </span><span class="t s4_70 tq_70">&#x10C;len p&#x159;edstavenstva: </span><span class="t s5_70 tr_70">DAVID HAUERLAND </span><span class="t s4_70 ts_70">Den vzniku &#x10D;lenstv&#xED;: </span><span class="t s5_70 tt_70">13. listopadu 2020 </span><span class="t s4_70 tu_70">&#x10C;len p&#x159;edstavenstva: </span><span class="t s5_70 tv_70">PhDr. PETR VALENTA </span><span class="t s4_70 tw_70">Den vzniku &#x10D;lenstv&#xED;: </span><span class="t s5_70 tx_70">16. dubna 2018 </span><span class="t s4_70 ty_70">Zp&#x16F;sob jedn&#xE1;n&#xED;: </span><span class="t s4_70 tz_70">Ka&#x17E;d&#xFD; </span><span class="t s4_70 t10_70">&#x10D;len </span><span class="t s4_70 t11_70">p&#x159;edstavenstva </span><span class="t s4_70 t12_70">zastupuje </span><span class="t s4_70 t13_70">spole&#x10D;nost </span><span class="t s4_70 t14_70">samostatn&#x11B; </span><span class="t s4_70 t15_70">ve </span><span class="t s4_70 t16_70">v&#x161;ech </span><span class="t s4_70 t17_70">z&#xE1;le&#x17E;itostech. </span><span class="t s3_70 t18_70">Dozor&#x10D;&#xED; rada k 31. prosinci 2025 </span><span class="t s4_70 t19_70">&#x10C;len dozor&#x10D;&#xED; rady: </span><span class="t s5_70 t1a_70">VLADIM&#xCD;R LOUKOTA </span><span class="t s4_70 t1b_70">Den vzniku &#x10D;lenstv&#xED;: </span><span class="t s5_70 t1c_70">15. &#x10D;erven 2023 </span><span class="t s3_70 t1d_70">1.2. Prohl&#xE1;&#x161;en&#xED; o souladu </span><span class="t s4_70 t1e_70">Tato individu&#xE1;ln&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka byla sestavena na z&#xE1;klad&#x11B; &#xFA;&#x10D;etn&#xED;ch standard&#x16F; IFRS ve zn&#x11B;n&#xED; p&#x159;ijat&#xE9;m Evropskou uni&#xED;. </span><span class="t s4_70 t1f_70">Tato &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka p&#x159;edstavuje statut&#xE1;rn&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rku sestavenou v souladu s ustanoven&#xED;m &#xA7; 19a odst. 7 z&#xE1;kona &#x10D;. </span><span class="t s4_70 t1g_70">563/1991 Sb., o &#xFA;&#x10D;etnictv&#xED; ve zn&#x11B;n&#xED; pozd&#x11B;j&#x161;&#xED;ch p&#x159;edpis&#x16F;. </span><span class="t s3_70 t1h_70">1.3. Z&#xE1;klad pro oce&#x148;ov&#xE1;n&#xED;, funk&#x10D;n&#xED; a prezenta&#x10D;n&#xED; m&#x11B;na </span><span class="t s4_70 t1i_70">&#xDA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka byla sestavena na z&#xE1;klad&#x11B; historick&#xFD;ch cen. Funk&#x10D;n&#xED; m&#x11B;nou Spole&#x10D;nosti je &#x10D;esk&#xE1; koruna. &#xDA;daje jsou </span><span class="t s5_70 t1j_70">zaokrouhleny a prezentov&#xE1;ny v tis&#xED;c&#xED;ch korun &#x10D;esk&#xFD;ch (&#x201E;tis. K&#x10D;&#x201C;), nen&#xED;-li uvedeno jinak. Z&#xE1;porn&#xE1; &#x10D;&#xED;sla jsou uvedena </span><span class="t s5_70 t1k_70">v z&#xE1;vork&#xE1;ch. </span><span class="t s3_70 t1l_70">1.4. Pou&#x17E;it&#xED; odhad&#x16F; a p&#x159;edpoklad&#x16F; </span><span class="t s4_70 t1m_70">Odhady a p&#x159;edpoklady jsou pr&#x16F;b&#x11B;&#x17E;n&#x11B; revidov&#xE1;ny a vych&#xE1;zej&#xED; z historick&#xE9; zku&#x161;enosti a dal&#x161;&#xED;ch faktor&#x16F;, v&#x10D;etn&#x11B; o&#x10D;ek&#xE1;v&#xE1;n&#xED; </span><span class="t s4_70 t1n_70">budouc&#xED;ch ud&#xE1;lost&#xED;, kter&#xE9; se za dan&#xFD;ch okolnost&#xED; jev&#xED; jako d&#x16F;vodn&#xE1;. Odhady a p&#x159;edpoklady, s nimi&#x17E; je spojeno </span><span class="t s4_70 t1o_70">v&#xFD;znamn&#xE9; riziko toho, &#x17E;e povedou v p&#x159;&#xED;&#x161;t&#xED;m finan&#x10D;n&#xED;m roce k v&#xFD;znamn&#xE9; &#xFA;prav&#x11B; &#x10D;&#xE1;stek aktiv a z&#xE1;vazk&#x16F; veden&#xFD;ch </span><span class="t s5_70 t1p_70">v &#xFA;&#x10D;etnictv&#xED;, jsou ty, kter&#xE9; maj&#xED; vliv na ocen&#x11B;n&#xED; a potenci&#xE1;ln&#xED; sn&#xED;&#x17E;en&#xED; hodnoty dce&#x159;in&#xFD;ch spole&#x10D;nost&#xED;. </span><span class="t s0_70 t1_70">70 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,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" style="width:909px;height:1286px"/></div><span class="t s1_71 t2_71">1.5. P&#x159;edpoklad trv&#xE1;n&#xED; podniku </span><span class="t s2_71 t3_71">Tato &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka je zpracov&#xE1;na dle p&#x159;edpokladu neomezen&#xE9;ho trv&#xE1;n&#xED; podniku.  Podle informac&#xED;, kter&#xE9; m&#xE1; veden&#xED; </span><span class="t s2_71 t4_71">Spole&#x10D;nosti k datu vyd&#xE1;n&#xED; k dispozici, nejsou zn&#xE1;my &#x17E;&#xE1;dn&#xE9; skute&#x10D;nosti, je&#x17E; by m&#x11B;ly negativn&#xED; vliv na p&#x159;edpoklad </span><span class="t s3_71 t5_71">neomezen&#xE9;ho trv&#xE1;n&#xED; &#x2013; going concern Spole&#x10D;nosti. </span><span class="t s4_71 t6_71">2. Nov&#xE9; &#xFA;&#x10D;etn&#xED; standardy, kter&#xE9; dosud nenabyly &#xFA;&#x10D;innost a nejsou p&#x159;ed&#x10D;asn&#x11B; p&#x159;ijaty </span><span class="t s2_71 t7_71">V b&#x11B;&#x17E;n&#xE9;m obdob&#xED; Spole&#x10D;nost poprv&#xE9; aplikovala &#xFA;pravy IAS 21 Nesm&#x11B;nitelnost, kter&#xE9; byly vyd&#xE1;ny Radou pro </span><span class="t s2_71 t8_71">mezin&#xE1;rodn&#xED; &#xFA;&#x10D;etn&#xED; standardy (IASB) a schv&#xE1;leny pro pou&#x17E;it&#xED; v EU a jsou povinn&#x11B; &#xFA;&#x10D;inn&#xE9; pro &#xFA;&#x10D;etn&#xED; obdob&#xED; za&#x10D;&#xED;naj&#xED;c&#xED; </span><span class="t s2_71 t9_71">1. ledna 2025 nebo pozd&#x11B;ji. Zah&#xE1;jen&#xED; dodr&#x17E;ov&#xE1;n&#xED; t&#x11B;chto &#xFA;prav nem&#x11B;lo &#x17E;&#xE1;dn&#xFD; v&#xFD;znamn&#xFD; dopad na zve&#x159;ejn&#x11B;n&#xED; &#x10D;i &#x10D;&#xE1;stky </span><span class="t s2_71 ta_71">uveden&#xE9; v t&#xE9;to &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rce. </span><span class="t s5_71 tb_71">2.1 Nov&#xE9; a novelizovan&#xE9; &#xFA;&#x10D;etn&#xED; standardy IFRS vydan&#xE9; IASB a p&#x159;ijat&#xE9; EU, kter&#xE9; zat&#xED;m nejsou &#xFA;&#x10D;inn&#xE9; </span><span class="t s2_71 tc_71">K datu schv&#xE1;len&#xED; t&#xE9;to &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky Spole&#x10D;nosta neaplikovala n&#xE1;sleduj&#xED;c&#xED; nov&#xFD; standard a &#xFA;pravy st&#xE1;vaj&#xED;c&#xED;ch &#xFA;&#x10D;etn&#xED;ch </span><span class="t s2_71 td_71">standard&#x16F; IFRS, kter&#xE9; byly vyd&#xE1;ny radou IASB a schv&#xE1;leny pro pou&#x17E;it&#xED; v EU, ale dosud nenabyly &#xFA;&#x10D;innosti: </span><span class="t s5_71 te_71">Standard </span><span class="t s5_71 tf_71">N&#xE1;zev </span><span class="t s1_71 tg_71">Datum &#xFA;&#x10D;innosti </span><span class="t s3_71 th_71">IFRS 18 </span><span class="t s2_71 ti_71">Prezentace a zve&#x159;ej&#x148;ov&#xE1;n&#xED; v &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rce </span><span class="t s3_71 tj_71">1. ledna 2027 </span><span class="t s3_71 tk_71">&#xDA;pravy IFRS 9 a IFRS 7 </span><span class="t s2_71 tl_71">&#xDA;pravy klasifikace a oce&#x148;ov&#xE1;n&#xED; finan&#x10D;n&#xED;ch n&#xE1;stroj&#x16F; </span><span class="t s3_71 tm_71">1. ledna 2026 </span><span class="t s3_71 tn_71">&#xDA;pravy IFRS 9 a IFRS 7 </span><span class="t s2_71 to_71">Smlouvy odkazuj&#xED;c&#xED; na elekt&#x159;inu z&#xE1;vislou na p&#x159;&#xED;rod&#x11B; </span><span class="t s3_71 tp_71">1. ledna 2026 </span><span class="t s3_71 tq_71">&#xDA;pravy IFRS 1, IFRS 7, </span><span class="t s2_71 ts_71">Ro&#x10D;n&#xED; zdokonalen&#xED; &#xFA;&#x10D;etn&#xED;ch standard&#x16F; IFRS (11. d&#xED;l) </span><span class="t s3_71 tt_71">1. ledna 2026 </span><span class="t s3_71 tr_71">IFRS 9, IFRS 10 a IAS 7 </span><span class="t s2_71 tu_71">Spole&#x10D;nost posuzuje dopad vlivu nov&#xE9;ho standardu IFRS 18 na &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rku. Spole&#x10D;nost nep&#x159;edpokl&#xE1;d&#xE1;, &#x17E;e p&#x159;ijet&#xED; </span><span class="t s2_71 tv_71">v&#xFD;&#x161;e uveden&#xFD;ch &#xFA;prav st&#xE1;vaj&#xED;c&#xED;ch standard&#x16F; bude m&#xED;t v&#xFD;znamn&#xFD; vliv na &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rku spole&#x10D;nosti. </span><span class="t s5_71 tw_71">2.2 Nov&#xE9; a novelizovan&#xE9; &#xFA;&#x10D;etn&#xED; standardy IFRS vydan&#xE9; IASB, ale dosud nep&#x159;ijat&#xE9; EU </span><span class="t s3_71 tx_71">V sou&#x10D;asn&#xE9; dob&#x11B; se podoba &#xFA;&#x10D;etn&#xED;ch standard&#x16F; IFRS p&#x159;ijat&#xE1; Evropskou uni&#xED; v&#xFD;razn&#x11B; neli&#x161;&#xED; od podoby standard&#x16F; </span><span class="t s2_71 ty_71">schv&#xE1;len&#xFD;ch radou IASB. V&#xFD;jimkou jsou n&#xE1;sleduj&#xED;c&#xED; nov&#xFD; standard a &#xFA;pravy st&#xE1;vaj&#xED;c&#xED;ch standard&#x16F;, kter&#xE9; nebyly k datu </span><span class="t s2_71 tz_71">schv&#xE1;len&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky schv&#xE1;leny k pou&#x17E;it&#xED; v EU: </span><span class="t s5_71 t10_71">Standard </span><span class="t s5_71 t11_71">N&#xE1;zev </span><span class="t s5_71 t12_71">Stav schvalov&#xE1;n&#xED; v EU </span><span class="t s3_71 t13_71">IFRS 19 a n&#xE1;sledn&#xE9; </span><span class="t s2_71 t15_71">Dce&#x159;in&#xE9; podniky bez ve&#x159;ejn&#xE9; odpov&#x11B;dnosti: </span><span class="t s2_71 t18_71">V EU dosud nep&#x159;ijato </span><span class="t s3_71 t14_71">&#xFA;pravy </span><span class="t s2_71 t16_71">Zve&#x159;ej&#x148;ov&#xE1;n&#xED; (datum &#xFA;&#x10D;innosti dle IASB: 1. ledna 2027) </span><span class="t s2_71 t17_71">Dobrovoln&#xE9; pou&#x17E;it&#xED; pro zp&#x16F;sobil&#xE9; dce&#x159;in&#xE9; podniky </span><span class="t s3_71 t19_71">&#xDA;pravy IAS 21 </span><span class="t s2_71 t1a_71">P&#x159;evod do hyperinfla&#x10D;n&#xED; m&#x11B;ny vykazov&#xE1;n&#xED; </span><span class="t s2_71 t1c_71">V EU dosud nep&#x159;ijato </span><span class="t s2_71 t1b_71">(datum &#xFA;&#x10D;innosti dle IASB: 1. ledna 2027) </span><span class="t s3_71 t1d_71">&#xDA;pravy IFRS 10 a IAS </span><span class="t s2_71 t1f_71">Prodej nebo vklad aktiv mezi investorem a p&#x159;idru&#x17E;en&#xFD;m </span><span class="t s2_71 t1k_71">Schvalov&#xE1;n&#xED; pro pou&#x17E;it&#xED; v EU </span><span class="t s3_71 t1e_71">28 </span><span class="t s2_71 t1g_71">nebo spole&#x10D;n&#xFD;m podnikem </span><span class="t s2_71 t1h_71">a dal&#x161;&#xED; &#xFA;pravy (datum </span><span class="t s2_71 t1l_71">bylo odlo&#x17E;eno do doby, a&#x17E; </span><span class="t s2_71 t1i_71">&#xFA;&#x10D;innosti bylo radou IASB odlo&#x17E;eno na neur&#x10D;ito, ale je </span><span class="t s2_71 t1m_71">bude dokon&#x10D;en projekt na </span><span class="t s2_71 t1j_71">mo&#x17E;n&#xE9; d&#x159;&#xED;v&#x11B;j&#x161;&#xED; p&#x159;ijet&#xED;) </span><span class="t s2_71 t1n_71">ekvivalen&#x10D;n&#xED; metodu </span><span class="t s6_71 t1o_71">Spole&#x10D;nost neo&#x10D;ek&#xE1;v&#xE1;, &#x17E;e p&#x159;ijet&#xED; nov&#xE9;ho standardu a &#xFA;prav st&#xE1;vaj&#xED;c&#xED;ch standard&#x16F; bude m&#xED;t </span><span class="t s6_71 t1p_71">v&#xFD;znamn&#xFD; dopad na &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rku v budouc&#xED;ch obdob&#xED;ch. </span><span class="t s7_71 t1q_71">3. V&#xFD;znamn&#xE9; &#xFA;&#x10D;etn&#xED; z&#xE1;sady a postupy </span><span class="t s5_71 t1r_71">3.1. Transakce v ciz&#xED;ch m&#x11B;n&#xE1;ch </span><span class="t s3_71 t1s_71">Transakce v ciz&#xED; m&#x11B;n&#x11B; je transakce, kter&#xE1; zn&#xED; na jinou ne&#x17E; funk&#x10D;n&#xED; m&#x11B;nu, nebo kter&#xE1; mus&#xED; b&#xFD;t vypo&#x159;&#xE1;d&#xE1;na v jin&#xE9; ne&#x17E; </span><span class="t s2_71 t1t_71">funk&#x10D;n&#xED; m&#x11B;n&#x11B;. Funk&#x10D;n&#xED; m&#x11B;na je m&#x11B;na prim&#xE1;rn&#xED;ho ekonomick&#xE9;ho prost&#x159;ed&#xED;, v n&#x11B;m&#x17E; subjekt p&#x16F;sob&#xED;. Pro &#xFA;&#x10D;ely prvotn&#xED;ho </span><span class="t s2_71 t1u_71">uzn&#xE1;n&#xED; je ciz&#xED; m&#x11B;na p&#x159;epo&#x10D;tena na funk&#x10D;n&#xED; m&#x11B;nu sm&#x11B;nn&#xFD;m kurzem platn&#xFD;m k datu transakce. Funk&#x10D;n&#xED; m&#x11B;na Spole&#x10D;nosti </span><span class="t s3_71 t1v_71">je Koruna &#x10D;esk&#xE1; (K&#x10D;). </span><span class="t s2_71 t1w_71">Pen&#x11B;&#x17E;n&#xED; aktiva a z&#xE1;vazky v ciz&#xED;ch m&#x11B;n&#xE1;ch jsou p&#x159;epo&#x10D;teny na &#x10D;esk&#xE9; koruny ve sm&#x11B;nn&#xE9;m kurzu platn&#xE9;m k datu &#xFA;&#x10D;etn&#xED; </span><span class="t s2_71 t1x_71">z&#xE1;v&#x11B;rky (31. prosinec 2025: K&#x10D;/EUR 24,245 a 31. prosinec 2024: K&#x10D;/EUR 25,185). Transakce v ciz&#xED;ch m&#x11B;n&#xE1;ch jsou </span><span class="t s0_71 t1_71">71 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEX///+nxBvIAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/></div><span class="t s1_72 t2_72">p&#x159;epo&#x10D;teny sm&#x11B;nn&#xFD;mi kurzy platn&#xFD;mi k datu transakce. Kurzov&#xE9; rozd&#xED;ly jsou vyk&#xE1;z&#xE1;ny ve v&#xFD;kazu o &#xFA;pln&#xE9;m v&#xFD;sledku </span><span class="t s1_72 t3_72">hospoda&#x159;en&#xED;. </span><span class="t s2_72 t4_72">3.2. Dce&#x159;in&#xE9; spole&#x10D;nosti </span><span class="t s1_72 t5_72">Dce&#x159;in&#xE9; spole&#x10D;nosti jsou subjekty ovl&#xE1;dan&#xE9; Spole&#x10D;nost&#xED;. K ovl&#xE1;d&#xE1;n&#xED; doch&#xE1;z&#xED; tehdy, kdy&#x17E; Spole&#x10D;nost m&#xE1; p&#x159;&#xED;mo nebo </span><span class="t s1_72 t6_72">nep&#x159;&#xED;mo pravomoc &#x159;&#xED;dit finan&#x10D;n&#xED; a provozn&#xED; z&#xE1;sady a postupy n&#x11B;jak&#xE9;ho subjektu, aby mohla z&#xED;skat prosp&#x11B;ch z jeho </span><span class="t s1_72 t7_72">&#x10D;innosti. Spole&#x10D;nost prvotn&#x11B; zachycuje sv&#xE9; vklady do dce&#x159;in&#xFD;ch spole&#x10D;nost&#xED; v po&#x159;izovac&#xED; cen&#x11B; a n&#xE1;sledn&#x11B; jsou tyto </span><span class="t s1_72 t8_72">vklady oce&#x148;ov&#xE1;ny v po&#x159;izovac&#xED; cen&#x11B; sn&#xED;&#x17E;en&#xE9; o p&#x159;&#xED;padn&#xE9; ztr&#xE1;ty ze sn&#xED;&#x17E;en&#xED; hodnoty. </span><span class="t s2_72 t9_72">3.3. Finan&#x10D;n&#xED; n&#xE1;stroje </span><span class="t s1_72 ta_72">Finan&#x10D;n&#xED; aktiva p&#x159;edstavuj&#xED; zejm&#xE9;na hotovost nebo smluvn&#xED; pr&#xE1;vo p&#x159;ijmout hotovost &#x10D;i jin&#xE9; finan&#x10D;n&#xED; aktivum (poskytnut&#xE9; </span><span class="t s1_72 tb_72">p&#x16F;j&#x10D;ky) a deriv&#xE1;ty s kladnou re&#xE1;lnou hodnotou. </span><span class="t s1_72 tc_72">Finan&#x10D;n&#xED; z&#xE1;vazky jsou zejm&#xE9;na emitovan&#xE9; dluhopisy, smluvn&#xED; z&#xE1;vazky dodat hotovost nebo jin&#xE9; finan&#x10D;n&#xED; aktivum a </span><span class="t s3_72 td_72">deriv&#xE1;ty se z&#xE1;pornou re&#xE1;lnou hodnotou. </span><span class="t s1_72 te_72">Finan&#x10D;n&#xED; aktiva jsou klasifikov&#xE1;na jako ob&#x11B;&#x17E;n&#xE1;, pokud je spole&#x10D;nost hodl&#xE1; realizovat b&#x11B;hem 12 m&#x11B;s&#xED;c&#x16F; od rozvahov&#xE9;ho </span><span class="t s1_72 tf_72">dne nebo pokud neexistuje dostate&#x10D;n&#xE1; jistota, &#x17E;e finan&#x10D;n&#xED; aktiva bude spole&#x10D;nost dr&#x17E;et d&#xE9;le ne&#x17E; 12 m&#x11B;s&#xED;c&#x16F; od </span><span class="t s3_72 tg_72">rozvahov&#xE9;ho dne. </span><span class="t s1_72 th_72">Finan&#x10D;n&#xED; z&#xE1;vazky jsou prezentov&#xE1;ny jako ob&#x11B;&#x17E;n&#xE9;, pokud jsou splatn&#xE9; do 12 m&#x11B;s&#xED;c&#x16F; od rozvahov&#xE9;ho dne. V r&#xE1;mci </span><span class="t s1_72 ti_72">ob&#x11B;&#x17E;n&#xFD;ch aktiv a z&#xE1;vazk&#x16F; jsou tak&#xE9; prezentov&#xE1;ny aktiva a z&#xE1;vazky dr&#x17E;en&#xE9; k obchodov&#xE1;n&#xED;. </span><span class="t s1_72 tj_72">Finan&#x10D;n&#xED; aktivum je prvotn&#x11B; oce&#x148;ov&#xE1;no re&#xE1;lnou hodnotou a n&#xE1;sledn&#x11B; oce&#x148;ov&#xE1;no nab&#x11B;hlou hodnotou, pokud spl&#x148;uje </span><span class="t s1_72 tk_72">ob&#x11B; z n&#xE1;sleduj&#xED;c&#xED;ch podm&#xED;nek a z&#xE1;rove&#x148; nen&#xED; za&#x159;azeno do kategorie aktiv FVTPL: </span><span class="t s4_72 tl_72">&#x2022; </span><span class="t s1_72 tm_72">finan&#x10D;n&#xED; aktivum je dr&#x17E;eno v r&#xE1;mci obchodn&#xED;ho modelu, jeho&#x17E; c&#xED;lem je dr&#x17E;et finan&#x10D;n&#xED; aktiva za &#xFA;&#x10D;elem </span><span class="t s1_72 tn_72">z&#xED;sk&#xE1;n&#xED; smluvn&#xED;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F;, a </span><span class="t s4_72 to_72">&#x2022; </span><span class="t s1_72 tp_72">smluvn&#xED; podm&#xED;nky finan&#x10D;n&#xED;ho aktiva stanov&#xED; konkr&#xE9;tn&#xED; data pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; tvo&#x159;en&#xFD;ch v&#xFD;lu&#x10D;n&#x11B; spl&#xE1;tkami </span><span class="t s1_72 tq_72">jistiny a &#xFA;rok&#x16F; (&#x201E;SPPI&#x201C; z angl. &#x201E;Solely payments of principal and interest&#x201C;) z nesplacen&#xE9; &#x10D;&#xE1;stky jistiny. </span><span class="t s1_72 tr_72">Finan&#x10D;n&#xED; aktiva jsou p&#x159;i prvotn&#xED;m za&#xFA;&#x10D;tov&#xE1;n&#xED; oce&#x148;ov&#xE1;na re&#xE1;lnou hodnotou. N&#xE1;sledn&#x11B; jsou, v souladu s IFRS 9, </span><span class="t s1_72 ts_72">oce&#x148;ov&#xE1;na bu&#x10F; v amortizovan&#xE9; cen&#x11B;, ve FVOCI nebo v re&#xE1;ln&#xE9; hodnot&#x11B; do zisku nebo ztr&#xE1;ty (FVTPL). P&#x159;i prvotn&#xED;m </span><span class="t s1_72 tt_72">za&#xFA;&#x10D;tov&#xE1;n&#xED; m&#x16F;&#x17E;e Skupina neodvolateln&#x11B; ur&#x10D;it finan&#x10D;n&#xED; aktivum, kter&#xE9; by jinak bylo oce&#x148;ov&#xE1;no v amortizovan&#xE9; cen&#x11B; nebo </span><span class="t s3_72 tu_72">ve FVOCI, jako oce&#x148;ovan&#xE9; ve FVTPL, pokud t&#xED;m dojde k odstran&#x11B;n&#xED; nebo v&#xFD;znamn&#xE9;mu omezen&#xED; &#xFA;&#x10D;etn&#xED;ho nesouladu. </span><span class="t s1_72 tv_72">Skupina tuto volbu (fair value option) nevyu&#x17E;ila. </span><span class="t s1_72 tw_72">Spole&#x10D;nost finan&#x10D;n&#xED; aktiva po prvotn&#xED;m &#xFA;&#x10D;tov&#xE1;n&#xED; za&#x159;azuje do kategorie ocen&#x11B;n&#xED; nab&#x11B;hlou hodnotou a n&#xE1;sledn&#x11B; </span><span class="t s1_72 tx_72">oce&#x148;ov&#xE1;no re&#xE1;lnou hodnotou do ostatn&#xED;ho &#xFA;pln&#xE9;ho v&#xFD;sledku, pokud spl&#x148;uje ob&#x11B; z n&#xE1;sleduj&#xED;c&#xED;ch podm&#xED;nek a z&#xE1;rove&#x148; </span><span class="t s1_72 ty_72">nen&#xED; za&#x159;azeno do kategorie aktiv FVTPL: </span><span class="t s4_72 tz_72">&#x2022; </span><span class="t s1_72 t10_72">finan&#x10D;n&#xED; aktivum dr&#x17E;eno v r&#xE1;mci obchodn&#xED;ho modelu, jeho&#x17E; c&#xED;le je dosa&#x17E;eno jak inkasem smluvn&#xED;ch pen&#x11B;&#x17E;n&#xED;ch </span><span class="t s1_72 t11_72">tok&#x16F;, tak prodejem finan&#x10D;n&#xED;ch aktiv, a </span><span class="t s4_72 t12_72">&#x2022; </span><span class="t s1_72 t13_72">smluvn&#xED; podm&#xED;nky finan&#x10D;n&#xED;ho aktiva stanov&#xED; konkr&#xE9;tn&#xED; data pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; tvo&#x159;en&#xFD;ch v&#xFD;lu&#x10D;n&#x11B; spl&#xE1;tkami jistiny </span><span class="t s1_72 t14_72">a &#xFA;rok&#x16F; z nesplacen&#xE9; &#x10D;&#xE1;stky jistiny. </span><span class="t s1_72 t15_72">Spole&#x10D;nost ur&#x10D;ila c&#xED;le ka&#x17E;d&#xE9;ho obchodn&#xED;ho modelu, ve kter&#xFD;ch jsou finan&#x10D;n&#xED; aktiva dr&#x17E;eny na &#xFA;rovni portfolia, proto&#x17E;e </span><span class="t s1_72 t16_72">to nejl&#xE9;pe vystihuje zp&#x16F;sob, jak&#xFD;m spole&#x10D;nost aktiva &#x159;&#xED;d&#xED; a p&#x159;edkl&#xE1;d&#xE1; o nich informace veden&#xED;. Tyto informace zahrnuj&#xED; </span><span class="t s3_72 t17_72">mimo jin&#xE9; n&#xE1;sleduj&#xED;c&#xED;: </span><span class="t s4_72 t18_72">&#x2022; </span><span class="t s3_72 t19_72">stanoven&#xE9; postupy a c&#xED;le portfolia a jejich realizace v praxi; </span><span class="t s4_72 t1a_72">&#x2022; </span><span class="t s1_72 t1b_72">jak je hodnocena v&#xFD;konnost portfolia a p&#x159;edkl&#xE1;d&#xE1;na kl&#xED;&#x10D;ov&#xE9;mu veden&#xED; Spole&#x10D;nosti; </span><span class="t s4_72 t1c_72">&#x2022; </span><span class="t s1_72 t1d_72">rizika, kter&#xE1; ovliv&#x148;uj&#xED; v&#xFD;konnost obchodn&#xED;ho modelu (a finan&#x10D;n&#xED;ch aktiv dr&#x17E;en&#xFD;ch v r&#xE1;mci tohoto obchodn&#xED;ho </span><span class="t s1_72 t1e_72">modelu), a zejm&#xE9;na zp&#x16F;sob, jak&#xFD;m jsou tato rizika &#x159;&#xED;zena; </span><span class="t s4_72 t1f_72">&#x2022; </span><span class="t s1_72 t1g_72">&#x10D;etnost, hodnotu a na&#x10D;asov&#xE1;n&#xED; prodej&#x16F; v p&#x159;edchoz&#xED;ch obdob&#xED;ch, d&#x16F;vody pro tyto prodeje a o&#x10D;ek&#xE1;v&#xE1;n&#xED; t&#xFD;kaj&#xED;c&#xED; </span><span class="t s1_72 t1h_72">se budouc&#xED; prodejn&#xED; &#x10D;innosti. Informace o prodeji samy o sob&#x11B; v&#x161;ak nejsou posuzovan&#xE9; izolovan&#x11B;, ale jako </span><span class="t s1_72 t1i_72">sou&#x10D;&#xE1;st celkov&#xE9;ho hodnocen&#xED;, jak&#xFD;m Spole&#x10D;nost dosahuje stanoven&#xE9;ho c&#xED;le &#x159;&#xED;zen&#xED; finan&#x10D;n&#xED;ch aktiv, a zejm&#xE9;na </span><span class="t s1_72 t1j_72">zp&#x16F;sobu realizace pen&#x11B;&#x17E;n&#xED;ch tok&#x16F;. </span><span class="t s1_72 t1k_72">Finan&#x10D;n&#xED; aktiva, kter&#xE1; jsou ur&#x10D;ena k obchodov&#xE1;n&#xED; a kter&#xE1; jsou &#x159;&#xED;zena a jejich v&#xFD;konnost je m&#x11B;&#x159;ena na b&#xE1;zi re&#xE1;ln&#xE9; hodnoty, </span><span class="t s1_72 t1l_72">jsou oce&#x148;ov&#xE1;na jako FVTPL, proto&#x17E;e nejsou dr&#x17E;ena ani za &#xFA;&#x10D;elem inkasa smluvn&#xED;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F;, ani za &#xFA;&#x10D;elem </span><span class="t s1_72 t1m_72">inkasa smluvn&#xED;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; a prodeje finan&#x10D;n&#xED;ch aktiv. </span><span class="t s0_72 t1_72">72 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEX///+nxBvIAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/></div><span class="t s1_73 t2_73">Posouzen&#xED;, zda smluvn&#xED; pen&#x11B;&#x17E;n&#xED; toky jsou pouze spl&#xE1;tkami jistiny a &#xFA;rok&#x16F; z nesplacen&#xE9; &#x10D;&#xE1;stky jistiny (&#x201E;SPPI&#x201C;) </span><span class="t s2_73 t3_73">Pro &#xFA;&#x10D;ely posouzen&#xED; &#x201C;jistina&#x201D; je definov&#xE1;na jako re&#xE1;ln&#xE1; hodnota finan&#x10D;n&#xED;ho aktiva p&#x159;i prvotn&#xED;m za&#xFA;&#x10D;tov&#xE1;n&#xED;. &#x201C;&#xDA;rok&#x201D; </span><span class="t s2_73 t4_73">p&#x159;edstavuje &#x10D;asovou hodnotu pen&#x11B;z, &#xFA;v&#x11B;rov&#xE9; riziko spojen&#xE9; s nesplacenou &#x10D;&#xE1;stkou jistiny za konkr&#xE9;tn&#xED; &#x10D;asov&#xE9; obdob&#xED; </span><span class="t s2_73 t5_73">a dal&#x161;&#xED; z&#xE1;kladn&#xED; rizika a n&#xE1;klady spojen&#xE9; s poskytov&#xE1;n&#xED;m &#xFA;v&#x11B;r&#x16F; (nap&#x159;. riziko likvidity a administrativn&#xED; n&#xE1;klady), jako&#x17E; i </span><span class="t s2_73 t6_73">ziskovou mar&#x17E;i. </span><span class="t s2_73 t7_73">P&#x159;i posuzov&#xE1;n&#xED;, jestli smluvn&#xED; pen&#x11B;&#x17E;n&#xED; toky jsou pouze spl&#xE1;tkami jistiny a &#xFA;rok&#x16F; z nesplacen&#xE9; &#x10D;&#xE1;stky jistiny, spole&#x10D;nost </span><span class="t s2_73 t8_73">bere v &#xFA;vahu smluvn&#xED; podm&#xED;nky instrumentu. To zahrnuje posouzen&#xED;, jestli finan&#x10D;n&#xED; aktivum neobsahuje smluvn&#xED; </span><span class="t s3_73 t9_73">podm&#xED;nky, kter&#xE9; by mohly zm&#x11B;nit &#x10D;asov&#xFD; rozvrh nebo v&#xFD;&#x161;i smluvn&#xED;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F;, a tak by nesplnily SPPI krit&#xE9;ria. </span><span class="t s2_73 ta_73">P&#x159;i tomto posouzen&#xED; spole&#x10D;nost posuzuje n&#xE1;sleduj&#xED;c&#xED;: </span><span class="t s4_73 tb_73">&#x2022; </span><span class="t s2_73 tc_73">podm&#xED;n&#x11B;n&#xE9; ud&#xE1;losti, kter&#xE9; by mohly zm&#x11B;nit &#x10D;asov&#xFD; rozvrh nebo v&#xFD;&#x161;i smluvn&#xED;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F;; </span><span class="t s4_73 td_73">&#x2022; </span><span class="t s3_73 te_73">p&#xE1;kov&#xFD; efekt; </span><span class="t s4_73 tf_73">&#x2022; </span><span class="t s2_73 tg_73">podm&#xED;nky prodlou&#x17E;en&#xED; nebo d&#x159;&#xED;v&#x11B;j&#x161;&#xED;ho spl&#xE1;cen&#xED;; </span><span class="t s4_73 th_73">&#x2022; </span><span class="t s2_73 ti_73">podm&#xED;nky, kter&#xE9; limituji n&#xE1;rok Spole&#x10D;nosti na smluvn&#xED; pen&#x11B;&#x17E;n&#xED; toky z aktiva &#x2013; nap&#x159;. aktiva &#x201C;bez postihu&#x201D;; a </span><span class="t s4_73 tj_73">&#x2022; </span><span class="t s2_73 tk_73">podm&#xED;nky, kter&#xE9; modifikuj&#xED; &#x10D;asovou hodnotu pen&#x11B;z, nap&#x159;. pravideln&#xE1; refixace &#xFA;rokov&#xFD;ch sazeb. </span><span class="t s2_73 tl_73">Finan&#x10D;n&#xED; z&#xE1;vazky jsou &#x10D;len&#x11B;ny do dvou z&#xE1;kladn&#xED;ch kategori&#xED; v nab&#x11B;hl&#xE9; hodnot&#x11B; a v re&#xE1;ln&#xE9; hodnot&#x11B; do v&#xFD;sledku </span><span class="t s2_73 tm_73">hospoda&#x159;en&#xED;. Pokud finan&#x10D;n&#xED; z&#xE1;vazek nen&#xED; v kategorii v re&#xE1;ln&#xE9; hodnot&#x11B; do v&#xFD;sledku hospoda&#x159;en&#xED; a nejedn&#xE1; se o </span><span class="t s2_73 tn_73">smlouvu o finan&#x10D;n&#xED; z&#xE1;ruce ani o p&#x159;&#xED;slib na poskytnut&#xED; &#xFA;v&#x11B;ru s &#xFA;rokem ni&#x17E;&#x161;&#xED;m, ne&#x17E; je tr&#x17E;n&#xED; &#xFA;rokov&#xE1; m&#xED;ra, je finan&#x10D;n&#xED; </span><span class="t s2_73 to_73">z&#xE1;vazek za&#x159;azen do kategorie v nab&#x11B;hl&#xE9; hodnot&#x11B;. </span><span class="t s1_73 tp_73">a) </span><span class="t s1_73 tq_73">Uzn&#xE1;n&#xED; a od&#xFA;&#x10D;tov&#xE1;n&#xED; </span><span class="t s2_73 tr_73">Finan&#x10D;n&#xED; aktiva a z&#xE1;vazky jsou uzn&#xE1;v&#xE1;ny ve v&#xFD;kazu finan&#x10D;n&#xED; situace tehdy, kdy se Spole&#x10D;nost st&#xE1;v&#xE1; stranou smluvn&#xED;ch </span><span class="t s2_73 ts_73">ustanoven&#xED; dan&#xE9;ho n&#xE1;stroje. O koupi a prodeji finan&#x10D;n&#xED;ch aktiv se &#xFA;&#x10D;tuje k datu obchodu. </span><span class="t s2_73 tt_73">Spole&#x10D;nost od&#xFA;&#x10D;tuje finan&#x10D;n&#xED; aktivum tehdy, kdy&#x17E; zaniknou smluvn&#xED; pr&#xE1;va k pen&#x11B;&#x17E;n&#xED;m tok&#x16F;m z dan&#xE9;ho aktiva nebo kdy&#x17E; </span><span class="t s2_73 tu_73">p&#x159;evede tato pr&#xE1;va za &#xFA;&#x10D;elem z&#xED;sk&#xE1;n&#xED; smluvn&#xED;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; v transakci, v n&#xED;&#x17E; jsou p&#x159;ev&#xE1;d&#x11B;na v podstat&#x11B; ve&#x161;ker&#xE1; </span><span class="t s2_73 tv_73">rizika a odm&#x11B;na z vlastnictv&#xED; finan&#x10D;n&#xED;ho aktiva, nebo kdy&#x17E; nep&#x159;ev&#xE1;d&#xED; ani si neponech&#xE1;v&#xE1; v podstat&#x11B; v&#x161;echna rizika a </span><span class="t s2_73 tw_73">odm&#x11B;nu z vlastnictv&#xED; a neponech&#xE1;v&#xE1; si kontrolu nad p&#x159;ev&#xE1;d&#x11B;n&#xFD;m aktivem. Ve&#x161;ker&#xFD; pod&#xED;l na od&#xFA;&#x10D;tovan&#xE9;m finan&#x10D;n&#xED;m </span><span class="t s2_73 tx_73">aktivu, kter&#xE9; Spole&#x10D;nost vytvo&#x159;&#xED; nebo kter&#xE9; si ponech&#xE1;, je za&#xFA;&#x10D;tov&#xE1;n jako samostatn&#xE9; aktivum nebo z&#xE1;vazek. </span><span class="t s2_73 ty_73">Spole&#x10D;nost od&#xFA;&#x10D;tuje finan&#x10D;n&#xED; z&#xE1;vazky tehdy, kdy&#x17E; jsou jej&#xED; smluvn&#xED; z&#xE1;vazky vypo&#x159;&#xE1;d&#xE1;ny, zru&#x161;eny nebo zaniknou. </span><span class="t s1_73 tz_73">b) Oce&#x148;ov&#xE1;n&#xED; </span><span class="t s2_73 t10_73">Finan&#x10D;n&#xED; aktivum nebo z&#xE1;vazek je prvotn&#x11B; uzn&#xE1;v&#xE1;n v re&#xE1;ln&#xE9; hodnot&#x11B;. U finan&#x10D;n&#xED;ch aktiv nebo z&#xE1;vazk&#x16F;, kter&#xE9; nejsou </span><span class="t s3_73 t11_73">uzn&#xE1;ny v re&#xE1;ln&#xE9; hodnot&#x11B; prost&#x159;ednictv&#xED;m zisku a ztr&#xE1;ty, se p&#x159;ipo&#x10D;tou transak&#x10D;n&#xED; n&#xE1;klady, kter&#xE9; lze p&#x159;&#xED;mo p&#x159;i&#x159;adit k nabyt&#xED; </span><span class="t s2_73 t12_73">nebo emisi finan&#x10D;n&#xED;ho aktiva nebo z&#xE1;vazku. </span><span class="t s2_73 t13_73">V&#x161;echny finan&#x10D;n&#xED; z&#xE1;vazky s v&#xFD;jimkou t&#x11B;ch, kter&#xE9; jsou ocen&#x11B;ny re&#xE1;lnou hodnotou prost&#x159;ednictv&#xED;m v&#xFD;kazu o &#xFA;pln&#xE9;m </span><span class="t s2_73 t14_73">v&#xFD;sledku hospoda&#x159;en&#xED;, se oce&#x148;uj&#xED; nab&#x11B;hlou hodnotou a pou&#x17E;it&#xED;m metody efektivn&#xED; &#xFA;rokov&#xE9; sazby. </span><span class="t s2_73 t15_73">Emitovan&#xE9; dluhopisy: dluhy jsou prvotn&#x11B; ocen&#x11B;ny nab&#x11B;hlou hodnotou v&#x10D;etn&#x11B; p&#x159;&#xED;m&#xFD;ch transak&#x10D;n&#xED;ch n&#xE1;klad&#x16F;, n&#xE1;sledn&#x11B; </span><span class="t s2_73 t16_73">jsou oce&#x148;ov&#xE1;ny z&#x16F;statkovou cenou pomoc&#xED; efektivn&#xED; &#xFA;rokov&#xE9; sazby. </span><span class="t s3_73 t17_73">Zisky a ztr&#xE1;ty z finan&#x10D;n&#xED;ch aktiv a z&#xE1;vazk&#x16F; vyk&#xE1;zan&#xFD;ch v nab&#x11B;hl&#xE9; hodnot&#x11B; jsou uzn&#xE1;ny ve v&#xFD;kazu o &#xFA;pln&#xE9;m v&#xFD;sledku </span><span class="t s2_73 t18_73">hospoda&#x159;en&#xED; v okam&#x17E;iku od&#xFA;&#x10D;tov&#xE1;n&#xED; nebo sn&#xED;&#x17E;en&#xED; hodnoty finan&#x10D;n&#xED;ho aktiva. </span><span class="t s2_73 t19_73">Spole&#x10D;nost odhaduje ztr&#xE1;ty ze sn&#xED;&#x17E;en&#xED; hodnoty finan&#x10D;n&#xED;ch aktiv na z&#xE1;klad&#x11B; modelu &#x201E;o&#x10D;ek&#xE1;van&#xE9; &#xFA;v&#x11B;rov&#xE9; ztr&#xE1;ty&#x201C;. Model </span><span class="t s2_73 t1a_73">&#x201E;o&#x10D;ek&#xE1;v&#xE1;n&#xE9; &#xFA;v&#x11B;rov&#xE9; ztr&#xE1;ty&#x201C; vy&#x17E;aduje, aby byla vyk&#xE1;z&#xE1;na opravn&#xE1; polo&#x17E;ka ve v&#xFD;&#x161;i bu&#x10F; 12m&#x11B;s&#xED;&#x10D;n&#xED;ch o&#x10D;ek&#xE1;van&#xFD;ch </span><span class="t s2_73 t1b_73">&#xFA;v&#x11B;rov&#xFD;ch ztr&#xE1;t nebo celo&#x17E;ivotn&#xED;ch o&#x10D;ek&#xE1;van&#xFD;ch &#xFA;v&#x11B;rov&#xFD;ch ztr&#xE1;t. Celo&#x17E;ivotn&#xED; o&#x10D;ek&#xE1;van&#xE9; &#xFA;v&#x11B;rov&#xE9; ztr&#xE1;ty jsou o&#x10D;ek&#xE1;van&#xE9; </span><span class="t s2_73 t1c_73">&#xFA;v&#x11B;rov&#xE9; ztr&#xE1;ty, kter&#xE9; vznikaj&#xED; v d&#x16F;sledku v&#x161;ech mo&#x17E;n&#xFD;ch selh&#xE1;n&#xED; finan&#x10D;n&#xED;ho n&#xE1;stroje po dobu o&#x10D;ek&#xE1;van&#xE9; &#x17E;ivotnosti </span><span class="t s2_73 t1d_73">finan&#x10D;n&#xED;ho n&#xE1;stroje, p&#x159;i&#x10D;em&#x17E; 12m&#x11B;s&#xED;&#x10D;n&#xED; o&#x10D;ek&#xE1;van&#xE9; &#xFA;v&#x11B;rov&#xE9; ztr&#xE1;ty p&#x159;edstavuj&#xED; tu &#x10D;&#xE1;st o&#x10D;ek&#xE1;van&#xFD;ch &#xFA;v&#x11B;rov&#xFD;ch ztr&#xE1;t, </span><span class="t s2_73 t1e_73">kter&#xE9; vznikaj&#xED; v d&#x16F;sledku selh&#xE1;n&#xED; finan&#x10D;n&#xED;ho n&#xE1;stroje, kter&#xE9; m&#x16F;&#x17E;e nastat b&#x11B;hem 12 m&#x11B;s&#xED;c&#x16F; od data vyk&#xE1;z&#xE1;n&#xED;. </span><span class="t s1_73 t1f_73">Ocen&#x11B;n&#xED; o&#x10D;ek&#xE1;van&#xFD;ch &#xFA;v&#x11B;rov&#xFD;ch ztr&#xE1;t </span><span class="t s2_73 t1g_73">O&#x10D;ek&#xE1;van&#xE9; &#xFA;v&#x11B;rov&#xE9; ztr&#xE1;ty jsou pravd&#x11B;podobnostn&#x11B; v&#xE1;&#x17E;en&#xFD;m odhadem &#xFA;v&#x11B;rov&#xFD;ch ztr&#xE1;t, kter&#xE9; jsou ocen&#x11B;ny n&#xE1;sledovn&#x11B;: </span><span class="t s4_73 t1h_73">&#x2022; </span><span class="t s2_73 t1i_73">finan&#x10D;n&#xED; aktiva, kter&#xE1; nejsou &#xFA;v&#x11B;rov&#x11B; znehodnocen&#xE1; k datu vyk&#xE1;z&#xE1;n&#xED;: sou&#x10D;asn&#xE1; hodnota v&#x161;ech hotovostn&#xED;ch </span><span class="t s2_73 t1j_73">schodk&#x16F; &#x2013; tj. rozd&#xED;l mezi pen&#x11B;&#x17E;n&#xED;mi toky splatn&#xFD;mi &#xFA;&#x10D;etn&#xED; jednotce podle smlouvy a pen&#x11B;&#x17E;n&#xED;mi toky, jejich&#x17E; </span><span class="t s2_73 t1k_73">inkaso Spole&#x10D;nost o&#x10D;ek&#xE1;v&#xE1;; </span><span class="t s4_73 t1l_73">&#x2022; </span><span class="t s2_73 t1m_73">finan&#x10D;n&#xED; aktiva, kter&#xE1; jsou &#xFA;v&#x11B;rov&#x11B; znehodnocen&#xE1; k datu vyk&#xE1;z&#xE1;n&#xED;: rozd&#xED;l mezi hrubou &#xFA;&#x10D;etn&#xED; hodnotou dan&#xE9;ho </span><span class="t s2_73 t1n_73">aktiva a sou&#x10D;asnou hodnotou odhadovan&#xFD;ch budouc&#xED;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F;; </span><span class="t s4_73 t1o_73">&#x2022; </span><span class="t s2_73 t1p_73">nevy&#x10D;erpan&#xE9; &#xFA;v&#x11B;rov&#xE9; p&#x159;&#xED;sliby: sou&#x10D;asn&#xE1; hodnota rozd&#xED;lu mezi smluvn&#xED;mi pen&#x11B;&#x17E;n&#xED;mi toky splatn&#xFD;mi bance, </span><span class="t s2_73 t1q_73">pokud je p&#x159;&#xED;slib &#x10D;erp&#xE1;n a pen&#x11B;&#x17E;n&#xED;mi toky, jejich&#x17E; inkaso spole&#x10D;nost o&#x10D;ek&#xE1;v&#xE1;; </span><span class="t s0_73 t1_73">73 </span></div>
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<img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEX///+nxBvIAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/></div><span class="t s1_74 t2_74">V r&#xE1;mci &#xFA;&#x10D;tov&#xE1;n&#xED; o&#x10D;ek&#xE1;van&#xFD;ch &#xFA;v&#x11B;rov&#xFD;ch ztr&#xE1;t Spole&#x10D;nost aplikuje t&#x159;&#xED;stup&#x148;ov&#xFD; model zalo&#x17E;en&#xFD; na zm&#x11B;n&#xE1;ch v kvalit&#x11B; </span><span class="t s1_74 t3_74">&#xFA;v&#x11B;rov&#xE9;ho instrumentu, a to od prvotn&#xED;ho za&#xFA;&#x10D;tov&#xE1;n&#xED;. V po&#x10D;&#xE1;tku &#xFA;&#x10D;tov&#xE1;n&#xED; se instrument nach&#xE1;z&#xED; ve Stupni 1. Jestli&#x17E;e k </span><span class="t s1_74 t4_74">datu &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky dojde ke zv&#xFD;&#x161;en&#xED; pravd&#x11B;podobnosti selh&#xE1;n&#xED;, p&#x159;ech&#xE1;z&#xED; instrument do Stupn&#x11B; 2. V p&#x159;&#xED;pad&#x11B;, &#x17E;e se </span><span class="t s1_74 t5_74">v&#xFD;razn&#x11B;ji sn&#xED;&#x17E;&#xED; kvalita &#xFA;v&#x11B;rov&#xE9;ho instrumentu, je klasifikov&#xE1;n ve Stupni 3. </span><span class="t s1_74 t6_74">Pro finan&#x10D;n&#xED; aktiva klasifikovan&#xE1; ve Stupni 1 Spole&#x10D;nost ur&#x10D;&#xED; v&#xFD;&#x161;i o&#x10D;ek&#xE1;van&#xFD;ch &#xFA;v&#x11B;rov&#xFD;ch ztr&#xE1;t na z&#xE1;klad&#x11B; vzore&#x10D;ku: </span><span class="t s1_74 t7_74">O&#x10D;ek&#xE1;van&#xE9; &#xFA;v&#x11B;rov&#xE9; ztr&#xE1;ty </span><span class="t s2_74 t8_74">= </span><span class="t s2_74 t9_74"><em>PD</em> <em>x</em> <em>EAD</em> <em>x</em> <em>LGD</em> </span><span class="t s3_74 ta_74">x (1 / (1 + CIR)^0,5) x FLI </span><span class="t s4_74 tb_74">- </span><span class="t s1_74 tc_74">PD p&#x159;edstavuje pravd&#x11B;podobnost selh&#xE1;n&#xED; (stanoveno porovn&#xE1;n&#xED;m korpor&#xE1;tn&#xED;ch rating&#x16F; dle agentury </span><span class="t s5_74 td_74">Bloomberg a odvozen&#xE9;ho PD dle Moody&#x2018;s) </span><span class="t s4_74 te_74">- </span><span class="t s1_74 tf_74">EAD p&#x159;edstavuje expozici v selh&#xE1;n&#xED; </span><span class="t s4_74 tg_74">- </span><span class="t s1_74 th_74">LGD p&#x159;edstavuje ztr&#xE1;tovost ze selh&#xE1;n&#xED; (stanoveno dle default rate Moody&#x2018;s) </span><span class="t s4_74 ti_74">- </span><span class="t s5_74 tj_74">CIR je &#xFA;rokov&#xE1; sazba </span><span class="t s4_74 tk_74">- </span><span class="t s1_74 tl_74">FLI p&#x159;edstavuje koeficient pro budouc&#xED; odhadovan&#xFD; v&#xFD;voj (jednou ro&#x10D;n&#x11B; vyhodnoceno; v aktu&#xE1;ln&#xED;m roce </span><span class="t s1_74 tm_74">koeficient pou&#x17E;it v hodnot&#x11B; 1) </span><span class="t s1_74 tn_74">V&#xFD;&#x161;e o&#x10D;ek&#xE1;van&#xFD;ch &#xFA;v&#x11B;rov&#xFD;ch ztr&#xE1;t pro finan&#x10D;n&#xED; aktiva ve Stupni 2 je stanovov&#xE1;na na z&#xE1;klad&#x11B; modelu o&#x10D;ek&#xE1;van&#xFD;ch </span><span class="t s1_74 to_74">&#xFA;v&#x11B;rov&#xFD;ch ztr&#xE1;t, p&#x159;i&#x10D;em&#x17E; jedn&#xED;m z kl&#xED;&#x10D;ov&#xFD;ch vstup&#x16F; je finan&#x10D;n&#xED; situace dlu&#x17E;n&#xED;ka, v&#x10D;etn&#x11B; v&#xFD;&#x161;e jeho vlastn&#xED;ho kapit&#xE1;lu. </span><span class="t s5_74 tp_74">Negativn&#xED; vlastn&#xED; kapit&#xE1;l je v tomto procesu zohledn&#x11B;n jako indik&#xE1;tor zv&#xFD;&#x161;en&#xE9;ho &#xFA;v&#x11B;rov&#xE9;ho rizika a prom&#xED;t&#xE1; se do odhadu </span><span class="t s1_74 tq_74">pravd&#x11B;podobnosti selh&#xE1;n&#xED; a v&#xFD;&#x161;e o&#x10D;ek&#xE1;van&#xE9; ztr&#xE1;ty, nikoli v&#x161;ak jako p&#x159;&#xED;m&#xFD; ekvivalent v&#xFD;sledn&#xE9; opravn&#xE9; polo&#x17E;ky. </span><span class="t s1_74 tr_74">&#xDA;v&#x11B;rov&#xE9; ztr&#xE1;ty finan&#x10D;n&#xED;ch aktiv klasifikovan&#xFD;ch ve Stupni 3 se ur&#x10D;&#xED; na z&#xE1;klad&#x11B; individu&#xE1;ln&#xED;ho posouzen&#xED; veden&#xED;m </span><span class="t s1_74 ts_74">Spole&#x10D;nosti. </span><span class="t s6_74 tt_74">Definice selh&#xE1;n&#xED; </span><span class="t s1_74 tu_74">Spole&#x10D;nost pova&#x17E;uje finan&#x10D;n&#xED; aktivum za aktivum ve st&#xE1;diu selh&#xE1;n&#xED;, pokud: </span><span class="t s7_74 tv_74">&#x2022; </span><span class="t s1_74 tw_74">je nepravd&#x11B;podobn&#xE9;, &#x17E;e dlu&#x17E;n&#xED;k splat&#xED; sv&#xE9; &#xFA;v&#x11B;rov&#xE9; z&#xE1;vazky v&#x16F;&#x10D;i Spole&#x10D;nosti v pln&#xE9; v&#xFD;&#x161;i bez realizace </span><span class="t s1_74 tx_74">zaji&#x161;t&#x11B;n&#xED;; nebo </span><span class="t s7_74 ty_74">&#x2022; </span><span class="t s1_74 tz_74">dlu&#x17E;n&#xED;k m&#xE1; v&#xFD;znamn&#xFD; &#xFA;v&#x11B;rov&#xFD; z&#xE1;vazek v&#x16F;&#x10D;i Spole&#x10D;nosti, kter&#xFD; je v&#xED;ce ne&#x17E; 90 dn&#xED; po splatnosti. </span><span class="t s6_74 t10_74">c) Z&#xE1;sady pro oce&#x148;ov&#xE1;n&#xED; re&#xE1;lnou hodnotou </span><span class="t s1_74 t11_74">Re&#xE1;ln&#xE1; hodnota finan&#x10D;n&#xED;ch n&#xE1;stroj&#x16F; vych&#xE1;z&#xED; z jejich k&#xF3;tovan&#xE9; tr&#x17E;n&#xED; ceny na konci &#xFA;&#x10D;etn&#xED;ho obdob&#xED; bez ode&#x10D;ten&#xED; </span><span class="t s1_74 t12_74">transak&#x10D;n&#xED;ch n&#xE1;klad&#x16F;. Nen&#xED;-li k dispozici k&#xF3;tovan&#xE1; tr&#x17E;n&#xED; cena, je re&#xE1;ln&#xE1; hodnota finan&#x10D;n&#xED;ho n&#xE1;stroje ur&#x10D;ena odhadem </span><span class="t s5_74 t13_74">s pou&#x17E;it&#xED;m oce&#x148;ovac&#xED;ch model&#x16F; nebo technik diskontovan&#xFD;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F;. </span><span class="t s1_74 t14_74">P&#x159;i pou&#x17E;it&#xED; technik diskontovan&#xFD;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; jsou odhady budouc&#xED;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; zalo&#x17E;eny na nejlep&#x161;&#xED;ch </span><span class="t s1_74 t15_74">odhadech veden&#xED; a diskontn&#xED; sazba je tr&#x17E;n&#xED; sazba na konci &#xFA;&#x10D;etn&#xED;ho obdob&#xED; platn&#xE1; pro n&#xE1;stroj s podobn&#xFD;mi podm&#xED;nkami. </span><span class="t s1_74 t16_74">P&#x159;i pou&#x17E;it&#xED; oce&#x148;ovac&#xED;ch model&#x16F; jsou vstupy zalo&#x17E;eny na tr&#x17E;n&#xED;m ocen&#x11B;n&#xED; na konci &#xFA;&#x10D;etn&#xED;ho obdob&#xED;. </span><span class="t s6_74 t17_74">Stanoven&#xED; re&#xE1;ln&#xFD;ch hodnot </span><span class="t s1_74 t18_74">Odhady a p&#x159;edm&#x11B;tn&#xE9; p&#x159;edpoklady jsou pr&#x16F;b&#x11B;&#x17E;n&#x11B; revidov&#xE1;ny. Revize &#xFA;&#x10D;etn&#xED;ch odhad&#x16F; jsou uzn&#xE1;v&#xE1;ny v dob&#x11B;, kdy jsou </span><span class="t s5_74 t19_74">tyto odhady revidov&#xE1;ny, pokud m&#xE1; revize vliv pouze na dan&#xE9; obdob&#xED;, nebo v obdob&#xED; revize a v budouc&#xED;ch obdob&#xED;ch, </span><span class="t s1_74 t1a_74">jestli&#x17E;e se revize t&#xFD;k&#xE1; b&#x11B;&#x17E;n&#xE9;ho obdob&#xED; i budouc&#xED;ch obdob&#xED;. </span><span class="t s1_74 t1b_74">&#x158;ada &#xFA;&#x10D;etn&#xED;ch z&#xE1;sad a postup&#x16F; Spole&#x10D;nosti a zve&#x159;ejn&#x11B;n&#xED; vy&#x17E;aduje stanoven&#xED; re&#xE1;ln&#xE9; hodnoty finan&#x10D;n&#xED;ch i nefinan&#x10D;n&#xED;ch </span><span class="t s1_74 t1c_74">aktiv a z&#xE1;vazk&#x16F;. </span><span class="t s1_74 t1d_74">Veden&#xED; pravideln&#x11B; reviduje v&#xFD;znamn&#xE9; nezjistiteln&#xE9; vstupy a p&#x159;ecen&#x11B;n&#xED;. Pokud se ke stanoven&#xED; re&#xE1;ln&#xE9; hodnoty pou&#x17E;&#xED;vaj&#xED; </span><span class="t s1_74 t1e_74">&#xFA;daje t&#x159;et&#xED;ch stran, nap&#x159;&#xED;klad makl&#xE9;&#x159;sk&#xE9; kotace nebo slu&#x17E;by stanoven&#xED; cen, veden&#xED; posoud&#xED; d&#x16F;kazy obdr&#x17E;en&#xE9; od t&#x159;et&#xED;ch </span><span class="t s5_74 t1f_74">stran k podpo&#x159;e z&#xE1;v&#x11B;r&#x16F;, &#x17E;e tato ocen&#x11B;n&#xED; spl&#x148;uj&#xED; po&#x17E;adavky IFRS, v&#x10D;etn&#x11B; &#xFA;rovn&#x11B; v hierarchii re&#xE1;ln&#xFD;ch hodnot, v n&#xED;&#x17E; m&#xE1; </span><span class="t s1_74 t1g_74">b&#xFD;t takov&#xE9; ocen&#x11B;n&#xED; klasifikov&#xE1;no. </span><span class="t s1_74 t1h_74">Spole&#x10D;nost pou&#x17E;&#xED;v&#xE1; p&#x159;i stanoven&#xED; re&#xE1;ln&#xE9; hodnoty aktiva nebo z&#xE1;vazku co mo&#x17E;n&#xE1; nejv&#xED;ce data zji&#x161;t&#x11B;n&#xE1; ze sledov&#xE1;n&#xED; trhu. </span><span class="t s1_74 t1i_74">Re&#xE1;ln&#xE9; hodnoty jsou roz&#x159;azeny do r&#x16F;zn&#xFD;ch &#xFA;rovn&#xED; v hierarchii re&#xE1;ln&#xFD;ch hodnot na z&#xE1;klad&#x11B; vstup&#x16F; pou&#x17E;it&#xFD;ch p&#x159;i </span><span class="t s1_74 t1j_74">oce&#x148;ovac&#xED;ch technik&#xE1;ch takto: </span><span class="t s4_74 t1k_74">&#x2022; </span><span class="t s1_74 t1l_74">&#xDA;rove&#x148; 1: k&#xF3;tovan&#xE9; ceny stejn&#xFD;ch aktiv nebo z&#xE1;vazk&#x16F; na aktivn&#xED;ch trz&#xED;ch (neupraven&#xE9;). </span><span class="t s4_74 t1m_74">&#x2022; </span><span class="t s1_74 t1n_74">&#xDA;rove&#x148; 2: jin&#xE9; vstupy ne&#x17E; k&#xF3;tovan&#xE9; ceny za&#x159;azen&#xE9; do &#xDA;rovn&#x11B; 1, kter&#xE9; se daj&#xED; zjistit ve vztahu </span><span class="t s5_74 t1o_74">k dan&#xE9;mu aktivu nebo z&#xE1;vazku bu&#x10F; p&#x159;&#xED;mo (tj. jako ceny), nebo nep&#x159;&#xED;mo (tj. daj&#xED; se odvodit od cen). </span><span class="t s4_74 t1p_74">&#x2022; </span><span class="t s1_74 t1q_74">&#xDA;rove&#x148; 3: vstupy pro aktivum nebo z&#xE1;vazek, kter&#xE9; nevych&#xE1;zej&#xED; ze zjistiteln&#xFD;ch tr&#x17E;n&#xED;ch &#xFA;daj&#x16F; </span><span class="t s5_74 t1r_74">(nezjistiteln&#xE9; vstupy). </span><span class="t s1_74 t1s_74">Spole&#x10D;nost &#xFA;&#x10D;tuje o p&#x159;evodech mezi jednotliv&#xFD;mi &#xFA;rovn&#x11B;mi hierarchie re&#xE1;ln&#xFD;ch hodnot na konci vykazovan&#xE9;ho obdob&#xED;, </span><span class="t s1_74 t1t_74">b&#x11B;hem n&#x11B;ho&#x17E; do&#x161;lo k dan&#xE9; zm&#x11B;n&#x11B;. </span><span class="t s0_74 t1_74">74 </span></div>
<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,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" style="width:909px;height:1286px"/></div><span class="t s1_75 t2_75">Spole&#x10D;nost k 31. prosinci 2025 ani k 31. prosinci 2024 nedisponuje finan&#x10D;n&#xED;mi n&#xE1;stroji, kter&#xE9; by byly p&#x159;edm&#x11B;tem </span><span class="t s2_75 t3_75">stanoven&#xED; re&#xE1;ln&#xE9; hodnoty. </span><span class="t s3_75 t4_75">d) Zapo&#x10D;ten&#xED; </span><span class="t s1_75 t5_75">Finan&#x10D;n&#xED; aktiva a z&#xE1;vazky je povoleno navz&#xE1;jem zapo&#x10D;&#xED;st a &#x10D;ist&#xE1; &#x10D;&#xE1;stka je prezentov&#xE1;na ve v&#xFD;kazu o finan&#x10D;n&#xED; situaci, </span><span class="t s1_75 t6_75">kdy&#x17E; existuje z&#xE1;konem vymahateln&#xE9; pr&#xE1;vo zapo&#x10D;&#xED;st uznan&#xE9; &#x10D;&#xE1;stky a &#xFA;mysl vypo&#x159;&#xE1;dat je na netto z&#xE1;klad&#x11B; nebo realizovat </span><span class="t s1_75 t7_75">aktivum a sou&#x10D;asn&#x11B; vypo&#x159;&#xE1;dat z&#xE1;vazek. </span><span class="t s2_75 t8_75">V&#xFD;nosy a n&#xE1;klady jsou prezentov&#xE1;ny na netto b&#xE1;zi, pokud to povoluj&#xED; &#xFA;&#x10D;etn&#xED; standardy nebo pokud se jedn&#xE1; o zisky a </span><span class="t s2_75 t9_75">ztr&#xE1;ty vznikl&#xE9; ze skupiny podobn&#xFD;ch transakc&#xED;. </span><span class="t s1_75 ta_75">Ve vykazovan&#xFD;ch obdob&#xED;ch nebyly zapo&#x10D;teny &#x17E;&#xE1;dn&#xE9; &#x10D;&#xE1;stky. </span><span class="t s3_75 tb_75">3.4. Pen&#x11B;&#x17E;n&#xED; prost&#x159;edky a pen&#x11B;&#x17E;n&#xED; ekvivalenty </span><span class="t s1_75 tc_75">Spole&#x10D;nost pova&#x17E;uje za pen&#x11B;&#x17E;n&#xED; prost&#x159;edky a pen&#x11B;&#x17E;n&#xED; ekvivalenty hotovost, z&#x16F;statky na b&#x11B;&#x17E;n&#xFD;ch &#xFA;&#x10D;tech u bank a jin&#xFD;ch </span><span class="t s1_75 td_75">finan&#x10D;n&#xED;ch instituc&#xED; se splatnost&#xED; do jednoho m&#x11B;s&#xED;ce. </span><span class="t s4_75 te_75">3.5. Ostatn&#xED; aktiva a z&#xE1;vazky </span><span class="t s1_75 tf_75">Ostatn&#xED; pohled&#xE1;vky a z&#xE1;vazky vznikaj&#xED; tehdy, kdy&#x17E; m&#xE1; Spole&#x10D;nost smluvn&#xED; z&#xE1;vazek p&#x159;ijmout nebo dodat hotovost nebo </span><span class="t s1_75 tg_75">jin&#xE9; finan&#x10D;n&#xED; aktivum. Ostatn&#xED; pohled&#xE1;vky a z&#xE1;vazky jsou oce&#x148;ov&#xE1;ny po&#x159;izovac&#xED; cenou, kter&#xE9; se obvykle rovnaj&#xED; jejich </span><span class="t s1_75 th_75">nomin&#xE1;ln&#xED; hodnot&#x11B; nebo hodnot&#x11B; p&#x159;i splatnosti. </span><span class="t s4_75 ti_75">3.6. Vlastn&#xED; kapit&#xE1;l </span><span class="t s1_75 tj_75">Z&#xE1;kladn&#xED; kapit&#xE1;l p&#x159;edstavuje jmenovitou hodnotu akci&#xED; vydan&#xFD;ch Spole&#x10D;nost&#xED;. </span><span class="t s1_75 tk_75">Dividendy z akci&#xED;, sn&#xED;&#x17E;en&#xED; emisn&#xED;ho &#xE1;&#x17E;ia a jin&#xE9; kapit&#xE1;lov&#xE9; distribuce jsou uzn&#xE1;v&#xE1;ny jako z&#xE1;vazky, pokud jsou vyhl&#xE1;&#x161;eny </span><span class="t s1_75 tl_75">p&#x159;ed koncem &#xFA;&#x10D;etn&#xED;ho obdob&#xED;. Dividendy z akci&#xED;, sn&#xED;&#x17E;en&#xED; emisn&#xED;ho &#xE1;&#x17E;ia a jin&#xE9; kapit&#xE1;lov&#xE9; distribuce vyhl&#xE1;&#x161;en&#xE9; po konci </span><span class="t s1_75 tm_75">&#xFA;&#x10D;etn&#xED;ho obdob&#xED; nejsou uzn&#xE1;ny jako z&#xE1;vazky, ale jsou vyk&#xE1;z&#xE1;ny v p&#x159;&#xED;loze v &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rce. </span><span class="t s3_75 tn_75">3.7. Da&#x148; z p&#x159;&#xED;jm&#x16F; a dorovn&#xE1;vac&#xED; da&#x148; </span><span class="t s1_75 to_75">Da&#x148; z p&#x159;&#xED;jm&#x16F; pr&#xE1;vnick&#xFD;ch osob za &#xFA;&#x10D;etn&#xED; obdob&#xED; je vypo&#x10D;tena ze z&#xE1;kladu dan&#x11B; za pou&#x17E;it&#xED; da&#x148;ov&#xE9; sazby p&#x159;ijat&#xE9; a </span><span class="t s1_75 tp_75">pou&#x17E;&#xED;van&#xE9; v &#x10C;esk&#xE9; republice. Da&#x148;ov&#xE9; pohled&#xE1;vky a z&#xE1;vazky jsou ocen&#x11B;ny ve v&#xFD;&#x161;i, kter&#xE1; je o&#x10D;ek&#xE1;v&#xE1;na, &#x17E;e bude p&#x159;ijata </span><span class="t s1_75 tq_75">nebo zaplacena p&#x159;&#xED;slu&#x161;n&#xE9;mu finan&#x10D;n&#xED;mu &#xFA;&#x159;adu. </span><span class="t s1_75 tr_75">Odlo&#x17E;en&#xE9; dan&#x11B; jsou vyk&#xE1;z&#xE1;ny ke v&#x161;em do&#x10D;asn&#xFD;m rozd&#xED;l&#x16F;m mezi da&#x148;ovou z&#x16F;statkovou cenou aktiv a z&#xE1;vazk&#x16F; a jejich </span><span class="t s1_75 ts_75">&#xFA;&#x10D;etn&#xED; hodnotou uvedenou v &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rce. Odlo&#x17E;en&#xE1; da&#x148;ov&#xE1; pohled&#xE1;vka je vyk&#xE1;z&#xE1;na pouze do t&#xE9; m&#xED;ry, kdy je </span><span class="t s1_75 tt_75">pravd&#x11B;podobn&#xE9;, &#x17E;e bude aktivum vyu&#x17E;&#xED;v&#xE1;no. </span><span class="t s1_75 tu_75">Odlo&#x17E;en&#xE1; da&#x148; je vypo&#x10D;tena na z&#xE1;klad&#x11B; p&#x159;ijat&#xE9; da&#x148;ov&#xE9; sazby, o kter&#xE9; se p&#x159;edpokl&#xE1;d&#xE1;, &#x17E;e bude pou&#x17E;ita pro rok, v n&#x11B;m&#x17E; </span><span class="t s1_75 tv_75">bude dan&#xE1; pohled&#xE1;vka nebo z&#xE1;vazek vypo&#x159;&#xE1;d&#xE1;n. </span><span class="t s1_75 tw_75">Co se t&#xFD;&#x10D;e dan&#x11B; z p&#x159;&#xED;jm&#x16F;, Spole&#x10D;nost vykazuje ztr&#xE1;tu. Odlo&#x17E;en&#xE1; da&#x148; vypl&#xFD;vaj&#xED;c&#xED; z nevyu&#x17E;it&#xFD;ch da&#x148;ov&#xFD;ch ztr&#xE1;t nen&#xED; </span><span class="t s1_75 tx_75">vyk&#xE1;z&#xE1;na, proto&#x17E;e jej&#xED; budouc&#xED; vyu&#x17E;it&#xED; je nejist&#xE9;. </span><span class="t s3_75 ty_75">Dorovn&#xE1;vac&#xED; da&#x148; </span><span class="t s1_75 tz_75">V prosinci 2023 vstoupil v platnost z&#xE1;kon &#x10D;. 416/2023 Sb., o dorovn&#xE1;vac&#xED;ch dan&#xED;ch, pro velk&#xE9; nadn&#xE1;rodn&#xED; skupiny a </span><span class="t s1_75 t10_75">velk&#xE9; vnitrost&#xE1;tn&#xED; skupiny. S &#xFA;&#x10D;innost&#xED; od 31. 12. 2023 zavedl dv&#x11B; zcela nov&#xE9; dan&#x11B; ze zisku &#x2013; &#x10D;eskou dorovn&#xE1;vac&#xED; da&#x148; </span><span class="t s1_75 t11_75">a p&#x159;i&#x159;azovanou dorovn&#xE1;vac&#xED; da&#x148; (&#x201E;dorovn&#xE1;vac&#xED; da&#x148;&#x201C;). C&#xED;lem zaveden&#xED; dorovn&#xE1;vac&#xED; dan&#x11B; je, aby velk&#xE9; </span><span class="t s1_75 t12_75">nadn&#xE1;rodn&#xED;/n&#xE1;rodn&#xED; skupiny za ka&#x17E;dou zemi (kde podnikaj&#xED; prost&#x159;ednictv&#xED;m dce&#x159;in&#xFD;ch spole&#x10D;nost&#xED; &#x10D;i st&#xE1;l&#xFD;ch provozoven) </span><span class="t s1_75 t13_75">odvedly takovou da&#x148; ze zisku, aby jejich efektivn&#xED; sazba dan&#x11B; &#x10D;inila minim&#xE1;ln&#x11B; 15 %. </span><span class="t s1_75 t14_75">Tento z&#xE1;kon se t&#xFD;k&#xE1; pouze velk&#xFD;ch skupin, kter&#xE9; ve dvou ze &#x10D;ty&#x159; zda&#x148;ovac&#xED;ch obdob&#xED; p&#x159;edch&#xE1;zej&#xED;c&#xED;ch posuzovan&#xE9;mu </span><span class="t s1_75 t15_75">obdob&#xED; vyk&#xE1;zaly konsolidovan&#xFD; v&#xFD;nos v konsolidovan&#xE9; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rce nejvy&#x161;&#x161;&#xED; mate&#x159;sk&#xE9; spole&#x10D;nosti alespo&#x148; 750 mil. </span><span class="t s1_75 t16_75">EUR. Dle vyj&#xE1;d&#x159;en&#xED; Spole&#x10D;nost nepat&#x159;&#xED; do velk&#xE9; skupiny, tak&#x17E;e z&#xE1;kon o dorovn&#xE1;vac&#xED;ch dan&#xED;ch nen&#xED; pro Spole&#x10D;nost </span><span class="t s2_75 t17_75">aplikov&#xE1;n. </span><span class="t s4_75 t18_75">3.8. Rezervy </span><span class="t s1_75 t19_75">Ostatn&#xED; rezervy jsou vyk&#xE1;z&#xE1;ny v p&#x159;&#xED;pad&#x11B;, &#x17E;e Spole&#x10D;nost eviduje pr&#xE1;vn&#xED; nebo sou&#x10D;asn&#xFD; z&#xE1;vazek v&#x16F;&#x10D;i t&#x159;et&#xED;m osob&#xE1;m, </span><span class="t s0_75 t1_75">75 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEX///+nxBvIAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/></div><span class="t s1_76 t2_76">kter&#xFD; je d&#x16F;sledkem minul&#xFD;ch ud&#xE1;lost&#xED;, a jej&#xED;&#x17E; vypo&#x159;&#xE1;d&#xE1;n&#xED; zp&#x16F;sob&#xED; odtok prost&#x159;edk&#x16F; Spole&#x10D;nosti. Takov&#xE9; rezervy jsou </span><span class="t s1_76 t3_76">uvedeny v hodnot&#x11B;, kter&#xE1; je stanovena nejlep&#x161;&#xED;m mo&#x17E;n&#xFD;m odhadem v okam&#x17E;iku, kdy je &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka sestavov&#xE1;na. </span><span class="t s1_76 t4_76">Pokud se sou&#x10D;asn&#xE1; hodnota rezervy, stanoven&#xE1; na z&#xE1;klad&#x11B; p&#x159;evl&#xE1;daj&#xED;c&#xED;ch tr&#x17E;n&#xED;ch &#xFA;rokov&#xFD;ch sazeb, podstatn&#x11B; li&#x161;&#xED; od </span><span class="t s1_76 t5_76">nomin&#xE1;ln&#xED; hodnoty, z&#xE1;vazek je uveden v sou&#x10D;asn&#xE9; hodnot&#x11B;. </span><span class="t s2_76 t6_76">3.9. Uzn&#xE1;v&#xE1;n&#xED; v&#xFD;nos&#x16F; a n&#xE1;klad&#x16F; </span><span class="t s1_76 t7_76">&#xDA;rokov&#xE9; v&#xFD;nosy a &#xFA;rokov&#xE9; n&#xE1;klady jsou &#xFA;&#x10D;tov&#xE1;ny ve v&#xFD;kazu zisk&#x16F; a ztr&#xE1;t za pomoci efektivn&#xED; &#xFA;rokov&#xE9; m&#xED;ry. &#x201E;Efektivn&#xED; </span><span class="t s1_76 t8_76">&#xFA;rokov&#xE1; m&#xED;ra&#x201C; je takov&#xE1; &#xFA;rokov&#xE1; m&#xED;ra, kter&#xE1; p&#x159;esn&#x11B; diskontuje odhadovan&#xE9; budouc&#xED; pen&#x11B;&#x17E;n&#xED; toky nap&#x159;&#xED;&#x10D; o&#x10D;ek&#xE1;vanou </span><span class="t s1_76 t9_76">&#x17E;ivotnost&#xED; dan&#xE9;ho finan&#x10D;n&#xED; instrumentu v r&#xE1;mci: </span><span class="t s3_76 ta_76">&#x2022; </span><span class="t s1_76 tb_76">hrub&#xE9; &#xFA;&#x10D;etn&#xED; hodnoty finan&#x10D;n&#xED;ho aktiva; nebo </span><span class="t s3_76 tc_76">&#x2022; </span><span class="t s1_76 td_76">amortizovan&#xE9;ho n&#xE1;kladu finan&#x10D;n&#xED;ho z&#xE1;vazku. </span><span class="t s1_76 te_76">P&#x159;i v&#xFD;po&#x10D;tu efektivn&#xED; &#xFA;rokov&#xE9; m&#xED;ry pro finan&#x10D;n&#xED; instrumenty jin&#xE9;ho charakteru ne&#x17E; nakoupen&#xE1; a po&#x10D;&#xE1;te&#x10D;n&#x11B; pon&#xED;&#x17E;en&#xE1; </span><span class="t s1_76 tf_76">aktiva, Spole&#x10D;nost zohled&#x148;uje ve&#x161;ker&#xE9; smluvn&#xED; podm&#xED;nky vztahuj&#xED;c&#xED; se k dan&#xE9;mu finan&#x10D;n&#xED;mu instrumentu, av&#x161;ak </span><span class="t s1_76 tg_76">nezohled&#x148;uje o&#x10D;ek&#xE1;van&#xE9; &#xFA;v&#x11B;rov&#xE9; ztr&#xE1;ty p&#x159;i stanoven&#xED; o&#x10D;ek&#xE1;van&#xFD;ch budouc&#xED;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F;. V p&#x159;&#xED;pad&#x11B; nakoupen&#xFD;ch </span><span class="t s1_76 th_76">a po&#x10D;&#xE1;te&#x10D;n&#x11B; pon&#xED;&#x17E;en&#xFD;ch finan&#x10D;n&#xED;ch aktiv je spo&#x10D;&#xED;t&#xE1;na kreditn&#x11B; upraven&#xE1; efektivn&#xED; &#xFA;rokov&#xE1; m&#xED;ra, a to pomoc&#xED; odhadu </span><span class="t s1_76 ti_76">budouc&#xED;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; v&#x10D;etn&#x11B; pou&#x17E;it&#xED; o&#x10D;ek&#xE1;van&#xFD;ch &#xFA;v&#x11B;rov&#xFD;ch ztr&#xE1;t. </span><span class="t s1_76 tj_76">V&#xFD;po&#x10D;et efektivn&#xED; &#xFA;rokov&#xE9; m&#xED;ry obsahuje transak&#x10D;n&#xED; n&#xE1;klady, poplatky a placen&#xE9; &#x10D;i obdr&#x17E;en&#xE9; &#xFA;roky, je&#x17E; jsou nezbytnou </span><span class="t s1_76 tk_76">sou&#x10D;&#xE1;st&#xED; efektivn&#xED; &#xFA;rokov&#xE9; m&#xED;ry. Transak&#x10D;n&#xED; n&#xE1;klady zahrnuj&#xED; p&#x159;&#xED;r&#x16F;stkov&#xE9; n&#xE1;klady, kter&#xE9; jsou p&#x159;&#xED;mo p&#x159;i&#x159;aditeln&#xE9; k dan&#xE9;mu </span><span class="t s1_76 tl_76">po&#x159;&#xED;zen&#xED;, respektive vyd&#xE1;n&#xED; finan&#x10D;n&#xED;ho aktiva, respektive finan&#x10D;n&#xED;ho z&#xE1;vazku. </span><span class="t s2_76 tm_76">Amortizovan&#xFD; n&#xE1;klad a hrub&#xE1; &#xFA;&#x10D;etn&#xED; hodnota </span><span class="t s1_76 tn_76">Amortizovan&#xFD; n&#xE1;klad finan&#x10D;n&#xED;ho aktiva nebo finan&#x10D;n&#xED;ho z&#xE1;vazku p&#x159;edstavuje hodnotu, ve kter&#xE9; je dan&#xE9; finan&#x10D;n&#xED; aktivum, </span><span class="t s1_76 to_76">respektive finan&#x10D;n&#xED; z&#xE1;vazek prvotn&#x11B; za&#xFA;&#x10D;tov&#xE1;n m&#xED;nus spl&#xE1;tky jistiny a plus nebo m&#xED;nus kumulovan&#xE1; amortizace za </span><span class="t s1_76 tp_76">pou&#x17E;it&#xED; metody efektivn&#xED; &#xFA;rokov&#xE9; m&#xED;ry pro ve&#x161;ker&#xE9; rozd&#xED;ly mezi p&#x16F;vodn&#x11B; &#xFA;&#x10D;tovanou hodnotou a hodnotou p&#x159;i splatnosti, </span><span class="t s1_76 tq_76">v p&#x159;&#xED;pad&#x11B; finan&#x10D;n&#xED;ch aktiv d&#xE1;le upravenou o opravn&#xE9; polo&#x17E;ky plynouc&#xED; z o&#x10D;ek&#xE1;van&#xFD;ch ztr&#xE1;t. &#x201E;Hrub&#xE1; &#xFA;&#x10D;etn&#xED; hodnota </span><span class="t s1_76 tr_76">finan&#x10D;n&#xED;ho aktiva&#x201C; p&#x159;edstavuje amortizovanou hodnotu finan&#x10D;n&#xED;ho aktiva p&#x159;ed jej&#xED;m upraven&#xED;m o p&#x159;&#xED;padn&#xE9; opravn&#xE9; </span><span class="t s1_76 ts_76">polo&#x17E;ky plynouc&#xED; z o&#x10D;ek&#xE1;van&#xFD;ch ztr&#xE1;t. </span><span class="t s2_76 tt_76">V&#xFD;po&#x10D;et &#xFA;rokov&#xFD;ch v&#xFD;nos&#x16F; a n&#xE1;klad&#x16F; </span><span class="t s1_76 tu_76">Efektivn&#xED; &#xFA;rokov&#xE1; m&#xED;ra finan&#x10D;n&#xED;ho aktiva, respektive finan&#x10D;n&#xED;ho z&#xE1;vazku je po&#x10D;&#xED;t&#xE1;na od prvotn&#xED;ho za&#xFA;&#x10D;tov&#xE1;n&#xED; dan&#xE9;ho </span><span class="t s1_76 tv_76">finan&#x10D;n&#xED;ho aktiva, respektive finan&#x10D;n&#xED;ho z&#xE1;vazku. P&#x159;i v&#xFD;po&#x10D;tu &#xFA;rokov&#xE9;ho v&#xFD;nosu, respektive n&#xE1;kladu je efektivn&#xED; &#xFA;rokov&#xE1; </span><span class="t s1_76 tw_76">m&#xED;ra aplikov&#xE1;na na hrubou &#xFA;&#x10D;etn&#xED; hodnotu dan&#xE9;ho aktiva (za p&#x159;edpokladu, &#x17E;e nen&#xED; k dan&#xE9;mu aktivu opravn&#xE1; polo&#x17E;ka) </span><span class="t s1_76 tx_76">respektive na amortizovan&#xFD; n&#xE1;klad v p&#x159;&#xED;pad&#x11B; z&#xE1;vazku. Efektivn&#xED; &#xFA;rokov&#xE1; m&#xED;ra je revidov&#xE1;na v n&#xE1;vaznosti na pravideln&#xE1; </span><span class="t s1_76 ty_76">p&#x159;ehodnocen&#xED; pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; u ostatn&#xED;ch instrument&#x16F; s pohyblivou &#xFA;rokovou m&#xED;rou, &#x10D;&#xED;m&#x17E; je zaji&#x161;t&#x11B;no srovn&#xE1;n&#xED; s pohyby </span><span class="t s1_76 tz_76">&#xFA;rokov&#xFD;ch m&#x11B;r na trhu. Efektivn&#xED; &#xFA;rokov&#xE1; m&#xED;ra je z&#xE1;rove&#x148; upravena o re&#xE1;lnou hodnotu dohadu zaji&#x161;t&#x11B;n&#xED; k datu zah&#xE1;jen&#xED; </span><span class="t s4_76 t10_76">amortizace tohoto dohadu. </span><span class="t s1_76 t11_76">Nicm&#xE9;n&#x11B;, pro finan&#x10D;n&#xED; aktiva, kter&#xE1; byla po za&#xFA;&#x10D;tov&#xE1;n&#xED; n&#xE1;sledn&#x11B; sn&#xED;&#x17E;ena prost&#x159;ednictv&#xED;m opravn&#xFD;ch polo&#x17E;ek, jsou </span><span class="t s1_76 t12_76">&#xFA;rokov&#xE9; v&#xFD;nosy po&#x10D;&#xED;t&#xE1;ny pomoc&#xED; efektivn&#xED; &#xFA;rokov&#xE9; m&#xED;ry aplikovan&#xE9; na amortizovan&#xFD; n&#xE1;klad dan&#xE9;ho aktiva. V p&#x159;&#xED;pad&#x11B;, </span><span class="t s1_76 t13_76">&#x17E;e p&#x16F;vodn&#xED; sn&#xED;&#x17E;en&#xED; dan&#xE9;ho aktiva ji&#x17E; neplat&#xED;, se kalkulace &#xFA;rokov&#xE9;ho v&#xFD;nosu po&#x10D;&#xED;t&#xE1; op&#x11B;tovn&#x11B; na z&#xE1;klad&#x11B; hrub&#xE9; &#xFA;&#x10D;etn&#xED; </span><span class="t s4_76 t14_76">hodnoty. </span><span class="t s1_76 t15_76">V p&#x159;&#xED;pad&#x11B; finan&#x10D;n&#xED;ch aktiv, kter&#xE1; byla pon&#xED;&#x17E;ena v r&#xE1;mci prvotn&#xED;ho za&#xFA;&#x10D;tov&#xE1;n&#xED; samotn&#xE9;ho aktiva, je &#xFA;rokov&#xFD; v&#xFD;nos po&#x10D;&#xED;t&#xE1;n </span><span class="t s1_76 t16_76">pomoc&#xED; kreditn&#x11B; upraven&#xE9; efektivn&#xED; &#xFA;rokov&#xE9; m&#xED;ry aplikovan&#xE9; na amortizovan&#xFD; n&#xE1;klad dan&#xE9;ho aktiva. V tomto p&#x159;&#xED;pad&#x11B; </span><span class="t s1_76 t17_76">se v&#xFD;po&#x10D;et &#xFA;rokov&#xE9;ho v&#xFD;nosu neaplikuje na b&#xE1;zi hrub&#xE9; &#xFA;&#x10D;etn&#xED; hodnoty, i kdy&#x17E; dojde ke zlep&#x161;en&#xED; &#xFA;v&#x11B;rov&#xE9;ho rizika tohoto </span><span class="t s4_76 t18_76">aktiva. V&#xFD;nos z dividend je za&#xFA;&#x10D;tov&#xE1;n v den vyhl&#xE1;&#x161;en&#xED; dividendy. </span><span class="t s4_76 t19_76">Ostatn&#xED; v&#xFD;nosy a n&#xE1;klady jsou zachyceny ve v&#xFD;kazu o &#xFA;pln&#xE9;m v&#xFD;sledku v okam&#x17E;iku poskytnut&#xED; nebo p&#x159;ijet&#xED; odpov&#xED;daj&#xED;c&#xED; </span><span class="t s1_76 t1a_76">slu&#x17E;by. </span><span class="t s2_76 t1b_76">3.10. Sn&#xED;&#x17E;en&#xED; hodnoty u nefinan&#x10D;n&#xED;ch aktiv </span><span class="t s1_76 t1c_76">K datu sestaven&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky prov&#x11B;&#x159;uje Spole&#x10D;nost &#xFA;&#x10D;etn&#xED; hodnoty nefinan&#x10D;n&#xED;ch aktiv s v&#xFD;jimkou odlo&#x17E;en&#xE9; da&#x148;ov&#xE9; </span><span class="t s1_76 t1d_76">pohled&#xE1;vky, zda neexistuj&#xED; indikace sn&#xED;&#x17E;en&#xED; hodnoty t&#x11B;chto aktiv (&#x201E;impairment&#x201C;). V p&#x159;&#xED;pad&#x11B;, &#x17E;e takov&#xE9; indikace existuj&#xED;, </span><span class="t s1_76 t1e_76">je proveden odhad zp&#x11B;tn&#x11B; z&#xED;skateln&#xE9; hodnoty aktiva. </span><span class="t s1_76 t1f_76">Aplikace DCF modelu vy&#x17E;aduje, aby veden&#xED; Spole&#x10D;nosti uplatnilo v&#xFD;znamn&#xFD; &#xFA;sudek p&#x159;i stanoven&#xED; kl&#xED;&#x10D;ov&#xFD;ch vstupn&#xED;ch </span><span class="t s1_76 t1g_76">p&#x159;edpoklad&#x16F; a vytvo&#x159;ilo komplexn&#xED; odhady budouc&#xED;ho v&#xFD;voje. Tyto odhady vych&#xE1;zej&#xED; z projektovan&#xE9;ho cash flow na </span><span class="t s1_76 t1h_76">z&#xE1;klad&#x11B; uzav&#x159;en&#xFD;ch n&#xE1;jemn&#xED;ch smluv, p&#x159;edpokl&#xE1;dan&#xE9; diskontn&#xED; sazby a termin&#xE1;ln&#xED; hodnoty. </span><span class="t s1_76 t1i_76">Stanoven&#xED; re&#xE1;ln&#xE9; hodnoty je tak citliv&#xE9; na zm&#x11B;ny uveden&#xFD;ch p&#x159;edpoklad&#x16F;, kter&#xE9; mohou m&#xED;t v&#xFD;znamn&#xFD; dopad na </span><span class="t s1_76 t1j_76">v&#xFD;slednou hodnotu investic a vych&#xE1;z&#xED; z princip&#x16F; IFRS 13 a vyu&#x17E;&#xED;v&#xE1; model diskontovan&#xFD;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; (DCF). Test </span><span class="t s0_76 t1_76">76 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " 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style="width:909px;height:1286px"/></div><span class="t s1_77 t2_77">na sn&#xED;&#x17E;en&#xED; hodnoty je prov&#xE1;d&#x11B;n v souladu s IAS 36. </span><span class="t s1_77 t3_77">Ztr&#xE1;ta ze sn&#xED;&#x17E;en&#xED; hodnoty je vyk&#xE1;z&#xE1;na tehdy, pokud &#xFA;&#x10D;etn&#xED; hodnota aktiva p&#x159;es&#xE1;hne jej&#xED; zp&#x11B;tn&#x11B; z&#xED;skatelnou hodnotu. </span><span class="t s1_77 t4_77">Ztr&#xE1;ty ze sn&#xED;&#x17E;en&#xED; hodnoty nefinan&#x10D;n&#xED;ch aktiv jsou prom&#xED;tnuty jako n&#xE1;klad do v&#xFD;kazu o &#xFA;pln&#xE9;m v&#xFD;sledku hospoda&#x159;en&#xED; a </span><span class="t s1_77 t5_77">jsou z&#xFA;&#x10D;tov&#xE1;ny pouze tehdy, pokud se zm&#x11B;nily odhady, kter&#xE9; byly pou&#x17E;ity pro stanoven&#xED; zp&#x11B;tn&#x11B; z&#xED;skateln&#xE9; hodnoty. </span><span class="t s1_77 t6_77">Ztr&#xE1;ta z trval&#xE9;ho sn&#xED;&#x17E;en&#xED; hodnoty se z&#xFA;&#x10D;tuje pouze do takov&#xE9; v&#xFD;&#x161;e, aby &#xFA;&#x10D;etn&#xED; hodnota aktiva nep&#x159;es&#xE1;hla z&#x16F;statkovou </span><span class="t s1_77 t7_77">hodnotu, kter&#xE1; by byla stanovena p&#x159;i uplatn&#x11B;n&#xED; odpis&#x16F;, pokud by nebyla vyk&#xE1;z&#xE1;na &#x17E;&#xE1;dn&#xE1; ztr&#xE1;ta ze sn&#xED;&#x17E;en&#xED; hodnoty. </span><span class="t s2_77 t8_77">V roce 2025 ani 2024 nedo&#x161;lo ke zm&#x11B;n&#x11B; v &#xFA;&#x10D;etn&#xED;ch z&#xE1;sad&#xE1;ch a postupech. </span><span class="t s3_77 t9_77">4. Investice do dce&#x159;in&#xFD;ch spole&#x10D;nost&#xED; </span><span class="t s4_77 ta_77">31.12.2025 </span><span class="t s2_77 tb_77">V roce 2025 do&#x161;lo k n&#xE1;kupu nov&#xE9;ho pod&#xED;lu ve spole&#x10D;nosti FIDUROCK Ark&#xE1;da s.r.o. prost&#x159;ednictv&#xED;m nov&#xE9;ho akvizi&#x10D;n&#xED;ho </span><span class="t s2_77 tc_77">SPV &#x2013; FIDUROCK Ark&#xE1;da Prost&#x11B;jov s.r.o. K jin&#xFD;m vlastnick&#xFD;m zm&#x11B;n&#xE1;m nedo&#x161;lo. </span><span class="t s2_77 td_77">Opravn&#xE1; polo&#x17E;ka (31.12.2025 ve v&#xFD;&#x161;i - 6 979 tis. CZK a 31.12.2024 ve v&#xFD;&#x161;i &#x2013; 89 342 tis. CZK) a jej&#xED; pohyb je zp&#x16F;soben </span><span class="t s1_77 te_77">zp&#x159;esn&#x11B;n&#xED;m p&#x159;&#xED;stupu k testov&#xE1;n&#xED; impairmentu, kter&#xFD; nov&#x11B; vych&#xE1;z&#xED; z o&#x10D;ek&#xE1;van&#xFD;ch diskontovan&#xFD;ch budouc&#xED;ch pen&#x11B;&#x17E;n&#xED;ch </span><span class="t s1_77 tf_77">tok&#x16F;. V p&#x159;edchoz&#xED;m obdob&#xED; byl v&#xFD;po&#x10D;et prim&#xE1;rn&#x11B; nav&#xE1;z&#xE1;n na v&#xFD;&#x161;i vlastn&#xED;ho kapit&#xE1;lu jednotliv&#xFD;ch spole&#x10D;nost&#xED;. Uveden&#xE1; </span><span class="t s1_77 tg_77">&#xFA;prava nep&#x159;edstavuje zm&#x11B;nu &#xFA;&#x10D;etn&#xED; metodiky, ale zp&#x159;esn&#x11B;n&#xED; pou&#x17E;it&#xFD;ch p&#x159;edpoklad&#x16F; a &#xFA;&#x10D;etn&#xED;ch odhad&#x16F; p&#x159;i posouzen&#xED; </span><span class="t s2_77 th_77">realizovateln&#xE9; hodnoty investic a schopnosti jednotliv&#xFD;ch spole&#x10D;nost&#xED; pokra&#x10D;ovat v trval&#xE9;m fungov&#xE1;n&#xED;. </span><span class="t s1_77 ti_77">V roce 2025 prob&#x11B;hly tyto kapitalizace &#xFA;v&#x11B;r&#x16F;, kter&#xE9; byly zachyceny jako ostatn&#xED; kapit&#xE1;lov&#xE9; fondy: </span><span class="t s2_77 tj_77">- </span><span class="t s1_77 tk_77">RP Levice, ve v&#xFD;&#x161;i 350 000 EUR </span><span class="t s2_77 tl_77">- </span><span class="t s1_77 tm_77">Projekt Pie&#x161;&#x165;any, ve v&#xFD;&#x161;i 850 000 EUR </span><span class="t s2_77 tn_77">- </span><span class="t s1_77 to_77">RP Star&#xE9; M&#x11B;sto, ve v&#xFD;&#x161;i 6 000 000 K&#x10D; </span><span class="t s2_77 tp_77">- </span><span class="t s1_77 tq_77">Ark&#xE1;da Prost&#x11B;jov, ve v&#xFD;&#x161;i 3 600 000 K&#x10D; </span><span class="t s1_77 tr_77">Spole&#x10D;nost vlastn&#xED; pod&#xED;ly v n&#xED;&#x17E;e uveden&#xFD;ch spole&#x10D;nostech: </span><span class="t s5_77 t12_77">&#xDA;&#x10D;etn&#xED; </span><span class="t s6_77 tt_77">Oblast </span><span class="t s5_77 ts_77">Spole&#x10D;nost </span><span class="t s6_77 tv_77">Ovl&#xE1;d&#xE1;n&#xED; </span><span class="t s6_77 tw_77">Pod&#xED;l </span><span class="t s5_77 tx_77">Zem&#x11B; </span><span class="t s5_77 ty_77">Po&#x159;izovac&#xED; </span><span class="t s6_77 t10_77">Opravn&#xE1; </span><span class="t s6_77 t13_77">hodnot </span><span class="t s5_77 tu_77">&#x10D;innosti </span><span class="t s6_77 tz_77">cena </span><span class="t s5_77 t11_77">polo&#x17E;ka </span><span class="t s6_77 t14_77">a </span><span class="t s7_77 t15_77">Retail Park T&#xE1;bor s.r.o. </span><span class="t s7_77 t16_77">Retail park </span><span class="t s8_77 t17_77">P&#x159;&#xED;m&#xE9; </span><span class="t s7_77 t18_77">100 % </span><span class="t s8_77 t19_77">&#x10C;R </span><span class="t s7_77 t1a_77">61 500 </span><span class="t s7_77 t1b_77">61 500 </span><span class="t s7_77 t1c_77">Retail Park Severka Liberec s.r.o. </span><span class="t s7_77 t1d_77">Retail park </span><span class="t s8_77 t1e_77">P&#x159;&#xED;m&#xE9; </span><span class="t s7_77 t1f_77">100 % </span><span class="t s8_77 t1g_77">&#x10C;R </span><span class="t s7_77 t1h_77">130 </span><span class="t s7_77 t1i_77">130 </span><span class="t s8_77 t1j_77">Retail Park Star&#xE9; m&#x11B;sto s.r.o. </span><span class="t s7_77 t1k_77">Retail park </span><span class="t s8_77 t1l_77">P&#x159;&#xED;m&#xE9; </span><span class="t s7_77 t1m_77">100 % </span><span class="t s8_77 t1n_77">&#x10C;R </span><span class="t s7_77 t1o_77">34 010 </span><span class="t s7_77 t1p_77">34 010 </span><span class="t s7_77 t1q_77">Retail Park Mlad&#xE1; Boleslav a.s. </span><span class="t s7_77 t1r_77">Retail park </span><span class="t s8_77 t1s_77">P&#x159;&#xED;m&#xE9; </span><span class="t s7_77 t1t_77">100 % </span><span class="t s8_77 t1u_77">&#x10C;R </span><span class="t s7_77 t1v_77">97 678 </span><span class="t s7_77 t1w_77">97 678 </span><span class="t s7_77 t1x_77">FIDUROCK Projekt 22 s.r.o. </span><span class="t s8_77 t1y_77">Slu&#x17E;by </span><span class="t s8_77 t1z_77">P&#x159;&#xED;m&#xE9; </span><span class="t s7_77 t20_77">100 % </span><span class="t s8_77 t21_77">&#x10C;R </span><span class="t s7_77 t22_77">3 010 </span><span class="t s7_77 t23_77">(3 010) </span><span class="t s7_77 t24_77">0 </span><span class="t s8_77 t25_77">Projekt Pie&#x161;&#x165;any s.r.o. </span><span class="t s7_77 t26_77">Development </span><span class="t s8_77 t27_77">P&#x159;&#xED;m&#xE9; </span><span class="t s7_77 t28_77">100 % </span><span class="t s7_77 t29_77">SR </span><span class="t s7_77 t2a_77">83 088 </span><span class="t s7_77 t2b_77">(3 969) </span><span class="t s7_77 t2c_77">79 119 </span><span class="t s7_77 t2d_77">SLOVAK INVESTMENT GROUP </span><span class="t s7_77 t2f_77">Retail park </span><span class="t s8_77 t2g_77">P&#x159;&#xED;m&#xE9; </span><span class="t s7_77 t2h_77">100 % </span><span class="t s7_77 t2i_77">SR </span><span class="t s7_77 t2j_77">73 838 </span><span class="t s7_77 t2k_77">73 838 </span><span class="t s7_77 t2e_77">s. r. o. </span><span class="t s7_77 t2l_77">Retail park Senica s.r.o. </span><span class="t s7_77 t2m_77">Retail park </span><span class="t s8_77 t2n_77">P&#x159;&#xED;m&#xE9; </span><span class="t s7_77 t2o_77">100 % </span><span class="t s7_77 t2p_77">SR </span><span class="t s7_77 t2q_77">19 864 </span><span class="t s7_77 t2r_77">19 864 </span><span class="t s7_77 t2s_77">RP Trnava, a.s. </span><span class="t s7_77 t2t_77">Retail park </span><span class="t s8_77 t2u_77">P&#x159;&#xED;m&#xE9; </span><span class="t s7_77 t2v_77">100 % </span><span class="t s7_77 t2w_77">SR </span><span class="t s7_77 t2x_77">64 116 </span><span class="t s7_77 t2y_77">64 116 </span><span class="t s8_77 t2z_77">Retail Park Pre&#x161;ov s.r.o. </span><span class="t s7_77 t30_77">Retail park </span><span class="t s8_77 t31_77">P&#x159;&#xED;m&#xE9; </span><span class="t s7_77 t32_77">100 % </span><span class="t s7_77 t33_77">SR </span><span class="t s7_77 t34_77">147 711 </span><span class="t s7_77 t35_77">147 711 </span><span class="t s7_77 t36_77">Retail Park Levice </span><span class="t s7_77 t37_77">Retail park </span><span class="t s8_77 t38_77">P&#x159;&#xED;m&#xE9; </span><span class="t s7_77 t39_77">100 % </span><span class="t s7_77 t3a_77">SR </span><span class="t s7_77 t3b_77">34 152 </span><span class="t s7_77 t3c_77">34 152 </span><span class="t s8_77 t3d_77">RP Choce&#x148; s.r.o. </span><span class="t s7_77 t3e_77">Retail park </span><span class="t s8_77 t3f_77">P&#x159;&#xED;m&#xE9; </span><span class="t s7_77 t3g_77">100 % </span><span class="t s8_77 t3h_77">&#x10C;R </span><span class="t s7_77 t3i_77">33 734 </span><span class="t s7_77 t3j_77">33 734 </span><span class="t s7_77 t3k_77">RP Trutnov </span><span class="t s7_77 t3l_77">Retail park </span><span class="t s8_77 t3m_77">P&#x159;&#xED;m&#xE9; </span><span class="t s7_77 t3n_77">100 % </span><span class="t s8_77 t3o_77">&#x10C;R </span><span class="t s7_77 t3p_77">36 050 </span><span class="t s7_77 t3q_77">36 050 </span><span class="t s7_77 t3r_77">RP Milevsko s.r.o. </span><span class="t s7_77 t3s_77">Retail park </span><span class="t s8_77 t3t_77">P&#x159;&#xED;m&#xE9; </span><span class="t s7_77 t3u_77">100 % </span><span class="t s8_77 t3v_77">&#x10C;R </span><span class="t s7_77 t3w_77">40 619 </span><span class="t s7_77 t3x_77">40 619 </span><span class="t s7_77 t3z_77">Holdingov&#xE1; </span><span class="t s7_77 t3y_77">FIDUROCK Ark&#xE1;da Prost&#x11B;jov s.r.o. </span><span class="t s8_77 t41_77">P&#x159;&#xED;m&#xE9; </span><span class="t s7_77 t42_77">100 % </span><span class="t s8_77 t43_77">&#x10C;R </span><span class="t s7_77 t44_77">3 610 </span><span class="t s7_77 t45_77">3 610 </span><span class="t s8_77 t40_77">spole&#x10D;nost </span><span class="t s6_77 t46_77">CELKEM </span><span class="t s6_77 t47_77">733 110 </span><span class="t s6_77 t48_77">(6 979) </span><span class="t s6_77 t49_77">726 130 </span><span class="t s0_77 t1_77">77 </span></div>

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AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAq/kbeRrbuSGPTnYAAAAASUVORK5CYII=" style="width:909px;height:1286px"/></div><span class="t s1_78 t2_78">31.12.2024 </span><span class="t s2_78 t3_78">V roce 2024 nedo&#x161;lo k n&#xE1;kupu nov&#xFD;ch pod&#xED;l&#x16F; &#x10D;i k jin&#xFD;m vlastnick&#xFD;m zm&#x11B;n&#xE1;m. </span><span class="t s3_78 t4_78">Zv&#xFD;&#x161;en&#xED; opravn&#xE9; polo&#x17E;ky je zp&#x16F;sobeno p&#x159;edev&#x161;&#xED;m z&#xE1;porn&#xFD;mi v&#xFD;sledky hospoda&#x159;en&#xED; ve spole&#x10D;nostech Projekt Pie&#x161;&#x165;any </span><span class="t s2_78 t5_78">s.r.o. a Retail Park Levice. </span><span class="t s2_78 t6_78">V roce 2024 prob&#x11B;hla kapitalizace &#xFA;v&#x11B;r&#x16F; v&#x16F;&#x10D;i RP Levice a Projekt Pie&#x161;&#x165;any. &#xDA;v&#x11B;r ve v&#xFD;&#x161;i 11 039 tis. K&#x10D; (430 tis. EUR), </span><span class="t s2_78 t7_78">resp. 29 813 tis. K&#x10D; (1 160 tis. EUR) byl zachyceny jako ostatn&#xED; kapit&#xE1;lov&#xE9; fondy. </span><span class="t s5_78 t9_78">Oblast </span><span class="t s4_78 te_78">Po&#x159;izovac&#xED; </span><span class="t s5_78 tg_78">Opravn&#xE1; </span><span class="t s4_78 ti_78">&#xDA;&#x10D;etn&#xED; </span><span class="t s4_78 t8_78">Spole&#x10D;nost </span><span class="t s5_78 tb_78">Ovl&#xE1;d&#xE1;n&#xED; </span><span class="t s5_78 tc_78">Pod&#xED;l </span><span class="t s4_78 td_78">Zem&#x11B; </span><span class="t s4_78 ta_78">&#x10D;innosti </span><span class="t s5_78 tf_78">cena </span><span class="t s4_78 th_78">polo&#x17E;ka </span><span class="t s5_78 tj_78">hodnota </span><span class="t s6_78 tk_78">Retail Park T&#xE1;bor s.r.o. </span><span class="t s6_78 tl_78">Retail park </span><span class="t s7_78 tm_78">P&#x159;&#xED;m&#xE9; </span><span class="t s6_78 tn_78">100 % </span><span class="t s7_78 to_78">&#x10C;R </span><span class="t s6_78 tp_78">61 500 </span><span class="t s6_78 tq_78">0 </span><span class="t s6_78 tr_78">61 500 </span><span class="t s6_78 ts_78">Retail Park Severka </span><span class="t s6_78 tu_78">Retail park </span><span class="t s7_78 tv_78">P&#x159;&#xED;m&#xE9; </span><span class="t s6_78 tw_78">100 % </span><span class="t s7_78 tx_78">&#x10C;R </span><span class="t s6_78 ty_78">130 </span><span class="t s6_78 tz_78">0 </span><span class="t s6_78 t10_78">130 </span><span class="t s6_78 tt_78">Liberec s.r.o. </span><span class="t s7_78 t11_78">Retail Park Star&#xE9; m&#x11B;sto </span><span class="t s6_78 t13_78">Retail park </span><span class="t s7_78 t14_78">P&#x159;&#xED;m&#xE9; </span><span class="t s6_78 t15_78">100 % </span><span class="t s7_78 t16_78">&#x10C;R </span><span class="t s6_78 t17_78">28 010 </span><span class="t s6_78 t18_78">(3 762) </span><span class="t s6_78 t19_78">24 248 </span><span class="t s6_78 t12_78">s.r.o. </span><span class="t s6_78 t1a_78">Retail Park Mlad&#xE1; </span><span class="t s6_78 t1c_78">Retail park </span><span class="t s7_78 t1d_78">P&#x159;&#xED;m&#xE9; </span><span class="t s6_78 t1e_78">100 % </span><span class="t s7_78 t1f_78">&#x10C;R </span><span class="t s6_78 t1g_78">97 678 </span><span class="t s6_78 t1h_78">0 </span><span class="t s6_78 t1i_78">97 678 </span><span class="t s6_78 t1b_78">Boleslav a.s. </span><span class="t s6_78 t1j_78">FIDUROCK Projekt 22 </span><span class="t s7_78 t1l_78">Slu&#x17E;by </span><span class="t s7_78 t1m_78">P&#x159;&#xED;m&#xE9; </span><span class="t s6_78 t1n_78">100 % </span><span class="t s7_78 t1o_78">&#x10C;R </span><span class="t s6_78 t1p_78">3 010 </span><span class="t s6_78 t1q_78">(2 721) </span><span class="t s6_78 t1r_78">289 </span><span class="t s6_78 t1k_78">s.r.o. </span><span class="t s7_78 t1s_78">Projekt Pie&#x161;&#x165;any s.r.o. </span><span class="t s6_78 t1t_78">Development </span><span class="t s7_78 t1u_78">P&#x159;&#xED;m&#xE9; </span><span class="t s6_78 t1v_78">100 % </span><span class="t s6_78 t1w_78">SR </span><span class="t s6_78 t1x_78">62 479 </span><span class="t s6_78 t1y_78">(62 479) </span><span class="t s6_78 t1z_78">0 </span><span class="t s6_78 t20_78">SLOVAK INVESTMENT </span><span class="t s6_78 t22_78">Retail park </span><span class="t s7_78 t23_78">P&#x159;&#xED;m&#xE9; </span><span class="t s6_78 t24_78">100 % </span><span class="t s6_78 t25_78">SR </span><span class="t s6_78 t26_78">73 838 </span><span class="t s6_78 t27_78">0 </span><span class="t s6_78 t28_78">73 838 </span><span class="t s6_78 t21_78">GROUP s. r. o. </span><span class="t s6_78 t29_78">Retail park Senica s.r.o. </span><span class="t s6_78 t2a_78">Retail park </span><span class="t s7_78 t2b_78">P&#x159;&#xED;m&#xE9; </span><span class="t s6_78 t2c_78">100 % </span><span class="t s6_78 t2d_78">SR </span><span class="t s6_78 t2e_78">19 864 </span><span class="t s6_78 t2f_78">0 </span><span class="t s6_78 t2g_78">19 864 </span><span class="t s6_78 t2h_78">RP Trnava, a.s. </span><span class="t s6_78 t2i_78">Retail park </span><span class="t s7_78 t2j_78">P&#x159;&#xED;m&#xE9; </span><span class="t s6_78 t2k_78">100 % </span><span class="t s6_78 t2l_78">SR </span><span class="t s6_78 t2m_78">64 116 </span><span class="t s6_78 t2n_78">0 </span><span class="t s6_78 t2o_78">64 116 </span><span class="t s7_78 t2p_78">Retail Park Pre&#x161;ov s.r.o. </span><span class="t s6_78 t2q_78">Retail park </span><span class="t s7_78 t2r_78">P&#x159;&#xED;m&#xE9; </span><span class="t s6_78 t2s_78">100 % </span><span class="t s6_78 t2t_78">SR </span><span class="t s6_78 t2u_78">147 711 </span><span class="t s6_78 t2v_78">0 </span><span class="t s6_78 t2w_78">147 711 </span><span class="t s6_78 t2x_78">Retail Park Levice </span><span class="t s6_78 t2y_78">Retail park </span><span class="t s7_78 t2z_78">P&#x159;&#xED;m&#xE9; </span><span class="t s6_78 t30_78">100 % </span><span class="t s6_78 t31_78">SR </span><span class="t s6_78 t32_78">21 889 </span><span class="t s6_78 t33_78">(20 380) </span><span class="t s6_78 t34_78">1 509 </span><span class="t s7_78 t35_78">RP Choce&#x148; s.r.o. </span><span class="t s6_78 t36_78">Retail park </span><span class="t s7_78 t37_78">P&#x159;&#xED;m&#xE9; </span><span class="t s6_78 t38_78">100 % </span><span class="t s7_78 t39_78">&#x10C;R </span><span class="t s6_78 t3a_78">33 734 </span><span class="t s6_78 t3b_78">0 </span><span class="t s6_78 t3c_78">33 734 </span><span class="t s6_78 t3d_78">RP Trutnov </span><span class="t s6_78 t3e_78">Retail park </span><span class="t s7_78 t3f_78">P&#x159;&#xED;m&#xE9; </span><span class="t s6_78 t3g_78">100 % </span><span class="t s7_78 t3h_78">&#x10C;R </span><span class="t s6_78 t3i_78">36 050 </span><span class="t s6_78 t3j_78">0 </span><span class="t s6_78 t3k_78">36 050 </span><span class="t s6_78 t3l_78">RP Milevsko s.r.o. </span><span class="t s6_78 t3m_78">Retail park </span><span class="t s7_78 t3n_78">P&#x159;&#xED;m&#xE9; </span><span class="t s6_78 t3o_78">100 % </span><span class="t s7_78 t3p_78">&#x10C;R </span><span class="t s6_78 t3q_78">40 619 </span><span class="t s6_78 t3r_78">0 </span><span class="t s6_78 t3s_78">40 619 </span><span class="t s5_78 t3t_78">CELKEM </span><span class="t s5_78 t3u_78">690 628 </span><span class="t s5_78 t3v_78">(89 342) </span><span class="t s5_78 t3w_78">601 286 </span><span class="t s8_78 t3x_78">5. Poskytnut&#xE9; p&#x16F;j&#x10D;ky ve skupin&#x11B; </span><span class="t s3_78 t3y_78">Spole&#x10D;nost od roku 2019 poskytuje sv&#xFD;m dce&#x159;in&#xFD;m spole&#x10D;nostem p&#x16F;j&#x10D;ky na rozvoj jejich dal&#x161;&#xED;ch aktivit. Tyto p&#x16F;j&#x10D;ky jsou </span><span class="t s3_78 t3z_78">splatn&#xE9; na po&#x17E;&#xE1;d&#xE1;n&#xED;, proto jsou klasifikov&#xE1;ny jako kr&#xE1;tkodob&#xE9;. Tyto p&#x16F;j&#x10D;ky nejsou zaji&#x161;t&#x11B;ny. </span><span class="t s3_78 t40_78">K 31. prosinci 2025 do&#x161;lo ke sn&#xED;&#x17E;en&#xED; opravn&#xFD;ch polo&#x17E;ek k poskytnut&#xFD;m p&#x16F;j&#x10D;k&#xE1;m v d&#x16F;sledku aktualizace vstupn&#xED;ch </span><span class="t s3_78 t41_78">p&#x159;edpoklad&#x16F; modelu o&#x10D;ek&#xE1;van&#xFD;ch &#xFA;v&#x11B;rov&#xFD;ch ztr&#xE1;t aplikovan&#xE9;ho v souladu s IFRS 9. </span><span class="t s3_78 t42_78">Sn&#xED;&#x17E;en&#xED; opravn&#xFD;ch polo&#x17E;ek bylo ovlivn&#x11B;no zejm&#xE9;na n&#xE1;sleduj&#xED;c&#xED;mi skute&#x10D;nostmi: </span><span class="t s2_78 t43_78">1) </span><span class="t s3_78 t44_78">Na z&#xE1;klad&#x11B; p&#x159;ehodnocen&#xED; rizikov&#xE9;ho profilu Spole&#x10D;nosti, do&#x161;lo k aktualizaci ratingu, a t&#xED;m do&#x161;lo k &#xFA;prav&#x11B; </span><span class="t s3_78 t45_78">odhadu pravd&#x11B;podobnosti selh&#xE1;n&#xED; (probability of default, PD) sm&#x11B;rem dol&#x16F;, co&#x17E; se prom&#xED;tlo do ni&#x17E;&#x161;&#xED; v&#xFD;&#x161;e </span><span class="t s3_78 t46_78">o&#x10D;ek&#xE1;van&#xFD;ch &#xFA;v&#x11B;rov&#xFD;ch ztr&#xE1;t. </span><span class="t s2_78 t47_78">2) </span><span class="t s3_78 t48_78">Do&#x161;lo k &#xFA;prav&#x11B; metodiky v&#xFD;po&#x10D;tu o&#x10D;ek&#xE1;van&#xFD;ch &#xFA;v&#x11B;rov&#xFD;ch ztr&#xE1;t u pohled&#xE1;vek klasifikovan&#xFD;ch ve Stupni 2, a to </span><span class="t s3_78 t49_78">sm&#x11B;rem k pln&#xE9;mu uplatn&#x11B;n&#xED; celo&#x17E;ivotn&#xED;ho horizontu ztr&#xE1;t (lifetime ECL). Aktualizovan&#xFD; p&#x159;&#xED;stup reflektuje </span><span class="t s3_78 t4a_78">odhadovan&#xE9; budouc&#xED; pen&#x11B;&#x17E;n&#xED; toky a pravd&#x11B;podobnostn&#xED; sc&#xE9;n&#xE1;&#x159;e v&#xFD;voje &#xFA;v&#x11B;rov&#xE9;ho rizika po celou dobu trv&#xE1;n&#xED; </span><span class="t s3_78 t4b_78">expozice, nam&#xED;sto zjednodu&#x161;en&#xE9;ho p&#x159;&#xED;stupu zalo&#x17E;en&#xE9;ho prim&#xE1;rn&#x11B; na vybran&#xFD;ch bilan&#x10D;n&#xED;ch ukazatel&#xED;ch </span><span class="t s3_78 t4c_78">dlu&#x17E;n&#xED;ka. </span><span class="t s0_78 t1_78">78 </span></div>

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style="width:909px;height:1286px"/></div><span class="t s2_79 t3_79">Hrub&#xE1; &#xFA;&#x10D;etn&#xED; </span><span class="t s2_79 t6_79">&#x10C;ist&#xE1; z&#x16F;statkov&#xE1; </span><span class="t s2_79 t5_79">Opravn&#xE1; polo&#x17E;ka </span><span class="t s1_79 t2_79">31.12.2025 </span><span class="t s3_79 t4_79">hodnota </span><span class="t s3_79 t7_79">hodnota </span><span class="t s4_79 t8_79">Stupe&#x148; 1 </span><span class="t s5_79 t9_79">762 547 </span><span class="t s5_79 ta_79">(6 924) </span><span class="t s5_79 tb_79">755 623 </span><span class="t s4_79 tc_79">Stupe&#x148; 2 </span><span class="t s5_79 td_79">124 922 </span><span class="t s5_79 te_79">(3 849) </span><span class="t s5_79 tf_79">121 073 </span><span class="t s3_79 tg_79">CELKEM </span><span class="t s3_79 th_79">887 469 </span><span class="t s3_79 ti_79">(10 774) </span><span class="t s3_79 tj_79">876 695 </span><span class="t s2_79 tl_79">Hrub&#xE1; &#xFA;&#x10D;etn&#xED; </span><span class="t s2_79 to_79">&#x10C;ist&#xE1; z&#x16F;statkov&#xE1; </span><span class="t s2_79 tn_79">Opravn&#xE1; polo&#x17E;ka </span><span class="t s1_79 tk_79">31.12.2024 </span><span class="t s3_79 tm_79">hodnota </span><span class="t s3_79 tp_79">hodnota </span><span class="t s4_79 tq_79">Stupe&#x148; 1 </span><span class="t s5_79 tr_79">510 020 </span><span class="t s5_79 ts_79">(9 803) </span><span class="t s5_79 tt_79">500 217 </span><span class="t s4_79 tu_79">Stupe&#x148; 2 </span><span class="t s5_79 tv_79">175 139 </span><span class="t s5_79 tw_79">(25 362) </span><span class="t s5_79 tx_79">149 777 </span><span class="t s3_79 ty_79">CELKEM </span><span class="t s3_79 tz_79">685 159 </span><span class="t s3_79 t10_79">-35 165 </span><span class="t s3_79 t11_79">649 994 </span><span class="t s6_79 t12_79">6. Ostatn&#xED; aktiva </span><span class="t s7_79 t13_79">Ostatn&#xED; aktiva k 31. prosinci 2025 p&#x159;edstavuj&#xED; zejm&#xE9;na &#x10D;asov&#xE9; rozli&#x161;en&#xED; provozn&#xED;ch n&#xE1;klad&#x16F; ve v&#xFD;&#x161;i 32 tis. K&#x10D; (k 31. </span><span class="t s7_79 t14_79">prosinci 2024: 31 tis. K&#x10D;) a ostatn&#xED; pohled&#xE1;vky ve v&#xFD;&#x161;i 207 tis. K&#x10D; (k 31. prosinci 2024: 0 tis. K&#x10D;). </span><span class="t s6_79 t15_79">7. Pen&#x11B;&#x17E;n&#xED; prost&#x159;edky a pen&#x11B;&#x17E;n&#xED; ekvivalenty </span><span class="t s3_79 t16_79">31.12.2025 </span><span class="t s3_79 t17_79">31.12.2024 </span><span class="t s4_79 t18_79">Pen&#xED;ze na &#xFA;&#x10D;tech v bank&#xE1;ch &#x2013; b&#x11B;&#x17E;n&#xE9; &#xFA;&#x10D;ty </span><span class="t s5_79 t19_79">2 096 </span><span class="t s5_79 t1a_79">1 040 </span><span class="t s4_79 t1b_79">Pen&#xED;ze na &#xFA;&#x10D;tech v bank&#xE1;ch &#x2013; v&#xE1;zan&#xFD; &#xFA;&#x10D;et </span><span class="t s5_79 t1c_79">0 </span><span class="t s5_79 t1d_79">0 </span><span class="t s3_79 t1e_79">Pen&#xED;ze CELKEM </span><span class="t s3_79 t1f_79">2 096 </span><span class="t s3_79 t1g_79">1 040 </span><span class="t s8_79 t1h_79">Pen&#xED;ze na &#xFA;&#x10D;tech v bank&#xE1;ch k 31. prosinci 2025 i k 31. prosinci 2024 p&#x159;edstavuj&#xED; prost&#x159;edky na b&#x11B;&#x17E;n&#xFD;ch bankovn&#xED;ch </span><span class="t s8_79 t1i_79">&#xFA;&#x10D;tech, ke kter&#xFD;m m&#xE1; Spole&#x10D;nost p&#x159;&#xED;stup a jsou pou&#x17E;&#xED;v&#xE1;ny k b&#x11B;&#x17E;n&#xE9; operativn&#xED; &#x10D;innosti. Pen&#x11B;&#x17E;n&#xED; prost&#x159;edky jsou zejm&#xE9;na </span><span class="t s8_79 t1j_79">dr&#x17E;eny u UniCredit Bank Czech Republic and Slovakia, a.s. Spole&#x10D;nost ukl&#xE1;d&#xE1; prost&#x159;edky pouze u bank s vysokou </span><span class="t s8_79 t1k_79">&#xFA;v&#x11B;rovou kvalitou (investi&#x10D;n&#xED; stupe&#x148;) a pr&#x16F;b&#x11B;&#x17E;n&#x11B; sleduje kreditn&#xED; riziko protistrany; UniCredit Bank Czech Republic and </span><span class="t s7_79 t1l_79">Slovakia, a.s. takovou bankou je. </span><span class="t s6_79 t1m_79">8. Vlastn&#xED; kapit&#xE1;l </span><span class="t s1_79 t1o_79">Z&#xE1;kladn&#xED; kapit&#xE1;l </span><span class="t s6_79 t1n_79">8.1. </span><span class="t s7_79 t1p_79">Z&#xE1;kladn&#xED; kapit&#xE1;l je zaps&#xE1;n a vyd&#xE1;n v korun&#xE1;ch &#x10D;esk&#xFD;ch a je tvo&#x159;en 300 ks akci&#xED; na jm&#xE9;no v listinn&#xE9; podob&#x11B; ve jmenovit&#xE9; </span><span class="t s8_79 t1q_79">hodnot&#x11B; 6 800 K&#x10D;/ks. </span><span class="t s8_79 t1r_79">Majitel kmenov&#xFD;ch akci&#xED; m&#xE1; n&#xE1;rok na vyhla&#x161;ovanou dividendu a na jeden hlas na jednu akcii p&#x159;i hlasov&#xE1;n&#xED; na valn&#xFD;ch </span><span class="t s8_79 t1s_79">hromad&#xE1;ch Spole&#x10D;nosti. Z&#xE1;kladn&#xED; kapit&#xE1;l byl pln&#x11B; splacen v pr&#x16F;b&#x11B;hu roku 2018. </span><span class="t s1_79 t1t_79">8.2. Ostatn&#xED; kapit&#xE1;lov&#xE9; fondy </span><span class="t s8_79 t1u_79">Ostatn&#xED; kapit&#xE1;lov&#xE9; fondy p&#x159;edstavuj&#xED; p&#x159;&#xED;platky mimo z&#xE1;kladn&#xED; kapit&#xE1;l od mate&#x159;sk&#xE9; spole&#x10D;nosti. </span><span class="t s7_79 t1v_79">V roce 2025 do&#x161;lo k p&#x159;&#xED;r&#x16F;stku Ostatn&#xED;ch kapit&#xE1;lov&#xFD;ch fond&#x16F; ve v&#xFD;&#x161;i 96 929 tis. K&#x10D;. </span><span class="t s0_79 t1_79">79 </span></div>

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Rozhodnut&#xED; o v&#xFD;sledku hospoda&#x159;en&#xED; za &#xFA;&#x10D;etn&#xED; obdob&#xED; </span><span class="t s2_80 t3_80">Spole&#x10D;nost pl&#xE1;nuje zisk roku 2025 p&#x159;ev&#xE9;st na &#xFA;&#x10D;et Neuhrazen&#xFD;ch ztr&#xE1;t minul&#xFD;ch let. </span><span class="t s3_80 t4_80">9. Emitovan&#xE9; dluhopisy </span><span class="t s2_80 t5_80">Dne 30. ledna 2019 spole&#x10D;nost emitovala dluhopisy s ISIN CZ0003520850 v celkov&#xE9; nomin&#xE1;ln&#xED; hodnot&#x11B; 300 milion&#x16F; K&#x10D; </span><span class="t s2_80 t6_80">splatn&#xE9; v roce 2024, aby refinancovala st&#xE1;vaj&#xED;c&#xED; p&#x16F;j&#x10D;ky a financovala nov&#xE9; akvizice nemovitost&#xED; a investice do roz&#x161;i&#x159;ov&#xE1;n&#xED; </span><span class="t s2_80 t7_80">kapacity a / nebo zatraktivn&#x11B;n&#xED; st&#xE1;vaj&#xED;c&#xED;ch nemovitost&#xED;. Dne 1. &#x10D;ervna 2019 spole&#x10D;nost vydala dal&#x161;&#xED; tran&#x161;i t&#x11B;chto </span><span class="t s2_80 t8_80">dluhopis&#x16F; v celkov&#xE9; jmenovit&#xE9; hodnot&#x11B; 150 milion&#x16F; K&#x10D; v souladu s emisn&#xED;mi podm&#xED;nkami. Celkov&#xE1; jmenovit&#xE1; hodnota </span><span class="t s2_80 t9_80">emitovan&#xFD;ch dluhopis&#x16F; k 31. prosinci 2023 &#x10D;inila 450 mil. K&#x10D;. Dluhopisy byly splaceny v lednu 2024. </span><span class="t s2_80 ta_80">Spole&#x10D;nost vydala dne 29. prosince 2023 dluhopisy v celkov&#xE9; jmenovit&#xE9; hodnot&#x11B; 700 milion&#x16F; K&#x10D; splatn&#xE9; v roce 2028 za </span><span class="t s2_80 tb_80">&#xFA;&#x10D;elem refinancov&#xE1;n&#xED; dosavadn&#xED;ch dluh&#x16F; a d&#xE1;le k financov&#xE1;n&#xED; akvizic nov&#xFD;ch nemovitost&#xED; a k investic&#xED;m do roz&#x161;i&#x159;ov&#xE1;n&#xED; </span><span class="t s4_80 tc_80">kapacit a/nebo zatraktivn&#x11B;n&#xED; st&#xE1;vaj&#xED;c&#xED;ch nemovitost&#xED; (d&#xE1;le &#x201E;Dluhopisy&#x201C;). Dluhopisy byly pln&#x11B; upsan&#xE9; v lednu 2024 a jsou </span><span class="t s4_80 td_80">k&#xF3;tov&#xE1;ny a obchodov&#xE1;ny na Regulovan&#xE9;m trhu Burzy cenn&#xFD;ch pap&#xED;r&#x16F; Praha a.s. </span><span class="t s2_80 te_80">Dne 10. &#x159;&#xED;jna 2025 do&#x161;lo k nav&#xFD;&#x161;en&#xED; emise o dal&#x161;&#xED;ch 200 milion&#x16F; K&#x10D;, a to za &#xFA;&#x10D;elem financov&#xE1;n&#xED; akvizice retail parku </span><span class="t s2_80 tf_80">Ark&#xE1;da Prost&#x11B;jov. Celkov&#xE1; hodnota emise je k 31. prosinci 2025 ve v&#xFD;&#x161;i 900 milion&#x16F; K&#x10D;. </span><span class="t s2_80 tg_80">Dle prospektu dluhopisu je Spole&#x10D;nost jako emitent povinna plnit stanoven&#xE9; kovenanty a to ukazatel pom&#x11B;ru p&#x16F;j&#x10D;ky </span><span class="t s4_80 th_80">k hodnot&#x11B; nemovitosti (LTV) a ukazatel kryt&#xED; dluhov&#xE9; slu&#x17E;by (DSCR). </span><span class="t s2_80 ti_80">Ukazatel LTV znamen&#xE1; pom&#x11B;r celkov&#xE9; v&#xFD;&#x161;e konsolidovan&#xE9;ho zadlu&#x17E;en&#xED; k sou&#x10D;tu hodnoty nemovitost&#xED; a pen&#x11B;&#x17E;n&#xED;ch </span><span class="t s2_80 tj_80">prost&#x159;edk&#x16F;. Ukazatel kryt&#xED; dluhov&#xE9; slu&#x17E;by p&#x159;edstavuje celkov&#xFD; v&#xFD;nos z n&#xE1;jemn&#xE9;ho pon&#xED;&#x17E;en&#xFD; o provozn&#xED; a ostatn&#xED; </span><span class="t s2_80 tk_80">nep&#x159;efakturovateln&#xE9; n&#xE1;klady a d&#xE1;le pon&#xED;&#x17E;en&#xFD; o investice p&#x159;ipadaj&#xED;c&#xED; na vlastn&#xED;ka p&#x159;&#xED;slu&#x161;n&#xE9; nemovitosti k hodnot&#x11B; </span><span class="t s2_80 tl_80">konsolidovan&#xE9;ho zadlu&#x17E;en&#xED;. </span><span class="t s4_80 tm_80">Kovenanty pro emisi ISIN CZ0003556441: </span><span class="t s5_80 tn_80">kovenant </span><span class="t s5_80 to_80">podm&#xED;nka prospektu </span><span class="t s5_80 tp_80">31.12.2025 </span><span class="t s6_80 tq_80">koment&#xE1;&#x159; </span><span class="t s7_80 tr_80">LTV </span><span class="t s7_80 ts_80">&lt; 72,5 % </span><span class="t s7_80 tt_80">64,84 % </span><span class="t s8_80 tu_80">spln&#x11B;no </span><span class="t s8_80 tv_80">kryt&#xED; dluhov&#xE9; slu&#x17E;by </span><span class="t s7_80 tw_80">&gt; 6 % </span><span class="t s7_80 tx_80">8,75 % </span><span class="t s8_80 ty_80">spln&#x11B;no </span><span class="t s5_80 t11_80">Nomin&#xE1;ln&#xED; </span><span class="t s5_80 t13_80">Efektivn&#xED; </span><span class="t s6_80 t15_80">&#xDA;&#x10D;etn&#xED; </span><span class="t s5_80 tz_80">31.12.2025 </span><span class="t s6_80 t10_80">M&#x11B;na </span><span class="t s5_80 t12_80">hodnota </span><span class="t s5_80 t14_80">&#xFA;rokov&#xE1; m&#xED;ra </span><span class="t s5_80 t16_80">hodnota </span><span class="t s7_80 t17_80">Emitovan&#xE9; dluhopisy (ISIN CZ0003556441) </span><span class="t s7_80 t18_80">CZK </span><span class="t s7_80 t19_80">700 000 / 200 000 </span><span class="t s7_80 t1a_80">9,40 % / 8,30 % </span><span class="t s5_80 t1b_80">892 336 </span><span class="t s5_80 t1e_80">Nomin&#xE1;ln&#xED; </span><span class="t s5_80 t1g_80">Efektivn&#xED; </span><span class="t s6_80 t1i_80">&#xDA;&#x10D;etn&#xED; </span><span class="t s5_80 t1c_80">31.12.2024 </span><span class="t s6_80 t1d_80">M&#x11B;na </span><span class="t s5_80 t1f_80">hodnota </span><span class="t s5_80 t1h_80">&#xFA;rokov&#xE1; m&#xED;ra </span><span class="t s5_80 t1j_80">hodnota </span><span class="t s7_80 t1k_80">Emitovan&#xE9; dluhopisy (ISIN CZ0003556441) </span><span class="t s7_80 t1l_80">CZK </span><span class="t s7_80 t1m_80">700 000 </span><span class="t s7_80 t1n_80">9,40 % </span><span class="t s5_80 t1o_80">686 771 </span><span class="t s3_80 t1p_80">10. &#xDA;v&#x11B;ry a p&#x16F;j&#x10D;ky </span><span class="t s8_80 t1q_80">P&#x159;ijat&#xE9; p&#x16F;j&#x10D;ky od sp&#x159;&#xED;zn&#x11B;n&#xFD;ch stran </span><span class="t s7_80 t1r_80">247 888 </span><span class="t s7_80 t1s_80">286 727 </span><span class="t s8_80 t1t_80">Bankovn&#xED; &#xFA;v&#x11B;ry </span><span class="t s7_80 t1u_80">0 </span><span class="t s7_80 t1v_80">0 </span><span class="t s5_80 t1w_80">Celkem </span><span class="t s5_80 t1x_80">247 888 </span><span class="t s5_80 t1y_80">286 727 </span><span class="t s2_80 t1z_80">P&#x159;ijat&#xE9; p&#x16F;j&#x10D;ky od sp&#x159;&#xED;zn&#x11B;n&#xFD;ch stran jsou splatn&#xE9; na po&#x17E;&#xE1;d&#xE1;n&#xED;, proto jsou klasifikov&#xE1;ny jako kr&#xE1;tkodob&#xE9;. </span><span class="t s2_80 t20_80">Bankovn&#xED; &#xFA;v&#x11B;r byl splacen&#xFD; v dubnu 2024. </span><span class="t s0_80 t1_80">80 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " 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style="width:909px;height:1286px"/></div><span class="t s1_81 t2_81">Odsouhlasen&#xED; pohyb&#x16F; &#xFA;v&#x11B;r&#x16F; a p&#x16F;j&#x10D;ek s pen&#x11B;&#x17E;n&#xED;mi toky vypl&#xFD;vaj&#xED;c&#xED;mi z finan&#x10D;n&#xED; &#x10D;innosti: </span><span class="t s3_81 t5_81">&#xDA;v&#x11B;ry od </span><span class="t s2_81 t3_81">Bankovn&#xED; </span><span class="t s2_81 t8_81">Vydan&#xE9; </span><span class="t s3_81 t6_81">sp&#x159;&#xED;zn&#x11B;n&#xFD;ch </span><span class="t s2_81 ta_81">Celkem </span><span class="t s3_81 t4_81">&#xFA;v&#x11B;r </span><span class="t s2_81 t9_81">dluhopisy </span><span class="t s2_81 t7_81">osob </span><span class="t s2_81 tb_81">Stav k 1.1.2024 </span><span class="t s2_81 tc_81">261 944 </span><span class="t s2_81 td_81">115 741 </span><span class="t s2_81 te_81">822 938 </span><span class="t s2_81 tf_81">1 200 623 </span><span class="t s4_81 tg_81">Pen&#x11B;&#x17E;n&#xED; toky z financov&#xE1;n&#xED; </span><span class="t s5_81 th_81">P&#x159;&#xED;jmy z emise dluhopis&#x16F; </span><span class="t s6_81 ti_81">125 320 </span><span class="t s6_81 tj_81">125 320 </span><span class="t s5_81 tk_81">P&#x159;&#xED;jmy z &#xFA;v&#x11B;ru a p&#x16F;j&#x10D;ek </span><span class="t s6_81 tl_81">584 269 </span><span class="t s6_81 tm_81">584 269 </span><span class="t s5_81 tn_81">Spl&#xE1;tky z &#xFA;v&#x11B;ru a p&#x16F;j&#x10D;ek </span><span class="t s6_81 to_81">-250 000 </span><span class="t s6_81 tp_81">-425 678 </span><span class="t s6_81 tq_81">-675 678 </span><span class="t s6_81 tr_81">Zaplacen&#xFD; &#xFA;rok </span><span class="t s6_81 ts_81">-20 263 </span><span class="t s6_81 tt_81">-67 406 </span><span class="t s6_81 tu_81">-87 669 </span><span class="t s6_81 tv_81">-270 263 </span><span class="t s6_81 tw_81">158 592 </span><span class="t s6_81 tx_81">57 915 </span><span class="t s6_81 ty_81">-53 757 </span><span class="t s7_81 tz_81">Ostatn&#xED; pohyby </span><span class="t s5_81 t10_81">Kapitalizace p&#x16F;j&#x10D;ek </span><span class="t s6_81 t11_81">0 </span><span class="t s6_81 t12_81">N&#xE1;kladov&#xFD; &#xFA;rok </span><span class="t s6_81 t13_81">6 097 </span><span class="t s6_81 t14_81">11 200 </span><span class="t s6_81 t15_81">65 340 </span><span class="t s6_81 t16_81">82 638 </span><span class="t s5_81 t17_81">Odkup dluhopis&#x16F; </span><span class="t s6_81 t18_81">-257 340 </span><span class="t s6_81 t19_81">-257 340 </span><span class="t s6_81 t1a_81">Ostatn&#xED; </span><span class="t s6_81 t1b_81">2 222 </span><span class="t s6_81 t1c_81">1 194 </span><span class="t s6_81 t1d_81">-2 082 </span><span class="t s6_81 t1e_81">1 334 </span><span class="t s6_81 t1f_81">8 319 </span><span class="t s6_81 t1g_81">12 394 </span><span class="t s6_81 t1h_81">-194 082 </span><span class="t s6_81 t1i_81">-173 368 </span><span class="t s2_81 t1j_81">Stav k 31.12.2024 </span><span class="t s2_81 t1k_81">0 </span><span class="t s2_81 t1l_81">286 727 </span><span class="t s2_81 t1m_81">686 771 </span><span class="t s2_81 t1n_81">973 498 </span><span class="t s2_81 t1o_81">Stav k 1.1.2025 </span><span class="t s2_81 t1p_81">0 </span><span class="t s2_81 t1q_81">286 727 </span><span class="t s2_81 t1r_81">686 771 </span><span class="t s2_81 t1s_81">973 498 </span><span class="t s4_81 t1t_81">Pen&#x11B;&#x17E;n&#xED; toky z financov&#xE1;n&#xED; </span><span class="t s5_81 t1u_81">P&#x159;&#xED;jmy z emise dluhopis&#x16F; </span><span class="t s6_81 t1v_81">206 000 </span><span class="t s6_81 t1w_81">206 000 </span><span class="t s5_81 t1x_81">P&#x159;&#xED;jmy z &#xFA;v&#x11B;ru a p&#x16F;j&#x10D;ek </span><span class="t s6_81 t1y_81">185 304 </span><span class="t s6_81 t1z_81">185 304 </span><span class="t s5_81 t20_81">Spl&#xE1;tky z &#xFA;v&#x11B;ru a p&#x16F;j&#x10D;ek </span><span class="t s6_81 t21_81">0 </span><span class="t s6_81 t22_81">(138 020) </span><span class="t s6_81 t23_81">-138 020 </span><span class="t s6_81 t24_81">Zaplacen&#xFD; &#xFA;rok </span><span class="t s6_81 t25_81">0 </span><span class="t s6_81 t26_81">(63 974) </span><span class="t s6_81 t27_81">-63 974 </span><span class="t s6_81 t28_81">0 </span><span class="t s6_81 t29_81">47 284 </span><span class="t s6_81 t2a_81">142 026 </span><span class="t s6_81 t2b_81">189 310 </span><span class="t s7_81 t2c_81">Ostatn&#xED; pohyby </span><span class="t s5_81 t2d_81">Kapitalizace p&#x16F;j&#x10D;ek </span><span class="t s6_81 t2e_81">(96 929) </span><span class="t s6_81 t2f_81">(96 929) </span><span class="t s6_81 t2g_81">N&#xE1;kladov&#xFD; &#xFA;rok </span><span class="t s6_81 t2h_81">0 </span><span class="t s6_81 t2i_81">17 275 </span><span class="t s6_81 t2j_81">66 939 </span><span class="t s6_81 t2k_81">84 214 </span><span class="t s5_81 t2l_81">Odkup dluhopis&#x16F; </span><span class="t s6_81 t2m_81">0 </span><span class="t s6_81 t2n_81">0 </span><span class="t s6_81 t2o_81">Ostatn&#xED; </span><span class="t s6_81 t2p_81">(6 469) </span><span class="t s6_81 t2q_81">(3 400) </span><span class="t s6_81 t2r_81">(9 869) </span><span class="t s6_81 t2s_81">0 </span><span class="t s6_81 t2t_81">(86 123) </span><span class="t s6_81 t2u_81">63 539 </span><span class="t s6_81 t2v_81">-22 584 </span><span class="t s2_81 t2w_81">Stav k 31.12.2025 </span><span class="t s2_81 t2x_81">0 </span><span class="t s2_81 t2y_81">247 888 </span><span class="t s2_81 t2z_81">892 336 </span><span class="t s2_81 t30_81">1 140 224 </span><span class="t s8_81 t31_81">11. Ostatn&#xED; kr&#xE1;tkodob&#xE9; z&#xE1;vazky </span><span class="t s9_81 t32_81">Ostatn&#xED; kr&#xE1;tkodob&#xE9; z&#xE1;vazky p&#x159;edstavuj&#xED; k 31. prosinci 2025 dohadn&#xE9; polo&#x17E;ky pasivn&#xED; t&#xFD;kaj&#xED;c&#xED; se p&#x159;ijat&#xFD;ch slu&#x17E;eb ve v&#xFD;&#x161;i </span><span class="t sa_81 t33_81">712 tis. K&#x10D; (k 31. prosinci 2024: 357 tis. K&#x10D;) a z&#xE1;vazky z obchodn&#xED;ch vztah&#x16F; ve v&#xFD;&#x161;i 3 520 tis. K&#x10D; (2024: 368 tis. K&#x10D;). </span><span class="t s9_81 t34_81">V&#x161;echny z&#xE1;vazky jsou splatn&#xE9; do 12 m&#x11B;s&#xED;c&#x16F; od rozvahov&#xE9;ho dne. </span><span class="t s8_81 t35_81">12. Zam&#x11B;stnanci </span><span class="t s9_81 t36_81">Spole&#x10D;nost ve sledovan&#xE9;m ani v minul&#xE9;m &#xFA;&#x10D;etn&#xED;m obdob&#xED; nem&#x11B;la &#x17E;&#xE1;dn&#xE9; zam&#x11B;stnance. </span><span class="t s8_81 t37_81">13. &#xDA;rokov&#xE9; v&#xFD;nosy </span><span class="t s2_81 t38_81">2025 </span><span class="t s2_81 t39_81">2024 </span><span class="t s5_81 t3a_81">V&#xFD;nosov&#xE9; &#xFA;roky od sp&#x159;&#xED;zn&#x11B;n&#xFD;ch osob </span><span class="t s6_81 t3b_81">70 083 </span><span class="t s6_81 t3c_81">53 035 </span><span class="t s5_81 t3d_81">V&#xFD;nosov&#xE9; &#xFA;roky od t&#x159;et&#xED;ch stran </span><span class="t s6_81 t3e_81">225 </span><span class="t s6_81 t3f_81">1 269 </span><span class="t s2_81 t3g_81">&#xDA;rokov&#xE9; v&#xFD;nosy CELKEM </span><span class="t s2_81 t3h_81">70 308 </span><span class="t s2_81 t3i_81">54 304 </span><span class="t s0_81 t1_81">81 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,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" style="width:909px;height:1286px"/></div><span class="t s1_82 t2_82">Dal&#x161;&#xED; informace k v&#xFD;nos&#x16F;m od sp&#x159;&#xED;zn&#x11B;n&#xFD;ch osob jsou uvedeny v bod&#x11B; 17 P&#x159;&#xED;lohy. V&#x161;echny &#xFA;rokov&#xE9; v&#xFD;nosy se vztahuj&#xED; </span><span class="t s2_82 t3_82">k finan&#x10D;n&#xED;m aktiv&#x16F;m vykazovan&#xFD;m v nab&#x11B;hl&#xE9; hodnot&#x11B; a jsou kalkulov&#xE1;ny pomoc&#xED; metody efektivn&#xED; &#xFA;rokov&#xE9; m&#xED;ry. </span><span class="t s3_82 t4_82">14. &#xDA;rokov&#xE9; n&#xE1;klady </span><span class="t s4_82 t5_82">2025 </span><span class="t s4_82 t6_82">2024 </span><span class="t s5_82 t7_82">&#xDA;rokov&#xE9; n&#xE1;klady z dluhopis&#x16F; </span><span class="t s6_82 t8_82">(66 939) </span><span class="t s6_82 t9_82">(65 340) </span><span class="t s6_82 ta_82">&#xDA;rokov&#xE9; n&#xE1;klady z p&#x159;ijat&#xFD;ch &#xFA;v&#x11B;r&#x16F; </span><span class="t s6_82 tb_82">(17 296) </span><span class="t s6_82 tc_82">(11 200) </span><span class="t s6_82 td_82">Bankovn&#xED; &#xFA;roky </span><span class="t s6_82 te_82">0 </span><span class="t s6_82 tf_82">(6 098) </span><span class="t s4_82 tg_82">&#xDA;rokov&#xE9; n&#xE1;klady CELKEM </span><span class="t s4_82 th_82">(84 235) </span><span class="t s4_82 ti_82">(82 638) </span><span class="t s1_82 tj_82">Spole&#x10D;nost &#xFA;rokov&#xE9; n&#xE1;klady &#xFA;&#x10D;tuje za pou&#x17E;it&#xED; efektivn&#xED; &#xFA;rokov&#xE9; m&#xED;ry. </span><span class="t s2_82 tk_82">Bankovn&#xED; &#xFA;roky v roce 2024 jsou tvo&#x159;eny z titulu uzav&#x159;en&#xE9;ho bankovn&#xED;ho &#xFA;v&#x11B;ru s J&amp;T banka, kter&#xFD; byl v roce 2024 </span><span class="t s2_82 tl_82">splacen. </span><span class="t s3_82 tm_82">15. Provozn&#xED; n&#xE1;klady </span><span class="t s2_82 tn_82">Provozn&#xED; n&#xE1;klady v celkov&#xE9; v&#xFD;&#x161;i 1 583 tis. K&#x10D; (2024: 3 590 tis. K&#x10D;) p&#x159;edstavuj&#xED; zejm&#xE9;na n&#xE1;klady na audit, &#xFA;&#x10D;etn&#xED; a </span><span class="t s1_82 to_82">poradensk&#xE9; slu&#x17E;by ve v&#xFD;&#x161;i 1 226 tis. K&#x10D; (2024: 1 995 tis. K&#x10D;). V p&#x159;ede&#x161;l&#xE9;m roce byl provozn&#xED; n&#xE1;klady tvo&#x159;eny t&#xE9;&#x17E; </span><span class="t s2_82 tp_82">bankovn&#xED;mi poplatky ve v&#xFD;&#x161;i 2 222 tis. K&#x10D; z titulu uzav&#x159;en&#xE9;ho bankovn&#xED;ho &#xFA;v&#x11B;ru s J&amp;T banka, kter&#xFD; byl v roce 2024 </span><span class="t s2_82 tq_82">splacen. Bankovn&#xED; poplatky tak byly v roce 2025 0 K&#x10D;. </span><span class="t s3_82 tr_82">16. &#x158;&#xED;zen&#xED; rizik </span><span class="t s1_82 ts_82">&#x158;&#xED;zen&#xED; rizika vypl&#xFD;vaj&#xED;c&#xED;ho z finan&#x10D;n&#xED;ch n&#xE1;stroj&#x16F; m&#xE1; z&#xE1;sadn&#xED; v&#xFD;znam pro podnik&#xE1;n&#xED; Spole&#x10D;nosti a je z&#xE1;kladn&#xED;m prvkem </span><span class="t s2_82 tt_82">jej&#xED;ch operac&#xED;. Hlavn&#xED; rizika, kter&#xE1; souvisej&#xED; s &#xFA;&#x10D;ast&#xED; v dce&#x159;in&#xFD;ch spole&#x10D;nostech a spole&#x10D;n&#xFD;ch podnic&#xED;ch, spo&#x10D;&#xED;vaj&#xED; v riziku </span><span class="t s1_82 tu_82">sn&#xED;&#x17E;en&#xED; hodnoty z d&#x16F;vodu nep&#x159;&#xED;zniv&#xFD;ch hospod&#xE1;&#x159;sk&#xFD;ch podm&#xED;nek. Spole&#x10D;nost &#x159;&#xED;d&#xED; toto riziko pomoc&#xED; sledov&#xE1;n&#xED; v&#xFD;voje </span><span class="t s2_82 tv_82">na trz&#xED;ch s pou&#x17E;it&#xED;m solidn&#xED;ch investi&#x10D;n&#xED;ch rozhodnut&#xED; a &#x159;&#xE1;dn&#xE9;ho &#x159;&#xED;zen&#xED; likvidity. P&#x159;edstavenstvo nese celkovou </span><span class="t s1_82 tw_82">odpov&#x11B;dnost za stanoven&#xED; r&#xE1;mce &#x159;&#xED;zen&#xED; rizik Spole&#x10D;nosti a za dohled nad t&#xED;mto r&#xE1;mcem. </span><span class="t s7_82 tx_82">16.1. &#xDA;v&#x11B;rov&#xE9; riziko </span><span class="t s1_82 ty_82">&#xDA;v&#x11B;rov&#xE9; riziko je riziko toho, &#x17E;e jedna ze stran finan&#x10D;n&#xED;ho n&#xE1;stroje nespln&#xED; svou povinnost a zp&#x16F;sob&#xED; druh&#xE9; stran&#x11B; </span><span class="t s1_82 tz_82">finan&#x10D;n&#xED; ztr&#xE1;tu, bez ohledu na re&#xE1;lnou hodnotu zaji&#x161;t&#x11B;n&#xED;. Ke koncentraci &#xFA;v&#x11B;rov&#xE9;ho rizika doch&#xE1;z&#xED; tehdy, kdy&#x17E; se &#x159;ada </span><span class="t s1_82 t10_82">protistran zab&#xFD;v&#xE1; podobn&#xFD;mi obchodn&#xED;mi &#x10D;innostmi nebo m&#xE1; podobn&#xE9; ekonomick&#xE9; charakteristiky, kter&#xE9; zp&#x16F;sob&#xED;, &#x17E;e </span><span class="t s2_82 t11_82">jejich schopnost plnit smluvn&#xED; z&#xE1;vazky bude podobn&#x11B; ovlivn&#x11B;na zm&#x11B;na hospod&#xE1;&#x159;sk&#xFD;ch, politick&#xFD;ch a dal&#x161;&#xED;ch podm&#xED;nek. </span><span class="t s1_82 t12_82">Maxim&#xE1;ln&#xED; vystaven&#xED; Spole&#x10D;nosti &#xFA;v&#x11B;rov&#xE9;mu riziku u slo&#x17E;ek v&#xFD;kazu o finan&#x10D;n&#xED; situaci k 31. prosinci 2025 a k 31. prosinci </span><span class="t s2_82 t13_82">2024 je &#xFA;&#x10D;etn&#xED; hodnota ka&#x17E;d&#xE9; t&#x159;&#xED;dy finan&#x10D;n&#xED;ch n&#xE1;stroj&#x16F;. ECL t&#xFD;kaj&#xED;c&#xED; se pen&#x11B;z a pen&#x11B;&#x17E;n&#xED;ch ekvivalent&#x16F; nen&#xED; v&#xFD;znamn&#xE9;. </span><span class="t s1_82 t14_82">&#xDA;v&#x11B;rov&#xE9; riziko vypl&#xFD;v&#xE1; ze smluv Spole&#x10D;nosti s podniky ve skupin&#x11B; a z jejich potenci&#xE1;ln&#xED;ho prodlen&#xED; s vypl&#xE1;cen&#xED;m &#xFA;v&#x11B;r&#x16F;. </span><span class="t s1_82 t15_82">Maxim&#xE1;ln&#xED; expozice &#xFA;v&#x11B;rov&#xE9;mu riziku u pohled&#xE1;vek z poskytnut&#xFD;ch &#xFA;v&#x11B;r&#x16F; ve skupin&#x11B;: </span><span class="t s4_82 t16_82">31.12.2025 </span><span class="t s4_82 t17_82">31.12.2024 </span><span class="t s5_82 t18_82">&#xDA;v&#x11B;ry poskytnut&#xE9; ve skupin&#x11B; </span><span class="t s6_82 t19_82">887 469 </span><span class="t s6_82 t1a_82">685 159 </span><span class="t s5_82 t1b_82">Opravn&#xE1; polo&#x17E;ka </span><span class="t s6_82 t1c_82">(10 774) </span><span class="t s6_82 t1d_82">(35 165) </span><span class="t s8_82 t1e_82">&#xDA;v&#x11B;ry poskytnut&#xE9; ve skupin&#x11B;, netto </span><span class="t s4_82 t1f_82">876 695 </span><span class="t s4_82 t1g_82">649 994 </span><span class="t s1_82 t1h_82">V&#x161;echny &#xFA;v&#x11B;ry ve skupin&#x11B; jsou splatn&#xE9; na po&#x17E;&#xE1;d&#xE1;n&#xED;, jsou proto klasifikovan&#xE9; jako kr&#xE1;tkodob&#xE9;. </span><span class="t s0_82 t1_82">82 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " 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" style="width:909px;height:1286px"/></div><span class="t s1_83 t2_83">Hrub&#xE1; hodnota &#xFA;v&#x11B;r&#x16F; </span><span class="t s1_83 t3_83">Stupe&#x148; 1 </span><span class="t s1_83 t4_83">Stupe&#x148; 2 </span><span class="t s1_83 t5_83">Stupe&#x148; 3 </span><span class="t s2_83 t6_83">P </span><span class="t s2_83 t7_83">Celkem </span><span class="t s3_83 t8_83">Celkem k 1. lednu 2025 </span><span class="t s3_83 t9_83">510 020 </span><span class="t s3_83 ta_83">175 139 </span><span class="t s3_83 tb_83">0 </span><span class="t s3_83 tc_83">0 </span><span class="t s3_83 td_83">685 159 </span><span class="t s4_83 te_83">Zv&#xFD;&#x161;en&#xED; z d&#x16F;vodu vzniku a akvizice &#x2013; </span><span class="t s2_83 tg_83">0 </span><span class="t s5_83 tf_83">brutto </span><span class="t s4_83 th_83">Pohyb &#xFA;roku (nab&#x11B;hl&#xFD; minus </span><span class="t s5_83 tj_83">(18 891) </span><span class="t s5_83 tk_83">(11 423) </span><span class="t s5_83 tl_83">0 </span><span class="t s5_83 tm_83">0 </span><span class="t s2_83 tn_83">(30 314) </span><span class="t s5_83 ti_83">zaplacen&#xFD;) </span><span class="t s4_83 to_83">&#x10C;&#xE1;ste&#x10D;n&#xE9; splacen&#xED; jistiny / &#x10D;erp&#xE1;n&#xED; </span><span class="t s5_83 tq_83">271 419 </span><span class="t s5_83 tr_83">(38 794) </span><span class="t s5_83 ts_83">0 </span><span class="t s5_83 tt_83">0 </span><span class="t s2_83 tu_83">232 625 </span><span class="t s4_83 tp_83">&#xFA;v&#x11B;ru v pr&#x16F;b&#x11B;hu obdob&#xED; </span><span class="t s4_83 tv_83">P&#x159;evody: </span><span class="t s2_83 tw_83">0 </span><span class="t s5_83 tx_83">- p&#x159;evody do Stupn&#x11B; 1 </span><span class="t s5_83 ty_83">0 </span><span class="t s5_83 tz_83">0 </span><span class="t s2_83 t10_83">0 </span><span class="t s5_83 t11_83">- p&#x159;evody do Stupn&#x11B; 2 </span><span class="t s5_83 t12_83">0 </span><span class="t s5_83 t13_83">0 </span><span class="t s2_83 t14_83">0 </span><span class="t s5_83 t15_83">- p&#x159;evody do Stupn&#x11B; 3 </span><span class="t s5_83 t16_83">0 </span><span class="t s5_83 t17_83">0 </span><span class="t s5_83 t18_83">0 </span><span class="t s5_83 t19_83">0 </span><span class="t s2_83 t1a_83">0 </span><span class="t s3_83 t1b_83">Celkem k 31. prosinci 2025 </span><span class="t s3_83 t1c_83">762 548 </span><span class="t s3_83 t1d_83">124 922 </span><span class="t s3_83 t1e_83">0 </span><span class="t s3_83 t1f_83">0 </span><span class="t s3_83 t1g_83">887 469 </span><span class="t s1_83 t1h_83">OP k &#xFA;v&#x11B;r&#x16F;m </span><span class="t s1_83 t1i_83">Stupe&#x148; 1 </span><span class="t s1_83 t1j_83">Stupe&#x148; 2 </span><span class="t s1_83 t1k_83">Stupe&#x148; 3 </span><span class="t s2_83 t1l_83">POCI </span><span class="t s2_83 t1m_83">Celkem </span><span class="t s3_83 t1n_83">Celkem k 1. lednu 2025 </span><span class="t s3_83 t1o_83">(9 803) </span><span class="t s3_83 t1p_83">(25 362) </span><span class="t s3_83 t1q_83">0 </span><span class="t s3_83 t1r_83">0 </span><span class="t s3_83 t1s_83">(35 165) </span><span class="t s4_83 t1t_83">Zv&#xFD;&#x161;en&#xED; z d&#x16F;vodu vzniku a akvizice &#x2013; </span><span class="t s5_83 t1v_83">0 </span><span class="t s5_83 t1w_83">0 </span><span class="t s5_83 t1x_83">0 </span><span class="t s2_83 t1y_83">0 </span><span class="t s5_83 t1u_83">brutto </span><span class="t s4_83 t1z_83">P&#x159;evody: </span><span class="t s2_83 t20_83">0 </span><span class="t s5_83 t21_83">- p&#x159;evody do Stupn&#x11B; 1 </span><span class="t s5_83 t22_83">0 </span><span class="t s5_83 t23_83">0 </span><span class="t s2_83 t24_83">0 </span><span class="t s5_83 t25_83">- p&#x159;evody do Stupn&#x11B; 2 </span><span class="t s5_83 t26_83">0 </span><span class="t s5_83 t27_83">0 </span><span class="t s2_83 t28_83">0 </span><span class="t s5_83 t29_83">- p&#x159;evody do Stupn&#x11B; 3 </span><span class="t s5_83 t2a_83">0 </span><span class="t s5_83 t2b_83">0 </span><span class="t s5_83 t2c_83">0 </span><span class="t s5_83 t2d_83">0 </span><span class="t s2_83 t2e_83">0 </span><span class="t s4_83 t2f_83">&#x10C;ist&#xE1; zm&#x11B;na &#xFA;v&#x11B;rov&#xE9;ho rizika </span><span class="t s5_83 t2g_83">2 878 </span><span class="t s5_83 t2h_83">21 513 </span><span class="t s5_83 t2i_83">0 </span><span class="t s5_83 t2j_83">0 </span><span class="t s2_83 t2k_83">24 391 </span><span class="t s5_83 t2l_83">0 </span><span class="t s5_83 t2m_83">0 </span><span class="t s5_83 t2n_83">0 </span><span class="t s5_83 t2o_83">0 </span><span class="t s2_83 t2p_83">0 </span><span class="t s3_83 t2q_83">Celkem k 31. prosinci 2025 </span><span class="t s3_83 t2r_83">(6 925) </span><span class="t s3_83 t2s_83">(3 849) </span><span class="t s3_83 t2t_83">0 </span><span class="t s3_83 t2u_83">0 </span><span class="t s3_83 t2v_83">(10 774) </span><span class="t s1_83 t2w_83">Hrub&#xE1; hodnota &#xFA;v&#x11B;r&#x16F; </span><span class="t s1_83 t2x_83">Stupe&#x148; 1 </span><span class="t s1_83 t2y_83">Stupe&#x148; 2 </span><span class="t s1_83 t2z_83">Stupe&#x148; 3 </span><span class="t s2_83 t30_83">POCI </span><span class="t s2_83 t31_83">Celkem </span><span class="t s3_83 t32_83">Celkem k 1. lednu 2024 </span><span class="t s3_83 t33_83">550 098 </span><span class="t s3_83 t34_83">104 219 </span><span class="t s3_83 t35_83">0 </span><span class="t s3_83 t36_83">0 </span><span class="t s3_83 t37_83">654 317 </span><span class="t s4_83 t38_83">Zv&#xFD;&#x161;en&#xED; z d&#x16F;vodu vzniku a akvizice &#x2013; </span><span class="t s5_83 t3a_83">0 </span><span class="t s5_83 t3b_83">0 </span><span class="t s5_83 t3c_83">0 </span><span class="t s5_83 t3d_83">0 </span><span class="t s2_83 t3e_83">0 </span><span class="t s5_83 t39_83">brutto </span><span class="t s4_83 t3f_83">Pohyb &#xFA;roku (nab&#x11B;hl&#xFD; minus </span><span class="t s5_83 t3h_83">(49 065) </span><span class="t s5_83 t3i_83">5 958 </span><span class="t s5_83 t3j_83">0 </span><span class="t s5_83 t3k_83">0 </span><span class="t s2_83 t3l_83">(43 107) </span><span class="t s5_83 t3g_83">zaplacen&#xFD;) </span><span class="t s4_83 t3m_83">&#x10C;&#xE1;ste&#x10D;n&#xE9; splacen&#xED; jistiny / &#x10D;erp&#xE1;n&#xED; </span><span class="t s5_83 t3o_83">(19 277) </span><span class="t s5_83 t3p_83">93 226 </span><span class="t s5_83 t3q_83">0 </span><span class="t s5_83 t3r_83">0 </span><span class="t s2_83 t3s_83">73 949 </span><span class="t s4_83 t3n_83">&#xFA;v&#x11B;ru v pr&#x16F;b&#x11B;hu obdob&#xED; </span><span class="t s4_83 t3t_83">P&#x159;evody: </span><span class="t s5_83 t3u_83">- p&#x159;evody do Stupn&#x11B; 1 </span><span class="t s5_83 t3v_83">28 264 </span><span class="t s5_83 t3w_83">(28 264) </span><span class="t s5_83 t3x_83">0 </span><span class="t s5_83 t3y_83">0 </span><span class="t s2_83 t3z_83">0 </span><span class="t s5_83 t40_83">- p&#x159;evody do Stupn&#x11B; 2 </span><span class="t s5_83 t41_83">0 </span><span class="t s5_83 t42_83">0 </span><span class="t s5_83 t43_83">0 </span><span class="t s5_83 t44_83">0 </span><span class="t s2_83 t45_83">0 </span><span class="t s5_83 t46_83">- p&#x159;evody do Stupn&#x11B; 3 </span><span class="t s5_83 t47_83">0 </span><span class="t s5_83 t48_83">0 </span><span class="t s5_83 t49_83">0 </span><span class="t s5_83 t4a_83">0 </span><span class="t s2_83 t4b_83">0 </span><span class="t s3_83 t4c_83">Celkem k 31. prosinci 2024 </span><span class="t s3_83 t4d_83">510 020 </span><span class="t s3_83 t4e_83">175 139 </span><span class="t s3_83 t4f_83">0 </span><span class="t s3_83 t4g_83">0 </span><span class="t s3_83 t4h_83">685 159 </span><span class="t s0_83 t1_83">83 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " 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style="width:909px;height:1286px"/></div><span class="t s1_84 t2_84">OP k &#xFA;v&#x11B;r&#x16F;m </span><span class="t s1_84 t3_84">Stupe&#x148; 1 </span><span class="t s1_84 t4_84">Stupe&#x148; 2 </span><span class="t s1_84 t5_84">Stupe&#x148; 3 </span><span class="t s2_84 t6_84">POCI </span><span class="t s2_84 t7_84">Celkem </span><span class="t s3_84 t8_84">Celkem k 1. lednu 2024 </span><span class="t s3_84 t9_84">(10 723) </span><span class="t s3_84 ta_84">(32 306) </span><span class="t s3_84 tb_84">0 </span><span class="t s3_84 tc_84">0 </span><span class="t s3_84 td_84">(43 029) </span><span class="t s4_84 te_84">Zv&#xFD;&#x161;en&#xED; z d&#x16F;vodu vzniku a akvizice &#x2013; </span><span class="t s5_84 tg_84">0 </span><span class="t s5_84 th_84">0 </span><span class="t s5_84 ti_84">0 </span><span class="t s2_84 tj_84">0 </span><span class="t s5_84 tf_84">brutto </span><span class="t s4_84 tk_84">P&#x159;evody: </span><span class="t s2_84 tl_84">0 </span><span class="t s5_84 tm_84">- p&#x159;evody do Stupn&#x11B; 1 </span><span class="t s5_84 tn_84">(16 730) </span><span class="t s5_84 to_84">16 730 </span><span class="t s5_84 tp_84">0 </span><span class="t s5_84 tq_84">0 </span><span class="t s2_84 tr_84">0 </span><span class="t s5_84 ts_84">- p&#x159;evody do Stupn&#x11B; 2 </span><span class="t s5_84 tt_84">0 </span><span class="t s5_84 tu_84">0 </span><span class="t s5_84 tv_84">0 </span><span class="t s5_84 tw_84">0 </span><span class="t s2_84 tx_84">0 </span><span class="t s5_84 ty_84">- p&#x159;evody do Stupn&#x11B; 3 </span><span class="t s5_84 tz_84">0 </span><span class="t s5_84 t10_84">0 </span><span class="t s5_84 t11_84">0 </span><span class="t s5_84 t12_84">0 </span><span class="t s2_84 t13_84">0 </span><span class="t s4_84 t14_84">&#x10C;ist&#xE1; zm&#x11B;na &#xFA;v&#x11B;rov&#xE9;ho rizika </span><span class="t s5_84 t15_84">17 650 </span><span class="t s5_84 t16_84">(9 786) </span><span class="t s5_84 t17_84">0 </span><span class="t s5_84 t18_84">0 </span><span class="t s2_84 t19_84">7 864 </span><span class="t s5_84 t1a_84">0 </span><span class="t s5_84 t1b_84">0 </span><span class="t s5_84 t1c_84">0 </span><span class="t s5_84 t1d_84">0 </span><span class="t s2_84 t1e_84">0 </span><span class="t s3_84 t1f_84">Celkem k 31. prosinci 2024 </span><span class="t s3_84 t1g_84">(9 803) </span><span class="t s3_84 t1h_84">(25 362) </span><span class="t s3_84 t1i_84">0 </span><span class="t s3_84 t1j_84">0 </span><span class="t s3_84 t1k_84">(35 165) </span><span class="t s6_84 t1l_84">16.2. &#xDA;rokov&#xE9; riziko </span><span class="t s7_84 t1m_84">&#xDA;rokov&#xE9; riziko je riziko, &#x17E;e hodnota finan&#x10D;n&#xED;ho n&#xE1;stroje bude kol&#xED;sat v d&#x16F;sledku zm&#x11B;n tr&#x17E;n&#xED;ch &#xFA;rokov&#xFD;ch sazeb. Doba, </span><span class="t s7_84 t1n_84">po kterou je &#xFA;rokov&#xE1; sazba pro finan&#x10D;n&#xED; n&#xE1;stroj fixov&#xE1;na, ukazuje, do jak&#xE9; m&#xED;ry je vystavena &#xFA;rokov&#xE9;mu riziku. N&#xED;&#x17E;e </span><span class="t s8_84 t1o_84">uveden&#xE1; tabulka poskytuje informace o rozsahu &#xFA;rokov&#xE9; expozice Skupiny na z&#xE1;klad&#x11B; smluvn&#xED;ho data splatnosti jej&#xED;ch </span><span class="t s7_84 t1p_84">finan&#x10D;n&#xED;ch n&#xE1;stroj&#x16F; nebo, v p&#x159;&#xED;pad&#x11B; n&#xE1;stroj&#x16F;, kter&#xE9; p&#x159;ece&#x148;uj&#xED; tr&#x17E;n&#xED; &#xFA;rokovou sazbu p&#x159;ed splatnost&#xED;, na dal&#x161;&#xED; p&#x159;ece&#x148;ov&#xE1;n&#xED; </span><span class="t s7_84 t1q_84">datum. &#xDA;rokov&#x11B; citliv&#xE1; finan&#x10D;n&#xED; aktiva a pasiva jsou za&#x159;azov&#xE1;na do sloupc&#x16F; dle data nejbli&#x17E;&#x161;&#xED; refixace nebo zbytkov&#xE9; </span><span class="t s8_84 t1r_84">splatnosti, podle toho, co nastane d&#x159;&#xED;ve. </span><span class="t s2_84 t1s_84">31.12.2025 </span><span class="t s2_84 t1t_84">0-3 </span><span class="t s2_84 t1v_84">4&#x2013;12 m&#x11B;s&#xED;c&#x16F; </span><span class="t s2_84 t1w_84">1&#x2013;5 let </span><span class="t s2_84 t1x_84">Nad 5 let </span><span class="t s1_84 t1y_84">Bez&#xFA;ro&#x10D;n&#xE9; </span><span class="t s2_84 t1z_84">Celkem </span><span class="t s1_84 t1u_84">m&#x11B;s&#xED;ce </span><span class="t s2_84 t20_84">Aktiva </span><span class="t s4_84 t21_84">Pen&#xED;ze a pen&#x11B;&#x17E;n&#xED; </span><span class="t s2_84 t23_84">2 096 </span><span class="t s2_84 t24_84">2 096 </span><span class="t s5_84 t22_84">ekvivalenty </span><span class="t s4_84 t25_84">Poskytnut&#xE9; &#xFA;v&#x11B;ry </span><span class="t s2_84 t26_84">876 695 </span><span class="t s2_84 t27_84">876 695 </span><span class="t s5_84 t28_84">Ostatn&#xED; aktiva </span><span class="t s2_84 t29_84">239 </span><span class="t s2_84 t2a_84">239 </span><span class="t s2_84 t2b_84">CELKEM </span><span class="t s2_84 t2c_84">879 030 </span><span class="t s2_84 t2d_84">0 </span><span class="t s2_84 t2e_84">0 </span><span class="t s2_84 t2f_84">879 030 </span><span class="t s2_84 t2g_84">0 </span><span class="t s2_84 t2h_84">Z&#xE1;vazky </span><span class="t s2_84 t2i_84">0 </span><span class="t s4_84 t2j_84">&#xDA;v&#x11B;ry a p&#x16F;j&#x10D;ky </span><span class="t s2_84 t2k_84">247 888 </span><span class="t s2_84 t2l_84">0 </span><span class="t s2_84 t2m_84">247 888 </span><span class="t s5_84 t2n_84">Emitovan&#xE9; dluhopisy </span><span class="t s2_84 t2o_84">0 </span><span class="t s2_84 t2p_84">892 336 </span><span class="t s2_84 t2q_84">892 336 </span><span class="t s5_84 t2r_84">Ostatn&#xED; kr&#xE1;tkodob&#xE9; </span><span class="t s2_84 t2t_84">4 233 </span><span class="t s2_84 t2u_84">4 233 </span><span class="t s5_84 t2s_84">z&#xE1;vazky </span><span class="t s2_84 t2v_84">252 121 </span><span class="t s2_84 t2w_84">0 </span><span class="t s2_84 t2x_84">892 336 </span><span class="t s2_84 t2y_84">1 144 457 </span><span class="t s2_84 t2z_84">CELKEM </span><span class="t s2_84 t30_84">0 </span><span class="t s2_84 t31_84">GAP </span><span class="t s2_84 t32_84">626 909 </span><span class="t s2_84 t33_84">0 </span><span class="t s2_84 t34_84">-892 336 </span><span class="t s2_84 t35_84">0 </span><span class="t s2_84 t36_84">0 </span><span class="t s2_84 t37_84">-265 427 </span><span class="t s2_84 t38_84">KUMULATIVN&#xCD; GAP </span><span class="t s2_84 t39_84">626 909 </span><span class="t s2_84 t3a_84">626 909 </span><span class="t s2_84 t3b_84">-265 427 </span><span class="t s2_84 t3c_84">-265 427 </span><span class="t s2_84 t3d_84">-265 427 </span><span class="t s2_84 t3e_84">-265 427 </span><span class="t s0_84 t1_84">84 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,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style="width:909px;height:1286px"/></div><span class="t s1_85 t2_85">31.12.2024 </span><span class="t s1_85 t4_85">4&#x2013;12 </span><span class="t s1_85 t3_85">0-3 m&#x11B;s&#xED;ce </span><span class="t s1_85 t6_85">1&#x2013;5 let </span><span class="t s1_85 t7_85">Nad 5 let </span><span class="t s2_85 t8_85">Bez&#xFA;ro&#x10D;n&#xE9; </span><span class="t s1_85 t9_85">Celkem </span><span class="t s2_85 t5_85">m&#x11B;s&#xED;c&#x16F; </span><span class="t s1_85 ta_85">Aktiva </span><span class="t s3_85 tb_85">Pen&#xED;ze a pen&#x11B;&#x17E;n&#xED; ekvivalenty </span><span class="t s4_85 tc_85">1 040 </span><span class="t s4_85 td_85">0 </span><span class="t s4_85 te_85">0 </span><span class="t s4_85 tf_85">0 </span><span class="t s4_85 tg_85">0 </span><span class="t s4_85 th_85">1 040 </span><span class="t s3_85 ti_85">Poskytnut&#xE9; &#xFA;v&#x11B;ry </span><span class="t s4_85 tj_85">649 994 </span><span class="t s4_85 tk_85">0 </span><span class="t s4_85 tl_85">0 </span><span class="t s4_85 tm_85">0 </span><span class="t s4_85 tn_85">0 </span><span class="t s4_85 to_85">649 994 </span><span class="t s4_85 tp_85">Ostatn&#xED; aktiva </span><span class="t s4_85 tq_85">31 </span><span class="t s4_85 tr_85">0 </span><span class="t s4_85 ts_85">0 </span><span class="t s4_85 tt_85">0 </span><span class="t s4_85 tu_85">0 </span><span class="t s4_85 tv_85">31 </span><span class="t s1_85 tw_85">CELKEM </span><span class="t s1_85 tx_85">651 065 </span><span class="t s1_85 ty_85">0 </span><span class="t s1_85 tz_85">0 </span><span class="t s1_85 t10_85">0 </span><span class="t s1_85 t11_85">0 </span><span class="t s1_85 t12_85">651 065 </span><span class="t s1_85 t13_85">Z&#xE1;vazky </span><span class="t s4_85 t14_85">0 </span><span class="t s3_85 t15_85">&#xDA;v&#x11B;ry a p&#x16F;j&#x10D;ky </span><span class="t s4_85 t16_85">286 727 </span><span class="t s4_85 t17_85">0 </span><span class="t s4_85 t18_85">0 </span><span class="t s4_85 t19_85">0 </span><span class="t s4_85 t1a_85">0 </span><span class="t s4_85 t1b_85">286 727 </span><span class="t s4_85 t1c_85">Emitovan&#xE9; dluhopisy </span><span class="t s4_85 t1d_85">0 </span><span class="t s4_85 t1e_85">167 </span><span class="t s4_85 t1f_85">686 604 </span><span class="t s4_85 t1g_85">0 </span><span class="t s4_85 t1h_85">0 </span><span class="t s4_85 t1i_85">686 771 </span><span class="t s4_85 t1j_85">Ostatn&#xED; kr&#xE1;tkodob&#xE9; z&#xE1;vazky </span><span class="t s4_85 t1k_85">725 </span><span class="t s4_85 t1l_85">0 </span><span class="t s4_85 t1m_85">0 </span><span class="t s4_85 t1n_85">0 </span><span class="t s4_85 t1o_85">725 </span><span class="t s1_85 t1p_85">287 452 </span><span class="t s1_85 t1q_85">167 </span><span class="t s1_85 t1r_85">686 604 </span><span class="t s1_85 t1s_85">0 </span><span class="t s1_85 t1t_85">0 </span><span class="t s1_85 t1u_85">974 223 </span><span class="t s1_85 t1v_85">CELKEM </span><span class="t s4_85 t1w_85">0 </span><span class="t s1_85 t1x_85">GAP </span><span class="t s1_85 t1y_85">363 613 </span><span class="t s1_85 t1z_85">(167) </span><span class="t s1_85 t20_85">(686 604) </span><span class="t s1_85 t21_85">0 </span><span class="t s1_85 t22_85">0 </span><span class="t s1_85 t23_85">(323 158) </span><span class="t s1_85 t24_85">KUMULATIVN&#xCD; GAP </span><span class="t s1_85 t25_85">363 613 </span><span class="t s1_85 t26_85">363 446 </span><span class="t s1_85 t27_85">(323 158) </span><span class="t s1_85 t28_85">(323 158) </span><span class="t s1_85 t29_85">(323 158) </span><span class="t s1_85 t2a_85">(323 158) </span><span class="t s5_85 t2b_85">&#x158;&#xED;zen&#xED; &#xFA;rokov&#xE9;ho rizika </span><span class="t s6_85 t2c_85">Emitovan&#xE9; dluhopisy &#x2013; &#xFA;rokov&#xE1; m&#xED;ra emitovan&#xFD;ch dluhopis&#x16F; je fixn&#xED; po celou dobu emise s nomin&#xE1;ln&#xED; &#xFA;rokovou sazbou </span><span class="t s6_85 t2d_85">8,6 % p.a. </span><span class="t s7_85 t2e_85">Poskytnut&#xE9; p&#x16F;j&#x10D;ky ve skupin&#x11B; &#x2013; &#xFA;rokov&#xE9; sazby na t&#x11B;chto p&#x16F;j&#x10D;k&#xE1;ch jsou stanoveny fixn&#xED; sazbou. Tato sazba je odvozena </span><span class="t s7_85 t2f_85">na z&#xE1;klad&#x11B; principu tr&#x17E;n&#xED;ho odstupu. &#xDA;rokov&#xE9; sazby poskytnut&#xFD;ch p&#x16F;j&#x10D;ek ve skupin&#x11B; jsou tedy citliv&#xE9; na zm&#x11B;ny </span><span class="t s7_85 t2g_85">referen&#x10D;n&#xED;ch sazeb (3M PRIBOR). Zm&#x11B;ny sazby poskytnut&#xFD;ch p&#x16F;j&#x10D;ek jsou vyhodnocov&#xE1;ny na ro&#x10D;n&#xED; b&#xE1;zi. Ke zm&#x11B;n&#x11B; </span><span class="t s7_85 t2h_85">poprv&#xE9; do&#x161;lo k 1. dubnu 2020, kdy byly sazby pon&#xED;&#x17E;eny v souladu s poklesem 3M PRIBOR a d&#xE1;le v roce 2023 kdy do&#x161;lo </span><span class="t s6_85 t2i_85">k nav&#xFD;&#x161;en&#xED; sazeb na 9 %. V roce 2024, po vyhodnocen&#xED; sazeb, do&#x161;lo k jejich aktualizaci na sazbu 10 %. V roce 2025 </span><span class="t s7_85 t2j_85">nebyly sazby m&#x11B;n&#x11B;ny. </span><span class="t s8_85 t2k_85">pokles na </span><span class="t s8_85 t2l_85">2025 pr&#x16F;m&#x11B;r </span><span class="t s5_85 t2m_85">r&#x16F;st nad </span><span class="t s6_85 t2n_85">3M PRIBOR </span><span class="t s6_85 t2o_85">0,00 % </span><span class="t s6_85 t2p_85">3,60 % </span><span class="t s6_85 t2q_85">8,00 % </span><span class="t s7_85 t2r_85">sazba poskytnut&#xFD;ch p&#x16F;j&#x10D;ek </span><span class="t s6_85 t2s_85">7,50 % </span><span class="t s6_85 t2t_85">10,00 % </span><span class="t s6_85 t2u_85">10,00 % </span><span class="t s8_85 t2v_85">pokles na </span><span class="t s8_85 t2w_85">2024 pr&#x16F;m&#x11B;r </span><span class="t s5_85 t2x_85">r&#x16F;st nad </span><span class="t s6_85 t2y_85">3M PRIBOR </span><span class="t s6_85 t2z_85">0,00 % </span><span class="t s6_85 t30_85">4,98 % </span><span class="t s6_85 t31_85">8,00 % </span><span class="t s7_85 t32_85">sazba poskytnut&#xFD;ch p&#x16F;j&#x10D;ek </span><span class="t s6_85 t33_85">7,50 % </span><span class="t s6_85 t34_85">10,00 % </span><span class="t s6_85 t35_85">10,00 % </span><span class="t s8_85 t36_85">16.3. Riziko likvidity </span><span class="t s7_85 t37_85">Riziko likvidity p&#x159;edstavuje riziko neschopnosti financovat aktiva s pou&#x17E;it&#xED;m n&#xE1;stroj&#x16F; s n&#xE1;le&#x17E;itou splatnost&#xED; a sazbami, </span><span class="t s7_85 t38_85">riziko neschopnosti zlikvidovat aktivum dostate&#x10D;n&#x11B; rychle a v n&#xE1;le&#x17E;it&#xE9; &#x10D;&#xE1;stce a riziko neschopnosti plnit z&#xE1;vazky k datu </span><span class="t s7_85 t39_85">splatnosti. Spole&#x10D;nost nep&#x159;etr&#x17E;it&#x11B; posuzuje sv&#xE9; riziko likvidity ve spolupr&#xE1;ci s finan&#x10D;n&#xED;m odd&#x11B;len&#xED;m skupiny pomoc&#xED; </span><span class="t s7_85 t3a_85">zji&#x161;&#x165;ov&#xE1;n&#xED; a sledov&#xE1;n&#xED; zm&#x11B;n ve financov&#xE1;n&#xED; nezbytn&#xE9;m k pln&#x11B;n&#xED; obchodn&#xED;ch c&#xED;l&#x16F;. Smluvn&#xED; &#x10D;&#xE1;stky uveden&#xE9; v n&#xE1;sleduj&#xED;c&#xED; </span><span class="t s6_85 t3b_85">tabulce jsou hrub&#xE9;, nediskontovan&#xE9; pen&#x11B;&#x17E;n&#xED; toky, a proto se nemus&#xED; shodovat s &#xFA;&#x10D;etn&#xED;mi hodnotami uveden&#xFD;mi ve </span><span class="t s7_85 t3c_85">v&#xFD;kazu o finan&#x10D;n&#xED; situaci. Informace o kl&#xED;&#x10D;ov&#xFD;ch finan&#x10D;n&#xED;ch aktivech pou&#x17E;&#xED;van&#xFD;ch pro &#x159;&#xED;zen&#xED; likvidity jsou uvedeny v </span><span class="t s6_85 t3d_85">pozn&#xE1;mce 16.1 (&#xDA;rokov&#xE9; riziko). </span><span class="t s0_85 t1_85">85 </span></div>

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style="width:909px;height:1286px"/></div><span class="t s1_86 t9_86">Celkov&#xE9; </span><span class="t s2_86 t4_86">3 m&#x11B;s&#xED;ce - </span><span class="t s1_86 t7_86">splatn&#xE9; po 5 </span><span class="t s1_86 ta_86">nediskontovan&#xE9; </span><span class="t s1_86 t2_86">2025 </span><span class="t s2_86 t3_86">do 3 m&#x11B;s&#xED;c&#x16F; </span><span class="t s1_86 t6_86">1&#x2013;5 let </span><span class="t s1_86 t5_86">1 rok </span><span class="t s1_86 t8_86">letech </span><span class="t s2_86 tb_86">pen&#x11B;&#x17E;n&#xED; toky k </span><span class="t s2_86 td_86">&#xDA;&#x10D;etn&#xED; </span><span class="t s1_86 tc_86">31.12.2025 </span><span class="t s1_86 te_86">hodnota </span><span class="t s1_86 tf_86">k 31.12.2025 </span><span class="t s1_86 tg_86">Nederiv&#xE1;tov&#xE9; z&#xE1;vazky </span><span class="t s3_86 th_86">&#xDA;v&#x11B;ry a p&#x16F;j&#x10D;ky od sp&#x159;&#xED;zn&#x11B;n&#xFD;ch stran </span><span class="t s4_86 ti_86">(247 888) </span><span class="t s4_86 tj_86">0 </span><span class="t s4_86 tk_86">0 </span><span class="t s4_86 tl_86">0 </span><span class="t s4_86 tm_86">(247 888) </span><span class="t s4_86 tn_86">(247 888) </span><span class="t s3_86 to_86">Bankovn&#xED; &#xFA;v&#x11B;ry </span><span class="t s4_86 tp_86">0 </span><span class="t s4_86 tq_86">0 </span><span class="t s4_86 tr_86">0 </span><span class="t s4_86 ts_86">0 </span><span class="t s4_86 tt_86">0 </span><span class="t s4_86 tu_86">0 </span><span class="t s4_86 tv_86">Vydan&#xE9; dluhopisy </span><span class="t s4_86 tw_86">0 </span><span class="t s4_86 tx_86">(77 400) </span><span class="t s4_86 ty_86">(1 054 800) </span><span class="t s4_86 tz_86">0 </span><span class="t s4_86 t10_86">(1 132 200) </span><span class="t s4_86 t11_86">(892 336) </span><span class="t s4_86 t12_86">Ostatn&#xED; z&#xE1;vazky </span><span class="t s4_86 t13_86">(4 233) </span><span class="t s4_86 t14_86">0 </span><span class="t s4_86 t15_86">0 </span><span class="t s4_86 t16_86">0 </span><span class="t s4_86 t17_86">(4 233) </span><span class="t s4_86 t18_86">(4 233) </span><span class="t s1_86 t19_86">CELKEM </span><span class="t s1_86 t1a_86">(252 121) </span><span class="t s1_86 t1b_86">(77 400) </span><span class="t s1_86 t1c_86">(1 054 800) </span><span class="t s1_86 t1d_86">0 </span><span class="t s1_86 t1e_86">(1 384 321) </span><span class="t s1_86 t1f_86">(1 144 457) </span><span class="t s1_86 t1n_86">Celkov&#xE9; </span><span class="t s2_86 t1i_86">3 m&#x11B;s&#xED;ce - </span><span class="t s1_86 t1l_86">splatn&#xE9; po 5 </span><span class="t s1_86 t1o_86">nediskontovan&#xE9; </span><span class="t s1_86 t1g_86">2024 </span><span class="t s2_86 t1h_86">do 3 m&#x11B;s&#xED;c&#x16F; </span><span class="t s1_86 t1k_86">1&#x2013;5 let </span><span class="t s2_86 t1r_86">&#xDA;&#x10D;etn&#xED; </span><span class="t s1_86 t1j_86">1 rok </span><span class="t s1_86 t1m_86">letech </span><span class="t s2_86 t1p_86">pen&#x11B;&#x17E;n&#xED; toky k </span><span class="t s1_86 t1s_86">hodnota </span><span class="t s1_86 t1q_86">31.12.2024 </span><span class="t s1_86 t1t_86">k 31.12.2024 </span><span class="t s1_86 t1u_86">Nederiv&#xE1;tov&#xE9; z&#xE1;vazky </span><span class="t s3_86 t1v_86">&#xDA;v&#x11B;ry a p&#x16F;j&#x10D;ky od sp&#x159;&#xED;zn&#x11B;n&#xFD;ch stran </span><span class="t s4_86 t1w_86">(286 727) </span><span class="t s4_86 t1x_86">0 </span><span class="t s4_86 t1y_86">0 </span><span class="t s4_86 t1z_86">0 </span><span class="t s4_86 t20_86">(286 727) </span><span class="t s4_86 t21_86">(286 727) </span><span class="t s3_86 t22_86">Bankovn&#xED; &#xFA;v&#x11B;ry </span><span class="t s4_86 t23_86">0 </span><span class="t s4_86 t24_86">0 </span><span class="t s4_86 t25_86">0 </span><span class="t s4_86 t26_86">0 </span><span class="t s4_86 t27_86">0 </span><span class="t s4_86 t28_86">0 </span><span class="t s4_86 t29_86">Emitovan&#xE9; dluhopisy </span><span class="t s4_86 t2a_86">0 </span><span class="t s4_86 t2b_86">(60 200) </span><span class="t s4_86 t2c_86">(940 800) </span><span class="t s4_86 t2d_86">0 </span><span class="t s4_86 t2e_86">(1 001 000) </span><span class="t s4_86 t2f_86">(686 771) </span><span class="t s4_86 t2g_86">Ostatn&#xED; z&#xE1;vazky </span><span class="t s4_86 t2h_86">(725) </span><span class="t s4_86 t2i_86">0 </span><span class="t s4_86 t2j_86">0 </span><span class="t s4_86 t2k_86">0 </span><span class="t s4_86 t2l_86">(725) </span><span class="t s4_86 t2m_86">(725) </span><span class="t s1_86 t2n_86">CELKEM </span><span class="t s1_86 t2o_86">(287 452) </span><span class="t s1_86 t2p_86">(60 200) </span><span class="t s1_86 t2q_86">(940 800) </span><span class="t s1_86 t2r_86">0 </span><span class="t s1_86 t2s_86">(1 288 452) </span><span class="t s1_86 t2t_86">(974 223) </span><span class="t s5_86 t2u_86">16.4. Kurzov&#xE9; riziko </span><span class="t s6_86 t2v_86">Kurzov&#xE9; riziko vznik&#xE1; tehdy, kdy&#x17E; maj&#xED; st&#xE1;vaj&#xED;c&#xED; nebo p&#x159;edpokl&#xE1;dan&#xE1; cizom&#x11B;nov&#xE1; aktiva vy&#x161;&#x161;&#xED; nebo ni&#x17E;&#x161;&#xED; hodnotu ne&#x17E; </span><span class="t s7_86 t2w_86">z&#xE1;vazky v ciz&#xED; m&#x11B;n&#x11B;. </span><span class="t s6_86 t2x_86">Spole&#x10D;nost m&#xE1; n&#xE1;sleduj&#xED;c&#xED; rozpad finan&#x10D;n&#xED;ch aktiv a z&#xE1;vazk&#x16F; denominovan&#xFD;ch v jednotliv&#xFD;ch m&#x11B;n&#xE1;ch: </span><span class="t s1_86 t2y_86">31.12.2025 </span><span class="t s2_86 t2z_86">Z&#x16F;statek </span><span class="t s1_86 t30_86">EUR </span><span class="t s1_86 t31_86">CZK </span><span class="t s2_86 t32_86">Finan&#x10D;n&#xED; aktiva </span><span class="t s4_86 t33_86">Ostatn&#xED; pohled&#xE1;vky </span><span class="t s4_86 t34_86">239 </span><span class="t s4_86 t35_86">239 </span><span class="t s3_86 t36_86">Poskytnut&#xE9; p&#x16F;j&#x10D;ky </span><span class="t s4_86 t37_86">887 469 </span><span class="t s4_86 t38_86">213 335 </span><span class="t s4_86 t39_86">674 134 </span><span class="t s3_86 t3a_86">OP k p&#x16F;j&#x10D;k&#xE1;m </span><span class="t s4_86 t3b_86">(10 774) </span><span class="t s4_86 t3c_86">(4 651) </span><span class="t s4_86 t3d_86">(6 122) </span><span class="t s3_86 t3e_86">Pen&#xED;ze a pen&#x11B;&#x17E;n&#xED; ekvivalenty </span><span class="t s4_86 t3f_86">2 096 </span><span class="t s4_86 t3g_86">623 </span><span class="t s4_86 t3h_86">1 473 </span><span class="t s1_86 t3i_86">CELKEM </span><span class="t s1_86 t3j_86">879 030 </span><span class="t s1_86 t3k_86">209 307 </span><span class="t s1_86 t3l_86">669 723 </span><span class="t s2_86 t3m_86">Finan&#x10D;n&#xED; z&#xE1;vazky </span><span class="t s3_86 t3n_86">&#xDA;v&#x11B;ry a p&#x16F;j&#x10D;ky </span><span class="t s4_86 t3o_86">247 888 </span><span class="t s4_86 t3p_86">216 571 </span><span class="t s4_86 t3q_86">31 317 </span><span class="t s4_86 t3r_86">Dluhopisy </span><span class="t s4_86 t3s_86">892 336 </span><span class="t s4_86 t3t_86">892 336 </span><span class="t s3_86 t3u_86">Z&#xE1;vazky z obchodn&#xED;ch vztah&#x16F; a jin&#xE9; z&#xE1;vazky </span><span class="t s4_86 t3v_86">4 233 </span><span class="t s4_86 t3w_86">4 233 </span><span class="t s1_86 t3x_86">CELKEM </span><span class="t s1_86 t3y_86">1 144 457 </span><span class="t s1_86 t3z_86">216 571 </span><span class="t s1_86 t40_86">927 886 </span><span class="t s2_86 t41_86">&#x10C;IST&#xC1; POZICE </span><span class="t s1_86 t42_86">(265 427) </span><span class="t s1_86 t43_86">(7 264) </span><span class="t s1_86 t44_86">(258 163) </span><span class="t s0_86 t1_86">86 </span></div>

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style="width:909px;height:1286px"/></div><span class="t s2_87 t3_87">Z&#x16F;statek </span><span class="t s1_87 t4_87">EUR </span><span class="t s1_87 t5_87">CZK </span><span class="t s1_87 t2_87">31.12.2024 </span><span class="t s2_87 t6_87">Finan&#x10D;n&#xED; aktiva </span><span class="t s3_87 t7_87">Ostatn&#xED; pohled&#xE1;vky </span><span class="t s3_87 t8_87">31 </span><span class="t s3_87 t9_87">0 </span><span class="t s3_87 ta_87">31 </span><span class="t s4_87 tb_87">Poskytnut&#xE9; p&#x16F;j&#x10D;ky </span><span class="t s3_87 tc_87">685 159 </span><span class="t s3_87 td_87">268 935 </span><span class="t s3_87 te_87">416 224 </span><span class="t s4_87 tf_87">OP k p&#x16F;j&#x10D;k&#xE1;m </span><span class="t s3_87 tg_87">(35 165) </span><span class="t s3_87 th_87">(27 164) </span><span class="t s3_87 ti_87">(8 001) </span><span class="t s4_87 tj_87">Pen&#xED;ze a pen&#x11B;&#x17E;n&#xED; ekvivalenty </span><span class="t s3_87 tk_87">1 040 </span><span class="t s3_87 tl_87">1 005 </span><span class="t s3_87 tm_87">35 </span><span class="t s1_87 tn_87">CELKEM </span><span class="t s1_87 to_87">651 065 </span><span class="t s1_87 tp_87">242 776 </span><span class="t s1_87 tq_87">408 289 </span><span class="t s2_87 tr_87">Finan&#x10D;n&#xED; z&#xE1;vazky </span><span class="t s4_87 ts_87">&#xDA;v&#x11B;ry a p&#x16F;j&#x10D;ky </span><span class="t s3_87 tt_87">286 727 </span><span class="t s3_87 tu_87">189 481 </span><span class="t s3_87 tv_87">97 246 </span><span class="t s3_87 tw_87">Emitovan&#xE9; dluhopisy </span><span class="t s3_87 tx_87">686 771 </span><span class="t s3_87 ty_87">0 </span><span class="t s3_87 tz_87">686 771 </span><span class="t s4_87 t10_87">Z&#xE1;vazky z obchodn&#xED;ch vztah&#x16F; a jin&#xE9; z&#xE1;vazky </span><span class="t s3_87 t11_87">725 </span><span class="t s3_87 t12_87">0 </span><span class="t s3_87 t13_87">725 </span><span class="t s1_87 t14_87">CELKEM </span><span class="t s1_87 t15_87">974 223 </span><span class="t s1_87 t16_87">189 481 </span><span class="t s1_87 t17_87">784 742 </span><span class="t s2_87 t18_87">&#x10C;IST&#xC1; POZICE </span><span class="t s1_87 t19_87">(323 158) </span><span class="t s1_87 t1a_87">53 295 </span><span class="t s1_87 t1b_87">(376 453) </span><span class="t s1_87 t1c_87">31.12.2025 spot </span><span class="t s1_87 t1d_87">2025 pr&#x16F;m&#x11B;r </span><span class="t s3_87 t1e_87">CZK / 1 EUR </span><span class="t s3_87 t1f_87">24,245 </span><span class="t s3_87 t1g_87">24,695 </span><span class="t s1_87 t1h_87">31.12.2024 spot </span><span class="t s1_87 t1i_87">2024 pr&#x16F;m&#x11B;r </span><span class="t s3_87 t1j_87">CZK / 1 EUR </span><span class="t s3_87 t1k_87">25,185 </span><span class="t s3_87 t1l_87">25,119 </span><span class="t s5_87 t1m_87">Anal&#xFD;za citlivosti dopadu m&#x11B;nov&#xE9;ho rizika na vlastn&#xED; kapit&#xE1;l a zisk p&#x159;ed zdan&#x11B;n&#xED;m byla p&#x159;ipravena na z&#xE1;klad&#x11B; 5% </span><span class="t s5_87 t1n_87">zhodnocen&#xED; / znehodnocen&#xED; kurzu CZK / EUR. Tato anal&#xFD;za vych&#xE1;z&#xED; z v&#xFD;kyv&#x16F; sm&#x11B;nn&#xFD;ch kurz&#x16F; ciz&#xED;ch m&#x11B;n, kter&#xE9; </span><span class="t s5_87 t1o_87">Spole&#x10D;nost k datu vyk&#xE1;z&#xE1;n&#xED; pova&#x17E;ovala za p&#x159;im&#x11B;&#x159;en&#x11B; mo&#x17E;n&#xE9;. Anal&#xFD;za p&#x159;edpokl&#xE1;d&#xE1;, &#x17E;e v&#x161;echny ostatn&#xED; prom&#x11B;nn&#xE9;, </span><span class="t s5_87 t1p_87">zejm&#xE9;na sazby, z&#x16F;st&#xE1;vaj&#xED; konstantn&#xED; a ignoruj&#xED; jak&#xFD;koli dopad p&#x159;edpokl&#xE1;dan&#xE9;ho prodeje a n&#xE1;kupu. </span><span class="t s4_87 t1q_87">Zohledn&#x11B;n&#xE9; pohyby v EUR byly: </span><span class="t s3_87 t1r_87">CZK / 1 EUR </span><span class="t s3_87 t1s_87">+-5 % </span><span class="t s1_87 t1t_87">Oslaben&#xED; / Pos&#xED;len&#xED; CZK </span><span class="t s1_87 t1w_87">Dopad na zisk </span><span class="t s2_87 t1u_87">v&#x16F;&#x10D;i EUR </span><span class="t s1_87 t1v_87">Dopad na kapit&#xE1;l </span><span class="t s2_87 t1x_87">p&#x159;ed zdan&#x11B;n&#xED;m </span><span class="t s1_87 t1y_87">2025 </span><span class="t s3_87 t20_87">Oslaben&#xED; 5 % / spot 25,457 </span><span class="t s3_87 t21_87">363 </span><span class="t s3_87 t22_87">363 </span><span class="t s3_87 t1z_87">CZK/EUR kurzu </span><span class="t s3_87 t24_87">Pos&#xED;len&#xED; 5 % / spot 23,033 </span><span class="t s3_87 t25_87">(363) </span><span class="t s3_87 t26_87">(363) </span><span class="t s3_87 t23_87">CZK/EUR kurzu </span><span class="t s1_87 t27_87">2024 </span><span class="t s3_87 t29_87">Oslaben&#xED; 5 % / spot 26,444 </span><span class="t s3_87 t2a_87">2 665 </span><span class="t s3_87 t2b_87">2 665 </span><span class="t s3_87 t28_87">CZK/EUR kurzu </span><span class="t s3_87 t2d_87">Pos&#xED;len&#xED; 5 % / spot 23,926 </span><span class="t s3_87 t2e_87">(2 665) </span><span class="t s3_87 t2f_87">(2 665) </span><span class="t s3_87 t2c_87">CZK/EUR kurzu </span><span class="t s6_87 t2g_87">16.5. &#x158;&#xED;zen&#xED; kapit&#xE1;lov&#xE9;ho rizika </span><span class="t s5_87 t2h_87">Pokra&#x10D;uj&#xED;c&#xED; &#x10D;innost Spole&#x10D;nosti &#x159;&#xED;d&#xED; jej&#xED; kone&#x10D;n&#xE1; mate&#x159;sk&#xE1; spole&#x10D;nost FIDUROCK Private Equity Participations B.V., </span><span class="t s7_87 t2i_87">s c&#xED;lem poskytovat dostate&#x10D;n&#xFD; kapit&#xE1;l tak, aby spole&#x10D;nosti skupiny FIDUROCK mohly pokra&#x10D;ovat v podnik&#xE1;n&#xED; p&#x159;i </span><span class="t s5_87 t2j_87">maximalizaci n&#xE1;vratnosti pro zainteresovan&#xE9; osoby prost&#x159;ednictv&#xED;m optimalizace pom&#x11B;ru dluhu a kapit&#xE1;lu. </span><span class="t s6_87 t2k_87">16.6. Re&#xE1;ln&#xE9; hodnoty finan&#x10D;n&#xED;ch n&#xE1;stroj&#x16F; </span><span class="t s5_87 t2l_87">Spole&#x10D;nost provedla hodnocen&#xED; re&#xE1;ln&#xE9; hodnoty sv&#xFD;ch finan&#x10D;n&#xED;ch n&#xE1;stroj&#x16F;. Re&#xE1;ln&#xE9; hodnoty byly odhadnuty bu&#x10F; odkazem </span><span class="t s5_87 t2m_87">na tr&#x17E;n&#xED; hodnotu na konci &#xFA;&#x10D;etn&#xED;ho obdob&#xED;, nebo diskontov&#xE1;n&#xED;m p&#x159;&#xED;slu&#x161;n&#xFD;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; s pou&#x17E;it&#xED;m b&#x11B;&#x17E;n&#xFD;ch </span><span class="t s7_87 t2n_87">&#xFA;rokov&#xFD;ch sazeb u podobn&#xFD;ch n&#xE1;stroj&#x16F;. </span><span class="t s0_87 t1_87">87 </span></div>

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style="width:909px;height:1286px"/></div><span class="t s1_88 t2_88">Odhady re&#xE1;ln&#xFD;ch hodnot ostatn&#xED;ch finan&#x10D;n&#xED;ch aktiv a z&#xE1;vazk&#x16F; se v&#xFD;znamn&#x11B; neli&#x161;&#xED; od jejich z&#x16F;statkov&#xFD;ch hodnot </span><span class="t s2_88 t3_88">vzhledem k jejich kr&#xE1;tkodob&#xE9; povaze. </span><span class="t s3_88 t6_88">&#xDA;rove&#x148; </span><span class="t s3_88 t4_88">&#xDA;&#x10D;etn&#xED; hodnota </span><span class="t s4_88 t5_88">Re&#xE1;ln&#xE1; hodnota </span><span class="t s4_88 t7_88">re&#xE1;ln&#xE9; </span><span class="t s4_88 t8_88">2025 </span><span class="t s4_88 t9_88">2024 </span><span class="t s4_88 ta_88">2025 </span><span class="t s4_88 tb_88">2024 </span><span class="t s4_88 tc_88">hodnoty </span><span class="t s5_88 td_88">Emitovan&#xE9; dluhopisy </span><span class="t s5_88 te_88">892 336 </span><span class="t s5_88 tf_88">686 771 </span><span class="t s5_88 tg_88">935 820 </span><span class="t s5_88 th_88">742 000 </span><span class="t s6_88 ti_88">&#xDA;rove&#x148; 3 </span><span class="t s7_88 tj_88">Emitovan&#xE9; dluhopisy obsahuj&#xED; &#x201E;starou&#x201C; i &#x201E;novou&#x201C; emisi dluhopis&#x16F;, jak se o n&#xED; p&#xED;&#x161;e v t&#xE9;to V&#xFD;ro&#x10D;n&#xED; finan&#x10D;n&#xED; zpr&#xE1;v&#x11B;. </span><span class="t s8_88 tk_88">17. Transakce se sp&#x159;&#xED;zn&#x11B;n&#xFD;mi osobami </span><span class="t s1_88 tl_88">Spole&#x10D;nost m&#xE1; vztahy se sp&#x159;&#xED;zn&#x11B;n&#xFD;mi osobami, tj. se svou mate&#x159;skou spole&#x10D;nost&#xED; a se sv&#xFD;mi dce&#x159;in&#xFD;mi a p&#x159;idru&#x17E;en&#xFD;mi </span><span class="t s1_88 tm_88">spole&#x10D;nostmi. V&#x161;echny transakce se sp&#x159;&#xED;zn&#x11B;n&#xFD;mi osobami jsou samostatn&#x11B; vyk&#xE1;z&#xE1;ny. Za sp&#x159;&#xED;zn&#x11B;n&#xE9; osoby je d&#xE1;le </span><span class="t s1_88 tn_88">pova&#x17E;ov&#xE1;no p&#x159;edstavenstvo, bl&#xED;zc&#xED; rodinn&#xED; p&#x159;&#xED;slu&#x161;n&#xED;ci t&#x11B;chto osob a dal&#x161;&#xED; strany, kter&#xE9; jsou ovl&#xE1;d&#xE1;ny takov&#xFD;mi osobami </span><span class="t s2_88 to_88">a subjekty, jsou spole&#x10D;n&#x11B; s nimi ovl&#xE1;d&#xE1;ny nebo jsou pod jejich podstatn&#xFD;m vlivem, kdy tyto osoby a subjekty maj&#xED; </span><span class="t s1_88 tp_88">v&#xFD;znamnou hlasovac&#xED; pravomoc. Spole&#x10D;nost uzav&#x159;ela v letech 2025 a 2024 tyto transakce se sp&#x159;&#xED;zn&#x11B;n&#xFD;mi osobami. </span><span class="t s9_88 tq_88">Transakce s mate&#x159;skou spole&#x10D;nost&#xED; </span><span class="t s2_88 tr_88">V roce 2025 do&#x161;lo k poskytnut&#xED; &#xFA;v&#x11B;ru mate&#x159;sk&#xE9; spole&#x10D;nosti a p&#x159;ijet&#xED; vkladu do ostatn&#xED;ch kapit&#xE1;lov&#xFD;ch fond&#x16F;. V roce 2024 </span><span class="t s1_88 ts_88">Spole&#x10D;nost p&#x159;ijala od mate&#x159;sk&#xE9; spole&#x10D;nosti &#xFA;v&#x11B;r, kter&#xFD; byl v roce 2025 splacen. </span><span class="t s2_88 tt_88">Detaily transakc&#xED; s mate&#x159;skou spole&#x10D;nost&#xED; jsou vyps&#xE1;ny n&#xED;&#x17E;e v sekce &#x201E;Transakce se sp&#x159;&#xED;zn&#x11B;n&#xFD;mi spole&#x10D;nostmi&#x201C;. </span><span class="t s9_88 tu_88">Transakce se sp&#x159;&#xED;zn&#x11B;n&#xFD;mi spole&#x10D;nostmi </span><span class="t s3_88 tv_88">M&#x11B;na </span><span class="t s4_88 tw_88">Efektivn&#xED; &#xFA;rokov&#xE1; m&#xED;ra </span><span class="t s4_88 tx_88">31.12.2025 </span><span class="t s3_88 ty_88">P&#x16F;j&#x10D;ky p&#x159;ijat&#xE9; </span><span class="t s5_88 tz_88">Retail Park Severka Liberec s.r.o. </span><span class="t s5_88 t10_88">EUR </span><span class="t s5_88 t11_88">9,0 % </span><span class="t s5_88 t12_88">31 317 </span><span class="t s5_88 t15_88">9,0 % </span><span class="t s6_88 t13_88">Retail park Pre&#x161;ov, s.r.o. </span><span class="t s5_88 t14_88">EUR </span><span class="t s5_88 t16_88">64 176 </span><span class="t s5_88 t19_88">9,0 % </span><span class="t s5_88 t17_88">SLOVAK INVESTMENT GROUP s. r. o. </span><span class="t s5_88 t18_88">EUR </span><span class="t s5_88 t1a_88">66 888 </span><span class="t s5_88 t1b_88">Fidurock Private Equity Participations B.V. </span><span class="t s5_88 t1c_88">EUR </span><span class="t s5_88 t1d_88">0,0 % </span><span class="t s5_88 t1e_88">0 </span><span class="t s5_88 t1f_88">FIDUROCK Projekt 22 s.r.o. </span><span class="t s5_88 t1g_88">EUR </span><span class="t s5_88 t1h_88">8,5 % </span><span class="t s5_88 t1i_88">83 116 </span><span class="t s5_88 t1j_88">Fidurock Ark&#xE1;da s.r.o. </span><span class="t s5_88 t1k_88">CZK </span><span class="t s5_88 t1l_88">9,0 % </span><span class="t s5_88 t1m_88">2 381 </span><span class="t s5_88 t1n_88">Vklady do OKF </span><span class="t s5_88 t1o_88">CZK </span><span class="t s5_88 t1p_88">0,0 % </span><span class="t s5_88 t1q_88">10 </span><span class="t s4_88 t1r_88">Celkem </span><span class="t s4_88 t1s_88">247 888 </span><span class="t s3_88 t1t_88">M&#x11B;na </span><span class="t s4_88 t1u_88">Efektivn&#xED; &#xFA;rokov&#xE1; m&#xED;ra </span><span class="t s4_88 t1v_88">31.12.2024 </span><span class="t s3_88 t1w_88">P&#x16F;j&#x10D;ky p&#x159;ijat&#xE9; </span><span class="t s5_88 t1x_88">Retail Park Severka Liberec s.r.o. </span><span class="t s5_88 t1y_88">EUR </span><span class="t s5_88 t1z_88">9,0 % </span><span class="t s5_88 t20_88">10 236 </span><span class="t s5_88 t23_88">9,0 % </span><span class="t s6_88 t21_88">Retail park Pre&#x161;ov, s.r.o. </span><span class="t s5_88 t22_88">EUR </span><span class="t s5_88 t24_88">59 194 </span><span class="t s5_88 t27_88">9,0 % </span><span class="t s5_88 t25_88">SLOVAK INVESTMENT GROUP s. r. o. </span><span class="t s5_88 t26_88">EUR </span><span class="t s5_88 t28_88">52 812 </span><span class="t s5_88 t29_88">Fidurock Private Equity Participations B.V. </span><span class="t s5_88 t2a_88">EUR </span><span class="t s5_88 t2b_88">0,0 % </span><span class="t s5_88 t2c_88">87 010 </span><span class="t s5_88 t2d_88">FIDUROCK Projekt 22 s.r.o. </span><span class="t s5_88 t2e_88">EUR </span><span class="t s5_88 t2f_88">8,5 % </span><span class="t s5_88 t2g_88">76 475 </span><span class="t s5_88 t2h_88">FIDUROCK Projekt 22 s.r.o. &#x2013; vklad do OKF </span><span class="t s5_88 t2i_88">CZK </span><span class="t s5_88 t2j_88">0,0 % </span><span class="t s5_88 t2k_88">1 000 </span><span class="t s4_88 t2l_88">Celkem </span><span class="t s4_88 t2m_88">286 727 </span><span class="t s0_88 t1_88">88 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " 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" style="width:909px;height:1286px"/></div><span class="t s2_89 t4_89">Nomin&#xE1;ln&#xED; </span><span class="t s2_89 t6_89">Opravn&#xE1; </span><span class="t s1_89 t2_89">M&#x11B;na </span><span class="t s2_89 t3_89">&#xDA;rok </span><span class="t s2_89 t8_89">31.12.2025 </span><span class="t s2_89 t5_89">hodnota </span><span class="t s1_89 t7_89">polo&#x17E;ka </span><span class="t s1_89 t9_89">P&#x16F;j&#x10D;ky poskytnut&#xE9; </span><span class="t s3_89 ta_89">Retail Park T&#xE1;bor s.r.o. </span><span class="t s4_89 tb_89">K&#x10D; </span><span class="t s3_89 tc_89">10,00 % </span><span class="t s3_89 td_89">76 437 </span><span class="t s3_89 te_89">(694) </span><span class="t s3_89 tf_89">75 743 </span><span class="t s3_89 tg_89">Retail park Senica s.r.o. </span><span class="t s3_89 th_89">EUR </span><span class="t s3_89 ti_89">10,00 % </span><span class="t s3_89 tj_89">9 638 </span><span class="t s3_89 tk_89">(88) </span><span class="t s3_89 tl_89">9 549 </span><span class="t s4_89 tm_89">Retail Park Star&#xE9; m&#x11B;sto s.r.o. </span><span class="t s4_89 tn_89">K&#x10D; </span><span class="t s3_89 to_89">10,00 % </span><span class="t s3_89 tp_89">71 251 </span><span class="t s3_89 tq_89">(647) </span><span class="t s3_89 tr_89">70 604 </span><span class="t s4_89 ts_89">RP Choce&#x148; s.r.o. </span><span class="t s4_89 tt_89">K&#x10D; </span><span class="t s3_89 tu_89">10,00 % </span><span class="t s3_89 tv_89">11 188 </span><span class="t s3_89 tw_89">(102) </span><span class="t s3_89 tx_89">11 086 </span><span class="t s4_89 ty_89">Projekt Pie&#x161;&#x165;any s.r.o. </span><span class="t s3_89 tz_89">EUR </span><span class="t s3_89 t10_89">10,00 % </span><span class="t s3_89 t11_89">124 922 </span><span class="t s3_89 t12_89">(3 849) </span><span class="t s3_89 t13_89">121 073 </span><span class="t s3_89 t14_89">Fidurock Private Equity Participations </span><span class="t s4_89 t15_89">K&#x10D; </span><span class="t s3_89 t16_89">10,50 % </span><span class="t s3_89 t17_89">73 652 </span><span class="t s3_89 t18_89">(669) </span><span class="t s3_89 t19_89">72 983 </span><span class="t s3_89 t1a_89">Retail Park Mlad&#xE1; Boleslav a.s. </span><span class="t s4_89 t1b_89">K&#x10D; </span><span class="t s3_89 t1c_89">10,00 % </span><span class="t s3_89 t1d_89">14 238 </span><span class="t s3_89 t1e_89">(129) </span><span class="t s3_89 t1f_89">14 109 </span><span class="t s3_89 t1g_89">RP Trnava, a.s. </span><span class="t s3_89 t1h_89">EUR </span><span class="t s3_89 t1i_89">10,00 % </span><span class="t s3_89 t1j_89">37 892 </span><span class="t s3_89 t1k_89">(344) </span><span class="t s3_89 t1l_89">37 549 </span><span class="t s3_89 t1m_89">Retail Park Levice s.r.o. </span><span class="t s3_89 t1n_89">EUR </span><span class="t s3_89 t1o_89">10,00 % </span><span class="t s3_89 t1p_89">40 884 </span><span class="t s3_89 t1q_89">(371) </span><span class="t s3_89 t1r_89">40 511 </span><span class="t s3_89 t1s_89">RP Milevsko s.r.o. </span><span class="t s4_89 t1t_89">K&#x10D; </span><span class="t s3_89 t1u_89">10,00 % </span><span class="t s3_89 t1v_89">17 781 </span><span class="t s3_89 t1w_89">(161) </span><span class="t s3_89 t1x_89">17 619 </span><span class="t s4_89 t1z_89">K&#x10D; </span><span class="t s3_89 t20_89">10,00 % </span><span class="t s3_89 t21_89">202 719 </span><span class="t s3_89 t22_89">(1 841) </span><span class="t s3_89 t23_89">200 878 </span><span class="t s3_89 t1y_89">Retail park Trutnov s.r.o. </span><span class="t s3_89 t24_89">FIDUROCK Ark&#xE1;da Prost&#x11B;jov s.r.o. </span><span class="t s4_89 t25_89">K&#x10D; </span><span class="t s3_89 t26_89">10,00 % </span><span class="t s3_89 t27_89">206 869 </span><span class="t s3_89 t28_89">(1 879) </span><span class="t s3_89 t29_89">204 990 </span><span class="t s2_89 t2a_89">Celkem </span><span class="t s2_89 t2b_89">887 469 </span><span class="t s2_89 t2c_89">(10 774) </span><span class="t s2_89 t2d_89">876 695 </span><span class="t s2_89 t2g_89">Nomin&#xE1;ln&#xED; </span><span class="t s2_89 t2i_89">Opravn&#xE1; </span><span class="t s1_89 t2e_89">M&#x11B;na </span><span class="t s2_89 t2f_89">&#xDA;rok </span><span class="t s2_89 t2k_89">31.12.2024 </span><span class="t s2_89 t2h_89">hodnota </span><span class="t s1_89 t2j_89">polo&#x17E;ka </span><span class="t s1_89 t2l_89">P&#x16F;j&#x10D;ky poskytnut&#xE9; </span><span class="t s3_89 t2m_89">Retail Park T&#xE1;bor s.r.o. </span><span class="t s3_89 t2n_89">CZK </span><span class="t s3_89 t2o_89">10,0 % </span><span class="t s3_89 t2p_89">78 136 </span><span class="t s3_89 t2q_89">(1 502) </span><span class="t s3_89 t2r_89">76 634 </span><span class="t s3_89 t2s_89">Retail park Senica s.r.o. </span><span class="t s3_89 t2t_89">EUR </span><span class="t s3_89 t2u_89">10,0 % </span><span class="t s3_89 t2v_89">9 083 </span><span class="t s3_89 t2w_89">(175) </span><span class="t s3_89 t2x_89">8 908 </span><span class="t s4_89 t2y_89">Retail Park Star&#xE9; m&#x11B;sto s.r.o. </span><span class="t s3_89 t2z_89">CZK </span><span class="t s3_89 t30_89">10,0 % </span><span class="t s3_89 t31_89">73 772 </span><span class="t s3_89 t32_89">(1 418) </span><span class="t s3_89 t33_89">72 354 </span><span class="t s4_89 t34_89">RP Choce&#x148; s.r.o. </span><span class="t s3_89 t35_89">CZK </span><span class="t s3_89 t36_89">10,0 % </span><span class="t s3_89 t37_89">14 363 </span><span class="t s3_89 t38_89">(276) </span><span class="t s3_89 t39_89">14 087 </span><span class="t s4_89 t3a_89">Projekt Pie&#x161;&#x165;any s.r.o. </span><span class="t s3_89 t3b_89">EUR </span><span class="t s3_89 t3c_89">10,0 % </span><span class="t s3_89 t3d_89">175 139 </span><span class="t s3_89 t3e_89">(25 362) </span><span class="t s3_89 t3f_89">149 777 </span><span class="t s3_89 t3g_89">Retail Park Mlad&#xE1; Boleslav a.s. </span><span class="t s3_89 t3h_89">CZK </span><span class="t s3_89 t3i_89">10,0 % </span><span class="t s3_89 t3j_89">13 061 </span><span class="t s3_89 t3k_89">(251) </span><span class="t s3_89 t3l_89">12 810 </span><span class="t s3_89 t3m_89">RP Trnava a.s. </span><span class="t s3_89 t3n_89">EUR </span><span class="t s3_89 t3o_89">10,0 % </span><span class="t s3_89 t3p_89">36 749 </span><span class="t s3_89 t3q_89">(706) </span><span class="t s3_89 t3r_89">36 043 </span><span class="t s3_89 t3s_89">Retail park Levice s.r.o. </span><span class="t s3_89 t3t_89">EUR </span><span class="t s3_89 t3u_89">10,0 % </span><span class="t s3_89 t3v_89">47 964 </span><span class="t s3_89 t3w_89">(922) </span><span class="t s3_89 t3x_89">47 042 </span><span class="t s3_89 t3y_89">RP Milevsko s.r.o. </span><span class="t s3_89 t3z_89">CZK </span><span class="t s3_89 t40_89">10,0 % </span><span class="t s3_89 t41_89">20 055 </span><span class="t s3_89 t42_89">(385) </span><span class="t s3_89 t43_89">19 670 </span><span class="t s3_89 t44_89">Retail park Trutnov s.r.o. </span><span class="t s3_89 t45_89">CZK </span><span class="t s3_89 t46_89">10,0 % </span><span class="t s3_89 t47_89">216 837 </span><span class="t s3_89 t48_89">(4 168) </span><span class="t s3_89 t49_89">212 669 </span><span class="t s2_89 t4a_89">Celkem </span><span class="t s2_89 t4b_89">685 159 </span><span class="t s2_89 t4c_89">(35 165) </span><span class="t s2_89 t4d_89">649 994 </span><span class="t s2_89 t4e_89">2025 </span><span class="t s2_89 t4f_89">2024 </span><span class="t s2_89 t4g_89">&#xDA;rokov&#xE9; n&#xE1;klady </span><span class="t s3_89 t4h_89">FIDUROCK Projekt 22, s.r.o. </span><span class="t s3_89 t4i_89">6 783 </span><span class="t s3_89 t4j_89">1 735 </span><span class="t s3_89 t4k_89">Retail Park Severka Liberec s.r.o. </span><span class="t s3_89 t4l_89">1 499 </span><span class="t s3_89 t4m_89">1 731 </span><span class="t s3_89 t4n_89">SLOVAK INVESTMENT GROUP s. r. o. </span><span class="t s3_89 t4o_89">4 682 </span><span class="t s3_89 t4p_89">3 509 </span><span class="t s4_89 t4q_89">Retail park Pre&#x161;ov, s.r.o. </span><span class="t s3_89 t4r_89">4 312 </span><span class="t s3_89 t4s_89">4 225 </span><span class="t s4_89 t4t_89">Ark&#xE1;da Prost&#x11B;jov </span><span class="t s3_89 t4u_89">21 </span><span class="t s3_89 t4v_89">0 </span><span class="t s2_89 t4w_89">Celkem </span><span class="t s2_89 t4x_89">17 296 </span><span class="t s2_89 t4y_89">11 200 </span><span class="t s0_89 t1_89">89 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " 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style="width:909px;height:1286px"/></div><span class="t s1_90 t2_90">2025 </span><span class="t s1_90 t3_90">2024 </span><span class="t s1_90 t4_90">&#xDA;rokov&#xE9; v&#xFD;nosy </span><span class="t s2_90 t5_90">Retail park Trutnov s.r.o. </span><span class="t s2_90 t6_90">21 793 </span><span class="t s2_90 t7_90">23 220 </span><span class="t s2_90 t8_90">Retail Park T&#xE1;bor s.r.o. </span><span class="t s2_90 t9_90">6 643 </span><span class="t s2_90 ta_90">5 456 </span><span class="t s2_90 tb_90">Retail park Senica s.r.o. </span><span class="t s2_90 tc_90">945 </span><span class="t s2_90 td_90">208 </span><span class="t s3_90 te_90">Retail Park Star&#xE9; m&#x11B;sto s.r.o. </span><span class="t s2_90 tf_90">5 532 </span><span class="t s2_90 tg_90">5 193 </span><span class="t s3_90 th_90">RP Choce&#x148; s.r.o. </span><span class="t s2_90 ti_90">1 231 </span><span class="t s2_90 tj_90">774 </span><span class="t s3_90 tk_90">Projekt Pie&#x161;&#x165;any s.r.o. </span><span class="t s2_90 tl_90">17 881 </span><span class="t s2_90 tm_90">7 315 </span><span class="t s2_90 tn_90">RP Milevsko s.r.o. </span><span class="t s2_90 to_90">1 778 </span><span class="t s2_90 tp_90">2 050 </span><span class="t s2_90 tq_90">Retail Park Mlad&#xE1; Boleslav a.s. </span><span class="t s2_90 tr_90">1 461 </span><span class="t s2_90 ts_90">498 </span><span class="t s2_90 tt_90">RP Trnava, a. s. </span><span class="t s2_90 tu_90">3 459 </span><span class="t s2_90 tv_90">3 157 </span><span class="t s2_90 tw_90">Retail Park Levice s.r.o. </span><span class="t s2_90 tx_90">4 335 </span><span class="t s2_90 ty_90">4 340 </span><span class="t s2_90 tz_90">FIDUROCK Projekt 22, s.r.o. </span><span class="t s2_90 t10_90">0 </span><span class="t s2_90 t11_90">636 </span><span class="t s2_90 t12_90">FIDUROCK Solaris a.s. </span><span class="t s2_90 t13_90">0 </span><span class="t s2_90 t14_90">188 </span><span class="t s3_90 t15_90">Ark&#xE1;da Prost&#x11B;jov </span><span class="t s2_90 t16_90">3 498 </span><span class="t s2_90 t17_90">0 </span><span class="t s2_90 t18_90">Fidurock Private Equity Participations B.V. </span><span class="t s2_90 t19_90">1 528 </span><span class="t s2_90 t1a_90">0 </span><span class="t s1_90 t1b_90">Celkem </span><span class="t s1_90 t1c_90">70 082 </span><span class="t s1_90 t1d_90">53 035 </span><span class="t s4_90 t1e_90">V&#x161;echny transakce byly uzav&#x159;eny za b&#x11B;&#x17E;n&#xFD;ch tr&#x17E;n&#xED;ch podm&#xED;nek. </span><span class="t s5_90 t1f_90">Transakce s kl&#xED;&#x10D;ov&#xFD;mi &#x159;&#xED;d&#xED;c&#xED;mi pracovn&#xED;ky </span><span class="t s4_90 t1g_90">&#x10C;lenov&#xE9; p&#x159;edstavenstva a dozor&#x10D;&#xED; rady neobdr&#x17E;eli v letech 2025 a 2024 &#x17E;&#xE1;dnou odm&#x11B;nu. </span><span class="t s6_90 t1h_90">18. Da&#x148; z p&#x159;&#xED;jm&#x16F; </span><span class="t s1_90 t1i_90">1.1.2025 - </span><span class="t s1_90 t1k_90">1.1.2024 - </span><span class="t s1_90 t1j_90">31.12.2025 </span><span class="t s1_90 t1l_90">31.12.2024 </span><span class="t s3_90 t1m_90">&#xDA;rokov&#xE9; v&#xFD;nosy vypo&#x10D;ten&#xE9; dle efektivn&#xED; &#xFA;rokov&#xE9; m&#xED;ry </span><span class="t s2_90 t1n_90">70 308 </span><span class="t s2_90 t1o_90">54 304 </span><span class="t s2_90 t1p_90">&#xDA;rokov&#xE9; n&#xE1;klady </span><span class="t s2_90 t1q_90">(84 235) </span><span class="t s2_90 t1r_90">(82 638) </span><span class="t s2_90 t1s_90">Provozn&#xED; n&#xE1;klady </span><span class="t s2_90 t1t_90">(1 583) </span><span class="t s2_90 t1u_90">(3 590) </span><span class="t s3_90 t1v_90">Opravn&#xE1; polo&#x17E;ka k &#xFA;v&#x11B;r&#x16F;m ve skupin&#x11B; </span><span class="t s2_90 t1w_90">24 391 </span><span class="t s2_90 t1x_90">8 405 </span><span class="t s3_90 t1y_90">Opravn&#xE1; polo&#x17E;ka k majetkov&#xFD;m &#xFA;&#x10D;astem v dce&#x159;in&#xFD;ch </span><span class="t s2_90 t20_90">82 362 </span><span class="t s2_90 t21_90">(22 495) </span><span class="t s3_90 t1z_90">spole&#x10D;nostech </span><span class="t s3_90 t22_90">Opravn&#xE1; polo&#x17E;ka k majetkov&#xFD;m &#xFA;&#x10D;astem v podnic&#xED;ch pod </span><span class="t s2_90 t24_90">0 </span><span class="t s2_90 t25_90">0 </span><span class="t s3_90 t23_90">spole&#x10D;n&#xFD;m vlivem </span><span class="t s3_90 t26_90">Ostatn&#xED; finan&#x10D;n&#xED; n&#xE1;klady </span><span class="t s2_90 t27_90">(1 843) </span><span class="t s2_90 t28_90">(1 806) </span><span class="t s2_90 t29_90">Kurzov&#xE9; rozd&#xED;ly </span><span class="t s2_90 t2a_90">(3 754) </span><span class="t s2_90 t2b_90">1 542 </span><span class="t s7_90 t2c_90">Zisk/Ztr&#xE1;ta p&#x159;ed zdan&#x11B;n&#xED;m </span><span class="t s1_90 t2d_90">85 646 </span><span class="t s1_90 t2e_90">(46 278) </span><span class="t s3_90 t2f_90">Da&#x148; z p&#x159;&#xED;jmu </span><span class="t s2_90 t2g_90">0 </span><span class="t s2_90 t2h_90">0 </span><span class="t s1_90 t2i_90">Zisk/Ztr&#xE1;ta za obdob&#xED; </span><span class="t s2_90 t2j_90">85 646 </span><span class="t s2_90 t2k_90">(46 278) </span><span class="t s7_90 t2l_90">Ostatn&#xED; &#xFA;pln&#xFD; v&#xFD;sledek hospoda&#x159;en&#xED; za &#xFA;&#x10D;etn&#xED; obdob&#xED; </span><span class="t s1_90 t2m_90">0 </span><span class="t s1_90 t2n_90">0 </span><span class="t s7_90 t2o_90">Celkov&#xFD; &#xFA;pln&#xFD; v&#xFD;sledek hospoda&#x159;en&#xED; za &#xFA;&#x10D;etn&#xED; obdob&#xED; </span><span class="t s1_90 t2p_90">85 646 </span><span class="t s1_90 t2q_90">(46 278) </span><span class="t s0_90 t1_90">90 </span></div>

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D2H5auea2zWmJrrU9TCW5/uR43UiEupNiFsM+68M2t1ozXn28Xzp64yNuqRAwIUTZICG14a8eCzT7z705HP3vKo5KywSm4/9/+yd7Sn5gZzz+Tm+oQUkFb87IffsY7+oUdqxMXlTSUxRR07adK41nKn9P7G1KvVaChCD0WC1FJufePxW559cOSDjz+bVpH2sTVOCQZzF1o1ut0xd//6x7/4q6BGakSER1E0rbZIKsze/OpAM8VPOGe/9VmaJlU3pqU13XPzD54dec8rz7yxXxFNqnS1UyFNZ27s2TM36FOLAivveOLHP/xpOWMjNSLSosc6tVi1NdY2bL53beD/bVVTqHHVqlR+15e+9PrK1194/I3CgCIKK7SOcfWKNfb86o25WxyqyJr/Pz/+9d1NTmqkRlysUVYTi9RZg58cV70hMtvbVe9wcdCz9uurtZpwfv1nP/zhf/31rpuHv7Y6RZa3BDvG1ivvG3lnS9AnFZY7V978xd+dGjHSKVEjNeLiMqeu2mpXH7x3Y0qgSfrY49QuqVFVhW3rK7/4xR9+9tfXX3n21pWFWqJ7YfDi513xEaafaXYkSs7+r9xy82NPt6ZkUSM1or0tK0fVFjNu0uAYZ6MUsKZRvepexvZpUiMVS1p19pJXfvSdn/3oR994NiawQVO+nHrjDR97wIBPqI2120b+1y/++PT8PYbjnVxqpEZcUuPYuXMbpPImSYrUGLxKHO/XqGois3juxqd++p2ffednr2eVVxSG/nvLlp49P/6LyqoUuPWOb9z94Cv9XPYpN26hRmqEsM5u8rUYkrThsRceLRSSvHD6x64z5uamTpEVvTouJ278ml2bxq988Ik/3PFamhbwyHX23NSFuVftsM7XHKxWC6W0+e/+6Kcj5u83HHU9c3kZqBFWjTcGZUlquusbd490FjmmnFn4CWpcOL1F/r6ujl/ywIDsTNuEx58bsSKlQgv5fEHraLfcyyyZfrCKavcFc9Wcov29Tj3710dfmJyiy3U9g7wM1AirxoVBoUn9X7j5noAkyXVnPn6cmu6zOy58P7C/32OD+63YEBg753cjVjidku62roNjufJdlfaiK1ICvX7Q655bX3llRYWQHbnUSI2I1HimrkVN6fWDO9IKUzQhf4KlxkTxfZta0X/E8Df6pzg3PDX8tjdWSGqjpLt8vo+7Co5VoywLKWbg8/NXlD/9br9Cp0SN1IgOwdwWVzjmmd89Wl5YKImrLTVePEJHUTRrYHzs0Vud5SNff+GJu1cHhFqpya6PuR6VL3KYnWad9jjg+cH9N9wzotd+yal6zHVNXgZqhFXjlimG2rj48V63lptLqvKW4OUqivytRQ6FkyRNa8weMfyOFc4058gf/eIPL7zkND+kKbLxcV8paA6CHtUWcI69d85TtQ2PjRhYKEmSx8fYSI2IaJ5eJyRn/8GnnnkjU225TBm+iwd/WzVqUsCpzTo7fP6EN9Oayu/54zf+8MLrjVaM+sdeicpnzU0lZKliw0tz5gzcEBg4/LEs62QRjz3IdI7UiEiNW+yyFEgZ+8xXnpyhyr7Uj9YYDLbnaDZnxthUXnpw1YAD5U3laSOffeE7r/xopKRasz/K8tWbsrbF5uYKhxR46ZU5j7YWbhjxTHZhQE1UBNewokZcjM0nq2qFc+CcOTNUIU9pvkyNkV4UzVpMLRw7uXvVi7OkQFrhS8/efMddf/x6k5ooy7LwfUxUsi934fSg7JcaRjzzaGtaWr+Jk2NUSbVpVzuEDtR4fdXoi5wvXJEyq8GvibDD99Eam+12jyIUySYFYmYseeZgTbU/oKU9Ov+ZN56ePLAxYLMmRPX5mq8ygbgm9On23C3Tt8iuzCWn3hgZcPa/adWsgKpw/SpqxIdZOWpSrbkSJ7d4LterkA1ds8WljN8zt9dYd3Wmt3B1v+HDB760+Ox+24UiXfdYFya/So2KprbIU6bIXsl7dlKvlU1N5b3+vEeSVA81UiM+kovlCrd5dEXoibbEC5kHJm+ckJWSWR03a/yaB84eyJqxZ7zbHbnKqsfebK1eXvnxhTXrTrUt5uCkwQ2BQNprp+Y2SMLOdY+pEZcdvhRFv0Koqmqoqm38uI3jZreqSpytcWzG4Kc21I5d+0iNTciRe/nsV6kx0pwaY8TFjLv3gdlqSnnaMzeNvWDz2IPUSI244gj2UZK5yphoq848MCBj3CxJuiBV7O/3/JynNqTN3jgjc5brvx3//X6NV1hWtS/MDdYJqWlbzGO39ToQ0FxpP31uxGpVsad+cD0OUCMuWSC9WqbVj1TNPfhIbdEFVXPe2u/U/BXOwK2L52dfsNlc2ztWLq9cY/OZ3NwpZtatbzz3zAZJE44NL5x6KaUxbM2oSo3UiL/ls9fJVxgdpUAgJ3vj3AHjbYpaHefKfPaJx0amOUc++NhrKRU2Xb54Xcf2s5Qv12PwxhtzUyVp5YOP3/yS5JRk7xtPvLFBynEEGRupEZeJsaMi9aMXwtGkipi1c1dF2zy6rVoKzM645evl27TWlx5b4VTE93VF/n7HQzRHrop8Gbk9e9qbAxvuuuWWkdvKi4pqTj/3QlZ5QNinpOYGm/neUyOuqrk5MhuHtcO/orw8a+3BpBtyF76zPSA5//qjJwY6zWTHdq/yKkrkSPAr79eQfc3m6Je6MDXUJJXf9bNvPFUhvJJUPuJQUkix5iLnG02N+EQ1BlPlyGJq69PDlzwiT3nnndTpasytd/ziQWd5k9Q4Y88jiR01Xm3INVPMTd1S19K08tb/+sPXm2KEWB147Xe76pWQrBg632hqxCdYcA0Gt9uFnBJwrj6bcfZATjgkyw6ptf/Nj389TTQWrp6wp6Faa6/xKit+sifyCQ63lHbPd255zalkGqI1cPctY3XhDis6u/6pEZ+sRrOikCb2T86Y0VphM4ThCuesWPW7O5xSqxQYuHFGnO2T1SjLPp9sW3Hz43c5pUzhcomx796Vo8ghXVAjNeKT8NjtHndY2F4csCbKFacKydlUUfvUMzdNcG4IFIr9Z9fmSDZd8YiPPdU/nOm1SdY9H5UaU/zC4c+a9O6tcWHrkAFqpEZ8khhlWfbLoqD7rgk5whwCtZTWikD/+b8bKJUH0swY9zQKm6p9bI1CaK5Mm1L41Bzznk1ao8ctXL3uuyut1mqRtUZqxCeh6LKsuJN2nt+aaGsJ+mzV0raUr79yy2tFTsmrja+qGm8dLacokQMGPlqj74OZqrRAhRQz45nHBxblSC0++5eV0zfNiWmyLkHONhxqxCeuseat7vMO5Nhqt08RalGg/J4Rj3+9vMlZqLqGjH5Et1UrkbHxsjVeOm+cJMWMu+nUo4VSY5zdEXzHNe/OgYG0atlcp1Q6jnAFNV5/gVlvrryqpnQsOUY+ITFOiEfO79pUnyiphjzFoQaaskb84Om0QLlQl80rK5C1sCLCV2wpeHGnvqYJqWngqdteWtlU6HLU1cnTN3Wb3OpsUtvverUVR+X9N5F/tF+31eBlpMZ/ixiNkFmQ+WOt6++fOmWOgEY4FArLHR+QLboSMm+Z9dbcg5tKKzXVMOypsp7Sv9ctb2xYKUk5s9pGL/OKRIcuQobczjDMBzXJF6XmBlNb5LDLZdMuZJ29af6KJkmTPPKUoCPqgQdmB6SLF2tVPrjL37BWK61nq3zQpm60XxUL1Pj/+xgVoTu83lA4ZBhGpKDI25Db5QhFOAzdCBnWT31OXEVF1tmMs7MqVStGw+2utDW+cWrEyqaVaYWz9gw56DDMR2qRDeODeiIxvv/+9il10x267q6+oMY9tWTw2KbAtsRQ3Tv+KXEvPtmvsTFs/QqICBtXYj4xt/XMwpFPCYdcwvolAWr8d4hRDjn80fF5CTu77Bw06Pi6hIS89XkJx03r8tZ3OzRz2ImhO44c2TH0hGlY3r1P/uRb33py0qS8bt0OmX9mzjz05y+8/Nzzp565bdKTvykZtjOh26H16wZ1GXTRzp1duuzcaf3dLmHduoR1x3fu3Lx54qSHv/Dn4bdtfmDQ8S7rEo5NGvrze1dN7HLMehLmp3/wCH9rp/kc1x0fNKjLsYgu55O87aMlqPHfoEZDdyyLX583qIuZohXgoWEzu+WtW2f9zEfizFtv5mne0C1v86sPP3zTxEkTN080P56wLmHQvZN+8oWH73x+4r0TJz55+8NPvpo307xvt4RB5p0uSki45J28deu7rV/fLW/Q5nt/85uHH/7zpEmvHs9b/728hEG3f+W5UzsTvvc9s1brPusuvdOHJCSYD2G+NX8fRH4drK/yWwvZvJDU+O9ANxcmvcnLkqNOnz6dbNpasKwgOfl0lKm0NCrCvKGgra1g66b4V1cNbDjQ0DD7EfP208nZY1+cdN/GAwMPHMiekLFkwumxWwsKtpr/nU7e2sF813pI601E1NZl1runX3zgvnvXZJuWbf38f/7n519c85WbZ39967LPf/7z5pdfVmA9TIfkv7HVfCZty8zPiTy8+Y/kMJtwqPHfZ3S0tpnoQjcu2YpzyVqlYn5UDoccbm9U2a41422BgKZFtrXYp8SkzJg0v6GoVlUz107IUgNSXbPPJ7c4HLInwryfEXlM5SLVsNmEqI7KmDT3xdVFzgqbUZe65Z0pWRlfel1Kk1t69lyot3v/Hh95Qnr7ymj7llVrnVToYV5Eavw36rFjc86VbpUN2fAvK66akSmlSNsCkQ976lJtGwY/P7CwQthKN+2Z7QwEpOmp9ro6u71F/mCb6ocfVNUSM6ulR+YmLHnkQkC9cEHI03PNGsfe9I0NaQHflJ49z1z6jK6+8anjWevWE1c4BYsa/83JhkfoiZKQilTpzckZe+q9slyte6SOW1uKXnr8mQ2SpO6fsOdAimR+nk3+bm2tFCgqKiqvVYtUuaVFtg6Qa7bbrcn/zTIlzVnZOGPu5gGzq1VJUxOF7Jg+3eHPmPiaM00S8o03+v7eXyW8WtT47x1jnTm8qWY1knND/6cfe/rNVJM1W3FHBsaGux+/o2lbYMNTE2bnSNYGIUnaJpXf+tO7Xv/66/e8uaHWtn1KarC5OZibGrTuZda4zZk2ttdtq/plFRbVRvYt2uVQpW3tpMnl5U6J7zg14oo1esxFS1Vomm18v8fe6N8aMGOsu7TGW2/5xT3l0obXXluxoahCUpTvSoGs7Dtu/sMPn/jDc7+7rVdDraO9xmCd3SesTS2uQGDgTX8e/FSruVirah3jmZq5avPsJmeFxnecGnHlHGVF0SStcuziJeNWlAe0SI2+D2q85xffuCft1kcffCktIElSIG7WjH4j5py65d3hN998y3N//vPiRqO9RnudQxaG4lZzpOw5d2aMLzSHW61jvU+3qdmTxpVXVDA0UiOuTDUSEyWtdvWMjIw9+83cJGv974NJhxX11rt/8cJjd9/96MiVG/aPndFv8eBVq+YveeOplYG08pX937hz+Jths0azXrscljVVcqVkzphz24wLatEl5SVmzsoYHhPQGBmpEVdRKwm1qGjW2iUbx8YUqkJoH75auKIG7vnGj//n10882++Ou+c/f9Pzc4avzR4fY5NUW7U5Vr556plbrbHRF7mGlXC2SmL24DszsnMktbojPfOxNFvMhIkTtA8+AGrEZWjmcNjYsHbNnvE2Ta3VNO1DMZo1lqd9/Rdf+vWPv/T4qeeff2bJhNlZjU5Jkj0OlxxSAytPvXurbUqqNW+cpimqlBIzY+6dc8fb4lQpUetor9lXmzN+yZzVgY73qZEacXmK5Gw8cHbAi5mquZanGfLf5KKoaSMffPaOfo9N7jfjqRUbnNbV3zQ1cUvqwoUL3wkXpd3ywsjKLXW+9qxTihom33nbDHeN21DUyE5Ia89H0KdmnR0+IVAbeUBrEmS+69SIi/TIzn5rb7oiKqScgZPNGG1xNnMl0kzIJ3yy8Jg3W5+kaIlvPjri6SZnIFArSQFnhVpbIUm6krul51e3bKmLG/n4zWnfTbW2plqrnI39ht824inJr4hKtxaShWz32e3NQTlwYOKSFEmThOHz1AVTqZEa0T7YmS2GZIchew3DZYT16v17Ms42qJqmVsp65IrhcsuyUpdw1ET5w6pq86/ZvCbGLEmtNqx9iQ6XIiU6Ws70vPHGnj23u259/IWR350yRW5JtBW29u/1lednlDsl8xNFTYtseFpafDXWEasDF0/KrkisVGSvz7cluJ0aqREW2V8fVVoT5Q25hF82i3S8mJFxYHVMZr1bJLrCrlKvR3ZHDe0WpYjRe9/yexNzipeM8yfW1sZVmp22eOocwq4L2XHDl796Y88zDrXh1A+ezrzBJXvjimZPvvcvt694c4OoMAddf1RUi8dbWuqat2Pv3r0Pf2tuii3HFZVsLrm+E6xjtn9qhKV00EOdO3frkix0R1RycpQ/+oGNa8e7c+Y+VKwoSkvS0NEOWa7vGrtVtXW5f647M2rTruIah8sl5OnylBvsqTekpr7j0mXfkG6f7/nVhS6bNPBLv158utQ/q2HGxNtv//3DTbZac8VSuAYNe6jAMfrEQ8U7e5zruvRrX5s0q1JP3t3N4fC5ONiUGtFuWcm09xYsOrfbX7Pr0JHzJ88f2ZHdsGTji4eWjlaNmuTz0zob5qB5tGuSK7PbuV3jOx3a13uI33CEzOHQMf2G7V9+J/WdYFgufefYf4z+6le/XOovcp76y7d3z0xIePjn3779i7/9TZE5+pqfHeraZ1pZae8+b+ftfG93caeH/3R4fKJ/0P2Lklp8Hg8vAjUiom1p34L6pH19DhanL0ifVnJk0ajoAWMOF1fFF/iLZx461KO37NeTjy4a1n1Xybm5m3r//pe/PLK1virJVTqvqr5+dOdjpS2Og0nDunX/j9E3tJ3oHN9Q8eRvf7mgz9t77/u///vVX17+yQGf/OVcvyL69nl7UNKYPt/M25k+6tirL//+hOpZ1vX++2f6zBY5Hoca0TE2xgoRip+WsKtb1bz0rgeHHe2SsC8vunOPQQfT307v83ZnIfSCvp/rc+7t/120q8u+zRtf7tp9UI/eUWXpJSd3TOvzdmyN99y0+9O/12d0l77Tfnvu3v0P//LJkyfSX53ztZtem/P2F4R9em6uIsTUqed2d1v+3qJBeX369PnfXy7Kc7S81Sf2vTE3tAih8ipQIyJjY8mYUL1rU5+ubfFLp53bkbSr697YpVU1ndN3HjqX0Hbk3FC/11uzb+qx+POH+95++L6hX3v751Vzf/WTQPc/fWHuL18e+2qPza5F31wff77vvHXf6jTgV98ed9+i8/51U++c9LVVtWe/dsR9Q+6ZG4VSuTy27/Kji5amv/rqr8Y8fN+O9NiTBTvuP9Z5QVmLtcMS1Airxn2xDmHM61My9HPvHe5x+KRr34K3D588vWPRkSNjot3d+/RWFJc/ferpTG3Y5x6+71c//8Kfvl286ueTpCU9Xn7yt7/6zcu//Lmrb/r0KfELRtfHf+G3939hzX2/P1+/fupPJn178MrFf9ortuTe2NMlRNf8Me/1WN576roHvv2tBzYVDJ361snYcw/N/OYJ6xRIFlWp8fp28UTdky+/LDTXk79dd7TP7h3LDye/s25aery/5kiPE53fK6s5vqh3i8dzeurLs1dLr/5+3YlzvWemTx1yfvkh0b3HvpnTRs3rPrrN3yPfCHfvM2TvtK5LFy2dd6JHF8fxvt3OLy8533lBZ+uUqrAm6tJH7f2PPvk/+cupVV/72u0P7z4amxT/zbf79PnmOZk5iqkRHQ7c/pdJdz7820XFJ+43azo874Zd+XurXKV7F+XlLcpfV/J2vvD4kw9/Ybz24u0vlx3sev+Co6Piu7zXtduo+4+e7zt1dOce3V2LurrEsWmjl55bf+LcvreGjRkSlbDvfPThaQvSpyb4y/I3KZLkT4/9Xvo3h0789qnn//TLP/1yQez5qCPnjg+p2vt2vIvXgBohhO4R4sVvf+5Pv//T1w49UPPWW8uiCkqnO6K2ekVy56nxxbHT0hdNG+rJsRW9eCAwYc7iGZm25Kriz7fVR+9esKjvuVFRg3qcW9DbFb2oJCzWpccPnbZoanrXXSeT6vX66NPhgiFtUcWnQ136LHNpjaVjSkbH9pk06S+bx/150ri2ggJ/cd/0k2H/rkU7TituJtSgRhZWjRajJTP77OKMOa9uHO81ZLmuxbE9pLrCwjhZXONadnBTQXG0t7o2Tm3N2Hy2odbtbWmZst0lG8lDhpyMbgslz6sqLhDusiRF1Bf7Szt1SipOqrHmtjJCLlkPGS5D1zdNXaaLCrlTpxvmlUU1vPHaG/OzVZtb12vmdQoJxTVvkyGY/I0aoRuyHo6LyZq9ceLZTEX2+z12n89uXZxGlo2wInS3QzG7cm5oXT3/J5NzUgKaGnJPSbUrihIK6SGvLDv8ftktHEbYbxiK4nUY5h93ODKdm3l3l64L//m9NUJt/O726bmOUGN5SvaIs1nViYqQXeFQSMjC7RWGTI7UyNhoXWUjUd2fMXFPXKYkzBp9vjqHJxxSwoZQZEUxY3UocU2BW88OnxxTGNhvE4qnuVnoYdm6gpV5bzNn4XCZD6Rbx7cpRmQu1LCh6OYH3EI2hHDVRDkiG01922W3rXxDvzdWZOWoISNymWMz+sjWJJZUqZEazf9qc7aen1tQ7a8x22jxuGS73bqKom4OXomR0ztsitS0stdtT8cVtjobNdHi8U13WHMM6+GwIbd/qi7cbutqUY6QmaYRuUhx5I8SNnM3R1DFjFGW7dNll8350ohxraqsm6Oh4patIdSahsfB2EiN1KhpiZnLupcti6vOMdwuYS05TpfbB03r2qhCNYRaLd06Yv6EVsmpapIqPLLPmsRKtyYTN99GshRh3YrQYb6nhHUlFNlhYV18To+Mfx2XZWxx6LaUlb1GNFywGW7rxGM98uvArbf/B2q8nmm1klqbeXZu1azKOFWTVeuMYnOkss7aN8c1zUxVy8kUWs6B4SNeawxEpkFVPjSsXrwgq4jM+y0unopx8cpRyvvXP1VEpRmrrNiKJsx/ulX9bp3jg2chs6BKjdf7EqqiSJImxY2fMHhjlJxo+/DFENsvhaEl1tbmxKQ0ZAx+rVH6B4+WsZmrmB61OqvXiP5Nki9o5zWgRrQPR5HxSLOpasOajHGzDI+53Ci3fPTz1AuqlDN73OLZrdI/WKOmqeaSbW3KwF79VkvCl8vZxdSIdpHzCXVJvTA2I2NGpmSt5hnyZU4y1FRnUdaesw2SkJyJ/9BXlIRhrhpqq88+1t8pqJEacUmO5kCVqFbOzliV3ehM8co+eftHlx3NRVmRM6PX5P6FmtBtDvs/MtGiJKxJx0X2Y5FlXl8u8+BQI9pXGj0tLbqi5qzdOHlskRSwOWS73PKR0DSpKCVzxqrhA53lhvDZU4PBYHPz3/81FeE2asf1e9Nc5lWaz1AjNaJ9rdFwtChy5oS5A/xSoSTVOiKzF8sf7lFXbTnjJyzJyDYHM7vPuuBUbu4/Nu2p4W7Y85JTkjQ9eCaXl4Ea0VGjHI6qmrtmfHVKzIEZ45Om++rsvktGR+tfsi3ukXGTxzVIgYBoDi7MPWPK/bsjsvY7KjVr1m6QAuZC65QbU3kZqPG6Zg5/nvbT7FXV9sjB+DWz4mLiMjfel7dzu5mn3Oyz++SOLTxmPImVUQczZqyWCgOa5JtSl2ouqaY218mykLX2/YN6x+7FyPZZ+WJz+gc9t+9ulM2VVOs+ckiJfiA7UGvWqNRZsxkr7+9mtO7cfj9deX/XY+TmjvMereN9rOuiX3Lbxbs42t9rv5Ry5BN0/f1ncukFliO7PXXrVMrIIbQdMzUr19u+Tmr8l9AcTA3WyUK3CWmb1Ji9ZO6mWW63e7t/yPJFk2pscaX1qcHULQ6fEjniW6uU4wrKHtjUmCKljH8xZllYWNtEdd2Qw8n1hrAOwdG9XiUsmz/g1tFvuvkJ4Uigsm41YK9rkc3mtYBQw0JuCW4RSqJwjT6frPqTCwq2FtTr/nrDW5CcnFxj1tDm0IXhrw95Ty8rSC51m18nVB9dnOyVhcOoaevUFjIUb01IKP4ov5mOK6rU/Bo1peaTMMPzKroshxXzU2RFCVuHz8rmMzXf+k+ajylbxwaZjeqKHJZ1t99dc9JrHc4ni7D5ASXyG8X6n1Gumy6p8V+kxi1BYcamSgEtbsLwVTMy4ypD3pqkbiVL71vlqt/51vZg6nTZbtT7owpOx2VmFpzfvClHSgnEnX141XFrUHGZRZo/vnlVDsX6ofe/lRR2hazhS9etg8OFGY8IG4qihwy9ZYrDIdu0mjVxF4QqHHVTXMmbkt/qvqmmsm3dzLzjxw/65533VnVel9dt3UkhTpw071p1LLnq0Ilhh9aX+fWaees77z4R7w3p0QmdR3UucxujR9eI+u6Dos3k2rp1CSneIccN86tZZYVF2GXmKZtBKkbIOgrdOuhVjt6pFEebA7LLXDCXrfbk8KYyf3RefUhYvzJEKBRuv9CB+X8TGU6tkZMacW1qbG6uE55EIeIqatduHr42UzIHDfnk3tj1xzqPGZK8b+eUYOnp04arbPOknzw5blb23MFrx/sfeSSueln+vjI9tDWq3syuJnnr0i5eV1SUP9Q2dJjLKF1W6ldc/pDXOmC8PspvOIywt7Te66jzJ9d4Ew9+e2yt7pZL/VHx6/cOS5hXo8jd84eeHz26auv6kuSERYPWHYot8eoL4h1CP947et3R3kNP7FtaZnQaVbK+y+6lZTU1vbsO67J3aif/8vyC+kH5hwpkWRnSd2mSUrp+jKI7oqJcRjgUrolyuUprwnrY8J/2G4bb/N1g1CSXeTsfqq+Ro8wn4g6VJkd5/YdKThacTzZHQ7frdPJWw+vQZbc3eVlN+2G118cSKzX+i6w1Wmt9cYqIqT4weNWMalUL2QzXsdhd0+WtnU9ELV1fl/S9mevbbAlfu+/eLzyZMXfwjOyDXQ5tjp51cOiOKn9S5xNlNa62dXmH0gdFdeo2bPTpsqWHo9vW78grq4nuYg4z52sKjg3rkuROLjuWl/eWf9mgofGnow79aW5Vm5DnxR8cM6zb0fy3vKo4P6p7ovlz718fG3V8qSzc3acddLw9OiTLg/Kj1/UuFmJIbLfTw0Ytc4W35h92l/XZ5Qidzs+rGZN/MK93l1LZHMZ29eixu75mZtewo23HsIMFeqd564buGrI+L9pb09Zl6PnkqE7JitEWn3wsOnb5aH/0zM550aHohEOH5iWVLOpyskuy+RCuTsO6HZlnHQoYGj1z2KC2yGBqKNSIa9SiLzKld1xAc46dfLahMaVWURS59KH803XbXf7S00cH+bsu3bv08Nh7n3xq9U0vP5wxO2ZNft+SMYe791505HzS0t75y/OiDseO6jotoWxMbEnssZ3Lx6zrdvRIydQhVVMLXG33Rw2NzR/Te9m6RUt3Tz0SPXPq4THrN/X+/W+O/kZ27z48uqyq05jdybIq4nsfOxldkFmfkJ/c7agQbv/RI/q0Mocsnx8VfTz/fPSmQWPWdRozVNZD/p3LT3ZeLuR6JVzvGhM7ZnlevXC5ZKMstqTr8fr1Y4xlJWNGpXdz5U/NP5q+b9TyE6erdo/Jzz9UPGymo35Y7/hFnc6NmTlk6u7Dy4+07ZjaO3/9rpLlg86XdPI65OipO473XuA1l0yTp45KGHPeq1wvC6rU+C9To3WeYaB1xeS1WbVSSo5qLuRF9x71Zesi4t/furTbvHPzlh1MX/LkvQNXT3z53oaK2gG/yTOS8ncPK9leevxodFuXabumzgvPWz6oLPZE0s7Rbz3UJXpYfHL3ruujx4z2Hhk2b9qutqSuZesOz5OPdT7eu3fSvGM1A14eP2RqcsG5suJDJaMW5Lepir7r6KKpXXcXFxwpKchbKhQj6sTRcI/RfkUZVLIpIX151x5TE5I7dd7pV2T/yannD89UvNbTdx2d1qPvMb91CpZeNmrQjtjimSXeIwuWFVe9V3B4TPSypTOT1+fPO753k7yr5HyXktKkfcdHT9NHrXcMOxwlOo05trfzwSHdT64/XNB9zDzzMWoeKlgWf3+N26xx30PFQ5bJwjCuk42r1PjPX2OMHNOmqCkVYvWExeNcWk6icITNH79lh0f567a/8+Uvly59aP20BVO/9qeND987dsbtP8kuVKuH7O0iJw89OnNM0L/77amL+k7rnh8lCo6er9q7vOuOquJhg1xJJ/L3LermP55/+lx0VZ/3+vZNX3ei97zQvG5l65Z33RufOWTq1lKzi3P1e5ceyovtvFV3eLsfPrGr+8Go+vW9owbFymHdtaPE22O0WxcJJZt2lsyMH7U72j3k8CBr0TFp0ZDDsVYi9fXG0mkn8s0VSjkccnTPH1JccrhzbH3Xc+l9F/U4mL+j1H94nli3O77zMK/eNrNLp30Jh46eHL08nH/Cv35dqeKKTRg6tW9JfH1efumQ2HlhxV2zM7br8nMu82vU7EjvO6q7X4Qc18kPAzX+82tstmqsFJJWuGf4/PGJQrNpQtYdDmNQbKfpvqiZvb88Ju+hRWVlD0zKvum+jMG3P5kdkyKqhpYpBQ+N6bw3WFNSMqQsPn7I0pPhmqXHk0+XDes66tj6+F1jRiUMis0zihckTI3atXxdWdmx6G69k8S8vE7JQ7rFHj0f37XGf7xr5901o3YffKjrjrZMVXTvXWY+JbUmYczJ9Udlw9jUY7TSd51LVx7Kjz7eOUlJGnWiPnrvCb+slOYtrzmeXuoWrs4nSmMPF0Tl7z7pMNf1uo8Z4u1yLn9pVP6++O5Vx5JHDS2VS8qMdZ3Ljhyp16OHnY/qln9kpvtYibfr8ZpDw0pF0phdSVXxJUvPr+/sL9tXJRR//KKEsiFvexWX4u1UNTo2v8prKNfJZhxq/CcvpObmpto9uqZJolE9sHljjC2x4+cuHHYMGbW7qjR++czTsevmLVqTOePnZ+fcN2ncgIzZKRekqjE7To8u2fnQqFxXQnppwbG+ncylyC6L1sWPivev27tu2M7Rh6sKdi1fL/vT0zvLxenHSovHlCUcLhbxJ/J6z4waMupY/NSt3qo+fZJquucvGLP3RLL5leNLupsxhktPlNQfOlpTE713eXJo6L6C+uSSE8nHexcL4/jSePex5V1K60e/l6Cf7Du0wF/Wd3390VEFxpB9w6LcLrGrZJ5csOObsf4ufeu9Vfv8+UPr246WGWbK53t3rzkWO8895FzfaP/oI35z1CxLj4/qNmrX4Zlt3Y/E541aNrrkLVn2rusbdfLI/fXJm0K7jh47PbR30qY28cHhDNSIz7DGYLDOI4StsLAxe/C42tZKteNYFnM17HRC1x7n/mPo6eTY0TXD/u/bv/rWhMFzB7ZmzY6rVUVVyaJpC7r950Odc5Xk3X3+t+969/EFC5ZPOx/de/nU5YOSZx7dUTJted99nYV/UJ8q3XGi73vpe5fFdy7W44eWJaSnH+3c9lbXktKa2K71wl9QtrWgwFHpdnc/UeW26XJpt90Fg6ZN++a5rp3MlbfYaYfTY0+KLjuSFGPZkb3J9Xnpy9PT1wnFHASX9110eJl8+HC07kqIjQ+Hvd33VonQvKklRvS+9OXLe3uPJPij8w+6unTulDxs6tT3htUYnY4ergkfHCq69Oi9qXP6tPS8+vj37j83NHpQeu/zu4tdwtjUd9q0MSXRnYf5XUd6LJh6sDSvi9/wXhcLq9T4T9+CY73VJKlw4PCNrVJKqGMMMAzrOLeo6IKCG+wtW71CjF08NuvOe/fEaOYirU0V82aWnWzb7jh9utlcwZrXViO8SnSngmiv8CcVnw6HlxVH+U9Gn6zZKlxby0SNECeTTvp1V6lLeE/7c5YlRZeK7Zve8vuXlaq1ysm33Dal0qaI+rYaTTMfL+qko2bewaTSyFEF3uiDVaW6UZDsNp9W8ia/8J5Mij5d45KF7h9SvCksRIFLOGRRUGD+s35TaVi43or2C7lTVLJfiW4LKUn1Itn8QFRx0laHYjjalimOmijh755kuJKKvSJU07bMWuSNjpa9buEwH7/NL1xeYW1L9S/zukIu6wtzLA4+e/J287d+olPUTpg7eLVoqDXeXyKTzZ9Ch1c02x2yUikFnPtnr1pyYL9aW6GJRFXtlFdsTUnVbG/Rw+HIWpXfuqdRYw0ihsM6gkV262Elcqio7FKEQxdeQ7jNlTB3pbka5pGtk0MMIdw5OWXRmTbhckeuRaWpiqa3HzSq+73tB7Oab0PmfR3usMutGH6/7HJYx9Toocihp15dMRQjclK0tWtQsX6LWO/4I9cMsD4eOTbVEQq5hWxW+8HxrPWRY/VM1qx05jP0mo9o3kmPjIPm1673d+xntOaj5FgcfOaUsDkmaVLRjEkb99uETZat3R12X2SrviVkjmuiIkVIWa0T9sRFmT/Q4ciR4MlJNeZqmuL2WpNQCb8ii5AIOyLzpbpC1twd4cj0i9Yny1HW4diRyt2RjwqtMiR8drvDJxz1NpHdqVKNNKO0z7lj/R64+LPvcunCrbguvmstP+uyGY3bOkHZTMRlBRuSw7pwORRH2AhF2jMc1pGxDuEWYUW3HktXzPU+3WX+UlCMyIOZv2YU8xlbd9Z1xR0yDCNk3rn9Cjy62WzHrJFht+71hwxdZysOPvsYZaHGFYmUgXMWZxVWWydUddRoHTxtuD3m4BFyCS0m0LpiyeKYalXUhNoHl7Df+8GJGpHRK3K2RLh9NAuZY6NiyB0nTCiyw/wJ1w3dXKAMuzruZG+ps04bUbTZSzaplartQ1stzWpC5p1d1vzHVqK6bJjjlzU9qyEbkSNIdXNZNBwZ+HTda8ZjNWh9ccWIlKu/P61W5KPWjMsXH9k6l1JpHz6FP3zxvBLzC1olO8LvnzPiNkdO8z+H9/qZzpUa/8k16kJzFsYM7JVRqeV8V2nxRXY/2s21SbnFI8xYHG7JHLikDWfvXJyjJQq/tXxp97QHE7YW8NyR5cOQtSznNosMGeZ4YkRitpY2hSMk+63QrGNbwtZ9zNsqLlSa7zVPeadZODTXwY011u5OoZp/EhVF1c3Bz2xDEYZ1KLocOXPKob9/opY1hbnXHHmtXwVKx4OaccrWV5WtGZStdd7IbwZrCBRucyg0x1JrUA25dStfa8pza3ncFTl/KnJ6hy6HIiWHwh33czvcHWuKZv3ucMdCMDXis6VWB0Tc2sGDYwpzNNll/6DG9ulTzR9VNUZIrf1uW/ymVqG4WxyRKXCENXtOZJlOqNb0jooIR5Y0DcVcSjUXC0ORU6/MCmTFOsXK7EW3TuOwBkbD0NrnV00NBptbXGLWpOyQSzE/piqRlUYtEpm1rGkGaaXUvgxrmMNUpBbZHK2tANvP1LJWKq1LPJpfwDoFyjqNyvyQEplxMrLKGrYGZBG5LTJM65HcdHMpVY+crqFYb6yDHaxzJGXZOodDWOd9KRc3opoPrFh/qBGf5cbUYGpq0CNJUszauRn7a21uQ35/C46vuc6KTtcUIakxgZQ1m9fMqtQVX92U6R/e76ZcfnOj8qG/Otb5/vYD1lnI+oXszavVy+zLu+Sc4Q8+cLmHvcKYf8mnKVf6hMu8o1z+E1hSxWdbY3MwN3VhnRRYPW745KyAqrav5r1/Y7DObu350LZJtoaMuZv8NtVjTUe1xfMpLiYnisSsARMkndnEqfG6Hxyb66Y7pMa18zMaNC2yqHZJjT57nWzN/i+2pYxdPHdcTuRmcxnW/mnGmKmps5fEUSM1Xvc8smzWGJjda3FDbe1HQjXDkxOrbZoWM2FwxtgcqePjf/+kqR+lu102dc8eyUmN1Hi908OGLtc2LF7cv7AiclGbS2u0stMTVU1qHTh3Y0OjpNg+/RoVVc4s2Nhg06iRGq9r1uZFVdMSH8kYvDalwhkZ+hSP55IarQvGCWl19p6zs6WUQqF+BjVqUuaApOpqQY3UeJ2uLLb3JEUOiWmcvXHOhKwKURvXUejFYdEaOlVJypm9dk92ZkqcpFa+f/9P40m0/6UVFeVsypRUxkZqvD4FTb6LNaqzN64alyVJtSJR+fBCqjVyJko5a5dkrM3RVFvkmm6feo2KdGF8prnKqlAjNV7vNUpS1uI541bbrONgxKU1Rq5qbLPVztqzZMme8Yr2qbfyftK2bK8q8aJQ43XKulxGZOiTamsbJ8zptb+69sOx2X0+j6Io6oWcA2c3jjuQo34GT6K5o8bahhmzGBmp8ToeGzsuJaWmpIwd3Kt/jE39cAyyR1HNgbM2Z+yAjTMy1c+iFF+wPUcpZlx27YcvmwxqvI5c3EajSc4DGRkHnEVh+cPBKZFLM8btX7tmXHamqn82NQatgwi0ooZ+OdYRqDIvCzVet0FapyhJtbMyhg90Sprxt4dDqwEh4rIXDz67vzaxUpYjl0n9NPdrRGq0joiVYibsF5q5JNzCa0KN1y9zvVAbv3HO2UxJ8nzkGuJFRYGcF3tZMUqVLeaS7WdQY26kxor9/SRNErqPsZEar+saNVvxqxmZgaKP3qZJgax+S3oNjHEGJN3enBts9n3aPZoPajcLdL7ZYF2hrlL28YpQ43Vco6Y9smTuI1qR7TI32lb06/VG/8aAU1V8wdyFuZ/+6GjWaI6HWnmWFLDmwamjRmq8jmOUtAvjNj4iBWq1Sw9PjWyw0WyzJ2fMiBMpKZqiyfZgbu6nPzb6gs12j5BaV0utQgsJllSp8TqWaLNlD5iRo6kh2dqiEmy2Fl2lCqckSU0rX6zqlBxWdOv8+YjPZEFZN4fGypiO/f4du1xAjdedlrBDE+MHTMhShXXKvT0315qSSqgxYltT2oZ77hhdFSULh/uznnhCiWtYXUGN1Hi9c9lsM9ZmSdYkNMIj22VrK4qmmgOj881HRzyzqTSk6J/xLkAjLLSsbMZGarzOeYRwVz/SaXaRJNXazAHQ45Nla098YkpR0eoJvfqNVIXuCCmf7awwsiFs48dfPECVGqnxuq3RrWgv7hmf4qxQEyPHvSmRt5oS9+KAcVmaNcOo0D/7OZrixr8/3YCPbarUeL1S3ZvOb6qWJGvx1NoJH9muKuUcGDB3TauQGkrdkavcf6Y1Kkpt5izzi1IjNV7XHLp461vfGnch8o4mG5omSYqUE7UpoUuSKjJdZoW68ZnPHapU++OuzzkSqRGXCImDY56cHdCsyRk11VAlVVVzHikesrXGpqratbrAfVympvJaUON1zhyPdo5ZlSlVRBYTNXecpmVu6l7W5jIMI3zNzqaIG786co4zqPG6lqjuujdbbawVWlFcta0yc/aLSZsKZiUKXTYM2XNtnoO6enwOC6rUCHdtpwcG2iRrljhFzdzaqfu8Nr+suvyKLsvXqsaU/VkBXglqhKq8uCpjYKskNc6e8VbVkHnL6sN6YmWidaEm/RrFKHL25/BCUCPM5cNZE86enbC23+QlS9aMrfGGPdd8ZhqtNatIWCdTsWuDGq/zGiU1LmvswIEDs8fOzkqpdjtaItcVdVzDp1DR2mgtJws7exqp8bomCUnSpKKUmA3lhU5JslXKss9uyJ5reVbThdbI8eIeHzVS43VeY0WRJLYFAlKF01khqTaH7PN5PNe0xsaYbdYBQB6OwqHG6321UVc9wiPpuq6qsrUdNbIhVb92l+5VFFu1dunFTkGN16mOE/l99os+w7OKLx+jrhthueM3A6gRZpUdMXqueY2KLhs6LwA14l9gUdnKkRqpEf8aOepceYMa8S8zOvJNoEYA1AhQIwBqBKgRADUC1AiAGgFqBECNADUCoEaAGgFQI0CNAKgRADUC1AiAGgFqBECNADUCoEaAGgFQI0CNAKgRoEYA1AhQIwBqBKgRADUC1AiAGgFQI0CNAKgRoEYA1AhQIwBqBKgRADUC1AiAGgFqBECNADUCoEaAGgFQI0CNAKgRADUC1AiAGgFqBECNADUCoEaAGgFQI0CNAKgRoEYA1AhQIwBqBKgRADUCoEaAGgFQI0CNAKgRoEYA1AhQIwBqBKgRADUC1AiAGgFqBECNADUCoEaAGgFQIwBqBKgRADUC1AiAGgFqBECNADUCoEaAGgFQI0CNAKgRoEYA1AhQIwBqBKgRADUCoEaAGgFQI0CNAKgRoEYA1AhQIwBqBKgRADUC1AiAGgFqBECNADUCoEYA1AhQIwBqBKgRADUC1AiAGgFqBECNADUCoEaAGgFQI0CNAKgRoEYA1AhQIwBqBECNADUCoEaAGgFQI0CNAKgRoEYA1AhQIwBqBKgRADUC1AiAGgFqBECNADUCoEYA1AhQIwBqBKgRADUC1AiAGgFqBECNADUCoEaAGgFQI0CNAKgRoEYA1AhQIwBqBECNADUCoEaAGgFQI0CNAKgRoEYA1AhQIwBqBKgRADUC1AiAGgFqBECNAKgRoEYA1AhQIwBqBKgRADUC1AiAGgFqBECNADUCoEaAGgFQI0CNAKgRoEYA1AiAGgFqBECNADUCoEaAGgFQI0CNAKgRoEYA1AhQIwBqBKgRADUC1AiAGgFqBECNAKgRoEYA1AhQIwBqBKgRADUC1AiAGgFqBECNADUCoEaAGgFQI0CNAKgRADUC1AiAGgFqBECNADUCoEaAGgFQI0CNAKgRoEYA1AhQIwBqBKgRADUC1AiAGgFQI0CNAKgRoEYA1AhQIwBqBKgRADUC1AiAGgFqBECNADUCoEaAGgFQI0CNAKgRADUC1AiAGgFqBECNADUCoEaAGgFQI0CNAKgRoEYA1AhQIwBqBKgRADUC1AiAGgFQI0CNAKgRoEYA1AhQIwBqBKgRADUC1AiAGgFqBECNADUCoEaAGgFQIwBqBKgRADUC1AiAGgFqBECNADUCoEaAGgFQI0CNAKgRoEYA1AhQIwBqBKgRADUCoEaAGgFQI0CNAKgRoEYA1AhQIwBqBKgRADUC1AiAGgFqBECNADUCoEaAGgFQIwBqBKgRADUC1AiAGgFqBECNADUCoEaAGgFQI0CNAKgRoEYA1AhQIwBqBECNADUCoEaAGgFQI0CNAKgRoEYA1AhQIwBqBKgRADUC1AiAGgFqBECNADUCoEYA1AhQIwBqBKgRADUC1AiAGgFqBECNADUCoEaAGgFQI0CNAKgRoEYA1AhQIwBqBECNADUCoEaAGgFQI0CNAKgRoEYA1AhQIwBqBKgRADUC1AiAGgFqBECNADUCoEYA1AhQIwBqBKgRADUC1AiAGgFqBECNADUCoEaAGgFQI0CNAKgRoEYA1AiAGgFqBECNADUCoEaAGgFQI0CNAKgRoEYA1AhQIwBqBKgRADUC1AiAGgFqBECNAKgRoEYA1AhQIwBqBKgRADUC1AiAGgFqBECNADUCoEaAGgFQI0CNAKgRoEYA1AiAGgFqBECNADUCoEaAGgFQI0CNAKgRoEYA1AhQIwBqBKgRADUC1AiAGgFQI0CNAKgRoEYA1AhQIwBqBKgRADUC1AiAGgFqBECNADUCoEaAGgFQI0CNAKgRADUC1AiAGgFqBECNADUCoEaAGgFQI0CNAKgRoEYA1AhQIwBqBKgRADUC1AiAGgFQI0CNAKgRoEYA1AhQIwBqBKgRADUC1AiAGgFqBECNADUCoEaAGgFQI0CNAKgRADUC1AiAGgFqBECNADUCoEaAGgFQI0CNAKgRoEYA1AhQIwBqBKgRADUCoEaAGv+/9ulYAAAAAGCQv/UcdpdDgI1gI2Aj2AjYCDYCNoKNgI1gI2Aj2AjYCDYCNoKNgI2AjWAjYCPYCNgINgI2go2AjWAjYCPYCNgINgI2go2AjWAjYCNgI9gI2Ag2AjaCjYCNYCNgI9gI2Ag2AjaCjYCNYCNgI2Aj2AjYCDYCNoKNgI1gI2Aj2AjYCDYCNoKNgI1gI2Aj2AjYCNgINgI2go2AjWAjYCPYCNgINgI2go2AjWAjYCPYCNgINgI2AjaCjYCNYCNgI9gI2Ag2AjaCjYCNYCNgI9gI2Ag2AjaCjYCNgI1gI2Aj2AjYCDYCNoKNgI1gI2Aj2AjYCDYCNoKNgI2AjWAjYCPYCNgINgI2go2AjWAjYCPYCNgINgI2go2AjWAjYCNgI9gI2Ag2AjaCjYCNYCNgI9gI2Ag2AjaCjYCNYCNgI9gI2AjYCDYCNoKNgI1gI3AE7lBmph+oyHUAAAAASUVORK5CYII=" style="width:909px;height:1286px"/></div><span class="t s1_91 t2_91">19. N&#xE1;sledn&#xE9; ud&#xE1;losti </span><span class="t s2_91 t3_91">Po rozvahov&#xE9;m dni do&#x161;lo k eskalaci geopolitick&#xE9;ho nap&#x11B;t&#xED; v souvislosti se situac&#xED; kolem &#xCD;r&#xE1;nu, kter&#xE1; m&#x16F;&#x17E;e nep&#x159;&#xED;mo </span><span class="t s2_91 t4_91">ovlivnit ceny energi&#xED;, materi&#xE1;l&#x16F; a stavebn&#xED;ch prac&#xED;, stabilitu dodavatelsk&#xFD;ch &#x159;et&#x11B;zc&#x16F; i dostupnost a cenu dlouhodob&#xE9;ho </span><span class="t s3_91 t5_91">financov&#xE1;n&#xED;. K datu schv&#xE1;len&#xED; t&#xE9;to v&#xFD;ro&#x10D;n&#xED; finan&#x10D;n&#xED; zpr&#xE1;vy spole&#x10D;nost neidentifikovala skute&#x10D;nosti, kter&#xE9; by vy&#x17E;adovaly </span><span class="t s2_91 t6_91">&#xFA;pravu &#xFA;&#x10D;etn&#xED;ch hodnot vyk&#xE1;zan&#xFD;ch k rozvahov&#xE9;mu dni; mo&#x17E;n&#xE9; budouc&#xED; dopady jsou pr&#x16F;b&#x11B;&#x17E;n&#x11B; monitorov&#xE1;ny. </span><span class="t s2_91 t7_91">Po 31.12.2025 nedo&#x161;lo k &#x17E;&#xE1;dn&#xFD;m dal&#x161;&#xED;m v&#xFD;znamn&#xFD;m skute&#x10D;nostem, kter&#xE9; by si vy&#x17E;&#xE1;daly &#xFA;pravu &#x10D;i zve&#x159;ejn&#x11B;n&#xED; v t&#xE9;to </span><span class="t s2_91 t8_91">v&#xFD;ro&#x10D;n&#xED; finan&#x10D;n&#xED; zpr&#xE1;v&#x11B;. </span><span class="t s1_91 t9_91">20. Schv&#xE1;len&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky </span><span class="t s2_91 ta_91">&#xDA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka byla schv&#xE1;lena jednatelem spole&#x10D;nosti a odsouhlasena k vyd&#xE1;n&#xED; dne 30. dubna 2026 </span><span class="t s3_91 tb_91">V Praze, dne 30. dubna 2026 </span><span class="t s0_91 t1_91">91 </span></div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEW7mUnB8uRMAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/></div><span class="t s2_92 t4_92">Fidurock Nemovitosti a.s. </span><span class="t v0_92 s1_92 t2_92">KONSOLIDOVAN&#xC1; AUDITOVAN&#xC1; &#xDA;&#x10C;ETN&#xCD; Z&#xC1;V&#x11A;RKA ZA OBDOB&#xCD; </span><span class="t v0_92 s1_92 t3_92">1.1.2025 &#x2013; 31.12.2025 </span><span class="t s0_92 t1_92">92 </span></div>

  <div class="div-absolute" style="margin:0px auto;visibility:visible !important;position:relative;background-color:white;width:909px;height:1286px !important">
    <div style="-webkit-user-select:none">
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src="data:image/png;base64,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style="width:909px;height:1286px"/>
    </div><span class="t s0_93 t1_93">FIDUROCK Nemovitosti a.s. </span><span class="t s1_93 t2_93">Konsolidovan&#xE1; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka za rok kon&#x10D;&#xED;c&#xED; dnem 31. prosince 2025 </span><span class="t s1_93 t3_93">V&#x161;echny &#x10D;&#xE1;stky jsou uvedeny v tis&#xED;c&#xED;ch korun &#x10D;esk&#xFD;ch (tis. K&#x10D;) </span><span class="t v0_93 s2_93 t5_93">Konsolidovan&#xFD; v&#xFD;kaz o finan&#x10D;n&#xED; situaci k 31. prosinci 2025 </span>



    <span class="t s3_93 t6_93">Ref. </span><span style="display:block;height:0px"> </span>
    
    <span class="t s3_93 t7_93">Pozn. </span><span style="display:block;height:0px"> </span>
    <span class="t s3_93 t8_93">31.12.2025 </span><span style="display:block;height:0px"> </span>
    <span class="t s3_93 t9_93">31.12.2024 - </span><span style="display:block;height:0px"> </span><span class="t s3_93 ta_93">opraveno </span>
    <span class="t s3_93 tb_93">1.1.2024- </span><span style="display:block;height:0px"> </span><span class="t s3_93 tc_93">opraveno </span>


    <span class="t s3_93 td_93">A </span>
    <span class="t s3_93 te_93">Dlouhodob&#xFD; majetek </span>
    
    <span class="t s3_93 tf_93"><ix:nonFraction id="Fxbrl_20260506123047358" name="ifrs-full:NoncurrentAssets" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">5 300 531</ix:nonFraction> </span>
    <span class="t s3_93 tg_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506123047358_0" name="ifrs-full:NoncurrentAssets" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">4 493 633</ix:nonFraction></span>
    <span class="t s3_93 th_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506123047358_0" name="ifrs-full:NoncurrentAssets" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">4 032 833</ix:nonFraction></span>


    <span class="t s4_93 ti_93">B </span>
    <span class="t s5_93 tj_93">Investi&#x10D;n&#xED; majetek </span>
    <span class="t s4_93 tk_93">Bod 3.1 </span>
    <span class="t s4_93 tl_93"><ix:nonFraction id="Fxbrl_20260506123112847" name="ifrs-full:InvestmentProperty" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">5 294 478</ix:nonFraction> </span>
    <span class="t s4_93 tm_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506123112847_1" name="ifrs-full:InvestmentProperty" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">4 471 672</ix:nonFraction></span>
    <span class="t s4_93 tn_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506123112847_1" name="ifrs-full:InvestmentProperty" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">3 999 548</ix:nonFraction></span>


    <span class="t s4_93 to_93">D </span>
    <span class="t s5_93 tp_93">Odlo&#x17E;en&#xE1; da&#x148;ov&#xE1; pohled&#xE1;vka </span>
    <span class="t s4_93 tq_93">Bod 3.12 </span>
    <span class="t s4_93 tr_93"><ix:nonFraction id="Fxbrl_20260506123152295" name="ifrs-full:DeferredTaxAssets" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">6 053</ix:nonFraction> </span>
    <span class="t s4_93 ts_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506123152295_2" name="ifrs-full:DeferredTaxAssets" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">21 961</ix:nonFraction></span>
    <span class="t s4_93 tt_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506123152295_2" name="ifrs-full:DeferredTaxAssets" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">17 721</ix:nonFraction></span>


    <span class="t s4_93 tu_93">DD </span>
    <span class="t s4_93 tv_93">Ostatn&#xED; dlouhodob&#xE1; aktiva </span>
    
    <span class="t s4_93 tw_93"><ix:nonFraction id="Fxbrl_20260506123209138" name="ifrs-full:OtherNoncurrentNonfinancialAssets" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction> </span>
    <span class="t s4_93 tx_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506123209138_3" name="ifrs-full:OtherNoncurrentNonfinancialAssets" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction></span>
    <span class="t s4_93 ty_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506123209138_3" name="ifrs-full:OtherNoncurrentNonfinancialAssets" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">15 564</ix:nonFraction></span>


    <span class="t s3_93 tz_93">E </span>
    <span class="t s6_93 t10_93">Ob&#x11B;&#x17E;n&#xE1; aktiva </span>
    
    <span class="t s3_93 t11_93"><ix:nonFraction id="Fxbrl_20260506123357711" name="ifrs-full:CurrentAssets" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">225 528</ix:nonFraction> </span>
    <span class="t s3_93 t12_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506123357711_4" name="ifrs-full:CurrentAssets" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">124 071</ix:nonFraction></span>
    <span class="t s3_93 t13_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506123357711_4" name="ifrs-full:CurrentAssets" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">540 056</ix:nonFraction></span>


    <span class="t s4_93 t14_93">F </span><span style="display:block;height:0px"> </span>
    <span class="t s5_93 t15_93">Pohled&#xE1;vky z obchodn&#xED;ch vztah&#x16F; a jin&#xE9; </span><span style="display:block;height:0px"> </span><span class="t s4_93 t16_93">pohled&#xE1;vky </span>
    <span class="t s4_93 t17_93">Bod 3.2 </span><span style="display:block;height:0px"> </span>
    <span class="t s4_93 t18_93"><ix:nonFraction id="Fxbrl_20260506123408830" name="ifrs-full:TradeAndOtherCurrentReceivables" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">89 892</ix:nonFraction> </span>
    <span class="t s4_93 t19_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506123408830_5" name="ifrs-full:TradeAndOtherCurrentReceivables" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">62 704</ix:nonFraction></span>
    <span class="t s4_93 t1a_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506123408830_5" name="ifrs-full:TradeAndOtherCurrentReceivables" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">63 613</ix:nonFraction></span>


    <span class="t s4_93 t1b_93">G </span>
    <span class="t s4_93 t1c_93">Ostatn&#xED; aktiva </span>
    <span class="t s4_93 t1d_93">Bod 3.3 </span>
    <span class="t s4_93 t1e_93"><ix:nonFraction id="Fxbrl_20260506124432906" name="ifrs-full:OtherCurrentNonfinancialAssets" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">16 017</ix:nonFraction> </span>
    <span class="t s4_93 t1f_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506124432906_6" name="ifrs-full:OtherCurrentNonfinancialAssets" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">20 936</ix:nonFraction></span>
    <span class="t s4_93 t1g_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506124432906_6" name="ifrs-full:OtherCurrentNonfinancialAssets" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">24 076</ix:nonFraction></span>


    
    <span class="t s5_93 t1h_93">Poskytnut&#xE9; &#xFA;v&#x11B;ry </span>
    
    <span class="t s4_93 t1i_93"><ix:nonFraction id="Fxbrl_20260506124441295" name="ifrs-full:OtherCurrentFinancialAssets" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">72 983</ix:nonFraction> </span>
    <span class="t s4_93 t1j_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506124441295_7" name="ifrs-full:OtherCurrentFinancialAssets" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction></span>
    <span class="t s4_93 t1k_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506124441295_7" name="ifrs-full:OtherCurrentFinancialAssets" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction></span>


    <span class="t s4_93 t1l_93">GG </span>
    <span class="t s5_93 t1m_93">Kladn&#xE1; re&#xE1;ln&#xE1; hodnota deriv&#xE1;t&#x16F; </span>
    <span class="t s4_93 t1n_93">Bod 3.4 </span>
    <span class="t s4_93 t1o_93"><ix:nonFraction id="Fxbrl_20260506124634003" name="ifrs-full:CurrentDerivativeFinancialAssets" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction> </span>
    <span class="t s4_93 t1p_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506124634003_8" name="ifrs-full:CurrentDerivativeFinancialAssets" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction></span>
    <span class="t s4_93 t1q_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506124634003_8" name="ifrs-full:CurrentDerivativeFinancialAssets" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">22 152</ix:nonFraction></span>


    <span class="t s4_93 t1r_93">H </span>
    <span class="t s5_93 t1s_93">Pen&#xED;ze a pen&#x11B;&#x17E;n&#xED; ekvivalenty </span>
    <span class="t s4_93 t1t_93">Bod 3.5 </span>
    <span class="t s4_93 t1u_93"><ix:nonFraction id="Fxbrl_20260506124641543" name="ifrs-full:CashAndCashEquivalents" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">46 636</ix:nonFraction> </span>
    <span class="t s4_93 t1v_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506124641543_9" name="ifrs-full:CashAndCashEquivalents" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">40 431</ix:nonFraction></span>
    <span class="t s4_93 t1w_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506124641543_9" name="ifrs-full:CashAndCashEquivalents" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">430 215</ix:nonFraction></span>


    <span class="t s3_93 t1x_93">I </span>
    <span class="t s3_93 t1y_93">AKTIVA CELKEM </span>
    
    <span class="t s3_93 t1z_93"><ix:nonFraction id="Fxbrl_20260506124649930" name="ifrs-full:Assets" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">5 526 059</ix:nonFraction> </span>
    <span class="t s3_93 t20_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506124649930_10" name="ifrs-full:Assets" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">4 617 704</ix:nonFraction></span>
    <span class="t s3_93 t21_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506124649930_10" name="ifrs-full:Assets" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">4 572 889</ix:nonFraction></span>


    <span class="t s3_93 t22_93">J </span>
    <span class="t s3_93 t23_93">Vlastn&#xED; kapit&#xE1;l </span>
    
    <span class="t s3_93 t24_93"><ix:nonFraction id="Fxbrl_20260506160515259" name="ifrs-full:Equity" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">1 433 489</ix:nonFraction> </span>
    <span class="t s3_93 t25_93"><ix:nonFraction id="Fxbrl_20260506160526446" name="ifrs-full:Equity" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">1 096 356</ix:nonFraction></span>
    <span class="t s3_93 t26_93"><ix:nonFraction id="Fxbrl_20260506160529465" name="ifrs-full:Equity" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">969 804</ix:nonFraction></span>


    <span class="t s4_93 t27_93">K </span>
    <span class="t s4_93 t28_93">Z&#xE1;kladn&#xED; kapit&#xE1;l </span>
    <span class="t s4_93 t29_93">Bod 3.6 (a) </span>
    <span class="t s4_93 t2a_93"><ix:nonFraction id="Fxbrl_20260506124708785" name="ifrs-full:IssuedCapital" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">2 040</ix:nonFraction> </span>
    <span class="t s4_93 t2b_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506124708785_12" name="ifrs-full:IssuedCapital" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">2 040</ix:nonFraction></span>
    <span class="t s4_93 t2c_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506124708785_12" name="ifrs-full:IssuedCapital" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">2 040</ix:nonFraction></span>


    <span class="t s4_93 t2d_93">L </span>
    <span class="t s4_93 t2e_93">Ostatn&#xED; kapit&#xE1;lov&#xE9; fondy </span>
    <span class="t s4_93 t2f_93">Bod 3.6 (b) </span>
    <span class="t s4_93 t2g_93"><ix:nonFraction id="Fxbrl_20260506124711488" name="ifrs-full:OtherReserves" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">581 599</ix:nonFraction> </span>
    <span class="t s4_93 t2h_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506124711488_13" name="ifrs-full:OtherReserves" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">484 670</ix:nonFraction></span>
    <span class="t s4_93 t2i_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506124711488_13" name="ifrs-full:OtherReserves" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">484 670</ix:nonFraction></span>


    <span class="t s4_93 t2j_93">M </span>
    <span class="t s5_93 t2k_93">Rezerva ze zaji&#x161;&#x165;ovac&#xED;ch n&#xE1;stroj&#x16F; </span>
    <span class="t s4_93 t2l_93">Bod 3.6 (c) </span>
    <span class="t s4_93 t2m_93"><ix:nonFraction id="Fxbrl_20260506124714639" name="ifrs-full:ReserveOfCashFlowHedges" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">29 194</ix:nonFraction> </span>
    <span class="t s4_93 t2n_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506124714639_14" name="ifrs-full:ReserveOfCashFlowHedges" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">9 575</ix:nonFraction></span>
    <span class="t s4_93 t2o_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506124714639_14" name="ifrs-full:ReserveOfCashFlowHedges" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">13 803</ix:nonFraction></span>


    <span class="t s4_93 t2p_93">N </span>
    <span class="t s5_93 t2q_93">Kurzov&#xE9; rozd&#xED;ly z p&#x159;ecen&#x11B;n&#xED; </span>
    
    <span class="t s4_93 t2r_93">(<ix:nonFraction id="Fxbrl_20260506124717700" name="ifrs-full:ReserveOfExchangeDifferencesOnTranslation" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">15 796</ix:nonFraction>) </span>
    <span class="t s4_93 t2s_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506124717700_15" name="ifrs-full:ReserveOfExchangeDifferencesOnTranslation" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">8 162</ix:nonFraction></span>
    <span class="t s4_93 t2t_93">(<ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506124717700_15" name="ifrs-full:ReserveOfExchangeDifferencesOnTranslation" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">2 224</ix:nonFraction>)</span>


    <span class="t s4_93 t2u_93">O </span>
    <span class="t s5_93 t2v_93">Nerozd&#x11B;len&#xFD; zisk </span>
    
    <span class="t s4_93 t2w_93"><ix:nonFraction id="Fxbrl_20260506124721029" name="ifrs-full:RetainedEarnings" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">836 452</ix:nonFraction> </span>
    <span class="t s4_93 t2x_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506124721029_16" name="ifrs-full:RetainedEarnings" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">591 909</ix:nonFraction></span>
    <span class="t s4_93 t2y_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506124721029_16" name="ifrs-full:RetainedEarnings" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">471 515</ix:nonFraction></span>


    <span class="t s4_93 t2z_93">P </span><span style="display:block;height:0px"> </span>
    <span class="t s5_93 t30_93">Vlastn&#xED; kapit&#xE1;l p&#x159;ipadaj&#xED;c&#xED; vlastn&#xED;k&#x16F;m </span><span style="display:block;height:0px"> </span><span class="t s5_93 t31_93">mate&#x159;sk&#xE9; spole&#x10D;nosti </span>
    
    <span class="t s3_93 t32_93"><ix:nonFraction id="Fxbrl_20260506124724287" name="ifrs-full:EquityAttributableToOwnersOfParent" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">1 433 489</ix:nonFraction> </span>
    <span class="t s3_93 t33_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506124724287_17" name="ifrs-full:EquityAttributableToOwnersOfParent" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">1 096 356</ix:nonFraction></span>
    <span class="t s3_93 t34_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506124724287_17" name="ifrs-full:EquityAttributableToOwnersOfParent" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">969 804</ix:nonFraction></span>


    <span class="t s3_93 t35_93">Q </span>
    <span class="t s3_93 t36_93">Dlouhodob&#xE9; z&#xE1;vazky </span>
    
    <span class="t s3_93 t37_93"><ix:nonFraction id="Fxbrl_20260506124727057" name="ifrs-full:NoncurrentLiabilities" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">3 894 613</ix:nonFraction> </span>
    <span class="t s3_93 t38_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506124727057_18" name="ifrs-full:NoncurrentLiabilities" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">3 246 939</ix:nonFraction></span>
    <span class="t s3_93 t39_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506124727057_18" name="ifrs-full:NoncurrentLiabilities" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">1 425 953</ix:nonFraction></span>


    <span class="t s4_93 t3a_93">R </span>
    <span class="t s5_93 t3b_93">&#xDA;v&#x11B;ry a p&#x16F;j&#x10D;ky </span>
    <span class="t s4_93 t3c_93">Bod 3.7 </span>
    <span class="t s4_93 t3d_93"><ix:nonFraction id="Fxbrl_20260506124729504" name="ifrs-full:NoncurrentPortionOfOtherNoncurrentBorrowings" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">2 484 032</ix:nonFraction> </span>
    <span class="t s4_93 t3e_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506124729504_19" name="ifrs-full:NoncurrentPortionOfOtherNoncurrentBorrowings" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">2 109 572</ix:nonFraction></span>
    <span class="t s4_93 t3f_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506124729504_19" name="ifrs-full:NoncurrentPortionOfOtherNoncurrentBorrowings" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">492 557</ix:nonFraction></span>


    
    <span class="t s4_93 t3g_93">Emitovan&#xE9; dluhopisy </span>
    <span class="t s4_93 t3h_93">Bod 3.8 </span>
    <span class="t s4_93 t3i_93"><ix:nonFraction id="Fxbrl_20260506124732219" name="ifrs-full:NoncurrentPortionOfNoncurrentBondsIssued" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">892 121</ix:nonFraction> </span>
    <span class="t s4_93 t3j_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506124732219_20" name="ifrs-full:NoncurrentPortionOfNoncurrentBondsIssued" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">686 604</ix:nonFraction></span>
    <span class="t s4_93 t3k_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506124732219_20" name="ifrs-full:NoncurrentPortionOfNoncurrentBondsIssued" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">558 912</ix:nonFraction></span>


    <span class="t s4_93 t3l_93">S </span>
    <span class="t s5_93 t3m_93">Odlo&#x17E;en&#xFD; da&#x148;ov&#xFD; z&#xE1;vazek </span>
    <span class="t s4_93 t3n_93">Bod 3.12 </span>
    <span class="t s4_93 t3o_93"><ix:nonFraction id="Fxbrl_20260506124735039" name="ifrs-full:DeferredTaxLiabilities" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">474 521</ix:nonFraction> </span>
    <span class="t s4_93 t3p_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506124735039_21" name="ifrs-full:DeferredTaxLiabilities" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">391 006</ix:nonFraction></span>
    <span class="t s4_93 t3q_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506124735039_21" name="ifrs-full:DeferredTaxLiabilities" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">344 244</ix:nonFraction></span>


    <span class="t s4_93 t3r_93">U </span>
    <span class="t s4_93 t3s_93">Ostatn&#xED; dlouhodob&#xE9; z&#xE1;vazky </span>
    <span class="t s4_93 t3t_93">Bod 3.10 </span>
    <span class="t s4_93 t3u_93"><ix:nonFraction id="Fxbrl_20260506124737800" name="ifrs-full:OtherNoncurrentFinancialLiabilities" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">38 501</ix:nonFraction> </span>
    <span class="t s4_93 t3v_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506124737800_22" name="ifrs-full:OtherNoncurrentFinancialLiabilities" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">42 472</ix:nonFraction></span>
    <span class="t s4_93 t3w_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506124737800_22" name="ifrs-full:OtherNoncurrentFinancialLiabilities" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">30 240</ix:nonFraction></span>


    <span class="t s4_93 t3x_93">V </span>
    <span class="t s5_93 t3y_93">Z&#xE1;porn&#xE1; re&#xE1;ln&#xE1; hodnota deriv&#xE1;t&#x16F; </span>
    <span class="t s4_93 t3z_93">Bod 3.4 </span>
    <span class="t s4_93 t40_93"><ix:nonFraction id="Fxbrl_20260506124741201" name="ifrs-full:DerivativeFinancialLiabilitiesHeldForHedging" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">5 438</ix:nonFraction> </span>
    <span class="t s4_93 t41_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506124741201_23" name="ifrs-full:DerivativeFinancialLiabilitiesHeldForHedging" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">17 285</ix:nonFraction></span>
    <span class="t s4_93 t42_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506124741201_23" name="ifrs-full:DerivativeFinancialLiabilitiesHeldForHedging" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction></span>


    <span class="t s3_93 t43_93">W </span>
    <span class="t s3_93 t44_93">Kr&#xE1;tkodob&#xE9; z&#xE1;vazky </span>
    
    <span class="t s3_93 t45_93"><ix:nonFraction id="Fxbrl_20260506124747359" name="ifrs-full:CurrentLiabilities" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">197 957</ix:nonFraction> </span>
    <span class="t s3_93 t46_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506124747359_24" name="ifrs-full:CurrentLiabilities" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">274 409</ix:nonFraction></span>
    <span class="t s3_93 t47_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506124747359_24" name="ifrs-full:CurrentLiabilities" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">2 177 132</ix:nonFraction></span>


    <span class="t s4_93 t48_93">X </span>
    <span class="t s5_93 t49_93">&#xDA;v&#x11B;ry a p&#x16F;j&#x10D;ky </span>
    <span class="t s4_93 t4a_93">Bod 3.7 </span>
    <span class="t s4_93 t4b_93"><ix:nonFraction id="Fxbrl_20260506124750496" name="ifrs-full:OtherCurrentBorrowingsAndCurrentPortionOfOtherNoncurrentBorrowings" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">86 069</ix:nonFraction> </span>
    <span class="t s4_93 t4c_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506124750496_25" name="ifrs-full:OtherCurrentBorrowingsAndCurrentPortionOfOtherNoncurrentBorrowings" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">153 155</ix:nonFraction></span>
    <span class="t s4_93 t4d_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506124750496_25" name="ifrs-full:OtherCurrentBorrowingsAndCurrentPortionOfOtherNoncurrentBorrowings" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">1 792 241</ix:nonFraction></span>


    <span class="t s4_93 t4e_93">Y </span>
    <span class="t s4_93 t4f_93">Emitovan&#xE9; dluhopisy </span>
    <span class="t s4_93 t4g_93">Bod 3.8 </span>
    <span class="t s4_93 t4h_93"><ix:nonFraction id="Fxbrl_20260506124753500" name="ifrs-full:CurrentBondsIssuedAndCurrentPortionOfNoncurrentBondsIssued" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">215</ix:nonFraction> </span>
    <span class="t s4_93 t4i_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506124753500_26" name="ifrs-full:CurrentBondsIssuedAndCurrentPortionOfNoncurrentBondsIssued" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">167</ix:nonFraction></span>
    <span class="t s4_93 t4j_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506124753500_26" name="ifrs-full:CurrentBondsIssuedAndCurrentPortionOfNoncurrentBondsIssued" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">264 026</ix:nonFraction></span>


    <span class="t s4_93 t4k_93">Z </span>
    <span class="t s5_93 t4l_93">Z&#xE1;porn&#xE1; re&#xE1;ln&#xE1; hodnota deriv&#xE1;t&#x16F; </span>
    <span class="t s4_93 t4m_93">Bod 3.4 </span>
    <span class="t s4_93 t4n_93"><ix:nonFraction id="Fxbrl_20260506124757546" name="ifrs-full:CurrentDerivativeFinancialLiabilities" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">813</ix:nonFraction> </span>
    <span class="t s4_93 t4o_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506124757546_27" name="ifrs-full:CurrentDerivativeFinancialLiabilities" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">2 583</ix:nonFraction></span>
    <span class="t s4_93 t4p_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506124757546_27" name="ifrs-full:CurrentDerivativeFinancialLiabilities" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">1 449</ix:nonFraction></span>


    <span class="t s4_93 t4q_93">AA </span>
    <span class="t s4_93 t4r_93">Jin&#xE9; kr&#xE1;tkodob&#xE9; z&#xE1;vazky </span>
    <span class="t s4_93 t4s_93">Bod 3.11 </span>
    <span class="t s4_93 t4t_93"><ix:nonFraction id="Fxbrl_20260506124803915" name="ifrs-full:TradeAndOtherCurrentPayables" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">99 442</ix:nonFraction> </span>
    <span class="t s4_93 t4u_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506124803915_28" name="ifrs-full:TradeAndOtherCurrentPayables" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">108 636</ix:nonFraction></span>
    <span class="t s4_93 t4v_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506124803915_28" name="ifrs-full:TradeAndOtherCurrentPayables" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">110 224</ix:nonFraction></span>


    <span class="t s4_93 t4w_93">AB </span>
    <span class="t s5_93 t4x_93">V&#xFD;nosy p&#x159;&#xED;&#x161;t&#xED;ch obdob&#xED; </span>
    <span class="t s4_93 t4y_93">Bod 3.9 </span>
    <span class="t s4_93 t4z_93"><ix:nonFraction id="Fxbrl_20260506124808024" name="ifrs-full:RentDeferredIncomeClassifiedAsCurrent" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">11 418</ix:nonFraction> </span>
    <span class="t s4_93 t50_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506124808024_29" name="ifrs-full:RentDeferredIncomeClassifiedAsCurrent" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">9 868</ix:nonFraction></span>
    <span class="t s4_93 t51_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506124808024_29" name="ifrs-full:RentDeferredIncomeClassifiedAsCurrent" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">9 192</ix:nonFraction></span>


    <span class="t s3_93 t52_93">AC </span>
    <span class="t s3_93 t53_93">CELKOV&#xC9; Z&#xC1;VAZKY </span>
    
    <span class="t s3_93 t54_93"><ix:nonFraction id="Fxbrl_20260506124810934" name="ifrs-full:Liabilities" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">4 092 570</ix:nonFraction> </span>
    <span class="t s3_93 t55_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506124810934_30" name="ifrs-full:Liabilities" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">3 521 348</ix:nonFraction></span>
    <span class="t s3_93 t56_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506124810934_30" name="ifrs-full:Liabilities" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">3 603 085</ix:nonFraction></span>


    <span class="t s3_93 t57_93">AD </span><span style="display:block;height:0px"> </span>
    <span class="t s3_93 t58_93">VLASTN&#xCD; KAPIT&#xC1;L a Z&#xC1;VAZKY </span><span style="display:block;height:0px"> </span><span class="t s3_93 t59_93">CELKEM </span>
    
    <span class="t s3_93 t5a_93"><ix:nonFraction id="Fxbrl_20260506124814012" name="ifrs-full:EquityAndLiabilities" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">5 526 059</ix:nonFraction> </span>
    <span class="t s3_93 t5b_93"><ix:nonFraction id="Fxbrl_20260506125642818_xbrl_20260506124814012_31" name="ifrs-full:EquityAndLiabilities" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">4 617 704</ix:nonFraction></span>
    <span class="t s3_93 t5c_93"><ix:nonFraction id="Fxbrl_20260506125826426_xbrl_20260506124814012_31" name="ifrs-full:EquityAndLiabilities" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">4 572 889</ix:nonFraction></span>



    <span class="t s0_93 t4_93">93 </span><a id="a142_129" style="left:103px;bottom:1155px;position:absolute;transform-origin:bottom left">&#xA0;</a>
  </div>

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" style="width:909px;height:1286px"/>
    </div><span class="t s0_94 t1_94">FIDUROCK Nemovitosti a.s. </span><span class="t s1_94 t2_94">Konsolidovan&#xE1; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka za rok kon&#x10D;&#xED;c&#xED; dnem 31. prosince 2025 </span><span class="t s1_94 t3_94">V&#x161;echny &#x10D;&#xE1;stky jsou uvedeny v tis&#xED;c&#xED;ch korun &#x10D;esk&#xFD;ch (tis. K&#x10D;) </span><span class="t v0_94 s2_94 t5_94">Konsolidovan&#xFD; v&#xFD;kaz o &#xFA;pln&#xE9;m v&#xFD;sledku hospoda&#x159;en&#xED; za rok </span><span class="t v0_94 s2_94 t6_94">kon&#x10D;&#xED;c&#xED; 31. prosincem 2025 </span>



    <span class="t s3_94 t7_94">Ref. </span><span style="display:block;height:0px"> </span>
    
    <span class="t s4_94 t8_94">Pozn. </span>
    <span class="t s3_94 t9_94">01.01.2025 </span><span style="display:block;height:0px"> </span><span class="t s3_94 ta_94">- </span><span style="display:block;height:0px"> </span><span class="t s3_94 tb_94">31.12.2025 </span>
    <span class="t s3_94 tc_94">01.01.2024 </span><span style="display:block;height:0px"> </span><span class="t s3_94 td_94">- </span><span style="display:block;height:0px"> </span><span class="t s3_94 te_94">31.12.2024 </span>


    <span class="t s4_94 tf_94">A </span>
    <span class="t s5_94 tg_94">V&#xFD;nosy z n&#xE1;jm&#x16F; </span>
    <span class="t s4_94 th_94">Bod 4.1 </span>
    <span class="t s4_94 ti_94"><ix:nonFraction id="Fxbrl_20260506130053066" name="ifrs-full:RentalIncome" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">315 911</ix:nonFraction> </span>
    <span class="t s4_94 tj_94"><ix:nonFraction id="Fxbrl_20260506143748326_xbrl_20260506130053066_0" name="ifrs-full:RentalIncome" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">296 993</ix:nonFraction></span>


    <span class="t s4_94 tk_94">B </span>
    <span class="t s5_94 tl_94">&#x10C;ist&#xFD; v&#xFD;nos/n&#xE1;klad ze slu&#x17E;eb spojen&#xFD;ch s provozem budov </span>
    <span class="t s4_94 tm_94">Bod 4.2 </span>
    <span class="t s4_94 tn_94">(<ix:nonFraction id="Fxbrl_20260506130101043" name="ifrs-full:PropertyServiceChargeIncomeExpense" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">29 565</ix:nonFraction>) </span>
    <span class="t s4_94 to_94">(<ix:nonFraction id="Fxbrl_20260506143748326_xbrl_20260506130101043_1" name="ifrs-full:PropertyServiceChargeIncomeExpense" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">15 499</ix:nonFraction>)</span>


    <span class="t s4_94 tp_94">C </span>
    <span class="t s4_94 tq_94">Poplatky za spr&#xE1;vu majetku </span>
    <span class="t s4_94 tr_94">Bod 4.3 </span>
    <span class="t s4_94 ts_94">(<ix:nonFraction id="Fxbrl_20260506130103253" name="ifrs-full:PropertyManagementExpense" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">6 388</ix:nonFraction>) </span>
    <span class="t s4_94 tt_94">(<ix:nonFraction id="Fxbrl_20260506143748326_xbrl_20260506130103253_2" name="ifrs-full:PropertyManagementExpense" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">6 292</ix:nonFraction>)</span>


    <span class="t s4_94 tu_94">D </span>
    <span class="t s4_94 tv_94">Ostatn&#xED; provozn&#xED; v&#xFD;nosy </span>
    <span class="t s6_94 tw_94">Bod 4.4 </span>
    <span class="t s4_94 tx_94"><ix:nonFraction id="Fxbrl_20260506130106034" name="ifrs-full:OtherOperatingIncomeExpense" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">6 059</ix:nonFraction> </span>
    <span class="t s4_94 ty_94"><ix:nonFraction id="Fxbrl_20260506143748326_xbrl_20260506130106034_3" name="ifrs-full:OtherOperatingIncomeExpense" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">1 340</ix:nonFraction></span>


    <span class="t s4_94 tz_94">E </span>
    <span class="t s7_94 t10_94">&#x10C;ist&#xFD; provozn&#xED; zisk </span>
    
    <span class="t s3_94 t11_94"><ix:nonFraction id="Fxbrl_20260506130109615" name="ifrs-full:GrossProfit" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">286 017</ix:nonFraction> </span>
    <span class="t s3_94 t12_94"><ix:nonFraction id="Fxbrl_20260506143748326_xbrl_20260506130109615_4" name="ifrs-full:GrossProfit" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">276 542</ix:nonFraction></span>


    <span class="t s4_94 t13_94">F </span>
    <span class="t s4_94 t14_94">Ostatn&#xED; provozn&#xED; n&#xE1;klady </span>
    <span class="t s4_94 t15_94">Bod 4.4 </span>
    <span class="t s4_94 t16_94">(<ix:nonFraction id="Fxbrl_20260506130112942" name="ifrs-full:OtherExpenseByFunction" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">24 691</ix:nonFraction>) </span>
    <span class="t s4_94 t17_94">(<ix:nonFraction id="Fxbrl_20260506143748326_xbrl_20260506130112942_5" name="ifrs-full:OtherExpenseByFunction" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">40 202</ix:nonFraction>)</span>


    <span class="t s4_94 t18_94">G </span>
    <span class="t s5_94 t19_94">&#x10C;ist&#xFD; nerealizovan&#xFD; v&#xFD;nos z p&#x159;ecen&#x11B;n&#xED; investi&#x10D;n&#xED;ho majetku </span>
    <span class="t s4_94 t1a_94">Bod 3.1 </span>
    <span class="t s4_94 t1b_94"><ix:nonFraction id="Fxbrl_20260506130119985" name="ifrs-full:GainsLossesOnFairValueAdjustmentInvestmentProperty" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">230 334</ix:nonFraction> </span>
    <span class="t s4_94 t1c_94"><ix:nonFraction id="Fxbrl_20260506143748326_xbrl_20260506130119985_6" name="ifrs-full:GainsLossesOnFairValueAdjustmentInvestmentProperty" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">161 454</ix:nonFraction></span>


    <span class="t s4_94 t1d_94">H </span>
    <span class="t s5_94 t1e_94">&#x10C;ist&#xFD; zisk z prodeje investi&#x10D;n&#xED;ho majetku </span>
    <span class="t s4_94 t1f_94">Bod 3.1 </span>
    <span class="t s4_94 t1g_94"><ix:nonFraction id="Fxbrl_20260506130122739" name="ifrs-full:DisposalsInvestmentProperty" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">9 432</ix:nonFraction> </span>
    <span class="t s4_94 t1h_94"><ix:nonFraction id="Fxbrl_20260506143748326_xbrl_20260506130122739_7" name="ifrs-full:DisposalsInvestmentProperty" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction></span>


    <span class="t s4_94 t1i_94">I </span>
    <span class="t s3_94 t1j_94">Provozn&#xED; zisk </span>
    
    <span class="t s3_94 t1k_94"><ix:nonFraction id="Fxbrl_20260506130127631" name="ifrs-full:ProfitLossFromOperatingActivities" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">501 092</ix:nonFraction> </span>
    <span class="t s3_94 t1l_94"><ix:nonFraction id="Fxbrl_20260506143748326_xbrl_20260506130127631_8" name="ifrs-full:ProfitLossFromOperatingActivities" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">397 794</ix:nonFraction></span>


    <span class="t s4_94 t1m_94">J </span>
    <span class="t s5_94 t1n_94">Finan&#x10D;n&#xED; v&#xFD;nosy </span>
    <span class="t s4_94 t1o_94">Bod 4.5 </span>
    <span class="t s4_94 t1p_94"><ix:nonFraction id="Fxbrl_20260506130132411" name="ifrs-full:FinanceIncome" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">45 381</ix:nonFraction> </span>
    <span class="t s4_94 t1q_94"><ix:nonFraction id="Fxbrl_20260506143748326_xbrl_20260506130132411_9" name="ifrs-full:FinanceIncome" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">2 553</ix:nonFraction></span>


    <span class="t s4_94 t1r_94">K </span>
    <span class="t s5_94 t1s_94">Pod&#xED;l na zisku ze spole&#x10D;n&#xE9;ho podniku </span>
    
    <span class="t s4_94 t1t_94"><ix:nonFraction id="Fxbrl_20260506130135851" name="ifrs-full:ShareOfProfitLossOfAssociatesAndJointVenturesAccountedForUsingEquityMethod" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction> </span>
    <span class="t s4_94 t1u_94"><ix:nonFraction id="Fxbrl_20260506143748326_xbrl_20260506130135851_10" name="ifrs-full:ShareOfProfitLossOfAssociatesAndJointVenturesAccountedForUsingEquityMethod" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction></span>


    <span class="t s4_94 t1v_94">L </span>
    <span class="t s5_94 t1w_94">Finan&#x10D;n&#xED; n&#xE1;klady </span>
    <span class="t s4_94 t1x_94">Bod 4.6 </span>
    <span class="t s4_94 t1y_94">(<ix:nonFraction id="Fxbrl_20260506130139084" name="ifrs-full:FinanceCosts" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">173 541</ix:nonFraction>) </span>
    <span class="t s4_94 t1z_94">(<ix:nonFraction id="Fxbrl_20260506143748326_xbrl_20260506130139084_11" name="ifrs-full:FinanceCosts" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">229 685</ix:nonFraction>)</span>


    <span class="t s3_94 t20_94">N </span>
    <span class="t s7_94 t21_94">Zisk za obdob&#xED; p&#x159;ed zdan&#x11B;n&#xED;m </span>
    
    <span class="t s3_94 t22_94"><ix:nonFraction id="Fxbrl_20260506130141995" name="ifrs-full:ProfitLossBeforeTax" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">372 932</ix:nonFraction> </span>
    <span class="t s3_94 t23_94"><ix:nonFraction id="Fxbrl_20260506143748326_xbrl_20260506130141995_12" name="ifrs-full:ProfitLossBeforeTax" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">170 662</ix:nonFraction></span>


    <span class="t s4_94 t24_94">O </span>
    <span class="t s5_94 t25_94">Da&#x148;ov&#xFD; n&#xE1;klad </span>
    <span class="t s4_94 t26_94">Bod 3.13 </span>
    <span class="t s4_94 t27_94">(<ix:nonFraction id="Fxbrl_20260506130145142" name="ifrs-full:IncomeTaxExpenseContinuingOperations" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">121 987</ix:nonFraction>) </span>
    <span class="t s4_94 t28_94">(<ix:nonFraction id="Fxbrl_20260506143748326_xbrl_20260506130145142_13" name="ifrs-full:IncomeTaxExpenseContinuingOperations" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">52 015</ix:nonFraction>)</span>


    <span class="t s3_94 t29_94">P </span>
    <span class="t s7_94 t2a_94">&#x10C;ist&#xFD; zisk za obdob&#xED; </span>
    
    <span class="t s3_94 t2b_94"><ix:nonFraction id="Fxbrl_20260506130149335" name="ifrs-full:ProfitLoss" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">250 945</ix:nonFraction> </span>
    <span class="t s3_94 t2c_94"><ix:nonFraction id="Fxbrl_20260506143748326_xbrl_20260506130149335_14" name="ifrs-full:ProfitLoss" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">118 647</ix:nonFraction></span>


    <span class="t s3_94 t2d_94">Q </span><span style="display:block;height:0px"> </span>
    <span class="t s7_94 t2e_94">Polo&#x17E;ky, kter&#xE9; se n&#xE1;sledn&#x11B; mohou reklasifikovat do </span><span style="display:block;height:0px"> </span><span class="t s7_94 t2f_94">hospod&#xE1;&#x159;sk&#xE9;ho v&#xFD;sledku </span>
    
    
    


    <span class="t s4_94 t2g_94">R </span><span style="display:block;height:0px"> </span>
    <span class="t s5_94 t2h_94">&#x10C;ist&#xFD; zisk z pohybu re&#xE1;ln&#xE9; hodnoty zaji&#x161;&#x165;ovac&#xED;ch n&#xE1;stroj&#x16F; p&#x159;i </span><span style="display:block;height:0px"> </span><span class="t s5_94 t2i_94">zaji&#x161;t&#x11B;n&#xED; pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; </span>
    
    <span class="t s4_94 t2j_94"><ix:nonFraction id="Fxbrl_20260506130157448" name="ifrs-full:GainsLossesOnCashFlowHedgesBeforeTax" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">24 834</ix:nonFraction> </span>
    <span class="t s4_94 t2k_94">(<ix:nonFraction id="Fxbrl_20260506143748326_xbrl_20260506130157448_15" name="ifrs-full:GainsLossesOnCashFlowHedgesBeforeTax" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">5 352</ix:nonFraction>)</span>


    <span class="t s4_94 t2l_94">S </span>
    <span class="t s5_94 t2m_94">Souvisej&#xED;c&#xED; da&#x148; </span>
    
    <span class="t s4_94 t2n_94">(<ix:nonFraction id="Fxbrl_20260506130200658" name="ifrs-full:IncomeTaxRelatingToCashFlowHedgesOfOtherComprehensiveIncome" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">5 215</ix:nonFraction>) </span>
    <span class="t s4_94 t2o_94"><ix:nonFraction id="Fxbrl_20260506143748326_xbrl_20260506130200658_16" name="ifrs-full:IncomeTaxRelatingToCashFlowHedgesOfOtherComprehensiveIncome" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">1 124</ix:nonFraction></span>


    <span class="t s4_94 t2p_94">T </span>
    <span class="t s5_94 t2q_94">Rezerva na kurzov&#xE9; p&#x159;ecen&#x11B;n&#xED; </span>
    
    <span class="t s4_94 t2r_94">(<ix:nonFraction id="Fxbrl_20260506130203519" name="ifrs-full:GainsLossesOnExchangeDifferencesOnTranslationBeforeTax" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">23 958</ix:nonFraction>) </span>
    <span class="t s4_94 t2s_94"><ix:nonFraction id="Fxbrl_20260506143748326_xbrl_20260506130203519_17" name="ifrs-full:GainsLossesOnExchangeDifferencesOnTranslationBeforeTax" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">10 386</ix:nonFraction></span>


    <span class="t s4_94 t2t_94">U </span>
    <span class="t s5_94 t2u_94">Ostatn&#xED; v&#xFD;sledek hospoda&#x159;en&#xED; </span>
    
    <span class="t s4_94 t2v_94">(<ix:nonFraction id="Fxbrl_20260506140714877" name="ifrs-full:OtherComponentsOfOtherComprehensiveIncomeThatWillBeReclassifiedToProfitOrLossNetOfTax" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">6 402</ix:nonFraction>) </span>
    <span class="t s4_94 t2w_94"><ix:nonFraction id="Fxbrl_20260506143748326_xbrl_20260506140714877_18" name="ifrs-full:OtherComponentsOfOtherComprehensiveIncomeThatWillBeReclassifiedToProfitOrLossNetOfTax" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">1 747</ix:nonFraction></span>


    <span class="t s3_94 t2x_94">V </span>
    <span class="t s7_94 t2y_94">Ostatn&#xED; &#xFA;pln&#xFD; v&#xFD;sledek po zdan&#x11B;n&#xED; celkem </span>
    
    <span class="t s3_94 t2z_94">(<ix:nonFraction id="Fxbrl_20260506130209619" name="ifrs-full:OtherComprehensiveIncome" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">10 741</ix:nonFraction>) </span>
    <span class="t s3_94 t30_94"><ix:nonFraction id="Fxbrl_20260506143748326_xbrl_20260506130209619_19" name="ifrs-full:OtherComprehensiveIncome" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">7 905</ix:nonFraction></span>


    <span class="t s3_94 t31_94">W </span>
    <span class="t s3_94 t32_94">&#xDA;pln&#xFD; v&#xFD;sledek za obdob&#xED; celkem </span>
    
    <span class="t s4_94 t33_94"><ix:nonFraction id="Fxbrl_20260506130212633" name="ifrs-full:ComprehensiveIncome" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">240 204</ix:nonFraction> </span>
    <span class="t s4_94 t34_94"><ix:nonFraction id="Fxbrl_20260506143748326_xbrl_20260506130212633_20" name="ifrs-full:ComprehensiveIncome" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">126 552</ix:nonFraction></span>


    <span class="t s3_94 t35_94">X </span>
    <span class="t s7_94 t36_94">Zisk za obdob&#xED; p&#x159;ipadaj&#xED;c&#xED; na: </span>
    
    
    


    <span class="t s3_94 t37_94">Y </span>
    <span class="t s3_94 t38_94">Zisk za obdob&#xED; </span>
    
    
    


    <span class="t s4_94 t39_94">Z </span>
    <span class="t s5_94 t3a_94">Vlastn&#xED;k&#x16F;m mate&#x159;sk&#xE9; spole&#x10D;nosti </span>
    
    <span class="t s4_94 t3b_94"><ix:nonFraction id="Fxbrl_20260506130215591" name="ifrs-full:ProfitLossAttributableToOwnersOfParent" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">250 945</ix:nonFraction> </span>
    <span class="t s4_94 t3c_94"><ix:nonFraction id="Fxbrl_20260506143748326_xbrl_20260506130215591_21" name="ifrs-full:ProfitLossAttributableToOwnersOfParent" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">118 647</ix:nonFraction></span>


    <span class="t s3_94 t3d_94">AA </span>
    <span class="t s7_94 t3e_94">Ostatn&#xED; &#xFA;pln&#xFD; v&#xFD;sledek hospoda&#x159;en&#xED; </span>
    
    
    


    <span class="t s4_94 t3f_94">AB </span>
    <span class="t s5_94 t3g_94">Vlastn&#xED;k&#x16F;m mate&#x159;sk&#xE9; spole&#x10D;nosti </span>
    
    <span class="t s4_94 t3h_94">(<ix:nonFraction id="Fxbrl_20260506130219065" name="ifrs-full:OtherComprehensiveIncomeAttributableToOwnersOfParent" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">10 741</ix:nonFraction>) </span>
    <span class="t s4_94 t3i_94"><ix:nonFraction id="Fxbrl_20260506143748326_xbrl_20260506130219065_22" name="ifrs-full:OtherComprehensiveIncomeAttributableToOwnersOfParent" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">7 905</ix:nonFraction></span>



    <span class="t s0_94 t4_94">94 </span><a id="a143_130" style="left:103px;bottom:1155px;position:absolute;transform-origin:bottom left">&#xA0;</a>
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    <div style="-webkit-user-select:none">
      <img alt=" " 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style="width:909px;height:1286px"/>
    </div><span class="t s0_95 t1_95">FIDUROCK Nemovitosti a.s. </span><span class="t s1_95 t2_95">Konsolidovan&#xE1; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka za rok kon&#x10D;&#xED;c&#xED; dnem 31. prosince 2025 </span><span class="t s1_95 t3_95">V&#x161;echny &#x10D;&#xE1;stky jsou uvedeny v tis&#xED;c&#xED;ch korun &#x10D;esk&#xFD;ch (tis. K&#x10D;) </span><span class="t v0_95 s2_95 t5_95">Konsolidovan&#xFD; v&#xFD;kaz o zm&#x11B;n&#xE1;ch vlastn&#xED;ho kapit&#xE1;lu za rok </span><span class="t v0_95 s2_95 t6_95">kon&#x10D;&#xED;c&#xED; 31. prosincem 2025 </span>



    
    <span class="t s3_95 t7_95">Z&#xE1;kladn&#xED; </span><span style="display:block;height:0px"> </span><span class="t s3_95 t8_95">kapit&#xE1;l </span><span style="display:block;height:0px"> </span>
    <span class="t s4_95 t9_95">Nerozd&#x11B;len&#xFD; </span><span style="display:block;height:0px"> </span><span class="t s3_95 ta_95">zisk </span><span style="display:block;height:0px"> </span><span class="t s4_95 tb_95">p&#x159;ipadaj&#xED;c&#xED; na </span><span style="display:block;height:0px"> </span><span class="t s3_95 tc_95">vlastn&#xED;ky </span><span style="display:block;height:0px"> </span><span class="t s4_95 td_95">mate&#x159;sk&#xE9; </span><span style="display:block;height:0px"> </span><span class="t s4_95 te_95">spole&#x10D;nosti </span>
    <span class="t s3_95 tf_95">Kapit&#xE1;lov&#xE9; </span><span style="display:block;height:0px"> </span><span class="t s3_95 tg_95">fondy </span><span style="display:block;height:0px"> </span>
    <span class="t s3_95 th_95">Rezerva ze </span><span style="display:block;height:0px"> </span><span class="t s4_95 ti_95">zaji&#x161;&#x165;ovac&#xED;ch </span><span style="display:block;height:0px"> </span><span class="t s4_95 tj_95">n&#xE1;stroj&#x16F; </span><span style="display:block;height:0px"> </span>
    <span class="t s3_95 tk_95">Kurzov&#xE9; </span><span style="display:block;height:0px"> </span><span class="t s3_95 tl_95">rozd&#xED;ly z </span><span style="display:block;height:0px"> </span><span class="t s4_95 tm_95">p&#x159;ecen&#x11B;n&#xED; </span><span style="display:block;height:0px"> </span>
    <span class="t s3_95 tn_95">Celkem </span><span style="display:block;height:0px"> </span><span class="t s4_95 to_95">p&#x159;ipadaj&#xED;c&#xED; na </span><span style="display:block;height:0px"> </span><span class="t s3_95 tp_95">vlastn&#xED;ky </span><span style="display:block;height:0px"> </span><span class="t s4_95 tq_95">mate&#x159;sk&#xE9; </span><span style="display:block;height:0px"> </span><span class="t s4_95 tr_95">spole&#x10D;nosti </span><span style="display:block;height:0px"> </span>


    <span class="t s5_95 ts_95">Z&#x16F;statek 1.1.2024 &#x2013; opraveno </span>
    <span class="t s6_95 tt_95"><ix:nonFraction id="Fxbrl_20260506151831180" name="ifrs-full:Equity" contextRef="C_20231231_ifrsfullComponentsOfEquityAxis_ifrsfullIssuedCapitalMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">2 040</ix:nonFraction> </span>
    <span class="t s6_95 tu_95"><ix:nonFraction id="Fxbrl_20260506151838958" name="ifrs-full:Equity" contextRef="C_20231231_ifrsfullComponentsOfEquityAxis_ifrsfullRetainedEarningsMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">471 515</ix:nonFraction> </span>
    <span class="t s6_95 tv_95"><ix:nonFraction id="Fxbrl_20260506151842609" name="ifrs-full:Equity" contextRef="C_20231231_ifrsfullComponentsOfEquityAxis_ifrsfullOtherReservesMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">484 670</ix:nonFraction> </span>
    <span class="t s6_95 tw_95"><ix:nonFraction id="Fxbrl_20260506151844602" name="ifrs-full:Equity" contextRef="C_20231231_ifrsfullComponentsOfEquityAxis_ifrsfullReserveOfCashFlowHedgesMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">13 803</ix:nonFraction> </span>
    <span class="t s6_95 tx_95">(<ix:nonFraction id="Fxbrl_20260506151847109" name="ifrs-full:Equity" contextRef="C_20231231_ifrsfullComponentsOfEquityAxis_ifrsfullReserveOfExchangeDifferencesOnTranslationMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">2 224</ix:nonFraction>) </span>
    <span class="t s6_95 ty_95"><ix:nonFraction id="Fxbrl_20260506151849963" name="ifrs-full:Equity" contextRef="C_20231231_ifrsfullComponentsOfEquityAxis_ifrsfullEquityAttributableToOwnersOfParentMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">969 804</ix:nonFraction> </span>


    <span class="t s5_95 tz_95">&#xDA;pln&#xFD; v&#xFD;sledek hospoda&#x159;en&#xED; &#x2013; opraveno </span>
    <span class="t s6_95 t10_95"><ix:nonFraction id="Fxbrl_20260506153319120" name="ifrs-full:ComprehensiveIncome" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullIssuedCapitalMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction> </span>
    <span class="t s6_95 t11_95"><ix:nonFraction id="Fxbrl_20260506153338980" name="ifrs-full:ComprehensiveIncome" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullRetainedEarningsMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">120 394</ix:nonFraction> </span>
    <span class="t s6_95 t12_95"><ix:nonFraction id="Fxbrl_20260506153341359" name="ifrs-full:ComprehensiveIncome" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullOtherReservesMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction> </span>
    <span class="t s6_95 t13_95">(<ix:nonFraction id="Fxbrl_20260506153343519" name="ifrs-full:ComprehensiveIncome" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullReserveOfCashFlowHedgesMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">4 228</ix:nonFraction>) </span>
    <span class="t s6_95 t14_95"><ix:nonFraction id="Fxbrl_20260506153346292" name="ifrs-full:ComprehensiveIncome" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullReserveOfExchangeDifferencesOnTranslationMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">10 386</ix:nonFraction> </span>
    <span class="t s6_95 t15_95"><ix:nonFraction id="Fxbrl_20260506153348770" name="ifrs-full:ComprehensiveIncome" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullEquityAttributableToOwnersOfParentMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">126 552</ix:nonFraction> </span>


    <span class="t s7_95 t16_95">&#x10C;ist&#xFD; zisk za obdob&#xED; </span>
    <span class="t s8_95 t17_95"><ix:nonFraction id="Fxbrl_20260506153523242" name="ifrs-full:ProfitLoss" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullIssuedCapitalMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction> </span>
    <span class="t s8_95 t18_95"><ix:nonFraction id="Fxbrl_20260506153531397" name="ifrs-full:ProfitLoss" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullRetainedEarningsMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">118 647</ix:nonFraction> </span>
    <span class="t s8_95 t19_95"><ix:nonFraction id="Fxbrl_20260506153535251" name="ifrs-full:ProfitLoss" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullOtherReservesMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction> </span>
    <span class="t s8_95 t1a_95"><ix:nonFraction id="Fxbrl_20260506153537269" name="ifrs-full:ProfitLoss" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullReserveOfCashFlowHedgesMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction> </span>
    <span class="t s8_95 t1b_95"><ix:nonFraction id="Fxbrl_20260506153539088" name="ifrs-full:ProfitLoss" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullReserveOfExchangeDifferencesOnTranslationMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction> </span>
    <span class="t s8_95 t1c_95"><ix:nonFraction id="Fxbrl_20260506153541532" name="ifrs-full:ProfitLoss" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullEquityAttributableToOwnersOfParentMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">118 647</ix:nonFraction> </span>


    <span class="t s7_95 t1d_95">Ostatn&#xED; &#xFA;pln&#xFD; v&#xFD;sledek hospoda&#x159;en&#xED; po zdan&#x11B;n&#xED; </span>
    <span class="t s8_95 t1e_95"><ix:nonFraction id="Fxbrl_20260506153608521" name="ifrs-full:OtherComprehensiveIncome" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullIssuedCapitalMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction> </span>
    <span class="t s8_95 t1f_95"><ix:nonFraction id="Fxbrl_20260506153616075" name="ifrs-full:OtherComprehensiveIncome" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullRetainedEarningsMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">1 747</ix:nonFraction> </span>
    <span class="t s8_95 t1g_95"><ix:nonFraction id="Fxbrl_20260506153618064" name="ifrs-full:OtherComprehensiveIncome" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullOtherReservesMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction> </span>
    <span class="t s8_95 t1h_95">(<ix:nonFraction id="Fxbrl_20260506153620060" name="ifrs-full:OtherComprehensiveIncome" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullReserveOfCashFlowHedgesMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">4 228</ix:nonFraction>) </span>
    <span class="t s8_95 t1i_95"><ix:nonFraction id="Fxbrl_20260506153622514" name="ifrs-full:OtherComprehensiveIncome" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullReserveOfExchangeDifferencesOnTranslationMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">10 386</ix:nonFraction> </span>
    <span class="t s8_95 t1j_95"><ix:nonFraction id="Fxbrl_20260506153624787" name="ifrs-full:OtherComprehensiveIncome" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullEquityAttributableToOwnersOfParentMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">7 905</ix:nonFraction> </span>


    <span class="t s6_95 t1k_95">Kapit&#xE1;lov&#xE9; operace </span>
    <span class="t s8_95 t1l_95"><ix:nonFraction id="Fxbrl_20260506153704388" name="ifrs-full:IncreaseDecreaseThroughTransactionsWithOwners" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullIssuedCapitalMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction> </span>
    <span class="t s8_95 t1m_95"><ix:nonFraction id="Fxbrl_20260506153721916" name="ifrs-full:IncreaseDecreaseThroughTransactionsWithOwners" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullRetainedEarningsMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction> </span>
    <span class="t s6_95 t1n_95"><ix:nonFraction id="Fxbrl_20260506153724494" name="ifrs-full:IncreaseDecreaseThroughTransactionsWithOwners" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullOtherReservesMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction> </span>
    <span class="t s8_95 t1o_95"><ix:nonFraction id="Fxbrl_20260506153727217" name="ifrs-full:IncreaseDecreaseThroughTransactionsWithOwners" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullReserveOfCashFlowHedgesMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction> </span>
    <span class="t s8_95 t1p_95"><ix:nonFraction id="Fxbrl_20260506153730425" name="ifrs-full:IncreaseDecreaseThroughTransactionsWithOwners" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullReserveOfExchangeDifferencesOnTranslationMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction> </span>
    <span class="t s6_95 t1q_95"><ix:nonFraction id="Fxbrl_20260506153733464" name="ifrs-full:IncreaseDecreaseThroughTransactionsWithOwners" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullEquityAttributableToOwnersOfParentMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction> </span>


    <span class="t s7_95 t1r_95">Zv&#xFD;&#x161;en&#xED; ostatn&#xED;ch kapit&#xE1;lov&#xFD;ch fond&#x16F; </span>
    <span class="t s8_95 t1s_95"><ix:nonFraction id="Fxbrl_20260506153804308" name="ifrs-full:IncreaseDecreaseThroughOtherContributionsByOwners" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullIssuedCapitalMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction> </span>
    <span class="t s8_95 t1t_95"><ix:nonFraction id="Fxbrl_20260506153810816" name="ifrs-full:IncreaseDecreaseThroughOtherContributionsByOwners" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullRetainedEarningsMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction> </span>
    <span class="t s8_95 t1u_95"><ix:nonFraction id="Fxbrl_20260506153812991" name="ifrs-full:IncreaseDecreaseThroughOtherContributionsByOwners" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullOtherReservesMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction> </span>
    <span class="t s8_95 t1v_95"><ix:nonFraction id="Fxbrl_20260506153815081" name="ifrs-full:IncreaseDecreaseThroughOtherContributionsByOwners" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullReserveOfCashFlowHedgesMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction> </span>
    <span class="t s8_95 t1w_95"><ix:nonFraction id="Fxbrl_20260506153817086" name="ifrs-full:IncreaseDecreaseThroughOtherContributionsByOwners" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullReserveOfExchangeDifferencesOnTranslationMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction> </span>
    <span class="t s8_95 t1x_95"><ix:nonFraction id="Fxbrl_20260506153818828" name="ifrs-full:IncreaseDecreaseThroughOtherContributionsByOwners" contextRef="C_20240101to20241231_ifrsfullComponentsOfEquityAxis_ifrsfullEquityAttributableToOwnersOfParentMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction> </span>


    <span class="t s5_95 t1y_95">Z&#x16F;statek k 31.12.2024 - opraveno </span>
    <span class="t s6_95 t1z_95"><ix:nonFraction id="Fxbrl_20260506152856075_xbrl_20260506151831180" name="ifrs-full:Equity" contextRef="C_20241231_ifrsfullComponentsOfEquityAxis_ifrsfullIssuedCapitalMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">2 040</ix:nonFraction></span>
    <span class="t s6_95 t20_95"><ix:nonFraction id="Fxbrl_20260506152856075_xbrl_20260506151838958" name="ifrs-full:Equity" contextRef="C_20241231_ifrsfullComponentsOfEquityAxis_ifrsfullRetainedEarningsMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">591 909</ix:nonFraction></span>
    <span class="t s6_95 t21_95"><ix:nonFraction id="Fxbrl_20260506152856075_xbrl_20260506151842609" name="ifrs-full:Equity" contextRef="C_20241231_ifrsfullComponentsOfEquityAxis_ifrsfullOtherReservesMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">484 670</ix:nonFraction></span>
    <span class="t s6_95 t22_95"><ix:nonFraction id="Fxbrl_20260506152856075_xbrl_20260506151844602" name="ifrs-full:Equity" contextRef="C_20241231_ifrsfullComponentsOfEquityAxis_ifrsfullReserveOfCashFlowHedgesMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">9 575</ix:nonFraction></span>
    <span class="t s6_95 t23_95"><ix:nonFraction id="Fxbrl_20260506152856075_xbrl_20260506151847109" name="ifrs-full:Equity" contextRef="C_20241231_ifrsfullComponentsOfEquityAxis_ifrsfullReserveOfExchangeDifferencesOnTranslationMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">8 162</ix:nonFraction></span>
    <span class="t s6_95 t24_95"><ix:nonFraction id="Fxbrl_20260506152856075_xbrl_20260506151849963" name="ifrs-full:Equity" contextRef="C_20241231_ifrsfullComponentsOfEquityAxis_ifrsfullEquityAttributableToOwnersOfParentMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">1 096 356</ix:nonFraction></span>


    <span class="t s5_95 t25_95">Z&#x16F;statek 1.1.2025 </span>
    <span class="t s6_95 t26_95"><ix:nonFraction id="Fxbrl_20260506152903514_xbrl_20260506151831180" name="ifrs-full:Equity" contextRef="C_20241231_ifrsfullComponentsOfEquityAxis_ifrsfullIssuedCapitalMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">2 040</ix:nonFraction></span>
    <span class="t s6_95 t27_95"><ix:nonFraction id="Fxbrl_20260506152903514_xbrl_20260506151838958" name="ifrs-full:Equity" contextRef="C_20241231_ifrsfullComponentsOfEquityAxis_ifrsfullRetainedEarningsMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">591 909</ix:nonFraction></span>
    <span class="t s6_95 t28_95"><ix:nonFraction id="Fxbrl_20260506152903514_xbrl_20260506151842609" name="ifrs-full:Equity" contextRef="C_20241231_ifrsfullComponentsOfEquityAxis_ifrsfullOtherReservesMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">484 670</ix:nonFraction></span>
    <span class="t s6_95 t29_95"><ix:nonFraction id="Fxbrl_20260506152903514_xbrl_20260506151844602" name="ifrs-full:Equity" contextRef="C_20241231_ifrsfullComponentsOfEquityAxis_ifrsfullReserveOfCashFlowHedgesMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">9 575</ix:nonFraction></span>
    <span class="t s6_95 t2a_95"><ix:nonFraction id="Fxbrl_20260506152903514_xbrl_20260506151847109" name="ifrs-full:Equity" contextRef="C_20241231_ifrsfullComponentsOfEquityAxis_ifrsfullReserveOfExchangeDifferencesOnTranslationMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">8 162</ix:nonFraction></span>
    <span class="t s6_95 t2b_95"><ix:nonFraction id="Fxbrl_20260506152903514_xbrl_20260506151849963" name="ifrs-full:Equity" contextRef="C_20241231_ifrsfullComponentsOfEquityAxis_ifrsfullEquityAttributableToOwnersOfParentMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">1 096 356</ix:nonFraction></span>


    <span class="t s5_95 t2c_95">&#xDA;pln&#xFD; v&#xFD;sledek hospoda&#x159;en&#xED; </span>
    <span class="t s6_95 t2d_95"><ix:nonFraction id="Fxbrl_20260506154114980_xbrl_20260506153319120" name="ifrs-full:ComprehensiveIncome" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullIssuedCapitalMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction></span>
    <span class="t s6_95 t2e_95"><ix:nonFraction id="Fxbrl_20260506154114980_xbrl_20260506153338980" name="ifrs-full:ComprehensiveIncome" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullRetainedEarningsMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">244 543</ix:nonFraction></span>
    <span class="t s6_95 t2f_95"><ix:nonFraction id="Fxbrl_20260506154114980_xbrl_20260506153341359" name="ifrs-full:ComprehensiveIncome" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullOtherReservesMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction></span>
    <span class="t s6_95 t2g_95"><ix:nonFraction id="Fxbrl_20260506154114980_xbrl_20260506153343519" name="ifrs-full:ComprehensiveIncome" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullReserveOfCashFlowHedgesMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">19 619</ix:nonFraction></span>
    <span class="t s6_95 t2h_95">(<ix:nonFraction id="Fxbrl_20260506154114980_xbrl_20260506153346292" name="ifrs-full:ComprehensiveIncome" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullReserveOfExchangeDifferencesOnTranslationMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">23 959</ix:nonFraction>)</span>
    <span class="t s6_95 t2i_95"><ix:nonFraction id="Fxbrl_20260506154114980_xbrl_20260506153348770" name="ifrs-full:ComprehensiveIncome" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullEquityAttributableToOwnersOfParentMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">240 204</ix:nonFraction></span>


    <span class="t s7_95 t2j_95">&#x10C;ist&#xFD; zisk za obdob&#xED; </span>
    <span class="t s8_95 t2k_95"><ix:nonFraction id="Fxbrl_20260506154201573_xbrl_20260506153523242" name="ifrs-full:ProfitLoss" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullIssuedCapitalMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction></span>
    <span class="t s8_95 t2l_95"><ix:nonFraction id="Fxbrl_20260506154201573_xbrl_20260506153531397" name="ifrs-full:ProfitLoss" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullRetainedEarningsMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">250 945</ix:nonFraction></span>
    <span class="t s8_95 t2m_95"><ix:nonFraction id="Fxbrl_20260506154201573_xbrl_20260506153535251" name="ifrs-full:ProfitLoss" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullOtherReservesMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction></span>
    <span class="t s8_95 t2n_95"><ix:nonFraction id="Fxbrl_20260506154201573_xbrl_20260506153537269" name="ifrs-full:ProfitLoss" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullReserveOfCashFlowHedgesMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction></span>
    <span class="t s8_95 t2o_95"><ix:nonFraction id="Fxbrl_20260506154201573_xbrl_20260506153539088" name="ifrs-full:ProfitLoss" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullReserveOfExchangeDifferencesOnTranslationMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction></span>
    <span class="t s8_95 t2p_95"><ix:nonFraction id="Fxbrl_20260506154201573_xbrl_20260506153541532" name="ifrs-full:ProfitLoss" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullEquityAttributableToOwnersOfParentMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">250 945</ix:nonFraction></span>


    <span class="t s7_95 t2q_95">Ostatn&#xED; &#xFA;pln&#xFD; v&#xFD;sledek hospoda&#x159;en&#xED; po zdan&#x11B;n&#xED; </span>
    <span class="t s8_95 t2r_95"><ix:nonFraction id="Fxbrl_20260506154211030_xbrl_20260506153608521" name="ifrs-full:OtherComprehensiveIncome" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullIssuedCapitalMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction></span>
    <span class="t s8_95 t2s_95">(<ix:nonFraction id="Fxbrl_20260506154211030_xbrl_20260506153616075" name="ifrs-full:OtherComprehensiveIncome" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullRetainedEarningsMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">6 402</ix:nonFraction>)</span>
    <span class="t s8_95 t2t_95"><ix:nonFraction id="Fxbrl_20260506154211030_xbrl_20260506153618064" name="ifrs-full:OtherComprehensiveIncome" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullOtherReservesMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction></span>
    <span class="t s8_95 t2u_95"><ix:nonFraction id="Fxbrl_20260506154211030_xbrl_20260506153620060" name="ifrs-full:OtherComprehensiveIncome" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullReserveOfCashFlowHedgesMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">19 619</ix:nonFraction></span>
    <span class="t s8_95 t2v_95">(<ix:nonFraction id="Fxbrl_20260506154211030_xbrl_20260506153622514" name="ifrs-full:OtherComprehensiveIncome" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullReserveOfExchangeDifferencesOnTranslationMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">23 959</ix:nonFraction>)</span>
    <span class="t s8_95 t2w_95">(<ix:nonFraction id="Fxbrl_20260506154211030_xbrl_20260506153624787" name="ifrs-full:OtherComprehensiveIncome" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullEquityAttributableToOwnersOfParentMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">10 741</ix:nonFraction>)</span>


    <span class="t s6_95 t2x_95">Kapit&#xE1;lov&#xE9; operace </span>
    <span class="t s8_95 t2y_95"><ix:nonFraction id="Fxbrl_20260506154222256_xbrl_20260506153704388" name="ifrs-full:IncreaseDecreaseThroughTransactionsWithOwners" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullIssuedCapitalMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction></span>
    <span class="t s8_95 t2z_95"><ix:nonFraction id="Fxbrl_20260506154222256_xbrl_20260506153721916" name="ifrs-full:IncreaseDecreaseThroughTransactionsWithOwners" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullRetainedEarningsMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction></span>
    <span class="t s6_95 t30_95"><ix:nonFraction id="Fxbrl_20260506154222256_xbrl_20260506153724494" name="ifrs-full:IncreaseDecreaseThroughTransactionsWithOwners" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullOtherReservesMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">96 929</ix:nonFraction></span>
    <span class="t s8_95 t31_95"><ix:nonFraction id="Fxbrl_20260506154222256_xbrl_20260506153727217" name="ifrs-full:IncreaseDecreaseThroughTransactionsWithOwners" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullReserveOfCashFlowHedgesMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction></span>
    <span class="t s8_95 t32_95"><ix:nonFraction id="Fxbrl_20260506154222256_xbrl_20260506153730425" name="ifrs-full:IncreaseDecreaseThroughTransactionsWithOwners" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullReserveOfExchangeDifferencesOnTranslationMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction></span>
    <span class="t s6_95 t33_95"><ix:nonFraction id="Fxbrl_20260506154222256_xbrl_20260506153733464" name="ifrs-full:IncreaseDecreaseThroughTransactionsWithOwners" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullEquityAttributableToOwnersOfParentMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">96 929</ix:nonFraction></span>


    <span class="t s7_95 t34_95">Zv&#xFD;&#x161;en&#xED; ostatn&#xED;ch kapit&#xE1;lov&#xFD;ch fond&#x16F; </span>
    <span class="t s8_95 t35_95"><ix:nonFraction id="Fxbrl_20260506154232547_xbrl_20260506153804308" name="ifrs-full:IncreaseDecreaseThroughOtherContributionsByOwners" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullIssuedCapitalMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction></span>
    <span class="t s8_95 t36_95"><ix:nonFraction id="Fxbrl_20260506154232547_xbrl_20260506153810816" name="ifrs-full:IncreaseDecreaseThroughOtherContributionsByOwners" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullRetainedEarningsMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction></span>
    <span class="t s8_95 t37_95"><ix:nonFraction id="Fxbrl_20260506154232547_xbrl_20260506153812991" name="ifrs-full:IncreaseDecreaseThroughOtherContributionsByOwners" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullOtherReservesMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">96 929</ix:nonFraction></span>
    <span class="t s8_95 t38_95"><ix:nonFraction id="Fxbrl_20260506154232547_xbrl_20260506153815081" name="ifrs-full:IncreaseDecreaseThroughOtherContributionsByOwners" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullReserveOfCashFlowHedgesMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction></span>
    <span class="t s8_95 t39_95"><ix:nonFraction id="Fxbrl_20260506154232547_xbrl_20260506153817086" name="ifrs-full:IncreaseDecreaseThroughOtherContributionsByOwners" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullReserveOfExchangeDifferencesOnTranslationMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction></span>
    <span class="t s8_95 t3a_95"><ix:nonFraction id="Fxbrl_20260506154232547_xbrl_20260506153818828" name="ifrs-full:IncreaseDecreaseThroughOtherContributionsByOwners" contextRef="C_20250101to20251231_ifrsfullComponentsOfEquityAxis_ifrsfullEquityAttributableToOwnersOfParentMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">96 929</ix:nonFraction></span>


    <span class="t s5_95 t3b_95">Z&#x16F;statek k 31.12.2025 </span>
    <span class="t s6_95 t3c_95"><ix:nonFraction id="Fxbrl_20260506152906588_xbrl_20260506151831180" name="ifrs-full:Equity" contextRef="C_20251231_ifrsfullComponentsOfEquityAxis_ifrsfullIssuedCapitalMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">2 040</ix:nonFraction></span>
    <span class="t s6_95 t3d_95"><ix:nonFraction id="Fxbrl_20260506152906588_xbrl_20260506151838958" name="ifrs-full:Equity" contextRef="C_20251231_ifrsfullComponentsOfEquityAxis_ifrsfullRetainedEarningsMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">836 452</ix:nonFraction></span>
    <span class="t s6_95 t3e_95"><ix:nonFraction id="Fxbrl_20260506152906588_xbrl_20260506151842609" name="ifrs-full:Equity" contextRef="C_20251231_ifrsfullComponentsOfEquityAxis_ifrsfullOtherReservesMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">581 599</ix:nonFraction></span>
    <span class="t s6_95 t3f_95"><ix:nonFraction id="Fxbrl_20260506152906588_xbrl_20260506151844602" name="ifrs-full:Equity" contextRef="C_20251231_ifrsfullComponentsOfEquityAxis_ifrsfullReserveOfCashFlowHedgesMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">29 194</ix:nonFraction></span>
    <span class="t s6_95 t3g_95">(<ix:nonFraction id="Fxbrl_20260506152906588_xbrl_20260506151847109" name="ifrs-full:Equity" contextRef="C_20251231_ifrsfullComponentsOfEquityAxis_ifrsfullReserveOfExchangeDifferencesOnTranslationMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">15 796</ix:nonFraction>)</span>
    <span class="t s6_95 t3h_95"><ix:nonFraction id="Fxbrl_20260506152906588_xbrl_20260506151849963" name="ifrs-full:Equity" contextRef="C_20251231_ifrsfullComponentsOfEquityAxis_ifrsfullEquityAttributableToOwnersOfParentMember" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">1 433 489</ix:nonFraction></span>



    <span class="t s9_95 t3i_95">Informace o zm&#x11B;n&#xE1;ch kapit&#xE1;lov&#xFD;ch fond&#x16F; jsou uvedeny v pozn&#xE1;mce 3.6. </span><span class="t s0_95 t4_95">95 </span><a id="a144_131" style="left:103px;bottom:1155px;position:absolute;transform-origin:bottom left">&#xA0;</a>
  </div>

  <div class="div-absolute" style="margin:0px auto;visibility:visible !important;position:relative;background-color:white;width:909px;height:1286px !important">
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      <img alt=" " src="data:image/png;base64,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style="width:909px;height:1286px"/>
    </div><span class="t s0_96 t1_96">FIDUROCK Nemovitosti a.s. </span><span class="t s1_96 t2_96">Konsolidovan&#xE1; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka za rok kon&#x10D;&#xED;c&#xED; dnem 31. prosince 2025 </span><span class="t s1_96 t3_96">V&#x161;echny &#x10D;&#xE1;stky jsou uvedeny v tis&#xED;c&#xED;ch korun &#x10D;esk&#xFD;ch (tis. K&#x10D;) </span><span class="t v0_96 s2_96 t5_96">Konsolidovan&#xFD; v&#xFD;kaz o pen&#x11B;&#x17E;n&#xED;ch toc&#xED;ch za rok kon&#x10D;&#xED;c&#xED; </span><span class="t v0_96 s3_96 t6_96">31. prosince 2025 </span>



    
    
    <span class="t s4_96 t7_96">1.1.2025 - </span>
    <span class="t s4_96 t9_96">1.1.2024 - </span>


    
    
    <span class="t s4_96 t8_96">31.12.2025 </span>
    <span class="t s4_96 ta_96">31.12.2024 </span>


    <span class="t s5_96 tb_96">&#x10C;ist&#xFD; zisk za obdob&#xED; </span>
    
    <span class="t s4_96 tc_96"><ix:nonFraction id="Fxbrl_20260506160933711" name="FIDURNMV:ProfitLossCf" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">250 945</ix:nonFraction> </span>
    <span class="t s4_96 td_96"><ix:nonFraction id="Fxbrl_20260506162601617" name="FIDURNMV:ProfitLossCf" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">118 647</ix:nonFraction> </span>


    <span class="t s6_96 te_96">&#xDA;pravy o nepen&#x11B;&#x17E;n&#xED; operace </span>
    
    <span class="t s7_96 tf_96"><ix:nonFraction id="Fxbrl_20260506161010065" name="FIDURNMV:CfNonCashOpe" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">19 814</ix:nonFraction> </span>
    <span class="t s7_96 tg_96"><ix:nonFraction id="Fxbrl_20260506162618605" name="FIDURNMV:CfNonCashOpe" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">117 694</ix:nonFraction> </span>


    <span class="t s8_96 th_96">&#x10C;ist&#xFD; nerealizovan&#xFD; v&#xFD;nos z p&#x159;ecen&#x11B;n&#xED; investi&#x10D;n&#xED;ho majetku </span>
    <span class="t s9_96 ti_96">Bod 3.1 </span>
    <span class="t s9_96 tj_96">(<ix:nonFraction id="Fxbrl_20260506161056196" name="ifrs-full:AdjustmentsForFairValueGainsLosses" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">230 334</ix:nonFraction>) </span>
    <span class="t s9_96 tk_96">(<ix:nonFraction id="Fxbrl_20260506162629575" name="ifrs-full:AdjustmentsForFairValueGainsLosses" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">161 454</ix:nonFraction>) </span>


    <span class="t s8_96 tl_96">Da&#x148;ov&#xFD; n&#xE1;klad </span>
    <span class="t s9_96 tm_96">Bod 3.12 </span>
    <span class="t s9_96 tn_96"><ix:nonFraction id="Fxbrl_20260506161133906" name="ifrs-full:AdjustmentsForIncomeTaxExpense" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">121 987</ix:nonFraction> </span>
    <span class="t s9_96 to_96"><ix:nonFraction id="Fxbrl_20260506162639737" name="ifrs-full:AdjustmentsForIncomeTaxExpense" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">52 015</ix:nonFraction> </span>


    <span class="t s8_96 tp_96">Finan&#x10D;n&#xED; n&#xE1;klady, &#x10D;ist&#xE9; </span>
    
    <span class="t s9_96 tq_96"><ix:nonFraction id="Fxbrl_20260506161203250" name="ifrs-full:AdjustmentsForFinanceIncomeCost" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">128 161</ix:nonFraction> </span>
    <span class="t s9_96 tr_96"><ix:nonFraction id="Fxbrl_20260506162647300" name="ifrs-full:AdjustmentsForFinanceIncomeCost" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">227 133</ix:nonFraction> </span>


    <span class="t s6_96 ts_96">Zm&#x11B;ny pracovn&#xED;ho kapit&#xE1;lu </span>
    
    <span class="t s7_96 tt_96">(<ix:nonFraction id="Fxbrl_20260506161233281" name="FIDURNMV:WcChange" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">83 516</ix:nonFraction>) </span>
    <span class="t s7_96 tu_96">(<ix:nonFraction id="Fxbrl_20260506162655977" name="FIDURNMV:WcChange" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">2 395</ix:nonFraction>) </span>


    <span class="t s8_96 tv_96">Pokles/(n&#xE1;r&#x16F;st) obchodn&#xED;ch a ostatn&#xED;ch pohled&#xE1;vek </span>
    <span class="t s9_96 tw_96">Bod 3.2 </span>
    <span class="t s9_96 tx_96">(<ix:nonFraction id="Fxbrl_20260506161307316" name="ifrs-full:AdjustmentsForDecreaseIncreaseInTradeAccountReceivable" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">27 188</ix:nonFraction>) </span>
    <span class="t s9_96 ty_96"><ix:nonFraction id="Fxbrl_20260506162705529" name="ifrs-full:AdjustmentsForDecreaseIncreaseInTradeAccountReceivable" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">16 473</ix:nonFraction> </span>


    <span class="t s8_96 tz_96">Zv&#xFD;&#x161;en&#xED;/(sn&#xED;&#x17E;en&#xED;) ostatn&#xED;ch aktiv </span>
    <span class="t s9_96 t10_96">Bod 3.5 </span>
    <span class="t s9_96 t11_96">(<ix:nonFraction id="Fxbrl_20260506161346064" name="ifrs-full:AdjustmentsForDecreaseIncreaseInOtherOperatingReceivables" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">1 134</ix:nonFraction>) </span>
    <span class="t s9_96 t12_96"><ix:nonFraction id="Fxbrl_20260506162713830" name="ifrs-full:AdjustmentsForDecreaseIncreaseInOtherOperatingReceivables" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">6 167</ix:nonFraction> </span>


    <span class="t s8_96 t13_96">Zv&#xFD;&#x161;en&#xED;/(sn&#xED;&#x17E;en&#xED;) ostatn&#xED;ch dlouhodob&#xFD;ch z&#xE1;vazk&#x16F; </span>
    <span class="t s9_96 t14_96">Bod 3.10 </span>
    <span class="t s9_96 t15_96">(<ix:nonFraction id="Fxbrl_20260506161410005" name="ifrs-full:AdjustmentsForIncreaseDecreaseInOtherOperatingPayables" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">36 364</ix:nonFraction>) </span>
    <span class="t s9_96 t16_96"><ix:nonFraction id="Fxbrl_20260506162722290" name="ifrs-full:AdjustmentsForIncreaseDecreaseInOtherOperatingPayables" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">6 413</ix:nonFraction> </span>


    <span class="t s8_96 t17_96">Zv&#xFD;&#x161;en&#xED;/(sn&#xED;&#x17E;en&#xED;) obchodn&#xED;ch a ostatn&#xED;ch z&#xE1;vazk&#x16F; </span>
    <span class="t s9_96 t18_96">Bod 3.10 </span>
    <span class="t s9_96 t19_96">(<ix:nonFraction id="Fxbrl_20260506161437630" name="ifrs-full:AdjustmentsForIncreaseDecreaseInTradeAccountPayable" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">14 301</ix:nonFraction>) </span>
    <span class="t s9_96 t1a_96">(<ix:nonFraction id="Fxbrl_20260506162729984" name="ifrs-full:AdjustmentsForIncreaseDecreaseInTradeAccountPayable" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">27 169</ix:nonFraction>) </span>


    <span class="t s8_96 t1b_96">Sn&#xED;&#x17E;en&#xED; v&#xFD;nos&#x16F; p&#x159;&#xED;&#x161;t&#xED;ch obdob&#xED; </span>
    <span class="t s9_96 t1c_96">Bod 3.9 </span>
    <span class="t s9_96 t1d_96"><ix:nonFraction id="Fxbrl_20260506161504180" name="ifrs-full:OtherAdjustmentsToReconcileProfitLoss" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">1 550</ix:nonFraction> </span>
    <span class="t s9_96 t1e_96"><ix:nonFraction id="Fxbrl_20260506162737522" name="ifrs-full:OtherAdjustmentsToReconcileProfitLoss" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">676</ix:nonFraction> </span>


    <span class="t s6_96 t1f_96">Zaplacen&#xE1; da&#x148; </span>
    
    <span class="t s9_96 t1g_96">(<ix:nonFraction id="Fxbrl_20260506161538774" name="ifrs-full:IncomeTaxesPaidRefundClassifiedAsOperatingActivities" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">6 079</ix:nonFraction>) </span>
    <span class="t s9_96 t1h_96">(<ix:nonFraction id="Fxbrl_20260506162744810" name="ifrs-full:IncomeTaxesPaidRefundClassifiedAsOperatingActivities" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">4 955</ix:nonFraction>) </span>


    <span class="t s5_96 t1i_96">&#x10C;ist&#xFD; pen&#x11B;&#x17E;n&#xED; tok z provozn&#xED; &#x10D;innosti </span>
    
    <span class="t s4_96 t1j_96"><ix:nonFraction id="Fxbrl_20260506161628075" name="ifrs-full:CashFlowsFromUsedInOperations" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">187 243</ix:nonFraction> </span>
    <span class="t s4_96 t1k_96"><ix:nonFraction id="Fxbrl_20260506162752046" name="ifrs-full:CashFlowsFromUsedInOperations" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">233 946</ix:nonFraction> </span>


    <span class="t s5_96 t1l_96">Pen&#x11B;&#x17E;n&#xED; toky z investi&#x10D;n&#xED; &#x10D;innosti </span>
    
    
    


    <span class="t s8_96 t1m_96">Po&#x159;&#xED;zen&#xED; nov&#xFD;ch dce&#x159;in&#xFD;ch spole&#x10D;nost&#xED; o&#x10D;i&#x161;t&#x11B;n&#xE9; o z&#xED;skan&#xE9; pen&#x11B;&#x17E;n&#xED; </span><span style="display:block;height:0px"> </span><span class="t s8_96 t1n_96">prost&#x159;edky </span>
    <span class="t s9_96 t1o_96">Bod 3.2 </span><span style="display:block;height:0px"> </span>
    <span class="t s9_96 t1p_96">(<ix:nonFraction id="Fxbrl_20260506161700849" name="ifrs-full:CashFlowsUsedInObtainingControlOfSubsidiariesOrOtherBusinessesClassifiedAsInvestingActivities" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">576 461</ix:nonFraction>) </span>
    <span class="t s9_96 t1q_96"><ix:nonFraction id="Fxbrl_20260506162758494" name="ifrs-full:CashFlowsUsedInObtainingControlOfSubsidiariesOrOtherBusinessesClassifiedAsInvestingActivities" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction> </span>


    <span class="t s9_96 t1r_96">Kapit&#xE1;lov&#xE9; v&#xFD;daje na investice do nemovitost&#xED; </span>
    
    <span class="t s9_96 t1s_96">(<ix:nonFraction id="Fxbrl_20260506161734284" name="ifrs-full:PurchaseOfInvestmentProperty" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">93 431</ix:nonFraction>) </span>
    <span class="t s9_96 t1t_96">(<ix:nonFraction id="Fxbrl_20260506162806115" name="ifrs-full:PurchaseOfInvestmentProperty" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">286 748</ix:nonFraction>) </span>


    <span class="t s8_96 t1u_96">Poskytnut&#xE9; p&#x16F;j&#x10D;ky </span>
    
    <span class="t s9_96 t1v_96">(<ix:nonFraction id="Fxbrl_20260506161811086" name="ifrs-full:OtherInflowsOutflowsOfCashClassifiedAsInvestingActivities" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">51 022</ix:nonFraction>) </span>
    <span class="t s9_96 t1w_96"><ix:nonFraction id="Fxbrl_20260506162815304" name="ifrs-full:OtherInflowsOutflowsOfCashClassifiedAsInvestingActivities" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction> </span>


    <span class="t s5_96 t1x_96">&#x10C;ist&#xFD; pen&#x11B;&#x17E;n&#xED; tok z investi&#x10D;n&#xED; &#x10D;innosti </span>
    
    <span class="t s4_96 t1y_96">(<ix:nonFraction id="Fxbrl_20260506161839565" name="ifrs-full:CashFlowsFromUsedInInvestingActivities" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">720 914</ix:nonFraction>) </span>
    <span class="t s4_96 t1z_96">(<ix:nonFraction id="Fxbrl_20260506162824648" name="ifrs-full:CashFlowsFromUsedInInvestingActivities" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">286 748</ix:nonFraction>) </span>


    <span class="t s5_96 t20_96">Pen&#x11B;&#x17E;n&#xED; toky z financov&#xE1;n&#xED; </span>
    <span class="t s9_96 t21_96">Bod 3.7-11 </span>
    
    


    <span class="t s8_96 t22_96">P&#x159;&#xED;jmy z emise dluhopis&#x16F; </span>
    
    <span class="t s9_96 t23_96"><ix:nonFraction id="Fxbrl_20260506161905282" name="ifrs-full:OtherInflowsOutflowsOfCashClassifiedAsFinancingActivities" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">206 000</ix:nonFraction> </span>
    <span class="t s9_96 t24_96"><ix:nonFraction id="Fxbrl_20260506162834623" name="ifrs-full:OtherInflowsOutflowsOfCashClassifiedAsFinancingActivities" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">125 320</ix:nonFraction> </span>


    <span class="t s8_96 t25_96">V&#xFD;daje na n&#xE1;kup dluhopis&#x16F; </span>
    
    <span class="t s9_96 t26_96"><ix:nonFraction id="Fxbrl_20260506161929102" name="ifrs-full:RepaymentsOfBondsNotesAndDebentures" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">0</ix:nonFraction> </span>
    <span class="t s9_96 t27_96">(<ix:nonFraction id="Fxbrl_20260506162843508" name="ifrs-full:RepaymentsOfBondsNotesAndDebentures" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">257 340</ix:nonFraction>) </span>


    <span class="t s8_96 t28_96">P&#x159;&#xED;jmy z p&#x16F;j&#x10D;ek </span>
    
    <span class="t s9_96 t29_96"><ix:nonFraction id="Fxbrl_20260506161953585" name="ifrs-full:ProceedsFromBorrowingsClassifiedAsFinancingActivities" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">553 545</ix:nonFraction> </span>
    <span class="t s9_96 t2a_96"><ix:nonFraction id="Fxbrl_20260506162851483" name="ifrs-full:ProceedsFromBorrowingsClassifiedAsFinancingActivities" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">2 479 950</ix:nonFraction> </span>


    <span class="t s8_96 t2b_96">Spl&#xE1;tky p&#x16F;j&#x10D;ek </span>
    
    <span class="t s9_96 t2c_96">(<ix:nonFraction id="Fxbrl_20260506162031084" name="ifrs-full:RepaymentsOfBorrowingsClassifiedAsFinancingActivities" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">68 158</ix:nonFraction>) </span>
    <span class="t s9_96 t2d_96">(<ix:nonFraction id="Fxbrl_20260506162858795" name="ifrs-full:RepaymentsOfBorrowingsClassifiedAsFinancingActivities" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">2 522 691</ix:nonFraction>) </span>


    <span class="t s9_96 t2e_96">Zaplacen&#xFD; &#xFA;rok </span>
    
    <span class="t s9_96 t2f_96">(<ix:nonFraction id="Fxbrl_20260506162133266" name="ifrs-full:InterestPaidClassifiedAsFinancingActivities" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">165 767</ix:nonFraction>) </span>
    <span class="t s9_96 t2g_96">(<ix:nonFraction id="Fxbrl_20260506162907439" name="ifrs-full:InterestPaidClassifiedAsFinancingActivities" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">184 965</ix:nonFraction>) </span>


    <span class="t s5_96 t2h_96">&#x10C;ist&#xFD; pen&#x11B;&#x17E;n&#xED; tok z financov&#xE1;n&#xED; </span>
    
    <span class="t s4_96 t2i_96"><ix:nonFraction id="Fxbrl_20260506162202892" name="ifrs-full:CashFlowsFromUsedInFinancingActivities" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">525 620</ix:nonFraction> </span>
    <span class="t s4_96 t2j_96">(<ix:nonFraction id="Fxbrl_20260506162916038" name="ifrs-full:CashFlowsFromUsedInFinancingActivities" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">359 726</ix:nonFraction>) </span>


    <span class="t s5_96 t2k_96">&#x10C;ist&#xFD; p&#x159;&#xED;r&#x16F;stek pen&#x11B;&#x17E;n&#xED;ch prost&#x159;edk&#x16F; a pen&#x11B;&#x17E;n&#xED;ch ekvivalent&#x16F; </span>
    
    <span class="t s4_96 t2l_96">(<ix:nonFraction id="Fxbrl_20260506162231668" name="ifrs-full:IncreaseDecreaseInCashAndCashEquivalentsBeforeEffectOfExchangeRateChanges" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">8 051</ix:nonFraction>) </span>
    <span class="t s4_96 t2m_96">(<ix:nonFraction id="Fxbrl_20260506162923718" name="ifrs-full:IncreaseDecreaseInCashAndCashEquivalentsBeforeEffectOfExchangeRateChanges" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal" sign="-">412 528</ix:nonFraction>) </span>


    <span class="t s8_96 t2n_96">Pen&#x11B;&#x17E;n&#xED; prost&#x159;edky a pen&#x11B;&#x17E;n&#xED; ekvivalenty na za&#x10D;&#xE1;tku obdob&#xED; </span>
    
    <span class="t s9_96 t2o_96"><ix:nonFraction id="Fxbrl_20260506162319662" name="ifrs-full:CashAndCashEquivalents" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">40 431 </ix:nonFraction></span>
    <span class="t s9_96 t2p_96"><ix:nonFraction id="Fxbrl_20260506162935132" name="ifrs-full:CashAndCashEquivalents" contextRef="C_20231231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">430 215</ix:nonFraction> </span>


    <span class="t s8_96 t2q_96">Vliv zm&#x11B;n m&#x11B;nov&#xFD;ch kurz&#x16F; </span>
    
    <span class="t s9_96 t2r_96"><ix:nonFraction id="Fxbrl_20260506162352204" name="ifrs-full:EffectOfExchangeRateChangesOnCashAndCashEquivalents" contextRef="C_20250101to20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">14 256</ix:nonFraction> </span>
    <span class="t s9_96 t2s_96"><ix:nonFraction id="Fxbrl_20260506163005227" name="ifrs-full:EffectOfExchangeRateChangesOnCashAndCashEquivalents" contextRef="C_20240101to20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">22 744</ix:nonFraction> </span>


    <span class="t s5_96 t2t_96">Pen&#x11B;&#x17E;n&#xED; prost&#x159;edky a pen&#x11B;&#x17E;n&#xED; ekvivalenty na konci obdob&#xED; </span>
    
    <span class="t s4_96 t2u_96"><ix:nonFraction id="Fxbrl_20260506162427150" name="ifrs-full:CashAndCashEquivalents" contextRef="C_20251231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">46 636</ix:nonFraction> </span>
    <span class="t s4_96 t2v_96"><ix:nonFraction id="Fxbrl_20260506163014674" name="ifrs-full:CashAndCashEquivalents" contextRef="C_20241231" unitRef="CZK" scale="3" decimals="-3" format="ixt:num-dot-decimal">40 431</ix:nonFraction></span>



    <span class="t s6_96 t2w_96">Pozn&#xE1;mka: Po&#x159;&#xED;zen&#xED; nov&#xFD;ch dce&#x159;in&#xFD;ch spole&#x10D;nost&#xED;, po ode&#x10D;ten&#xED; pen&#x11B;&#x17E;n&#xED; polo&#x17E;ky, zahrnuje v r&#xE1;mci investi&#x10D;n&#xED; &#x10D;innosti tak&#xE9; </span><span class="t s6_96 t2x_96">spl&#xE1;cen&#xED; p&#x16F;j&#x10D;ek od nabyt&#xE9; dce&#x159;in&#xE9; spole&#x10D;nosti, proto&#x17E;e splacen&#xED; t&#x11B;chto p&#x16F;j&#x10D;ek bylo podm&#xED;n&#x11B;no dohodami o koupi akci&#xED;. </span><span class="t s0_96 t4_96">96 </span><a id="a145_132" style="left:103px;bottom:1155px;position:absolute;transform-origin:bottom left">&#xA0;</a>
  </div>

  <div class="div-absolute" style="margin:0px auto;visibility:visible !important;position:relative;background-color:white;width:909px;height:1286px !important">
    <div style="-webkit-user-select:none">
      <img alt=" " src="data:image/png;base64,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" style="width:909px;height:1286px"/>
    </div><span class="t s1_97 t2_97">1. </span><span class="t s2_97 t3_97">Obecn&#xE9; &#xFA;daje o spole&#x10D;nosti a skupin&#x11B; </span><span class="t s3_97 t4_97">1.1. Jm&#xE9;no spole&#x10D;nosti </span>
    <ix:nonNumeric id="Fxbrl_20260506141618381" name="ifrs-full:NameOfReportingEntityOrOtherMeansOfIdentification" contextRef="C_20250101to20251231" escape="false">
      <span class="t s4_97 t5_97">FIDUROCK Nemovitosti a.s. (d&#xE1;le jen &#x201E;Spole&#x10D;nost&#x201C;) je akciov&#xE1; spole&#x10D;nost zalo&#x17E;en&#xE1; podle pr&#xE1;vn&#xED;ch p&#x159;edpis&#x16F; </span><span style="display:block;height:0px"/><span class="t s4_97 t6_97">&#x10C;esk&#xE9; republiky. Spole&#x10D;nost byla zalo&#x17E;ena dne 14. listopadu 2015.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric><span class="t s4_97 t6_97"> </span><span class="t s4_97 t7_97">Spole&#x10D;nost je spolu se sv&#xFD;mi dce&#x159;in&#xFD;mi spole&#x10D;nostmi ozna&#x10D;ov&#xE1;na jako &#x201E;Skupina&#x201C;. </span><span class="t s3_97 t8_97">1.2. Pr&#xE1;vn&#xED; forma Spole&#x10D;nosti </span><span class="t s4_97 t9_97"><ix:nonNumeric id="Fxbrl_20260506141715633" name="ifrs-full:LegalFormOfEntity" contextRef="C_20250101to20251231" escape="false">Akciov&#xE1; Spole&#x10D;nost</ix:nonNumeric> </span><span class="t s3_97 ta_97">1.3. S&#xED;dlo Spole&#x10D;nosti </span><span class="t s4_97 tb_97"><ix:nonNumeric id="Fxbrl_20260506141835598" name="ifrs-full:AddressOfRegisteredOfficeOfEntity" contextRef="C_20250101to20251231" escape="false">V&#xE1;clavsk&#xE9; n&#xE1;m&#x11B;st&#xED; 2132/47, Nov&#xE9; M&#x11B;sto, 110 00, Praha 1</ix:nonNumeric> </span><span class="t s3_97 tc_97">1.4. Zem&#x11B; registrace </span><span class="t s4_97 td_97"><ix:nonNumeric id="Fxbrl_20260506142138796" name="ifrs-full:CountryOfIncorporation" contextRef="C_20250101to20251231" escape="false">&#x10C;esk&#xE1; republika</ix:nonNumeric> </span><span class="t s3_97 te_97">1.5. Domicil </span><span class="t s4_97 tf_97"><ix:nonNumeric id="Fxbrl_20260506142225322" name="ifrs-full:DomicileOfEntity" contextRef="C_20250101to20251231" escape="false">&#x10C;esk&#xE1; republika</ix:nonNumeric> </span><span class="t s3_97 tg_97">1.6. Obchodn&#xED; rejst&#x159;&#xED;k </span><span class="t s4_97 th_97">M&#x11B;stsk&#xFD; soud v Praze, &#x10C;&#xED;slo z&#xE1;pisu: B 21110 </span><span class="t s3_97 ti_97">1.7. Akcion&#xE1;&#x159; Spole&#x10D;nosti ke dni 31.prosince 2025 </span><span class="t s5_97 tj_97"><ix:nonNumeric id="Fxbrl_20260506142331997" name="ifrs-full:NameOfParentEntity" contextRef="C_20250101to20251231" escape="false">FIDUROCK Private Equity Participations B.V.</ix:nonNumeric> 100 %, Laarderhoogtweg 25, 1101EB Amsterdam, Nizozemsk&#xE9; </span><span class="t s5_97 tk_97">kr&#xE1;lovstv&#xED; </span><span class="t s3_97 tl_97">1.8. Ultim&#xE1;tn&#xED; mate&#x159;sk&#xE1; spole&#x10D;nost </span><span class="t s5_97 tm_97"><ix:nonNumeric id="Fxbrl_20260506142402314" name="ifrs-full:NameOfUltimateParentOfGroup" contextRef="C_20250101to20251231" escape="false">Stichting Administratiekantoor Fidurock Holding,</ix:nonNumeric> se s&#xED;dlem Laarderhoogtweg 25, 1101EB Amsterdam, </span><span class="t s5_97 tn_97">Nizozemsk&#xE9; kr&#xE1;lovstv&#xED;, zapsan&#xE1; v obchodn&#xED;m rejst&#x159;&#xED;ku veden&#xE9;m nizozemskou obchodn&#xED; komorou pod &#x10D;&#xED;slem </span><span class="t s5_97 to_97">855694282 </span><span class="t s3_97 tp_97">1.9. Zm&#x11B;na v n&#xE1;zvu vykazuj&#xED;c&#xED; &#xFA;&#x10D;etn&#xED; jednotky </span><span class="t s4_97 tq_97"><ix:nonNumeric id="Fxbrl_20260506142432972" name="ifrs-full:ExplanationOfChangeInNameOfReportingEntityOrOtherMeansOfIdentificationFromEndOfPrecedingReportingPeriod" contextRef="C_20250101to20251231" escape="false">Od konce p&#x159;edchoz&#xED;ho obdob&#xED; nedo&#x161;lo ke zm&#x11B;n&#x11B; n&#xE1;zvu vykazuj&#xED;c&#xED; &#xFA;&#x10D;etn&#xED; jednotky.</ix:nonNumeric> </span><span class="t s3_97 tr_97">1.10. </span><span class="t s3_97 ts_97">Hlavn&#xED; m&#xED;sto Podnik&#xE1;n&#xED; </span><span class="t s4_97 tt_97"><ix:nonNumeric id="Fxbrl_20260506142458421" name="ifrs-full:PrincipalPlaceOfBusiness" contextRef="C_20250101to20251231" escape="false">&#x10C;esko a Slovensko</ix:nonNumeric> </span><span class="t s3_97 tu_97">1.11. </span><span class="t s3_97 tv_97">Obdob&#xED; zachycen&#xE9; v &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rce </span><span class="t s4_97 tw_97">Konsolidovan&#xE1; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka je zpracov&#xE1;na na obdob&#xED; od 1. ledna 2025 do 31. prosince 2025 </span><span class="t s3_97 tx_97">1.12. </span><span class="t s6_97 ty_97">Veden&#xED; Spole&#x10D;nosti ke dni 31.prosince 2025 </span><span class="t s4_97 tz_97">&#x10C;len p&#x159;edstavenstva </span><span class="t s5_97 t10_97">David Hauerland, od 14. listopadu 2020 </span><span class="t s4_97 t11_97">&#x10C;len p&#x159;edstavenstva </span><span class="t s5_97 t12_97">PhDr. Petr Valenta, od 17. dubna 2023 </span><span class="t s4_97 t13_97">&#x10C;len dozor&#x10D;&#xED; rady </span><span class="t s4_97 t14_97">Vladim&#xED;r Loukota, od 15. &#x10D;ervna 2023 </span><span class="t s3_97 t15_97">1.13. </span><span class="t s3_97 t16_97">C&#xED;l skupiny </span><span class="t s4_97 t17_97">Investi&#x10D;n&#xED;m c&#xED;lem Skupiny je prov&#xE1;d&#x11B;t v&#xFD;hodn&#xE9; investice s p&#x159;idanou hodnotou do nemovitost&#xED; ve st&#x159;edn&#xED; a </span><span class="t s4_97 t18_97">v&#xFD;chodn&#xED; Evrop&#x11B; (geografick&#xE9; zam&#x11B;&#x159;en&#xED;), mj. zejm&#xE9;na na &#xFA;zem&#xED; &#x10C;esk&#xE9; republiky a Slovenska. </span>
    <ix:nonNumeric id="Fxbrl_20260506142903448" name="ifrs-full:DescriptionOfNatureOfEntitysOperationsAndPrincipalActivities" contextRef="C_20250101to20251231" continuedAt="F20260506142922506" escape="false">
      <span class="t s3_97 t19_97">1.14. </span><span class="t s6_97 t1a_97">Hlavn&#xED; p&#x159;edm&#x11B;t podnik&#xE1;n&#xED; </span><span style="display:block;height:0px"/><span class="t s4_97 t1b_97">Skupina m&#x16F;&#x17E;e prov&#xE1;d&#x11B;t v &#x10C;esk&#xE9; republice nebo v zahrani&#x10D;&#xED; ve&#x161;ker&#xE9; transakce, kter&#xE9; se p&#x159;&#xED;mo nebo nep&#x159;&#xED;mo</span><span style="display:block;height:0px"/>
    </ix:nonNumeric><span class="t s4_97 t1b_97"> </span><span class="t s0_97 t1_97">97 </span>
  </div>

  <div class="div-absolute" style="margin:0px auto;visibility:visible !important;position:relative;background-color:white;width:909px;height:1286px !important">
    <div style="-webkit-user-select:none">
      <img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEX///+nxBvIAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/>
    </div>
    <ix:continuation id="F20260506142922506">
      <span class="t s1_98 t2_98">t&#xFD;kaj&#xED; akvizic a dr&#x17E;by nemovit&#xE9;ho majetku a nabyt&#xED; a dr&#x17E;en&#xED; majetkov&#xFD;ch &#xFA;&#x10D;ast&#xED; v podnic&#xED;ch (v jak&#xE9;koli form&#x11B;), kter&#xE9; </span><span style="display:block;height:0px"/><span class="t s2_98 t3_98">mohou podle sv&#xFD;ch zakladatelsk&#xFD;ch dokument&#x16F; nab&#xFD;vat a dr&#x17E;et nemovitosti, a jin&#xE1; aktiva pot&#x159;ebn&#xE1; k jejich spr&#xE1;v&#x11B;, </span><span style="display:block;height:0px"/><span class="t s2_98 t4_98">a d&#xE1;le spravovat, &#x159;&#xED;dit, budovat a zcizovat takov&#xE9; nemovitosti a pod&#xED;ly v realitn&#xED;ch spole&#x10D;nostech a ve spole&#x10D;nostech, </span><span style="display:block;height:0px"/><span class="t s2_98 t5_98">kter&#xE9; dr&#x17E;&#xED; nemovitosti. </span><span style="display:block;height:0px"/><span class="t s2_98 t6_98">Skupina rovn&#x11B;&#x17E; m&#x16F;&#x17E;e pou&#x17E;&#xED;vat sv&#xE9; finan&#x10D;n&#xED; prost&#x159;edky p&#x159;i organizaci, &#x159;&#xED;zen&#xED;, rozvoji a zcizov&#xE1;n&#xED; portfolia tvo&#x159;en&#xE9;ho </span><span style="display:block;height:0px"/><span class="t s2_98 t7_98">jak&#xFD;mikoli cenn&#xFD;mi pap&#xED;ry a pr&#xE1;vy du&#x161;evn&#xED;ho vlastnictv&#xED; jak&#xE9;hokoli p&#x16F;vodu a pod&#xED;let se na zalo&#x17E;en&#xED;, rozvoji a </span><span style="display:block;height:0px"/><span class="t s1_98 t8_98">ovl&#xE1;d&#xE1;n&#xED; jak&#xE9;hokoli podniku v souladu s investi&#x10D;n&#xED;m c&#xED;lem. M&#x16F;&#x17E;e rovn&#x11B;&#x17E; nab&#xFD;vat pomoc&#xED; vklad&#x16F;, upisov&#xE1;n&#xED;, kupn&#xED;ch </span><span style="display:block;height:0px"/><span class="t s2_98 t9_98">opc&#xED; nebo jin&#xFD;mi prost&#x159;edky v&#x161;echny druhy cenn&#xFD;ch pap&#xED;r&#x16F; a pr&#xE1;v du&#x161;evn&#xED;ho vlastnictv&#xED; za &#xFA;&#x10D;elem rozvoje, a </span><span style="display:block;height:0px"/><span class="t s2_98 ta_98">realizovat tato aktiva prodejem, p&#x159;evodem, sm&#x11B;nou nebo jinak. </span><span style="display:block;height:0px"/><span class="t s2_98 tb_98">Skupina a jej&#xED; akcion&#xE1;&#x159; m&#x16F;&#x17E;e poskytnout pomoc (prost&#x159;ednictv&#xED;m p&#x16F;j&#x10D;ek, z&#xE1;loh, z&#xE1;ruk, zaji&#x161;t&#x11B;n&#xED; nebo jinak) </span><span style="display:block;height:0px"/><span class="t s2_98 tc_98">spole&#x10D;nostem nebo jin&#xFD;m podnik&#x16F;m, v nich&#x17E; m&#xE1; Skupina pod&#xED;l.</span><span style="display:block;height:0px"/>
    </ix:continuation>
    <ix:nonNumeric id="Fxbrl_20260506143006969" name="ifrs-full:DisclosureOfGoingConcernExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t s3_98 td_98">1.15. </span><span class="t s4_98 te_98">P&#x159;edpoklad neomezen&#xE9;ho trv&#xE1;n&#xED; podniku </span><span style="display:block;height:0px"/><span class="t s2_98 tf_98">Skupina sleduje svou likviditn&#xED; pozici a chov&#xE1;n&#xED; n&#xE1;jemc&#x16F;. Skupina do dne&#x161;n&#xED;ho dne nezaznamenala v&#xFD;znamn&#xE9; </span><span style="display:block;height:0px"/><span class="t s1_98 tg_98">prodlen&#xED; s platbami n&#xE1;jemn&#xE9;ho od sv&#xFD;ch n&#xE1;jemc&#x16F;. Veden&#xED; Skupiny p&#x159;ipravilo stresov&#xE9; testovac&#xED; sc&#xE9;n&#xE1;&#x159;e s projekc&#xED; </span><span style="display:block;height:0px"/><span class="t s2_98 th_98">ekonomick&#xFD;ch v&#xFD;sledk&#x16F;, kter&#xE9; zohled&#x148;uj&#xED; dopady v&#xE1;le&#x10D;n&#xE9;ho konfliktu na Ukrajin&#x11B; a p&#x159;&#xED;padn&#x11B; jin&#xFD;ch geopolitick&#xFD;ch </span><span style="display:block;height:0px"/><span class="t s1_98 ti_98">a makroekonomick&#xFD;ch vlivu. P&#x159;edpov&#x11B;di ukazuj&#xED;, &#x17E;e Skupina spl&#x148;uje princip nep&#x159;etr&#x17E;it&#xE9;ho trv&#xE1;n&#xED;, a to jak z hlediska </span><span style="display:block;height:0px"/><span class="t s2_98 tj_98">generovan&#xE9;ho pen&#x11B;&#x17E;n&#xED;ho toku, tak z hlediska pln&#x11B;n&#xED; kovenant&#x16F; pro rok 2025. Veden&#xED; spole&#x10D;nosti nem&#xE1; k dispozici </span><span style="display:block;height:0px"/><span class="t s1_98 tk_98">informace, z kter&#xFD;ch by vypl&#xFD;valy v&#xFD;znamn&#xE9; nejistoty v pou&#x17E;it&#xFD;ch odhadech a projekc&#xED;ch. </span><span style="display:block;height:0px"/><span class="t s2_98 tl_98">Veden&#xED; spole&#x10D;nosti neo&#x10D;ek&#xE1;v&#xE1; v&#xFD;znamn&#xE9; nejistoty v nadch&#xE1;zej&#xED;c&#xED;ch letech. Podle informac&#xED;, kter&#xE9; m&#xE1; veden&#xED; </span><span style="display:block;height:0px"/><span class="t s2_98 tm_98">Skupiny k datu vyd&#xE1;n&#xED; k dispozici, nemaj&#xED; v&#xFD;&#x161;e uveden&#xE9; situace v&#xFD;znamn&#xFD; vliv na p&#x159;edpoklad neomezen&#xE9;ho trv&#xE1;n&#xED; </span><span style="display:block;height:0px"/><span class="t s2_98 tn_98">&#x2013; going concern Spole&#x10D;nosti.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric><span class="t s5_98 to_98">2. </span><span class="t s6_98 tp_98">Shrnut&#xED; v&#xFD;znamn&#xFD;ch &#xFA;&#x10D;etn&#xED;ch z&#xE1;sad a postup&#x16F; </span><span class="t s2_98 tq_98">Hlavn&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;sady a postupy p&#x159;ijat&#xE9; p&#x159;i zpracov&#xE1;n&#xED; t&#xE9;to konsolidovan&#xE9; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky jsou uvedeny n&#xED;&#x17E;e. Tyto </span><span class="t s1_98 tr_98">z&#xE1;sady a postupy byly soustavn&#x11B; aplikov&#xE1;ny na cel&#xE9; obdob&#xED;, nen&#xED;-li uvedeno jinak. </span>
    <ix:nonNumeric id="Fxbrl_20260506143407545" name="ifrs-full:DisclosureOfBasisOfPreparationOfFinancialStatementsExplanatory" contextRef="C_20250101to20251231" continuedAt="F20260506143417930" escape="true">
      <span class="t s3_98 ts_98_1">2.1. Z&#xE1;klad pro zpracov&#xE1;n&#xED;</span><span style="display:block;height:0px"/>
    </ix:nonNumeric>
    <ix:nonNumeric id="Fxbrl_20260506143138893" name="ifrs-full:StatementOfIFRSCompliance" contextRef="C_20250101to20251231" escape="true">
      <span class="t s7_98 tt_98">Prohl&#xE1;&#x161;en&#xED; o souladu </span><span style="display:block;height:0px"/><span class="t s2_98 tu_98">Konsolidovan&#xE1; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka byla sestavena v souladu s Mezin&#xE1;rodn&#xED;mi standardy finan&#x10D;n&#xED;ho v&#xFD;kaznictv&#xED; </span><span style="display:block;height:0px"/><span class="t s2_98 tv_98">(&#x201E;International Financial Reporting Standards&#x201C;, IFRS) ve zn&#x11B;n&#xED; p&#x159;ijat&#xE9;m Evropskou uni&#xED;. </span><span style="display:block;height:0px"/><span class="t s2_98 tw_98">Tato konsolidovan&#xE1; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka p&#x159;edstavuje statut&#xE1;rn&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rku sestavenou v souladu s ustanoven&#xED;m </span><span style="display:block;height:0px"/><span class="t s1_98 tx_98">&#xA7; 23a (2) z&#xE1;kona &#x10D;. 563/1991 Sb., o &#xFA;&#x10D;etnictv&#xED; ve zn&#x11B;n&#xED; pozd&#x11B;j&#x161;&#xED;ch p&#x159;edpis&#x16F;.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric>
    <ix:continuation id="F20260506143417930">
      <span class="t s7_98 ty_98">Zpracov&#xE1;n&#xED; konsolidovan&#xE9; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky </span><span style="display:block;height:0px"/><span class="t s2_98 tz_98">Konsolidovan&#xE1; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka je zpracov&#xE1;na dle konvence o historick&#xFD;ch cen&#xE1;ch, s v&#xFD;jimkou investi&#x10D;n&#xED;ho </span><span style="display:block;height:0px"/><span class="t s2_98 t10_98">nemovit&#xE9;ho majetku a deriv&#xE1;t&#x16F;, kter&#xE9; jsou ocen&#x11B;ny re&#xE1;lnou hodnotou. </span><span style="display:block;height:0px"/><span class="t s2_98 t11_98">Konsolidovan&#xE1; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka je upravena o ud&#xE1;losti, kter&#xE9; nast&#xE1;vaj&#xED; po konci vykazovan&#xE9;ho obdob&#xED;, ale je&#x161;t&#x11B; </span><span style="display:block;height:0px"/><span class="t s2_98 t12_98">p&#x159;edt&#xED;m, ne&#x17E; je konsolidovan&#xE1; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka schv&#xE1;lena k vyd&#xE1;n&#xED;, a to tehdy, kdy&#x17E; bu&#x10F; poskytuj&#xED; d&#x16F;kazy </span><span style="display:block;height:0px"/><span class="t s1_98 t13_98">o podm&#xED;nk&#xE1;ch, kter&#xE9; existovaly na konci vykazovan&#xE9;ho obdob&#xED; (ud&#xE1;losti, kter&#xE9; vyvol&#xE1;vaj&#xED; &#xFA;pravy), nebo kdy&#x17E; </span><span style="display:block;height:0px"/><span class="t s2_98 t14_98">nazna&#x10D;uj&#xED;, &#x17E;e neplat&#xED; p&#x159;edpoklad trv&#xE1;n&#xED; podniku. Konsolidovan&#xE1; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka se neupravuje o ud&#xE1;losti, kter&#xE9; </span><span style="display:block;height:0px"/><span class="t s1_98 t15_98">nevyvol&#xE1;vaj&#xED; &#xFA;pravy, tedy o takov&#xE9;, kter&#xE9; vypl&#xFD;vaj&#xED; z podm&#xED;nek vznikl&#xFD;ch po konci vykazovan&#xE9;ho obdob&#xED;.</span><span style="display:block;height:0px"/>
    </ix:continuation>
    <ix:nonNumeric id="Fxbrl_20260506143853034" name="ifrs-full:DisclosureOfAccountingJudgementsAndEstimatesExplanatory" contextRef="C_20250101to20251231" continuedAt="F20260506144430016" escape="true">
      <span class="t s7_98 t16_98">Pou&#x17E;&#xED;v&#xE1;n&#xED; odhad&#x16F; a p&#x159;edpoklad&#x16F; </span><span style="display:block;height:0px"/><span class="t s2_98 t17_98">P&#x159;i p&#x159;&#xED;prav&#x11B; konsolidovan&#xE9; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky v souladu s IFRS prov&#xE1;d&#xED; veden&#xED; Skupiny odhady a ur&#x10D;uje p&#x159;edpoklady, </span><span style="display:block;height:0px"/><span class="t s1_98 t18_98">kter&#xE9; maj&#xED; k datu &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky vliv na aplikaci &#xFA;&#x10D;etn&#xED;ch postup&#x16F; a na vykazovanou v&#xFD;&#x161;i aktiv a z&#xE1;vazk&#x16F;, v&#xFD;nos&#x16F; </span><span style="display:block;height:0px"/><span class="t s1_98 t19_98">a n&#xE1;klad&#x16F;. Tyto odhady a p&#x159;edpoklady jsou zalo&#x17E;eny na historick&#xFD;ch zku&#x161;enostech a r&#x16F;zn&#xFD;ch dal&#x161;&#xED;ch faktorech, </span><span style="display:block;height:0px"/><span class="t s2_98 t1a_98">kter&#xE9; jsou pova&#x17E;ov&#xE1;ny za p&#x159;im&#x11B;&#x159;en&#xE9; za podm&#xED;nek, p&#x159;i nich&#x17E; se odhady &#xFA;&#x10D;etn&#xED;ch hodnot aktiv a z&#xE1;vazk&#x16F; prov&#xE1;d&#xED; a v </span><span style="display:block;height:0px"/><span class="t s2_98 t1b_98">situaci, kdy nejsou zcela evidentn&#xED; z jin&#xFD;ch zdroj&#x16F;. Skute&#x10D;n&#xE9; v&#xFD;sledky se od odhad&#x16F; mohou li&#x161;it. </span><span style="display:block;height:0px"/><span class="t s2_98 t1c_98">Tyto odhady a p&#x159;edpoklady jsou pr&#x16F;b&#x11B;&#x17E;n&#x11B; revidov&#xE1;ny. &#xDA;pravy &#xFA;&#x10D;etn&#xED;ch odhad&#x16F; jsou zohledn&#x11B;ny v obdob&#xED;, ve kter&#xE9;m </span><span style="display:block;height:0px"/><span class="t s1_98 t1d_98">jsou tyto odhady revidov&#xE1;ny, pokud se tato revize t&#xFD;k&#xE1; pouze tohoto obdob&#xED;, nebo v obdob&#xED; revize a budouc&#xED;ch </span><span style="display:block;height:0px"/><span class="t s1_98 t1e_98">obdob&#xED;, pokud tato revize ovliv&#x148;uje sou&#x10D;asn&#xE9; i budouc&#xED; obdob&#xED;. </span><span style="display:block;height:0px"/><span class="t s2_98 t1f_98">Informace o &#xFA;sudc&#xED;ch pou&#x17E;it&#xFD;ch p&#x159;i aplikaci &#xFA;&#x10D;etn&#xED;ch z&#xE1;sad a postup&#x16F;, kter&#xE9; maj&#xED; nejv&#xFD;znamn&#x11B;j&#x161;&#xED; &#xFA;&#x10D;inek na &#x10D;&#xE1;stky </span><span style="display:block;height:0px"/><span class="t s1_98 t1g_98">vyk&#xE1;zan&#xE9; v konsolidovan&#xE9; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rce, jsou uvedeny v n&#xE1;sleduj&#xED;c&#xED;ch pozn&#xE1;mk&#xE1;ch.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric><span class="t s0_98 t1_98">98 </span>
  </div>

  <div class="div-absolute" style="margin:0px auto;visibility:visible !important;position:relative;background-color:white;width:909px;height:1286px !important">
    <div style="-webkit-user-select:none">
      <img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEX///+nxBvIAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/>
    </div>
    <ix:continuation id="F20260506144430016">
      <span class="t s1_99 t2_99">P&#x159;edpoklady a odhady nejistoty </span><span style="display:block;height:0px"/><span class="t s2_99 t3_99">I. </span><span class="t s2_99 t4_99">Stanoven&#xED; re&#xE1;ln&#xFD;ch hodnot </span><span style="display:block;height:0px"/><span class="t s3_99 t5_99">Odhady a p&#x159;edm&#x11B;tn&#xE9; p&#x159;edpoklady jsou pr&#x16F;b&#x11B;&#x17E;n&#x11B; revidov&#xE1;ny. Revize &#xFA;&#x10D;etn&#xED;ch odhad&#x16F; jsou uzn&#xE1;v&#xE1;ny v dob&#x11B;, kdy </span><span style="display:block;height:0px"/><span class="t s4_99 t6_99">jsou tyto odhady revidov&#xE1;ny, pokud m&#xE1; revize vliv pouze na dan&#xE9; obdob&#xED;, nebo v obdob&#xED; revize a v budouc&#xED;ch </span><span style="display:block;height:0px"/><span class="t s3_99 t7_99">obdob&#xED;ch, jestli&#x17E;e se revize t&#xFD;k&#xE1; b&#x11B;&#x17E;n&#xE9;ho obdob&#xED; i budouc&#xED;ch obdob&#xED;. </span><span style="display:block;height:0px"/><span class="t s3_99 t8_99">&#x158;ada &#xFA;&#x10D;etn&#xED;ch z&#xE1;sad a postup&#x16F; Skupiny a zve&#x159;ejn&#x11B;n&#xED; vy&#x17E;aduje stanoven&#xED; re&#xE1;ln&#xE9; hodnoty finan&#x10D;n&#xED;ch i nefinan&#x10D;n&#xED;ch </span><span style="display:block;height:0px"/><span class="t s4_99 t9_99">aktiv a z&#xE1;vazk&#x16F;. </span><span style="display:block;height:0px"/><span class="t s3_99 ta_99">Veden&#xED; pravideln&#x11B; reviduje v&#xFD;znamn&#xE9; nezjistiteln&#xE9; vstupy a p&#x159;ecen&#x11B;n&#xED;. Pokud se ke stanoven&#xED; re&#xE1;ln&#xE9; hodnoty </span><span style="display:block;height:0px"/><span class="t s3_99 tb_99">pou&#x17E;&#xED;vaj&#xED; &#xFA;daje t&#x159;et&#xED;ch stran, nap&#x159;&#xED;klad makl&#xE9;&#x159;sk&#xE9; kotace nebo slu&#x17E;by stanoven&#xED; cen, veden&#xED; posoud&#xED; d&#x16F;kazy </span><span style="display:block;height:0px"/><span class="t s3_99 tc_99">obdr&#x17E;en&#xE9; od t&#x159;et&#xED;ch stran k podpo&#x159;e z&#xE1;v&#x11B;r&#x16F;, &#x17E;e tato ocen&#x11B;n&#xED; spl&#x148;uj&#xED; po&#x17E;adavky IFRS, v&#x10D;etn&#x11B; &#xFA;rovn&#x11B; v hierarchii </span><span style="display:block;height:0px"/><span class="t s4_99 td_99">re&#xE1;ln&#xFD;ch hodnot, v n&#xED;&#x17E; m&#xE1; b&#xFD;t takov&#xE9; ocen&#x11B;n&#xED; klasifikov&#xE1;no. </span><span style="display:block;height:0px"/><span class="t s3_99 te_99">Skupina pou&#x17E;&#xED;v&#xE1; p&#x159;i stanoven&#xED; re&#xE1;ln&#xE9; hodnoty aktiva nebo z&#xE1;vazku co mo&#x17E;n&#xE1; nejv&#xED;ce data zji&#x161;t&#x11B;n&#xE1; ze sledov&#xE1;n&#xED; </span><span style="display:block;height:0px"/><span class="t s3_99 tf_99">trhu. Re&#xE1;ln&#xE9; hodnoty jsou roz&#x159;azeny do r&#x16F;zn&#xFD;ch &#xFA;rovn&#xED; v hierarchii re&#xE1;ln&#xFD;ch hodnot na z&#xE1;klad&#x11B; vstup&#x16F; pou&#x17E;it&#xFD;ch </span><span style="display:block;height:0px"/><span class="t s3_99 tg_99">p&#x159;i oce&#x148;ovac&#xED;ch technik&#xE1;ch takto: </span><span style="display:block;height:0px"/><span class="t s3_99 th_99">&#x2022; &#xDA;rove&#x148; 1: k&#xF3;tovan&#xE9; ceny stejn&#xFD;ch aktiv nebo z&#xE1;vazk&#x16F; na aktivn&#xED;ch trz&#xED;ch (neupraven&#xE9;). </span><span style="display:block;height:0px"/><span class="t s3_99 ti_99">&#x2022; &#xDA;rove&#x148; 2: jin&#xE9; vstupy ne&#x17E; k&#xF3;tovan&#xE9; ceny za&#x159;azen&#xE9; do &#xDA;rovn&#x11B; 1, kter&#xE9; se daj&#xED; zjistit ve vztahu k dan&#xE9;mu aktivu </span><span style="display:block;height:0px"/><span class="t s3_99 tj_99">nebo z&#xE1;vazku bu&#x10F; p&#x159;&#xED;mo (tj. jako ceny), nebo nep&#x159;&#xED;mo (tj. daj&#xED; se odvodit od cen). </span><span style="display:block;height:0px"/><span class="t s3_99 tk_99">&#x2022; &#xDA;rove&#x148; 3: vstupy pro aktivum nebo z&#xE1;vazek, kter&#xE9; nevych&#xE1;zej&#xED; ze zjistiteln&#xFD;ch tr&#x17E;n&#xED;ch &#xFA;daj&#x16F; (nezjistiteln&#xE9; vstupy). </span><span style="display:block;height:0px"/><span class="t s3_99 tl_99">Skupina &#xFA;&#x10D;tuje o p&#x159;evodech mezi jednotliv&#xFD;mi &#xFA;rovn&#x11B;mi hierarchie re&#xE1;ln&#xFD;ch hodnot na konci vykazovan&#xE9;ho </span><span style="display:block;height:0px"/><span class="t s3_99 tm_99">obdob&#xED;, b&#x11B;hem n&#x11B;ho&#x17E; do&#x161;lo k dan&#xE9; zm&#x11B;n&#x11B;. </span><span style="display:block;height:0px"/><span class="t s3_99 tn_99">Dal&#x161;&#xED; informace o p&#x159;edpokladech stanoven&#xFD;ch p&#x159;i ur&#x10D;ov&#xE1;n&#xED; re&#xE1;ln&#xFD;ch hodnot jsou uvedeny v t&#x11B;chto pozn&#xE1;mk&#xE1;ch: </span><span style="display:block;height:0px"/><span class="t s4_99 to_99">Pozn&#xE1;mka 3.1 &#x2013; investi&#x10D;n&#xED; nemovit&#xFD; majetek a </span><span style="display:block;height:0px"/><span class="t s4_99 tp_99">Pozn&#xE1;mka 5 &#x2013; M&#x11B;&#x159;en&#xED; re&#xE1;ln&#xE9; hodnoty, finan&#x10D;n&#xED; n&#xE1;stroje. </span><span style="display:block;height:0px"/><span class="t s2_99 tq_99">II. </span><span class="t s2_99 tr_99">Odhad nejistoty </span><span style="display:block;height:0px"/><span class="t s4_99 ts_99">S v&#xFD;jimkou re&#xE1;ln&#xFD;ch hodnot investic do nemovitost&#xED; a deriv&#xE1;t&#x16F; neexistuj&#xED; &#x17E;&#xE1;dn&#xE9; jin&#xE9; kl&#xED;&#x10D;ov&#xE9; p&#x159;edpoklady do </span><span style="display:block;height:0px"/><span class="t s3_99 tt_99">budoucna a jin&#xE9; kl&#xED;&#x10D;ov&#xE9; zdroje odhadu nejistot k datu &#xFA;&#x10D;etn&#xED;ch v&#xFD;kaz&#x16F;, kter&#xE9; nesou v&#xFD;znamn&#xE9; riziko vyvol&#xE1;n&#xED; </span><span style="display:block;height:0px"/><span class="t s3_99 tu_99">v&#xFD;znamn&#xE9; &#xFA;pravy &#x10D;&#xE1;stek aktiv a z&#xE1;vazk&#x16F; veden&#xFD;ch v &#xFA;&#x10D;etnictv&#xED; b&#x11B;hem p&#x159;&#xED;&#x161;t&#xED;ho finan&#x10D;n&#xED;ho roku.</span><span style="display:block;height:0px"/>
    </ix:continuation>
    <ix:nonNumeric id="Fxbrl_20260506144616527" name="ifrs-full:DescriptionOfAccountingPolicyForDerivativeFinancialInstrumentsExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t s2_99 tv_99">III. </span><span class="t s2_99 tw_99">Deriv&#xE1;ty </span><span style="display:block;height:0px"/><span class="t s3_99 tx_99">Skupina vyu&#x17E;&#xED;v&#xE1; &#xFA;rokov&#xE9; swapy (IRS) k &#x159;&#xED;zen&#xED; rizika fluktuace &#xFA;rokov&#xFD;ch m&#x11B;r. Tyto IRS nejsou ur&#x10D;eny jako </span><span style="display:block;height:0px"/><span class="t s3_99 ty_99">zaji&#x161;&#x165;ovac&#xED; n&#xE1;stroje ve smyslu IAS 39 ani IFRS 9. K rozvahov&#xE9;mu dni jsou IRS p&#x159;ecen&#x11B;ny na re&#xE1;lnou hodnotu s </span><span style="display:block;height:0px"/><span class="t s4_99 tz_99">dopadem do konsolidovan&#xE9;ho v&#xFD;kazu o &#xFA;pln&#xE9;m v&#xFD;sledku hospoda&#x159;en&#xED; do &#x159;&#xE1;dku Finan&#x10D;n&#xED; v&#xFD;nosy &#x10D;i Finan&#x10D;n&#xED; </span><span style="display:block;height:0px"/><span class="t s3_99 t10_99">n&#xE1;klady. V rozvaze jsou vyk&#xE1;z&#xE1;ny jako sou&#x10D;&#xE1;st dlouhodob&#xFD;ch a kr&#xE1;tkodob&#xFD;ch ostatn&#xED;ch finan&#x10D;n&#xED;ch aktiv a z&#xE1;vazk&#x16F;. </span><span style="display:block;height:0px"/><span class="t s3_99 t11_99">Z&#xE1;rove&#x148; Skupina aplikuje zaji&#x161;&#x165;ovac&#xED; &#xFA;&#x10D;etnictv&#xED; typu cash flow hedge pro m&#x11B;nov&#xE9; riziko. Zaji&#x161;&#x165;ovac&#xED; n&#xE1;stroje jsou </span><span style="display:block;height:0px"/><span class="t s3_99 t12_99">p&#x159;ecen&#x11B;ny na re&#xE1;lnou hodnotu, p&#x159;i&#x10D;em&#x17E; efektivn&#xED; &#x10D;&#xE1;st zm&#x11B;ny re&#xE1;ln&#xE9; hodnoty je vyk&#xE1;z&#xE1;na v ostatn&#xED;m &#xFA;pln&#xE9;m </span><span style="display:block;height:0px"/><span class="t s3_99 t13_99">v&#xFD;sledku hospoda&#x159;en&#xED;, zat&#xED;mco neefektivn&#xED; &#x10D;&#xE1;st je vyk&#xE1;z&#xE1;na ve v&#xFD;sledku hospoda&#x159;en&#xED;. Bli&#x17E;&#x161;&#xED; detail je uveden v </span><span style="display:block;height:0px"/><span class="t s4_99 t14_99">kapitole 2.6 e) </span><span style="display:block;height:0px"/><span class="t s3_99 t15_99">Nov&#xE9; &#xFA;&#x10D;etn&#xED; standardy, kter&#xE9; dosud nenabyly &#xFA;&#x10D;innost a nejsou p&#x159;ed&#x10D;asn&#x11B; p&#x159;ijaty. </span><span style="display:block;height:0px"/><span class="t s4_99 t16_99">V b&#x11B;&#x17E;n&#xE9;m obdob&#xED; Spole&#x10D;nost poprv&#xE9; aplikovala &#xFA;pravy IAS 21 </span><span class="t s5_99 t17_99">Nesm&#x11B;nitelnost</span><span class="t s4_99 t18_99">, kter&#xE9; byly vyd&#xE1;ny Radou pro </span><span style="display:block;height:0px"/><span class="t s3_99 t19_99">mezin&#xE1;rodn&#xED; &#xFA;&#x10D;etn&#xED; standardy (IASB) a schv&#xE1;leny pro pou&#x17E;it&#xED; v EU a jsou povinn&#x11B; &#xFA;&#x10D;inn&#xE9; pro &#xFA;&#x10D;etn&#xED; obdob&#xED; za&#x10D;&#xED;naj&#xED;c&#xED; </span><span style="display:block;height:0px"/><span class="t s3_99 t1a_99">1. ledna 2025 nebo pozd&#x11B;ji. Zah&#xE1;jen&#xED; dodr&#x17E;ov&#xE1;n&#xED; t&#x11B;chto &#xFA;prav nem&#x11B;lo &#x17E;&#xE1;dn&#xFD; v&#xFD;znamn&#xFD; dopad na zve&#x159;ejn&#x11B;n&#xED; &#x10D;i </span><span style="display:block;height:0px"/><span class="t s3_99 t1b_99">&#x10D;&#xE1;stky uveden&#xE9; v t&#xE9;to &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rce.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric>
    <ix:nonNumeric id="Fxbrl_20260506144705366" name="ifrs-full:DisclosureOfChangesInAccountingPoliciesAccountingEstimatesAndErrorsExplanatory" contextRef="C_20250101to20251231" continuedAt="F20260506144718711" escape="true">
      <span class="t s2_99 t1c_99">IV. </span><span class="t s1_99 t1d_99">Nov&#xE9; a novelizovan&#xE9; &#xFA;&#x10D;etn&#xED; standardy IFRS vydan&#xE9; IASB a p&#x159;ijat&#xE9; EU, kter&#xE9; zat&#xED;m nejsou </span><span style="display:block;height:0px"/><span class="t s1_99 t1e_99">&#xFA;&#x10D;inn&#xE9; </span><span style="display:block;height:0px"/><span class="t s4_99 t1f_99">K datu schv&#xE1;len&#xED; t&#xE9;to &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky Spole&#x10D;nost neaplikovala n&#xE1;sleduj&#xED;c&#xED; nov&#xFD; standard a &#xFA;pravy st&#xE1;vaj&#xED;c&#xED;ch </span><span style="display:block;height:0px"/><span class="t s3_99 t1g_99">&#xFA;&#x10D;etn&#xED;ch standard&#x16F; IFRS, kter&#xE9; byly vyd&#xE1;ny radou IASB a schv&#xE1;leny pro pou&#x17E;it&#xED; v EU, ale dosud nenabyly &#xFA;&#x10D;innosti:</span><span style="display:block;height:0px"/>
    </ix:nonNumeric><span class="t s0_99 t1_99">99 </span>
  </div>

  <div class="div-absolute" style="margin:0px auto;visibility:visible !important;position:relative;background-color:white;width:909px;height:1286px !important">
    <div style="-webkit-user-select:none">
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    </div>
    <ix:continuation id="F20260506144718711">
      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="te4fcf3fa6479a76b603d44bd709eb4a6">
        
          <tr>
            <td style="width:auto"><span class="t s1_100 t2_100_new">Standard </span></td>
            <td style="width:auto"><span class="t s1_100 t3_100_new">N&#xE1;zev </span></td>
            <td style="width:auto"><span class="t s2_100 t4_100_new">Datum &#xFA;&#x10D;innosti </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_100 t5_100_new">IFRS 18 </span></td>
            <td style="width:auto"><span class="t s4_100 t6_100_new">Prezentace a zve&#x159;ej&#x148;ov&#xE1;n&#xED; v &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rce </span></td>
            <td style="width:auto"><span class="t s3_100 t7_100_new">1. ledna 2027 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_100 t8_100_new">&#xDA;pravy IFRS 9 a IFRS 7 </span></td>
            <td style="width:auto"><span class="t s4_100 t9_100_new">&#xDA;pravy klasifikace a oce&#x148;ov&#xE1;n&#xED; finan&#x10D;n&#xED;ch n&#xE1;stroj&#x16F; </span></td>
            <td style="width:auto"><span class="t s3_100 ta_100_new">1. ledna 2026 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_100 tb_100_new">&#xDA;pravy IFRS 9 a IFRS 7 </span></td>
            <td style="width:auto"><span class="t s4_100 tc_100_new">Smlouvy odkazuj&#xED;c&#xED; na elekt&#x159;inu z&#xE1;vislou na p&#x159;&#xED;rod&#x11B; </span></td>
            <td style="width:auto"><span class="t s3_100 td_100_new">1. ledna 2026 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_100 te_100_new">&#xDA;pravy IFRS 1, IFRS 7, </span></td>
            <td style="width:auto"><span class="t s4_100 tg_100_new">Ro&#x10D;n&#xED; zdokonalen&#xED; &#xFA;&#x10D;etn&#xED;ch standard&#x16F; IFRS (11. d&#xED;l) </span></td>
            <td style="width:auto"><span class="t s3_100 th_100_new">1. ledna 2026 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_100 tf_100_new">IFRS 9, IFRS 10 a IAS 7</span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
        
      </table>
      <span class="t s5_100 ti_100">Spole&#x10D;nost posuzuje dopad vlivu nov&#xE9;ho standardu IFRS 18 na &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rku. Spole&#x10D;nost nep&#x159;edpokl&#xE1;d&#xE1;, &#x17E;e </span><span style="display:block;height:0px"/><span class="t s5_100 tj_100">p&#x159;ijet&#xED; v&#xFD;&#x161;e uveden&#xFD;ch &#xFA;prav st&#xE1;vaj&#xED;c&#xED;ch standard&#x16F; bude m&#xED;t v&#xFD;znamn&#xFD; vliv na &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rku spole&#x10D;nosti. </span><span style="display:block;height:0px"/><span class="t s6_100 tk_100">V. </span><span class="t s7_100 tl_100">Nov&#xE9; a novelizovan&#xE9; &#xFA;&#x10D;etn&#xED; standardy IFRS vydan&#xE9; IASB, ale dosud nep&#x159;ijat&#xE9; EU </span><span style="display:block;height:0px"/><span class="t s8_100 tm_100">V sou&#x10D;asn&#xE9; dob&#x11B; se podoba &#xFA;&#x10D;etn&#xED;ch standard&#x16F; IFRS p&#x159;ijat&#xE1; Evropskou uni&#xED; v&#xFD;razn&#x11B; neli&#x161;&#xED; od podoby standard&#x16F; </span><span style="display:block;height:0px"/><span class="t s5_100 tn_100">schv&#xE1;len&#xFD;ch radou IASB. V&#xFD;jimkou jsou n&#xE1;sleduj&#xED;c&#xED; nov&#xFD; standard a &#xFA;pravy st&#xE1;vaj&#xED;c&#xED;ch standard&#x16F;, kter&#xE9; nebyly </span><span style="display:block;height:0px"/><span class="t s8_100 to_100">k datu schv&#xE1;len&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky schv&#xE1;leny k pou&#x17E;it&#xED; v EU: </span><span style="display:block;height:0px"/>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t4ee2beb977849ba4dd3e458440e261fa">
        
          <tr>
            <td style="width:auto"><span class="t s1_100 tp_100_new">Standard </span></td>
            <td style="width:auto"><span class="t s1_100 tq_100_new">N&#xE1;zev </span></td>
            <td style="width:auto"><span class="t s1_100 tr_100_new">Stav schvalov&#xE1;n&#xED; v EU </span></td>
          </tr>
          <tr>
            <td><span class="t s3_100 ts_100_new">IFRS 19 a n&#xE1;sledn&#xE9; </span><span style="display:block;height:0px"> </span><span class="t s3_100 tt_100_new">&#xFA;pravy </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_100 tu_100_new">Dce&#x159;in&#xE9; podniky bez ve&#x159;ejn&#xE9; odpov&#x11B;dnosti: Zve&#x159;ej&#x148;ov&#xE1;n&#xED; </span><span style="display:block;height:0px"> </span><span class="t s3_100 tv_100_new">(datum &#xFA;&#x10D;innosti dle IASB: 1. ledna 2027) </span><span style="display:block;height:0px"> </span><span class="t s4_100 tw_100_new">Dobrovoln&#xE9; pou&#x17E;it&#xED; pro zp&#x16F;sobil&#xE9; dce&#x159;in&#xE9; podniky </span></td>
            <td><span class="t s4_100 tx_100_new">V EU dosud nep&#x159;ijato </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td><span class="t s3_100 ty_100_new">&#xDA;pravy IAS 21 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_100 tz_100_new">P&#x159;evod do hyperinfla&#x10D;n&#xED; m&#x11B;ny vykazov&#xE1;n&#xED; </span><span style="display:block;height:0px"> </span><span class="t s4_100 t10_100_new">(datum &#xFA;&#x10D;innosti dle IASB: 1. ledna 2027) </span></td>
            <td><span class="t s4_100 t11_100_new">V EU dosud nep&#x159;ijato </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td><span class="t s3_100 t12_100_new">&#xDA;pravy IFRS 10 a IAS 28 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_100 t13_100_new">Prodej nebo vklad aktiv mezi investorem a p&#x159;idru&#x17E;en&#xFD;m nebo </span><span style="display:block;height:0px"> </span><span class="t s4_100 t14_100_new">spole&#x10D;n&#xFD;m podnikem </span><span class="t s4_100 t15_100_new">a dal&#x161;&#xED; &#xFA;pravy (datum &#xFA;&#x10D;innosti bylo </span><span style="display:block;height:0px"> </span><span class="t s4_100 t16_100_new">radou IASB odlo&#x17E;eno na neur&#x10D;ito, ale je mo&#x17E;n&#xE9; d&#x159;&#xED;v&#x11B;j&#x161;&#xED; </span><span style="display:block;height:0px"> </span><span class="t s4_100 t17_100_new">p&#x159;ijet&#xED;) </span></td>
            <td><span class="t s4_100 t18_100_new">Schvalov&#xE1;n&#xED; pro pou&#x17E;it&#xED; v EU </span><span style="display:block;height:0px"> </span><span class="t s4_100 t19_100_new">bylo odlo&#x17E;eno do doby, a&#x17E; </span><span style="display:block;height:0px"> </span><span class="t s4_100 t1a_100_new">bude dokon&#x10D;en projekt na </span><span style="display:block;height:0px"> </span><span class="t s4_100 t1b_100_new">ekvivalen&#x10D;n&#xED; metodu</span></td>
          </tr>
        
      </table>
      <span class="t s5_100 t1c_100">Spole&#x10D;nost neo&#x10D;ek&#xE1;v&#xE1;, &#x17E;e p&#x159;ijet&#xED; nov&#xE9;ho standardu a &#xFA;prav st&#xE1;vaj&#xED;c&#xED;ch standard&#x16F; bude m&#xED;t v&#xFD;znamn&#xFD; dopad na </span><span style="display:block;height:0px"/><span class="t s5_100 t1d_100">&#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rku v budouc&#xED;ch obdob&#xED;ch.</span><span style="display:block;height:0px"/>
    </ix:continuation>
    <ix:nonNumeric id="Fxbrl_20260506145455514" name="ifrs-full:DescriptionOfAccountingPolicyForBusinessCombinationsExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t s9_100 t1e_100">2.2. Z&#xE1;klad pro konsolidaci </span><span style="display:block;height:0px"/><span class="t s6_100 t1f_100">(i) Podnikov&#xE1; kombinace </span><span style="display:block;height:0px"/><span class="t s5_100 t1g_100">Skupina z&#xED;sk&#xE1;v&#xE1; dce&#x159;in&#xE9; spole&#x10D;nosti, kter&#xE9; vlastn&#xED; nemovitosti. V okam&#x17E;iku akvizice Skupina zva&#x17E;uje, zda ka&#x17E;d&#xE1; </span><span style="display:block;height:0px"/><span class="t s5_100 t1h_100">takov&#xE1; akvizice tvo&#x159;&#xED; podnikovou kombinaci nebo akvizici aktiva. Skupina &#xFA;&#x10D;tuje o akvizici jako o podnikov&#xE9; </span><span style="display:block;height:0px"/><span class="t s5_100 t1i_100">kombinaci tehdy, kdy&#x17E; je vedle nemovitosti z&#xED;sk&#xE1;n i ucelen&#xFD; soubor aktiv. Konkr&#xE9;tn&#x11B;ji &#x159;e&#x10D;eno Skupina p&#x159;ihl&#xED;&#x17E;&#xED; </span><span style="display:block;height:0px"/><span class="t s8_100 t1j_100">k rozsahu, v n&#x11B;m&#x17E; jsou z&#xED;sk&#xE1;ny v&#xFD;znamn&#xE9; procesy a zejm&#xE9;na k rozsahu slu&#x17E;eb, kter&#xE9; poskytuje dan&#xE1; dce&#x159;in&#xE1; </span><span style="display:block;height:0px"/><span class="t s5_100 t1k_100">spole&#x10D;nost (nap&#x159;. &#xFA;dr&#x17E;ba, &#xFA;klid, ostraha, veden&#xED; &#xFA;&#x10D;etnictv&#xED; apod.). </span><span style="display:block;height:0px"/><span class="t s5_100 t1l_100">Pokud akvizice dce&#x159;in&#xFD;ch spole&#x10D;nost&#xED; netvo&#x159;&#xED; podnik, je o n&#xED; &#xFA;&#x10D;tov&#xE1;no jako o akvizici skupiny aktiv a z&#xE1;vazk&#x16F;. </span><span style="display:block;height:0px"/><span class="t s5_100 t1m_100">Po&#x159;izovac&#xED; n&#xE1;klady jsou roz&#xFA;&#x10D;tov&#xE1;ny na aktiva a z&#xE1;vazky na z&#xE1;klad&#x11B; jejich relativn&#xED;ch re&#xE1;ln&#xFD;ch hodnot </span><span style="display:block;height:0px"/><span class="t s8_100 t1n_100">a neza&#xFA;&#x10D;tov&#xE1;v&#xE1; se ani goodwill, ani odlo&#x17E;en&#xE1; da&#x148;.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric>
    <ix:nonNumeric id="Fxbrl_20260506145540353" name="ifrs-full:DescriptionOfAccountingPolicyForInvestmentInAssociates" contextRef="C_20250101to20251231" escape="true">
      <span class="t s7_100 t1o_100">(ii) Dce&#x159;in&#xE9; spole&#x10D;nosti </span><span style="display:block;height:0px"/><span class="t s5_100 t1p_100">Dce&#x159;in&#xE9; spole&#x10D;nosti jsou subjekty ovl&#xE1;dan&#xE9; Skupinou. Skupina ovl&#xE1;d&#xE1; (kontroluje) dce&#x159;inou spole&#x10D;nost, pokud je </span><span style="display:block;height:0px"/><span class="t s5_100 t1q_100">vystaven variabiln&#xED;m v&#xFD;nos&#x16F;m nebo na n&#x11B; m&#xE1; pr&#xE1;vo na z&#xE1;klad&#x11B; sv&#xE9; anga&#x17E;ovanosti v t&#xE9;to spole&#x10D;nosti a m&#x16F;&#x17E;e tyto </span><span style="display:block;height:0px"/><span class="t s5_100 t1r_100">v&#xFD;nosy prost&#x159;ednictv&#xED;m sv&#xE9; moci nad n&#xED; ovliv&#x148;ovat. &#xDA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky dce&#x159;in&#xFD;ch spole&#x10D;nost&#xED; jsou zahrnuty do </span><span style="display:block;height:0px"/><span class="t s5_100 t1s_100">konsolidovan&#xE9; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky od data p&#x159;evzet&#xED; kontroly do data jej&#xED;ho z&#xE1;niku.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric>
    <ix:nonNumeric id="Fxbrl_20260506145602715" name="ifrs-full:DisclosureOfBasisOfConsolidationExplanatory" contextRef="C_20250101to20251231" continuedAt="F20260506145616905" escape="true">
      <span class="t s6_100 t1t_100">Konsolidace </span><span style="display:block;height:0px"/><span class="t s5_100 t1u_100">Vnitroskupinov&#xE9; transakce, z&#x16F;statky a nerealizovan&#xE9; zisky a ztr&#xE1;ty z transakc&#xED; mezi spole&#x10D;nostmi Skupiny se </span><span style="display:block;height:0px"/><span class="t s5_100 t1v_100">eliminuj&#xED;. Nerealizovan&#xE9; ztr&#xE1;ty se rovn&#x11B;&#x17E; eliminuj&#xED;, pokud transakce nepod&#xE1;v&#xE1; d&#x16F;kaz o sn&#xED;&#x17E;en&#xED; hodnoty </span><span style="display:block;height:0px"/><span class="t s5_100 t1w_100">p&#x159;ev&#xE1;d&#x11B;n&#xE9;ho aktiva. &#xDA;&#x10D;etn&#xED; z&#xE1;sady a postupy dce&#x159;in&#xFD;ch spole&#x10D;nost&#xED; byly v p&#x159;&#xED;pad&#x11B; pot&#x159;eby zm&#x11B;n&#x11B;ny tak, aby byl </span><span style="display:block;height:0px"/><span class="t s5_100 t1x_100">zaji&#x161;t&#x11B;n soulad se z&#xE1;sadami a postupy p&#x159;ijat&#xFD;mi Skupinou. </span><span style="display:block;height:0px"/><span class="t s5_100 t1y_100">Jakmile Skupina p&#x159;estane ovl&#xE1;dat n&#x11B;jakou dce&#x159;inou spole&#x10D;nost, od&#xFA;&#x10D;tuje aktiva a z&#xE1;vazky dce&#x159;in&#xE9; spole&#x10D;nosti a jin&#xE9; </span><span style="display:block;height:0px"/><span class="t s5_100 t1z_100">slo&#x17E;ky vlastn&#xED;ho kapit&#xE1;lu. Ve&#x161;ker&#xE9; pod&#xED;ly v b&#xFD;val&#xE9; dce&#x159;in&#xE9; spole&#x10D;nosti, kter&#xE9; si Skupina ponech&#xE1;, jsou p&#x159;ecen&#x11B;ny na </span><span style="display:block;height:0px"/><span class="t s8_100 t20_100">jejich re&#xE1;lnou hodnotu k datu ztr&#xE1;ty kontroly. Ve&#x161;ker&#xE9; v&#xFD;sledn&#xE9; zisky nebo ztr&#xE1;ty jsou za&#xFA;&#x10D;tov&#xE1;ny do zisku nebo </span><span style="display:block;height:0px"/><span class="t s8_100 t21_100">ztr&#xE1;ty. Re&#xE1;ln&#xE1; hodnota je stanovena jako prvotn&#xED; hodnota v &#xFA;&#x10D;etnictv&#xED; pro &#xFA;&#x10D;ely n&#xE1;sledn&#xE9;ho &#xFA;&#x10D;tov&#xE1;n&#xED; o nad&#xE1;le </span><span style="display:block;height:0px"/><span class="t s5_100 t22_100">dr&#x17E;en&#xE9;m pod&#xED;lu jako o p&#x159;idru&#x17E;en&#xE9;m nebo spole&#x10D;n&#xE9;m podniku nebo o finan&#x10D;n&#xED;m aktivu. Krom&#x11B; toho jsou ve&#x161;ker&#xE9;</span><span style="display:block;height:0px"/>
    </ix:nonNumeric><span class="t s0_100 t1_100">100 </span>
  </div>

  <div class="div-absolute" style="margin:0px auto;visibility:visible !important;position:relative;background-color:white;width:909px;height:1286px !important">
    <div style="-webkit-user-select:none">
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    </div>
    <ix:continuation id="F20260506145616905">
      <span class="t s1_101 t2_101">&#x10D;&#xE1;stky t&#xFD;kaj&#xED;c&#xED; se dce&#x159;in&#xE9; spole&#x10D;nosti, kter&#xE9; byly d&#x159;&#xED;ve za&#xFA;&#x10D;tov&#xE1;ny do ostatn&#xED;ho &#xFA;pln&#xE9;ho v&#xFD;sledku, p&#x159;e&#xFA;&#x10D;tov&#xE1;ny do </span><span style="display:block;height:0px"/><span class="t s2_101 t3_101">zisku nebo ztr&#xE1;ty.</span><span style="display:block;height:0px"/>
    </ix:continuation>
    <ix:nonNumeric id="Fxbrl_20260506145800232" name="ifrs-full:DisclosureOfSignificantInvestmentsInSubsidiariesExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t s1_101 t4_101">Spole&#x10D;nosti konsolidovan&#xE9; p&#x159;&#xED;mou metodou konsolidace jsou spolu s &#xFA;daji o obchodn&#xED;m pod&#xED;lu uvedeny n&#xED;&#x17E;e: </span><span style="display:block;height:0px"/>
      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t7e0e834007956759f395246ed0561bfe">
        
          <tr>
            <td style="width:auto"><span class="t s3_101 t5_101_new" style="margin-right:4px">Spole&#x10D;nost </span></td>
            <td style="width:auto"><span class="t s4_101 t6_101_new">Ovl&#xE1;d&#xE1;n&#xED; </span></td>
            <td style="width:auto"><span class="t s4_101 t7_101_new">Pod&#xED;l </span></td>
            <td style="width:auto"><span class="t s3_101 t8_101_new">Funk&#x10D;n&#xED; m&#x11B;na </span></td>
            <td style="width:auto"><span class="t s3_101 t9_101_new">Zem&#x11B; </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_101 ta_101_new">Fidurock Nemovitosti a.s. </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s6_101 tb_101_new">K&#x10D; </span></td>
            <td style="width:auto"><span class="t s6_101 tc_101_new">&#x10C;esk&#xE1; republika </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_101 td_101_new" style="margin-right:4px">Retail Park T&#xE1;bor s.r.o. </span></td>
            <td style="width:auto"><span class="t s6_101 te_101_new">P&#x159;&#xED;m&#xE9; </span></td>
            <td style="width:auto"><span class="t s5_101 tf_101_new">100 % </span></td>
            <td style="width:auto"><span class="t s6_101 tg_101_new">K&#x10D; </span></td>
            <td style="width:auto"><span class="t s6_101 th_101_new">&#x10C;esk&#xE1; republika </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_101 ti_101_new" style="margin-right:4px">Retail Park Severka Liberec s.r.o. </span></td>
            <td style="width:auto"><span class="t s6_101 tj_101_new">P&#x159;&#xED;m&#xE9; </span></td>
            <td style="width:auto"><span class="t s5_101 tk_101_new">100 % </span></td>
            <td style="width:auto"><span class="t s6_101 tl_101_new">K&#x10D; </span></td>
            <td style="width:auto"><span class="t s6_101 tm_101_new">&#x10C;esk&#xE1; republika </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_101 tn_101_new" style="margin-right:4px">Retail Park Star&#xE9; m&#x11B;sto s.r.o. </span></td>
            <td style="width:auto"><span class="t s6_101 to_101_new">P&#x159;&#xED;m&#xE9; </span></td>
            <td style="width:auto"><span class="t s5_101 tp_101_new">100 % </span></td>
            <td style="width:auto"><span class="t s6_101 tq_101_new">K&#x10D; </span></td>
            <td style="width:auto"><span class="t s6_101 tr_101_new">&#x10C;esk&#xE1; republika </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_101 ts_101_new" style="margin-right:4px">Retail Park Mlad&#xE1; Boleslav a.s. </span></td>
            <td style="width:auto"><span class="t s6_101 tt_101_new">P&#x159;&#xED;m&#xE9; </span></td>
            <td style="width:auto"><span class="t s5_101 tu_101_new">100 % </span></td>
            <td style="width:auto"><span class="t s6_101 tv_101_new">K&#x10D; </span></td>
            <td style="width:auto"><span class="t s6_101 tw_101_new">&#x10C;esk&#xE1; republika </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_101 tx_101_new" style="margin-right:4px">FIDUROCK Projekt 22, s.r.o. </span></td>
            <td style="width:auto"><span class="t s6_101 ty_101_new">P&#x159;&#xED;m&#xE9; </span></td>
            <td style="width:auto"><span class="t s5_101 tz_101_new">100 % </span></td>
            <td style="width:auto"><span class="t s6_101 t10_101_new">K&#x10D; </span></td>
            <td style="width:auto"><span class="t s6_101 t11_101_new">&#x10C;esk&#xE1; republika </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_101 t12_101_new" style="margin-right:4px">Projekt Pie&#x161;&#x165;any s.r.o. </span></td>
            <td style="width:auto"><span class="t s6_101 t13_101_new">P&#x159;&#xED;m&#xE9; </span></td>
            <td style="width:auto"><span class="t s5_101 t14_101_new">100 % </span></td>
            <td style="width:auto"><span class="t s5_101 t15_101_new">EUR </span></td>
            <td style="width:auto"><span class="t s5_101 t16_101_new">Slovensk&#xE1; republika </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_101 t17_101_new" style="margin-right:4px">SLOVAK INVESTMENT GROUP s.r.o. </span><span class="t s6_101 t18_101_new">P&#x159;&#xED;m&#xE9; </span></td>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s5_101 t19_101_new">100 % </span></td>
            <td style="width:auto"><span class="t s5_101 t1a_101_new">EUR </span></td>
            <td style="width:auto"><span class="t s5_101 t1b_101_new">Slovensk&#xE1; republika </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_101 t1c_101_new" style="margin-right:4px">Retail Park Senica s.r.o. </span></td>
            <td style="width:auto"><span class="t s6_101 t1d_101_new">P&#x159;&#xED;m&#xE9; </span></td>
            <td style="width:auto"><span class="t s5_101 t1e_101_new">100 % </span></td>
            <td style="width:auto"><span class="t s5_101 t1f_101_new">EUR </span></td>
            <td style="width:auto"><span class="t s5_101 t1g_101_new">Slovensk&#xE1; republika </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_101 t1h_101_new" style="margin-right:4px">Retail park Trnava, a. s. </span></td>
            <td style="width:auto"><span class="t s6_101 t1i_101_new">P&#x159;&#xED;m&#xE9; </span></td>
            <td style="width:auto"><span class="t s5_101 t1j_101_new">100 % </span></td>
            <td style="width:auto"><span class="t s5_101 t1k_101_new">EUR </span></td>
            <td style="width:auto"><span class="t s5_101 t1l_101_new">Slovensk&#xE1; republika </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_101 t1m_101_new" style="margin-right:4px">Retail Park Pre&#x161;ov s.r.o. </span></td>
            <td style="width:auto"><span class="t s6_101 t1n_101_new">P&#x159;&#xED;m&#xE9; </span></td>
            <td style="width:auto"><span class="t s5_101 t1o_101_new">100 % </span></td>
            <td style="width:auto"><span class="t s5_101 t1p_101_new">EUR </span></td>
            <td style="width:auto"><span class="t s5_101 t1q_101_new">Slovensk&#xE1; republika </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_101 t1r_101_new" style="margin-right:4px">Retail Park Choce&#x148; s.r.o. </span></td>
            <td style="width:auto"><span class="t s6_101 t1s_101_new">P&#x159;&#xED;m&#xE9; </span></td>
            <td style="width:auto"><span class="t s5_101 t1t_101_new">100 % </span></td>
            <td style="width:auto"><span class="t s6_101 t1u_101_new">K&#x10D; </span></td>
            <td style="width:auto"><span class="t s6_101 t1v_101_new">&#x10C;esk&#xE1; republika </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_101 t1w_101_new" style="margin-right:4px">Retail Park Milevsko s.r.o. </span></td>
            <td style="width:auto"><span class="t s6_101 t1x_101_new">P&#x159;&#xED;m&#xE9; </span></td>
            <td style="width:auto"><span class="t s5_101 t1y_101_new">100 % </span></td>
            <td style="width:auto"><span class="t s6_101 t1z_101_new">K&#x10D; </span></td>
            <td style="width:auto"><span class="t s6_101 t20_101_new">&#x10C;esk&#xE1; republika </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_101 t21_101_new" style="margin-right:4px">Retail Park Levice s.r.o. </span></td>
            <td style="width:auto"><span class="t s6_101 t22_101_new">P&#x159;&#xED;m&#xE9; </span></td>
            <td style="width:auto"><span class="t s5_101 t23_101_new">100 % </span></td>
            <td style="width:auto"><span class="t s5_101 t24_101_new">EUR </span></td>
            <td style="width:auto"><span class="t s5_101 t25_101_new">Slovensk&#xE1; republika </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_101 t26_101_new" style="margin-right:4px">Retail Park Trutnov s.r.o. </span></td>
            <td style="width:auto"><span class="t s6_101 t27_101_new">P&#x159;&#xED;m&#xE9; </span></td>
            <td style="width:auto"><span class="t s5_101 t28_101_new">100 % </span></td>
            <td style="width:auto"><span class="t s6_101 t29_101_new">K&#x10D; </span></td>
            <td style="width:auto"><span class="t s6_101 t2a_101_new">&#x10C;esk&#xE1; republika </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_101 t2b_101_new" style="margin-right:4px">FIDUROCK Ark&#xE1;da Prost&#x11B;jov s.r.o. </span></td>
            <td style="width:auto"><span class="t s6_101 t2c_101_new">P&#x159;&#xED;m&#xE9; </span></td>
            <td style="width:auto"><span class="t s5_101 t2d_101_new">100 % </span></td>
            <td style="width:auto"><span class="t s6_101 t2e_101_new">K&#x10D; </span></td>
            <td style="width:auto"><span class="t s6_101 t2f_101_new">&#x10C;esk&#xE1; republika </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_101 t2g_101_new" style="margin-right:4px">FIDUROCK Ark&#xE1;da s.r.o. </span></td>
            <td style="width:auto"><span class="t s5_101 t2h_101_new">Nep&#x159;&#xED;m&#xE9; </span></td>
            <td style="width:auto"><span class="t s5_101 t2i_101_new">100 % </span></td>
            <td style="width:auto"><span class="t s6_101 t2j_101_new">K&#x10D; </span></td>
            <td style="width:auto"><span class="t s6_101 t2k_101_new">&#x10C;esk&#xE1; republika</span></td>
          </tr>
        
      </table>
      <span class="t s1_101 t2l_101">Spole&#x10D;nost k 31.12.2025 ani k 31.12.2024 nevykazuje &#x17E;&#xE1;dn&#xE9; spole&#x10D;nosti konsolidovan&#xE9; ekvivalen&#x10D;n&#xED; metodou. </span><span style="display:block;height:0px"/><span class="t s2_101 t2m_101">V roce 2025 prob&#x11B;hla akvizice spole&#x10D;nosti FIDUROCK Ark&#xE1;da Prost&#x11B;jov s.r.o. Spole&#x10D;nost d&#xE1;le nep&#x159;&#xED;mo ovl&#xE1;d&#xE1; </span><span style="display:block;height:0px"/><span class="t s1_101 t2n_101">spole&#x10D;nost FIDUROCK Ark&#xE1;da s.r.o. prost&#x159;ednictv&#xED;m spole&#x10D;nosti FIDUROCK Ark&#xE1;da Prost&#x11B;jov s.r.o. </span><span style="display:block;height:0px"/><span class="t s2_101 t2o_101">V roce 2024 nedo&#x161;lo k &#x17E;&#xE1;dn&#xFD;m akvizic&#xED;m. K 31.12.2025 a k 31.12.2024 jsou ve&#x161;ker&#xE9; pod&#xED;ly vlastn&#x11B;ny ze 100 %. </span><span style="display:block;height:0px"/><span class="t s2_101 t2p_101">V letech 2025 a 2024 nebyla zlikvidov&#xE1;na &#x17E;&#xE1;dn&#xE1; spole&#x10D;nost ze Skupiny.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric>
    <ix:nonNumeric id="Fxbrl_20260506145907801" name="ifrs-full:DescriptionOfAccountingPolicyForForeignCurrencyTranslationExplanatory" contextRef="C_20250101to20251231" continuedAt="F20260506145916954" escape="true">
      <span class="t s7_101 t2q_101_1">2.3. P&#x159;epo&#x10D;et ciz&#xED;ch m&#x11B;n</span><span style="display:block;height:0px"/>
    </ix:nonNumeric>
    <ix:nonNumeric id="Fxbrl_20260506145841792" name="ifrs-full:DescriptionOfAccountingPolicyForFunctionalCurrencyExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t s8_101 t2r_101">Funk&#x10D;n&#xED; m&#x11B;na </span><span style="display:block;height:0px"/><span class="t s1_101 t2s_101">Na z&#xE1;klad&#x11B; faktor&#x16F; uveden&#xFD;ch v IAS 21, dopad&#x16F; zm&#x11B;n sm&#x11B;nn&#xFD;ch kurs&#x16F; a anal&#xFD;zy prim&#xE1;rn&#xED;ho ekonomick&#xE9;ho </span><span style="display:block;height:0px"/><span class="t s1_101 t2t_101">prost&#x159;ed&#xED;, v n&#x11B;m&#x17E; Skupina p&#x16F;sob&#xED;, byla jako funk&#x10D;n&#xED; m&#x11B;na p&#x159;edm&#x11B;tn&#xFD;ch dce&#x159;in&#xFD;ch spole&#x10D;nost&#xED; ur&#x10D;ena koruna &#x10D;esk&#xE1; </span><span style="display:block;height:0px"/><span class="t s1_101 t2u_101">(&#x201E;K&#x10D;&#x201C;) v p&#x159;&#xED;pad&#x11B; &#x10D;esk&#xFD;ch spole&#x10D;nost&#xED; a euro (&#x201E;EUR&#x201C;) v p&#x159;&#xED;pad&#x11B; slovensk&#xFD;ch spole&#x10D;nost&#xED;. Funk&#x10D;n&#xED; m&#x11B;na skupiny je </span><span style="display:block;height:0px"/><span class="t s1_101 t2v_101">koruna &#x10D;esk&#xE1;</span><span style="display:block;height:0px"/>
    </ix:nonNumeric>
    <ix:continuation id="F20260506145916954">
      <span class="t s8_101 t2w_101">Prezenta&#x10D;n&#xED; m&#x11B;na </span><span style="display:block;height:0px"/><span class="t s1_101 t2x_101">Tato konsolidovan&#xE1; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka je prezentov&#xE1;na v K&#x10D; jako&#x17E;to prezenta&#x10D;n&#xED; m&#x11B;n&#x11B; Skupiny. </span><span style="display:block;height:0px"/><span class="t s1_101 t2y_101">Cizom&#x11B;nov&#xE9; zisky a ztr&#xE1;ty z pen&#x11B;&#x17E;it&#xFD;ch polo&#x17E;ek tvo&#x159;&#xED; rozd&#xED;l mezi hodnotou ve funk&#x10D;n&#xED; m&#x11B;n&#x11B; na za&#x10D;&#xE1;tku roku, </span><span style="display:block;height:0px"/><span class="t s2_101 t2z_101">upravenou o &#xFA;rok a platby v pr&#x16F;b&#x11B;hu roku, a nab&#x11B;hlou hodnotou v ciz&#xED; m&#x11B;n&#x11B; p&#x159;epo&#x10D;tenou kursem platn&#xFD;m na konci </span><span style="display:block;height:0px"/><span class="t s1_101 t30_101">roku. Nepen&#x11B;&#x17E;it&#xE1; aktiva a z&#xE1;vazky veden&#xE9; v ciz&#xED;ch m&#x11B;n&#xE1;ch, kter&#xE9; jsou oce&#x148;ov&#xE1;ny re&#xE1;lnou hodnotou, jsou </span><span style="display:block;height:0px"/><span class="t s1_101 t31_101">p&#x159;epo&#x10D;teny na funk&#x10D;n&#xED; m&#x11B;nu v kursu platn&#xE9;m k datu stanoven&#xED; re&#xE1;ln&#xE9; hodnoty. Cizom&#x11B;nov&#xE9; rozd&#xED;ly vypl&#xFD;vaj&#xED;c&#xED; ze </span><span style="display:block;height:0px"/><span class="t s1_101 t32_101">zp&#x11B;tn&#xFD;ch p&#x159;epo&#x10D;t&#x16F; jsou vyk&#xE1;z&#xE1;ny v konsolidovan&#xE9;m v&#xFD;kazu zisku a ztr&#xE1;ty a v ostatn&#xED;m &#xFA;pln&#xE9;m v&#xFD;sledku. </span><span style="display:block;height:0px"/><span class="t s1_101 t33_101">Pro p&#x159;epo&#x10D;et kone&#x10D;n&#xFD;ch z&#x16F;statk&#x16F; slovensk&#xFD;ch dce&#x159;in&#xFD;ch spole&#x10D;nost&#xED; z EUR na K&#x10D; byl pro z&#x16F;statky rozvahy pou&#x17E;it </span><span style="display:block;height:0px"/><span class="t s1_101 t34_101">kurz &#x10C;esk&#xE9; n&#xE1;rodn&#xED; banky platn&#xFD; k 31. prosinci 2025 a pr&#x16F;m&#x11B;rn&#xFD; sm&#x11B;nn&#xFD; kurz byl pou&#x17E;it pro z&#x16F;statky &#xFA;&#x10D;t&#x16F; ve v&#xFD;kazu </span><span style="display:block;height:0px"/><span class="t s2_101 t35_101">zisku a ztr&#xE1;ty.</span><span style="display:block;height:0px"/>
    </ix:continuation>
    <ix:nonNumeric id="Fxbrl_20260506150001526" name="ifrs-full:DescriptionOfAccountingPolicyForInvestmentPropertyExplanatory" contextRef="C_20250101to20251231" continuedAt="F20260506150016984" escape="true">
      <span class="t s7_101 t36_101">2.4. Investi&#x10D;n&#xED; nemovit&#xFD; majetek </span><span style="display:block;height:0px"/><span class="t s1_101 t37_101">Jako investi&#x10D;n&#xED; nemovit&#xFD; majetek je klasifikov&#xE1;n investi&#x10D;n&#xED; nemovit&#xFD; majetek, kter&#xFD; je dr&#x17E;en za &#xFA;&#x10D;elem dlouhodob&#xFD;ch </span><span style="display:block;height:0px"/><span class="t s1_101 t38_101">v&#xFD;nos&#x16F; z n&#xE1;jemn&#xE9;ho, kapit&#xE1;lov&#xE9;ho zhodnocen&#xED; nebo z obou d&#x16F;vod&#x16F;. </span><span style="display:block;height:0px"/><span class="t s1_101 t39_101">Investi&#x10D;n&#xED; nemovit&#xFD; majetek tvo&#x159;&#xED; budovy a pozemky, kter&#xE9; Skupina vlastn&#xED;. </span><span style="display:block;height:0px"/><span class="t s1_101 t3a_101">Investi&#x10D;n&#xED; nemovit&#xFD; majetek je prvotn&#x11B; oce&#x148;ov&#xE1;n po&#x159;izovac&#xED;mi n&#xE1;klady, v&#x10D;etn&#x11B; transak&#x10D;n&#xED;ch n&#xE1;klad&#x16F; p&#x159;&#xED;mo </span><span style="display:block;height:0px"/><span class="t s1_101 t3b_101">p&#x159;i&#x159;aditeln&#xFD;ch akvizic&#xED;m. Po prvotn&#xED;m za&#xFA;&#x10D;tov&#xE1;n&#xED; je investi&#x10D;n&#xED; nemovit&#xFD; majetek veden v &#xFA;&#x10D;etnictv&#xED; v re&#xE1;ln&#xE9; hodnot&#x11B;, </span><span style="display:block;height:0px"/><span class="t s2_101 t3c_101">kter&#xE1; se zakl&#xE1;d&#xE1; na progn&#xF3;z&#xE1;ch diskontovan&#xFD;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F;. Toto ocen&#x11B;n&#xED; prov&#xE1;d&#x11B;j&#xED; ka&#x17E;doro&#x10D;n&#x11B; </span><span style="display:block;height:0px"/><span class="t s2_101 t3d_101">uzn&#xE1;van&#xED; p&#x159;&#xED;slu&#x161;n&#x11B; odborn&#x11B; kvalifikovan&#xED; nez&#xE1;visl&#xED; znalci, kte&#x159;&#xED; maj&#xED; pat&#x159;i&#x10D;n&#xE9; znalosti a zku&#x161;enosti. Investi&#x10D;n&#xED;</span><span style="display:block;height:0px"/>
    </ix:nonNumeric><span class="t s0_101 t1_101">101 </span>
  </div>

  <div class="div-absolute" style="margin:0px auto;visibility:visible !important;position:relative;background-color:white;width:909px;height:1286px !important">
    <div style="-webkit-user-select:none">
      <img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEX///+nxBvIAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/>
    </div>
    <ix:continuation id="F20260506150016984">
      <span class="t s1_102 t2_102">nemovit&#xFD; majetek, kter&#xFD; je p&#x159;estav&#x11B;n, aby mohl b&#xFD;t nad&#xE1;le u&#x17E;&#xED;v&#xE1;n jako investi&#x10D;n&#xED; nemovit&#xFD; majetek nebo jeho&#x17E; trh </span><span style="display:block;height:0px"/><span class="t s1_102 t3_102">je m&#xE9;n&#x11B; aktivn&#xED;, je nad&#xE1;le oce&#x148;ov&#xE1;n re&#xE1;lnou hodnotou. Re&#xE1;ln&#xE1; hodnota stanoven&#xE1; ke dni 31. prosince 2025 </span><span style="display:block;height:0px"/><span class="t s2_102 t4_102">a 31. prosince 2024 vych&#xE1;z&#xED; z ocen&#x11B;n&#xED; stanoven&#xE9;ho valu&#xE1;torem. </span><span style="display:block;height:0px"/><span class="t s1_102 t5_102">P&#x159;i v&#xFD;po&#x10D;tu re&#xE1;ln&#xE9; hodnoty je pou&#x17E;ita v&#xFD;nosov&#xE1; metoda. Metoda bere v &#xFA;vahu smluvn&#x11B; sjednan&#xE9; n&#xE1;jemn&#xE9;, tr&#x17E;n&#xED; </span><span style="display:block;height:0px"/><span class="t s1_102 t6_102">n&#xE1;jemn&#xE9; za v&#x161;echny v sou&#x10D;asnosti voln&#xE9; prostory a za v&#x161;echny prostory, kter&#xE9; se mohou uvolnit po skon&#x10D;en&#xED; </span><span style="display:block;height:0px"/><span class="t s1_102 t7_102">n&#xE1;jemn&#xED;ch smluv. Re&#xE1;ln&#xE1; hodnota investi&#x10D;n&#xED;ho nemovit&#xE9;ho majetku mj. zachycuje p&#x159;&#xED;jem z n&#xE1;jemn&#xE9;ho na z&#xE1;klad&#x11B; </span><span style="display:block;height:0px"/><span class="t s1_102 t8_102">sou&#x10D;asn&#xFD;ch n&#xE1;jemn&#xED;ch smluv a p&#x159;edpokl&#xE1;dan&#xFD; p&#x159;&#xED;jem z n&#xE1;jemn&#xE9;ho u budouc&#xED;ch n&#xE1;jemn&#xED;ch smluv stanoven&#xFD; ve </span><span style="display:block;height:0px"/><span class="t s1_102 t9_102">sv&#x11B;tle sou&#x10D;asn&#xFD;ch tr&#x17E;n&#xED;ch podm&#xED;nek. Re&#xE1;ln&#xE1; hodnota tak&#xE9; obdobn&#x11B; zachycuje ve&#x161;ker&#xE9; pen&#x11B;&#x17E;n&#xED; odtoky, kter&#xE9; lze </span><span style="display:block;height:0px"/><span class="t s1_102 ta_102">o&#x10D;ek&#xE1;vat v souvislosti s t&#x11B;mito nemovitostmi. </span><span style="display:block;height:0px"/><span class="t s1_102 tb_102">Re&#xE1;ln&#xE1; hodnota pozemk&#x16F; ur&#x10D;en&#xFD;ch k v&#xFD;stavb&#x11B; odr&#xE1;&#x17E;&#xED; p&#x159;edev&#x161;&#xED;m v&#xFD;&#x161;i realizovan&#xFD;ch a pl&#xE1;novan&#xFD;ch n&#xE1;klad&#x16F;. </span><span style="display:block;height:0px"/><span class="t s1_102 tc_102">N&#xE1;sledn&#xE9; v&#xFD;daje jsou &#xFA;&#x10D;tov&#xE1;ny na vrub hodnoty v &#xFA;&#x10D;etnictv&#xED; pouze tehdy, je-li pravd&#x11B;podobn&#xE9;, &#x17E;e ekonomick&#xE9; </span><span style="display:block;height:0px"/><span class="t s1_102 td_102">po&#x17E;itky spojen&#xE9; s danou polo&#x17E;kou poplynou Skupin&#x11B; a &#x17E;e lze spolehliv&#x11B; zm&#x11B;&#x159;it n&#xE1;klady na danou polo&#x17E;ku. V&#x161;echny </span><span style="display:block;height:0px"/><span class="t s1_102 te_102">ostatn&#xED; n&#xE1;klady na opravu a &#xFA;dr&#x17E;bu jsou &#xFA;&#x10D;tov&#xE1;ny do konsolidovan&#xE9;ho zisku nebo ztr&#xE1;ty a do ostatn&#xED;ho &#xFA;pln&#xE9;ho </span><span style="display:block;height:0px"/><span class="t s1_102 tf_102">v&#xFD;sledku b&#x11B;hem &#xFA;&#x10D;etn&#xED;ho obdob&#xED;, v n&#x11B;m&#x17E; jsou vynalo&#x17E;eny. </span><span style="display:block;height:0px"/><span class="t s1_102 tg_102">Zm&#x11B;ny re&#xE1;ln&#xE9; hodnoty jsou zaznamen&#xE1;v&#xE1;ny v konsolidovan&#xE9;m v&#xFD;kazu zisku a ztr&#xE1;ty na &#x159;&#xE1;dku G - &#x10C;ist&#xFD; </span><span style="display:block;height:0px"/><span class="t s1_102 th_102">nerealizovan&#xFD; v&#xFD;nos z p&#x159;ecen&#x11B;n&#xED; investi&#x10D;n&#xED;ho majetku.</span><span style="display:block;height:0px"/>
    </ix:continuation>
    <ix:nonNumeric id="Fxbrl_20260506150105122" name="ifrs-full:DescriptionOfAccountingPolicyForLeasesExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t s3_102 ti_102">2.5. Leasingy </span><span style="display:block;height:0px"/><span class="t s4_102 tj_102">Jako Pronaj&#xED;matel </span><span style="display:block;height:0px"/><span class="t s1_102 tk_102">Pokud Skupina vystupuje jako pronaj&#xED;matel, ur&#x10D;&#xED; p&#x159;i vzniku leasingu, zda je ka&#x17E;d&#xFD; leasing finan&#x10D;n&#xED;m leasingem nebo </span><span style="display:block;height:0px"/><span class="t s2_102 tl_102">operativn&#xED;m leasingem. Na po&#x10D;&#xE1;tku nebo p&#x159;i zm&#x11B;n&#x11B; smlouvy, kter&#xE1; obsahuje leasingovou slo&#x17E;ku, p&#x159;id&#x11B;l&#xED; Skupina </span><span style="display:block;height:0px"/><span class="t s1_102 tm_102">protihodnotu ve smlouv&#x11B; na ka&#x17E;dou leasingovou slo&#x17E;ku na z&#xE1;klad&#x11B; jejich relativn&#xED;ch samostatn&#xFD;ch cen. </span><span style="display:block;height:0px"/><span class="t s1_102 tn_102">Za &#xFA;&#x10D;elem klasifikace ka&#x17E;d&#xE9;ho leasingu prov&#xE1;d&#xED; skupina celkov&#xE9; posouzen&#xED;, zda leasing p&#x159;ev&#xE1;d&#xED; v podstat&#x11B; v&#x161;echna </span><span style="display:block;height:0px"/><span class="t s2_102 to_102">rizika a odm&#x11B;ny plynouc&#xED; z vlastnictv&#xED; podkladov&#xE9;ho aktiva. Pokud je tomu tak, pak je leasing finan&#x10D;n&#xED;m leasingem. </span><span style="display:block;height:0px"/><span class="t s1_102 tp_102">Pokud ne, jedn&#xE1; se o operativn&#xED; leasing. V r&#xE1;mci tohoto posouzen&#xED; Skupina zva&#x17E;uje ur&#x10D;it&#xE9; ukazatele, jako nap&#x159;&#xED;klad, </span><span style="display:block;height:0px"/><span class="t s1_102 tq_102">zda je n&#xE1;jem aktivn&#xED; pro v&#x11B;t&#x161;inu ekonomick&#xE9; &#x17E;ivotnosti aktiva. </span><span style="display:block;height:0px"/><span class="t s4_102 tr_102">a) Operativn&#xED; leasing </span><span style="display:block;height:0px"/><span class="t s1_102 ts_102">Majetek pronajat&#xFD; v r&#xE1;mci operativn&#xED;ho leasingu je zahrnut do konsolidovan&#xE9;ho v&#xFD;kazu o finan&#x10D;n&#xED; situaci. To </span><span style="display:block;height:0px"/><span class="t s1_102 tt_102">znamen&#xE1;, &#x17E;e je vykazov&#xE1;n, klasifikov&#xE1;n a ocen&#x11B;n jako investi&#x10D;n&#xED; nemovit&#xFD; majetek viz bod 2.4. a 3.1. </span><span style="display:block;height:0px"/><span class="t s1_102 tu_102">Leasingov&#xE9; spl&#xE1;tky jsou n&#xE1;jemci hrazeny na periodick&#xE9; b&#xE1;zi dle spl&#xE1;tkov&#xFD;ch kalend&#xE1;&#x159;&#x16F; a prost&#x159;ednictv&#xED;m </span><span style="display:block;height:0px"/><span class="t s1_102 tv_102">vykalkulovan&#xFD;ch rent free jsou vykazov&#xE1;ny do v&#xFD;nos&#x16F; v line&#xE1;rn&#xED; hodnot&#x11B; po dobu trv&#xE1;n&#xED; leasingu. Hodnoty rent free </span><span style="display:block;height:0px"/><span class="t s1_102 tw_102">jsou po&#x10D;&#xED;tan&#xE9; jako hodnota budouc&#xED;ch leasingov&#xFD;ch spl&#xE1;tek pon&#xED;&#x17E;en&#xFD;ch o pob&#xED;dky, kter&#xE9; jsou linearizov&#xE1;ny po&#x10D;tem </span><span style="display:block;height:0px"/><span class="t s2_102 tx_102">spl&#xE1;tkov&#xFD;ch obdob&#xED;. </span><span style="display:block;height:0px"/><span class="t s5_102 ty_102">b) Finan&#x10D;n&#xED; leasing </span><span style="display:block;height:0px"/><span class="t s2_102 tz_102">Skupina nem&#xE1; v sou&#x10D;asn&#xE9; dob&#x11B; uzav&#x159;en &#x17E;&#xE1;dn&#xFD; finan&#x10D;n&#xED; leasing.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric>
    <ix:nonNumeric id="Fxbrl_20260506150135085" name="ifrs-full:DescriptionOfAccountingPolicyForFinancialInstrumentsExplanatory" contextRef="C_20250101to20251231" continuedAt="F20260506150154161" escape="true">
      <span class="t s3_102 t10_102">2.6. Finan&#x10D;n&#xED; n&#xE1;stroje </span><span style="display:block;height:0px"/><span class="t s1_102 t11_102">Finan&#x10D;n&#xED; aktiva p&#x159;edstavuj&#xED; zejm&#xE9;na hotovost nebo smluvn&#xED; pr&#xE1;vo p&#x159;ijmout hotovost &#x10D;i jin&#xE9; finan&#x10D;n&#xED; aktivum </span><span style="display:block;height:0px"/><span class="t s1_102 t12_102">(poskytnut&#xE9; p&#x16F;j&#x10D;ky) a deriv&#xE1;ty s kladnou re&#xE1;lnou hodnotou. </span><span style="display:block;height:0px"/><span class="t s1_102 t13_102">Finan&#x10D;n&#xED; z&#xE1;vazky jsou zejm&#xE9;na emitovan&#xE9; dluhopisy, smluvn&#xED; z&#xE1;vazky dodat hotovost nebo jin&#xE9; finan&#x10D;n&#xED; aktivum a </span><span style="display:block;height:0px"/><span class="t s2_102 t14_102">deriv&#xE1;ty se z&#xE1;pornou re&#xE1;lnou hodnotou. </span><span style="display:block;height:0px"/><span class="t s1_102 t15_102">Finan&#x10D;n&#xED; aktiva jsou klasifikov&#xE1;na jako ob&#x11B;&#x17E;n&#xE1;, pokud je spole&#x10D;nost hodl&#xE1; realizovat b&#x11B;hem 12 m&#x11B;s&#xED;c&#x16F; od </span><span style="display:block;height:0px"/><span class="t s1_102 t16_102">rozvahov&#xE9;ho dne nebo pokud neexistuje dostate&#x10D;n&#xE1; jistota, &#x17E;e finan&#x10D;n&#xED; aktiva bude spole&#x10D;nost dr&#x17E;et d&#xE9;le ne&#x17E; 12 </span><span style="display:block;height:0px"/><span class="t s1_102 t17_102">m&#x11B;s&#xED;c&#x16F; od rozvahov&#xE9;ho dne. </span><span style="display:block;height:0px"/><span class="t s1_102 t18_102">Finan&#x10D;n&#xED; z&#xE1;vazky jsou prezentov&#xE1;ny jako ob&#x11B;&#x17E;n&#xE9;, pokud jsou splatn&#xE9; do 12 m&#x11B;s&#xED;c&#x16F; od rozvahov&#xE9;ho dne. V r&#xE1;mci </span><span style="display:block;height:0px"/><span class="t s1_102 t19_102">ob&#x11B;&#x17E;n&#xFD;ch aktiv a z&#xE1;vazk&#x16F; jsou tak&#xE9; prezentov&#xE1;ny aktiva a z&#xE1;vazky dr&#x17E;en&#xE9; k obchodov&#xE1;n&#xED;. </span><span style="display:block;height:0px"/><span class="t s5_102 t1a_102">Finan&#x10D;n&#xED; aktiva </span><span style="display:block;height:0px"/><span class="t s1_102 t1b_102">Finan&#x10D;n&#xED; aktivum je prvotn&#x11B; oce&#x148;ov&#xE1;no re&#xE1;lnou hodnotou a n&#xE1;sledn&#x11B; oce&#x148;ov&#xE1;no nab&#x11B;hlou hodnotou, pokud spl&#x148;uje </span><span style="display:block;height:0px"/><span class="t s1_102 t1c_102">ob&#x11B; z n&#xE1;sleduj&#xED;c&#xED;ch podm&#xED;nek a z&#xE1;rove&#x148; nen&#xED; za&#x159;azeno do kategorie aktiv FVTPL: </span><span style="display:block;height:0px"/><span class="t s1_102 t1d_102">&#x2022; </span><span class="t s1_102 t1e_102">finan&#x10D;n&#xED; aktivum je dr&#x17E;eno v r&#xE1;mci obchodn&#xED;ho modelu, jeho&#x17E; c&#xED;lem je dr&#x17E;et finan&#x10D;n&#xED; aktiva za </span><span style="display:block;height:0px"/><span class="t s1_102 t1f_102">&#xFA;&#x10D;elem z&#xED;sk&#xE1;n&#xED; smluvn&#xED;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F;, a</span><span style="display:block;height:0px"/>
    </ix:nonNumeric><span class="t s0_102 t1_102">102 </span>
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    <div style="-webkit-user-select:none">
      <img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEX///+nxBvIAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/>
    </div>
    <ix:continuation id="F20260506150154161" continuedAt="F20260506150244097">
      <span class="t s1_103 t2_103">&#x2022; </span><span class="t s1_103 t3_103">smluvn&#xED; podm&#xED;nky finan&#x10D;n&#xED;ho aktiva stanov&#xED; konkr&#xE9;tn&#xED; data pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; tvo&#x159;en&#xFD;ch v&#xFD;lu&#x10D;n&#x11B; </span><span style="display:block;height:0px"/><span class="t s1_103 t4_103">spl&#xE1;tkami jistiny a &#xFA;rok&#x16F; (&#x201E;SPPI&#x201C; z angl. &#x201E;Solely payments of principal and interest&#x201C;) z nesplacen&#xE9; </span><span style="display:block;height:0px"/><span class="t s1_103 t5_103">&#x10D;&#xE1;stky jistiny. </span><span style="display:block;height:0px"/><span class="t s1_103 t6_103">Finan&#x10D;n&#xED; aktivum je prvotn&#x11B; oce&#x148;ov&#xE1;no re&#xE1;lnou hodnotou a n&#xE1;sledn&#x11B; oce&#x148;ov&#xE1;no re&#xE1;lnou hodnotou do ostatn&#xED;ho </span><span style="display:block;height:0px"/><span class="t s1_103 t7_103">&#xFA;pln&#xE9;ho v&#xFD;sledku, pokud spl&#x148;uje ob&#x11B; z n&#xE1;sleduj&#xED;c&#xED;ch podm&#xED;nek a z&#xE1;rove&#x148; nen&#xED; za&#x159;azeno do kategorie aktiv FVTPL: </span><span style="display:block;height:0px"/><span class="t s1_103 t8_103">&#x2022; </span><span class="t s1_103 t9_103">finan&#x10D;n&#xED; aktivum dr&#x17E;eno v r&#xE1;mci obchodn&#xED;ho modelu, jeho&#x17E; c&#xED;le je dosa&#x17E;eno jak inkasem </span><span style="display:block;height:0px"/><span class="t s1_103 ta_103">smluvn&#xED;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F;, tak prodejem finan&#x10D;n&#xED;ch aktiv, a </span><span style="display:block;height:0px"/><span class="t s1_103 tb_103">&#x2022; </span><span class="t s1_103 tc_103">smluvn&#xED; podm&#xED;nky finan&#x10D;n&#xED;ho aktiva stanov&#xED; konkr&#xE9;tn&#xED; data pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; tvo&#x159;en&#xFD;ch v&#xFD;lu&#x10D;n&#x11B; </span><span style="display:block;height:0px"/><span class="t s1_103 td_103">spl&#xE1;tkami jistiny a &#xFA;rok&#x16F; z nesplacen&#xE9; &#x10D;&#xE1;stky jistiny. </span><span style="display:block;height:0px"/><span class="t s1_103 te_103">Finan&#x10D;n&#xED; aktiva jsou p&#x159;i prvotn&#xED;m za&#xFA;&#x10D;tov&#xE1;n&#xED; oce&#x148;ov&#xE1;na re&#xE1;lnou hodnotou. N&#xE1;sledn&#x11B; jsou, v souladu s IFRS 9, </span><span style="display:block;height:0px"/><span class="t s1_103 tf_103">oce&#x148;ov&#xE1;na bu&#x10F; v amortizovan&#xE9; cen&#x11B;, ve FVOCI nebo v re&#xE1;ln&#xE9; hodnot&#x11B; do zisku nebo ztr&#xE1;ty (FVTPL). P&#x159;i prvotn&#xED;m </span><span style="display:block;height:0px"/><span class="t s1_103 tg_103">za&#xFA;&#x10D;tov&#xE1;n&#xED; m&#x16F;&#x17E;e Skupina neodvolateln&#x11B; ur&#x10D;it finan&#x10D;n&#xED; aktivum, kter&#xE9; by jinak bylo oce&#x148;ov&#xE1;no v amortizovan&#xE9; cen&#x11B; </span><span style="display:block;height:0px"/><span class="t s1_103 th_103">nebo ve FVOCI, jako oce&#x148;ovan&#xE9; ve FVTPL, pokud t&#xED;m dojde k odstran&#x11B;n&#xED; nebo v&#xFD;znamn&#xE9;mu omezen&#xED; &#xFA;&#x10D;etn&#xED;ho </span><span style="display:block;height:0px"/><span class="t s2_103 ti_103">nesouladu. </span><span style="display:block;height:0px"/><span class="t s1_103 tj_103">Spole&#x10D;nost finan&#x10D;n&#xED; aktiva po prvotn&#xED;m &#xFA;&#x10D;tov&#xE1;n&#xED; za&#x159;azuje do kategorie ocen&#x11B;n&#xED; nab&#x11B;hlou hodnotou. </span><span style="display:block;height:0px"/><span class="t s1_103 tk_103">Spole&#x10D;nost ur&#x10D;ila c&#xED;le ka&#x17E;d&#xE9;ho obchodn&#xED;ho modelu, ve kter&#xFD;ch jsou finan&#x10D;n&#xED; aktiva dr&#x17E;eny na &#xFA;rovni portfolia, </span><span style="display:block;height:0px"/><span class="t s1_103 tl_103">proto&#x17E;e to nejl&#xE9;pe vystihuje zp&#x16F;sob, jak&#xFD;m spole&#x10D;nost aktiva &#x159;&#xED;d&#xED; a p&#x159;edkl&#xE1;d&#xE1; o nich informace veden&#xED;. Tyto </span><span style="display:block;height:0px"/><span class="t s2_103 tm_103">informace zahrnuj&#xED; mimo jin&#xE9; n&#xE1;sleduj&#xED;c&#xED;: </span><span style="display:block;height:0px"/><span class="t s1_103 tn_103">&#x2022; </span><span class="t s2_103 to_103">stanoven&#xE9; postupy a c&#xED;le portfolia a jejich realizace v praxi; </span><span style="display:block;height:0px"/><span class="t s1_103 tp_103">&#x2022; </span><span class="t s1_103 tq_103">jak je hodnocena v&#xFD;konnost portfolia a p&#x159;edkl&#xE1;d&#xE1;na kl&#xED;&#x10D;ov&#xE9;mu veden&#xED; skupiny; </span><span style="display:block;height:0px"/><span class="t s1_103 tr_103">&#x2022; </span><span class="t s1_103 ts_103">rizika, kter&#xE1; ovliv&#x148;uj&#xED; v&#xFD;konnost obchodn&#xED;ho modelu (a finan&#x10D;n&#xED;ch aktiv dr&#x17E;en&#xFD;ch v r&#xE1;mci tohoto obchodn&#xED;ho </span><span style="display:block;height:0px"/><span class="t s1_103 tt_103">modelu), a zejm&#xE9;na zp&#x16F;sob, jak&#xFD;m jsou tato rizika &#x159;&#xED;zena; </span><span style="display:block;height:0px"/><span class="t s1_103 tu_103">&#x2022; </span><span class="t s1_103 tv_103">&#x10D;etnost, hodnotu a na&#x10D;asov&#xE1;n&#xED; prodej&#x16F; v p&#x159;edchoz&#xED;ch obdob&#xED;ch, d&#x16F;vody pro tyto prodeje a o&#x10D;ek&#xE1;v&#xE1;n&#xED; </span><span style="display:block;height:0px"/><span class="t s1_103 tw_103">t&#xFD;kaj&#xED;c&#xED; se budouc&#xED; prodejn&#xED; &#x10D;innosti. Informace o prodeji samy o sob&#x11B; v&#x161;ak nejsou posuzovan&#xE9; izolovan&#x11B;, </span><span style="display:block;height:0px"/><span class="t s1_103 tx_103">ale jako sou&#x10D;&#xE1;st celkov&#xE9;ho hodnocen&#xED;, jak&#xFD;m skupina dosahuje stanoven&#xE9;ho c&#xED;le &#x159;&#xED;zen&#xED; finan&#x10D;n&#xED;ch aktiv, a </span><span style="display:block;height:0px"/><span class="t s1_103 ty_103">zejm&#xE9;na zp&#x16F;sobu realizace pen&#x11B;&#x17E;n&#xED;ch tok&#x16F;. </span><span style="display:block;height:0px"/><span class="t s1_103 tz_103">Finan&#x10D;n&#xED; aktiva, kter&#xE1; jsou ur&#x10D;ena k obchodov&#xE1;n&#xED; a kter&#xE1; jsou &#x159;&#xED;zena a jejich v&#xFD;konnost je m&#x11B;&#x159;ena na b&#xE1;zi re&#xE1;ln&#xE9; </span><span style="display:block;height:0px"/><span class="t s1_103 t10_103">hodnoty, jsou oce&#x148;ov&#xE1;na jako FVTPL, proto&#x17E;e nejsou dr&#x17E;ena ani za &#xFA;&#x10D;elem inkasa smluvn&#xED;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F;, ani </span><span style="display:block;height:0px"/><span class="t s1_103 t11_103">za &#xFA;&#x10D;elem inkasa smluvn&#xED;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; a prodeje finan&#x10D;n&#xED;ch aktiv. </span><span style="display:block;height:0px"/><span class="t s3_103 t12_103">Posouzen&#xED;, zda smluvn&#xED; pen&#x11B;&#x17E;n&#xED; toky jsou pouze spl&#xE1;tkami jistiny a &#xFA;rok&#x16F; z nesplacen&#xE9; &#x10D;&#xE1;stky jistiny </span><span style="display:block;height:0px"/><span class="t s3_103 t13_103">(&#x201E;SPPI&#x201C;) </span><span style="display:block;height:0px"/><span class="t s1_103 t14_103">Pro &#xFA;&#x10D;ely posouzen&#xED; &#x201C;jistina&#x201D; je definov&#xE1;na jako re&#xE1;ln&#xE1; hodnota finan&#x10D;n&#xED;ho aktiva p&#x159;i prvotn&#xED;m za&#xFA;&#x10D;tov&#xE1;n&#xED;. &#x201C;&#xDA;rok&#x201D; </span><span style="display:block;height:0px"/><span class="t s1_103 t15_103">p&#x159;edstavuje &#x10D;asovou hodnotu pen&#x11B;z, &#xFA;v&#x11B;rov&#xE9; riziko spojen&#xE9; s nesplacenou &#x10D;&#xE1;stkou jistiny za konkr&#xE9;tn&#xED; &#x10D;asov&#xE9; </span><span style="display:block;height:0px"/><span class="t s1_103 t16_103">obdob&#xED; a dal&#x161;&#xED; z&#xE1;kladn&#xED; rizika a n&#xE1;klady spojen&#xE9; s poskytov&#xE1;n&#xED;m &#xFA;v&#x11B;r&#x16F; (nap&#x159;. riziko likvidity a administrativn&#xED; </span><span style="display:block;height:0px"/><span class="t s1_103 t17_103">n&#xE1;klady), jako&#x17E; i ziskovou mar&#x17E;i. </span><span style="display:block;height:0px"/><span class="t s1_103 t18_103">P&#x159;i posuzov&#xE1;n&#xED;, jestli smluvn&#xED; pen&#x11B;&#x17E;n&#xED; toky jsou pouze spl&#xE1;tkami jistiny a &#xFA;rok&#x16F; z nesplacen&#xE9; &#x10D;&#xE1;stky jistiny, </span><span style="display:block;height:0px"/><span class="t s1_103 t19_103">spole&#x10D;nost bere v &#xFA;vahu smluvn&#xED; podm&#xED;nky instrumentu. To zahrnuje posouzen&#xED;, jestli finan&#x10D;n&#xED; aktivum neobsahuje </span><span style="display:block;height:0px"/><span class="t s1_103 t1a_103">smluvn&#xED; podm&#xED;nky, kter&#xE9; by mohly zm&#x11B;nit &#x10D;asov&#xFD; rozvrh nebo v&#xFD;&#x161;i smluvn&#xED;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F;, a tak by nesplnily </span><span style="display:block;height:0px"/><span class="t s1_103 t1b_103">SPPI krit&#xE9;ria. P&#x159;i tomto posouzen&#xED; spole&#x10D;nost posuzuje n&#xE1;sleduj&#xED;c&#xED;: </span><span style="display:block;height:0px"/><span class="t s1_103 t1c_103">&#x2022; </span><span class="t s1_103 t1d_103">podm&#xED;n&#x11B;n&#xE9; ud&#xE1;losti, kter&#xE9; by mohly zm&#x11B;nit &#x10D;asov&#xFD; rozvrh nebo v&#xFD;&#x161;i smluvn&#xED;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F;; </span><span style="display:block;height:0px"/><span class="t s1_103 t1e_103">&#x2022; </span><span class="t s2_103 t1f_103">p&#xE1;kov&#xFD; efekt; </span><span style="display:block;height:0px"/><span class="t s1_103 t1g_103">&#x2022; </span><span class="t s1_103 t1h_103">podm&#xED;nky prodlou&#x17E;en&#xED; nebo d&#x159;&#xED;v&#x11B;j&#x161;&#xED;ho spl&#xE1;cen&#xED;; </span><span style="display:block;height:0px"/><span class="t s1_103 t1i_103">&#x2022; </span><span class="t s2_103 t1j_103">podm&#xED;nky, kter&#xE9; limituji n&#xE1;rok skupiny na smluvn&#xED; pen&#x11B;&#x17E;n&#xED; toky z aktiva &#x2013; nap&#x159;. aktiva &#x201C;bez </span><span style="display:block;height:0px"/><span class="t s1_103 t1k_103">postihu&#x201D;; </span><span style="display:block;height:0px"/><span class="t s1_103 t1l_103">&#x2022; </span><span class="t s1_103 t1m_103">podm&#xED;nky, kter&#xE9; modifikuj&#xED; &#x10D;asovou hodnotu pen&#x11B;z, nap&#x159;. pravideln&#xE1; refixace &#xFA;rokov&#xFD;ch sazeb. </span><span style="display:block;height:0px"/><span class="t s3_103 t1n_103">Finan&#x10D;n&#xED; z&#xE1;vazky </span><span style="display:block;height:0px"/><span class="t s1_103 t1o_103">Finan&#x10D;n&#xED; z&#xE1;vazky jsou &#x10D;len&#x11B;ny do dvou z&#xE1;kladn&#xED;ch kategori&#xED; v nab&#x11B;hl&#xE9; hodnot&#x11B; a v re&#xE1;ln&#xE9; hodnot&#x11B; do v&#xFD;sledku </span><span style="display:block;height:0px"/><span class="t s1_103 t1p_103">hospoda&#x159;en&#xED;. Pokud finan&#x10D;n&#xED; z&#xE1;vazek nen&#xED; v kategorii v re&#xE1;ln&#xE9; hodnot&#x11B; do v&#xFD;sledku hospoda&#x159;en&#xED; a nejedn&#xE1; se o </span><span style="display:block;height:0px"/><span class="t s1_103 t1q_103">smlouvu o finan&#x10D;n&#xED; z&#xE1;ruce ani o p&#x159;&#xED;slib na poskytnut&#xED; &#xFA;v&#x11B;ru s &#xFA;rokem ni&#x17E;&#x161;&#xED;m, ne&#x17E; je tr&#x17E;n&#xED; &#xFA;rokov&#xE1; m&#xED;ra, je finan&#x10D;n&#xED; </span><span style="display:block;height:0px"/><span class="t s1_103 t1r_103">z&#xE1;vazek za&#x159;azen do kategorie v nab&#x11B;hl&#xE9; hodnot&#x11B;.</span><span style="display:block;height:0px"/>
    </ix:continuation><span class="t s0_103 t1_103">103 </span>
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      <img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEX///+nxBvIAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/>
    </div>
    <ix:continuation id="F20260506150244097" continuedAt="F20260506150327725">
      <span class="t s1_104 t2_104">Spole&#x10D;nost klasifikuje sv&#xE9; finan&#x10D;n&#xED; z&#xE1;vazky v podob&#x11B; deriv&#xE1;t&#x16F; v re&#xE1;ln&#xE9; hodnot&#x11B; do zisku nebo ztr&#xE1;ty. Ostatn&#xED; finan&#x10D;n&#xED; </span><span style="display:block;height:0px"/><span class="t s1_104 t3_104">z&#xE1;vazky v podob&#x11B; dluhopis&#x16F; a z&#xE1;p&#x16F;j&#x10D;ek jsou klasifikov&#xE1;ny v nab&#x11B;hl&#xE9; hodnot&#x11B;. </span><span style="display:block;height:0px"/><span class="t s1_104 t4_104">P&#x159;ijat&#xE9; kauce od n&#xE1;jemn&#xED;ku jsou oce&#x148;ov&#xE1;ny v nomin&#xE1;ln&#xED; hodnot&#x11B; a nedoch&#xE1;z&#xED; u nich k periodick&#xE9;mu p&#x159;ecen&#x11B;n&#xED; v </span><span style="display:block;height:0px"/><span class="t s1_104 t5_104">nab&#x11B;hl&#xE9; hodnot&#x11B; z d&#x16F;vodu nev&#xFD;znamn&#xE9; hodnot&#x11B; t&#x11B;chto finan&#x10D;n&#xED;ch z&#xE1;vazk&#x16F;. </span><span style="display:block;height:0px"/><span class="t s2_104 t6_104">a) </span><span class="t s2_104 t7_104">Uzn&#xE1;n&#xED; a od&#xFA;&#x10D;tov&#xE1;n&#xED; </span><span style="display:block;height:0px"/><span class="t s1_104 t8_104">Finan&#x10D;n&#xED; aktiva a z&#xE1;vazky jsou uzn&#xE1;v&#xE1;ny ve v&#xFD;kazu finan&#x10D;n&#xED; situace tehdy, kdy se Spole&#x10D;nost st&#xE1;v&#xE1; stranou </span><span style="display:block;height:0px"/><span class="t s1_104 t9_104">smluvn&#xED;ch ustanoven&#xED; dan&#xE9;ho n&#xE1;stroje. O koupi a prodeji finan&#x10D;n&#xED;ch aktiv se &#xFA;&#x10D;tuje k datu obchodu. </span><span style="display:block;height:0px"/><span class="t s1_104 ta_104">Spole&#x10D;nost od&#xFA;&#x10D;tuje finan&#x10D;n&#xED; aktivum tehdy, kdy&#x17E; zaniknou smluvn&#xED; pr&#xE1;va k pen&#x11B;&#x17E;n&#xED;m tok&#x16F;m z dan&#xE9;ho aktiva nebo </span><span style="display:block;height:0px"/><span class="t s1_104 tb_104">kdy&#x17E; p&#x159;evede tato pr&#xE1;va za &#xFA;&#x10D;elem z&#xED;sk&#xE1;n&#xED; smluvn&#xED;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; v transakci, v n&#xED;&#x17E; jsou p&#x159;ev&#xE1;d&#x11B;na v podstat&#x11B; </span><span style="display:block;height:0px"/><span class="t s1_104 tc_104">ve&#x161;ker&#xE1; rizika a odm&#x11B;na z vlastnictv&#xED; finan&#x10D;n&#xED;ho aktiva, nebo kdy&#x17E; nep&#x159;ev&#xE1;d&#xED; ani si neponech&#xE1;v&#xE1; v podstat&#x11B; v&#x161;echna </span><span style="display:block;height:0px"/><span class="t s1_104 td_104">rizika a odm&#x11B;nu z vlastnictv&#xED; a neponech&#xE1;v&#xE1; si kontrolu nad p&#x159;ev&#xE1;d&#x11B;n&#xFD;m aktivem. Ve&#x161;ker&#xFD; pod&#xED;l na od&#xFA;&#x10D;tovan&#xE9;m </span><span style="display:block;height:0px"/><span class="t s1_104 te_104">finan&#x10D;n&#xED;m aktivu, kter&#xE9; Spole&#x10D;nost vytvo&#x159;&#xED; nebo kter&#xE9; si ponech&#xE1;, je za&#xFA;&#x10D;tov&#xE1;n jako samostatn&#xE9; aktivum nebo </span><span style="display:block;height:0px"/><span class="t s3_104 tf_104">z&#xE1;vazek. </span><span style="display:block;height:0px"/><span class="t s1_104 tg_104">Spole&#x10D;nost od&#xFA;&#x10D;tuje finan&#x10D;n&#xED; z&#xE1;vazky tehdy, kdy&#x17E; jsou jej&#xED; smluvn&#xED; z&#xE1;vazky vypo&#x159;&#xE1;d&#xE1;ny, zru&#x161;eny nebo zaniknou. </span><span style="display:block;height:0px"/><span class="t s2_104 th_104">b) Oce&#x148;ov&#xE1;n&#xED; </span><span style="display:block;height:0px"/><span class="t s1_104 ti_104">Finan&#x10D;n&#xED; aktivum nebo z&#xE1;vazek je prvotn&#x11B; uzn&#xE1;v&#xE1;n v re&#xE1;ln&#xE9; hodnot&#x11B;. U finan&#x10D;n&#xED;ch aktiv nebo z&#xE1;vazk&#x16F;, kter&#xE9; nejsou </span><span style="display:block;height:0px"/><span class="t s3_104 tj_104">uzn&#xE1;ny v re&#xE1;ln&#xE9; hodnot&#x11B; prost&#x159;ednictv&#xED;m zisku a ztr&#xE1;ty, se p&#x159;ipo&#x10D;tou transak&#x10D;n&#xED; n&#xE1;klady, kter&#xE9; lze p&#x159;&#xED;mo p&#x159;i&#x159;adit </span><span style="display:block;height:0px"/><span class="t s3_104 tk_104">k nabyt&#xED; nebo emisi finan&#x10D;n&#xED;ho aktiva nebo z&#xE1;vazku. </span><span style="display:block;height:0px"/><span class="t s1_104 tl_104">V&#x161;echny finan&#x10D;n&#xED; z&#xE1;vazky s v&#xFD;jimkou t&#x11B;ch, kter&#xE9; jsou ocen&#x11B;ny re&#xE1;lnou hodnotou prost&#x159;ednictv&#xED;m v&#xFD;kazu o &#xFA;pln&#xE9;m </span><span style="display:block;height:0px"/><span class="t s1_104 tm_104">v&#xFD;sledku hospoda&#x159;en&#xED;, se oce&#x148;uj&#xED; nab&#x11B;hlou hodnotou a pou&#x17E;it&#xED;m metody efektivn&#xED; &#xFA;rokov&#xE9; sazby. </span><span style="display:block;height:0px"/><span class="t s1_104 tn_104">Emitovan&#xE9; dluhopisy dluhy jsou prvotn&#x11B; ocen&#x11B;ny nab&#x11B;hlou hodnotou v&#x10D;etn&#x11B; p&#x159;&#xED;m&#xFD;ch transak&#x10D;n&#xED;ch n&#xE1;klad&#x16F;, </span><span style="display:block;height:0px"/><span class="t s1_104 to_104">n&#xE1;sledn&#x11B; jsou oce&#x148;ov&#xE1;ny z&#x16F;statkovou cenou pomoc&#xED; efektivn&#xED; &#xFA;rokov&#xE9; sazby. </span><span style="display:block;height:0px"/><span class="t s1_104 tp_104">Zisky a ztr&#xE1;ty z finan&#x10D;n&#xED;ch aktiv a z&#xE1;vazk&#x16F; vyk&#xE1;zan&#xFD;ch v nab&#x11B;hl&#xE9; hodnot&#x11B; jsou uzn&#xE1;ny ve v&#xFD;kazu o &#xFA;pln&#xE9;m v&#xFD;sledku </span><span style="display:block;height:0px"/><span class="t s1_104 tq_104">hospoda&#x159;en&#xED; v okam&#x17E;iku od&#xFA;&#x10D;tov&#xE1;n&#xED; nebo sn&#xED;&#x17E;en&#xED; hodnoty finan&#x10D;n&#xED;ho aktiva. </span><span style="display:block;height:0px"/><span class="t s1_104 tr_104">Spole&#x10D;nost odhaduje ztr&#xE1;ty ze sn&#xED;&#x17E;en&#xED; hodnoty finan&#x10D;n&#xED;ch aktiv na z&#xE1;klad&#x11B; modelu &#x201E;o&#x10D;ek&#xE1;van&#xE9; &#xFA;v&#x11B;rov&#xE9; ztr&#xE1;ty&#x201C;. </span><span style="display:block;height:0px"/><span class="t s1_104 ts_104">Model &#x201E;o&#x10D;ek&#xE1;v&#xE1;n&#xE9; &#xFA;v&#x11B;rov&#xE9; ztr&#xE1;ty&#x201C; vy&#x17E;aduje, aby byla vyk&#xE1;z&#xE1;na opravn&#xE1; polo&#x17E;ka ve v&#xFD;&#x161;i bu&#x10F; 12m&#x11B;s&#xED;&#x10D;n&#xED;ch </span><span style="display:block;height:0px"/><span class="t s1_104 tt_104">o&#x10D;ek&#xE1;van&#xFD;ch &#xFA;v&#x11B;rov&#xFD;ch ztr&#xE1;t nebo celo&#x17E;ivotn&#xED;ch o&#x10D;ek&#xE1;van&#xFD;ch &#xFA;v&#x11B;rov&#xFD;ch ztr&#xE1;t. Celo&#x17E;ivotn&#xED; o&#x10D;ek&#xE1;van&#xE9; &#xFA;v&#x11B;rov&#xE9; </span><span style="display:block;height:0px"/><span class="t s1_104 tu_104">ztr&#xE1;ty jsou o&#x10D;ek&#xE1;van&#xE9; &#xFA;v&#x11B;rov&#xE9; ztr&#xE1;ty, kter&#xE9; vznikaj&#xED; v d&#x16F;sledku v&#x161;ech mo&#x17E;n&#xFD;ch selh&#xE1;n&#xED; finan&#x10D;n&#xED;ho n&#xE1;stroje po dobu </span><span style="display:block;height:0px"/><span class="t s1_104 tv_104">o&#x10D;ek&#xE1;van&#xE9; &#x17E;ivotnosti finan&#x10D;n&#xED;ho n&#xE1;stroje, p&#x159;i&#x10D;em&#x17E; 12m&#x11B;s&#xED;&#x10D;n&#xED; o&#x10D;ek&#xE1;van&#xE9; &#xFA;v&#x11B;rov&#xE9; ztr&#xE1;ty p&#x159;edstavuj&#xED; tu &#x10D;&#xE1;st </span><span style="display:block;height:0px"/><span class="t s1_104 tw_104">o&#x10D;ek&#xE1;van&#xFD;ch &#xFA;v&#x11B;rov&#xFD;ch ztr&#xE1;t, kter&#xE9; vznikaj&#xED; v d&#x16F;sledku selh&#xE1;n&#xED; finan&#x10D;n&#xED;ho n&#xE1;stroje, kter&#xE9; m&#x16F;&#x17E;e nastat b&#x11B;hem </span><span style="display:block;height:0px"/><span class="t s3_104 tx_104">12 m&#x11B;s&#xED;c&#x16F; od data vyk&#xE1;z&#xE1;n&#xED;. </span><span style="display:block;height:0px"/><span class="t s2_104 ty_104">Ocen&#x11B;n&#xED; o&#x10D;ek&#xE1;van&#xFD;ch &#xFA;v&#x11B;rov&#xFD;ch ztr&#xE1;t </span><span style="display:block;height:0px"/><span class="t s1_104 tz_104">O&#x10D;ek&#xE1;van&#xE9; &#xFA;v&#x11B;rov&#xE9; ztr&#xE1;ty jsou pravd&#x11B;podobnostn&#x11B; v&#xE1;&#x17E;en&#xFD;m odhadem &#xFA;v&#x11B;rov&#xFD;ch ztr&#xE1;t, kter&#xE9; jsou ocen&#x11B;ny </span><span style="display:block;height:0px"/><span class="t s1_104 t10_104">n&#xE1;sledovn&#x11B;: </span><span style="display:block;height:0px"/><span class="t s1_104 t11_104">&#x2022; </span><span class="t s1_104 t12_104">finan&#x10D;n&#xED; aktiva, kter&#xE1; nejsou &#xFA;v&#x11B;rov&#x11B; znehodnocen&#xE1; k datu vyk&#xE1;z&#xE1;n&#xED;: sou&#x10D;asn&#xE1; hodnota v&#x161;ech </span><span style="display:block;height:0px"/><span class="t s1_104 t13_104">hotovostn&#xED;ch schodk&#x16F; &#x2013; tj. rozd&#xED;l mezi pen&#x11B;&#x17E;n&#xED;mi toky splatn&#xFD;mi &#xFA;&#x10D;etn&#xED; jednotce podle smlouvy a </span><span style="display:block;height:0px"/><span class="t s1_104 t14_104">pen&#x11B;&#x17E;n&#xED;mi toky, jejich&#x17E; inkaso spole&#x10D;nost o&#x10D;ek&#xE1;v&#xE1;; </span><span style="display:block;height:0px"/><span class="t s1_104 t15_104">&#x2022; </span><span class="t s1_104 t16_104">finan&#x10D;n&#xED; aktiva, kter&#xE1; jsou &#xFA;v&#x11B;rov&#x11B; znehodnocen&#xE1; k datu vyk&#xE1;z&#xE1;n&#xED;: rozd&#xED;l mezi hrubou &#xFA;&#x10D;etn&#xED; </span><span style="display:block;height:0px"/><span class="t s1_104 t17_104">hodnotou dan&#xE9;ho aktiva a sou&#x10D;asnou hodnotou odhadovan&#xFD;ch budouc&#xED;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F;; </span><span style="display:block;height:0px"/><span class="t s4_104 t18_104">Definice selh&#xE1;n&#xED; </span><span style="display:block;height:0px"/><span class="t s1_104 t19_104">Spole&#x10D;nost pova&#x17E;uje finan&#x10D;n&#xED; aktivum za aktivum ve st&#xE1;diu selh&#xE1;n&#xED;, pokud: </span><span style="display:block;height:0px"/><span class="t s1_104 t1a_104">&#x2022; </span><span class="t s1_104 t1b_104">je nepravd&#x11B;podobn&#xE9;, &#x17E;e dlu&#x17E;n&#xED;k splat&#xED; sv&#xE9; &#xFA;v&#x11B;rov&#xE9; z&#xE1;vazky v&#x16F;&#x10D;i Spole&#x10D;nosti v pln&#xE9; v&#xFD;&#x161;i bez </span><span style="display:block;height:0px"/><span class="t s1_104 t1c_104">realizace zaji&#x161;t&#x11B;n&#xED;; nebo </span><span style="display:block;height:0px"/><span class="t s1_104 t1d_104">&#x2022; </span><span class="t s1_104 t1e_104">dlu&#x17E;n&#xED;k m&#xE1; v&#xFD;znamn&#xFD; &#xFA;v&#x11B;rov&#xFD; z&#xE1;vazek v&#x16F;&#x10D;i skupin&#x11B;, kter&#xFD; je v&#xED;ce ne&#x17E; 90 dn&#xED; po splatnosti. </span><span style="display:block;height:0px"/><span class="t s1_104 t1f_104">&#x2022; </span><span class="t s1_104 t1g_104">dlu&#x17E;n&#xED;k m&#xE1; obchodn&#xED; pohled&#xE1;vku v&#xED;ce ne&#x17E; 90 dn&#xED; po splatnosti, pokud neexistuje objektivn&#xED; d&#x16F;kaz </span><span style="display:block;height:0px"/><span class="t s3_104 t1h_104">o jej&#xED; vymahatelnosti. Pohled&#xE1;vka m&#x16F;&#x17E;e b&#xFD;t pova&#x17E;ov&#xE1;na za selhanou i d&#x159;&#xED;ve, pokud je n&#xE1;jemce </span><span style="display:block;height:0px"/><span class="t s3_104 t1i_104">vyhodnocen jako neschopn&#xFD; plnit sv&#xE9; z&#xE1;vazky. </span><span style="display:block;height:0px"/><span class="t s2_104 t1j_104">c) Z&#xE1;sady pro oce&#x148;ov&#xE1;n&#xED; re&#xE1;lnou hodnotou </span><span style="display:block;height:0px"/><span class="t s1_104 t1k_104">Skupina pro ocen&#x11B;n&#xED; finan&#x10D;n&#xED;ch aktiv a z&#xE1;vazk&#x16F; pou&#x17E;&#xED;v&#xE1; takov&#xE9; oce&#x148;ovac&#xED; techniky, kter&#xE9; jsou vhodn&#xE9; vzhledem k </span><span style="display:block;height:0px"/><span class="t s1_104 t1l_104">okolnostem, a pro kter&#xE9; m&#xE1; skupina k dispozici pot&#x159;ebn&#xE9; &#xFA;daje k datu ocen&#x11B;n&#xED;, p&#x159;i respektov&#xE1;n&#xED; po&#x17E;adavku na </span><span style="display:block;height:0px"/><span class="t s1_104 t1m_104">maximalizaci pozorovateln&#xFD;ch vstup&#x16F; a minimalizaci nepozorovateln&#xFD;ch vstup&#x16F;.</span><span style="display:block;height:0px"/>
    </ix:continuation><span class="t s0_104 t1_104">104 </span>
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      <img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEX///+nxBvIAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/>
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    <ix:continuation id="F20260506150327725">
      <span class="t s1_105 t2_105">Skupina pou&#x17E;&#xED;v&#xE1; oce&#x148;ovac&#xED; techniky jako jsou tr&#x17E;n&#xED; p&#x159;&#xED;stup, p&#x159;&#xED;stup zalo&#x17E;en&#xFD; na po&#x159;izovac&#xED; cen&#x11B;, a p&#x159;&#xED;stup zalo&#x17E;en&#xFD; </span><span style="display:block;height:0px"/><span class="t s1_105 t3_105">na zisku. Oce&#x148;ovac&#xED; techniky pro oce&#x148;ov&#xE1;n&#xED; re&#xE1;ln&#xE9; hodnoty jsou skupinou pou&#x17E;&#xED;v&#xE1;ny konzistentn&#x11B;. Ke zm&#x11B;n&#x11B; </span><span style="display:block;height:0px"/><span class="t s1_105 t4_105">oce&#x148;ovac&#xED; techniky, p&#x159;&#xED;padn&#x11B; ke zm&#x11B;n&#x11B; v jej&#xED;m pou&#x17E;it&#xED;, doch&#xE1;z&#xED; nap&#x159;&#xED;klad pokud dojde k n&#x11B;kter&#xE9; z n&#xE1;sleduj&#xED;c&#xED;ch </span><span style="display:block;height:0px"/><span class="t s2_105 t5_105">ud&#xE1;lost&#xED;: </span><span style="display:block;height:0px"/><span class="t s1_105 t6_105">&#x2022; </span><span class="t s2_105 t7_105">Vznikne nov&#xFD; trh; </span><span style="display:block;height:0px"/><span class="t s1_105 t8_105">&#x2022; </span><span class="t s2_105 t9_105">jsou k dispozici nov&#xE9; informace; </span><span style="display:block;height:0px"/><span class="t s1_105 ta_105">&#x2022; </span><span class="t s1_105 tb_105">d&#x159;&#xED;ve pou&#x17E;&#xED;van&#xE9; informace ji&#x17E; nejsou k dispozici; </span><span style="display:block;height:0px"/><span class="t s1_105 tc_105">&#x2022; </span><span class="t s1_105 td_105">dojde k vylep&#x161;en&#xED; oce&#x148;ovac&#xED;ch technik; </span><span style="display:block;height:0px"/><span class="t s1_105 te_105">&#x2022; </span><span class="t s1_105 tf_105">zm&#x11B;n&#xED; se tr&#x17E;n&#xED; podm&#xED;nky. </span><span style="display:block;height:0px"/><span class="t s1_105 tg_105">Re&#xE1;ln&#xE1; hodnota finan&#x10D;n&#xED;ch n&#xE1;stroj&#x16F; vych&#xE1;z&#xED; z jejich k&#xF3;tovan&#xE9; tr&#x17E;n&#xED; ceny na konci &#xFA;&#x10D;etn&#xED;ho obdob&#xED; bez ode&#x10D;ten&#xED; </span><span style="display:block;height:0px"/><span class="t s1_105 th_105">transak&#x10D;n&#xED;ch n&#xE1;klad&#x16F;. Nen&#xED;-li k dispozici k&#xF3;tovan&#xE1; tr&#x17E;n&#xED; cena, je re&#xE1;ln&#xE1; hodnota finan&#x10D;n&#xED;ho n&#xE1;stroje ur&#x10D;ena odhadem </span><span style="display:block;height:0px"/><span class="t s1_105 ti_105">s pou&#x17E;it&#xED;m oce&#x148;ovac&#xED;ch model&#x16F; nebo technik diskontovan&#xFD;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F;. </span><span style="display:block;height:0px"/><span class="t s1_105 tj_105">P&#x159;i pou&#x17E;it&#xED; technik diskontovan&#xFD;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; jsou odhady budouc&#xED;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; zalo&#x17E;eny na nejlep&#x161;&#xED;ch </span><span style="display:block;height:0px"/><span class="t s1_105 tk_105">odhadech veden&#xED; a diskontn&#xED; sazba je tr&#x17E;n&#xED; sazba na konci &#xFA;&#x10D;etn&#xED;ho obdob&#xED; platn&#xE1; pro n&#xE1;stroj s podobn&#xFD;mi </span><span style="display:block;height:0px"/><span class="t s1_105 tl_105">podm&#xED;nkami. P&#x159;i pou&#x17E;it&#xED; oce&#x148;ovac&#xED;ch model&#x16F; jsou vstupy zalo&#x17E;eny na tr&#x17E;n&#xED;m ocen&#x11B;n&#xED;m na konci &#xFA;&#x10D;etn&#xED;ho obdob&#xED;. </span><span style="display:block;height:0px"/><span class="t s3_105 tm_105">d) Zapo&#x10D;ten&#xED; </span><span style="display:block;height:0px"/><span class="t s1_105 tn_105">Finan&#x10D;n&#xED; aktiva a z&#xE1;vazky je povoleno navz&#xE1;jem zapo&#x10D;&#xED;st a &#x10D;ist&#xE1; &#x10D;&#xE1;stka je prezentov&#xE1;na ve v&#xFD;kazu o finan&#x10D;n&#xED; situaci, </span><span style="display:block;height:0px"/><span class="t s1_105 to_105">kdy&#x17E; existuje z&#xE1;konem vymahateln&#xE9; pr&#xE1;vo zapo&#x10D;&#xED;st uznan&#xE9; &#x10D;&#xE1;stky a &#xFA;mysl vypo&#x159;&#xE1;dat je na netto z&#xE1;klad&#x11B; nebo </span><span style="display:block;height:0px"/><span class="t s2_105 tp_105">realizovat aktivum a sou&#x10D;asn&#x11B; vypo&#x159;&#xE1;dat z&#xE1;vazek. </span><span style="display:block;height:0px"/><span class="t s2_105 tq_105">V&#xFD;nosy a n&#xE1;klady jsou prezentov&#xE1;ny na netto b&#xE1;zi, pokud to povoluj&#xED; &#xFA;&#x10D;etn&#xED; standardy nebo pokud se jedn&#xE1; o zisky </span><span style="display:block;height:0px"/><span class="t s2_105 tr_105">a ztr&#xE1;ty vznikl&#xE9; ze skupiny podobn&#xFD;ch transakc&#xED;. </span><span style="display:block;height:0px"/><span class="t s1_105 ts_105">Ve vykazovan&#xFD;ch obdob&#xED;ch nebyly zapo&#x10D;teny &#x17E;&#xE1;dn&#xE9; &#x10D;&#xE1;stky. </span><span style="display:block;height:0px"/><span class="t s4_105 tt_105">e) Zaji&#x161;t&#x11B;n&#xED; m&#x11B;nov&#xE9;ho rizika </span><span style="display:block;height:0px"/><span class="t s1_105 tu_105">Zp&#x16F;sob, jak&#xFD;m jsou za&#xFA;&#x10D;tov&#xE1;ny zisky nebo ztr&#xE1;ty z p&#x159;ecen&#x11B;n&#xED; deriv&#xE1;t&#x16F; na re&#xE1;lnou hodnotu, z&#xE1;vis&#xED; na tom, zda je </span><span style="display:block;height:0px"/><span class="t s1_105 tv_105">deriv&#xE1;t klasifikov&#xE1;n jako zaji&#x161;&#x165;ovac&#xED; n&#xE1;stroj nebo jako deriv&#xE1;t k obchodov&#xE1;n&#xED;, a na povaze j&#xED;m zaji&#x161;t&#x11B;n&#xE9; polo&#x17E;ky. Pro </span><span style="display:block;height:0px"/><span class="t s1_105 tw_105">&#xFA;&#x10D;ely &#xFA;&#x10D;tov&#xE1;n&#xED; o zaji&#x161;t&#x11B;n&#xED; jsou zaji&#x161;&#x165;ovac&#xED; operace klasifikov&#xE1;ny bu&#x10F; jako zaji&#x161;t&#x11B;n&#xED; re&#xE1;ln&#xE9; hodnoty v p&#x159;&#xED;padech, kdy </span><span style="display:block;height:0px"/><span class="t s1_105 tx_105">je zaji&#x161;t&#x11B;no riziko zm&#x11B;ny re&#xE1;ln&#xE9; hodnoty rozvahov&#xE9;ho aktiva nebo z&#xE1;vazku, nebo jako zaji&#x161;t&#x11B;n&#xED; pen&#x11B;&#x17E;n&#xED;ch tok&#x16F;, a </span><span style="display:block;height:0px"/><span class="t s1_105 ty_105">to v p&#x159;&#xED;padech, kdy je Skupina zaji&#x161;t&#x11B;na proti riziku zm&#x11B;n pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; vztahuj&#xED;c&#xED;ch se k rozvahov&#xE9;mu aktivu </span><span style="display:block;height:0px"/><span class="t s1_105 tz_105">anebo z&#xE1;vazku nebo k vysoce pravd&#x11B;podobn&#xE9; o&#x10D;ek&#xE1;van&#xE9; transakci. </span><span style="display:block;height:0px"/><span class="t s1_105 t10_105">Na po&#x10D;&#xE1;tku zaji&#x161;t&#x11B;n&#xED; Skupina p&#x159;ipravuje dokumentaci, kter&#xE1; vymezuje zaji&#x161;t&#x11B;nou polo&#x17E;ku a pou&#x17E;it&#xFD; zaji&#x161;&#x165;ovac&#xED; </span><span style="display:block;height:0px"/><span class="t s1_105 t11_105">n&#xE1;stroj, pop&#xED;&#x161;e ekonomick&#xFD; vztah mezi zaji&#x161;t&#x11B;nou polo&#x17E;kou a zaji&#x161;&#x165;ovac&#xED;m n&#xE1;strojem, posuzov&#xE1;n&#xED; efektivnosti, </span><span style="display:block;height:0px"/><span class="t s2_105 t12_105">a rovn&#x11B;&#x17E; dokumentuje c&#xED;le a strategii &#x159;&#xED;zen&#xED; rizik pro r&#x16F;zn&#xE9; zaji&#x161;&#x165;ovac&#xED; transakce. </span><span style="display:block;height:0px"/><span class="t s1_105 t13_105">Skupina uplat&#x148;uje IAS 39 na zaji&#x161;&#x165;ovac&#xED; vztahy v zaji&#x161;&#x165;ovac&#xED;m &#xFA;&#x10D;etnictv&#xED;. K 31.12.2025 i k 31.12.2024 aplikovala </span><span style="display:block;height:0px"/><span class="t s1_105 t14_105">Skupina model p&#x159;irozen&#xE9;ho zaji&#x161;t&#x11B;n&#xED; proti pohybu m&#x11B;nov&#xE9;ho kursu. Bli&#x17E;&#x161;&#xED; informace jsou uvedeny v kapitole 6.5.</span><span style="display:block;height:0px"/>
    </ix:continuation>
    <ix:nonNumeric id="Fxbrl_20260506150413047" name="ifrs-full:DescriptionOfAccountingPolicyForFinancialAssetsExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t s5_105 t15_105">2.7. Znehodnocen&#xED; finan&#x10D;n&#xED;ch aktiv </span><span style="display:block;height:0px"/><span class="t s1_105 t16_105">Skupina vykazuje opravnou polo&#x17E;ku k o&#x10D;ek&#xE1;van&#xFD;m &#xFA;v&#x11B;rov&#xFD;m ztr&#xE1;t&#xE1;m (ECL) na v&#x161;echny pohled&#xE1;vky v dr&#x17E;en&#xED; </span><span style="display:block;height:0px"/><span class="t s1_105 t17_105">Skupiny. ECL jsou zalo&#x17E;eny na rozd&#xED;lu mezi smluvn&#xED;mi pen&#x11B;&#x17E;n&#xED;mi toky splatn&#xFD;mi v souladu se smlouvou a v&#x161;emi </span><span style="display:block;height:0px"/><span class="t s1_105 t18_105">pen&#x11B;&#x17E;n&#xED;mi toky, kter&#xE9; skupina o&#x10D;ek&#xE1;v&#xE1;, &#x17E;e obdr&#x17E;&#xED;, diskontovan&#xE9; s p&#x159;ibli&#x17E;n&#xFD;m odhadem p&#x16F;vodn&#xED; efektivn&#xED; &#xFA;rokov&#xE9; </span><span style="display:block;height:0px"/><span class="t s2_105 t19_105">sazby. </span><span style="display:block;height:0px"/><span class="t s1_105 t1a_105">U pohled&#xE1;vek z pron&#xE1;jmu a jin&#xFD;ch obchodn&#xED;ch pohled&#xE1;vek pou&#x17E;&#xED;v&#xE1; Skupina p&#x159;i v&#xFD;po&#x10D;tu ECL zjednodu&#x161;en&#xFD; p&#x159;&#xED;stup. </span><span style="display:block;height:0px"/><span class="t s1_105 t1b_105">Skupina proto nesleduje zm&#x11B;ny &#xFA;v&#x11B;rov&#xE9;ho rizika, n&#xFD;br&#x17E; m&#xED;sto toho vykazuje opravnou polo&#x17E;ku na z&#xE1;klad&#x11B; </span><span style="display:block;height:0px"/><span class="t s1_105 t1c_105">celo&#x17E;ivotn&#xED;ch ECL k datu vyk&#xE1;z&#xE1;n&#xED; (tj. opravnou polo&#x17E;ku na &#xFA;v&#x11B;rov&#xE9; ztr&#xE1;ty o&#x10D;ek&#xE1;van&#xE9; po zb&#xFD;vaj&#xED;c&#xED; dobu expozice, </span><span style="display:block;height:0px"/><span class="t s1_105 t1d_105">bez ohledu na na&#x10D;asov&#xE1;n&#xED; v&#xFD;choz&#xED;). Skupina stanovuje opravn&#xE9; polo&#x17E;ky na z&#xE1;klad&#x11B; sv&#xFD;ch historick&#xFD;ch zku&#x161;enost&#xED; </span><span style="display:block;height:0px"/><span class="t s1_105 t1e_105">s &#xFA;v&#x11B;rov&#xFD;mi ztr&#xE1;tami, upraven&#xFD;mi o v&#xFD;hledov&#xE9; faktory dlu&#x17E;n&#xED;k&#x16F; a ekonomick&#xE9; prost&#x159;ed&#xED;. </span><span style="display:block;height:0px"/><span class="t s1_105 t1f_105">Skupina pova&#x17E;uje finan&#x10D;n&#xED; aktivum v prodlen&#xED;, pokud jsou smluvn&#xED; platby 90 dn&#x16F; po splatnosti. V n&#x11B;kter&#xFD;ch </span><span style="display:block;height:0px"/><span class="t s1_105 t1g_105">p&#x159;&#xED;padech v&#x161;ak m&#x16F;&#x17E;e Skupina tak&#xE9; pova&#x17E;ovat finan&#x10D;n&#xED; aktivum za selh&#xE1;n&#xED;, pokud intern&#xED; nebo extern&#xED; informace </span><span style="display:block;height:0px"/><span class="t s1_105 t1h_105">nazna&#x10D;uj&#xED;, &#x17E;e je nepravd&#x11B;podobn&#xE9;, &#x17E;e by Skupina dostala nesplacen&#xE9; smluvn&#xED; &#x10D;&#xE1;stky v pln&#xE9; v&#xFD;&#x161;i d&#x159;&#xED;ve, ne&#x17E; vezme </span><span style="display:block;height:0px"/><span class="t s1_105 t1i_105">v &#xFA;vahu ve&#x161;ker&#xE1; &#xFA;v&#x11B;rov&#xE1; vylep&#x161;en&#xED; dr&#x17E;en&#xE1; skupinou. Finan&#x10D;n&#xED; aktivum je odeps&#xE1;no, pokud neexistuje d&#x16F;vodn&#xE9; </span><span style="display:block;height:0px"/><span class="t s1_105 t1j_105">o&#x10D;ek&#xE1;v&#xE1;n&#xED;, &#x17E;e dojde k navr&#xE1;cen&#xED; smluvn&#xED;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F;.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric><span class="t s0_105 t1_105">105 </span>
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  <div class="div-absolute" style="margin:0px auto;visibility:visible !important;position:relative;background-color:white;width:909px;height:1286px !important">
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      <img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEX///+nxBvIAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/>
    </div>
    <ix:nonNumeric id="Fxbrl_20260506150529966" name="ifrs-full:DescriptionOfAccountingPolicyToDetermineComponentsOfCashAndCashEquivalents" contextRef="C_20250101to20251231" escape="true">
      <span class="t s1_106 t2_106">2.8. Pen&#x11B;&#x17E;n&#xED; prost&#x159;edky a pen&#x11B;&#x17E;n&#xED; ekvivalenty </span><span style="display:block;height:0px"/><span class="t s2_106 t3_106">Pen&#xED;ze v bance a kr&#xE1;tkodob&#xE9; vklady dr&#x17E;en&#xE9; do splatnosti jsou vedeny v &#xFA;&#x10D;etnictv&#xED; v nab&#x11B;hl&#xE9; hodnot&#x11B;. Pen&#x11B;&#x17E;n&#xED; </span><span style="display:block;height:0px"/><span class="t s3_106 t4_106">prost&#x159;edky a pen&#x11B;&#x17E;n&#xED; ekvivalenty jsou tvo&#x159;eny hotovost&#xED; a bankovn&#xED;mi vklady se splatnost&#xED; do 3 m&#x11B;s&#xED;c&#x16F;.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric>
    <ix:nonNumeric id="Fxbrl_20260506150802195" name="ifrs-full:DescriptionOfAccountingPolicyForIssuedCapitalExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t s1_106 t5_106">2.9. Vlastn&#xED; kapit&#xE1;l </span><span style="display:block;height:0px"/><span class="t s3_106 t6_106">Vlastn&#xED; kapit&#xE1;l je tvo&#x159;en n&#xE1;stroji, kter&#xE9; neobsahuj&#xED; smluvn&#xED; z&#xE1;vazek doru&#x10D;it pen&#xED;ze nebo jin&#xE9; finan&#x10D;n&#xED; aktivum jin&#xE9;mu </span><span style="display:block;height:0px"/><span class="t s3_106 t7_106">subjektu nebo sm&#x11B;nit finan&#x10D;n&#xED; aktiva nebo finan&#x10D;n&#xED; z&#xE1;vazky s jin&#xFD;m subjektem podle podm&#xED;nek, kter&#xE9; jsou </span><span style="display:block;height:0px"/><span class="t s3_106 t8_106">potenci&#xE1;ln&#x11B; nev&#xFD;hodn&#xE9; pro emitenta (&#xA7; 16 (a) IAS 32). K t&#x11B;mto n&#xE1;stroj&#x16F;m pat&#x159;&#xED; z&#xE1;kladn&#xED; kapit&#xE1;l, zisk nebo ztr&#xE1;ta za </span><span style="display:block;height:0px"/><span class="t s3_106 t9_106">vykazovan&#xE9; obdob&#xED;, nerozd&#x11B;len&#xFD; zisk a dal&#x161;&#xED; rezervy, viz. bod 3.6.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric>
    <ix:nonNumeric id="Fxbrl_20260506150842244" name="ifrs-full:DescriptionOfAccountingPolicyForDeferredIncomeTaxExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t s1_106 ta_106">2.10. Da&#x148; z p&#x159;&#xED;jm&#x16F; a dorovn&#xE1;vac&#xED; da&#x148; </span><span style="display:block;height:0px"/><span class="t s3_106 tb_106">Da&#x148;ov&#xFD; v&#xFD;daj za obdob&#xED; tvo&#x159;&#xED; b&#x11B;&#x17E;n&#xE1; a odlo&#x17E;en&#xE1; da&#x148;. Da&#x148; je uzn&#xE1;v&#xE1;na v konsolidovan&#xE9;m v&#xFD;kazu zisku a ztr&#xE1;ty, </span><span style="display:block;height:0px"/><span class="t s2_106 tc_106">s v&#xFD;jimkou dan&#x11B;, kter&#xE1; souvis&#xED; s polo&#x17E;kami vyk&#xE1;zan&#xFD;mi p&#x159;&#xED;mo v ostatn&#xED;m &#xFA;pln&#xE9;m v&#xFD;sledku nebo ve vlastn&#xED;m </span><span style="display:block;height:0px"/><span class="t s2_106 td_106">kapit&#xE1;lu. V takov&#xE9;m p&#x159;&#xED;pad&#x11B; je da&#x148; rovn&#x11B;&#x17E; vyk&#xE1;z&#xE1;na v ostatn&#xED;m &#xFA;pln&#xE9;m v&#xFD;sledku nebo ve vlastn&#xED;m kapit&#xE1;lu. </span><span style="display:block;height:0px"/><span class="t s3_106 te_106">B&#x11B;&#x17E;n&#xE1; splatn&#xE1; da&#x148; se vypo&#x10D;te podle da&#x148;ov&#xFD;ch z&#xE1;kon&#x16F; platn&#xFD;ch k rozvahov&#xE9;mu dni v zem&#xED;ch, kde p&#x16F;sob&#xED; dce&#x159;in&#xE9; </span><span style="display:block;height:0px"/><span class="t s3_106 tf_106">spole&#x10D;nosti Skupiny a kde vytv&#xE1;&#x159;ej&#xED; zdaniteln&#xFD; p&#x159;&#xED;jem. Veden&#xED; pravideln&#x11B; hodnot&#xED; pozice v da&#x148;ov&#xFD;ch p&#x159;izn&#xE1;n&#xED;ch </span><span style="display:block;height:0px"/><span class="t s2_106 tg_106">s ohledem na situace, kdy platn&#xFD; pr&#xE1;vn&#xED; p&#x159;edpis podl&#xE9;h&#xE1; v&#xFD;kladu a stanov&#xED; rezervy v p&#x159;&#xED;padech, kdy je to vhodn&#xE9; na </span><span style="display:block;height:0px"/><span class="t s3_106 th_106">z&#xE1;klad&#x11B; &#x10D;&#xE1;stek, kter&#xE9; maj&#xED; b&#xFD;t podle o&#x10D;ek&#xE1;v&#xE1;n&#xED; zaplaceny da&#x148;ov&#xFD;m &#xFA;&#x159;ad&#x16F;m. </span><span style="display:block;height:0px"/><span class="t s3_106 ti_106">Co se t&#xFD;&#x10D;e odlo&#x17E;en&#xE9; dan&#x11B; z p&#x159;&#xED;jmu, je s pou&#x17E;it&#xED;m z&#xE1;vazkov&#xE9; metody vytv&#xE1;&#x159;ena odlo&#x17E;en&#xE1; da&#x148; z do&#x10D;asn&#xFD;ch rozd&#xED;l&#x16F; </span><span style="display:block;height:0px"/><span class="t s3_106 tj_106">mezi da&#x148;ov&#xFD;m z&#xE1;kladem aktiv a z&#xE1;vazk&#x16F; a jejich &#x10D;&#xE1;stkami v &#xFA;&#x10D;etnictv&#xED; vyk&#xE1;zan&#xFD;mi v konsolidovan&#xE9; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rce. </span><span style="display:block;height:0px"/><span class="t s3_106 tk_106">O odlo&#x17E;en&#xE9; dani z p&#x159;&#xED;jmu se v&#x161;ak ne&#xFA;&#x10D;tuje, pokud z prvotn&#xED;ho uzn&#xE1;n&#xED; aktiva nebo z&#xE1;vazku v jin&#xE9; transakci, ne&#x17E; </span><span style="display:block;height:0px"/><span class="t s2_106 tl_106">v podnikov&#xE9; kombinaci vypl&#xFD;v&#xE1;, &#x17E;e v okam&#x17E;iku transakce nemaj&#xED; dopad ani na &#xFA;&#x10D;etn&#xED;, ani na da&#x148;ov&#xFD; zisk a ztr&#xE1;tu. </span><span style="display:block;height:0px"/><span class="t s3_106 tm_106">Odlo&#x17E;en&#xE1; da&#x148; z p&#x159;&#xED;jmu se vypo&#x10D;te s pou&#x17E;it&#xED;m da&#x148;ov&#xFD;ch sazeb (a z&#xE1;kon&#x16F;) p&#x159;ijat&#xFD;ch nebo v podstat&#x11B; p&#x159;ijat&#xFD;ch </span><span style="display:block;height:0px"/><span class="t s2_106 tn_106">k rozvahov&#xE9;mu dni, kter&#xE9; maj&#xED; podle o&#x10D;ek&#xE1;v&#xE1;n&#xED; platit v dob&#x11B;, kdy bude realizov&#xE1;na souvisej&#xED;c&#xED; odlo&#x17E;en&#xE1; pohled&#xE1;vka </span><span style="display:block;height:0px"/><span class="t s3_106 to_106">dan&#x11B; z p&#x159;&#xED;jmu nebo vypo&#x159;&#xE1;d&#xE1;n souvisej&#xED;c&#xED; odlo&#x17E;en&#xFD; z&#xE1;vazek dan&#x11B; z p&#x159;&#xED;jmu. </span><span style="display:block;height:0px"/><span class="t s3_106 tp_106">Odlo&#x17E;en&#xE9; pohled&#xE1;vky dan&#x11B; z p&#x159;&#xED;jmu jsou uzn&#xE1;v&#xE1;ny v &#xFA;&#x10D;etnictv&#xED; v t&#xE9; m&#xED;&#x159;e, v n&#xED;&#x17E; je pravd&#x11B;podobn&#xE9;, &#x17E;e bude </span><span style="display:block;height:0px"/><span class="t s2_106 tq_106">k dispozici n&#x11B;jak&#xFD; budouc&#xED; zdaniteln&#xFD; zisk, proti n&#x11B;mu&#x17E; lze uplatnit odlo&#x17E;enou pohled&#xE1;vku dan&#x11B; z p&#x159;&#xED;jmu. </span><span style="display:block;height:0px"/><span class="t s3_106 tr_106">Odlo&#x17E;en&#xE9; pohled&#xE1;vky a z&#xE1;vazky dan&#x11B; z p&#x159;&#xED;jmu se navz&#xE1;jem zapo&#x10D;tou v p&#x159;&#xED;pad&#x11B;, kdy existuje z&#xE1;konem vymahateln&#xE9; </span><span style="display:block;height:0px"/><span class="t s3_106 ts_106">pr&#xE1;vo na zapo&#x10D;ten&#xED; b&#x11B;&#x17E;n&#xFD;ch da&#x148;ov&#xFD;ch pohled&#xE1;vek a z&#xE1;vazk&#x16F; a kdy odlo&#x17E;en&#xE9; pohled&#xE1;vky a z&#xE1;vazky dan&#x11B; z p&#x159;&#xED;jmu </span><span style="display:block;height:0px"/><span class="t s2_106 tt_106">souvisej&#xED; s dan&#x11B;mi z p&#x159;&#xED;jmu vyb&#xED;ran&#xFD;mi stejn&#xFD;m da&#x148;ov&#xFD;m &#xFA;&#x159;adem, jemu&#x17E; podl&#xE9;h&#xE1; p&#x159;&#xED;slu&#x161;n&#xE1; zdaniteln&#xE1; jednotka </span><span style="display:block;height:0px"/><span class="t s3_106 tu_106">nebo odli&#x161;n&#xE9; zdaniteln&#xE9; jednotky v p&#x159;&#xED;pad&#x11B;, kdy je zam&#xFD;&#x161;leno vypo&#x159;&#xE1;dat netto z&#x16F;statky. </span><span style="display:block;height:0px"/><span class="t s4_106 tv_106">Odlo&#x17E;en&#xE1; da&#x148; z p&#x159;&#xED;jmu z investi&#x10D;n&#xED;ho nemovit&#xE9;ho majetku </span><span style="display:block;height:0px"/><span class="t s3_106 tw_106">Odlo&#x17E;en&#xE1; da&#x148; z p&#x159;&#xED;jmu se stanov&#xED; na z&#xE1;klad&#x11B; p&#x159;echodn&#xFD;ch rozd&#xED;l&#x16F; vypl&#xFD;vaj&#xED;c&#xED;ch z re&#xE1;ln&#xE9; hodnoty budov a pozemk&#x16F; </span><span style="display:block;height:0px"/><span class="t s3_106 tx_106">dr&#x17E;en&#xFD;ch Skupinou jako investi&#x10D;n&#xED; nemovit&#xFD; majetek, a to i tehdy, kdy jsou sou&#x10D;&#xE1;st&#xED; &#xFA;&#x10D;elov&#xFD;ch subjekt&#x16F;, s v&#xFD;jimkou </span><span style="display:block;height:0px"/><span class="t s2_106 ty_106">prvotn&#xED;ho uzn&#xE1;n&#xED;, jak je uvedeno v&#xFD;&#x161;e. </span><span style="display:block;height:0px"/><span class="t s4_106 tz_106">Dorovn&#xE1;vac&#xED; da&#x148; </span><span style="display:block;height:0px"/><span class="t s3_106 t10_106">V prosinci 2023 vstoupil v platnost z&#xE1;kon &#x10D;. 416/2023 Sb., o dorovn&#xE1;vac&#xED;ch dan&#xED;ch, pro velk&#xE9; nadn&#xE1;rodn&#xED; skupiny a </span><span style="display:block;height:0px"/><span class="t s3_106 t11_106">velk&#xE9; vnitrost&#xE1;tn&#xED; skupiny. S &#xFA;&#x10D;innost&#xED; od 31. 12. 2023 zavedl dv&#x11B; zcela nov&#xE9; dan&#x11B; ze zisku &#x2013; &#x10D;eskou dorovn&#xE1;vac&#xED; </span><span style="display:block;height:0px"/><span class="t s3_106 t12_106">da&#x148; a p&#x159;i&#x159;azovanou dorovn&#xE1;vac&#xED; da&#x148; (&#x201E;dorovn&#xE1;vac&#xED; da&#x148;&#x201C;). C&#xED;lem zaveden&#xED; dorovn&#xE1;vac&#xED; dan&#x11B; je, aby velk&#xE9; </span><span style="display:block;height:0px"/><span class="t s3_106 t13_106">nadn&#xE1;rodn&#xED;/n&#xE1;rodn&#xED; skupiny za ka&#x17E;dou zemi (kde podnikaj&#xED; prost&#x159;ednictv&#xED;m dce&#x159;in&#xFD;ch spole&#x10D;nost&#xED; &#x10D;i st&#xE1;l&#xFD;ch </span><span style="display:block;height:0px"/><span class="t s3_106 t14_106">provozoven) odvedly takovou da&#x148; ze zisku, aby jejich efektivn&#xED; sazba dan&#x11B; &#x10D;inila minim&#xE1;ln&#x11B; 15 %. </span><span style="display:block;height:0px"/><span class="t s3_106 t15_106">Tento z&#xE1;kon se t&#xFD;k&#xE1; pouze velk&#xFD;ch skupin, kter&#xE9; ve dvou ze &#x10D;ty&#x159; zda&#x148;ovac&#xED;ch obdob&#xED; p&#x159;edch&#xE1;zej&#xED;c&#xED;ch </span><span style="display:block;height:0px"/><span class="t s3_106 t16_106">posuzovan&#xE9;mu obdob&#xED; vyk&#xE1;zaly konsolidovan&#xFD; v&#xFD;nos v konsolidovan&#xE9; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rce nejvy&#x161;&#x161;&#xED; mate&#x159;sk&#xE9; spole&#x10D;nosti </span><span style="display:block;height:0px"/><span class="t s3_106 t17_106">alespo&#x148; 750 mil. EUR. Dle vyj&#xE1;d&#x159;en&#xED; Spole&#x10D;nost nepat&#x159;&#xED; do velk&#xE9; skupiny, tak&#x17E;e z&#xE1;kon o dorovn&#xE1;vac&#xED;ch dan&#xED;ch nen&#xED; </span><span style="display:block;height:0px"/><span class="t s3_106 t18_106">pro Spole&#x10D;nost aplikov&#xE1;n. </span><span style="display:block;height:0px"/><span class="t s4_106 t19_106">Odlo&#x17E;en&#xE1; da&#x148; z p&#x159;&#xED;jmu z investic do dce&#x159;in&#xFD;ch spole&#x10D;nost&#xED; </span><span style="display:block;height:0px"/><span class="t s3_106 t1a_106">Odlo&#x17E;en&#xE1; da&#x148; z p&#x159;&#xED;jmu se stanov&#xED; na z&#xE1;klad&#x11B; p&#x159;echodn&#xFD;ch rozd&#xED;l&#x16F; vypl&#xFD;vaj&#xED;c&#xED;ch z investic do dce&#x159;in&#xFD;ch spole&#x10D;nost&#xED; </span><span style="display:block;height:0px"/><span class="t s2_106 t1b_106">s v&#xFD;jimkou p&#x159;&#xED;pad&#x16F;, kdy je zp&#x11B;tn&#xE9; z&#xFA;&#x10D;tov&#xE1;n&#xED; p&#x159;echodn&#xE9;ho rozd&#xED;lu kontrolov&#xE1;no Skupinou a kdy je pravd&#x11B;podobn&#xE9;, </span><span style="display:block;height:0px"/><span class="t s3_106 t1c_106">&#x17E;e p&#x159;echodn&#xFD; rozd&#xED;l nebude v p&#x159;edv&#xED;dateln&#xE9; budoucnosti zp&#x11B;tn&#x11B; z&#xFA;&#x10D;tov&#xE1;n.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric>
    <ix:nonNumeric id="Fxbrl_20260506150914320" name="ifrs-full:DescriptionOfAccountingPolicyForTradeAndOtherReceivablesExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t s1_106 t1d_106">2.11. Z&#xE1;vazky z obchodn&#xED;ho styku a ostatn&#xED; z&#xE1;vazky </span><span style="display:block;height:0px"/><span class="t s2_106 t1e_106">Z&#xE1;vazky z obchodn&#xED;ho styku jsou prvotn&#x11B; uzn&#xE1;ny v re&#xE1;ln&#xE9; hodnot&#x11B; a posl&#xE9;ze oce&#x148;ov&#xE1;ny nab&#x11B;hlou hodnotou </span><span style="display:block;height:0px"/><span class="t s2_106 t1f_106">s pou&#x17E;it&#xED;m metody efektivn&#xED; &#xFA;rokov&#xE9; m&#xED;ry.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric><span class="t s0_106 t1_106">106 </span>
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      <img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEX///+nxBvIAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/>
    </div>
    <ix:nonNumeric id="Fxbrl_20260506151025843" name="ifrs-full:DescriptionOfAccountingPolicyForProvisionsExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t s1_107 t2_107">2.12. Rezervy </span><span style="display:block;height:0px"/><span class="t s2_107 t3_107">O rezerv&#xE1;ch se &#xFA;&#x10D;tuje tehdy, kdy&#x17E; m&#xE1; Skupina sou&#x10D;asn&#xFD; pr&#xE1;vn&#xED; nebo mimosmluvn&#xED; z&#xE1;vazek, kter&#xFD; je d&#x16F;sledkem </span><span style="display:block;height:0px"/><span class="t s2_107 t4_107">minul&#xE9; ud&#xE1;losti, kdy je pravd&#x11B;podobn&#xE9;, &#x17E;e k vyrovn&#xE1;n&#xED; takov&#xE9;ho z&#xE1;vazku bude nezbytn&#xFD; odtok zdroj&#x16F; a &#x17E;e &#x10D;&#xE1;stka </span><span style="display:block;height:0px"/><span class="t s2_107 t5_107">byla spolehliv&#x11B; odhadnuta. </span><span style="display:block;height:0px"/><span class="t s2_107 t6_107">Rezervy se stanov&#xED; pomoc&#xED; diskontov&#xE1;n&#xED; o&#x10D;ek&#xE1;van&#xFD;ch budouc&#xED;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; v sazb&#x11B; p&#x159;ed zdan&#x11B;n&#xED;m, kter&#xE1; </span><span style="display:block;height:0px"/><span class="t s2_107 t7_107">zachycuje sou&#x10D;asn&#xE9; tr&#x17E;n&#xED; posouzen&#xED; &#x10D;asov&#xE9; hodnoty pen&#x11B;z a specifick&#xE1; rizika dan&#xE9;ho z&#xE1;vazku. Postupn&#xE1; &#xFA;prava </span><span style="display:block;height:0px"/><span class="t s2_107 t8_107">diskontu se za&#xFA;&#x10D;tuje jako finan&#x10D;n&#xED; n&#xE1;klady.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric>
    <ix:nonNumeric id="Fxbrl_20260506151049749" name="ifrs-full:DescriptionOfAccountingPolicyForHedgingExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t s1_107 t9_107">2.13. Zaji&#x161;&#x165;ovac&#xED; &#xFA;&#x10D;etnictv&#xED; &#x2013; zaji&#x161;t&#x11B;n&#xED; pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; </span><span style="display:block;height:0px"/><span class="t s2_107 ta_107">Dce&#x159;in&#xE9; spole&#x10D;nosti p&#x16F;sob&#xED;c&#xED; na &#x10D;esk&#xE9;m trhu jsou vystaveny m&#x11B;nov&#xE9;mu riziku, proto&#x17E;e v&#x11B;t&#x161;ina jejich p&#x159;&#xED;jmu </span><span style="display:block;height:0px"/><span class="t s3_107 tb_107">z n&#xE1;jemn&#xE9;ho je denominov&#xE1;na v EUR. M&#x11B;nov&#xE9; riziko je p&#x159;irozen&#x11B; zaji&#x161;t&#x11B;no &#xFA;v&#x11B;ry v EUR, kter&#xE9; se pou&#x17E;&#xED;vaj&#xED; </span><span style="display:block;height:0px"/><span class="t s3_107 tc_107">k financov&#xE1;n&#xED; &#x10D;innost&#xED;. Sou&#x10D;asn&#xFD; &#xFA;&#x10D;etn&#xED; p&#x159;&#xED;stup vy&#x17E;aduje, aby byly tyto &#xFA;v&#x11B;ry p&#x159;ecen&#x11B;ny s pou&#x17E;it&#xED;m spotov&#xE9; FX </span><span style="display:block;height:0px"/><span class="t s2_107 td_107">sazby &#x10C;NB a &#xFA;&#x10D;tov&#xE1;ny do zisku a ztr&#xE1;ty re&#xE1;lnou hodnotou. Proto jsou kurzov&#xE9; rozd&#xED;ly &#xFA;&#x10D;tov&#xE1;ny do v&#xFD;sledku po celou </span><span style="display:block;height:0px"/><span class="t s2_107 te_107">dobu existence &#xFA;v&#x11B;r&#x16F; v EUR, zat&#xED;mco kurzov&#xE9; rozd&#xED;ly t&#xFD;kaj&#xED;c&#xED; se p&#x159;&#xED;jm&#x16F; z n&#xE1;jemn&#xE9;ho jsou &#xFA;&#x10D;tov&#xE1;ny pouze v dob&#x11B;, </span><span style="display:block;height:0px"/><span class="t s2_107 tf_107">kdy je vykazov&#xE1;n p&#x159;&#xED;jem z n&#xE1;jemn&#xE9;ho. </span><span class="t s3_107 tg_107">Takto doch&#xE1;z&#xED; k &#x10D;asov&#xE9;mu nesouladu v &#xFA;&#x10D;etnictv&#xED;. Za &#xFA;&#x10D;elem jeho p&#x159;ekon&#xE1;n&#xED; </span><span style="display:block;height:0px"/><span class="t s2_107 th_107">se veden&#xED; Skupiny rozhodlo pou&#x17E;&#xED;vat ode dne 1. ledna 2017 zaji&#x161;&#x165;ovac&#xED; &#xFA;&#x10D;etnictv&#xED;, a to podle standardu IFRS 9. </span><span style="display:block;height:0px"/><span class="t s2_107 ti_107">Zaji&#x161;t&#x11B;n&#xED; v&#x16F;&#x10D;i m&#x11B;nov&#xE9;mu riziku je pops&#xE1;no v bod&#x11B; 2.6e. </span><span style="display:block;height:0px"/><span class="t s2_107 tj_107">Skupina form&#xE1;ln&#x11B; dokl&#xE1;d&#xE1; vztah mezi zaji&#x161;&#x165;ovac&#xED;m n&#xE1;strojem a zaji&#x161;t&#x11B;nou polo&#x17E;kou, v&#x10D;etn&#x11B; c&#xED;l&#x16F; &#x159;&#xED;zen&#xED; rizik </span><span style="display:block;height:0px"/><span class="t s3_107 tk_107">a strategie p&#x159;i uzav&#xED;r&#xE1;n&#xED; zaji&#x161;&#x165;ovac&#xED; transakce a p&#x159;i p&#x159;evzet&#xED; zaji&#x161;t&#x11B;n&#xE9;ho rizika, spolu s metodami, kter&#xE9; budou </span><span style="display:block;height:0px"/><span class="t s2_107 tl_107">pou&#x17E;ity k posouzen&#xED; &#xFA;&#x10D;innosti zaji&#x161;&#x165;ovac&#xED;ho vztahu. Skupina prov&#xE1;d&#xED; jak p&#x159;i nav&#xE1;z&#xE1;n&#xED; zaji&#x161;t&#x11B;n&#xE9;ho vztahu, tak </span><span style="display:block;height:0px"/><span class="t s3_107 tm_107">i pr&#x16F;b&#x11B;&#x17E;n&#x11B; posouzen&#xED; toho, zda se o&#x10D;ek&#xE1;v&#xE1;, &#x17E;e zaji&#x161;&#x165;ovac&#xED; n&#xE1;stroje budou vysoce &#xFA;&#x10D;inn&#xE9; p&#x159;i kompenzov&#xE1;n&#xED; zm&#x11B;n </span><span style="display:block;height:0px"/><span class="t s2_107 tn_107">re&#xE1;ln&#xE9; hodnoty nebo pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; p&#x159;&#xED;slu&#x161;n&#xFD;ch zaji&#x161;t&#x11B;n&#xFD;ch polo&#x17E;ek v souvislosti se zaji&#x161;t&#x11B;n&#xFD;m rizikem a zda se </span><span style="display:block;height:0px"/><span class="t s2_107 to_107">skute&#x10D;n&#xE9; v&#xFD;sledky ka&#x17E;d&#xE9;ho zaji&#x161;&#x165;ovac&#xED;ho n&#xE1;stroje pohybuj&#xED; dle intern&#x11B; stanoven&#xE9;ho rozp&#x11B;t&#xED; 80 %-125 %. Co se </span><span style="display:block;height:0px"/><span class="t s2_107 tp_107">t&#xFD;&#x10D;e zaji&#x161;t&#x11B;n&#xED; pen&#x11B;&#x17E;n&#xED;ho toku p&#x159;edv&#xED;dan&#xE9; transakce, mus&#xED; b&#xFD;t velmi pravd&#x11B;podobn&#xE9;, &#x17E;e takov&#xE1; transakce nastane </span><span style="display:block;height:0px"/><span class="t s2_107 tq_107">a m&#x11B;la by vyvolat zm&#x11B;ny pen&#x11B;&#x17E;n&#xED;ch tok&#x16F;, kter&#xE9; by ve sv&#xE9;m d&#x16F;sledku mohly ovlivnit zisk nebo ztr&#xE1;tu. </span><span style="display:block;height:0px"/><span class="t s2_107 tr_107">Zaji&#x161;&#x165;ovac&#xED;mi n&#xE1;stroji dle ur&#x10D;en&#xED; Skupiny jsou bankovn&#xED; &#xFA;v&#x11B;ry v EUR. Zaji&#x161;t&#x11B;nou polo&#x17E;kou jsou budouc&#xED; platby </span><span style="display:block;height:0px"/><span class="t s2_107 ts_107">n&#xE1;jemn&#xE9;ho, u nich&#x17E; je vysok&#xE1; pravd&#x11B;podobnost, &#x17E;e k nim dojde. O&#x10D;ek&#xE1;v&#xE1; se, &#x17E;e pen&#x11B;&#x17E;n&#xED; toky z budouc&#xED;ch plateb </span><span style="display:block;height:0px"/><span class="t s2_107 tt_107">n&#xE1;jemn&#xE9;ho, kter&#xE9; se daj&#xED; o&#x10D;ek&#xE1;vat, budou ovliv&#x148;ovat zisk nebo ztr&#xE1;tu do roku 2034, respektive 2035.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric>
    <ix:nonNumeric id="Fxbrl_20260506151113277" name="ifrs-full:DescriptionOfAccountingPolicyForRecognitionOfRevenue" contextRef="C_20250101to20251231" escape="true">
      <span class="t s1_107 tu_107">2.14. &#xDA;&#x10D;tov&#xE1;n&#xED; v&#xFD;nos&#x16F; </span><span style="display:block;height:0px"/><span class="t s2_107 tv_107">Skupina z&#xED;sk&#xE1;v&#xE1; p&#x159;&#xED;jmy z &#x10D;innosti jako pronaj&#xED;matel v operativn&#xED;m leasingu. V&#xFD;nosy z pron&#xE1;jmu plynouc&#xED; </span><span style="display:block;height:0px"/><span class="t s3_107 tw_107">z operativn&#xED;ho leasingu u investi&#x10D;n&#xED;ho majetku jsou &#xFA;&#x10D;tov&#xE1;ny rovnom&#x11B;rn&#x11B; po dobu trv&#xE1;n&#xED; leasingu a jsou zahrnuty </span><span style="display:block;height:0px"/><span class="t s2_107 tx_107">do v&#xFD;nos&#x16F; ve v&#xFD;kazu zisku nebo ztr&#xE1;ty z d&#x16F;vodu jeho provozn&#xED; povahy, s v&#xFD;jimkou p&#x159;&#xED;padn&#xFD;ch v&#xFD;nos&#x16F; z pron&#xE1;jmu, </span><span style="display:block;height:0px"/><span class="t s2_107 ty_107">kter&#xE9; jsou za&#xFA;&#x10D;tov&#xE1;ny, kdy&#x17E; vznik&#xE1;. </span><span style="display:block;height:0px"/><span class="t s2_107 tz_107">N&#xE1;jemn&#xED; pob&#xED;dky se vykazuj&#xED; jako rovnom&#x11B;rn&#xE9; sn&#xED;&#x17E;en&#xED; v&#xFD;nos&#x16F; z pron&#xE1;jmu po dobu trv&#xE1;n&#xED; n&#xE1;jmu. N&#xE1;jemn&#xED; doba je </span><span style="display:block;height:0px"/><span class="t s2_107 t10_107">nevypov&#x11B;diteln&#xE9; obdob&#xED; n&#xE1;jmu spolu s jakoukoli dal&#x161;&#xED; dobou, po kterou m&#xE1; n&#xE1;jemce mo&#x17E;nost pokra&#x10D;ovat v n&#xE1;jmu, </span><span style="display:block;height:0px"/><span class="t s2_107 t11_107">kde je na po&#x10D;&#xE1;tku n&#xE1;jemn&#xED; smlouvy p&#x159;im&#x11B;&#x159;en&#x11B; jist&#xE9;, &#x17E;e n&#xE1;jemce tuto mo&#x17E;nost uplatn&#xED;. </span><span style="display:block;height:0px"/><span class="t s2_107 t12_107">&#x10C;&#xE1;stky p&#x159;ijat&#xE9; od n&#xE1;jemc&#x16F; za ukon&#x10D;en&#xED; n&#xE1;jmu nebo za kompenzaci se vykazuj&#xED; ve v&#xFD;kazu zisku a ztr&#xE1;ty v okam&#x17E;iku, </span><span style="display:block;height:0px"/><span class="t s2_107 t13_107">kdy vznikne pr&#xE1;vo na jejich p&#x159;ijet&#xED;. </span><span style="display:block;height:0px"/><span class="t s2_107 t14_107">V p&#x159;&#xED;pad&#x11B; investic do nemovitost&#xED; dr&#x17E;en&#xFD;ch za &#xFA;&#x10D;elem v&#xFD;d&#x11B;lku z pron&#xE1;jmu Skupina uzav&#xED;r&#xE1; jako pronaj&#xED;matel </span><span style="display:block;height:0px"/><span class="t s2_107 t15_107">n&#xE1;jemn&#xED; smlouvy, ve kter&#xFD;ch p&#x16F;sob&#xED; jako zprost&#x159;edkovatel poskytovatel&#x16F; energi&#xED; (voda, elekt&#x159;ina, teplo). Tyto slu&#x17E;by </span><span style="display:block;height:0px"/><span class="t s3_107 t16_107">jsou specifikov&#xE1;ny v n&#xE1;jemn&#xED;ch smlouv&#xE1;ch a samostatn&#x11B; fakturov&#xE1;ny n&#xE1;jemc&#x16F;m. Skupina shroma&#x17E;&#x10F;uje z&#xE1;lohy od </span><span style="display:block;height:0px"/><span class="t s2_107 t17_107">n&#xE1;jemc&#x16F; a p&#x159;ed&#xE1;v&#xE1; je poskytovatel&#x16F;m energi&#xED; bez mar&#x17E;e. Skupina nem&#xE1; prostor pro stanoven&#xED; cen za tyto slu&#x17E;by. </span><span style="display:block;height:0px"/><span class="t s2_107 t18_107">N&#xE1;klady na tyto slu&#x17E;by a souvisej&#xED;c&#xED; v&#xFD;nosy jsou vyk&#xE1;z&#xE1;ny v konsolidovan&#xE9;m v&#xFD;kazu zisku nebo ztr&#xE1;ty a ostatn&#xED;ch </span><span style="display:block;height:0px"/><span class="t s2_107 t19_107">&#xFA;pln&#xFD;ch v&#xFD;nos&#x16F; a zve&#x159;ejn&#x11B;ny samostatn&#x11B; v p&#x159;&#xED;loze konsolidovan&#xE9; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky. Zaznamen&#xE1;vaj&#xED; se na z&#xE1;klad&#x11B; </span><span style="display:block;height:0px"/><span class="t s2_107 t1a_107">vystaven&#xFD;ch faktur a &#x10D;asov&#xE9;ho rozli&#x161;en&#xED;.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric>
    <ix:nonNumeric id="Fxbrl_20260506151143547" name="ifrs-full:DescriptionOfAccountingPolicyForExpensesExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t s1_107 t1b_107">2.15. N&#xE1;klady </span><span style="display:block;height:0px"/><span class="t s2_107 t1c_107">O n&#xE1;kladech se &#xFA;&#x10D;tuje dle jejich &#x10D;asov&#xE9; souvislosti, tj. nez&#xE1;visle na jejich &#xFA;hrad&#x11B;.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric>
    <ix:nonNumeric id="Fxbrl_20260506151204995" name="ifrs-full:DescriptionOfAccountingPolicyForFinanceIncomeAndCostsExplanatory" contextRef="C_20250101to20251231" continuedAt="F20260506151219629" escape="true">
      <span class="t s1_107 t1d_107">2.16. Finan&#x10D;n&#xED; v&#xFD;nosy a finan&#x10D;n&#xED; n&#xE1;klady </span><span style="display:block;height:0px"/><span class="t s2_107 t1e_107">Finan&#x10D;n&#xED; v&#xFD;nosy tvo&#x159;&#xED; &#xFA;rokov&#xE9; v&#xFD;nosy z investovan&#xFD;ch finan&#x10D;n&#xED;ch prost&#x159;edk&#x16F; a kursov&#xE9; zisky. &#xDA;rokov&#xE9; v&#xFD;nosy jsou </span><span style="display:block;height:0px"/><span class="t s2_107 t1f_107">&#xFA;&#x10D;tov&#xE1;ny &#x10D;asov&#x11B; rozli&#x161;en&#x11B; do zisku a ztr&#xE1;ty s pou&#x17E;it&#xED;m metody efektivn&#xED; &#xFA;rokov&#xE9; m&#xED;ry. Kursov&#xE9; zisky jsou tvo&#x159;eny </span><span style="display:block;height:0px"/><span class="t s3_107 t1g_107">zisky z p&#x159;epo&#x10D;tu cizom&#x11B;nov&#xFD;ch pen&#x11B;&#x17E;n&#xED;ch aktiv a z&#xE1;vazk&#x16F; na funk&#x10D;n&#xED; m&#x11B;nu dce&#x159;in&#xFD;ch spole&#x10D;nost&#xED;. </span><span style="display:block;height:0px"/><span class="t s2_107 t1h_107">Finan&#x10D;n&#xED; n&#xE1;klady jsou tvo&#x159;eny &#xFA;rokov&#xFD;mi v&#xFD;daji souvisej&#xED;c&#xED;mi s &#xFA;v&#x11B;ry a p&#x16F;j&#x10D;kami a kursov&#xFD;mi ztr&#xE1;tami. N&#xE1;klady na </span><span style="display:block;height:0px"/><span class="t s2_107 t1i_107">&#xFA;v&#x11B;ry a p&#x16F;j&#x10D;ky, kter&#xE9; nejsou p&#x159;&#xED;mo p&#x159;i&#x159;azeny k akvizici, v&#xFD;stavb&#x11B; nebo v&#xFD;rob&#x11B; kvalifikovan&#xE9;ho aktiva, jsou &#xFA;&#x10D;tov&#xE1;ny </span><span style="display:block;height:0px"/><span class="t s3_107 t1j_107">do zisku nebo ztr&#xE1;ty s pou&#x17E;it&#xED;m metody efektivn&#xED; &#xFA;rokov&#xE9; m&#xED;ry. Kursov&#xE9; ztr&#xE1;ty jsou tvo&#x159;eny ztr&#xE1;tami z p&#x159;epo&#x10D;tu</span><span style="display:block;height:0px"/>
    </ix:nonNumeric><span class="t s0_107 t1_107">107 </span>
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    <ix:continuation id="F20260506151219629">
      <span class="t s1_108 t2_108_1">cizom&#x11B;nov&#xFD;ch transakc&#xED; na funk&#x10D;n&#xED; m&#x11B;nu dce&#x159;in&#xFD;ch spole&#x10D;nost&#xED;.</span><span style="display:block;height:0px"/>
    </ix:continuation>
    <ix:nonNumeric id="Fxbrl_20260506151255766" name="ifrs-full:DescriptionOfAccountingPolicyForSegmentReportingExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t s2_108 t3_108">2.17. Vykazov&#xE1;n&#xED; podle segment&#x16F; </span><span style="display:block;height:0px"/><span class="t s1_108 t4_108">Provozn&#xED;m segmentem je slo&#x17E;ka Skupiny: </span><span style="display:block;height:0px"/><span class="t s3_108 t5_108">&#x2022; </span><span class="t s4_108 t6_108">kter&#xE1; se zab&#xFD;v&#xE1; podnikatelsk&#xFD;mi aktivitami, v souvislosti, s nimi&#x17E; mohou vzniknout v&#xFD;nosy a n&#xE1;klady </span><span style="display:block;height:0px"/><span class="t s1_108 t7_108">(v&#x10D;etn&#x11B; v&#xFD;nos&#x16F; a n&#xE1;klad&#x16F; spojen&#xFD;ch s transakcemi s jinou slo&#x17E;kou Skupiny), </span><span style="display:block;height:0px"/><span class="t s3_108 t8_108">&#x2022; </span><span class="t s1_108 t9_108">jej&#xED;&#x17E; </span><span class="t s1_108 ta_108">provozn&#xED; </span><span class="t s1_108 tb_108">v&#xFD;sledky </span><span class="t s1_108 tc_108">jsou </span><span class="t s1_108 td_108">pravideln&#x11B; </span><span class="t s1_108 te_108">ov&#x11B;&#x159;ov&#xE1;ny </span><span class="t s1_108 tf_108">vedouc&#xED; </span><span class="t s1_108 tg_108">osobou </span><span class="t s1_108 th_108">Skupiny </span><span class="t s1_108 ti_108">s </span><span class="t s1_108 tj_108">pravomoc&#xED; </span><span style="display:block;height:0px"/><span class="t s4_108 tk_108">rozhodovat o prost&#x159;edc&#xED;ch, je&#x17E; maj&#xED; b&#xFD;t segmentu p&#x159;id&#x11B;leny, a posuzovat jeho v&#xFD;konnost, a </span><span style="display:block;height:0px"/><span class="t s3_108 tl_108">&#x2022; </span><span class="t s1_108 tm_108">pro n&#xED;&#x17E; jsou dostupn&#xE9; samostatn&#xE9; finan&#x10D;n&#xED; &#xFA;daje. </span><span style="display:block;height:0px"/><span class="t s1_108 tn_108">Co se t&#xFD;&#x10D;e &#xFA;daj&#x16F; o segmentech, jsou prezentov&#xE1;ny &#xFA;daje o provozn&#xED;ch a geografick&#xFD;ch segmentech Skupiny. </span><span style="display:block;height:0px"/><span class="t s4_108 to_108">Prim&#xE1;rn&#xED; form&#xE1;t, v n&#x11B;m&#x17E; Skupina vykazuje &#xFA;daje o segmentech, vych&#xE1;z&#xED; z provozn&#xED;ch segment&#x16F;. Provozn&#xED; </span><span style="display:block;height:0px"/><span class="t s1_108 tp_108">segmenty jsou ur&#x10D;ov&#xE1;ny na z&#xE1;klad&#x11B; struktury veden&#xED; a intern&#xED;ho v&#xFD;kaznictv&#xED; Skupiny.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric>
    <ix:nonNumeric id="Fxbrl_20260506151317107" name="ifrs-full:DisclosureOfReclassificationsOrChangesInPresentationExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t s2_108 tq_108">2.18. Oprava chyby minul&#xFD;ch let </span><span style="display:block;height:0px"/><span class="t s1_108 tr_108">Spole&#x10D;nost v roce 2025 identifikovala chybu minul&#xFD;ch let v oblasti v&#xFD;po&#x10D;tu odlo&#x17E;en&#xE9; dan&#x11B;. P&#x159;i stanoven&#xED; da&#x148;ov&#xE9; </span><span style="display:block;height:0px"/><span class="t s1_108 ts_108">hodnoty byla v minul&#xFD;ch obdob&#xED;ch nespr&#xE1;vn&#x11B; zohledn&#x11B;na &#x10D;&#xE1;stka p&#x159;ecen&#x11B;n&#xED;, co&#x17E; vedlo k nespr&#xE1;vn&#xE9;mu stanoven&#xED; </span><span style="display:block;height:0px"/><span class="t s1_108 tt_108">p&#x159;echodn&#xFD;ch rozd&#xED;l&#x16F; a odlo&#x17E;en&#xE9; dan&#x11B;. Chyba byla opravena retrospektivn&#x11B; &#xFA;pravou po&#x10D;&#xE1;te&#x10D;n&#xED;ch z&#x16F;statk&#x16F; </span><span style="display:block;height:0px"/><span class="t s4_108 tu_108">vlastn&#xED;ho kapit&#xE1;lu k 1. lednu 2024 a p&#x159;epo&#x10D;tem srovn&#xE1;vac&#xED;ch rozvahov&#xFD;ch &#xFA;daj&#x16F; k 31. prosinci 2024. Dopad do </span><span style="display:block;height:0px"/><span class="t s1_108 tv_108">v&#xFD;kazu o &#xFA;pln&#xE9;m v&#xFD;sledku hospoda&#x159;en&#xED; za rok 2024 byl vyhodnocen jako nev&#xFD;znamn&#xFD;, a proto tento v&#xFD;kaz nebyl </span><span style="display:block;height:0px"/><span class="t s4_108 tw_108">upraven. </span><span style="display:block;height:0px"/><span class="t s1_108 tx_108">Dot&#x10D;en&#xE9; zm&#x11B;ny byly prom&#xED;tnuty do ve&#x161;ker&#xFD;ch relevantn&#xED;ch tabulek v P&#x159;&#xED;loze, v&#x10D;etn&#x11B; &#x159;&#xE1;dk&#x16F; v&#xFD;kaz&#x16F;. Souhrnn&#x11B; jsou </span><span style="display:block;height:0px"/><span class="t s4_108 ty_108">tak&#xE9; zaps&#xE1;ny v tabulce n&#xED;&#x17E;e: </span><span style="display:block;height:0px"/>
      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="tada1d6f4ef4afa1e9b3f2edfa9d8349d">
        
          <tr>
            <td><span class="t s5_108 tz_108_new">V&#xFD;kaz </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s5_108 t10_108_new">Obdob&#xED; </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s6_108 t11_108_new">&#x158;&#xE1;dek v&#xFD;kazu </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s6_108 t12_108_new">P&#x16F;vodn&#x11B; </span><span style="display:block;height:0px"> </span><span class="t s5_108 t13_108_new">vyk&#xE1;z&#xE1;no </span></td>
            <td><span class="t s5_108 t14_108_new">Oprava </span><span style="display:block;height:0px"> </span><span class="t s5_108 t15_108_new">chyby </span></td>
            <td><span class="t s5_108 t16_108_new">Opraveno </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td><span class="t s7_108 t17_108_new">Konsolidovan&#xFD; v&#xFD;kaz o </span><span style="display:block;height:0px"> </span><span class="t s8_108 t18_108_new">finan&#x10D;n&#xED; situaci </span></td>
            <td><span class="t s7_108 t19_108_new">1.1.2024 </span></td>
            <td><span class="t s7_108 t1a_108_new">D &#x2013; Odlo&#x17E;en&#xE1; da&#x148;ov&#xE1; pohled&#xE1;vka </span></td>
            <td><span class="t s7_108 t1b_108_new">21 538 </span></td>
            <td><span class="t s7_108 t1c_108_new">(3 817) </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s7_108 t1d_108_new">17 721 </span></td>
          </tr>
          <tr>
            <td><span class="t s7_108 t1e_108_new">Konsolidovan&#xFD; v&#xFD;kaz o </span><span style="display:block;height:0px"> </span><span class="t s8_108 t1f_108_new">finan&#x10D;n&#xED; situaci </span></td>
            <td><span class="t s7_108 t1g_108_new">1.1.2024 </span></td>
            <td><span class="t s7_108 t1h_108_new">S &#x2013; Odlo&#x17E;en&#xFD; da&#x148;ov&#xFD; z&#xE1;vazek </span></td>
            <td><span class="t s7_108 t1i_108_new">192 055 </span></td>
            <td><span class="t s7_108 t1j_108_new">152 190 </span></td>
            <td><span class="t s7_108 t1k_108_new">344 245 </span></td>
          </tr>
          <tr>
            <td><span class="t s7_108 t1l_108_new">Konsolidovan&#xFD; v&#xFD;kaz o </span><span style="display:block;height:0px"> </span><span class="t s8_108 t1m_108_new">finan&#x10D;n&#xED; situaci </span></td>
            <td><span class="t s7_108 t1n_108_new">1.1.2024 </span></td>
            <td><span class="t s7_108 t1o_108_new">O &#x2013; Nerozd&#x11B;len&#xFD; zisk </span></td>
            <td><span class="t s7_108 t1p_108_new">627 521 </span></td>
            <td><span class="t s7_108 t1q_108_new">(156 006) </span></td>
            <td><span class="t s7_108 t1r_108_new">471 515 </span></td>
          </tr>
          <tr>
            <td><span class="t s7_108 t1s_108_new">Konsolidovan&#xFD; v&#xFD;kaz o </span><span style="display:block;height:0px"> </span><span class="t s8_108 t1t_108_new">finan&#x10D;n&#xED; situaci </span></td>
            <td><span class="t s7_108 t1u_108_new">1.1.2024 </span></td>
            <td><span class="t s7_108 t1v_108_new">P &#x2013; Vlastn&#xED; kapit&#xE1;l p&#x159;ipadaj&#xED;c&#xED; </span><span style="display:block;height:0px"> </span><span class="t s8_108 t1w_108_new">vlastn&#xED;k&#x16F;m mate&#x159;sk&#xE9; spole&#x10D;nosti </span></td>
            <td><span class="t s7_108 t1x_108_new">1 125 810 </span></td>
            <td><span class="t s7_108 t1y_108_new">(156 006) </span></td>
            <td><span class="t s7_108 t1z_108_new">969 804 </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td><span class="t s7_108 t20_108_new">Konsolidovan&#xFD; v&#xFD;kaz o </span><span style="display:block;height:0px"> </span><span class="t s8_108 t21_108_new">finan&#x10D;n&#xED; situaci </span></td>
            <td><span class="t s7_108 t22_108_new">1.1.2024 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s7_108 t23_108_new">AD &#x2013; Vlastn&#xED; kapit&#xE1;l a z&#xE1;vazky celkem </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s7_108 t24_108_new">4 576 706 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s7_108 t25_108_new">(3 817) </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s7_108 t26_108_new">4 572 889 </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td><span class="t s7_108 t27_108_new">Konsolidovan&#xFD; v&#xFD;kaz o </span><span style="display:block;height:0px"> </span><span class="t s8_108 t28_108_new">finan&#x10D;n&#xED; situaci </span></td>
            <td><span class="t s7_108 t29_108_new">31.12.2024 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s7_108 t2a_108_new">D &#x2013; Odlo&#x17E;en&#xE1; da&#x148;ov&#xE1; pohled&#xE1;vka </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s7_108 t2b_108_new">18 511 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s7_108 t2c_108_new">3 450 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s7_108 t2d_108_new">21 961 </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td><span class="t s7_108 t2e_108_new">Konsolidovan&#xFD; v&#xFD;kaz o </span><span style="display:block;height:0px"> </span><span class="t s8_108 t2f_108_new">finan&#x10D;n&#xED; situaci </span></td>
            <td><span class="t s7_108 t2g_108_new">31.12.2024 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s7_108 t2h_108_new">S &#x2013; Odlo&#x17E;en&#xFD; da&#x148;ov&#xFD; z&#xE1;vazek </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s7_108 t2i_108_new">233 297 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s7_108 t2j_108_new">157 709 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s7_108 t2k_108_new">391 006 </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td><span class="t s7_108 t2l_108_new">Konsolidovan&#xFD; v&#xFD;kaz o </span><span style="display:block;height:0px"> </span><span class="t s8_108 t2m_108_new">finan&#x10D;n&#xED; situaci </span></td>
            <td><span class="t s7_108 t2n_108_new">31.12.2024 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s7_108 t2o_108_new">O &#x2013; Nerozd&#x11B;len&#xFD; zisk </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s7_108 t2p_108_new">746 168 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s7_108 t2q_108_new">(154 259) </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s7_108 t2r_108_new">591 909 </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td><span class="t s7_108 t2s_108_new">Konsolidovan&#xFD; v&#xFD;kaz o </span><span style="display:block;height:0px"> </span><span class="t s8_108 t2t_108_new">finan&#x10D;n&#xED; situaci </span></td>
            <td><span class="t s7_108 t2u_108_new">31.12.2024 </span></td>
            <td><span class="t s7_108 t2v_108_new">P &#x2013; Vlastn&#xED; kapit&#xE1;l p&#x159;ipadaj&#xED;c&#xED; </span><span style="display:block;height:0px"> </span><span class="t s8_108 t2w_108_new">vlastn&#xED;k&#x16F;m mate&#x159;sk&#xE9; spole&#x10D;nosti </span></td>
            <td><span class="t s7_108 t2x_108_new">1 250 615 </span></td>
            <td><span class="t s7_108 t2y_108_new">(154 259) </span></td>
            <td><span class="t s7_108 t2z_108_new">1 096 356 </span></td>
          </tr>
          <tr>
            <td><span class="t s7_108 t30_108_new">Konsolidovan&#xFD; v&#xFD;kaz o </span><span style="display:block;height:0px"> </span><span class="t s8_108 t31_108_new">finan&#x10D;n&#xED; situaci</span></td>
            <td><span class="t s7_108 t32_108_new">31.12.2024 </span></td>
            <td><span class="t s7_108 t33_108_new">AD &#x2013; Vlastn&#xED; kapit&#xE1;l a z&#xE1;vazky celkem </span></td>
            <td><span class="t s7_108 t34_108_new">4 614 254 </span></td>
            <td><span class="t s7_108 t35_108_new">3 450 </span></td>
            <td><span class="t s7_108 t36_108_new">4 617 704</span></td>
          </tr>
        
      </table>
    </ix:nonNumeric><span class="t s0_108 t1_108">108 </span>
  </div>

  <div class="div-absolute" style="margin:0px auto;visibility:visible !important;position:relative;background-color:white;width:909px;height:1286px !important">
    <div style="-webkit-user-select:none">
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    </div><span class="t s1_109 t2_109">3. </span><span class="t s2_109 t3_109">Dopl&#x148;uj&#xED;c&#xED; informace ke konsolidovan&#xE9;mu v&#xFD;kazu finan&#x10D;n&#xED; situace </span>
    <ix:nonNumeric id="Fxbrl_20260506151743241" name="ifrs-full:DisclosureOfInvestmentPropertyExplanatory" contextRef="C_20250101to20251231" continuedAt="F20260506151803677" escape="true">
      <span class="t s3_109 t4_109">3.1. Investi&#x10D;n&#xED; nemovit&#xFD; majetek </span><span style="display:block;height:0px"/>
      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="ta5778900a753680fade49101bf5b4225">
        
          <tr>
            <td style="width:auto"/>
            <td colspan="2"><span class="t s4_109 t5_109_new">&#x10C;esk&#xE1; republika </span></td>
            <td colspan="2"><span class="t s5_109 t6_109_new">Slovensk&#xE1; republika </span></td>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td><span class="t s1_109 t7_109_new">2025 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s5_109 t8_109_new">Retail </span><span style="display:block;height:0px"> </span><span class="t s5_109 t9_109_new">Parky </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_109 ta_109_new">Investi&#x10D;n&#xED; </span><span style="display:block;height:0px"> </span><span class="t s5_109 tb_109_new">majetek ve </span><span style="display:block;height:0px"> </span><span class="t s4_109 tc_109_new">v&#xFD;stavb&#x11B; </span></td>
            <td><span class="t s5_109 td_109_new">Retail </span><span style="display:block;height:0px"> </span><span class="t s5_109 te_109_new">Parky </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_109 tf_109_new">Investi&#x10D;n&#xED; </span><span style="display:block;height:0px"> </span><span class="t s5_109 tg_109_new">majetek ve </span><span style="display:block;height:0px"> </span><span class="t s4_109 th_109_new">v&#xFD;stavb&#x11B; </span></td>
            <td><span class="t s5_109 ti_109_new">Celkem </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td><span class="t s4_109 tj_109_new">Re&#xE1;ln&#xE1; hodnota investi&#x10D;n&#xED;ho majetku na za&#x10D;&#xE1;tku </span><span style="display:block;height:0px"> </span><span class="t s5_109 tk_109_new">obdob&#xED; </span></td>
            <td><span class="t s5_109 tl_109_new">2 859 405 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s5_109 tm_109_new">0 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s5_109 tn_109_new">1 299 294 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s5_109 to_109_new" style="margin-right:4px">312 973 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s5_109 tp_109_new">4 471 672 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_109 tq_109_new">Po&#x159;&#xED;zen&#xFD; investi&#x10D;n&#xED; majetek </span></td>
            <td style="width:auto"><span class="t s7_109 tr_109_new">570 599 </span></td>
            <td style="width:auto"><span class="t s7_109 ts_109_new">0 </span></td>
            <td style="width:auto"><span class="t s7_109 tt_109_new">0 </span></td>
            <td style="width:auto"><span class="t s7_109 tu_109_new">0 </span></td>
            <td style="width:auto"><span class="t s5_109 tv_109_new">570 599 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_109 tw_109_new">Kapit&#xE1;lov&#xE9; v&#xFD;daje </span></td>
            <td style="width:auto"><span class="t s7_109 tx_109_new">12 046 </span></td>
            <td style="width:auto"><span class="t s7_109 ty_109_new">0 </span></td>
            <td style="width:auto"><span class="t s7_109 tz_109_new">8 692 </span></td>
            <td style="width:auto"><span class="t s7_109 t10_109_new">72 693 </span></td>
            <td style="width:auto"><span class="t s5_109 t11_109_new">93 431 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_109 t12_109_new">Za&#x159;azen&#xED; do u&#x17E;&#xED;v&#xE1;n&#xED; </span></td>
            <td style="width:auto"><span class="t s7_109 t13_109_new">0 </span></td>
            <td style="width:auto"><span class="t s7_109 t14_109_new">0 </span></td>
            <td style="width:auto"><span class="t s7_109 t15_109_new">109 244 </span></td>
            <td style="width:auto"><span class="t s7_109 t16_109_new">(109 244) </span></td>
            <td style="width:auto"><span class="t s5_109 t17_109_new">0 </span></td>
          </tr>
          <tr>
            <td><span class="t s6_109 t18_109_new">Vy&#x159;azen&#xED; </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s7_109 t19_109_new">(5 248) </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s7_109 t1a_109_new">0 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s7_109 t1b_109_new">-193 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s7_109 t1c_109_new">(5 942) </span></td>
            <td><span class="t s5_109 t1d_109_new">(11 383) </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_109 t1e_109_new">Vliv Kurzu na zm&#x11B;nu re&#xE1;ln&#xE9; hodnoty </span></td>
            <td style="width:auto"><span class="t s7_109 t1f_109_new">0 </span></td>
            <td style="width:auto"><span class="t s7_109 t1g_109_new">0 </span></td>
            <td style="width:auto"><span class="t s7_109 t1h_109_new">(52 562) </span></td>
            <td style="width:auto"><span class="t s7_109 t1i_109_new">(7 613) </span></td>
            <td style="width:auto"><span class="t s5_109 t1j_109_new">(60 175) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_109 t1k_109_new">Kurzov&#xFD; rozd&#xED;l </span></td>
            <td style="width:auto"><span class="t s7_109 t1l_109_new">0 </span></td>
            <td style="width:auto"><span class="t s7_109 t1m_109_new">0 </span></td>
            <td style="width:auto"><span class="t s7_109 t1n_109_new">0 </span></td>
            <td style="width:auto"><span class="t s7_109 t1o_109_new">0 </span></td>
            <td style="width:auto"><span class="t s5_109 t1p_109_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_109 t1q_109_new">P&#x159;ecen&#x11B;n&#xED; na re&#xE1;lnou hodnotu </span></td>
            <td style="width:auto"><span class="t s7_109 t1r_109_new">112 036 </span></td>
            <td style="width:auto"><span class="t s7_109 t1s_109_new">0 </span></td>
            <td style="width:auto"><span class="t s7_109 t1t_109_new">68 161 </span></td>
            <td style="width:auto"><span class="t s7_109 t1u_109_new">50 136 </span></td>
            <td style="width:auto"><span class="t s5_109 t1v_109_new">230 334 </span></td>
          </tr>
          <tr>
            <td><span class="t s4_109 t1w_109_new">Re&#xE1;ln&#xE1; hodnota investi&#x10D;n&#xED;ho majetku na konci </span><span style="display:block;height:0px"> </span><span class="t s5_109 t1x_109_new">obdob&#xED;</span></td>
            <td><span class="t s5_109 t1y_109_new">3 548 838 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s5_109 t1z_109_new">0 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s5_109 t20_109_new">1 432 636 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s5_109 t21_109_new" style="margin-right:4px">313 003 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s5_109 t22_109_new">5 294 477 </span></td>
          </tr>
        
      </table>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t89721ae68bce0441713978e16542eda1">
        
          <tr>
            <td style="width:auto"/>
            <td colspan="2"><span class="t s4_109 t23_109_new">&#x10C;esk&#xE1; republika </span></td>
            <td colspan="2"><span class="t s5_109 t24_109_new">Slovensk&#xE1; republika </span></td>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td><span class="t s1_109 t26_109_new">2024 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s5_109 t27_109_new">Retail </span><span style="display:block;height:0px"> </span><span class="t s5_109 t28_109_new">Parky </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_109 t29_109_new">Investi&#x10D;n&#xED; </span><span style="display:block;height:0px"> </span><span class="t s5_109 t2a_109_new">majetek ve </span><span style="display:block;height:0px"> </span><span class="t s4_109 t2b_109_new">v&#xFD;stavb&#x11B; </span></td>
            <td><span class="t s5_109 t2c_109_new">Retail </span><span style="display:block;height:0px"> </span><span class="t s5_109 t2d_109_new">Parky </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_109 t2e_109_new">Investi&#x10D;n&#xED; </span><span style="display:block;height:0px"> </span><span class="t s5_109 t2f_109_new">majetek ve </span><span style="display:block;height:0px"> </span><span class="t s4_109 t2g_109_new">v&#xFD;stavb&#x11B; </span></td>
            <td><span class="t s5_109 t25_109_new">Celkem </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td><span class="t s4_109 t2h_109_new">Re&#xE1;ln&#xE1; hodnota investi&#x10D;n&#xED;ho majetku na za&#x10D;&#xE1;tku </span><span style="display:block;height:0px"> </span><span class="t s5_109 t2i_109_new">obdob&#xED; </span></td>
            <td><span class="t s5_109 t2j_109_new">2 666 592 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s5_109 t2k_109_new">0 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s5_109 t2l_109_new">1 243 074 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s5_109 t2m_109_new" style="margin-right:4px">89 882 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s5_109 t2n_109_new">3 999 548 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_109 t2o_109_new">Po&#x159;&#xED;zen&#xFD; investi&#x10D;n&#xED; majetek </span></td>
            <td style="width:auto"><span class="t s7_109 t2p_109_new">0 </span></td>
            <td style="width:auto"><span class="t s7_109 t2q_109_new">0 </span></td>
            <td style="width:auto"><span class="t s7_109 t2r_109_new">0 </span></td>
            <td style="width:auto"><span class="t s7_109 t2s_109_new">0 </span></td>
            <td style="width:auto"><span class="t s5_109 t2t_109_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_109 t2u_109_new">Kapit&#xE1;lov&#xE9; v&#xFD;daje </span></td>
            <td style="width:auto"><span class="t s7_109 t2v_109_new">36 494 </span></td>
            <td style="width:auto"><span class="t s7_109 t2w_109_new">0 </span></td>
            <td style="width:auto"><span class="t s7_109 t2x_109_new">10 772 </span></td>
            <td style="width:auto"><span class="t s7_109 t2y_109_new">239 482 </span></td>
            <td style="width:auto"><span class="t s5_109 t2z_109_new">286 748 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_109 t30_109_new">Za&#x159;azen&#xED; do u&#x17E;&#xED;v&#xE1;n&#xED; </span></td>
            <td style="width:auto"><span class="t s7_109 t31_109_new">0 </span></td>
            <td style="width:auto"><span class="t s7_109 t32_109_new">0 </span></td>
            <td style="width:auto"><span class="t s7_109 t33_109_new">0 </span></td>
            <td style="width:auto"><span class="t s7_109 t34_109_new">0 </span></td>
            <td style="width:auto"><span class="t s5_109 t35_109_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_109 t36_109_new">Vy&#x159;azen&#xED; </span></td>
            <td style="width:auto"><span class="t s7_109 t37_109_new">-878 </span></td>
            <td style="width:auto"><span class="t s7_109 t38_109_new">0 </span></td>
            <td style="width:auto"><span class="t s7_109 t39_109_new">0 </span></td>
            <td style="width:auto"><span class="t s7_109 t3a_109_new">0 </span></td>
            <td style="width:auto"><span class="t s5_109 t3b_109_new">-878 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_109 t3c_109_new">Vliv Kurzu na zm&#x11B;nu re&#xE1;ln&#xE9; hodnoty </span></td>
            <td style="width:auto"><span class="t s7_109 t3d_109_new">0 </span></td>
            <td style="width:auto"><span class="t s7_109 t3e_109_new">0 </span></td>
            <td style="width:auto"><span class="t s7_109 t3f_109_new">23 127 </span></td>
            <td style="width:auto"><span class="t s7_109 t3g_109_new">1 673 </span></td>
            <td style="width:auto"><span class="t s5_109 t3h_109_new">24 800 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_109 t3i_109_new">Kurzov&#xFD; rozd&#xED;l </span></td>
            <td style="width:auto"><span class="t s7_109 t3j_109_new">0 </span></td>
            <td style="width:auto"><span class="t s7_109 t3k_109_new">0 </span></td>
            <td style="width:auto"><span class="t s7_109 t3l_109_new">0 </span></td>
            <td style="width:auto"><span class="t s7_109 t3m_109_new">0 </span></td>
            <td style="width:auto"><span class="t s5_109 t3n_109_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_109 t3o_109_new">P&#x159;ecen&#x11B;n&#xED; na re&#xE1;lnou hodnotu </span></td>
            <td style="width:auto"><span class="t s7_109 t3p_109_new">157 197 </span></td>
            <td style="width:auto"><span class="t s7_109 t3q_109_new">0 </span></td>
            <td style="width:auto"><span class="t s7_109 t3r_109_new">22 321 </span></td>
            <td style="width:auto"><span class="t s7_109 t3s_109_new">-18 064 </span></td>
            <td style="width:auto"><span class="t s5_109 t3t_109_new">161 454 </span></td>
          </tr>
          <tr>
            <td><span class="t s4_109 t3u_109_new">Re&#xE1;ln&#xE1; hodnota investi&#x10D;n&#xED;ho majetku na konci </span><span style="display:block;height:0px"> </span><span class="t s5_109 t3v_109_new">obdob&#xED;</span></td>
            <td><span class="t s5_109 t3w_109_new">2 859 405 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s5_109 t3x_109_new">0 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s5_109 t3y_109_new">1 299 294 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s5_109 t3z_109_new" style="margin-right:4px">312 973 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s5_109 t40_109_new">4 471 672 </span><span style="display:block;height:0px"> </span></td>
          </tr>
        
      </table>
      <span class="t s8_109 t41_109">V roce 2025 do&#x161;lo k prodeji pozemku RP Trutnov v hodnot&#x11B; 14 000 tis. K&#x10D;, p&#x159;i&#x10D;em&#x17E; z&#x16F;statkov&#xE1; hodnota &#x10D;inila </span><span style="display:block;height:0px"/><span class="t s8_109 t42_109">4 568 tis. K&#x10D; (dal&#x161;&#xED; vy&#x159;azen&#xED; majetku, viz tabulka v&#xFD;&#x161;e, prob&#x11B;hlo v retail parc&#xED;ch Mlad&#xE1; Boleslav a Ark&#xE1;da Prost&#x11B;jov). </span><span style="display:block;height:0px"/><span class="t s9_109 t43_109">&#x10C;ist&#xFD; realizovan&#xFD; v&#xFD;nos z prodeje nemovit&#xE9;ho majetku v retail parku Trutnov je v roce 2025 v hodnot&#x11B; 9 432 tis. K&#x10D;. </span><span style="display:block;height:0px"/><span class="t s9_109 t44_109">Investi&#x10D;n&#xED; nemovit&#xFD; majetek k 31. prosinci 2025 je tvo&#x159;en t&#x11B;mito nemovitostmi: </span><span style="display:block;height:0px"/><span class="t s8_109 t45_109">- Retail Park T&#xE1;bor &#x2013; maloobchodn&#xED; n&#xE1;kupn&#xED; centrum v T&#xE1;bo&#x159;e, Sob&#x11B;slavsk&#xE1; 3046. </span><span style="display:block;height:0px"/><span class="t s8_109 t46_109">- Retail Park Severka Liberec &#x2013; maloobchodn&#xED; n&#xE1;kupn&#xED; centrum v Liberci, Sousedsk&#xE1; 607, Liberec XI - </span><span class="t s9_109 t47_109">R&#x16F;&#x17E;odol, </span><span style="display:block;height:0px"/><span class="t s8_109 t48_109">- Saratov Shopping Centre &#x2013; maloobchodn&#xED; n&#xE1;kupn&#xED; centrum v Bratislav&#x11B;, Saratovsk&#xE1; 13, Bratislava, Slovensko </span><span style="display:block;height:0px"/><span class="t s8_109 t49_109">- Retail park Senica &#x2013; maloobchodn&#xED; n&#xE1;kupn&#xED; centrum v Senice, Obchodn&#xE1; ulica 3, Senica, Slovensko </span><span style="display:block;height:0px"/><span class="t s8_109 t4a_109">- Retail Park Pie&#x161;tany &#x2013; investi&#x10D;n&#xED; pozemek ur&#x10D;en&#xFD; k v&#xFD;stavb&#x11B; n&#xE1;kupn&#xED;ho centra, katastr&#xE1;ln&#xED; &#xFA;zem&#xED; Pie&#x161;&#x165;any </span><span style="display:block;height:0px"/><span class="t s8_109 t4b_109">- Retail Park Star&#xE9; m&#x11B;sto &#x2013; maloobchodn&#xED; n&#xE1;kupn&#xED; centrum ve Star&#xE9;m M&#x11B;st&#x11B;, katastr&#xE1;ln&#xED; &#xFA;zem&#xED; Star&#xE9; m&#x11B;sto </span><span style="display:block;height:0px"/><span class="t s8_109 t4c_109">- Retail Park Mlad&#xE1; Boleslav &#x2013; maloobchodn&#xED; n&#xE1;kupn&#xED; centrum v Boleslavi, na adrese Ji&#x10D;&#xED;nsk&#xE1; 1418</span><span style="display:block;height:0px"/>
    </ix:nonNumeric><span class="t s8_109 t4c_109"> </span><span class="t s0_109 t1_109">109 </span>
  </div>

  <div class="div-absolute" style="margin:0px auto;visibility:visible !important;position:relative;background-color:white;width:909px;height:1286px !important">
    <div style="-webkit-user-select:none">
      <img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEX///+nxBvIAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/>
    </div>
    <ix:continuation id="F20260506151803677" continuedAt="F20260506151842093">
      <span class="t s1_110 t2_110">- Retail Park Trnava &#x2013; maloobchodn&#xED; n&#xE1;kupn&#xED; centrum v Trnav&#x11B;, na adrese Nov&#xE1; 6, Slovensko </span><span style="display:block;height:0px"/><span class="t s1_110 t3_110">- Pre&#x161;ov Retail Park &#x2013; maloobchodn&#xED; n&#xE1;kupn&#xED; centrum v Pre&#x161;ov&#x11B;, na adrese Solivarsk&#xE1; 14839/1C </span><span style="display:block;height:0px"/><span class="t s1_110 t4_110">- Retail Park Choce&#x148; &#x2013; maloobchodn&#xED; n&#xE1;kupn&#xED; centrum v Chocni, na adrese Pardubick&#xE1; 644, Choce&#x148; </span><span style="display:block;height:0px"/><span class="t s1_110 t5_110">- Retail Park Milevsko &#x2013; maloobchodn&#xED; n&#xE1;kupn&#xED; centrum v Milevsku, na adrese Blanick&#xE1; 39901, Milevsko </span><span style="display:block;height:0px"/><span class="t s1_110 t6_110">- Retail Park Levice &#x2013; maloobchodn&#xED; n&#xE1;kupn&#xED; centrum (etapa I) a budouc&#xED; development retail parku (etapa II) </span><span style="display:block;height:0px"/><span class="t s1_110 t7_110">- Retail Park Trutnov &#x2013; n&#xE1;kupn&#xED; centrum v Trutnov&#x11B; na adrese Obchodn&#xED; 136, 54101 Trutnov </span><span style="display:block;height:0px"/><span class="t s1_110 t8_110">- Ark&#xE1;da Prost&#x11B;jov &#x2013; t&#x159;i retail parky a jedno n&#xE1;kupn&#xED; centrum na adrese Kone&#x10D;n&#xE1; 452/23, Dr&#x17E;ovice-Prost&#x11B;jov 7 </span><span style="display:block;height:0px"/><span class="t s2_110 t9_110">Investi&#x10D;n&#xED; nemovit&#xFD; majetek k 31. prosinci 2024 byl tvo&#x159;en stejn&#xFD;mi nemovitostmi (mimo Ark&#xE1;da Prost&#x11B;jov). N&#xE1;r&#x16F;st </span><span style="display:block;height:0px"/><span class="t s2_110 ta_110">investi&#x10D;n&#xED;ho majetku je tedy zp&#x16F;soben jak p&#x159;ecen&#x11B;n&#xED;m majetku ke konci roku, tak novou akvizic&#xED;. </span><span style="display:block;height:0px"/><span class="t s2_110 tb_110">Kapit&#xE1;lov&#xE9; v&#xFD;daje p&#x159;edstavuj&#xED; n&#xE1;klady vynalo&#x17E;en&#xE9; na zv&#xFD;&#x161;en&#xED; obecn&#xE9;ho standardu nemovitosti a nejsou p&#x159;i&#x159;aditeln&#xE9; </span><span style="display:block;height:0px"/><span class="t s1_110 tc_110">ke konkr&#xE9;tn&#xED;mu n&#xE1;jemci. </span><span style="display:block;height:0px"/><span class="t s2_110 td_110">Pozemky na Slovensku p&#x159;edstavuj&#xED; retail parky ve f&#xE1;zi p&#x159;&#xED;pravy a jejich hodnota je stanoven na &#xFA;rovni &#x201E;residual </span><span style="display:block;height:0px"/><span class="t s2_110 te_110">value&#x201C; (detail v kapitole 5). </span><span style="display:block;height:0px"/><span class="t s3_110 tf_110">Z&#xE1;stavy </span><span style="display:block;height:0px"/><span class="t s2_110 tg_110">V&#x161;echny bankovn&#xED; &#xFA;v&#x11B;ry Skupiny byly v roce 2025, stejn&#x11B; jako 2024, zaji&#x161;t&#x11B;ny standardn&#xED;mi z&#xE1;stavn&#xED;mi pr&#xE1;vy </span><span style="display:block;height:0px"/><span class="t s1_110 th_110">k nemovitostem v&#x10D;etn&#x11B;: pohled&#xE1;vek z pron&#xE1;jmu, poji&#x161;t&#x11B;n&#xED;, &#xFA;&#x10D;t&#x16F;, z&#xE1;ruk od n&#xE1;jemc&#x16F; nebo gener&#xE1;ln&#xED;ch dodavatel&#x16F;; </span><span style="display:block;height:0px"/><span class="t s2_110 ti_110">z&#xE1;stavy obchodn&#xED;ch pod&#xED;l&#x16F; nebo pod&#xED;l&#x16F;, z&#xE1;stavy budov a pozemk&#x16F;, dohoda o pod&#x159;&#xED;zen&#xED; na&#x161;ich mezipodnikov&#xFD;ch </span><span style="display:block;height:0px"/><span class="t s2_110 tj_110">p&#x16F;j&#x10D;ek a not&#xE1;&#x159;sk&#xE9; listiny. </span><span style="display:block;height:0px"/><span class="t s4_110 tk_110">Oce&#x148;ovac&#xED; proces </span><span style="display:block;height:0px"/><span class="t s2_110 tl_110">Oce&#x148;ov&#xE1;n&#xED; se prov&#xE1;d&#xED; jednou ro&#x10D;n&#x11B; na ke konci &#xFA;&#x10D;etn&#xED;ho obdob&#xED;. Veden&#xED; skupiny t&#xED;m pov&#x11B;&#x159;ilo spole&#x10D;nost Cushman </span><span style="display:block;height:0px"/><span class="t s1_110 tm_110">&amp; Wakefield jako extern&#xED;ho nez&#xE1;visl&#xE9;ho odhadce, kter&#xFD; je p&#x159;&#xED;slu&#x161;n&#x11B; kvalifikov&#xE1;n a m&#xE1; zku&#x161;enost v lokalit&#xE1;ch </span><span style="display:block;height:0px"/><span class="t s1_110 tn_110">a segmentech, do nich&#x17E; n&#xE1;le&#x17E;&#xED; oce&#x148;ovan&#xFD; investi&#x10D;n&#xED; majetek. Na z&#xE1;klad&#x11B; intern&#xED;ch pravidel financuj&#xED;c&#xED; banky </span><span style="display:block;height:0px"/><span class="t s2_110 to_110">Unicredit Bank, se ka&#x17E;d&#xE9; dva roky poskytovatel slu&#x17E;eb oce&#x148;ov&#xE1;n&#xED; m&#x11B;n&#xED;. V roce 2025 bylo ocen&#x11B;n&#xED; provedeno v&#xFD;&#x161;e </span><span style="display:block;height:0px"/><span class="t s2_110 tp_110">zm&#xED;n&#x11B;n&#xFD;m znalcem podruh&#xE9;. </span><span style="display:block;height:0px"/><span class="t s2_110 tq_110">Odhadci maj&#xED; p&#x159;&#xED;stup k dokument&#x16F;m, kter&#xE9; p&#x159;edstavuj&#xED; podklady pro jejich zkoum&#xE1;n&#xED;, v&#x10D;etn&#x11B; &#xFA;daj&#x16F; o nemovitostech, </span><span style="display:block;height:0px"/><span class="t s2_110 tr_110">skute&#x10D;n&#xFD;ch &#x10D;&#xED;sel a rozpo&#x10D;t&#x16F;. V&#xFD;sledky ocen&#x11B;n&#xED; jsou pot&#xE9; projedn&#xE1;ny s veden&#xED;m k zaji&#x161;t&#x11B;n&#xED; toho, aby byl respektov&#xE1;n </span><span style="display:block;height:0px"/><span class="t s2_110 ts_110">p&#x159;edpoklad maxim&#xE1;ln&#xED;ho a nejlep&#x161;&#xED;ho u&#x17E;&#xED;v&#xE1;n&#xED; a aby re&#xE1;ln&#xE9; hodnoty zachycovaly nejnov&#x11B;j&#x161;&#xED; aktualizace souvisej&#xED;c&#xED; </span><span style="display:block;height:0px"/><span class="t s1_110 tt_110">s projekty. V&#xFD;znamn&#xE9; zm&#x11B;ny ocen&#x11B;n&#xED;, p&#x159;edpoklady a vstupy jsou systematicky p&#x159;ezkoum&#xE1;v&#xE1;ny a br&#xE1;ny v potaz </span><span style="display:block;height:0px"/><span class="t s2_110 tu_110">kontroln&#xED;m odd&#x11B;len&#xED;m a veden&#xED;m. </span><span style="display:block;height:0px"/><span class="t s4_110 tv_110">Oce&#x148;ovac&#xED; techniky </span><span style="display:block;height:0px"/><span class="t s2_110 tw_110">Nejlep&#x161;&#xED;m d&#x16F;kazem re&#xE1;ln&#xE9; hodnoty jsou b&#x11B;&#x17E;n&#xE9; ceny obdobn&#xFD;ch aktiv na aktivn&#xED;m trhu. Pokud nejsou k dispozici </span><span style="display:block;height:0px"/><span class="t s2_110 tx_110">tyto informace, Skupina stanov&#xED; &#x10D;&#xE1;stku v rozmez&#xED; p&#x159;im&#x11B;&#x159;en&#xFD;ch odhad&#x16F; re&#xE1;ln&#xFD;ch hodnot. P&#x159;i ur&#x10D;en&#xED; re&#xE1;ln&#xE9; hodnoty </span><span style="display:block;height:0px"/><span class="t s1_110 ty_110">ke dni 31. prosince 2025 pou&#x17E;ila Skupina n&#xE1;sleduj&#xED;c&#xED; oce&#x148;ovac&#xED; techniku: p&#x159;&#xED;m&#xE1; kapitalizace pen&#x11B;&#x17E;n&#xED;ch tok&#x16F;. K 31. </span><span style="display:block;height:0px"/><span class="t s1_110 tz_110">prosinci 2024 pou&#x17E;ila Skupina stejnou oce&#x148;ovac&#xED; techniku. </span><span style="display:block;height:0px"/><span class="t s2_110 t10_110">Pen&#x11B;&#x17E;n&#xED; toky, se kter&#xFD;mi oce&#x148;ovac&#xED; techniky pracuj&#xED; jsou odvozeny z ustanoven&#xED; st&#xE1;vaj&#xED;c&#xED;ch n&#xE1;jemn&#xED;ch a jin&#xFD;ch </span><span style="display:block;height:0px"/><span class="t s1_110 t11_110">smluv a v p&#x159;&#xED;slu&#x161;n&#xFD;ch p&#x159;&#xED;padech z vn&#x11B;j&#x161;&#xED;ch d&#x16F;kaz&#x16F;, nap&#x159;&#xED;klad z b&#x11B;&#x17E;n&#xE9;ho tr&#x17E;n&#xED;ho n&#xE1;jemn&#xE9;ho podobn&#xFD;ch nemovitost&#xED; </span><span style="display:block;height:0px"/><span class="t s2_110 t12_110">ve stejn&#xE9; lokalit&#x11B; a ve stejn&#xE9;m stavu, a s pou&#x17E;it&#xED;m diskontn&#xED;ch sazeb, kter&#xE9; zachycuj&#xED; b&#x11B;&#x17E;n&#xE9; tr&#x17E;n&#xED; posouzen&#xED; nejistoty </span><span style="display:block;height:0px"/><span class="t s2_110 t13_110">ohledn&#x11B; v&#xFD;&#x161;e a na&#x10D;asov&#xE1;n&#xED; pen&#x11B;&#x17E;n&#xED;ch tok&#x16F;. </span><span style="display:block;height:0px"/><span class="t s1_110 t14_110">Re&#xE1;ln&#xE1; hodnota nemovitosti vych&#xE1;z&#xED; z maxim&#xE1;ln&#xED;ho a nejlep&#x161;&#xED;ho u&#x17E;&#xED;v&#xE1;n&#xED; investi&#x10D;n&#xED;ho nemovit&#xE9;ho majetku </span><span style="display:block;height:0px"/><span class="t s2_110 t15_110">popsan&#xE9;ho v IFRS 13. Bere na z&#x159;etel u&#x17E;&#xED;v&#xE1;n&#xED; aktiva, kter&#xE9; je fyzicky mo&#x17E;n&#xE9;, povolen&#xE9; pr&#xE1;vn&#xED;mi p&#x159;edpisy a finan&#x10D;n&#x11B; </span><span style="display:block;height:0px"/><span class="t s1_110 t16_110">realizovateln&#xE9;. Z obecn&#xE9;ho hlediska je za maxim&#xE1;ln&#xED; a nejlep&#x161;&#xED; u&#x17E;&#xED;v&#xE1;n&#xED; pova&#x17E;ov&#xE1;no b&#x11B;&#x17E;n&#xE9; u&#x17E;&#xED;v&#xE1;n&#xED; aktiva, ale byla </span><span style="display:block;height:0px"/><span class="t s2_110 t17_110">systematicky testov&#xE1;na a pe&#x10D;liv&#x11B; posouzena i &#xFA;pln&#xE1; p&#x159;estavba. </span><span style="display:block;height:0px"/><span class="t s2_110 t18_110">Investi&#x10D;n&#xED; nemovit&#xFD; majetek je klasifikov&#xE1;n podle povahy nemovitost&#xED; a s nimi spojen&#xFD;ch rizik. Berou se v z&#xE1;sad&#x11B; </span><span style="display:block;height:0px"/><span class="t s1_110 t19_110">v &#xFA;vahu tyto faktory: </span><span style="display:block;height:0px"/><span class="t s1_110 t1a_110">- lokalita, </span><span style="display:block;height:0px"/><span class="t s1_110 t1b_110">- povaha (kancel&#xE1;&#x159;sk&#xE1; budova, maloobchodn&#xED; objekt, sklad apod.) </span><span style="display:block;height:0px"/><span class="t s1_110 t1c_110">- potenci&#xE1;ln&#xED; p&#x159;idan&#xE1; hodnota, </span><span style="display:block;height:0px"/><span class="t s1_110 t1d_110">- stav, udr&#x17E;ovanost. </span><span style="display:block;height:0px"/><span class="t s2_110 t1e_110">Smlouvy o n&#xE1;jmu obsahuj&#xED; ustanoven&#xED; o progresivn&#xED;m r&#x16F;stu n&#xE1;jemn&#xE9;ho v souladu s indexem spot&#x159;ebitelsk&#xFD;ch cen.</span><span style="display:block;height:0px"/>
    </ix:continuation><span class="t s0_110 t1_110">110 </span>
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    <div style="-webkit-user-select:none">
      <img alt=" " 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    <ix:continuation id="F20260506151842093">
      <span class="t s1_111 t2_111">N&#xE1;jemn&#xE9; se plat&#xED; m&#x11B;s&#xED;&#x10D;n&#x11B; p&#x159;edem. O p&#x159;&#xED;jmu z n&#xE1;jmu se &#xFA;&#x10D;tuje line&#xE1;rn&#x11B;. </span><span class="t s2_111 t3_111">N&#x11B;kter&#xE9; smlouvy o n&#xE1;jmu obsahuj&#xED; </span><span style="display:block;height:0px"/><span class="t s2_111 t4_111">ustanoven&#xED; o zlep&#x161;en&#xED; najat&#xFD;ch prostor a o kompenza&#x10D;n&#xED;ch platb&#xE1;ch pronaj&#xED;matele za p&#x159;estavbu. </span><span style="display:block;height:0px"/><span class="t s3_111 t5_111">Shrnut&#xED; portfolia &#x2013; tr&#x17E;n&#xED; hodnota </span><span style="display:block;height:0px"/>
      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t0efb704f2105452c977338a9d5c411f5">
        
          <tr>
            <td style="width:auto"/>
            <td colspan="3"><span class="t s4_111 t6_111_new">31.12.2025 </span></td>
            <td colspan="3"><span class="t s4_111 t7_111_new">31.12.2024 </span></td>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td><span class="t s5_111 t8_111_new">&#x10C;esk&#xE1; </span><span style="display:block;height:0px"> </span><span class="t s4_111 t9_111_new">republika </span></td>
            <td><span class="t s4_111 ta_111_new">Retail </span><span style="display:block;height:0px"> </span><span class="t s4_111 tb_111_new">Parky </span></td>
            <td><span class="t s4_111 tc_111_new">Inv. Maj. ve </span><span style="display:block;height:0px"> </span><span class="t s5_111 td_111_new">v&#xFD;stavb&#x11B; </span></td>
            <td><span class="t s4_111 te_111_new">Celkem </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_111 tf_111_new">Retail Parky </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_111 tg_111_new">Inv. Maj. ve </span><span style="display:block;height:0px"> </span><span class="t s5_111 th_111_new">v&#xFD;stavb&#x11B; </span></td>
            <td><span class="t s4_111 ti_111_new">Ostatn&#xED; </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_111 tj_111_new">Celkem </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_111 tk_111_new">T&#xE1;bor </span></td>
            <td style="width:auto"><span class="t s6_111 tl_111_new">345 976 </span></td>
            <td><span class="t s6_111 tm_111_new" style="margin-right:4px">0 </span></td>
            <td style="width:auto"><span class="t s6_111 tn_111_new">345 976 </span></td>
            <td style="width:auto"><span class="t s6_111 to_111_new">334 205 </span></td>
            <td style="width:auto"><span class="t s6_111 tp_111_new">0 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s6_111 tq_111_new">334 205 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_111 tr_111_new">Liberec </span></td>
            <td style="width:auto"><span class="t s6_111 ts_111_new">603 216 </span></td>
            <td><span class="t s6_111 tt_111_new" style="margin-right:4px">0 </span></td>
            <td style="width:auto"><span class="t s6_111 tu_111_new">603 216 </span></td>
            <td style="width:auto"><span class="t s6_111 tv_111_new">594 366 </span></td>
            <td style="width:auto"><span class="t s6_111 tw_111_new">0 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s6_111 tx_111_new">594 366 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_111 ty_111_new">Star&#xE9; m&#x11B;sto </span></td>
            <td style="width:auto"><span class="t s6_111 tz_111_new">213 356 </span></td>
            <td><span class="t s6_111 t10_111_new" style="margin-right:4px">0 </span></td>
            <td style="width:auto"><span class="t s6_111 t11_111_new">213 356 </span></td>
            <td style="width:auto"><span class="t s6_111 t12_111_new">211 050 </span></td>
            <td style="width:auto"><span class="t s6_111 t13_111_new">0 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s6_111 t14_111_new">211 050 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_111 t15_111_new">Mlad&#xE1; Boleslav </span></td>
            <td style="width:auto"><span class="t s6_111 t16_111_new">411 195 </span></td>
            <td><span class="t s6_111 t17_111_new" style="margin-right:4px">0 </span></td>
            <td style="width:auto"><span class="t s6_111 t18_111_new">411 195 </span></td>
            <td style="width:auto"><span class="t s6_111 t19_111_new">396 664 </span></td>
            <td style="width:auto"><span class="t s6_111 t1a_111_new">0 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s6_111 t1b_111_new">396 664 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_111 t1c_111_new">Milevsko </span></td>
            <td style="width:auto"><span class="t s6_111 t1d_111_new">176 261 </span></td>
            <td><span class="t s6_111 t1e_111_new" style="margin-right:4px">0 </span></td>
            <td style="width:auto"><span class="t s6_111 t1f_111_new">176 261 </span></td>
            <td style="width:auto"><span class="t s6_111 t1g_111_new">172 014 </span></td>
            <td style="width:auto"><span class="t s6_111 t1h_111_new">0 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s6_111 t1i_111_new">172 014 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_111 t1j_111_new">Trutnov </span></td>
            <td style="width:auto"><span class="t s6_111 t1k_111_new">929 650 </span></td>
            <td><span class="t s6_111 t1l_111_new" style="margin-right:4px">0 </span></td>
            <td style="width:auto"><span class="t s6_111 t1m_111_new">929 650 </span></td>
            <td style="width:auto"><span class="t s6_111 t1n_111_new">924 441 </span></td>
            <td style="width:auto"><span class="t s6_111 t1o_111_new">0 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s6_111 t1p_111_new">924 441 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_111 t1q_111_new">Prost&#x11B;jov </span></td>
            <td style="width:auto"><span class="t s6_111 t1r_111_new">633 037 </span></td>
            <td><span class="t s6_111 t1s_111_new" style="margin-right:4px">0 </span></td>
            <td style="width:auto"><span class="t s6_111 t1t_111_new">633 037 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_111 t1u_111_new">Choce&#x148; </span></td>
            <td style="width:auto"><span class="t s6_111 t1v_111_new">236 146 </span></td>
            <td><span class="t s6_111 t1w_111_new" style="margin-right:4px">0 </span></td>
            <td style="width:auto"><span class="t s6_111 t1x_111_new">236 146 </span></td>
            <td style="width:auto"><span class="t s6_111 t1y_111_new">226 665 </span></td>
            <td style="width:auto"><span class="t s6_111 t1z_111_new">0 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s6_111 t20_111_new">226 665 </span></td>
          </tr>
          <tr>
            <td><span class="t s5_111 t21_111_new">Celkem &#x10C;esk&#xE1; </span><span style="display:block;height:0px"> </span><span class="t s4_111 t22_111_new">rep. </span></td>
            <td><span class="t s4_111 t23_111_new">3 548 838 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_111 t24_111_new" style="margin-right:4px">0 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_111 t25_111_new">3 548 838 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_111 t26_111_new">2 859 404 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_111 t27_111_new">0 </span><span style="display:block;height:0px"> </span></td>
            <td/>
            <td><span class="t s4_111 t28_111_new">2 859 404 </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td><span class="t s4_111 t29_111_new">Slovensko </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_111 t2a_111_new">Retail </span><span style="display:block;height:0px"> </span><span class="t s4_111 t2b_111_new">Parky </span></td>
            <td><span class="t s4_111 t2c_111_new">Inv. Maj. ve </span><span style="display:block;height:0px"> </span><span class="t s5_111 t2d_111_new">v&#xFD;stavb&#x11B; </span></td>
            <td><span class="t s4_111 t2e_111_new">Celkem </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_111 t2f_111_new">Retail Parky </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_111 t2g_111_new">Inv. Maj. ve </span><span style="display:block;height:0px"> </span><span class="t s5_111 t2h_111_new">v&#xFD;stavb&#x11B; </span></td>
            <td><span class="t s4_111 t2i_111_new">Ostatn&#xED; </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_111 t2j_111_new">Celkem </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_111 t2k_111_new">Senica </span></td>
            <td style="width:auto"><span class="t s6_111 t2l_111_new">92 616 </span></td>
            <td><span class="t s6_111 t2m_111_new" style="margin-right:4px">0 </span></td>
            <td style="width:auto"><span class="t s6_111 t2n_111_new">92 616 </span></td>
            <td style="width:auto"><span class="t s6_111 t2o_111_new">90 918 </span></td>
            <td style="width:auto"><span class="t s6_111 t2p_111_new">0 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s6_111 t2q_111_new">90 918 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_111 t2r_111_new">Saratov </span></td>
            <td style="width:auto"><span class="t s6_111 t2s_111_new">357 371 </span></td>
            <td><span class="t s6_111 t2t_111_new" style="margin-right:4px">0 </span></td>
            <td style="width:auto"><span class="t s6_111 t2u_111_new">357 371 </span></td>
            <td style="width:auto"><span class="t s6_111 t2v_111_new">349 064 </span></td>
            <td style="width:auto"><span class="t s6_111 t2w_111_new">0 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s6_111 t2x_111_new">349 064 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_111 t2y_111_new">Pie&#x161;&#x165;any </span></td>
            <td style="width:auto"><span class="t s6_111 t2z_111_new">0 </span></td>
            <td><span class="t s6_111 t30_111_new">307 912 </span></td>
            <td style="width:auto"><span class="t s6_111 t31_111_new">307 912 </span></td>
            <td style="width:auto"><span class="t s6_111 t32_111_new">0 </span></td>
            <td style="width:auto"><span class="t s6_111 t33_111_new">200 724 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s6_111 t34_111_new">200 724 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_111 t35_111_new">Trnava </span></td>
            <td style="width:auto"><span class="t s6_111 t36_111_new">439 804 </span></td>
            <td><span class="t s6_111 t37_111_new">5 091 </span></td>
            <td style="width:auto"><span class="t s6_111 t38_111_new">444 896 </span></td>
            <td style="width:auto"><span class="t s6_111 t39_111_new">431 923 </span></td>
            <td style="width:auto"><span class="t s6_111 t3a_111_new">3 274 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s6_111 t3b_111_new">435 197 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_111 t3c_111_new">Pre&#x161;ov </span></td>
            <td style="width:auto"><span class="t s6_111 t3d_111_new">433 258 </span></td>
            <td><span class="t s6_111 t3e_111_new" style="margin-right:4px">0 </span></td>
            <td style="width:auto"><span class="t s6_111 t3f_111_new">433 258 </span></td>
            <td style="width:auto"><span class="t s6_111 t3g_111_new">427 389 </span></td>
            <td style="width:auto"><span class="t s6_111 t3h_111_new">0 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s6_111 t3i_111_new">427 389 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_111 t3j_111_new">Levice </span></td>
            <td style="width:auto"><span class="t s6_111 t3k_111_new">109 587 </span></td>
            <td/>
            <td style="width:auto"><span class="t s6_111 t3l_111_new">109 587 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s6_111 t3m_111_new">108 975 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s6_111 t3n_111_new">108 975 </span></td>
          </tr>
          <tr>
            <td><span class="t s4_111 t3o_111_new">Celkem </span><span style="display:block;height:0px"> </span><span class="t s4_111 t3p_111_new">Slovensko </span></td>
            <td><span class="t s4_111 t3q_111_new">1 432 637 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_111 t3r_111_new">313 003 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_111 t3s_111_new">1 745 640 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_111 t3t_111_new">1 299 294 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_111 t3u_111_new">312 974 </span><span style="display:block;height:0px"> </span></td>
            <td/>
            <td><span class="t s4_111 t3v_111_new">1 612 268 </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_111 t3w_111_new">Celkem </span></td>
            <td style="width:auto"><span class="t s4_111 t3x_111_new">4 981 475 </span></td>
            <td><span class="t s4_111 t3y_111_new">313 003 </span></td>
            <td style="width:auto"><span class="t s4_111 t3z_111_new">5 294 478 </span></td>
            <td style="width:auto"><span class="t s4_111 t40_111_new">4 158 698 </span></td>
            <td style="width:auto"><span class="t s4_111 t41_111_new">312 974 </span></td>
            <td style="width:auto"><span class="t s4_111 t42_111_new">0 </span></td>
            <td style="width:auto"><span class="t s4_111 t43_111_new">4 471 672</span></td>
          </tr>
        
      </table>
    </ix:continuation>
    <ix:nonNumeric id="Fxbrl_20260506152048484" name="ifrs-full:DisclosureOfTradeAndOtherReceivablesExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t s8_111 t44_111">3.2. Pohled&#xE1;vky z obchodn&#xED;ho styku a ostatn&#xED; pohled&#xE1;vky </span><span style="display:block;height:0px"/>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t38083f5c332dc0b44b73062ef0045dd5">
        
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s4_111 t45_111_new">31.12.2025 </span></td>
            <td style="width:auto"><span class="t s4_111 t46_111_new">31.12.2024 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_111 t47_111_new">Pohled&#xE1;vky z obchodn&#xED;ch vztah&#x16F; </span></td>
            <td style="width:auto"><span class="t s6_111 t48_111_new">51 528 </span></td>
            <td style="width:auto"><span class="t s6_111 t49_111_new">22 304 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_111 t4a_111_new">Z&#xE1;lohy na da&#x148; z p&#x159;&#xED;jmu </span></td>
            <td style="width:auto"><span class="t s6_111 t4b_111_new">489 </span></td>
            <td style="width:auto"><span class="t s6_111 t4c_111_new">3 573 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_111 t4d_111_new">Da&#x148; z p&#x159;idan&#xE9; hodnoty </span></td>
            <td style="width:auto"><span class="t s6_111 t4e_111_new">449 </span></td>
            <td style="width:auto"><span class="t s6_111 t4f_111_new">(256) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_111 t4g_111_new">Dohadn&#xE9; polo&#x17E;ky aktivn&#xED; </span></td>
            <td style="width:auto"><span class="t s6_111 t4h_111_new">28 673 </span></td>
            <td style="width:auto"><span class="t s6_111 t4i_111_new">13 238 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_111 t4j_111_new">Ostatn&#xED; pohled&#xE1;vky </span></td>
            <td style="width:auto"><span class="t s6_111 t4k_111_new">11 110 </span></td>
            <td style="width:auto"><span class="t s6_111 t4l_111_new">25 165 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_111 t4m_111_new">Pohled&#xE1;vka FPEP </span></td>
            <td style="width:auto"><span class="t s6_111 t4n_111_new">0 </span></td>
            <td style="width:auto"><span class="t s6_111 t4o_111_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_111 t4p_111_new">Opravn&#xE9; polo&#x17E;ky </span></td>
            <td style="width:auto"><span class="t s6_111 t4q_111_new">(2 358) </span></td>
            <td style="width:auto"><span class="t s6_111 t4r_111_new">(1 321) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_111 t4s_111_new">CELKEM Pohled&#xE1;vky z obchodn&#xED;ho styku (netto) </span></td>
            <td style="width:auto"><span class="t s4_111 t4t_111_new">89 892 </span></td>
            <td style="width:auto"><span class="t s4_111 t4u_111_new">62 704</span></td>
          </tr>
        
      </table>
      <span class="t s2_111 t4v_111">Ostatn&#xED; pohled&#xE1;vky jsou tvo&#x159;eny p&#x159;edev&#x161;&#xED;m &#x10D;asov&#xFD;m rozli&#x161;en&#xED;m slev z n&#xE1;jemn&#xE9;ho. Pohled&#xE1;vky z n&#xE1;jm&#x16F; jsou obvykle </span><span style="display:block;height:0px"/><span class="t s2_111 t4w_111">splatn&#xE9; ke konci p&#x159;&#xED;slu&#x161;n&#xE9;ho m&#x11B;s&#xED;ce a jsou za&#xFA;&#x10D;tov&#xE1;ny a vedeny v p&#x16F;vodn&#xED; &#x10D;&#xE1;stce faktury sn&#xED;&#x17E;en&#xE9; o opravnou </span><span style="display:block;height:0px"/><span class="t s2_111 t4x_111">polo&#x17E;ku k o&#x10D;ek&#xE1;van&#xFD;m ztr&#xE1;t&#xE1;m. Odhad pochybn&#xFD;ch pohled&#xE1;vek se prov&#xE1;d&#xED;, kdy&#x17E; ji&#x17E; nen&#xED; mo&#x17E;n&#xE9; inkasovat celou </span><span style="display:block;height:0px"/><span class="t s2_111 t4y_111">&#x10D;&#xE1;stku.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric>
    <ix:nonNumeric id="Fxbrl_20260506152329601" name="ifrs-full:DisclosureOfOtherAssetsExplanatory" contextRef="C_20250101to20251231" continuedAt="F20260506152347486" escape="true">
      <span class="t s8_111 t4z_111">3.3. Ostatn&#xED; aktiva </span><span style="display:block;height:0px"/>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="tc369a2d7de6f09648edd1209a739df7c">
        
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s4_111 t50_111_new">31.12.2025 </span></td>
            <td style="width:auto"><span class="t s4_111 t51_111_new">31.12.2024 </span></td>
          </tr>
          <tr>
            <td><span class="t s7_111 t52_111_new">N&#xE1;klady p&#x159;&#xED;&#x161;t&#xED;ch obdob&#xED; </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s6_111 t53_111_new">11 506 </span></td>
            <td><span class="t s6_111 t54_111_new">18 433 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_111 t55_111_new">Ostatn&#xED; </span></td>
            <td style="width:auto"><span class="t s6_111 t56_111_new">4 511 </span></td>
            <td style="width:auto"><span class="t s6_111 t57_111_new">2 503 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_111 t58_111_new">N&#xE1;klady p&#x159;&#xED;&#x161;t&#xED;ch obdob&#xED; a ostatn&#xED; aktiva CELKEM </span></td>
            <td style="width:auto"><span class="t s4_111 t59_111_new">16 017 </span></td>
            <td style="width:auto"><span class="t s4_111 t5a_111_new">20 936 </span></td>
          </tr>
        
      </table>
    </ix:nonNumeric><span class="t s0_111 t1_111">111 </span>
  </div>

  <div class="div-absolute" style="margin:0px auto;visibility:visible !important;position:relative;background-color:white;width:909px;height:1286px !important">
    <div style="-webkit-user-select:none">
      <img alt=" " 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    <ix:continuation id="F20260506152347486">
      <span class="t s1_112 t2_112">Polo&#x17E;ka n&#xE1;klady p&#x159;&#xED;&#x161;t&#xED;ch obdob&#xED; obsahuje p&#x159;edev&#x161;&#xED;m &#x10D;asov&#xE9; rozli&#x161;en&#xED; z&#xE1;vazkov&#xE9; provize &#x2013; fakturovan&#xE9; na z&#xE1;klad&#x11B; </span><span style="display:block;height:0px"/><span class="t s1_112 t3_112">Unicredit Facilities Agreement. Jedn&#xE1; se o linku na p&#x159;&#xED;padn&#xE9; akvizice, kter&#xE1; je evidov&#xE1;na ve spole&#x10D;nosti Fidurock </span><span style="display:block;height:0px"/><span class="t s2_112 t4_112">Projekt 22 s.r.o. </span><span style="display:block;height:0px"/><span class="t s1_112 t5_112">V pr&#x16F;b&#x11B;hu roku 2025 Spole&#x10D;nost p&#x159;ehodnotila zp&#x16F;sob vykazov&#xE1;n&#xED; n&#xE1;klad&#x16F; na letting fees z p&#x159;edchoz&#xED;ho &#xFA;&#x10D;etn&#xED;ho </span><span style="display:block;height:0px"/><span class="t s2_112 t6_112">obdob&#xED;. V r&#xE1;mci pravidel IAS 8 byla souvisej&#xED;c&#xED; &#xFA;prava zohledn&#x11B;na v b&#x11B;&#x17E;n&#xE9;m &#xFA;&#x10D;etn&#xED;m obdob&#xED; prost&#x159;ednictv&#xED;m </span><span style="display:block;height:0px"/><span class="t s1_112 t7_112">v&#xFD;sledku hospoda&#x159;en&#xED; b&#x11B;&#x17E;n&#xE9;ho obdob&#xED;. Spole&#x10D;nost posoudila v&#xFD;znamnost t&#xE9;to &#xFA;pravy a dosp&#x11B;la k z&#xE1;v&#x11B;ru, &#x17E;e jej&#xED; </span><span style="display:block;height:0px"/><span class="t s1_112 t8_112">dopad nen&#xED; natolik v&#xFD;znamn&#xFD;, aby vy&#x17E;adoval zp&#x11B;tn&#xE9; p&#x159;epo&#x10D;&#xED;t&#xE1;n&#xED; srovnateln&#xFD;ch &#xFA;daj&#x16F;.</span><span style="display:block;height:0px"/>
    </ix:continuation>
    <ix:nonNumeric id="Fxbrl_20260506152448616" name="ifrs-full:DisclosureOfDerivativeFinancialInstrumentsExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t s3_112 t9_112">3.4. Re&#xE1;ln&#xE1; hodnota deriv&#xE1;t&#x16F; </span><span style="display:block;height:0px"/><span class="t s1_112 ta_112">Kladn&#xE1; re&#xE1;ln&#xE1; hodnota deriv&#xE1;t&#x16F; p&#x159;edstavuje Pohled&#xE1;vky z pevn&#xFD;ch term&#xED;nov&#xFD;ch operac&#xED; &#x2013; &#xFA;rokov&#xE9; deriv&#xE1;tov&#xE9; </span><span style="display:block;height:0px"/><span class="t s2_112 tb_112">operace &#x2013; IRS (interest rate swap) souvisej&#xED;c&#xED; se zaji&#x161;t&#x11B;n&#xED;m &#xFA;rokov&#xE9;ho rizika bankovn&#xED;m financov&#xE1;n&#xED;. Dal&#x161;&#xED; </span><span style="display:block;height:0px"/><span class="t s2_112 tc_112">informace v &#x10D;&#xE1;sti 6.4 &#xDA;rokov&#xE9; riziko. </span><span style="display:block;height:0px"/><span class="t s4_112 td_112">2025: </span><span style="display:block;height:0px"/><span class="t s5_112 te_112">Z&#xE1;vazky z pevn&#xFD;ch term&#xED;nov&#xFD;ch operac&#xED; &#x2013; IRS deriv&#xE1;tov&#xE9; operace &#x2013; IRS Unicredit p&#x16F;j&#x10D;ka </span><span style="display:block;height:0px"/>
      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t544a1e9536e6a2379c5dbce0c7dc04bb">
        
          <tr>
            <td><span class="t s6_112 tf_112_new">Spole&#x10D;nost </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s5_112 tg_112_new">Nomin&#xE1;ln&#xED; </span><span style="display:block;height:0px"> </span><span class="t s6_112 th_112_new">&#x10D;&#xE1;stka EUR </span><span style="display:block;height:0px"> </span><span class="t s5_112 ti_112_new">tis </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s6_112 tj_112_new">Tr&#x17E;n&#xED; </span><span style="display:block;height:0px"> </span><span class="t s6_112 tk_112_new">ocen&#x11B;n&#xED; </span><span style="display:block;height:0px"> </span><span class="t s6_112 tl_112_new">(&#xFA;&#x10D;etn&#xED; </span><span style="display:block;height:0px"> </span><span class="t s5_112 tm_112_new">hodnota) </span><span style="display:block;height:0px"> </span><span class="t s5_112 tn_112_new">EUR tis </span></td>
            <td><span class="t s5_112 to_112_new">Nomin&#xE1;ln&#xED; </span><span style="display:block;height:0px"> </span><span class="t s6_112 tp_112_new">&#x10D;&#xE1;stka CZK </span><span style="display:block;height:0px"> </span><span class="t s5_112 tq_112_new">tis </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s6_112 tr_112_new">Tr&#x17E;n&#xED; </span><span style="display:block;height:0px"> </span><span class="t s6_112 ts_112_new">ocen&#x11B;n&#xED; </span><span style="display:block;height:0px"> </span><span class="t s6_112 tt_112_new">(&#xFA;&#x10D;etn&#xED; </span><span style="display:block;height:0px"> </span><span class="t s5_112 tu_112_new">hodnota) </span><span style="display:block;height:0px"> </span><span class="t s5_112 tv_112_new">CZK tis </span></td>
            <td><span class="t s6_112 tw_112_new">&#xFA;&#x10D;etn&#xED; </span><span style="display:block;height:0px"> </span><span class="t s5_112 tx_112_new">hodnota </span><span style="display:block;height:0px"> </span><span class="t s5_112 ty_112_new">CZK tis </span><span style="display:block;height:0px"> </span><span class="t s5_112 tz_112_new">dlouhodob&#xE1; </span><span style="display:block;height:0px"> </span><span class="t s6_112 t10_112_new">&#x10D;&#xE1;st </span></td>
            <td><span class="t s6_112 t11_112_new">&#xFA;&#x10D;etn&#xED; hodnota CZK </span><span style="display:block;height:0px"> </span><span class="t s5_112 t12_112_new">tis kr&#xE1;tkodob&#xE1; &#x10D;&#xE1;st </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_112 t13_112_new">RP T&#xE1;bor </span></td>
            <td style="width:auto"><span class="t s7_112 t14_112_new">6 957 </span></td>
            <td style="width:auto"><span class="t s7_112 t15_112_new">(28,9) </span></td>
            <td style="width:auto"><span class="t s7_112 t16_112_new">168 672 </span></td>
            <td style="width:auto"><span class="t s7_112 t17_112_new">(702) </span></td>
            <td style="width:auto"><span class="t s7_112 t18_112_new">(611) </span></td>
            <td style="width:auto"><span class="t s7_112 t19_112_new">(91) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_112 t1a_112_new">RP Severka Liberec </span></td>
            <td style="width:auto"><span class="t s7_112 t1b_112_new">8 194 </span></td>
            <td style="width:auto"><span class="t s7_112 t1c_112_new">(34,0) </span></td>
            <td style="width:auto"><span class="t s7_112 t1d_112_new">198 664 </span></td>
            <td style="width:auto"><span class="t s7_112 t1e_112_new">(827) </span></td>
            <td style="width:auto"><span class="t s7_112 t1f_112_new">(720) </span></td>
            <td style="width:auto"><span class="t s7_112 t1g_112_new">(108) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_112 t1h_112_new">RP Milevsko </span></td>
            <td style="width:auto"><span class="t s7_112 t1i_112_new">4 016 </span></td>
            <td style="width:auto"><span class="t s7_112 t1j_112_new">(16,7) </span></td>
            <td style="width:auto"><span class="t s7_112 t1k_112_new">97 368 </span></td>
            <td style="width:auto"><span class="t s7_112 t1l_112_new">(405) </span></td>
            <td style="width:auto"><span class="t s7_112 t1m_112_new">(353) </span></td>
            <td style="width:auto"><span class="t s7_112 t1n_112_new">(53) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s8_112 t1o_112_new">RP Star&#xE9; M&#x11B;sto </span></td>
            <td style="width:auto"><span class="t s7_112 t1p_112_new">4 291 </span></td>
            <td style="width:auto"><span class="t s7_112 t1q_112_new">(17,8) </span></td>
            <td style="width:auto"><span class="t s7_112 t1r_112_new">104 035 </span></td>
            <td style="width:auto"><span class="t s7_112 t1s_112_new">(433) </span></td>
            <td style="width:auto"><span class="t s7_112 t1t_112_new">(377) </span></td>
            <td style="width:auto"><span class="t s7_112 t1u_112_new">(56) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s8_112 t1v_112_new">RP Pre&#x161;ov </span></td>
            <td style="width:auto"><span class="t s7_112 t1w_112_new">8 855 </span></td>
            <td style="width:auto"><span class="t s7_112 t1x_112_new">(36,8) </span></td>
            <td style="width:auto"><span class="t s7_112 t1y_112_new">214 689 </span></td>
            <td style="width:auto"><span class="t s7_112 t1z_112_new">(894) </span></td>
            <td style="width:auto"><span class="t s7_112 t20_112_new">(778) </span></td>
            <td style="width:auto"><span class="t s7_112 t21_112_new">(116) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_112 t22_112_new">RP Mlad&#xE1; Boleslav </span></td>
            <td style="width:auto"><span class="t s7_112 t23_112_new">6 466 </span></td>
            <td style="width:auto"><span class="t s7_112 t24_112_new">(26,9) </span></td>
            <td style="width:auto"><span class="t s7_112 t25_112_new">156 768 </span></td>
            <td style="width:auto"><span class="t s7_112 t26_112_new">(653) </span></td>
            <td style="width:auto"><span class="t s7_112 t27_112_new">(568) </span></td>
            <td style="width:auto"><span class="t s7_112 t28_112_new">(85) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s8_112 t29_112_new">RP Choce&#x148; </span></td>
            <td style="width:auto"><span class="t s7_112 t2a_112_new">4 580 </span></td>
            <td style="width:auto"><span class="t s7_112 t2b_112_new">(19,0) </span></td>
            <td style="width:auto"><span class="t s7_112 t2c_112_new">111 042 </span></td>
            <td style="width:auto"><span class="t s7_112 t2d_112_new">(462) </span></td>
            <td style="width:auto"><span class="t s7_112 t2e_112_new">(402) </span></td>
            <td style="width:auto"><span class="t s7_112 t2f_112_new">(60) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_112 t2g_112_new">RP Trutnov </span></td>
            <td style="width:auto"><span class="t s7_112 t2h_112_new">15 563 </span></td>
            <td style="width:auto"><span class="t s7_112 t2i_112_new">(77,1) </span></td>
            <td style="width:auto"><span class="t s7_112 t2j_112_new">377 325 </span></td>
            <td style="width:auto"><span class="t s7_112 t2k_112_new">(1 874) </span></td>
            <td style="width:auto"><span class="t s7_112 t2l_112_new">(1 630) </span></td>
            <td style="width:auto"><span class="t s7_112 t2m_112_new">(60) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_112 t2n_112_new">Celkem</span></td>
            <td style="width:auto"><span class="t s7_112 t2o_112_new">58 922 </span></td>
            <td style="width:auto"><span class="t s7_112 t2p_112_new">(257,2) </span></td>
            <td style="width:auto"><span class="t s7_112 t2q_112_new">1 428 564 </span></td>
            <td style="width:auto"><span class="t s7_112 t2r_112_new">(6 251) </span></td>
            <td style="width:auto"><span class="t s7_112 t2s_112_new">(5 438) </span></td>
            <td style="width:auto"><span class="t s7_112 t2t_112_new">(813) </span></td>
          </tr>
        
      </table>
      <span class="t s4_112 t2u_112">2024: </span><span style="display:block;height:0px"/><span class="t s5_112 t2v_112">Pohled&#xE1;vky z pevn&#xFD;ch term&#xED;nov&#xFD;ch operac&#xED; EUR &#x2013; &#xFA;rokov&#xE9; deriv&#xE1;tov&#xE9; operace &#x2013; IRS Unicredit p&#x16F;j&#x10D;ka </span><span style="display:block;height:0px"/>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="tbb82a96fbf1ac76c39deea6b18edac24">
        
          <tr>
            <td><span class="t s6_112 t2w_112_new">Spole&#x10D;nost </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s5_112 t2x_112_new">Nomin&#xE1;ln&#xED; </span><span style="display:block;height:0px"> </span><span class="t s6_112 t2y_112_new">&#x10D;&#xE1;stka EUR </span><span style="display:block;height:0px"> </span><span class="t s5_112 t2z_112_new">tis </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s6_112 t30_112_new">Tr&#x17E;n&#xED; </span><span style="display:block;height:0px"> </span><span class="t s6_112 t31_112_new">ocen&#x11B;n&#xED; </span><span style="display:block;height:0px"> </span><span class="t s6_112 t32_112_new">(&#xFA;&#x10D;etn&#xED; </span><span style="display:block;height:0px"> </span><span class="t s5_112 t33_112_new">hodnota) </span><span style="display:block;height:0px"> </span><span class="t s5_112 t34_112_new">EUR tis </span></td>
            <td><span class="t s5_112 t35_112_new">Nomin&#xE1;ln&#xED; </span><span style="display:block;height:0px"> </span><span class="t s6_112 t36_112_new">&#x10D;&#xE1;stka CZK </span><span style="display:block;height:0px"> </span><span class="t s5_112 t37_112_new">tis </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s6_112 t38_112_new">Tr&#x17E;n&#xED; </span><span style="display:block;height:0px"> </span><span class="t s6_112 t39_112_new">ocen&#x11B;n&#xED; </span><span style="display:block;height:0px"> </span><span class="t s6_112 t3a_112_new">(&#xFA;&#x10D;etn&#xED; </span><span style="display:block;height:0px"> </span><span class="t s5_112 t3b_112_new">hodnota) </span><span style="display:block;height:0px"> </span><span class="t s5_112 t3c_112_new">CZK tis </span></td>
            <td><span class="t s6_112 t3d_112_new">&#xFA;&#x10D;etn&#xED; </span><span style="display:block;height:0px"> </span><span class="t s5_112 t3e_112_new">hodnota CZK </span><span style="display:block;height:0px"> </span><span class="t s5_112 t3f_112_new">tis </span><span style="display:block;height:0px"> </span><span class="t s5_112 t3g_112_new">kr&#xE1;tkodob&#xE1; </span><span style="display:block;height:0px"> </span><span class="t s6_112 t3h_112_new">&#x10D;&#xE1;st </span></td>
            <td><span class="t s6_112 t3i_112_new">&#xFA;&#x10D;etn&#xED; </span><span style="display:block;height:0px"> </span><span class="t s5_112 t3j_112_new">hodnota CZK </span><span style="display:block;height:0px"> </span><span class="t s5_112 t3k_112_new">tis </span><span style="display:block;height:0px"> </span><span class="t s5_112 t3l_112_new">dlouhodob&#xE1; </span><span style="display:block;height:0px"> </span><span class="t s6_112 t3m_112_new">&#x10D;&#xE1;st </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_112 t3n_112_new">RP T&#xE1;bor </span></td>
            <td style="width:auto"><span class="t s7_112 t3o_112_new">7 174 </span></td>
            <td style="width:auto"><span class="t s7_112 t3p_112_new">(88,6) </span></td>
            <td style="width:auto"><span class="t s7_112 t3q_112_new">180 681 </span></td>
            <td style="width:auto"><span class="t s7_112 t3r_112_new">(2 232) </span></td>
            <td style="width:auto"><span class="t s7_112 t3s_112_new">(1 942) </span></td>
            <td style="width:auto"><span class="t s7_112 t3t_112_new">(290) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_112 t3u_112_new">RP Severka Liberec </span></td>
            <td style="width:auto"><span class="t s7_112 t3v_112_new">8 449 </span></td>
            <td style="width:auto"><span class="t s7_112 t3w_112_new">(104,4) </span></td>
            <td style="width:auto"><span class="t s7_112 t3x_112_new">212 799 </span></td>
            <td style="width:auto"><span class="t s7_112 t3y_112_new">(2 629) </span></td>
            <td style="width:auto"><span class="t s7_112 t3z_112_new">(2 287) </span></td>
            <td style="width:auto"><span class="t s7_112 t40_112_new">(342) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_112 t41_112_new">RP Milevsko </span></td>
            <td style="width:auto"><span class="t s7_112 t42_112_new">4 141 </span></td>
            <td style="width:auto"><span class="t s7_112 t43_112_new">(51,2) </span></td>
            <td style="width:auto"><span class="t s7_112 t44_112_new">104 292 </span></td>
            <td style="width:auto"><span class="t s7_112 t45_112_new">(1 288) </span></td>
            <td style="width:auto"><span class="t s7_112 t46_112_new">(1 121) </span></td>
            <td style="width:auto"><span class="t s7_112 t47_112_new">(167) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s8_112 t48_112_new">RP Star&#xE9; M&#x11B;sto </span></td>
            <td style="width:auto"><span class="t s7_112 t49_112_new">4 425 </span></td>
            <td style="width:auto"><span class="t s7_112 t4a_112_new">(54,7) </span></td>
            <td style="width:auto"><span class="t s7_112 t4b_112_new">111 443 </span></td>
            <td style="width:auto"><span class="t s7_112 t4c_112_new">(1 377) </span></td>
            <td style="width:auto"><span class="t s7_112 t4d_112_new">(1 198) </span></td>
            <td style="width:auto"><span class="t s7_112 t4e_112_new">(179) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s8_112 t4f_112_new">RP Pre&#x161;ov </span></td>
            <td style="width:auto"><span class="t s7_112 t4g_112_new">9 131 </span></td>
            <td style="width:auto"><span class="t s7_112 t4h_112_new">(112,9) </span></td>
            <td style="width:auto"><span class="t s7_112 t4i_112_new">229 964 </span></td>
            <td style="width:auto"><span class="t s7_112 t4j_112_new">(2 841) </span></td>
            <td style="width:auto"><span class="t s7_112 t4k_112_new">(2 472) </span></td>
            <td style="width:auto"><span class="t s7_112 t4l_112_new">(369) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_112 t4m_112_new">RP Mlad&#xE1; Boleslav </span></td>
            <td style="width:auto"><span class="t s7_112 t4n_112_new">6 668 </span></td>
            <td style="width:auto"><span class="t s7_112 t4o_112_new">(82,4) </span></td>
            <td style="width:auto"><span class="t s7_112 t4p_112_new">167 934 </span></td>
            <td style="width:auto"><span class="t s7_112 t4q_112_new">(2 075) </span></td>
            <td style="width:auto"><span class="t s7_112 t4r_112_new">(1 805) </span></td>
            <td style="width:auto"><span class="t s7_112 t4s_112_new">(270) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s8_112 t4t_112_new">RP Choce&#x148; </span></td>
            <td style="width:auto"><span class="t s7_112 t4u_112_new">4 723 </span></td>
            <td style="width:auto"><span class="t s7_112 t4v_112_new">(58,4) </span></td>
            <td style="width:auto"><span class="t s7_112 t4w_112_new">118 951 </span></td>
            <td style="width:auto"><span class="t s7_112 t4x_112_new">(1 470) </span></td>
            <td style="width:auto"><span class="t s7_112 t4y_112_new">(1 279) </span></td>
            <td style="width:auto"><span class="t s7_112 t4z_112_new">(191) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_112 t50_112_new">RP Trutnov </span></td>
            <td style="width:auto"><span class="t s7_112 t51_112_new">19 141 </span></td>
            <td style="width:auto"><span class="t s7_112 t52_112_new">(236,6) </span></td>
            <td style="width:auto"><span class="t s7_112 t53_112_new">482 070 </span></td>
            <td style="width:auto"><span class="t s7_112 t54_112_new">(5 956) </span></td>
            <td style="width:auto"><span class="t s7_112 t55_112_new">(5 182) </span></td>
            <td style="width:auto"><span class="t s7_112 t56_112_new">(774) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_112 t57_112_new">celkem </span></td>
            <td style="width:auto"><span class="t s5_112 t58_112_new">63 852 </span></td>
            <td style="width:auto"><span class="t s5_112 t59_112_new">(789) </span></td>
            <td style="width:auto"><span class="t s5_112 t5a_112_new">1 608 134 </span></td>
            <td style="width:auto"><span class="t s5_112 t5b_112_new">(19 868) </span></td>
            <td style="width:auto"><span class="t s5_112 t5c_112_new">(17 285) </span></td>
            <td style="width:auto"><span class="t s5_112 t5d_112_new">(2 583) </span></td>
          </tr>
        
      </table>
    </ix:nonNumeric><span class="t s0_112 t1_112">112 </span>
  </div>

  <div class="div-absolute" style="margin:0px auto;visibility:visible !important;position:relative;background-color:white;width:909px;height:1286px !important">
    <div style="-webkit-user-select:none">
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    </div>
    <ix:nonNumeric id="Fxbrl_20260506152621067" name="ifrs-full:DisclosureOfCashAndCashEquivalentsExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t s1_113 t2_113">3.5. Pen&#xED;ze a pen&#x11B;&#x17E;n&#xED; ekvivalenty </span><span style="display:block;height:0px"/>
      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t6c7392d417ba45d405beaaacaafa6bed">
        
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s2_113 t3_113_new">31.12.2025 </span></td>
            <td style="width:auto"><span class="t s2_113 t4_113_new">31.12.2024 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_113 t5_113_new">Pokladn&#xED; hotovost </span></td>
            <td style="width:auto"><span class="t s3_113 t6_113_new">132 </span></td>
            <td style="width:auto"><span class="t s3_113 t7_113_new">126 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_113 t8_113_new">Pen&#xED;ze na bankovn&#xED;ch &#xFA;&#x10D;tech &#x2013; b&#x11B;&#x17E;n&#xE9; &#xFA;&#x10D;ty </span></td>
            <td style="width:auto"><span class="t s3_113 t9_113_new">46 504 </span></td>
            <td style="width:auto"><span class="t s3_113 ta_113_new">40 305 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_113 tb_113_new">Pen&#xED;ze na bankovn&#xED;ch &#xFA;&#x10D;tech &#x2013; v&#xE1;zan&#xFD; &#xFA;&#x10D;et </span></td>
            <td style="width:auto"><span class="t s3_113 tc_113_new">0 </span></td>
            <td style="width:auto"><span class="t s3_113 td_113_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_113 te_113_new">Pen&#xED;ze a pen&#x11B;&#x17E;n&#xED; ekvivalenty CELKEM </span></td>
            <td style="width:auto"><span class="t s2_113 tf_113_new">46 636 </span></td>
            <td style="width:auto"><span class="t s2_113 tg_113_new">40 431</span></td>
          </tr>
        
      </table>
      <span class="t s6_113 th_113">Pen&#x11B;&#x17E;n&#xED; prost&#x159;edky jsou zejm&#xE9;na dr&#x17E;eny u UniCredit Bank Czech Republic and Slovakia, a.s. Skupina ukl&#xE1;d&#xE1; </span><span style="display:block;height:0px"/><span class="t s6_113 ti_113">prost&#x159;edky pouze u bank s vysokou &#xFA;v&#x11B;rovou kvalitou (investi&#x10D;n&#xED; stupe&#x148;) a pr&#x16F;b&#x11B;&#x17E;n&#x11B; sleduje kreditn&#xED; riziko </span><span style="display:block;height:0px"/><span class="t s7_113 tj_113">protistrany; UniCredit Bank Czech Republic and Slovakia takovou bankou je.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric>
    <ix:nonNumeric id="Fxbrl_20260506152701648" name="ifrs-full:DisclosureOfShareCapitalReservesAndOtherEquityInterestExplanatory" contextRef="C_20250101to20251231" continuedAt="F20260506152715924" escape="true">
      <span class="t s1_113 tk_113">3.6. Vlastn&#xED; kapit&#xE1;l </span><span style="display:block;height:0px"/><span class="t s8_113 tl_113">a) </span><span class="t s9_113 tm_113">Z&#xE1;kladn&#xED; kapit&#xE1;l </span><span style="display:block;height:0px"/>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t898879ee91acd2b48333f512b4aee115">
        
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s2_113 tn_113_new">31.12.2025 </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s3_113 to_113_new">FIDUROCK Private Equity Participations B.V. </span></td>
            <td style="width:auto"><span class="t s2_113 tp_113_new">CELKEM </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_113 tq_113_new">Po&#x10D;et akci&#xED; </span></td>
            <td style="width:auto"><span class="t s3_113 tr_113_new">300 </span></td>
            <td style="width:auto"><span class="t s3_113 ts_113_new">300 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_113 tt_113_new">Z&#xE1;kladn&#xED; kapit&#xE1;l </span></td>
            <td style="width:auto"><span class="t s3_113 tu_113_new">2 040 </span></td>
            <td style="width:auto"><span class="t s3_113 tv_113_new">2 040 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_113 tw_113_new">% Pod&#xED;lu </span></td>
            <td style="width:auto"><span class="t s2_113 tx_113_new">100 % </span></td>
            <td style="width:auto"><span class="t s2_113 ty_113_new">100 %</span></td>
          </tr>
        
      </table>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="tb9d8624bcb92f0e1760ffc99d02c1f2f">
        
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s2_113 tz_113_new">31.12.2024 </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s3_113 t10_113_new">FIDUROCK Private Equity Participations B.V. </span></td>
            <td style="width:auto"><span class="t s2_113 t11_113_new">CELKEM </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_113 t12_113_new">Po&#x10D;et akci&#xED; </span></td>
            <td style="width:auto"><span class="t s3_113 t13_113_new">300 </span></td>
            <td style="width:auto"><span class="t s3_113 t14_113_new">300 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_113 t15_113_new">Z&#xE1;kladn&#xED; kapit&#xE1;l </span></td>
            <td style="width:auto"><span class="t s3_113 t16_113_new">2 040 </span></td>
            <td style="width:auto"><span class="t s3_113 t17_113_new">2 040 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_113 t18_113_new">% Pod&#xED;lu </span></td>
            <td style="width:auto"><span class="t s2_113 t19_113_new">100 % </span></td>
            <td style="width:auto"><span class="t s2_113 t1a_113_new">100 %</span></td>
          </tr>
        
      </table>
      <span class="t s6_113 t1b_113">Z&#xE1;kladn&#xED; kapit&#xE1;l je zaps&#xE1;n a vyd&#xE1;n v korun&#xE1;ch &#x10D;esk&#xFD;ch a je tvo&#x159;en 300 ks akci&#xED; na jm&#xE9;no v listinn&#xE9; podob&#x11B; ve </span><span style="display:block;height:0px"/><span class="t s6_113 t1c_113">jmenovit&#xE9; hodnot&#x11B; 6 800 K&#x10D;. Majitel kmenov&#xFD;ch akci&#xED; m&#xE1; n&#xE1;rok na vyhla&#x161;ovan&#xFD; pod&#xED;l na zisku a na jeden hlas na </span><span style="display:block;height:0px"/><span class="t s6_113 t1d_113">jednu akcii p&#x159;i hlasov&#xE1;n&#xED; na valn&#xFD;ch hromad&#xE1;ch Spole&#x10D;nosti. Z&#xE1;kladn&#xED; kapit&#xE1;l byl pln&#x11B; splacen v pr&#x16F;b&#x11B;hu roku 2018. </span><span style="display:block;height:0px"/><span class="t s7_113 t1e_113">S akciemi nejsou spojena &#x17E;&#xE1;dn&#xE1; specifick&#xE1; pr&#xE1;va, preference a omezen&#xED;. </span><span style="display:block;height:0px"/><span class="t sa_113 t1f_113">Pr&#xE1;va a povinnosti spojen&#xE1; s dr&#x17E;bou akcie Mate&#x159;sk&#xE9; Spole&#x10D;nosti </span><span style="display:block;height:0px"/><span class="t s6_113 t1g_113">Na z&#xE1;klad&#x11B; stanov Spole&#x10D;nosti, a d&#xE1;le z&#xE1;konn&#xFD;ch ustanoven&#xED; upravuj&#xED;c&#xED; pr&#xE1;va a povinnosti akcion&#xE1;&#x159;e (&#xA7; 344 a d&#xE1;le </span><span style="display:block;height:0px"/><span class="t s7_113 t1h_113">Z&#xE1;kona o obchodn&#xED;ch korporac&#xED;ch, &#x10D;. 90/2012 Sb.), m&#xE1; akcion&#xE1;&#x159; spole&#x10D;nosti n&#xE1;sleduj&#xED;c&#xED; pr&#xE1;va a povinnosti: </span><span style="display:block;height:0px"/><span class="t s6_113 t1i_113">Akcion&#xE1;&#x159; m&#xE1; mimo jin&#xE9; pr&#xE1;vo: </span><span style="display:block;height:0px"/><span class="t s6_113 t1j_113">&#x2013; na pod&#xED;l na zisku spole&#x10D;nosti (dividendu), kter&#xFD; valn&#xE1; hromada schv&#xE1;lila k rozd&#x11B;len&#xED; mezi akcion&#xE1;&#x159;e, p&#x159;i&#x10D;em&#x17E; pod&#xED;l </span><span style="display:block;height:0px"/><span class="t s6_113 t1k_113">na zisku se ur&#x10D;uje pom&#x11B;rem akcion&#xE1;&#x159;ova pod&#xED;lu k z&#xE1;kladn&#xED;mu kapit&#xE1;lu </span><span style="display:block;height:0px"/><span class="t s6_113 t1l_113">&#x2013; na pod&#xED;l na likvida&#x10D;n&#xED;m z&#x16F;statku po zru&#x161;en&#xED; spole&#x10D;nosti s likvidac&#xED; </span><span style="display:block;height:0px"/><span class="t s6_113 t1m_113">&#x2013; &#xFA;&#x10D;astnit se valn&#xE9; hromady, hlasovat na n&#xED;, uplat&#x148;ovat n&#xE1;vrhy a protin&#xE1;vrhy a obdr&#x17E;et vysv&#x11B;tlen&#xED; z&#xE1;le&#x17E;itost&#xED; </span><span style="display:block;height:0px"/><span class="t s6_113 t1n_113">t&#xFD;kaj&#xED;c&#xED;ch se spole&#x10D;nosti nebo j&#xED; ovl&#xE1;dan&#xFD;ch osob, je-li takov&#xE9; vysv&#x11B;tlen&#xED; pot&#x159;ebn&#xE9; pro posouzen&#xED; obsahu z&#xE1;le&#x17E;itost&#xED; </span><span style="display:block;height:0px"/><span class="t s6_113 t1o_113">za&#x159;azen&#xFD;ch na valnou hromadu nebo pro v&#xFD;kon akcion&#xE1;&#x159;sk&#xFD;ch pr&#xE1;v na n&#xED; </span><span style="display:block;height:0px"/><span class="t s6_113 t1p_113">Kvalifikovan&#xFD; akcion&#xE1;&#x159; nebo kvalifikovan&#xED; akcion&#xE1;&#x159;i uveden&#xED; v ustanoven&#xED; &#xA7; 365 z&#xE1;kona o obchodn&#xED;ch korporac&#xED;ch </span><span style="display:block;height:0px"/><span class="t s7_113 t1q_113">d&#xE1;le zejm&#xE9;na mohou: </span><span style="display:block;height:0px"/><span class="t s6_113 t1r_113">&#x2013; po&#x17E;&#xE1;dat p&#x159;edstavenstvo, aby svolalo k projedn&#xE1;n&#xED; jimi navr&#x17E;en&#xFD;ch z&#xE1;le&#x17E;itost&#xED; valnou hromadu, p&#x159;i&#x10D;em&#x17E; v &#x17E;&#xE1;dosti </span><span style="display:block;height:0px"/><span class="t s6_113 t1s_113">uvedou n&#xE1;vrh usnesen&#xED; k navr&#x17E;en&#xFD;m z&#xE1;le&#x17E;itostem nebo je od&#x16F;vodn&#xED; </span><span style="display:block;height:0px"/><span class="t s6_113 t1t_113">&#x2013; po&#x17E;adovat po p&#x159;edstavenstvu za&#x159;azen&#xED; j&#xED;m ur&#x10D;en&#xE9; z&#xE1;le&#x17E;itosti na po&#x159;ad valn&#xE9; hromady za p&#x159;edpokladu, &#x17E;e ke ka&#x17E;d&#xE9; </span><span style="display:block;height:0px"/><span class="t s6_113 t1u_113">ze z&#xE1;le&#x17E;itost&#xED; navrhne I usnesen&#xED; valn&#xE9; hromady nebo jej&#xED; za&#x159;azen&#xED; od&#x16F;vodn&#xED;</span><span style="display:block;height:0px"/>
    </ix:nonNumeric><span class="t s0_113 t1_113">113 </span>
  </div>

  <div class="div-absolute" style="margin:0px auto;visibility:visible !important;position:relative;background-color:white;width:909px;height:1286px !important">
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    </div>
    <ix:continuation id="F20260506152715924">
      <span class="t s1_114 t2_114">&#x2013; po&#x17E;&#xE1;dat dozor&#x10D;&#xED; radu o p&#x159;ezkoum&#xE1;n&#xED; v&#xFD;konu p&#x16F;sobnosti p&#x159;edstavenstva v z&#xE1;le&#x17E;itostech uveden&#xFD;ch v &#x17E;&#xE1;dosti </span><span style="display:block;height:0px"/><span class="t s1_114 t3_114">Spole&#x10D;nost v obdob&#xED; v roce 2025, ani 2024 nenabyla &#x17E;&#xE1;dn&#xE9; vlastn&#xED; akcie ani vlastn&#xED; pod&#xED;ly. </span><span style="display:block;height:0px"/><span class="t s2_114 t4_114">b) </span><span class="t s3_114 t5_114">Kapit&#xE1;lov&#xE9; fondy </span><span style="display:block;height:0px"/><span class="t s1_114 t6_114">Ostatn&#xED; kapit&#xE1;lov&#xE9; fondy p&#x159;edstavuj&#xED; p&#x159;&#xED;platky mimo z&#xE1;kladn&#xED; kapit&#xE1;l od mate&#x159;sk&#xE9; spole&#x10D;nosti. P&#x159;&#xED;r&#x16F;stky do ostatn&#xED;ch </span><span style="display:block;height:0px"/><span class="t s1_114 t7_114">kapit&#xE1;lov&#xFD;ch rezerv zahrnuj&#xED; p&#x159;&#xED;sp&#x11B;vky mate&#x159;sk&#xE9; spole&#x10D;nosti v souvislosti s po&#x159;&#xED;zen&#xED;m nov&#xFD;ch investic. Celkov&#xFD; </span><span style="display:block;height:0px"/><span class="t s1_114 t8_114">p&#x159;&#xED;r&#x16F;stek ostatn&#xED;ch kapit&#xE1;lov&#xFD;ch fond&#x16F; byl v roce 2025 ve v&#xFD;&#x161;i 96 929 tis. K&#x10D; (v roce 2024 ve v&#xFD;&#x161;i 0 tis. K&#x10D;). Kone&#x10D;n&#xFD; </span><span style="display:block;height:0px"/><span class="t s1_114 t9_114">stav ostatn&#xED;ch kapit&#xE1;lov&#xFD;ch fond&#x16F; k 31. prosinci 2025 je 581 599 tis. K&#x10D;. </span><span style="display:block;height:0px"/><span class="t s2_114 ta_114">c) </span><span class="t s4_114 tb_114">Rezerva na zaji&#x161;t&#x11B;n&#xED; pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; </span><span style="display:block;height:0px"/><span class="t s1_114 tc_114">Rezervu na zaji&#x161;t&#x11B;n&#xED; pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; tvo&#x159;&#xED; efektivn&#xED; pod&#xED;l kumulativn&#xED; &#x10D;ist&#xE9; zm&#x11B;ny re&#xE1;ln&#xE9; hodnoty zaji&#x161;&#x165;ovac&#xED;ch </span><span style="display:block;height:0px"/><span class="t s1_114 td_114">n&#xE1;stroj&#x16F; pou&#x17E;it&#xFD;ch k zaji&#x161;t&#x11B;n&#xED; pen&#x11B;&#x17E;n&#xED;ch tok&#x16F;, kter&#xFD; je n&#xE1;sledn&#x11B; za&#xFA;&#x10D;tov&#xE1;n do zisku nebo ztr&#xE1;ty jako zaji&#x161;t&#x11B;n&#xE9; </span><span style="display:block;height:0px"/><span class="t s1_114 te_114">pen&#x11B;&#x17E;n&#xED; toky nebo polo&#x17E;ky s dopadem na zisk nebo ztr&#xE1;tu. </span><span style="display:block;height:0px"/><span class="t s2_114 tf_114">d) </span><span class="t s4_114 tg_114">Rezerva na kurzov&#xE9; p&#x159;ecen&#x11B;n&#xED; </span><span style="display:block;height:0px"/><span class="t s1_114 th_114">Rezerva z p&#x159;epo&#x10D;tu m&#x11B;n p&#x159;edstavuje kumulovan&#xE9; kurzov&#xE9; rozd&#xED;ly vznikl&#xE9; p&#x159;i p&#x159;epo&#x10D;tu &#xFA;&#x10D;etn&#xED;ch z&#xE1;v&#x11B;rek dce&#x159;in&#xFD;ch </span><span style="display:block;height:0px"/><span class="t s1_114 ti_114">spole&#x10D;nost&#xED; Skupiny z jejich funk&#x10D;n&#xED; m&#x11B;ny do prezenta&#x10D;n&#xED; m&#x11B;ny Skupiny. </span><span style="display:block;height:0px"/><span class="t s2_114 tj_114">e) </span><span class="t s3_114 tk_114">Pod&#xED;ly na zisku </span><span style="display:block;height:0px"/><span class="t s5_114 tl_114">Vlastn&#xED;kovi nebyly v roce 2025 ani v roce 2024 vyplaceny &#x17E;&#xE1;dn&#xE9; pod&#xED;ly na zisku. K datu schv&#xE1;len&#xED; t&#xE9;to konsolidovan&#xE9; </span><span style="display:block;height:0px"/><span class="t s1_114 tm_114">&#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky nebyly navr&#x17E;eny ani vyhl&#xE1;&#x161;eny &#x17E;&#xE1;dn&#xE9; pod&#xED;ly na zisku, kter&#xE9; by m&#x11B;ly b&#xFD;t vyplaceny vlastn&#xED;kovi.</span><span style="display:block;height:0px"/>
    </ix:continuation>
    <ix:nonNumeric id="Fxbrl_20260506152802801" name="ifrs-full:DisclosureOfBorrowingsExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t s6_114 tn_114">3.7. &#xDA;v&#x11B;ry a p&#x16F;j&#x10D;ky </span><span style="display:block;height:0px"/>
      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t08a3f4efc315c7fbc5836f525d9c1d08">
        
          <tr>
            <td/>
            <td><span class="t s7_114 to_114_new">splatn&#xE9; b&#x11B;hem </span><span style="display:block;height:0px"> </span><span class="t s8_114 tp_114_new">1 roku </span></td>
            <td><span class="t s7_114 tq_114_new">V&#xED;ce ne&#x17E; 1 </span><span style="display:block;height:0px"> </span><span class="t s8_114 tr_114_new">rok </span></td>
            <td><span class="t s8_114 ts_114_new">31.12.2025 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s8_114 tt_114_new">31.12.2024 </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_114 tu_114_new">&#xDA;v&#x11B;ry a p&#x16F;j&#x10D;ky od t&#x159;et&#xED;ch stran </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s9_114 tv_114_new">Bankovn&#xED; &#xFA;v&#x11B;ry </span></td>
            <td style="width:auto"><span class="t sa_114 tw_114_new">86 069 </span></td>
            <td style="width:auto"><span class="t sa_114 tx_114_new">2 484 032 </span></td>
            <td style="width:auto"><span class="t sa_114 ty_114_new">2 570 101 </span></td>
            <td style="width:auto"><span class="t sa_114 tz_114_new">2 175 717 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s9_114 t10_114_new">Ostatn&#xED; &#xFA;v&#x11B;ry </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_114 t11_114_new">&#xDA;v&#x11B;ry a p&#x16F;j&#x10D;ky od t&#x159;et&#xED;ch stran CELKEM </span></td>
            <td style="width:auto"><span class="t s8_114 t12_114_new">86 069 </span></td>
            <td style="width:auto"><span class="t s8_114 t13_114_new">2 484 032 </span></td>
            <td style="width:auto"><span class="t s8_114 t14_114_new">2 570 101 </span></td>
            <td style="width:auto"><span class="t s8_114 t15_114_new">2 175 717 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_114 t16_114_new">&#xDA;v&#x11B;ry a p&#x16F;j&#x10D;ky od sp&#x159;&#xED;zn&#x11B;n&#xFD;ch stran </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t sa_114 t17_114_new">Fidurock Private Equity Participations </span></td>
            <td style="width:auto"><span class="t sa_114 t18_114_new">0 </span></td>
            <td style="width:auto"><span class="t sa_114 t19_114_new">0 </span></td>
            <td style="width:auto"><span class="t sa_114 t1a_114_new">0 </span></td>
            <td style="width:auto"><span class="t sa_114 t1b_114_new">87 010 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t sa_114 t1c_114_new">FIDUROCK CAPITAL CZ </span></td>
            <td style="width:auto"><span class="t sa_114 t1d_114_new">0 </span></td>
            <td style="width:auto"><span class="t sa_114 t1e_114_new">0 </span></td>
            <td style="width:auto"><span class="t sa_114 t1f_114_new">0 </span></td>
            <td style="width:auto"><span class="t sa_114 t1g_114_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_114 t1h_114_new">&#xDA;v&#x11B;ry a p&#x16F;j&#x10D;ky od sp&#x159;&#xED;zn&#x11B;n&#xFD;ch stran CELKEM </span></td>
            <td style="width:auto"><span class="t s8_114 t1i_114_new">0 </span></td>
            <td style="width:auto"><span class="t s8_114 t1j_114_new">0 </span></td>
            <td style="width:auto"><span class="t s8_114 t1k_114_new">0 </span></td>
            <td style="width:auto"><span class="t s8_114 t1l_114_new">87 010 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_114 t1m_114_new">&#xDA;v&#x11B;ry a p&#x16F;j&#x10D;ky CELKEM </span></td>
            <td style="width:auto"><span class="t s8_114 t1n_114_new">86 069 </span></td>
            <td style="width:auto"><span class="t s8_114 t1o_114_new">2 484 032 </span></td>
            <td style="width:auto"><span class="t s8_114 t1p_114_new">2 570 101 </span></td>
            <td style="width:auto"><span class="t s8_114 t1q_114_new">2 262 727 </span></td>
          </tr>
        
      </table>
      <span class="t s1_114 t1r_114">V&#x161;echny bankovn&#xED; &#xFA;v&#x11B;ry jsou zaji&#x161;t&#x11B;ny standardn&#xED;mi z&#xE1;stavn&#xED;mi pr&#xE1;vy k nemovitostem v&#x10D;etn&#x11B;: pohled&#xE1;vek </span><span style="display:block;height:0px"/><span class="t s5_114 t1s_114">z pron&#xE1;jmu, poji&#x161;t&#x11B;n&#xED;, &#xFA;&#x10D;t&#x16F;, z&#xE1;ruk od n&#xE1;jemc&#x16F; nebo gener&#xE1;ln&#xED;ch dodavatel&#x16F;; z&#xE1;stavy obchodn&#xED;ch pod&#xED;l&#x16F; nebo pod&#xED;l&#x16F;, </span><span style="display:block;height:0px"/><span class="t s1_114 t1t_114">z&#xE1;stavy budov a pozemk&#x16F;, dohoda o pod&#x159;&#xED;zen&#xED; na&#x161;ich mezipodnikov&#xFD;ch p&#x16F;j&#x10D;ek a not&#xE1;&#x159;sk&#xE9; listiny. </span><span style="display:block;height:0px"/><span class="t s1_114 t1u_114">Dle &#xFA;v&#x11B;rov&#xE9; smlouvy s UniCredit Bank Czech Republic and Slovakia, a.s. m&#xE1; Skupina povinnost reportovat finan&#x10D;n&#xED; </span><span style="display:block;height:0px"/><span class="t s1_114 t1v_114">kovenanty (koeficient kryt&#xED; dluhov&#xE9; slu&#x17E;by &#x2013; DSCR a pom&#x11B;r dluh&#x16F; k hodnot&#x11B; investi&#x10D;n&#xED;ho majetku &#x2013; LTV). Skupina </span><span style="display:block;height:0px"/><span class="t s1_114 t1w_114">pravideln&#x11B; reportuje dan&#xE9; kovenanty na ro&#x10D;n&#xED; b&#xE1;zi, a to v&#x17E;dy k 30.6. dan&#xE9;ho roku. V pr&#x16F;b&#x11B;hu roku 2025 a 2024 </span><span style="display:block;height:0px"/><span class="t s1_114 t1x_114">Skupina plnila ve&#x161;ker&#xE9; uveden&#xE9; kovenanty. Informace o &#xFA;rokov&#xFD;ch sazb&#xE1;ch jsou uveden&#xE9; v bod&#x11B; 6.4.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric>
    <ix:nonNumeric id="Fxbrl_20260506152828820" name="ifrs-full:DisclosureOfDebtSecuritiesExplanatory" contextRef="C_20250101to20251231" continuedAt="F20260506152849950" escape="true">
      <span class="t s6_114 t1y_114">3.8. Emitovan&#xE9; dluhopisy </span><span style="display:block;height:0px"/><span class="t s1_114 t1z_114">Dne 30. ledna 2019 spole&#x10D;nost emitovala dluhopisy s ISIN CZ0003520850 v celkov&#xE9; nomin&#xE1;ln&#xED; hodnot&#x11B; 300 milion&#x16F; </span><span style="display:block;height:0px"/><span class="t s1_114 t20_114">K&#x10D; splatn&#xE9; v roce 2024, aby refinancovala st&#xE1;vaj&#xED;c&#xED; p&#x16F;j&#x10D;ky a financovala nov&#xE9; akvizice nemovitost&#xED; a investice do </span><span style="display:block;height:0px"/><span class="t s1_114 t21_114">roz&#x161;i&#x159;ov&#xE1;n&#xED; kapacity a / nebo zatraktivn&#x11B;n&#xED; st&#xE1;vaj&#xED;c&#xED;ch nemovitost&#xED;. Dne 1. &#x10D;ervna 2019 spole&#x10D;nost vydala dal&#x161;&#xED; tran&#x161;i </span><span style="display:block;height:0px"/><span class="t s1_114 t22_114">t&#x11B;chto dluhopis&#x16F; v celkov&#xE9; jmenovit&#xE9; hodnot&#x11B; 150 milion&#x16F; K&#x10D; v souladu s emisn&#xED;mi podm&#xED;nkami. Celkov&#xE1; jmenovit&#xE1; </span><span style="display:block;height:0px"/><span class="t s1_114 t23_114">hodnota emitovan&#xFD;ch dluhopis&#x16F; k 31. prosinci 2023 &#x10D;inila 450 mil. K&#x10D;. Dluhopisy byly splaceny v lednu 2024. </span><span style="display:block;height:0px"/><span class="t s1_114 t24_114">Spole&#x10D;nost emitovala dne 29. prosince 2023 dluhopisy v celkov&#xE9; jmenovit&#xE9; hodnot&#x11B; 700 milion&#x16F; K&#x10D; splatn&#xE9; v roce </span><span style="display:block;height:0px"/><span class="t s1_114 t25_114">2028 za &#xFA;&#x10D;elem refinancov&#xE1;n&#xED; dosavadn&#xED;ch dluh&#x16F; (st&#xE1;vaj&#xED;c&#xED; emise dluhopis&#x16F; ve v&#xFD;&#x161;i 450 mil. k&#x10D; a &#xFA;v&#x11B;r od </span><span style="display:block;height:0px"/><span class="t s5_114 t26_114">J&amp;T BANKA, a.s. ve v&#xFD;&#x161;i 250 mil. K&#x10D;) a d&#xE1;le k financov&#xE1;n&#xED; akvizic nov&#xFD;ch nemovitost&#xED; a k investic&#xED;m do roz&#x161;i&#x159;ov&#xE1;n&#xED;</span><span style="display:block;height:0px"/>
    </ix:nonNumeric><span class="t s0_114 t1_114">114 </span>
  </div>

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    </div>
    <ix:continuation id="F20260506152849950">
      <span class="t s1_115 t2_115">kapacit a/nebo zatraktivn&#x11B;n&#xED; st&#xE1;vaj&#xED;c&#xED;ch nemovitost&#xED; (d&#xE1;le &#x201E;Dluhopisy&#x201C;). Tyto Dluhopisy jsou k&#xF3;tov&#xE1;ny </span><span style="display:block;height:0px"/><span class="t s2_115 t3_115">a obchodov&#xE1;ny na Regulovan&#xE9;m trhu Burzy cenn&#xFD;ch pap&#xED;r&#x16F; Praha a.s. </span><span style="display:block;height:0px"/><span class="t s1_115 t4_115">Dne 10. &#x159;&#xED;jna 2025 do&#x161;lo k nav&#xFD;&#x161;en&#xED; emise o dal&#x161;&#xED;ch 200 milion&#x16F; K&#x10D;, a to za &#xFA;&#x10D;elem financov&#xE1;n&#xED; akvizice retail parku </span><span style="display:block;height:0px"/><span class="t s1_115 t5_115">Ark&#xE1;da Prost&#x11B;jov. Celkov&#xE1; hodnota emise je k 31. prosinci 2025 900 milion&#x16F; K&#x10D;. </span><span style="display:block;height:0px"/><span class="t s1_115 t6_115">Dle prospektu dluhopisu je Spole&#x10D;nost jako emitent povinna plnit stanoven&#xE9; kovenanty a to ukazatel pom&#x11B;ru p&#x16F;j&#x10D;ky </span><span style="display:block;height:0px"/><span class="t s2_115 t7_115">k hodnot&#x11B; nemovitosti (LTV) a ukazatel kryt&#xED; dluhov&#xE9; slu&#x17E;by (DSCR). </span><span style="display:block;height:0px"/><span class="t s1_115 t8_115">Ukazatel LTV znamen&#xE1; pom&#x11B;r celkov&#xE9; v&#xFD;&#x161;e konsolidovan&#xE9;ho zadlu&#x17E;en&#xED; k sou&#x10D;tu hodnoty nemovitost&#xED; a pen&#x11B;&#x17E;n&#xED;ch </span><span style="display:block;height:0px"/><span class="t s1_115 t9_115">prost&#x159;edk&#x16F;. Ukazatel kryt&#xED; dluhov&#xE9; slu&#x17E;by p&#x159;edstavuje celkov&#xFD; v&#xFD;nos z n&#xE1;jemn&#xE9;ho pon&#xED;&#x17E;en&#xFD; o provozn&#xED; a ostatn&#xED; </span><span style="display:block;height:0px"/><span class="t s1_115 ta_115">nep&#x159;efakturovateln&#xE9; n&#xE1;klady a d&#xE1;le pon&#xED;&#x17E;en&#xFD; o investice p&#x159;ipadaj&#xED;c&#xED; na vlastn&#xED;ka p&#x159;&#xED;slu&#x161;n&#xE9; nemovitosti k hodnot&#x11B; </span><span style="display:block;height:0px"/><span class="t s1_115 tb_115">konsolidovan&#xE9;ho zadlu&#x17E;en&#xED;. </span><span style="display:block;height:0px"/>
      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t81ccb6ea949024f08a5b6661ee9fb50b">
        
          <tr>
            <td><span class="t s3_115 tc_115_new">2025 </span></td>
            <td><span class="t s4_115 td_115_new">M&#x11B;na </span></td>
            <td><span class="t s3_115 te_115_new">Nomin&#xE1;ln&#xED; </span><span style="display:block;height:0px"> </span><span class="t s3_115 tf_115_new">hodnota </span></td>
            <td><span class="t s3_115 tg_115_new">Efektivn&#xED; </span><span style="display:block;height:0px"> </span><span class="t s3_115 th_115_new">&#xFA;rokov&#xE1; m&#xED;ra </span></td>
            <td><span class="t s4_115 ti_115_new">&#xDA;&#x10D;etn&#xED; </span><span style="display:block;height:0px"> </span><span class="t s3_115 tj_115_new">hodnota </span></td>
          </tr>
          <tr>
            <td><span class="t s5_115 tk_115_new">Emitovan&#xE9; dluhopisy (ISIN: </span><span style="display:block;height:0px"> </span><span class="t s5_115 tl_115_new">CZ0003556441) </span></td>
            <td><span class="t s5_115 tm_115_new">CZK </span></td>
            <td><span class="t s5_115 tn_115_new">700 000 / 200 000 </span></td>
            <td><span class="t s5_115 to_115_new">9,40 % / 8,30 % </span></td>
            <td><span class="t s3_115 tp_115_new">892 336 </span></td>
          </tr>
        
      </table>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t9807f685fae3e1e1b121d5b3e929261f">
        
          <tr>
            <td><span class="t s3_115 tq_115_new">2024 </span></td>
            <td><span class="t s4_115 tr_115_new">M&#x11B;na </span></td>
            <td><span class="t s3_115 ts_115_new">Nomin&#xE1;ln&#xED; </span><span style="display:block;height:0px"> </span><span class="t s3_115 tt_115_new">hodnota </span></td>
            <td><span class="t s3_115 tu_115_new">Efektivn&#xED; </span><span style="display:block;height:0px"> </span><span class="t s3_115 tv_115_new">&#xFA;rokov&#xE1; </span><span style="display:block;height:0px"> </span><span class="t s3_115 tw_115_new">m&#xED;ra </span></td>
            <td><span class="t s4_115 tx_115_new">&#xDA;&#x10D;etn&#xED; </span><span style="display:block;height:0px"> </span><span class="t s3_115 ty_115_new">hodnota </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_115 tz_115_new">Emitovan&#xE9; dluhopisy (ISIN: CZ0003556441) </span></td>
            <td><span class="t s5_115 t10_115_new">CZK </span></td>
            <td style="width:auto"><span class="t s5_115 t11_115_new">700 000 </span></td>
            <td style="width:auto"><span class="t s5_115 t12_115_new">9,40 % </span></td>
            <td style="width:auto"><span class="t s3_115 t13_115_new">686 771</span></td>
          </tr>
        
      </table>
      <span class="t s2_115 t14_115">Dle prospektu dluhopisu &#x2013; &#x10D;l&#xE1;nku 7.4 je Spole&#x10D;nost jako emitent povinna plnit stanoven&#xE9; kovenanty a to ukazatel </span><span style="display:block;height:0px"/><span class="t s2_115 t15_115">LTV a ukazatel kryt&#xED; dluhov&#xE9; slu&#x17E;by. Ukazatel LTV znamen&#xE1; pom&#x11B;r: celkov&#xE9; v&#xFD;&#x161;e konsolidovan&#xE9;ho zadlu&#x17E;en&#xED; k </span><span style="display:block;height:0px"/><span class="t s1_115 t16_115">sou&#x10D;tu hodnoty nemovitost&#xED; a pen&#x11B;&#x17E;n&#xED;ch prost&#x159;edk&#x16F;. Ukazatel kryt&#xED; dluhov&#xE9; slu&#x17E;by p&#x159;edstavuje celkov&#xFD; v&#xFD;nos z </span><span style="display:block;height:0px"/><span class="t s1_115 t17_115">n&#xE1;jemn&#xE9;ho pon&#xED;&#x17E;en&#xFD; o provozn&#xED; a ostatn&#xED; nep&#x159;efakturovateln&#xE9; n&#xE1;klady a d&#xE1;le pon&#xED;&#x17E;en&#xFD; o investice p&#x159;ipadaj&#xED;c&#xED; na </span><span style="display:block;height:0px"/><span class="t s1_115 t18_115">vlastn&#xED;ka p&#x159;&#xED;slu&#x161;n&#xE9; nemovitosti k hodnot&#x11B; konsolidovan&#xE9;ho zadlu&#x17E;en&#xED;. </span><span style="display:block;height:0px"/><span class="t s1_115 t19_115">Kovenanty pro &#x201E;novou&#x201C; emisi: </span><span style="display:block;height:0px"/>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="tf21f4b3ff44c5c1f667fcb7554ad5543">
        
          <tr>
            <td style="width:auto"><span class="t s6_115 t1a_115_new">kovenant </span></td>
            <td style="width:auto"><span class="t s6_115 t1b_115_new">podm&#xED;nka prospektu </span></td>
            <td style="width:auto"><span class="t s6_115 t1c_115_new">31.12.2025 </span></td>
            <td style="width:auto"><span class="t s7_115 t1d_115_new">koment&#xE1;&#x159; </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_115 t1e_115_new">LTV </span></td>
            <td style="width:auto"><span class="t s2_115 t1f_115_new">&lt; 72,5 % </span></td>
            <td style="width:auto"><span class="t s2_115 t1g_115_new">64,84 % </span></td>
            <td style="width:auto"><span class="t s1_115 t1h_115_new">spln&#x11B;no </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s1_115 t1i_115_new">kryt&#xED; dluhov&#xE9; slu&#x17E;by </span></td>
            <td style="width:auto"><span class="t s2_115 t1j_115_new">&gt; 6 % </span></td>
            <td style="width:auto"><span class="t s2_115 t1k_115_new">8,75 % </span></td>
            <td style="width:auto"><span class="t s1_115 t1l_115_new">spln&#x11B;no</span></td>
          </tr>
        
      </table>
    </ix:continuation><span class="t s0_115 t1_115">115 </span>
  </div>

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      <span class="t s1_116 t2_116">Odsouhlasen&#xED; pohyb&#x16F; &#xFA;v&#x11B;r&#x16F; a p&#x16F;j&#x10D;ek s pen&#x11B;&#x17E;n&#xED;mi toky vypl&#xFD;vaj&#xED;c&#xED;mi z finan&#x10D;n&#xED; &#x10D;innosti: </span><span style="display:block;height:0px"/>
      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t831ad4e7c9a87bfbdbb4d95de0050f81">
        
          <tr>
            <td/>
            <td><span class="t s2_116 t3_116_new">Bankovn&#xED; </span><span style="display:block;height:0px"> </span><span class="t s3_116 t4_116_new">&#xFA;v&#x11B;ry </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s3_116 t5_116_new">&#xDA;v&#x11B;ry od </span><span style="display:block;height:0px"> </span><span class="t s3_116 t6_116_new">sp&#x159;&#xED;zn&#x11B;n&#xFD;ch </span><span style="display:block;height:0px"> </span><span class="t s2_116 t7_116_new">osob </span></td>
            <td><span class="t s2_116 t8_116_new">Dluhopisy </span></td>
            <td><span class="t s2_116 t9_116_new">Celkem </span></td>
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          <tr>
            <td><span class="t s2_116 ta_116_new">Stav k 1.1.2025 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s2_116 tb_116_new">2 175 718 </span></td>
            <td><span class="t s2_116 tc_116_new">87 010 </span></td>
            <td><span class="t s2_116 td_116_new">686 770 </span></td>
            <td><span class="t s2_116 te_116_new">2 949 498 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_116 tf_116_new">Pen&#x11B;&#x17E;n&#xED; toky z financov&#xE1;n&#xED; </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td/>
            <td/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_116 tg_116_new">P&#x159;&#xED;jmy z emise dluhopis&#x16F; </span></td>
            <td style="width:auto"><span class="t s6_116 th_116_new">0 </span></td>
            <td style="width:auto"><span class="t s6_116 ti_116_new">0 </span></td>
            <td><span class="t s6_116 tj_116_new">206 000 </span></td>
            <td><span class="t s6_116 tk_116_new">206 000 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_116 tl_116_new">Odkoupen&#xED; dluhopis&#x16F; </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td/>
            <td><span class="t s6_116 tm_116_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_116 tn_116_new">P&#x159;&#xED;jmy z &#xFA;v&#x11B;ru a p&#x16F;j&#x10D;ek </span></td>
            <td style="width:auto"><span class="t s6_116 to_116_new">543 626 </span></td>
            <td style="width:auto"><span class="t s6_116 tp_116_new">9 919 </span></td>
            <td><span class="t s6_116 tq_116_new">0 </span></td>
            <td><span class="t s6_116 tr_116_new">553 545 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_116 ts_116_new">Spl&#xE1;tky z &#xFA;v&#x11B;ru a p&#x16F;j&#x10D;ek </span></td>
            <td style="width:auto"><span class="t s6_116 tt_116_new">(68 158) </span></td>
            <td style="width:auto"><span class="t s6_116 tu_116_new">0 </span></td>
            <td><span class="t s6_116 tv_116_new">0 </span></td>
            <td><span class="t s6_116 tw_116_new">(68 158) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_116 tx_116_new">Zaplacen&#xFD; &#xFA;rok </span></td>
            <td style="width:auto"><span class="t s6_116 ty_116_new">(101 793) </span></td>
            <td style="width:auto"><span class="t s6_116 tz_116_new">0 </span></td>
            <td><span class="t s6_116 t10_116_new">(63 974) </span></td>
            <td><span class="t s6_116 t11_116_new">(165 767) </span></td>
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          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s6_116 t12_116_new">373 675 </span></td>
            <td style="width:auto"><span class="t s6_116 t13_116_new">9 919 </span></td>
            <td><span class="t s6_116 t14_116_new">142 026 </span></td>
            <td><span class="t s6_116 t15_116_new">525 620 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_116 t16_116_new">Ostatn&#xED; pohyby </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td/>
            <td/>
          </tr>
          <tr>
            <td><span class="t s5_116 t17_116_new">Dopad zm&#x11B;ny cizom&#x11B;nov&#xFD;ch kurz&#x16F; </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s6_116 t18_116_new">(84 962) </span></td>
            <td><span class="t s6_116 t19_116_new">1 </span></td>
            <td><span class="t s6_116 t1a_116_new">0 </span></td>
            <td><span class="t s6_116 t1b_116_new">(84 961) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_116 t1c_116_new">&#x10C;asov&#xE9; rozli&#x161;en&#xED; n&#xE1;klad&#x16F; </span></td>
            <td style="width:auto"><span class="t s6_116 t1d_116_new">0 </span></td>
            <td style="width:auto"><span class="t s6_116 t1e_116_new">0 </span></td>
            <td><span class="t s6_116 t1f_116_new">-3 400 </span></td>
            <td><span class="t s6_116 t1g_116_new">(3 400) </span></td>
          </tr>
          <tr>
            <td><span class="t s6_116 t1h_116_new">N&#xE1;kladov&#xFD; &#xFA;rok </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s6_116 t1i_116_new">105 671 </span></td>
            <td><span class="t s6_116 t1j_116_new">0 </span></td>
            <td><span class="t s6_116 t1k_116_new">66 940 </span></td>
            <td><span class="t s6_116 t1l_116_new">172 611 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_116 t1m_116_new">Kapitalizace &#xFA;v&#x11B;ru </span></td>
            <td style="width:auto"><span class="t s6_116 t1n_116_new">0 </span></td>
            <td style="width:auto"><span class="t s6_116 t1o_116_new">(96 929) </span></td>
            <td/>
            <td><span class="t s6_116 t1p_116_new">(96 929) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_116 t1q_116_new">31.12.2025 </span></td>
            <td style="width:auto"><span class="t s2_116 t1r_116_new">2 570 102 </span></td>
            <td style="width:auto"><span class="t s2_116 t1s_116_new">(0) </span></td>
            <td><span class="t s2_116 t1t_116_new">892 336 </span></td>
            <td><span class="t s2_116 t1u_116_new">3 462 437</span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_116 t1v_116_new">Stav k 1.1.2024 </span></td>
            <td style="width:auto"><span class="t s2_116 t1w_116_new">2 277 357 </span></td>
            <td style="width:auto"><span class="t s2_116 t1x_116_new">7 441 </span></td>
            <td><span class="t s2_116 t1y_116_new">822 938 </span></td>
            <td><span class="t s2_116 t1z_116_new">3 107 736 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_116 t20_116_new">Pen&#x11B;&#x17E;n&#xED; toky z financov&#xE1;n&#xED; </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td/>
            <td/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_116 t21_116_new">P&#x159;&#xED;jmy z emise dluhopis&#x16F; </span></td>
            <td style="width:auto"><span class="t s6_116 t22_116_new">0 </span></td>
            <td style="width:auto"><span class="t s6_116 t23_116_new">0 </span></td>
            <td><span class="t s6_116 t24_116_new">(257 340) </span></td>
            <td><span class="t s6_116 t25_116_new">(257 340) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_116 t26_116_new">Odkoupen&#xED; dluhopis&#x16F; </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td><span class="t s6_116 t27_116_new">125 320 </span></td>
            <td><span class="t s6_116 t28_116_new">125 320 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_116 t29_116_new">P&#x159;&#xED;jmy z &#xFA;v&#x11B;ru a p&#x16F;j&#x10D;ek </span></td>
            <td style="width:auto"><span class="t s6_116 t2a_116_new">2 281 447 </span></td>
            <td style="width:auto"><span class="t s6_116 t2b_116_new">198 504 </span></td>
            <td><span class="t s6_116 t2c_116_new">0 </span></td>
            <td><span class="t s6_116 t2d_116_new">2 479 950 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_116 t2e_116_new">Spl&#xE1;tky z &#xFA;v&#x11B;ru a p&#x16F;j&#x10D;ek </span></td>
            <td style="width:auto"><span class="t s6_116 t2f_116_new">(2 403 756) </span></td>
            <td style="width:auto"><span class="t s6_116 t2g_116_new">(118 935) </span></td>
            <td><span class="t s6_116 t2h_116_new">0 </span></td>
            <td><span class="t s6_116 t2i_116_new">(2 522 691) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_116 t2j_116_new">Zaplacen&#xFD; &#xFA;rok </span></td>
            <td style="width:auto"><span class="t s6_116 t2k_116_new">(117 559) </span></td>
            <td style="width:auto"><span class="t s6_116 t2l_116_new">0 </span></td>
            <td><span class="t s6_116 t2m_116_new">(67 406) </span></td>
            <td><span class="t s6_116 t2n_116_new">(184 965) </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s6_116 t2o_116_new">(239 868) </span></td>
            <td style="width:auto"><span class="t s6_116 t2p_116_new">79 568 </span></td>
            <td><span class="t s6_116 t2q_116_new">(199 426) </span></td>
            <td><span class="t s6_116 t2r_116_new">(359 726) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_116 t2s_116_new">Ostatn&#xED; pohyby </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td/>
            <td/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_116 t2t_116_new">Dopad zm&#x11B;ny cizom&#x11B;nov&#xFD;ch kurz&#x16F; </span></td>
            <td style="width:auto"><span class="t s6_116 t2u_116_new">37 283 </span></td>
            <td style="width:auto"><span class="t s6_116 t2v_116_new">1 </span></td>
            <td><span class="t s6_116 t2w_116_new">0 </span></td>
            <td><span class="t s6_116 t2x_116_new">37 284 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_116 t2y_116_new">&#x10C;asov&#xE9; rozli&#x161;en&#xED; n&#xE1;klad&#x16F; </span></td>
            <td style="width:auto"><span class="t s6_116 t2z_116_new">0 </span></td>
            <td style="width:auto"><span class="t s6_116 t30_116_new">0 </span></td>
            <td><span class="t s6_116 t31_116_new">(2 082) </span></td>
            <td><span class="t s6_116 t32_116_new">(2 082) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_116 t33_116_new">N&#xE1;kladov&#xFD; &#xFA;rok </span></td>
            <td style="width:auto"><span class="t s6_116 t34_116_new">100 946 </span></td>
            <td style="width:auto"><span class="t s6_116 t35_116_new">0 </span></td>
            <td><span class="t s6_116 t36_116_new">65 340 </span></td>
            <td><span class="t s6_116 t37_116_new">166 286 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_116 t38_116_new">Po&#x159;&#xED;zen&#xFD; &#xFA;v&#x11B;r akvizic&#xED; </span></td>
            <td style="width:auto"><span class="t s6_116 t39_116_new">0 </span></td>
            <td style="width:auto"><span class="t s6_116 t3a_116_new">0 </span></td>
            <td/>
            <td><span class="t s6_116 t3b_116_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_116 t3c_116_new">31.12.2024 </span></td>
            <td style="width:auto"><span class="t s2_116 t3d_116_new">2 175 718 </span></td>
            <td style="width:auto"><span class="t s2_116 t3e_116_new">87 010 </span></td>
            <td><span class="t s2_116 t3f_116_new">686 770 </span></td>
            <td><span class="t s2_116 t3g_116_new">2 949 498</span></td>
          </tr>
        
      </table>

      <ix:nonNumeric id="Fxbrl_20260506153300720" name="ifrs-full:DisclosureOfDeferredIncomeExplanatory" contextRef="C_20250101to20251231" escape="true">
        <span class="t s8_116 t3h_116">3.9. </span><span class="t s9_116 t3i_116">V&#xFD;nosy p&#x159;&#xED;&#x161;t&#xED;ch obdob&#xED; </span><span style="display:block;height:0px"/>

        <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t4a34666cd1c417fc42e4abeafc930b75">
          
            <tr>
              <td style="width:auto"/>
              <td style="width:auto"><span class="t s2_116 t3j_116_new">31.12.2025 </span></td>
              <td style="width:auto"><span class="t s2_116 t3k_116_new">31.12.2024 </span></td>
            </tr>
            <tr>
              <td style="width:auto"><span class="t s5_116 t3l_116_new">P&#x159;edplacen&#xE9; n&#xE1;jemn&#xE9;, z toho: </span></td>
              <td style="width:auto"/>
              <td style="width:auto"/>
            </tr>
            <tr>
              <td style="width:auto"><span class="t s5_116 t3m_116_new">kr&#xE1;tkodob&#xE1; &#x10D;&#xE1;st </span></td>
              <td style="width:auto"><span class="t s6_116 t3n_116_new">11 418 </span></td>
              <td style="width:auto"><span class="t s6_116 t3o_116_new">9 868 </span></td>
            </tr>
            <tr>
              <td style="width:auto"><span class="t s3_116 t3p_116_new">V&#xFD;nosy p&#x159;&#xED;&#x161;t&#xED;ch obdob&#xED; CELKEM </span></td>
              <td style="width:auto"><span class="t s2_116 t3q_116_new">11 418 </span></td>
              <td style="width:auto"><span class="t s2_116 t3r_116_new">9 868</span></td>
            </tr>
          
        </table>
      </ix:nonNumeric>
    </ix:nonNumeric><span class="t s0_116 t1_116">116 </span>
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    </div>
    <ix:nonNumeric id="Fxbrl_20260506153616776" name="ifrs-full:DisclosureOfAccruedExpensesAndOtherLiabilitiesExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t s1_117 t2_117">3.10. Ostatn&#xED; dlouhodob&#xE9; z&#xE1;vazky </span><span style="display:block;height:0px"/>
      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="tae2b28c8fb6251ac7176d43c62461fd1">
        
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s2_117 t3_117_new">31.12.2025 </span></td>
            <td style="width:auto"><span class="t s2_117 t4_117_new">31.12.2024 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_117 t5_117_new">Z&#xE1;dr&#x17E;n&#xE9; </span></td>
            <td style="width:auto"><span class="t s4_117 t6_117_new">0 </span></td>
            <td style="width:auto"><span class="t s4_117 t7_117_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_117 t8_117_new">Depozity od n&#xE1;jemn&#xED;k&#x16F; &#x2013; dlouhodob&#xE9; </span></td>
            <td style="width:auto"><span class="t s4_117 t9_117_new">38 501 </span></td>
            <td style="width:auto"><span class="t s4_117 ta_117_new">42 472 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_117 tb_117_new">Ostatn&#xED; dlouhodob&#xE9; z&#xE1;vazky CELKEM </span></td>
            <td style="width:auto"><span class="t s2_117 tc_117_new">38 501 </span></td>
            <td style="width:auto"><span class="t s2_117 td_117_new">42 472 </span></td>
          </tr>
        
      </table>
    </ix:nonNumeric>
    <ix:nonNumeric id="Fxbrl_20260506153651855" name="ifrs-full:DisclosureOfOtherCurrentLiabilitiesExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t s1_117 te_117">3.11. Jin&#xE9; kr&#xE1;tkodob&#xE9; z&#xE1;vazky </span><span style="display:block;height:0px"/>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="tf3ecdb8491391d6a61563c63d38a3631">
        
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s2_117 tf_117_new">31.12.2025 </span></td>
            <td style="width:auto"><span class="t s2_117 tg_117_new">31.12.2024 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_117 th_117_new">Z&#xE1;vazky z obchodn&#xED;ch vztah&#x16F; </span></td>
            <td style="width:auto"><span class="t s4_117 ti_117_new">52 677 </span></td>
            <td style="width:auto"><span class="t s4_117 tj_117_new">89 065 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_117 tk_117_new">Ostatn&#xED; z&#xE1;vazky </span></td>
            <td style="width:auto"><span class="t s4_117 tl_117_new">11 633 </span></td>
            <td style="width:auto"><span class="t s4_117 tm_117_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_117 tn_117_new">Da&#x148; z p&#x159;idan&#xE9; hodnoty </span></td>
            <td style="width:auto"><span class="t s4_117 to_117_new">9 118 </span></td>
            <td style="width:auto"><span class="t s4_117 tp_117_new">5 454 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_117 tq_117_new">Da&#x148; z p&#x159;&#xED;jm&#x16F; </span></td>
            <td style="width:auto"><span class="t s4_117 tr_117_new">19 836 </span></td>
            <td style="width:auto"><span class="t s4_117 ts_117_new">1 642 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_117 tt_117_new">P&#x159;ijat&#xE9; z&#xE1;lohy </span></td>
            <td style="width:auto"><span class="t s4_117 tu_117_new">6 178 </span></td>
            <td style="width:auto"><span class="t s4_117 tv_117_new">12 475 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_117 tw_117_new">Ostatn&#xED; kr&#xE1;tkodob&#xE9; z&#xE1;vazky CELKEM </span></td>
            <td style="width:auto"><span class="t s2_117 tx_117_new">99 442 </span></td>
            <td style="width:auto"><span class="t s2_117 ty_117_new">108 636</span></td>
          </tr>
        
      </table>
    </ix:nonNumeric>
    <ix:nonNumeric id="Fxbrl_20260506153723006" name="ifrs-full:DisclosureOfDeferredTaxesExplanatory" contextRef="C_20250101to20251231" continuedAt="F20260506153741583" escape="true">
      <span class="t s1_117 tz_117">3.12. Da&#x148; z p&#x159;&#xED;jm&#x16F; </span><span style="display:block;height:0px"/>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="te14b03593694186c34b871e8d5bde4e7">
        
          <tr>
            <td><span class="t s5_117 t18_117_new">Da&#x148; vyk&#xE1;zan&#xE1; v konsolidovan&#xE9;m v&#xFD;kazu finan&#x10D;n&#xED; pozice </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s2_117 t19_117_new">31.12.2024 </span><span style="display:block;height:0px"> </span><span class="t s2_117 t1a_117_new">opraveno </span></td>
            <td><span class="t s2_117 t10_117_new">Vyk&#xE1;z&#xE1;no </span><span style="display:block;height:0px"> </span><span class="t s2_117 t11_117_new">v zisku </span><span style="display:block;height:0px"> </span><span class="t s2_117 t12_117_new">nebo </span><span style="display:block;height:0px"> </span><span class="t s5_117 t13_117_new">ztr&#xE1;t&#x11B; </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s2_117 t14_117_new">Vyk&#xE1;z&#xE1;no v </span><span style="display:block;height:0px"> </span><span class="t s2_117 t15_117_new">ostatn&#xED;m </span><span style="display:block;height:0px"> </span><span class="t s2_117 t16_117_new">&#xFA;pln&#xE9;m </span><span style="display:block;height:0px"> </span><span class="t s2_117 t17_117_new">v&#xFD;sledku </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s2_117 t1b_117_new">31.12.2025 </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_117 t1c_117_new">Odlo&#x17E;en&#xE1; da&#x148;ov&#xE1; pohled&#xE1;vka </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_117 t1d_117_new">Investi&#x10D;n&#xED; majetek </span></td>
            <td style="width:auto"><span class="t s4_117 t1e_117_new">17 152 </span></td>
            <td style="width:auto"><span class="t s4_117 t1f_117_new">(12 889) </span></td>
            <td style="width:auto"><span class="t s4_117 t1g_117_new">0 </span></td>
            <td style="width:auto"><span class="t s4_117 t1h_117_new">4 263 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_117 t1i_117_new">Da&#x148;ov&#xE9; ztr&#xE1;ty minul&#xFD;ch let </span></td>
            <td style="width:auto"><span class="t s4_117 t1j_117_new">4 809 </span></td>
            <td style="width:auto"><span class="t s4_117 t1k_117_new">(3 019) </span></td>
            <td style="width:auto"><span class="t s4_117 t1l_117_new">0 </span></td>
            <td style="width:auto"><span class="t s4_117 t1m_117_new">1 790 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_117 t1n_117_new">Odlo&#x17E;en&#xE1; da&#x148;ov&#xE1; pohled&#xE1;vka CELKEM </span></td>
            <td style="width:auto"><span class="t s2_117 t1o_117_new">21 961 </span></td>
            <td style="width:auto"><span class="t s2_117 t1p_117_new">(15 908) </span></td>
            <td style="width:auto"><span class="t s2_117 t1q_117_new">0 </span></td>
            <td style="width:auto"><span class="t s2_117 t1r_117_new">6 053 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_117 t1s_117_new">Odlo&#x17E;en&#xFD; da&#x148;ov&#xFD; z&#xE1;vazek </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_117 t1t_117_new">Investi&#x10D;n&#xED; majetek </span></td>
            <td style="width:auto"><span class="t s4_117 t1u_117_new">(388 461) </span></td>
            <td style="width:auto"><span class="t s4_117 t1v_117_new">(78 300) </span></td>
            <td style="width:auto"><span class="t s4_117 t1w_117_new">0 </span></td>
            <td style="width:auto"><span class="t s4_117 t1x_117_new">(466 761) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_117 t1y_117_new">Rezerva ze zaji&#x161;t&#x11B;n&#xED; pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; </span></td>
            <td style="width:auto"><span class="t s4_117 t1z_117_new">(2 545) </span></td>
            <td style="width:auto"><span class="t s4_117 t20_117_new">0 </span></td>
            <td style="width:auto"><span class="t s4_117 t21_117_new">(5 215) </span></td>
            <td style="width:auto"><span class="t s4_117 t22_117_new">(7 760) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_117 t23_117_new">Odlo&#x17E;en&#xFD; da&#x148;ov&#xFD; z&#xE1;vazek CELKEM </span></td>
            <td style="width:auto"><span class="t s2_117 t24_117_new">(391 006) </span></td>
            <td style="width:auto"><span class="t s2_117 t25_117_new">(78 300) </span></td>
            <td style="width:auto"><span class="t s2_117 t26_117_new">(5 215) </span></td>
            <td style="width:auto"><span class="t s2_117 t27_117_new">(474 521)</span></td>
          </tr>
        
      </table>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="td6d9da67490c238b74f95f83abb4d93a">
        
          <tr>
            <td><span class="t s5_117 t2g_117_new">Da&#x148; vyk&#xE1;zan&#xE1; v konsolidovan&#xE9;m v&#xFD;kazu finan&#x10D;n&#xED; pozice </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s2_117 t2h_117_new">31.12.2023 </span><span style="display:block;height:0px"> </span><span class="t s2_117 t2i_117_new">opraveno </span></td>
            <td><span class="t s2_117 t28_117_new">Vyk&#xE1;z&#xE1;no </span><span style="display:block;height:0px"> </span><span class="t s2_117 t29_117_new">v zisku </span><span style="display:block;height:0px"> </span><span class="t s2_117 t2a_117_new">nebo </span><span style="display:block;height:0px"> </span><span class="t s5_117 t2b_117_new">ztr&#xE1;t&#x11B; </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s2_117 t2c_117_new">Vyk&#xE1;z&#xE1;no v </span><span style="display:block;height:0px"> </span><span class="t s2_117 t2d_117_new">ostatn&#xED;m </span><span style="display:block;height:0px"> </span><span class="t s2_117 t2e_117_new">&#xFA;pln&#xE9;m </span><span style="display:block;height:0px"> </span><span class="t s2_117 t2f_117_new">v&#xFD;sledku </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s2_117 t2j_117_new">31.12.2024 </span><span style="display:block;height:0px"> </span><span class="t s2_117 t2k_117_new">opraveno </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_117 t2l_117_new">Odlo&#x17E;en&#xE1; da&#x148;ov&#xE1; pohled&#xE1;vka </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_117 t2m_117_new">Investi&#x10D;n&#xED; majetek </span></td>
            <td style="width:auto"><span class="t s4_117 t2n_117_new">15 117 </span></td>
            <td style="width:auto"><span class="t s4_117 t2o_117_new">2 035 </span></td>
            <td style="width:auto"><span class="t s4_117 t2p_117_new">0 </span></td>
            <td style="width:auto"><span class="t s4_117 t2q_117_new">17 152 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_117 t2r_117_new">Da&#x148;ov&#xE9; ztr&#xE1;ty minul&#xFD;ch let </span></td>
            <td style="width:auto"><span class="t s4_117 t2s_117_new">2 604 </span></td>
            <td style="width:auto"><span class="t s4_117 t2t_117_new">2 205 </span></td>
            <td style="width:auto"><span class="t s4_117 t2u_117_new">0 </span></td>
            <td style="width:auto"><span class="t s4_117 t2v_117_new">4 809 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_117 t2w_117_new">Odlo&#x17E;en&#xE1; da&#x148;ov&#xE1; pohled&#xE1;vka CELKEM </span></td>
            <td style="width:auto"><span class="t s2_117 t2x_117_new">17 721 </span></td>
            <td style="width:auto"><span class="t s2_117 t2y_117_new">(4 240) </span></td>
            <td style="width:auto"><span class="t s2_117 t2z_117_new">0 </span></td>
            <td style="width:auto"><span class="t s2_117 t30_117_new">21 961 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_117 t31_117_new">Odlo&#x17E;en&#xFD; da&#x148;ov&#xFD; z&#xE1;vazek </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_117 t32_117_new">Investi&#x10D;n&#xED; majetek </span></td>
            <td style="width:auto"><span class="t s4_117 t33_117_new">(340 576) </span></td>
            <td style="width:auto"><span class="t s4_117 t34_117_new">(47 886) </span></td>
            <td style="width:auto"><span class="t s4_117 t35_117_new">0 </span></td>
            <td style="width:auto"><span class="t s4_117 t36_117_new">(388 461) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_117 t37_117_new">Rezerva ze zaji&#x161;t&#x11B;n&#xED; pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; </span></td>
            <td style="width:auto"><span class="t s4_117 t38_117_new">(3 669) </span></td>
            <td style="width:auto"><span class="t s4_117 t39_117_new">0 </span></td>
            <td style="width:auto"><span class="t s4_117 t3a_117_new">1 124 </span></td>
            <td style="width:auto"><span class="t s4_117 t3b_117_new">(2 545) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_117 t3c_117_new">Odlo&#x17E;en&#xFD; da&#x148;ov&#xFD; z&#xE1;vazek CELKEM </span></td>
            <td style="width:auto"><span class="t s2_117 t3d_117_new">(344 245) </span></td>
            <td style="width:auto"><span class="t s2_117 t3e_117_new">(47 886) </span></td>
            <td style="width:auto"><span class="t s2_117 t3f_117_new">1 124 </span></td>
            <td style="width:auto"><span class="t s2_117 t3g_117_new">(391 006)</span></td>
          </tr>
        
      </table>
      <span class="t s6_117 t3h_117">* &#xDA;daje za rok 2024 a 2023 byly opraveny tak, jak je uvedeno v kapitole 2.18 &#x201C;Oprava chyby minul&#xFD;ch let&#x201D; v </span><span style="display:block;height:0px"/><span class="t s6_117 t3i_117">Konsolidovan&#xE9; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rce. </span><span style="display:block;height:0px"/><span class="t s7_117 t3j_117">Odlo&#x17E;en&#xFD; da&#x148;ov&#xFD; z&#xE1;vazek vypl&#xFD;vaj&#xED;c&#xED; z investi&#x10D;n&#xED;ho majetku a da&#x148;ov&#xFD;ch ztr&#xE1;t je &#xFA;&#x10D;tov&#xE1;n do v&#xFD;kazu o &#xFA;pln&#xE9;m </span><span style="display:block;height:0px"/><span class="t s7_117 t3k_117">v&#xFD;sledku, odlo&#x17E;en&#xE1; da&#x148; ze zaji&#x161;&#x165;ovac&#xED;ho &#xFA;&#x10D;etnictv&#xED; je &#xFA;&#x10D;tov&#xE1;na na vrub vlastn&#xED;ho kapit&#xE1;lu.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric><span class="t s0_117 t1_117">117 </span>
  </div>

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    <ix:continuation id="F20260506153741583">
      <span class="t s1_118 t2_118">Da&#x148; vyk&#xE1;zan&#xE1; v konsolidovan&#xE9;m v&#xFD;kazu zisku a ztr&#xE1;t a &#xFA;pln&#xE9;ho v&#xFD;sledku hospoda&#x159;en&#xED; </span><span style="display:block;height:0px"/>
      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="tac22e974bcb717b46c7f2a1cfc8a3746_part1_1778063966648">
        
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s2_118 t3_118_new">31.12.2025 </span></td>
            <td style="width:auto"><span class="t s2_118 t4_118_new">31.12.2024 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_118 t5_118_new">Da&#x148; z p&#x159;&#xED;jm&#x16F; b&#x11B;&#x17E;n&#xE1; </span></td>
            <td style="width:auto"><span class="t s4_118 t6_118_new">27 779 </span></td>
            <td style="width:auto"><span class="t s4_118 t7_118_new">6 622 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_118 t8_118_new">Da&#x148; z p&#x159;&#xED;jm&#x16F; odlo&#x17E;en&#xE1; </span></td>
            <td style="width:auto"><span class="t s4_118 t9_118_new">94 207 </span></td>
            <td style="width:auto"><span class="t s4_118 ta_118_new">45 393 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_118 tb_118_new">Da&#x148;ov&#xFD; n&#xE1;klad CELKEM </span></td>
            <td style="width:auto"><span class="t s2_118 tc_118_new">(121 986) </span></td>
            <td style="width:auto"><span class="t s2_118 td_118_new">(52 015) </span></td>
          </tr>
        
      </table>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="tac22e974bcb717b46c7f2a1cfc8a3746_part2_1778063966648">
        
          <tr>
            <td style="width:auto"><span class="t s5_118 te_118_new">Rekonciliace efektivn&#xED; da&#x148;ov&#xE9; sazby </span></td>
            <td style="width:auto"><span class="t s2_118 tf_118_new">2025 </span></td>
            <td style="width:auto"><span class="t s2_118 tg_118_new">2024 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_118 th_118_new">Zisk p&#x159;ed zdan&#x11B;n&#xED;m </span></td>
            <td style="width:auto"><span class="t s4_118 ti_118_new">372 932 </span></td>
            <td style="width:auto"><span class="t s4_118 tj_118_new">170 662 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_118 tk_118_new">Sazba dan&#x11B; z p&#x159;&#xED;jm&#x16F; </span></td>
            <td style="width:auto"><span class="t s4_118 tl_118_new">21,00 % </span></td>
            <td style="width:auto"><span class="t s4_118 tm_118_new">21,00 % </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s2_118 tn_118_new">(78 316) </span></td>
            <td style="width:auto"><span class="t s2_118 to_118_new">(35 839)</span></td>
          </tr>
        
      </table>
      <span class="t s6_118 tp_118">Sazba dan&#x11B; z p&#x159;&#xED;jm&#x16F; (21 %) je stejn&#xE1; pro &#x10C;eskou i Slovenskou republiku.</span><span style="display:block;height:0px"/>
    </ix:continuation><span class="t s7_118 tq_118">4. </span><span class="t s8_118 tr_118">Dopl&#x148;uj&#xED;c&#xED; informace ke konsolidovan&#xE9;mu v&#xFD;kazu zisku nebo ztr&#xE1;ty </span><span class="t s9_118 ts_118">a ostatn&#xED;ho &#xFA;pln&#xE9;ho v&#xFD;sledku </span>
    <ix:nonNumeric id="Fxbrl_20260506153920601" name="ifrs-full:DisclosureOfRevenueExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t sa_118 tt_118">4.1. V&#xFD;nosy z n&#xE1;jm&#x16F; </span><span style="display:block;height:0px"/>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t130aadcce34e3a3fd402c757c3fbd227">
        
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s2_118 tu_118_new">31.12.2025 </span></td>
            <td style="width:auto"><span class="t s2_118 tv_118_new">31.12.2024 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_118 tw_118_new">V&#xFD;nosy z n&#xE1;jm&#x16F; </span></td>
            <td style="width:auto"><span class="t s4_118 tx_118_new">315 911 </span></td>
            <td style="width:auto"><span class="t s4_118 ty_118_new">296 993 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_118 tz_118_new">V&#xFD;nosy z n&#xE1;jm&#x16F; CELKEM </span></td>
            <td style="width:auto"><span class="t s2_118 t10_118_new">315 911 </span></td>
            <td style="width:auto"><span class="t s2_118 t11_118_new">296 993</span></td>
          </tr>
        
      </table>
      <span class="t s6_118 t12_118">V&#xFD;nosy z n&#xE1;jemn&#xE9;ho zahrnuj&#xED; zejm&#xE9;na fixn&#xED; n&#xE1;jemn&#xE9; z pron&#xE1;jmu retail jednotek a souvisej&#xED;c&#xED; v&#xFD;nosy ze slu&#x17E;eb </span><span style="display:block;height:0px"/><span class="t s6_118 t13_118">&#xFA;&#x10D;tovan&#xFD;ch n&#xE1;jemc&#x16F; (service charges viz. bod 6.6.) a ostatn&#xED; n&#xE1;jemn&#xED; v&#xFD;nosy. Meziro&#x10D;n&#xED; n&#xE1;r&#x16F;st v&#xFD;nos&#x16F; je zp&#x16F;soben </span><span style="display:block;height:0px"/><span class="t s6_118 t14_118">zejm&#xE9;na indexac&#xED; n&#xE1;jemn&#xE9;ho a zv&#xFD;&#x161;en&#xED;m obsazenosti. </span><span style="display:block;height:0px"/><span class="t sa_118 t15_118">4.2. V&#xFD;nosy a n&#xE1;klady ze slu&#x17E;eb spojen&#xFD;ch s provozem budov </span><span style="display:block;height:0px"/>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t57c5d1658bd2ad2efe5d31e721dfbde2">
        
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s2_118 t16_118_new">31.12.2025 </span></td>
            <td style="width:auto"><span class="t s2_118 t17_118_new">31.12.2024 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_118 t18_118_new">N&#xE1;klady na slu&#x17E;by spojen&#xE9; s budovou </span></td>
            <td style="width:auto"><span class="t s4_118 t19_118_new">(114 629) </span></td>
            <td style="width:auto"><span class="t s4_118 t1a_118_new">(105 174) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_118 t1b_118_new">V&#xFD;nosy z p&#x159;efakturace slu&#x17E;eb </span></td>
            <td style="width:auto"><span class="t s4_118 t1c_118_new">85 064 </span></td>
            <td style="width:auto"><span class="t s4_118 t1d_118_new">89 675 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_118 t1e_118_new">Tr&#x17E;by spojen&#xE9; s budovou CELKEM </span></td>
            <td style="width:auto"><span class="t s2_118 t1f_118_new">(29 565) </span></td>
            <td style="width:auto"><span class="t s2_118 t1g_118_new">(15 499) </span></td>
          </tr>
        
      </table>
      <span class="t s6_118 t1h_118">N&#xE1;r&#x16F;st n&#xE1;klad&#x16F; na slu&#x17E;by spojen&#xE9; s budovou a v&#xFD;nos&#x16F; je adekv&#xE1;tn&#xED; s ohledem na roz&#x161;&#xED;&#x159;en&#xED; portfolia.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric>
    <ix:nonNumeric id="Fxbrl_20260511110721882" name="ifrs-full:DisclosureOfExpensesExplanatory" contextRef="C_20250101to20251231" continuedAt="F20260511110742218" escape="true">
      <span class="t sa_118 t1i_118">4.3. Poplatky za spr&#xE1;vu majetku </span><span style="display:block;height:0px"/>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t0572a2fb72539eeec71f55e688af8d3a">
        
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s2_118 t1j_118_new">31.12.2025 </span></td>
            <td style="width:auto"><span class="t s2_118 t1k_118_new">31.12.2024 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_118 t1l_118_new">Asset management </span></td>
            <td style="width:auto"><span class="t s4_118 t1m_118_new">(76) </span></td>
            <td style="width:auto"><span class="t s4_118 t1n_118_new">(5 209) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_118 t1o_118_new">Provize za zprost&#x159;edkov&#xE1;n&#xED; </span></td>
            <td style="width:auto"><span class="t s4_118 t1p_118_new">(6 312) </span></td>
            <td style="width:auto"><span class="t s4_118 t1q_118_new">(1 083) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_118 t1r_118_new">Poplatky za spr&#xE1;vu majetku CELKEM </span></td>
            <td style="width:auto"><span class="t s2_118 t1s_118_new">(6 388) </span></td>
            <td style="width:auto"><span class="t s2_118 t1t_118_new">(6 292)</span></td>
          </tr>
        
      </table>
      <span class="t s6_118 t1u_118">Na z&#xE1;klad&#x11B; dohod poskytuj&#xED; spr&#xE1;vci aktiv takov&#xE9; poradenstv&#xED; a pomoc, aby vlastn&#xED;ci mohli stanovit a realizovat </span><span style="display:block;height:0px"/><span class="t sb_118 t1v_118">obchodn&#xED; pl&#xE1;n a jeho zm&#x11B;ny, a jsou povinni vynakl&#xE1;dat v r&#xE1;mci poskytovan&#xFD;ch slu&#x17E;eb ve&#x161;ker&#xE9; p&#x159;im&#x11B;&#x159;en&#xE9; &#xFA;sil&#xED; na </span><span style="display:block;height:0px"/><span class="t s6_118 t1w_118">zaji&#x161;t&#x11B;n&#xED; dosa&#x17E;en&#xED; c&#xED;l&#x16F; stanoven&#xFD;ch v obchodn&#xED;m pl&#xE1;nu, to v&#x161;e proto, aby vlastn&#xED;ci mohli zvy&#x161;ovat v&#xFD;nosy a investi&#x10D;n&#xED; </span><span style="display:block;height:0px"/><span class="t sb_118 t1x_118">hodnotu aktiv a maximalizovat n&#xE1;vratnost investice ve Skupin&#x11B; sou&#x10D;asn&#x11B; s mo&#x17E;nou minimalizac&#xED; souvisej&#xED;c&#xED;ch rizik </span><span style="display:block;height:0px"/><span class="t s6_118 t1y_118">(pokud je to mo&#x17E;n&#xE9;) a poskytovat dal&#x161;&#xED; souvisej&#xED;c&#xED; poradentstv&#xED;.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric><span class="t s6_118 t1y_118"> </span><span class="t s0_118 t1_118">118 </span>
  </div>

  <div class="div-absolute" style="margin:0px auto;visibility:visible !important;position:relative;background-color:white;width:909px;height:1286px !important">
    <div style="-webkit-user-select:none">
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    </div>
    <ix:continuation id="F20260511110742218">
      <span class="t s1_119 t2_119">4.4. Ostatn&#xED; provozn&#xED; n&#xE1;klady </span><span style="display:block;height:0px"/>
      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t36f3b49fcd1d5ddf3b084736fd5f05c6">
        
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s2_119 t3_119_new">31.12.2025 </span></td>
            <td style="width:auto"><span class="t s2_119 t4_119_new">31.12.2024 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_119 t5_119_new">Audit, pr&#xE1;vn&#xED; n&#xE1;klady, poradenstv&#xED; </span></td>
            <td style="width:auto"><span class="t s3_119 t6_119_new">(1 766) </span></td>
            <td style="width:auto"><span class="t s3_119 t7_119_new">(439) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_119 t8_119_new">Pr&#xE1;vn&#xED; a jin&#xE9; profesn&#xED; poplatky </span></td>
            <td style="width:auto"><span class="t s3_119 t9_119_new">(5 143) </span></td>
            <td style="width:auto"><span class="t s3_119 ta_119_new">(8 848) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_119 tb_119_new">Poplatky za &#xFA;&#x10D;etn&#xED; a administrativn&#xED; slu&#x17E;by </span></td>
            <td style="width:auto"><span class="t s3_119 tc_119_new">(1 852) </span></td>
            <td style="width:auto"><span class="t s3_119 td_119_new">(1 931) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_119 te_119_new">Poplatky za poradenstv&#xED; </span></td>
            <td style="width:auto"><span class="t s3_119 tf_119_new">(22 822) </span></td>
            <td style="width:auto"><span class="t s3_119 tg_119_new">(24 929) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_119 th_119_new">Ostatn&#xED; </span></td>
            <td style="width:auto"><span class="t s3_119 ti_119_new">6 892 </span></td>
            <td style="width:auto"><span class="t s3_119 tj_119_new">(4 055) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_119 tk_119_new">Ostatn&#xED; provozn&#xED; n&#xE1;klady CELKEM </span></td>
            <td style="width:auto"><span class="t s2_119 tl_119_new">(24 691) </span></td>
            <td style="width:auto"><span class="t s2_119 tm_119_new">(40 202)</span></td>
          </tr>
        
      </table>
      <span class="t s5_119 tn_119">Servisn&#xED; poplatky p&#x159;edstavuj&#xED; p&#x159;edev&#x161;&#xED;m slu&#x17E;by spole&#x10D;nosti Fidurock Services.</span><span style="display:block;height:0px"/>
    </ix:continuation>
    <ix:nonNumeric id="Fxbrl_20260506154254598" name="ifrs-full:DisclosureOfFinanceIncomeExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t s1_119 to_119">4.5. Finan&#x10D;n&#xED; v&#xFD;nosy </span><span style="display:block;height:0px"/>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t71dacfa8286def3bbe2af5b46b5d513f">
        
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s2_119 tp_119_new">31.12.2025 </span></td>
            <td style="width:auto"><span class="t s2_119 tq_119_new">31.12.2024 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_119 tr_119_new">Kurzov&#xE9; zisky </span></td>
            <td style="width:auto"><span class="t s3_119 ts_119_new">30 236 </span></td>
            <td style="width:auto"><span class="t s3_119 tt_119_new">1 545 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_119 tu_119_new">&#xDA;roky z p&#x16F;j&#x10D;ek </span></td>
            <td style="width:auto"><span class="t s3_119 tv_119_new">1 528 </span></td>
            <td style="width:auto"><span class="t s3_119 tw_119_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_119 tx_119_new">Ostatn&#xED; finan&#x10D;n&#xED; v&#xFD;nosy </span></td>
            <td style="width:auto"><span class="t s3_119 ty_119_new">13 617 </span></td>
            <td style="width:auto"><span class="t s3_119 tz_119_new">1 008 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_119 t10_119_new">Finan&#x10D;n&#xED; v&#xFD;nosy CELKEM </span></td>
            <td style="width:auto"><span class="t s2_119 t11_119_new">45 381 </span></td>
            <td style="width:auto"><span class="t s2_119 t12_119_new">2 553</span></td>
          </tr>
        
      </table>
    </ix:nonNumeric>
    <ix:nonNumeric id="Fxbrl_20260506154324890" name="ifrs-full:DisclosureOfFinanceCostExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t s1_119 t13_119">4.6. Finan&#x10D;n&#xED; n&#xE1;klady </span><span style="display:block;height:0px"/>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t9d9e6b73bd344a92d23000733c6f8ee0">
        
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s2_119 t14_119_new">31.12.2025 </span></td>
            <td style="width:auto"><span class="t s2_119 t15_119_new">31.12.2024 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_119 t16_119_new">&#xDA;roky a podobn&#xE9; n&#xE1;klady od sp&#x159;&#xED;zn&#x11B;n&#xFD;ch stran </span></td>
            <td style="width:auto"><span class="t s3_119 t17_119_new">0 </span></td>
            <td style="width:auto"><span class="t s3_119 t18_119_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_119 t19_119_new">&#xDA;roky a podobn&#xE9; n&#xE1;klady t&#x159;et&#xED;ch stran </span></td>
            <td style="width:auto"><span class="t s3_119 t1a_119_new">(105 671) </span></td>
            <td style="width:auto"><span class="t s3_119 t1b_119_new">(100 946) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_119 t1c_119_new">&#xDA;rokov&#xE9; n&#xE1;klady z emitovan&#xFD;ch dluhopis&#x16F; </span></td>
            <td style="width:auto"><span class="t s3_119 t1d_119_new">(66 939) </span></td>
            <td style="width:auto"><span class="t s3_119 t1e_119_new">(65 340) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_119 t1f_119_new">Kurzov&#xE9; rozd&#xED;ly </span></td>
            <td style="width:auto"><span class="t s3_119 t1g_119_new">0 </span></td>
            <td style="width:auto"><span class="t s3_119 t1h_119_new">(20 579) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_119 t1i_119_new">Finan&#x10D;n&#xED; n&#xE1;klady z deriv&#xE1;t&#x16F; </span></td>
            <td style="width:auto"><span class="t s3_119 t1j_119_new">0 </span></td>
            <td style="width:auto"><span class="t s3_119 t1k_119_new">(40 571) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_119 t1l_119_new">Ostatn&#xED; finan&#x10D;n&#xED; n&#xE1;klady/v&#xFD;nosy </span></td>
            <td style="width:auto"><span class="t s3_119 t1m_119_new">533 </span></td>
            <td style="width:auto"><span class="t s3_119 t1n_119_new">(2 249) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_119 t1o_119_new">Finan&#x10D;n&#xED; n&#xE1;klady CELKEM </span></td>
            <td style="width:auto"><span class="t s2_119 t1p_119_new">(173 143) </span></td>
            <td style="width:auto"><span class="t s2_119 t1q_119_new">(229 685)</span></td>
          </tr>
        
      </table>
    </ix:nonNumeric>
    <ix:nonNumeric id="Fxbrl_20260506154410998" name="ifrs-full:DisclosureOfFairValueMeasurementExplanatory" contextRef="C_20250101to20251231" continuedAt="F20260506154427674" escape="true">
      <span class="t s7_119 t1r_119">5. M&#x11B;&#x159;en&#xED; re&#xE1;ln&#xE9; hodnoty </span><span style="display:block;height:0px"/><span class="t s1_119 t1s_119">5.1. Hierarchie re&#xE1;ln&#xE9; hodnoty </span><span style="display:block;height:0px"/><span class="t s5_119 t1t_119">Z d&#x16F;vodu v&#xFD;znamu smluvn&#xED;ch n&#xE1;jm&#x16F; pro ocen&#x11B;n&#xED; investi&#x10D;n&#xED;ho nemovit&#xE9;ho majetku za&#x159;adilo veden&#xED; nemovit&#xFD; </span><span style="display:block;height:0px"/><span class="t s5_119 t1u_119">majetek do &#xFA;rovn&#x11B; 3. </span><span style="display:block;height:0px"/><span class="t s8_119 t1v_119">Hlavn&#xED; zjistiteln&#xE9; a nezjistiteln&#xE9; vstupy a citlivost </span><span style="display:block;height:0px"/><span class="t s5_119 t1w_119">Hodnotu nemovitost&#xED; ur&#x10D;uje &#x159;ada faktor&#x16F;. Pat&#x159;&#xED; k nim vnitrost&#xE1;tn&#xED; a m&#xED;stn&#xED; ekonomick&#xE9; podm&#xED;nky, popt&#xE1;vka vytv&#xE1;&#x159;en&#xE1; </span><span style="display:block;height:0px"/><span class="t s9_119 t1x_119">investory a u&#x17E;ivateli a &#xFA;rokov&#xE9; sazby. Zm&#x11B;ny re&#xE1;ln&#xE9; hodnoty portfolia nemovitost&#xED; maj&#xED; sice dopad na zisk za rok, </span><span style="display:block;height:0px"/><span class="t s5_119 t1y_119">ale nemaj&#xED; okam&#x17E;it&#xFD; dopad na pen&#x11B;&#x17E;n&#xED; toky. V&#xFD;znamn&#xE9; zv&#xFD;&#x161;en&#xED; nebo sn&#xED;&#x17E;en&#xED; r&#x16F;stu n&#xE1;jm&#x16F; by m&#x11B;la samo o sob&#x11B; za </span><span style="display:block;height:0px"/><span class="t s5_119 t1z_119">n&#xE1;sledek stanoven&#xED; zna&#x10D;n&#x11B; vy&#x161;&#x161;&#xED; nebo ni&#x17E;&#x161;&#xED; re&#xE1;ln&#xE9; hodnoty. V&#xFD;znamn&#xE9; zv&#xFD;&#x161;en&#xED; nebo sn&#xED;&#x17E;en&#xED; dlouhodob&#xE9; </span><span style="display:block;height:0px"/><span class="t s9_119 t20_119">neobsazenosti a kapitaliza&#x10D;n&#xED; (v&#xFD;sledn&#xE9;) sazby/v&#xFD;nosu by m&#x11B;lo samo o sob&#x11B; rovn&#x11B;&#x17E; za n&#xE1;sledek stanoven&#xED; vy&#x161;&#x161;&#xED; </span><span style="display:block;height:0px"/><span class="t s5_119 t21_119">nebo ni&#x17E;&#x161;&#xED; re&#xE1;ln&#xE9; hodnoty. </span><span style="display:block;height:0px"/><span class="t s5_119 t22_119">N&#xE1;sleduj&#xED;c&#xED; tabulka zn&#xE1;zor&#x148;uje hierarchii ocen&#x11B;n&#xED;, metodu ocen&#x11B;n&#xED; a kl&#xED;&#x10D;ov&#xE9; zjistiteln&#xE9; a nezjistiteln&#xE9; vstupy pro </span><span style="display:block;height:0px"/><span class="t s5_119 t23_119">investi&#x10D;n&#xED; nemovit&#xFD; majetek Skupiny, pou&#x17E;it&#xE9; odhadci ke dni 31. prosince 2025 a 31. prosince 2024.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric><span class="t s0_119 t1_119">119 </span>
  </div>

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style="width:909px;height:1286px"/>
    </div>
    <ix:continuation id="F20260506154427674" continuedAt="F20260506154456704">
      <span class="t s1_120 t2_120">Hlavn&#xED; vstupy </span><span style="display:block;height:0px"/>
      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="tabeb2c7c126220ec4112971fb8a2d2ba">
        
          <tr>
            <td style="width:auto"><span class="t s1_120 t3_120_new">31.12.2025 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s1_120 t4_120_new">Retail parky &#x2013; &#x10C;esk&#xE1; republika </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_120 t5_120_new">Metoda ocen&#x11B;n&#xED; </span></td>
            <td style="width:auto"><span class="t s3_120 t6_120_new">Kl&#xED;&#x10D;ov&#xE9; nepozorovateln&#xE9; vstupy </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s4_120 t7_120_new" style="margin-right:4px">Min </span></td>
            <td style="width:auto"><span class="t s4_120 t8_120_new" style="margin-right:4px">Max </span></td>
            <td style="width:auto"><span class="t s3_120 t9_120_new">Pr&#x16F;m&#x11B;r </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_120 ta_120_new">P&#x159;&#xED;m&#xE1; kapitalizace </span></td>
            <td style="width:auto"><span class="t s3_120 tb_120_new" style="margin-right:4px">Odhadovan&#xE1; hodnota n&#xE1;jemn&#xE9;ho za 1 m &#x10D;tvere&#x10D;n&#xED; </span></td>
            <td style="width:auto"><span class="t s4_120 te_120_new" style="margin-right:4px">11,12 EUR </span></td>
            <td style="width:auto"><span class="t s4_120 td_120_new" style="margin-right:4px">51,00 EUR </span></td>
            <td style="width:auto"><span class="t s4_120 tc_120_new" style="margin-right:4px">2,50 EUR </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_120 tf_120_new" style="margin-right:4px">Ekvivalentn&#xED; yield </span></td>
            <td style="width:auto"><span class="t s4_120 tg_120_new" style="margin-right:4px">6,78 % </span></td>
            <td style="width:auto"><span class="t s4_120 th_120_new" style="margin-right:4px">7,01 % </span></td>
            <td style="width:auto"><span class="t s4_120 ti_120_new">6,98 %</span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s1_120 tj_120_new">Retail parky &#x2013; Slovensko </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_120 tk_120_new">Metoda ocen&#x11B;n&#xED; </span></td>
            <td style="width:auto"><span class="t s3_120 tl_120_new">Kl&#xED;&#x10D;ov&#xE9; nepozorovateln&#xE9; vstupy </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s4_120 tm_120_new" style="margin-right:4px">Min </span></td>
            <td style="width:auto"><span class="t s4_120 tn_120_new" style="margin-right:4px">Max </span></td>
            <td style="width:auto"><span class="t s3_120 to_120_new">Pr&#x16F;m&#x11B;r </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_120 tp_120_new">P&#x159;&#xED;m&#xE1; kapitalizace </span></td>
            <td style="width:auto"><span class="t s3_120 tq_120_new" style="margin-right:4px">Odhadovan&#xE1; hodnota n&#xE1;jemn&#xE9;ho za 1 m &#x10D;tvere&#x10D;n&#xED; </span></td>
            <td style="width:auto"><span class="t s4_120 tr_120_new" style="margin-right:4px">0,60 EUR </span></td>
            <td style="width:auto"><span class="t s4_120 ts_120_new" style="margin-right:4px">26,03 EUR </span></td>
            <td style="width:auto"><span class="t s4_120 tt_120_new">9,67 EUR </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_120 tu_120_new" style="margin-right:4px">Ekvivalentn&#xED; yield </span></td>
            <td style="width:auto"><span class="t s4_120 tv_120_new" style="margin-right:4px">7,01 % </span></td>
            <td style="width:auto"><span class="t s4_120 tw_120_new" style="margin-right:4px">7,51 % </span></td>
            <td style="width:auto"><span class="t s4_120 tx_120_new">7,14 % </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_120 ty_120_new">Investi&#x10D;n&#xED; pozemky &#x2013; Slovensko </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_120 tz_120_new">Metoda ocen&#x11B;n&#xED; </span></td>
            <td style="width:auto"><span class="t s3_120 t10_120_new">Kl&#xED;&#x10D;ov&#xE9; nepozorovateln&#xE9; vstupy </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s4_120 t11_120_new" style="margin-right:4px">Min </span></td>
            <td style="width:auto"><span class="t s4_120 t12_120_new" style="margin-right:4px">Max </span></td>
            <td style="width:auto"><span class="t s3_120 t13_120_new">Pr&#x16F;m&#x11B;r </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s1_120 t14_120_new">Rezidu&#xE1;ln&#xED; hodnota </span></td>
            <td style="width:auto"><span class="t s3_120 t15_120_new" style="margin-right:4px">Odhadovan&#xE1; hodnota n&#xE1;jemn&#xE9;ho za 1 m &#x10D;tvere&#x10D;n&#xED; </span></td>
            <td style="width:auto"><span class="t s4_120 t16_120_new" style="margin-right:4px">1,00 EUR </span></td>
            <td style="width:auto"><span class="t s4_120 t17_120_new" style="margin-right:4px">35,26 EUR </span></td>
            <td style="width:auto"><span class="t s4_120 t18_120_new">11,81 EUR </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_120 t19_120_new" style="margin-right:4px">Ekvivalentn&#xED; yield budouc&#xED; stavby </span></td>
            <td style="width:auto"><span class="t s4_120 t1a_120_new" style="margin-right:4px">6,75 % </span></td>
            <td style="width:auto"><span class="t s4_120 t1b_120_new" style="margin-right:4px">7,00 % </span></td>
            <td style="width:auto"><span class="t s4_120 t1c_120_new">6,88 %</span></td>
          </tr>
        
      </table>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t8f03f3673807fc5e654d979e0aaa9c2e">
        
          <tr>
            <td style="width:auto"><span class="t s1_120 t1d_120_new">31.12.2024 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s1_120 t1e_120_new">Retail parky &#x2013; &#x10C;esk&#xE1; republika </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_120 t1f_120_new">Metoda ocen&#x11B;n&#xED; </span></td>
            <td style="width:auto"><span class="t s3_120 t1g_120_new">Kl&#xED;&#x10D;ov&#xE9; nepozorovateln&#xE9; vstupy </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"> </td>
            <td style="width:auto"><span class="t s4_120 t1h_120_new" style="margin-right:4px">Min </span></td>
            <td style="width:auto"><span class="t s4_120 t1i_120_new" style="margin-right:4px">Max </span></td>
            <td style="width:auto"><span class="t s3_120 t1j_120_new">Pr&#x16F;m&#x11B;r </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_120 t1k_120_new">P&#x159;&#xED;m&#xE1; kapitalizace </span></td>
            <td style="width:auto"><span class="t s3_120 t1l_120_new" style="margin-right:4px">Odhadovan&#xE1; hodnota n&#xE1;jemn&#xE9;ho za 1 m &#x10D;tvere&#x10D;n&#xED; </span></td>
            <td style="width:auto"><span class="t s4_120 t1m_120_new" style="margin-right:4px">2,08 EUR </span></td>
            <td style="width:auto"><span class="t s4_120 t1n_120_new" style="margin-right:4px">52,20 EUR </span></td>
            <td style="width:auto"><span class="t s4_120 t1o_120_new">10,96 EUR </span></td>
          </tr>
          <tr>
            <td style="width:auto"> </td>
            <td style="width:auto"><span class="t s4_120 t1p_120_new" style="margin-right:4px">Ekvivalentn&#xED; yield </span></td>
            <td style="width:auto"><span class="t s4_120 t1q_120_new" style="margin-right:4px">6,78 % </span></td>
            <td style="width:auto"><span class="t s4_120 t1r_120_new" style="margin-right:4px">7,09 % </span></td>
            <td style="width:auto"><span class="t s4_120 t1s_120_new">7,00 % </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s1_120 t1t_120_new">Retail parky &#x2013; Slovensko </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_120 t1u_120_new">Metoda ocen&#x11B;n&#xED; </span></td>
            <td style="width:auto"><span class="t s3_120 t1v_120_new">Kl&#xED;&#x10D;ov&#xE9; nepozorovateln&#xE9; vstupy </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"> </td>
            <td style="width:auto"><span class="t s4_120 t1w_120_new" style="margin-right:4px">Min </span></td>
            <td style="width:auto"><span class="t s4_120 t1x_120_new" style="margin-right:4px">Max </span></td>
            <td style="width:auto"><span class="t s3_120 t1y_120_new">Pr&#x16F;m&#x11B;r </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_120 t1z_120_new">P&#x159;&#xED;m&#xE1; kapitalizace </span></td>
            <td style="width:auto"><span class="t s3_120 t20_120_new" style="margin-right:4px">Odhadovan&#xE1; hodnota n&#xE1;jemn&#xE9;ho za 1 m &#x10D;tvere&#x10D;n&#xED; </span></td>
            <td style="width:auto"><span class="t s4_120 t21_120_new" style="margin-right:4px">0,60 EUR </span></td>
            <td style="width:auto"><span class="t s4_120 t22_120_new" style="margin-right:4px">24,90 EUR </span></td>
            <td style="width:auto"><span class="t s4_120 t23_120_new">9,57 EUR </span></td>
          </tr>
          <tr>
            <td style="width:auto"> </td>
            <td style="width:auto"><span class="t s4_120 t24_120_new" style="margin-right:4px">Ekvivalentn&#xED; yield </span></td>
            <td style="width:auto"><span class="t s4_120 t25_120_new" style="margin-right:4px">7,01 % </span></td>
            <td style="width:auto"><span class="t s4_120 t26_120_new" style="margin-right:4px">7,51 % </span></td>
            <td style="width:auto"><span class="t s4_120 t27_120_new">7,27 % </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_120 t28_120_new">Investi&#x10D;n&#xED; pozemky &#x2013; Slovensko </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_120 t29_120_new">Metoda ocen&#x11B;n&#xED; </span></td>
            <td style="width:auto"><span class="t s3_120 t2a_120_new">Kl&#xED;&#x10D;ov&#xE9; nepozorovateln&#xE9; vstupy </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"> </td>
            <td style="width:auto"><span class="t s4_120 t2b_120_new" style="margin-right:4px">Min </span></td>
            <td style="width:auto"><span class="t s4_120 t2c_120_new" style="margin-right:4px">Max </span></td>
            <td style="width:auto"><span class="t s3_120 t2d_120_new">Pr&#x16F;m&#x11B;r </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s1_120 t2e_120_new">Rezidu&#xE1;ln&#xED; hodnota </span></td>
            <td style="width:auto"><span class="t s3_120 t2f_120_new" style="margin-right:4px">Odhadovan&#xE1; hodnota n&#xE1;jemn&#xE9;ho za 1 m &#x10D;tvere&#x10D;n&#xED; </span></td>
            <td style="width:auto"><span class="t s4_120 t2g_120_new" style="margin-right:4px">9,10 EUR </span></td>
            <td style="width:auto"><span class="t s4_120 t2h_120_new" style="margin-right:4px">26,00 EUR </span></td>
            <td style="width:auto"><span class="t s4_120 t2i_120_new">11,41 EUR </span></td>
          </tr>
          <tr>
            <td style="width:auto"> </td>
            <td style="width:auto"><span class="t s4_120 t2j_120_new" style="margin-right:4px">Ekvivalentn&#xED; yield budouc&#xED; stavby </span></td>
            <td style="width:auto"><span class="t s4_120 t2k_120_new" style="margin-right:4px">7,00 % </span></td>
            <td style="width:auto"><span class="t s4_120 t2l_120_new" style="margin-right:4px">7,00 % </span></td>
            <td style="width:auto"><span class="t s4_120 t2m_120_new">7,00 %</span></td>
          </tr>
        
      </table>
      <span class="t s5_120 t2n_120">Anal&#xFD;za citlivosti &#x2013; zm&#x11B;na p&#x159;&#xED;jmu z n&#xE1;jemn&#xE9;ho vs. zm&#x11B;na diskontn&#xED; sazby/ v&#xFD;sledn&#xE9;ho v&#xFD;nosu </span><span style="display:block;height:0px"/><span class="t s6_120 t2o_120">Skupina provedla anal&#xFD;zu citlivosti zm&#x11B;n p&#x159;edpoklad&#x16F; pro oce&#x148;ov&#xE1;n&#xED; majetku. Zm&#x11B;na pou&#x17E;it&#xFD;ch kl&#xED;&#x10D;ov&#xFD;ch </span><span style="display:block;height:0px"/><span class="t s6_120 t2p_120">p&#x159;edpoklad&#x16F; by m&#x11B;la za n&#xE1;sledek tyto re&#xE1;ln&#xE9; hodnoty, kter&#xE9; jsou uvedeny v tis. K&#x10D;:</span><span style="display:block;height:0px"/>
    </ix:continuation><span class="t s0_120 t1_120">120 </span>
  </div>

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      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t503389179a8cf662b45bdaf2c146bf37">
        
          <tr>
            <td style="width:auto"><span class="t s1_121 t2_121_new">31.12.2025 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td colspan="2"><span class="t s1_121 t3_121_new">Maloobchodn&#xED; parky &#x2013; &#x10C;esk&#xE1; republika </span></td>
            <td colspan="3"><span class="t s2_121 t4_121_new">Zm&#x11B;na v p&#x159;&#xED;jmech z n&#xE1;jemn&#xE9;ho </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s3_121 t5_121_new" style="margin-right:4px">-5,00 % </span></td>
            <td style="width:auto"><span class="t s3_121 t6_121_new">0,00 % </span></td>
            <td style="width:auto"><span class="t s3_121 t7_121_new">5,00 % </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_121 t8_121_new">Zm&#x11B;na sazby v&#xFD;nosnosti </span></td>
            <td style="width:auto"><span class="t s3_121 t9_121_new">-50 bps </span></td>
            <td style="width:auto"><span class="t s3_121 ta_121_new" style="margin-right:4px">3 680 419 </span></td>
            <td style="width:auto"><span class="t s3_121 tb_121_new">3 820 042 </span></td>
            <td style="width:auto"><span class="t s3_121 tc_121_new">3 958 966 </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s3_121 td_121_new">0 </span></td>
            <td style="width:auto"><span class="t s3_121 te_121_new" style="margin-right:4px">3 410 544 </span></td>
            <td style="width:auto"><span class="t s1_121 tf_121_new">3 536 861 </span></td>
            <td style="width:auto"><span class="t s3_121 tg_121_new">3 663 177 </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s3_121 th_121_new">+50 bps </span></td>
            <td style="width:auto"><span class="t s3_121 ti_121_new" style="margin-right:4px">3 177 792 </span></td>
            <td style="width:auto"><span class="t s3_121 tj_121_new">3 292 713 </span></td>
            <td style="width:auto"><span class="t s3_121 tk_121_new">3 407 635 </span></td>
          </tr>
          <tr>
            <td colspan="2"><span class="t s1_121 tl_121_new">Maloobchodn&#xED; parky &#x2013; Slovensko </span></td>
            <td colspan="3"><span class="t s2_121 tm_121_new">Zm&#x11B;na v p&#x159;&#xED;jmech z n&#xE1;jemn&#xE9;ho </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s3_121 tn_121_new" style="margin-right:4px">-5,00 % </span></td>
            <td style="width:auto"><span class="t s3_121 to_121_new">0,00 % </span></td>
            <td style="width:auto"><span class="t s3_121 tp_121_new">5,00 % </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_121 tq_121_new">Zm&#x11B;na sazby v&#xFD;nosnosti </span></td>
            <td style="width:auto"><span class="t s3_121 tr_121_new">-50 bps </span></td>
            <td style="width:auto"><span class="t s3_121 ts_121_new" style="margin-right:4px">1 763 339 </span></td>
            <td style="width:auto"><span class="t s3_121 tt_121_new">1 836 074 </span></td>
            <td style="width:auto"><span class="t s3_121 tu_121_new">1 909 536 </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s3_121 tv_121_new">0 </span></td>
            <td style="width:auto"><span class="t s3_121 tw_121_new" style="margin-right:4px">1 638 235 </span></td>
            <td style="width:auto"><span class="t s1_121 tx_121_new">1 704 908 </span></td>
            <td style="width:auto"><span class="t s3_121 ty_121_new">1 771 582 </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s3_121 tz_121_new">+50 bps </span></td>
            <td style="width:auto"><span class="t s3_121 t10_121_new" style="margin-right:4px">1 528 647 </span></td>
            <td style="width:auto"><span class="t s3_121 t11_121_new">1 590 472 </span></td>
            <td style="width:auto"><span class="t s3_121 t12_121_new">1 651 569 </span></td>
          </tr>
          <tr>
            <td colspan="2"><span class="t s2_121 t13_121_new">Investi&#x10D;n&#xED; pozemky &#x2013; &#x10C;esk&#xE1; republika </span></td>
            <td colspan="3"><span class="t s2_121 t14_121_new">Zm&#x11B;na v p&#x159;&#xED;jmech z n&#xE1;jemn&#xE9;ho </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s3_121 t15_121_new" style="margin-right:4px">-5,00 % </span></td>
            <td style="width:auto"><span class="t s3_121 t16_121_new">0,00 % </span></td>
            <td style="width:auto"><span class="t s3_121 t17_121_new">5,00 % </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_121 t18_121_new">Zm&#x11B;na sazby v&#xFD;nosnosti </span></td>
            <td style="width:auto"><span class="t s3_121 t19_121_new">-50 bps </span></td>
            <td style="width:auto"><span class="t s3_121 t1a_121_new">0 </span></td>
            <td style="width:auto"><span class="t s3_121 t1b_121_new">0 </span></td>
            <td style="width:auto"><span class="t s3_121 t1c_121_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s3_121 t1d_121_new">0 </span></td>
            <td style="width:auto"><span class="t s3_121 t1e_121_new">0 </span></td>
            <td style="width:auto"><span class="t s1_121 t1f_121_new">0 </span></td>
            <td style="width:auto"><span class="t s3_121 t1g_121_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s3_121 t1h_121_new">+50 bps </span></td>
            <td style="width:auto"><span class="t s3_121 t1i_121_new">0 </span></td>
            <td style="width:auto"><span class="t s3_121 t1j_121_new">0 </span></td>
            <td style="width:auto"><span class="t s3_121 t1k_121_new">0 </span></td>
          </tr>
          <tr>
            <td colspan="2"><span class="t s2_121 t1l_121_new">Investi&#x10D;n&#xED; pozemky &#x2013; Slovensko </span></td>
            <td colspan="3"><span class="t s2_121 t1m_121_new">Zm&#x11B;na v p&#x159;&#xED;jmech z n&#xE1;jemn&#xE9;ho </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s3_121 t1n_121_new" style="margin-right:4px">-5,00 % </span></td>
            <td style="width:auto"><span class="t s3_121 t1o_121_new">0,00 % </span></td>
            <td style="width:auto"><span class="t s3_121 t1p_121_new">5,00 % </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_121 t1q_121_new">Zm&#x11B;na sazby v&#xFD;nosnosti </span></td>
            <td style="width:auto"><span class="t s3_121 t1r_121_new">-50 bps </span></td>
            <td style="width:auto"><span class="t s3_121 t1s_121_new">7 941 </span></td>
            <td style="width:auto"><span class="t s3_121 t1t_121_new">7 365 </span></td>
            <td style="width:auto"><span class="t s3_121 t1u_121_new">6 790 </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s3_121 t1v_121_new">0 </span></td>
            <td style="width:auto"><span class="t s3_121 t1w_121_new">6 543 </span></td>
            <td style="width:auto"><span class="t s1_121 t1x_121_new">5 967 </span></td>
            <td style="width:auto"><span class="t s3_121 t1y_121_new">5 392 </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s3_121 t1z_121_new">+50 bps </span></td>
            <td style="width:auto"><span class="t s3_121 t20_121_new">5 338 </span></td>
            <td style="width:auto"><span class="t s3_121 t21_121_new">4 762 </span></td>
            <td style="width:auto"><span class="t s3_121 t22_121_new">4 187</span></td>
          </tr>
        
      </table>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t9e0f4dc50bbbeefae71eceda7dc356ec">
        
          <tr>
            <td style="width:auto"><span class="t s1_121 t23_121_new">31.12.2024 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td colspan="2"><span class="t s1_121 t24_121_new">Maloobchodn&#xED; parky &#x2013; &#x10C;esk&#xE1; republika </span></td>
            <td colspan="3"><span class="t s2_121 t25_121_new">Zm&#x11B;na v p&#x159;&#xED;jmech z n&#xE1;jemn&#xE9;ho </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s3_121 t26_121_new">-5,00 % </span></td>
            <td style="width:auto"><span class="t s3_121 t27_121_new">0,00 % </span></td>
            <td style="width:auto"><span class="t s3_121 t28_121_new">5,00 % </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_121 t29_121_new">Zm&#x11B;na sazby v&#xFD;nosnosti </span></td>
            <td style="width:auto"><span class="t s3_121 t2a_121_new">-50 bps </span></td>
            <td style="width:auto"><span class="t s3_121 t2b_121_new">2 979 511 </span></td>
            <td style="width:auto"><span class="t s3_121 t2c_121_new">3 083 077 </span></td>
            <td style="width:auto"><span class="t s3_121 t2d_121_new">3 186 389 </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s3_121 t2e_121_new">0 </span></td>
            <td style="width:auto"><span class="t s3_121 t2f_121_new">2 766 270 </span></td>
            <td style="width:auto"><span class="t s1_121 t2g_121_new">2 859 405 </span></td>
            <td style="width:auto"><span class="t s3_121 t2h_121_new">2 952 538 </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s3_121 t2i_121_new">+50 bps </span></td>
            <td style="width:auto"><span class="t s3_121 t2j_121_new">2 581 276 </span></td>
            <td style="width:auto"><span class="t s3_121 t2k_121_new">2 666 012 </span></td>
            <td style="width:auto"><span class="t s3_121 t2l_121_new">2 750 494 </span></td>
          </tr>
          <tr>
            <td colspan="2"><span class="t s1_121 t2m_121_new">Maloobchodn&#xED; parky &#x2013; Slovensko </span></td>
            <td colspan="3"><span class="t s2_121 t2n_121_new">Zm&#x11B;na v p&#x159;&#xED;jmech z n&#xE1;jemn&#xE9;ho </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s3_121 t2o_121_new">-5,00 % </span></td>
            <td style="width:auto"><span class="t s3_121 t2p_121_new">0,00 % </span></td>
            <td style="width:auto"><span class="t s3_121 t2q_121_new">5,00 % </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_121 t2r_121_new">Zm&#x11B;na sazby v&#xFD;nosnosti </span></td>
            <td style="width:auto"><span class="t s3_121 t2s_121_new">-50 bps </span></td>
            <td style="width:auto"><span class="t s3_121 t2t_121_new">1 344 512 </span></td>
            <td style="width:auto"><span class="t s3_121 t2u_121_new">1 396 789 </span></td>
            <td style="width:auto"><span class="t s3_121 t2v_121_new">1 449 257 </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s3_121 t2w_121_new">0 </span></td>
            <td style="width:auto"><span class="t s3_121 t2x_121_new">1 251 405 </span></td>
            <td style="width:auto"><span class="t s1_121 t2y_121_new">1 299 294 </span></td>
            <td style="width:auto"><span class="t s3_121 t2z_121_new">1 346 992 </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s3_121 t30_121_new">+50 bps </span></td>
            <td style="width:auto"><span class="t s3_121 t31_121_new">1 170 319 </span></td>
            <td style="width:auto"><span class="t s3_121 t32_121_new">1 214 010 </span></td>
            <td style="width:auto"><span class="t s3_121 t33_121_new">1 258 083</span></td>
          </tr>
        
      </table>
    </ix:continuation><span class="t s0_121 t1_121">121 </span>
  </div>

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    <ix:continuation id="F20260506154550788">
      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t5d9d6008ac7994c51bd7d6750fbabd00">
        
          <tr>
            <td colspan="2"><span class="t s1_122 t2_122_new">Investi&#x10D;n&#xED; pozemky &#x2013; &#x10C;esk&#xE1; republika </span></td>
            <td colspan="3"><span class="t s1_122 t3_122_new">Zm&#x11B;na v p&#x159;&#xED;jmech z n&#xE1;jemn&#xE9;ho </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s2_122 t4_122_new">-5,00 % </span></td>
            <td style="width:auto"><span class="t s2_122 t5_122_new">0,00 % </span></td>
            <td style="width:auto"><span class="t s2_122 t6_122_new">5,00 % </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_122 t7_122_new">Zm&#x11B;na sazby v&#xFD;nosnosti </span></td>
            <td style="width:auto"><span class="t s2_122 t8_122_new">-50 bps </span></td>
            <td style="width:auto"><span class="t s2_122 t9_122_new">0 </span></td>
            <td style="width:auto"><span class="t s2_122 ta_122_new">0 </span></td>
            <td style="width:auto"><span class="t s2_122 tb_122_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s2_122 tc_122_new">0 </span></td>
            <td style="width:auto"><span class="t s2_122 td_122_new">0 </span></td>
            <td style="width:auto"><span class="t s4_122 te_122_new">0 </span></td>
            <td style="width:auto"><span class="t s2_122 tf_122_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s2_122 tg_122_new">+50 bps </span></td>
            <td style="width:auto"><span class="t s2_122 th_122_new">0 </span></td>
            <td style="width:auto"><span class="t s2_122 ti_122_new">0 </span></td>
            <td style="width:auto"><span class="t s2_122 tj_122_new">0 </span></td>
          </tr>
          <tr>
            <td colspan="2"><span class="t s1_122 tk_122_new">Investi&#x10D;n&#xED; pozemky &#x2013; Slovensko </span></td>
            <td colspan="3"><span class="t s1_122 tl_122_new">Zm&#x11B;na v p&#x159;&#xED;jmech z n&#xE1;jemn&#xE9;ho </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s2_122 tm_122_new">-5,00 % </span></td>
            <td style="width:auto"><span class="t s2_122 tn_122_new">0,00 % </span></td>
            <td style="width:auto"><span class="t s2_122 to_122_new">5,00 % </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_122 tp_122_new">Zm&#x11B;na sazby v&#xFD;nosnosti </span></td>
            <td style="width:auto"><span class="t s2_122 tq_122_new">-50 bps </span></td>
            <td style="width:auto"><span class="t s2_122 tr_122_new">400 427 </span></td>
            <td style="width:auto"><span class="t s2_122 ts_122_new">368 172 </span></td>
            <td style="width:auto"><span class="t s2_122 tt_122_new">335 917 </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s2_122 tu_122_new">0 </span></td>
            <td style="width:auto"><span class="t s2_122 tv_122_new">345 229 </span></td>
            <td style="width:auto"><span class="t s4_122 tw_122_new">312 973 </span></td>
            <td style="width:auto"><span class="t s2_122 tx_122_new">280 718 </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s2_122 ty_122_new">+50 bps </span></td>
            <td style="width:auto"><span class="t s2_122 tz_122_new">297 337 </span></td>
            <td style="width:auto"><span class="t s2_122 t10_122_new">265 081 </span></td>
            <td style="width:auto"><span class="t s2_122 t11_122_new">232 104</span></td>
          </tr>
        
      </table>
      <span class="t s5_122 t12_122">V roce 2024 byl retail park v Pie&#x161;&#x165;anech zobrazen jako investi&#x10D;n&#xED; pozemek. Jeliko&#x17E; k 31. prosinci 2025 byl tento </span><span class="t s5_122 t13_122">retail park p&#x159;ed otev&#x159;en&#xED;m, byla jeho hodnota v r&#xE1;mci testu sensitivity zobrazena v &#x10D;&#xE1;sti maloobchodn&#xED; party. Proto </span><span class="t s6_122 t14_122">je mezi lety 2024 a 2025 vid&#x11B;t v&#xFD;znamn&#xFD; posun, respektive pokles, mezi maloobchodn&#xED;mi parky a investi&#x10D;n&#xED;mi </span><span class="t s6_122 t15_122">pozemky na Slovensku. </span><span class="t s5_122 t16_122">P&#x159;i stanoven&#xED; hodnoty investi&#x10D;n&#xED;ho majetku byla pou&#x17E;ita v&#xFD;nosov&#xE1; metoda &#x2013; &#x201E;income approach s all risk yield&#x201C;. Ta </span><span class="t s5_122 t17_122">bere v &#xFA;vahu smluvn&#x11B; sjednan&#xE9; n&#xE1;jemn&#xE9;, tr&#x17E;n&#xED; n&#xE1;jemn&#xE9; za v&#x161;echny aktu&#xE1;ln&#x11B; neobsazen&#xE9; prostory a za v&#x161;echny </span><span class="t s5_122 t18_122">prostory, kter&#xE9; se mohou uvolnit po skon&#x10D;en&#xED; n&#xE1;jemn&#xED;ch smluv. Ve&#x161;ker&#xE9; p&#x159;&#xED;jmy jsou kapitalizov&#xE1;ny na z&#xE1;klad&#x11B; </span><span class="t s6_122 t19_122">zb&#xFD;vaj&#xED;c&#xED;ch a p&#x159;ijat&#xFD; potenci&#xE1;l zp&#x11B;tn&#xE9;ho n&#xE1;jemn&#xE9;ho je kapitalizov&#xE1;n na dobu neur&#x10D;itou. V&#xFD;nos p&#x159;ijat&#xFD; ve v&#xFD;po&#x10D;tu je </span><span class="t s5_122 t1a_122">v&#xFD;nosem se v&#x161;emi riziky a je implicitn&#x11B; r&#x16F;stov&#xFD; &#x2013; &#x201E;reversionary yield&#x201C;. </span><span class="t s5_122 t1b_122">Reversionary yield (tak&#xE9; zn&#xE1;m&#xFD; jako exit yield) je ukazatel pou&#x17E;&#xED;van&#xFD; k hodnocen&#xED; investi&#x10D;n&#xED;ho majetku, zejm&#xE9;na </span><span class="t s5_122 t1c_122">nemovitost&#xED;. Jedn&#xE1; se o v&#xFD;nosovou m&#xED;ru, kter&#xE1; ukazuje o&#x10D;ek&#xE1;van&#xFD; ro&#x10D;n&#xED; v&#xFD;nos z investice po dobu, kdy je majetek </span><span class="t s5_122 t1d_122">vlastn&#x11B;n, a kter&#xFD; se p&#x159;edpokl&#xE1;d&#xE1; na konci obdob&#xED; vlastnictv&#xED; p&#x159;i prodeji nebo pron&#xE1;jmu. </span><span class="t s6_122 t1e_122">Reversionary yield se &#x10D;asto pou&#x17E;&#xED;v&#xE1; p&#x159;i hodnocen&#xED; nemovitost&#xED;, zejm&#xE9;na komer&#x10D;n&#xED;ch nemovitost&#xED;, kde je b&#x11B;&#x17E;n&#xE9;, &#x17E;e </span><span class="t s5_122 t1f_122">majitel&#xE9; cht&#x11B;j&#xED; z&#xED;skat trval&#xFD; p&#x159;&#xED;jem z pron&#xE1;jmu a pak prodat nemovitost s o&#x10D;ek&#xE1;van&#xFD;m ziskem. V tomto p&#x159;&#xED;pad&#x11B; </span><span class="t s6_122 t1g_122">reversionary yield reprezentuje v&#xFD;nosovou m&#xED;ru, kterou investor m&#x16F;&#x17E;e o&#x10D;ek&#xE1;vat po dobu vlastnictv&#xED; a tak&#xE9; v&#xFD;nosovou </span><span class="t s5_122 t1h_122">m&#xED;ru, kterou by m&#x11B;l dos&#xE1;hnout v okam&#x17E;iku prodeje nemovitosti. </span><span class="t s5_122 t1i_122">Pro v&#xFD;po&#x10D;et reversionary yield se pou&#x17E;&#xED;v&#xE1; sou&#x10D;asn&#xFD; tr&#x17E;n&#xED; n&#xE1;jem (current passing rent), kter&#xFD; se o&#x10D;ek&#xE1;v&#xE1; po celou </span><span class="t s5_122 t1j_122">dobu vlastnictv&#xED; nemovitosti, a p&#x159;edpokl&#xE1;dan&#xE1; tr&#x17E;n&#xED; n&#xE1;jemn&#xED; &#xFA;rove&#x148; (market rental value), kter&#xE1; se o&#x10D;ek&#xE1;v&#xE1; v </span><span class="t s5_122 t1k_122">okam&#x17E;iku prodeje nemovitosti. Rozd&#xED;l mezi t&#x11B;mito dv&#x11B;ma &#x10D;&#xE1;stkami, d&#x11B;len&#xE1; sou&#x10D;asnou tr&#x17E;n&#xED; hodnotou nemovitosti, </span><span class="t s6_122 t1l_122">d&#xE1;v&#xE1; reversionary yield. </span><span class="t s5_122 t1m_122">Reversionary yield je tak&#xE9; d&#x16F;le&#x17E;it&#xFD;m ukazatelem pro investory, kte&#x159;&#xED; se sna&#x17E;&#xED; srovn&#xE1;vat r&#x16F;zn&#xE9; investi&#x10D;n&#xED; p&#x159;&#xED;le&#x17E;itosti. </span><span class="t s5_122 t1n_122">Vy&#x161;&#x161;&#xED; reversionary yield obvykle znamen&#xE1; vy&#x161;&#x161;&#xED; v&#xFD;nosy z investice, ale tak&#xE9; m&#x16F;&#x17E;e signalizovat vy&#x161;&#x161;&#xED; riziko. </span><span class="t s5_122 t1o_122">Pro stanoven&#xED; hodnoty pozemku je pou&#x17E;ita &#x201E;residual value&#x201C;. Residual value (t&#xE9;&#x17E; zn&#xE1;m&#xE1; jako &quot;income approach&quot;) je </span><span class="t s5_122 t1p_122">metoda stanoven&#xED; hodnoty pozemku, kter&#xE1; se zakl&#xE1;d&#xE1; na o&#x10D;ek&#xE1;van&#xFD;ch budouc&#xED;ch p&#x159;&#xED;jmech z dan&#xE9; nemovitosti </span><span class="t s6_122 t1q_122">a n&#xE1;kladech na jej&#xED; udr&#x17E;ov&#xE1;n&#xED;. Tato metoda se &#x10D;asto pou&#x17E;&#xED;v&#xE1; pro komer&#x10D;n&#xED; nemovitosti, jako jsou nap&#x159;&#xED;klad </span><span class="t s5_122 t1r_122">kancel&#xE1;&#x159;sk&#xE9; budovy, obchodn&#xED; centra, nebo hotely. Na druh&#xE9; stran&#x11B;, Market comparison value (t&#xE9;&#x17E; zn&#xE1;m&#xE1; jako </span><span class="t s6_122 t1s_122">&quot;sales comparison approach&quot;) je metoda, kter&#xE1; se zakl&#xE1;d&#xE1; na srovn&#xE1;n&#xED; prodejn&#xED;ch cen podobn&#xFD;ch nemovitost&#xED; v </span><span class="t s5_122 t1t_122">dan&#xE9; oblasti. Tato metoda je b&#x11B;&#x17E;n&#x11B;j&#x161;&#xED; pro stanoven&#xED; hodnoty reziden&#x10D;n&#xED;ch nemovitost&#xED;. Zat&#xED;mco Market comparison </span><span class="t s5_122 t1u_122">value se op&#xED;r&#xE1; o data z trhu, kter&#xFD; se m&#x16F;&#x17E;e m&#x11B;nit, Residual value vych&#xE1;z&#xED; z o&#x10D;ek&#xE1;van&#xFD;ch budouc&#xED;ch p&#x159;&#xED;jm&#x16F;, kter&#xE9; </span><span class="t s6_122 t1v_122">jsou v&#xED;ce nez&#xE1;visl&#xE9; na tr&#x17E;n&#xED;ch podm&#xED;nk&#xE1;ch. Residual value bere v &#xFA;vahu budouc&#xED; v&#xFD;nosy z dan&#xE9; nemovitosti, co&#x17E; </span><span class="t s5_122 t1w_122">umo&#x17E;&#x148;uje vyhodnotit, zda je pozemek v&#xFD;nosn&#xFD; a jak&#xFD; je potenci&#xE1;l pro jeho dal&#x161;&#xED; rozvoj.</span>
    </ix:continuation>
    <ix:nonNumeric id="Fxbrl_20260506154623816" name="ifrs-full:DisclosureOfFairValueOfFinancialInstrumentsExplanatory" contextRef="C_20250101to20251231" continuedAt="F20260506154638286" escape="true">
      <span class="t s7_122 t1x_122">5.2. Finan&#x10D;n&#xED; n&#xE1;stroje </span><span class="t s5_122 t1y_122">N&#xED;&#x17E;e je uvedeno srovn&#xE1;n&#xED; &#xFA;&#x10D;etn&#xED;ch hodnot a re&#xE1;ln&#xE9; hodnoty finan&#x10D;n&#xED;ch n&#xE1;stroj&#x16F; Skupiny (re&#xE1;ln&#xE9; hodnoty deriv&#xE1;t&#x16F; </span><span class="t s6_122 t1z_122">jsou uveden&#xE9; v bod&#x11B; 3.4.): </span>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t3cbc02fa4d818f9f0363917699c163ed">
        
          <tr>
            <td/>
            <td colspan="2"><span class="t s1_122 t20_122_new">&#xDA;&#x10D;etn&#xED; hodnota </span><span style="display:block;height:0px"> </span></td>
            <td colspan="2"><span class="t s4_122 t21_122_new">Re&#xE1;ln&#xE1; hodnota* </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s1_122 t22_122_new">&#xDA;rove&#x148; </span><span style="display:block;height:0px"> </span><span class="t s4_122 t23_122_new">re&#xE1;ln&#xE9; </span><span style="display:block;height:0px"> </span><span class="t s4_122 t24_122_new">hodnoty </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s4_122 t25_122_new">2025 </span></td>
            <td style="width:auto"><span class="t s4_122 t26_122_new">2024 </span></td>
            <td style="width:auto"><span class="t s4_122 t27_122_new">2025 </span></td>
            <td style="width:auto"><span class="t s4_122 t28_122_new">2024 </span></td>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td><span class="t s2_122 t29_122_new">Emitovan&#xE9; dluhopisy (ISIN: </span><span style="display:block;height:0px"> </span><span class="t s2_122 t2a_122_new">CZ0003556441) </span></td>
            <td><span class="t s2_122 t2b_122_new">892 336 </span></td>
            <td><span class="t s2_122 t2c_122_new">686 771 </span></td>
            <td><span class="t s2_122 t2d_122_new">935 820 </span></td>
            <td><span class="t s2_122 t2e_122_new">742 000 </span></td>
            <td><span class="t s3_122 t2f_122_new">&#xDA;rove&#x148; 3 </span></td>
          </tr>
          <tr>
            <td><span class="t s3_122 t2g_122_new">Bankovn&#xED; &#xFA;v&#x11B;ry a ostatn&#xED; </span><span style="display:block;height:0px"> </span><span class="t s3_122 t2h_122_new">&#xFA;v&#x11B;ry</span></td>
            <td><span class="t s2_122 t2i_122_new">2 570 102 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s2_122 t2j_122_new">2 175 717 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s2_122 t2k_122_new">2 467 298 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s2_122 t2l_122_new">2 010 380 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s3_122 t2m_122_new">&#xDA;rove&#x148; 3 </span></td>
          </tr>
        
      </table>
    </ix:nonNumeric><span class="t s0_122 t1_122">122 </span>
  </div>

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    </div>
    <ix:continuation id="F20260506154638286">
      <span class="t s1_123 t2_123">* Emise Dluhopis&#x16F; k 31.12.2024 byla na Burze Cenn&#xFD;ch Pap&#xED;r&#x16F; Praha obchodov&#xE1;na za 106,00 % Nomin&#xE1;ln&#xED; </span><span style="display:block;height:0px"/><span class="t s2_123 t3_123">hodnoty. K 31.12.2025 bylo obchodov&#xE1;no za 103,98 % hodnoty.</span><span style="display:block;height:0px"/>
    </ix:continuation>
    <ix:nonNumeric id="Fxbrl_20260506154713983" name="ifrs-full:DisclosureOfFinancialRiskManagementExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t s3_123 t4_123">6. </span><span class="t s4_123 t5_123">Z&#xE1;sady, postupy a c&#xED;le &#x159;&#xED;zen&#xED; rizik </span><span style="display:block;height:0px"/><span class="t s1_123 t6_123">Provozn&#xED; &#x10D;innosti Skupiny jsou vystaveny &#xFA;v&#x11B;rov&#xE9;mu riziku, riziku likvidity, &#xFA;rokov&#xE9;mu riziku a m&#x11B;nov&#xE9;mu riziku. </span><span style="display:block;height:0px"/><span class="t s1_123 t7_123">Veden&#xED; zavedlo z&#xE1;sady a postupy &#x159;&#xED;zen&#xED; rizik za &#xFA;&#x10D;elem zji&#x161;&#x165;ov&#xE1;n&#xED;, sledov&#xE1;n&#xED; a minimalizace rizik ohro&#x17E;uj&#xED;c&#xED;ch </span><span style="display:block;height:0px"/><span class="t s1_123 t8_123">Skupinu. Tato kapitola p&#x159;edkl&#xE1;d&#xE1; informace o v&#xFD;&#x161;e uveden&#xFD;ch rizic&#xED;ch, jim&#x17E; je Skupina vystavena a o jej&#xED;ch z&#xE1;sad&#xE1;ch </span><span style="display:block;height:0px"/><span class="t s1_123 t9_123">a postupech &#x159;&#xED;zen&#xED; rizik, spolu s dal&#x161;&#xED;mi kvantitativn&#xED;mi &#xFA;daji, kter&#xE9; dokl&#xE1;daj&#xED; vystaven&#xED; rizik&#x16F;m a jeho citlivost. </span><span style="display:block;height:0px"/>
      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="tc28f24b19213355be4896432e670dccb">
        
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s5_123 ta_123_new">31.12.2025 </span></td>
            <td style="width:auto"><span class="t s5_123 tb_123_new">31.12.2024 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_123 tc_123_new">Bankovn&#xED; &#xFA;v&#x11B;ry a ostatn&#xED; &#xFA;v&#x11B;ry </span></td>
            <td style="width:auto"><span class="t s7_123 td_123_new">2 570 102 </span></td>
            <td style="width:auto"><span class="t s7_123 te_123_new">2 175 717 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_123 tf_123_new">Investi&#x10D;n&#xED; majetek financovan&#xFD; &#xFA;v&#x11B;ry </span></td>
            <td style="width:auto"><span class="t s7_123 tg_123_new">5 294 478 </span></td>
            <td style="width:auto"><span class="t s7_123 th_123_new">4 471 672 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_123 ti_123_new">Pom&#x11B;r dluhu k hodnot&#x11B; investi&#x10D;n&#xED;ho majetku: </span></td>
            <td style="width:auto"><span class="t s5_123 tj_123_new">49 % </span></td>
            <td style="width:auto"><span class="t s5_123 tk_123_new">49 % </span></td>
          </tr>
        
      </table>
      <span class="t s1_123 tl_123">P&#x16F;j&#x10D;ky od sp&#x159;&#xED;zn&#x11B;n&#xFD;ch stran jsou z pom&#x11B;ru p&#x16F;j&#x10D;ek k hodnot&#x11B; vylou&#x10D;eny.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric>
    <ix:nonNumeric id="Fxbrl_20260506154753599" name="ifrs-full:DisclosureOfCreditRiskExplanatory" contextRef="C_20250101to20251231" continuedAt="F20260506154823991" escape="true">
      <span class="t s8_123 tm_123">6.1. &#xDA;v&#x11B;rov&#xE9; riziko </span><span style="display:block;height:0px"/><span class="t s1_123 tn_123">&#xDA;v&#x11B;rov&#xE9; riziko je riziko toho, &#x17E;e jedna ze stran finan&#x10D;n&#xED;ho n&#xE1;stroje nespln&#xED; svou povinnost a zp&#x16F;sob&#xED; druh&#xE9; stran&#x11B; </span><span style="display:block;height:0px"/><span class="t s1_123 to_123">finan&#x10D;n&#xED; ztr&#xE1;tu, bez ohledu na re&#xE1;lnou hodnotu zaji&#x161;t&#x11B;n&#xED;. Ke koncentraci &#xFA;v&#x11B;rov&#xE9;ho rizika doch&#xE1;z&#xED; tehdy, kdy&#x17E; se </span><span style="display:block;height:0px"/><span class="t s1_123 tp_123">&#x159;ada protistran zab&#xFD;v&#xE1; podobn&#xFD;mi obchodn&#xED;mi &#x10D;innostmi nebo m&#xE1; podobn&#xE9; ekonomick&#xE9; charakteristiky, kter&#xE9; </span><span style="display:block;height:0px"/><span class="t s1_123 tq_123">zp&#x16F;sob&#xED;, &#x17E;e jejich schopnost plnit smluvn&#xED; z&#xE1;vazky bude podobn&#x11B; ovlivn&#x11B;na zm&#x11B;na hospod&#xE1;&#x159;sk&#xFD;ch, politick&#xFD;ch a </span><span style="display:block;height:0px"/><span class="t s1_123 tr_123">dal&#x161;&#xED;ch podm&#xED;nek. </span><span style="display:block;height:0px"/><span class="t s1_123 ts_123">Maxim&#xE1;ln&#xED; vystaven&#xED; skupiny &#xFA;v&#x11B;rov&#xE9;mu riziku u slo&#x17E;ek v&#xFD;kazu o finan&#x10D;n&#xED; situaci k 31. prosinci 2025 a k 31. prosinci </span><span style="display:block;height:0px"/><span class="t s2_123 tt_123">2024 je &#xFA;&#x10D;etn&#xED; hodnota ka&#x17E;d&#xE9; t&#x159;&#xED;dy finan&#x10D;n&#xED;ch n&#xE1;stroj&#x16F;. ECL t&#xFD;kaj&#xED;c&#xED; se hotovosti a kr&#xE1;tkodob&#xFD;ch vklad&#x16F; skupiny </span><span style="display:block;height:0px"/><span class="t s2_123 tu_123">nejsou v&#xFD;znamn&#xE9;. </span><span style="display:block;height:0px"/><span class="t s1_123 tv_123">&#xDA;v&#x11B;rov&#xE9; riziko vypl&#xFD;v&#xE1; zejm&#xE9;na ze smluv Spole&#x10D;nosti s n&#xE1;jemci a z jejich potenci&#xE1;ln&#xED;ho prodlen&#xED; s placen&#xED;m </span><span style="display:block;height:0px"/><span class="t s1_123 tw_123">n&#xE1;jemn&#xE9;ho (p&#x159;&#xED;padn&#x11B; dal&#x161;&#xED;ch smluvn&#xED;ch plateb). Skupina toto riziko pr&#x16F;b&#x11B;&#x17E;n&#x11B; &#x159;&#xED;d&#xED; posuzov&#xE1;n&#xED;m bonity n&#xE1;jemc&#x16F; p&#x159;i </span><span style="display:block;height:0px"/><span class="t s1_123 tx_123">uzav&#xED;r&#xE1;n&#xED; smluv, po&#x17E;adov&#xE1;n&#xED;m zaji&#x161;t&#x11B;n&#xED; (zejm&#xE9;na kauce a/nebo bankovn&#xED; z&#xE1;ruky), pravideln&#xFD;m monitoringem st&#xE1;&#x159;&#xED; </span><span style="display:block;height:0px"/><span class="t s1_123 ty_123">pohled&#xE1;vek a nastaven&#xFD;mi procesy upom&#xED;n&#xE1;n&#xED; a vym&#xE1;h&#xE1;n&#xED;; v&#xFD;znamn&#xE9; nebo dlouhodob&#x11B; po splatnosti evidovan&#xE9; </span><span style="display:block;height:0px"/><span class="t s1_123 tz_123">pohled&#xE1;vky jsou posuzov&#xE1;ny individu&#xE1;ln&#x11B;. Riziko nen&#xED; v&#xFD;znamn&#x11B; koncentrovan&#xE9;, proto&#x17E;e pohled&#xE1;vky Skupiny </span><span style="display:block;height:0px"/><span class="t s1_123 t10_123">vznikaj&#xED; z diverzifikovan&#xE9; b&#xE1;ze v&#xED;ce ne&#x17E; 200 n&#xE1;jemc&#x16F;. Maxim&#xE1;ln&#xED; expozice &#xFA;v&#x11B;rov&#xE9;mu riziku u pohled&#xE1;vek </span><span style="display:block;height:0px"/><span class="t s2_123 t11_123">z obchodn&#xED;ho styku byla n&#xE1;sleduj&#xED;c&#xED;: </span><span style="display:block;height:0px"/>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t47076d4667a98f7e7fd14133cd900812">
        
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s5_123 t12_123_new">31.12.2025 </span></td>
            <td style="width:auto"><span class="t s5_123 t13_123_new">31.12.20244 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_123 t14_123_new">Pohled&#xE1;vky z obchodn&#xED;ch vztah&#x16F; </span></td>
            <td style="width:auto"><span class="t s7_123 t15_123_new">51 528 </span></td>
            <td style="width:auto"><span class="t s7_123 t16_123_new">22 304 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_123 t17_123_new">Opravn&#xE1; polo&#x17E;ka k nedobytn&#xFD;m pohled&#xE1;vk&#xE1;m </span></td>
            <td style="width:auto"><span class="t s7_123 t18_123_new">(2 358) </span></td>
            <td style="width:auto"><span class="t s7_123 t19_123_new">(1 321) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s9_123 t1a_123_new">Pohled&#xE1;vky z obchodn&#xED;ch vztah&#x16F;, netto </span></td>
            <td style="width:auto"><span class="t s5_123 t1b_123_new">49 170 </span></td>
            <td style="width:auto"><span class="t s5_123 t1c_123_new">20 983</span></td>
          </tr>
        
      </table>
      <span class="t s1_123 t1d_123">V&#x11B;kov&#xE1; struktura pohled&#xE1;vek z obchodn&#xED;ho styku fakturovan&#xFD;ch k datu &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky a k datu p&#x159;edchoz&#xED; &#xFA;&#x10D;etn&#xED; </span><span style="display:block;height:0px"/><span class="t s1_123 t1e_123">z&#xE1;v&#x11B;rky byla: </span><span style="display:block;height:0px"/>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t1dbee7203294d61aae5dc6613a53fb5d">
        
          <tr>
            <td style="width:auto"><span class="t s5_123 t1f_123_new">31.12.2025 </span></td>
            <td style="width:auto"><span class="t s7_123 t1g_123_new">Pohled&#xE1;vky celkem </span></td>
            <td><span class="t s6_123 t1h_123_new">Opravn&#xE1; polo&#x17E;ka </span></td>
            <td style="width:auto"><span class="t s7_123 t1i_123_new">Pohled&#xE1;vky netto </span></td>
          </tr>
          <tr>
            <td><span class="t s7_123 t1j_123_new">Do splatnosti </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s7_123 t1k_123_new">13 562 </span></td>
            <td><span class="t s7_123 t1l_123_new">0 </span></td>
            <td><span class="t s7_123 t1m_123_new">13 562 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_123 t1n_123_new">M&#xE9;n&#x11B; ne&#x17E; 1 m&#x11B;s&#xED;c </span></td>
            <td style="width:auto"><span class="t s7_123 t1o_123_new">5 190 </span></td>
            <td><span class="t s7_123 t1p_123_new">0 </span></td>
            <td style="width:auto"><span class="t s7_123 t1q_123_new">5 190 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_123 t1r_123_new">1&#x2013;3 m&#x11B;s&#xED;ce </span></td>
            <td style="width:auto"><span class="t s7_123 t1s_123_new">23 506 </span></td>
            <td><span class="t s7_123 t1t_123_new">0 </span></td>
            <td style="width:auto"><span class="t s7_123 t1u_123_new">23 506 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_123 t1v_123_new">3&#x2013;6 m&#x11B;s&#xED;c&#x16F; </span></td>
            <td style="width:auto"><span class="t s7_123 t1w_123_new">5 847 </span></td>
            <td><span class="t s7_123 t1x_123_new">0 </span></td>
            <td style="width:auto"><span class="t s7_123 t1y_123_new">5 847 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_123 t1z_123_new">V&#xED;ce ne&#x17E; 6 m&#x11B;s&#xED;c&#x16F; </span></td>
            <td style="width:auto"><span class="t s7_123 t20_123_new">3 423 </span></td>
            <td><span class="t s7_123 t21_123_new">(2 358) </span></td>
            <td style="width:auto"><span class="t s7_123 t22_123_new">1 065 </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s5_123 t23_123_new">51 528 </span></td>
            <td><span class="t s5_123 t24_123_new">(2 358) </span></td>
            <td style="width:auto"><span class="t s5_123 t25_123_new">49 170</span></td>
          </tr>
        
      </table>
    </ix:nonNumeric><span class="t s0_123 t1_123">123 </span>
  </div>

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style="width:909px;height:1286px"/>
    </div>
    <ix:continuation id="F20260506154823991">
      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t811942c7ecee0a8f8778bf6f5c59bf2f">
        
          <tr>
            <td><span class="t s1_124 t2_124_new">31.12.2024 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s2_124 t3_124_new">Pohled&#xE1;vky celkem </span></td>
            <td><span class="t s3_124 t4_124_new">Opravn&#xE1; polo&#x17E;ka </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s2_124 t5_124_new">Pohled&#xE1;vky netto </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_124 t6_124_new">Do splatnosti </span></td>
            <td style="width:auto"><span class="t s2_124 t7_124_new">12 016 </span></td>
            <td><span class="t s2_124 t8_124_new">0 </span></td>
            <td style="width:auto"><span class="t s2_124 t9_124_new">12 016 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_124 ta_124_new">M&#xE9;n&#x11B; ne&#x17E; 1 m&#x11B;s&#xED;c </span></td>
            <td style="width:auto"><span class="t s2_124 tb_124_new">4 410 </span></td>
            <td><span class="t s2_124 tc_124_new">0 </span></td>
            <td style="width:auto"><span class="t s2_124 td_124_new">4 410 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_124 te_124_new">1&#x2013;3 m&#x11B;s&#xED;ce </span></td>
            <td style="width:auto"><span class="t s2_124 tf_124_new">1 788 </span></td>
            <td><span class="t s2_124 tg_124_new">0 </span></td>
            <td style="width:auto"><span class="t s2_124 th_124_new">1 788 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_124 ti_124_new">3&#x2013;6 m&#x11B;s&#xED;c&#x16F; </span></td>
            <td style="width:auto"><span class="t s2_124 tj_124_new">1 025 </span></td>
            <td><span class="t s2_124 tk_124_new">0 </span></td>
            <td style="width:auto"><span class="t s2_124 tl_124_new">1 025 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_124 tm_124_new">V&#xED;ce ne&#x17E; 6 m&#x11B;s&#xED;c&#x16F; </span></td>
            <td style="width:auto"><span class="t s2_124 tn_124_new">3 065 </span></td>
            <td><span class="t s2_124 to_124_new">(1 321) </span></td>
            <td style="width:auto"><span class="t s2_124 tp_124_new">1 744 </span></td>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s1_124 tq_124_new">22 304 </span></td>
            <td><span class="t s1_124 tr_124_new">(1 321) </span></td>
            <td style="width:auto"><span class="t s1_124 ts_124_new">20 983 </span></td>
          </tr>
        
      </table>
      <span class="t s4_124 tt_124">Skupina u obchodn&#xED;ch pohled&#xE1;vek vykazuje celo&#x17E;ivotn&#xED; ECL dle IFRS 9. Opravn&#xE1; polo&#x17E;ka je stanovena pomoc&#xED; </span><span style="display:block;height:0px"/><span class="t s4_124 tu_124">provision matrix podle st&#xE1;&#x159;&#xED; pohled&#xE1;vek na z&#xE1;klad&#x11B; historick&#xFD;ch ztr&#xE1;t upraven&#xFD;ch o forward-looking informace a po </span><span style="display:block;height:0px"/><span class="t s4_124 tv_124">zohledn&#x11B;n&#xED; kauc&#xED; a bankovn&#xED;ch z&#xE1;ruk. Proto je ECL u pohled&#xE1;vek do kr&#xE1;tk&#xE9; doby po splatnosti nev&#xFD;znamn&#xE9; a t&#xFD;k&#xE1; </span><span style="display:block;height:0px"/><span class="t s4_124 tw_124">se zejm&#xE9;na dlouhodob&#x11B; po splatnosti evidovan&#xFD;ch polo&#x17E;ek. Srovn&#xE1;n&#xED; z&#x16F;statk&#x16F; opravn&#xFD;ch polo&#x17E;ek k pohled&#xE1;vk&#xE1;m z </span><span style="display:block;height:0px"/><span class="t s4_124 tx_124">obchodn&#xED;ho styku a k poskytnut&#xFD;m p&#x16F;j&#x10D;k&#xE1;m je n&#xE1;sleduj&#xED;c&#xED;: </span><span style="display:block;height:0px"/>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t3f020dfd5b3030955255581f32cbb03c">
        
          <tr>
            <td><span class="t s1_124 ty_124_new">2025 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s3_124 tz_124_new">Opravn&#xE9; polo&#x17E;ky k </span><span style="display:block;height:0px"> </span><span class="t s2_124 t10_124_new">pohled&#xE1;vk&#xE1;m z </span><span style="display:block;height:0px"> </span><span class="t s2_124 t11_124_new">obchodn&#xED;ho styku </span></td>
            <td><span class="t s2_124 t12_124_new">CELKEM </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td><span class="t s2_124 t13_124_new">K 1. lednu 2025 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s2_124 t14_124_new">(1 321) </span></td>
            <td><span class="t s2_124 t15_124_new">(1 321) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_124 t16_124_new">Vznikl&#xE1; nov&#xE1; finan&#x10D;n&#xED; aktiva </span></td>
            <td><span class="t s2_124 t17_124_new">0 </span></td>
            <td><span class="t s2_124 t18_124_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_124 t19_124_new">Odpisy pohled&#xE1;vek </span></td>
            <td><span class="t s2_124 t1a_124_new">(1 038) </span></td>
            <td><span class="t s2_124 t1b_124_new">(1 038) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_124 t1c_124_new">K 31. prosinci 2025 </span></td>
            <td><span class="t s1_124 t1d_124_new">(2 358) </span></td>
            <td><span class="t s1_124 t1e_124_new">(2 358)</span></td>
          </tr>
        
      </table>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="tfb1845633811a331926a5fd85c67b1c4">
        
          <tr>
            <td><span class="t s1_124 t1f_124_new">2024 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s3_124 t1g_124_new">Opravn&#xE9; polo&#x17E;ky k </span><span style="display:block;height:0px"> </span><span class="t s2_124 t1h_124_new">pohled&#xE1;vk&#xE1;m z </span><span style="display:block;height:0px"> </span><span class="t s2_124 t1i_124_new">obchodn&#xED;ho styku </span></td>
            <td><span class="t s2_124 t1j_124_new">CELKEM </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td><span class="t s2_124 t1k_124_new">K 1. lednu 2024 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s2_124 t1l_124_new">(2 817) </span></td>
            <td><span class="t s2_124 t1m_124_new">(2 817) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_124 t1n_124_new">Vznikl&#xE1; nov&#xE1; finan&#x10D;n&#xED; aktiva </span></td>
            <td style="width:auto"><span class="t s2_124 t1o_124_new">0 </span></td>
            <td><span class="t s2_124 t1p_124_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_124 t1q_124_new">Odpisy pohled&#xE1;vek </span></td>
            <td style="width:auto"><span class="t s2_124 t1r_124_new">1 496 </span></td>
            <td><span class="t s2_124 t1s_124_new">1 496 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_124 t1t_124_new">K 31. prosinci 2024 </span></td>
            <td style="width:auto"><span class="t s1_124 t1u_124_new">(1 321) </span></td>
            <td><span class="t s1_124 t1v_124_new">(1 321)</span></td>
          </tr>
        
      </table>
      <span class="t s4_124 t1w_124">N&#xE1;jemn&#xED;ci jsou podle mo&#x17E;nost&#xED; hodnoceni z hlediska &#xFA;v&#x11B;ruschopnosti za &#xFA;&#x10D;elem posouzen&#xED; jejich finan&#x10D;n&#xED;ch rizik. </span><span style="display:block;height:0px"/><span class="t s4_124 t1x_124">Z&#x16F;statky pohled&#xE1;vek jsou pr&#x16F;b&#x11B;&#x17E;n&#x11B; monitorov&#xE1;ny a jsou-li po splatnosti, jsou n&#xE1;jemc&#x16F;m zas&#xED;l&#xE1;ny upom&#xED;nky.</span><span style="display:block;height:0px"/>
    </ix:continuation>
    <ix:nonNumeric id="Fxbrl_20260506154924508" name="ifrs-full:DisclosureOfLiquidityRiskExplanatory" contextRef="C_20250101to20251231" continuedAt="F20260506154947600" escape="true">
      <span class="t s5_124 t1y_124">6.2. Riziko likvidity </span><span style="display:block;height:0px"/><span class="t s4_124 t1z_124">Riziko likvidity je riziko toho, &#x17E;e Skupina naraz&#xED; na obt&#xED;&#x17E;e p&#x159;i pln&#x11B;n&#xED; povinnost&#xED; souvisej&#xED;c&#xED;ch s finan&#x10D;n&#xED;mi z&#xE1;vazky. </span><span style="display:block;height:0px"/><span class="t s6_124 t20_124">Riziko likvidity vznik&#xE1; z toho d&#x16F;vodu, &#x17E;e od Skupiny m&#x16F;&#x17E;e b&#xFD;t vy&#x17E;adov&#xE1;no, aby zaplatila sv&#xE9; z&#xE1;vazky d&#x159;&#xED;ve, ne&#x17E; </span><span style="display:block;height:0px"/><span class="t s4_124 t21_124">o&#x10D;ek&#xE1;v&#xE1;, nebo &#x17E;e Skupina m&#x16F;&#x17E;e m&#xED;t obt&#xED;&#x17E;e p&#x159;i z&#xED;sk&#xE1;v&#xE1;n&#xED; finan&#x10D;n&#xED;ch prost&#x159;edk&#x16F; ke spln&#x11B;n&#xED; z&#xE1;vazk&#x16F; spojen&#xFD;ch </span><span style="display:block;height:0px"/><span class="t s6_124 t22_124">s finan&#x10D;n&#xED;mi z&#xE1;vazky k datu jejich splatnosti. </span><span style="display:block;height:0px"/><span class="t s4_124 t23_124">Skupina &#x159;&#xED;d&#xED; riziko likvidity pomoc&#xED; soustavn&#xE9;ho monitorov&#xE1;n&#xED; progn&#xF3;zovan&#xFD;ch a aktu&#xE1;ln&#xED;ch pen&#x11B;&#x17E;n&#xED;ch tok&#x16F;, </span><span style="display:block;height:0px"/><span class="t s6_124 t24_124">dlouhodob&#xE9;ho financov&#xE1;n&#xED; sv&#xE9;ho portfolia nemovitost&#xED; a v p&#x159;&#xED;slu&#x161;n&#xFD;ch p&#x159;&#xED;padech i pomoc&#xED; refinancov&#xE1;n&#xED; a tak&#xE9; </span><span style="display:block;height:0px"/><span class="t s4_124 t25_124">vyu&#x17E;&#xED;v&#xE1;n&#xED; p&#x159;&#xED;jmu z n&#xE1;jemn&#xE9;ho k vypo&#x159;&#xE1;d&#xE1;n&#xED; kr&#xE1;tkodob&#xFD;ch z&#xE1;vazk&#x16F;. </span><span style="display:block;height:0px"/><span class="t s4_124 t26_124">Spole&#x10D;nost sv&#xE9; aktivity spolufinancuje prost&#x159;ednictv&#xED;m bankovn&#xED;ch &#xFA;v&#x11B;r&#x16F; a dluhopisov&#xE9;ho financov&#xE1;n&#xED;. Poskytnut&#xED; </span><span style="display:block;height:0px"/><span class="t s4_124 t27_124">finan&#x10D;n&#xED;ch prost&#x159;edk&#x16F; v r&#xE1;mci financov&#xE1;n&#xED; je podm&#xED;n&#x11B;no pln&#x11B;n&#xED;m p&#x159;edem dohodnut&#xFD;ch podm&#xED;nek tzv. &#x201E;kovenant&#x201C;. </span><span style="display:block;height:0px"/><span class="t s4_124 t28_124">P&#x159;&#xED;padn&#xE9; nedodr&#x17E;en&#xED; kovenant p&#x159;edstavuje potenci&#xE1;ln&#xED; negativn&#xED; dopady na likviditu a financov&#xE1;n&#xED; Skupiny. </span><span style="display:block;height:0px"/><span class="t s4_124 t29_124">Informace o kl&#xED;&#x10D;ov&#xFD;ch finan&#x10D;n&#xED;ch aktivech pou&#x17E;&#xED;van&#xFD;ch pro &#x159;&#xED;zen&#xED; likvidity jsou uvedeny v pozn&#xE1;mce 3.5 (Pen&#x11B;&#x17E;n&#xED; </span><span style="display:block;height:0px"/><span class="t s4_124 t2a_124">prost&#x159;edky a pen&#x11B;&#x17E;n&#xED; ekvivalenty) a v pozn&#xE1;mce 6.1 (&#xDA;v&#x11B;rov&#xE9; riziko). </span><span style="display:block;height:0px"/><span class="t s7_124 t2b_124">Hodnocen&#xED; rizika </span><span style="display:block;height:0px"/><span class="t s4_124 t2c_124">Spole&#x10D;nost v r&#xE1;mci intern&#xED;ho going concern modelu reflektuj&#xED;c&#xED;ho dopad Rusk&#xE9; invaze na Ukrajin&#x11B; sleduje a pl&#xE1;nuje </span><span style="display:block;height:0px"/><span class="t s4_124 t2d_124">v&#xFD;voj kovenant ve skupin&#x11B;. Spole&#x10D;nost napl&#x148;uje going concern princip, a to jak z pohledu generovan&#xE9;ho cash </span><span style="display:block;height:0px"/><span class="t s6_124 t2e_124">flow, tak z pohledu spln&#x11B;n&#xED; kovenant. </span><span style="display:block;height:0px"/><span class="t s4_124 t2f_124">N&#xE1;sleduj&#xED;c&#xED; tabulka obsahuje souhrnn&#xFD; p&#x159;ehled o profilu splatnosti finan&#x10D;n&#xED;ch z&#xE1;vazk&#x16F; Skupiny na z&#xE1;klad&#x11B; smluvn&#xED;ch </span><span style="display:block;height:0px"/><span class="t s4_124 t2g_124">nediskontovan&#xFD;ch plateb v&#x10D;etn&#x11B; p&#x159;irostl&#xE9;ho &#xFA;roku. Tabulka zachycuje vypo&#x159;&#xE1;d&#xE1;n&#xED; z&#xE1;vazk&#x16F; Skupiny k prvn&#xED;mu </span><span style="display:block;height:0px"/><span class="t s4_124 t2h_124">term&#xED;nu na z&#xE1;klad&#x11B; smluvn&#xED; splatnosti a zahrnuje jin&#xE9; finan&#x10D;n&#xED; z&#xE1;vazky ne&#x17E; deriv&#xE1;ty.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric><span class="t s0_124 t1_124">124 </span>
  </div>

  <div class="div-absolute" style="margin:0px auto;visibility:visible !important;position:relative;background-color:white;width:909px;height:1286px !important">
    <div style="-webkit-user-select:none">
      <img alt=" " 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          <tr>
            <td><span class="t s1_125 t2_125_new">2025 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s1_125 t3_125_new">do 3 </span><span style="display:block;height:0px"> </span><span class="t s2_125 t4_125_new">m&#x11B;s&#xED;c&#x16F; </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s2_125 t5_125_new">3 m&#x11B;s&#xED;ce </span><span style="display:block;height:0px"> </span><span class="t s2_125 t6_125_new">&#x2013; </span><span style="display:block;height:0px"> </span><span class="t s1_125 th_125_new">1 rok </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s1_125 t7_125_new">1&#x2013;5 let </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s1_125 t8_125_new">splatn&#xE9; po </span><span style="display:block;height:0px"> </span><span class="t s1_125 t9_125_new">5 letech </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s1_125 ta_125_new">Celkov&#xE9; </span><span style="display:block;height:0px"> </span><span class="t s1_125 tb_125_new">nediskontovan </span><span style="display:block;height:0px"> </span><span class="t s2_125 tc_125_new">&#xE9; pen&#x11B;&#x17E;n&#xED; toky </span><span style="display:block;height:0px"> </span><span class="t s1_125 td_125_new">k 31.12.2025 </span></td>
            <td><span class="t s2_125 te_125_new">&#xDA;&#x10D;etn&#xED; </span><span style="display:block;height:0px"> </span><span class="t s1_125 tf_125_new">hodnota </span><span style="display:block;height:0px"> </span><span class="t s1_125 tg_125_new">k 31.12.2025 </span><span style="display:block;height:0px"> </span></td>
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          <tr>
            <td style="width:auto"><span class="t s1_125 ti_125_new">Nederiv&#xE1;tov&#xE9; z&#xE1;vazky </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td><span class="t s3_125 tj_125_new">Bankovn&#xED; &#xFA;v&#x11B;ry (s vylou&#x10D;en&#xED;m </span><span style="display:block;height:0px"> </span><span class="t s3_125 tk_125_new">poplatku za z&#x159;&#xED;zen&#xED;) </span></td>
            <td><span class="t s4_125 tl_125_new">(21 517) </span></td>
            <td><span class="t s4_125 tm_125_new">(64 552) </span></td>
            <td><span class="t s4_125 tn_125_new">(2 494 883) </span></td>
            <td><span class="t s4_125 to_125_new">0 </span></td>
            <td><span class="t s4_125 tp_125_new">(2 580 952) </span></td>
            <td><span class="t s4_125 tq_125_new">(2 570 101) </span></td>
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          <tr>
            <td><span class="t s3_125 tr_125_new">&#xDA;v&#x11B;ry a p&#x16F;j&#x10D;ky od sp&#x159;&#xED;zn&#x11B;n&#xFD;ch </span><span style="display:block;height:0px"> </span><span class="t s4_125 ts_125_new">stran </span></td>
            <td><span class="t s4_125 tt_125_new">0 </span></td>
            <td><span class="t s4_125 tu_125_new">0 </span></td>
            <td><span class="t s4_125 tv_125_new">0 </span></td>
            <td><span class="t s4_125 tw_125_new">0 </span></td>
            <td><span class="t s4_125 tx_125_new">0 </span></td>
            <td><span class="t s4_125 ty_125_new">0 </span></td>
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          <tr>
            <td style="width:auto"><span class="t s4_125 tz_125_new">Emitovan&#xE9; dluhopisy </span></td>
            <td style="width:auto"><span class="t s4_125 t10_125_new">0 </span></td>
            <td style="width:auto"><span class="t s4_125 t11_125_new">(77 400) </span></td>
            <td style="width:auto"><span class="t s4_125 t12_125_new">(1 054 800) </span></td>
            <td style="width:auto"><span class="t s4_125 t13_125_new">0 </span></td>
            <td style="width:auto"><span class="t s4_125 t14_125_new">(1 132 200) </span></td>
            <td style="width:auto"><span class="t s4_125 t15_125_new">(892 336) </span></td>
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          <tr>
            <td style="width:auto"><span class="t s4_125 t16_125_new">Ostatn&#xED; dlouhodob&#xE9; z&#xE1;vazky </span></td>
            <td style="width:auto"><span class="t s4_125 t17_125_new">0 </span></td>
            <td style="width:auto"><span class="t s4_125 t18_125_new">0 </span></td>
            <td style="width:auto"><span class="t s4_125 t19_125_new">(38 501) </span></td>
            <td style="width:auto"><span class="t s4_125 t1a_125_new">0 </span></td>
            <td style="width:auto"><span class="t s4_125 t1b_125_new">(38 501) </span></td>
            <td style="width:auto"><span class="t s4_125 t1c_125_new">(38 501) </span></td>
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          <tr>
            <td style="width:auto"><span class="t s4_125 t1d_125_new">Jin&#xE9; kr&#xE1;tkodob&#xE9; z&#xE1;vazky </span></td>
            <td style="width:auto"><span class="t s4_125 t1e_125_new">(99 442) </span></td>
            <td style="width:auto"><span class="t s4_125 t1f_125_new">0 </span></td>
            <td style="width:auto"><span class="t s4_125 t1g_125_new">0 </span></td>
            <td style="width:auto"><span class="t s4_125 t1h_125_new">0 </span></td>
            <td style="width:auto"><span class="t s4_125 t1i_125_new">(99 442) </span></td>
            <td style="width:auto"><span class="t s4_125 t1j_125_new">(99 442) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s1_125 t1k_125_new">CELKEM </span></td>
            <td style="width:auto"><span class="t s1_125 t1l_125_new">(120 959) </span></td>
            <td style="width:auto"><span class="t s1_125 t1m_125_new">(141 952) </span></td>
            <td style="width:auto"><span class="t s1_125 t1n_125_new">(3 588 184) </span></td>
            <td style="width:auto"><span class="t s1_125 t1o_125_new">0 </span></td>
            <td style="width:auto"><span class="t s1_125 t1p_125_new">(3 851 095) </span></td>
            <td style="width:auto"><span class="t s1_125 t1q_125_new">(3 600 380) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s1_125 t1r_125_new">Deriv&#xE1;tov&#xE9; z&#xE1;vazky </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_125 t1s_125_new">&#xDA;rokov&#xFD; swap </span></td>
            <td style="width:auto"><span class="t s4_125 t1t_125_new">0 </span></td>
            <td style="width:auto"><span class="t s4_125 t1u_125_new">0 </span></td>
            <td style="width:auto"><span class="t s4_125 t1v_125_new">0 </span></td>
            <td style="width:auto"><span class="t s4_125 t1w_125_new">0 </span></td>
            <td style="width:auto"><span class="t s4_125 t1x_125_new">0 </span></td>
            <td style="width:auto"><span class="t s4_125 t1y_125_new">(6 251) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_125 t1z_125_new">Odtoky </span></td>
            <td style="width:auto"><span class="t s4_125 t20_125_new">(9 130) </span></td>
            <td style="width:auto"><span class="t s4_125 t21_125_new">(32 378) </span></td>
            <td style="width:auto"><span class="t s4_125 t22_125_new">(111 043) </span></td>
            <td style="width:auto"><span class="t s4_125 t23_125_new">0 </span></td>
            <td style="width:auto"><span class="t s4_125 t24_125_new">(152 551) </span></td>
            <td style="width:auto"><span class="t s4_125 t25_125_new">0 </span></td>
          </tr>
          <tr>
            <td><span class="t s3_125 t26_125_new">P&#x159;&#xED;toky </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_125 t27_125_new">5 403 </span></td>
            <td><span class="t s4_125 t28_125_new">20 557 </span></td>
            <td><span class="t s4_125 t29_125_new">73 045 </span></td>
            <td><span class="t s4_125 t2a_125_new">0 </span></td>
            <td><span class="t s4_125 t2b_125_new">99 005 </span></td>
            <td><span class="t s4_125 t2c_125_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s1_125 t2d_125_new">CELKEM </span></td>
            <td style="width:auto"><span class="t s1_125 t2e_125_new">(3 727) </span></td>
            <td style="width:auto"><span class="t s1_125 t2f_125_new">(11 822) </span></td>
            <td style="width:auto"><span class="t s1_125 t2g_125_new">(37 998) </span></td>
            <td style="width:auto"><span class="t s1_125 t2h_125_new">0 </span></td>
            <td style="width:auto"><span class="t s1_125 t2i_125_new">(53 546) </span></td>
            <td style="width:auto"><span class="t s1_125 t2j_125_new">(6 251)</span></td>
          </tr>
        
      </table>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="tc6b6757156d6e862b2f5c0c7495abbc4">
        
          <tr>
            <td><span class="t s1_125 t2k_125_new">2024 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s1_125 t2l_125_new">do 3 </span><span style="display:block;height:0px"> </span><span class="t s2_125 t2m_125_new">m&#x11B;s&#xED;c&#x16F; </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s2_125 t2n_125_new">3 m&#x11B;s&#xED;ce </span><span style="display:block;height:0px"> </span><span class="t s2_125 t2o_125_new">&#x2013; </span><span style="display:block;height:0px"> </span><span class="t s1_125 t2z_125_new">1 rok </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s1_125 t2p_125_new">1&#x2013;5 let </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s1_125 t2q_125_new">splatn&#xE9; po </span><span style="display:block;height:0px"> </span><span class="t s1_125 t2r_125_new">5 letech </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s1_125 t2s_125_new">Celkov&#xE9; </span><span style="display:block;height:0px"> </span><span class="t s1_125 t2t_125_new">nediskontovan </span><span style="display:block;height:0px"> </span><span class="t s2_125 t2u_125_new">&#xE9; pen&#x11B;&#x17E;n&#xED; toky </span><span style="display:block;height:0px"> </span><span class="t s1_125 t2v_125_new">k 31.12.2024 </span></td>
            <td><span class="t s2_125 t2w_125_new">&#xDA;&#x10D;etn&#xED; </span><span style="display:block;height:0px"> </span><span class="t s1_125 t2x_125_new">hodnota </span><span style="display:block;height:0px"> </span><span class="t s1_125 t2y_125_new">k 31.12.2024 </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s1_125 t30_125_new">Nederiv&#xE1;tov&#xE9; z&#xE1;vazky </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td/>
          </tr>
          <tr>
            <td><span class="t s3_125 t31_125_new">Bankovn&#xED; &#xFA;v&#x11B;ry (s vylou&#x10D;en&#xED;m </span><span style="display:block;height:0px"> </span><span class="t s3_125 t32_125_new">poplatku za z&#x159;&#xED;zen&#xED;) </span></td>
            <td><span class="t s4_125 t33_125_new">(39 400) </span></td>
            <td><span class="t s4_125 t34_125_new">(211 606) </span></td>
            <td><span class="t s4_125 t35_125_new">(2 353 784) </span></td>
            <td><span class="t s4_125 t36_125_new">0 </span></td>
            <td><span class="t s4_125 t37_125_new">(2 604 790) </span></td>
            <td><span class="t s4_125 t38_125_new">(2 175 717) </span></td>
          </tr>
          <tr>
            <td><span class="t s3_125 t39_125_new">&#xDA;v&#x11B;ry a p&#x16F;j&#x10D;ky od sp&#x159;&#xED;zn&#x11B;n&#xFD;ch </span><span style="display:block;height:0px"> </span><span class="t s4_125 t3a_125_new">stran </span></td>
            <td><span class="t s4_125 t3b_125_new">(87 011) </span></td>
            <td><span class="t s4_125 t3c_125_new">0 </span></td>
            <td><span class="t s4_125 t3d_125_new">0 </span></td>
            <td><span class="t s4_125 t3e_125_new">0 </span></td>
            <td><span class="t s4_125 t3f_125_new">(87 011) </span></td>
            <td><span class="t s4_125 t3g_125_new">(87 011) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_125 t3h_125_new">Emitovan&#xE9; dluhopisy </span></td>
            <td style="width:auto"><span class="t s4_125 t3i_125_new">0 </span></td>
            <td style="width:auto"><span class="t s4_125 t3j_125_new">(60 200) </span></td>
            <td style="width:auto"><span class="t s4_125 t3k_125_new">(940 800) </span></td>
            <td style="width:auto"><span class="t s4_125 t3l_125_new">0 </span></td>
            <td style="width:auto"><span class="t s4_125 t3m_125_new">(1 001 000) </span></td>
            <td><span class="t s4_125 t3n_125_new">(686 771) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_125 t3o_125_new">Ostatn&#xED; dlouhodob&#xE9; z&#xE1;vazky </span></td>
            <td style="width:auto"><span class="t s4_125 t3p_125_new">0 </span></td>
            <td style="width:auto"><span class="t s4_125 t3q_125_new">0 </span></td>
            <td style="width:auto"><span class="t s4_125 t3r_125_new">(42 472) </span></td>
            <td style="width:auto"><span class="t s4_125 t3s_125_new">0 </span></td>
            <td style="width:auto"><span class="t s4_125 t3t_125_new">(42 472) </span></td>
            <td><span class="t s4_125 t3u_125_new">(42 472) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_125 t3v_125_new">Jin&#xE9; kr&#xE1;tkodob&#xE9; z&#xE1;vazky </span></td>
            <td style="width:auto"><span class="t s4_125 t3w_125_new">(108 636) </span></td>
            <td style="width:auto"><span class="t s4_125 t3x_125_new">0 </span></td>
            <td style="width:auto"><span class="t s4_125 t3y_125_new">0 </span></td>
            <td style="width:auto"><span class="t s4_125 t3z_125_new">0 </span></td>
            <td style="width:auto"><span class="t s4_125 t40_125_new">(108 637) </span></td>
            <td><span class="t s4_125 t41_125_new">(108 637) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s1_125 t42_125_new">CELKEM </span></td>
            <td style="width:auto"><span class="t s1_125 t43_125_new">(235 047) </span></td>
            <td style="width:auto"><span class="t s1_125 t44_125_new">(271 806) </span></td>
            <td style="width:auto"><span class="t s1_125 t45_125_new">(3 337 056) </span></td>
            <td style="width:auto"><span class="t s1_125 t46_125_new">0 </span></td>
            <td style="width:auto"><span class="t s1_125 t47_125_new">(3 843 910) </span></td>
            <td><span class="t s1_125 t48_125_new">(3 100 608) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s1_125 t49_125_new">Deriv&#xE1;tov&#xE9; z&#xE1;vazky </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_125 t4a_125_new">&#xDA;rokov&#xFD; swap </span></td>
            <td style="width:auto"><span class="t s4_125 t4b_125_new">0 </span></td>
            <td style="width:auto"><span class="t s4_125 t4c_125_new">0 </span></td>
            <td style="width:auto"><span class="t s4_125 t4d_125_new">0 </span></td>
            <td style="width:auto"><span class="t s4_125 t4e_125_new">0 </span></td>
            <td style="width:auto"><span class="t s4_125 t4f_125_new">0 </span></td>
            <td><span class="t s4_125 t4g_125_new">(19 868) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_125 t4h_125_new">Odtoky </span></td>
            <td style="width:auto"><span class="t s4_125 t4i_125_new">(9 745) </span></td>
            <td style="width:auto"><span class="t s4_125 t4j_125_new">(29 778) </span></td>
            <td style="width:auto"><span class="t s4_125 t4k_125_new">(148 348) </span></td>
            <td style="width:auto"><span class="t s4_125 t4l_125_new">0 </span></td>
            <td style="width:auto"><span class="t s4_125 t4m_125_new">(187 871) </span></td>
            <td><span class="t s4_125 t4n_125_new">- </span></td>
          </tr>
          <tr>
            <td><span class="t s3_125 t4o_125_new">P&#x159;&#xED;toky </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_125 t4p_125_new">9 354 </span></td>
            <td><span class="t s4_125 t4q_125_new">21 653 </span></td>
            <td><span class="t s4_125 t4r_125_new">91 062 </span></td>
            <td><span class="t s4_125 t4s_125_new">0 </span></td>
            <td><span class="t s4_125 t4t_125_new">122 069 </span></td>
            <td><span class="t s4_125 t4u_125_new">- </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s1_125 t4v_125_new">CELKEM </span></td>
            <td style="width:auto"><span class="t s1_125 t4w_125_new">(391) </span></td>
            <td style="width:auto"><span class="t s1_125 t4x_125_new">(8 125) </span></td>
            <td style="width:auto"><span class="t s1_125 t4y_125_new">(57 286) </span></td>
            <td style="width:auto"><span class="t s1_125 t4z_125_new">0 </span></td>
            <td style="width:auto"><span class="t s1_125 t50_125_new">(65 802) </span></td>
            <td><span class="t s1_125 t51_125_new">(19 868)</span></td>
          </tr>
        
      </table>
      <span class="t s5_125 t52_125">&#xDA;v&#x11B;ry a p&#x16F;j&#x10D;ky od sp&#x159;&#xED;zn&#x11B;n&#xFD;ch stran nemaj&#xED; stanovena specifick&#xE1; data splatnosti. Podle &#xFA;v&#x11B;rov&#xFD;ch smluv jsou </span><span class="t s5_125 t53_125">splatn&#xE9; okam&#x17E;it&#x11B; na po&#x17E;&#xE1;d&#xE1;n&#xED; v&#x11B;&#x159;itele nebo do 5 dn&#x16F; od ozn&#xE1;men&#xED; o splacen&#xED; p&#x159;edan&#xE9;m Skupinou v&#x11B;&#x159;iteli. Proto </span><span class="t s5_125 t54_125">jsou tyto &#xFA;v&#x11B;ry vykazov&#xE1;ny se splatnost&#xED; do 3 m&#x11B;s&#xED;c&#x16F;. </span><span class="t s5_125 t55_125">Skupina udr&#x17E;uje dostate&#x10D;nou &#xFA;rove&#x148; pen&#x11B;&#x17E;n&#xED;ch prost&#x159;edk&#x16F; a pen&#x11B;&#x17E;n&#xED;ch ekvivalent&#x16F; (viz. bod 3.5.) k pln&#x11B;n&#xED; </span><span class="t s5_125 t56_125">po&#x17E;adavk&#x16F; dluhov&#xE9; slu&#x17E;by v p&#x159;&#xED;&#x161;t&#xED;ch t&#x159;ech m&#x11B;s&#xED;c&#xED;ch. Skupina je d&#xE1;le povinna udr&#x17E;ovat dodate&#x10D;n&#xE9; rezervy na </span><span class="t s5_125 t57_125">dluhovou slu&#x17E;bu na samostatn&#xFD;ch v&#xE1;zan&#xFD;ch bankovn&#xED;ch &#xFA;&#x10D;tech. Nav&#xED;c jsou &#xFA;v&#x11B;rov&#xE9; z&#xE1;vazky z jednotliv&#xFD;ch smluv </span><span class="t s5_125 t58_125">o &#xFA;v&#x11B;rov&#xE9;m r&#xE1;mci pr&#x16F;b&#x11B;&#x17E;n&#x11B; monitorov&#xE1;ny. Skupina je povinna dokl&#xE1;dat &#xFA;v&#x11B;rov&#xFD;m instituc&#xED;m pln&#x11B;n&#xED; t&#x11B;chto z&#xE1;vazk&#x16F; </span><span class="t s5_125 t59_125">a svou finan&#x10D;n&#xED; situaci. </span><span class="t s5_125 t5a_125">V&#x11B;t&#x161;ina z&#xE1;vazk&#x16F; z obchodn&#xED;ho styku a dal&#x161;&#xED;ch z&#xE1;vazk&#x16F; se t&#xFD;k&#xE1; b&#x11B;&#x17E;n&#xE9; spr&#xE1;vy nemovitost&#xED;. Tyto n&#xE1;klady jsou potom </span><span class="t s5_125 t5b_125">vy&#xFA;&#x10D;tov&#xE1;ny n&#xE1;jemc&#x16F;m jako n&#xE1;hrady souvisej&#xED;c&#xED; s n&#xE1;jmem a poplatky za slu&#x17E;by. Standardn&#xED; doba splatnosti </span><span class="t s6_125 t5c_125">u pohled&#xE1;vek z obchodn&#xED;ho styku je 14 dn&#xED; a jejich v&#x10D;asn&#xE1; &#xFA;hrada umo&#x17E;&#x148;uje spole&#x10D;nosti hradit v&#x10D;as z&#xE1;vazky </span><span class="t s6_125 t5d_125">z obchodn&#xED;ho styku a ostatn&#xED; z&#xE1;vazky. Spole&#x10D;nost nem&#xE1; v&#xFD;znamn&#xE9; pohled&#xE1;vky po splatnosti viz. bod. 6.1. Tyto </span><span class="t s5_125 t5e_125">zdroje spolu s o&#x10D;ek&#xE1;van&#xFD;mi provozn&#xED;mi pen&#x11B;&#x17E;n&#xED;mi p&#x159;&#xED;jmy jsou pova&#x17E;ov&#xE1;ny za dostate&#x10D;n&#xE9; k pokryt&#xED; kr&#xE1;tkodob&#xFD;ch </span><span class="t s5_125 t5f_125">z&#xE1;vazk&#x16F; Skupiny.</span>
    </ix:continuation><span class="t s0_125 t1_125">125 </span>
  </div>

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    <div style="-webkit-user-select:none">
      <img alt=" " 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    <ix:nonNumeric id="Fxbrl_20260506155200036" name="ifrs-full:DisclosureOfMarketRiskExplanatory" contextRef="C_20250101to20251231" continuedAt="F20260506155217481" escape="true">
      <span class="t s1_126 t2_126">6.3. Tr&#x17E;n&#xED; riziko </span><span style="display:block;height:0px"/><span class="t s2_126 t3_126">Tr&#x17E;n&#xED; riziko je riziko v&#xFD;kyv&#x16F; hodnoty finan&#x10D;n&#xED;ho n&#xE1;stroje v d&#x16F;sledku zm&#x11B;n tr&#x17E;n&#xED;ch &#xFA;v&#x11B;rov&#xFD;ch sazeb nebo tr&#x17E;n&#xED; ceny </span><span style="display:block;height:0px"/><span class="t s3_126 t4_126">v d&#x16F;sledku zm&#x11B;ny &#xFA;v&#x11B;rov&#xE9;ho ratingu emitenta dan&#xE9;ho n&#xE1;stroje, zm&#x11B;n v c&#xED;t&#x11B;n&#xED; trhu, spekulativn&#xED;ch aktivit, nab&#xED;dky </span><span style="display:block;height:0px"/><span class="t s3_126 t5_126">a popt&#xE1;vky po cenn&#xFD;ch pap&#xED;rech a tr&#x17E;n&#xED; likvidity. </span><span style="display:block;height:0px"/><span class="t s1_126 t6_126">6.4. &#xDA;rokov&#xE9; riziko </span><span style="display:block;height:0px"/><span class="t s2_126 t7_126">&#xDA;rokov&#xE9; riziko je riziko, &#x17E;e hodnota finan&#x10D;n&#xED;ho n&#xE1;stroje bude kol&#xED;sat v d&#x16F;sledku zm&#x11B;n tr&#x17E;n&#xED;ch &#xFA;rokov&#xFD;ch sazeb. </span><span style="display:block;height:0px"/><span class="t s2_126 t8_126">Doba, po kterou je &#xFA;rokov&#xE1; sazba pro finan&#x10D;n&#xED; n&#xE1;stroj fixov&#xE1;na, ukazuje, do jak&#xE9; m&#xED;ry je vystavena &#xFA;rokov&#xE9;mu riziku. </span><span style="display:block;height:0px"/><span class="t s2_126 t9_126">N&#xED;&#x17E;e uveden&#xE1; tabulka poskytuje informace o rozsahu &#xFA;rokov&#xE9; expozice Skupiny na z&#xE1;klad&#x11B; smluvn&#xED;ho data </span><span style="display:block;height:0px"/><span class="t s2_126 ta_126">splatnosti jej&#xED;ch finan&#x10D;n&#xED;ch n&#xE1;stroj&#x16F; nebo, v p&#x159;&#xED;pad&#x11B; n&#xE1;stroj&#x16F;, kter&#xE9; p&#x159;ece&#x148;uj&#xED; tr&#x17E;n&#xED; &#xFA;rokovou sazbu p&#x159;ed splatnost&#xED;, </span><span style="display:block;height:0px"/><span class="t s2_126 tb_126">na dal&#x161;&#xED; p&#x159;ece&#x148;ov&#xE1;n&#xED; datum. </span><span style="display:block;height:0px"/>
      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="te7ac81f4e704e06e97589bf532ba20a2">
        
          <tr>
            <td style="width:auto"><span class="t s4_126 tc_126_new">31.12.2025 </span></td>
            <td style="width:auto"><span class="t s4_126 td_126_new">Do 1 roku </span></td>
            <td style="width:auto"><span class="t s4_126 te_126_new">1&#x2013;5 let </span></td>
            <td style="width:auto"><span class="t s4_126 tf_126_new">nad 5 let </span></td>
            <td style="width:auto"><span class="t s5_126 tg_126_new">Bez&#xFA;ro&#x10D;n&#xE9; </span></td>
            <td style="width:auto"><span class="t s4_126 th_126_new">Celkem </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_126 ti_126_new">Aktiva </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_126 tj_126_new">Pen&#xED;ze a pen&#x11B;&#x17E;n&#xED; ekvivalenty </span></td>
            <td style="width:auto"><span class="t s7_126 tk_126_new">0 </span></td>
            <td style="width:auto"><span class="t s7_126 tl_126_new">0 </span></td>
            <td style="width:auto"><span class="t s7_126 tm_126_new">0 </span></td>
            <td style="width:auto"><span class="t s7_126 tn_126_new">46 636 </span></td>
            <td style="width:auto"><span class="t s7_126 to_126_new">46 636 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_126 tp_126_new">Poskytnut&#xE9; &#xFA;v&#x11B;ry </span></td>
            <td style="width:auto"><span class="t s7_126 tq_126_new">72 983 </span></td>
            <td style="width:auto"><span class="t s7_126 tr_126_new">0 </span></td>
            <td style="width:auto"><span class="t s7_126 ts_126_new">0 </span></td>
            <td style="width:auto"><span class="t s7_126 tt_126_new">0 </span></td>
            <td style="width:auto"><span class="t s7_126 tu_126_new">72 983 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_126 tv_126_new">Kladn&#xE1; hodnota deriv&#xE1;t&#x16F; </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s7_126 tw_126_new">0 </span></td>
            <td style="width:auto"><span class="t s7_126 tx_126_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_126 ty_126_new">Pohled&#xE1;vky z obchodn&#xED;ch vztah&#x16F; a jin&#xE9; pohled&#xE1;vky </span></td>
            <td style="width:auto"><span class="t s7_126 tz_126_new">0 </span></td>
            <td style="width:auto"><span class="t s7_126 t10_126_new">0 </span></td>
            <td style="width:auto"><span class="t s7_126 t11_126_new">0 </span></td>
            <td style="width:auto"><span class="t s7_126 t12_126_new">105 909 </span></td>
            <td style="width:auto"><span class="t s7_126 t13_126_new">105 909 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_126 t14_126_new">CELKEM </span></td>
            <td style="width:auto"><span class="t s4_126 t15_126_new">72 983 </span></td>
            <td style="width:auto"><span class="t s4_126 t16_126_new">0 </span></td>
            <td style="width:auto"><span class="t s4_126 t17_126_new">0 </span></td>
            <td style="width:auto"><span class="t s4_126 t18_126_new">152 545 </span></td>
            <td style="width:auto"><span class="t s4_126 t19_126_new">225 528</span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_126 t1a_126_new">Z&#xE1;vazky </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_126 t1b_126_new">&#xDA;v&#x11B;ry a p&#x16F;j&#x10D;ky </span></td>
            <td style="width:auto"><span class="t s7_126 t1c_126_new">86 069 </span></td>
            <td style="width:auto"><span class="t s7_126 t1d_126_new">2 484 032 </span></td>
            <td style="width:auto"><span class="t s7_126 t1e_126_new">0 </span></td>
            <td style="width:auto"><span class="t s7_126 t1f_126_new">0 </span></td>
            <td style="width:auto"><span class="t s7_126 t1g_126_new">2 570 101 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_126 t1h_126_new">Emitovan&#xE9; dluhopisy </span></td>
            <td style="width:auto"><span class="t s7_126 t1i_126_new">215 </span></td>
            <td style="width:auto"><span class="t s7_126 t1j_126_new">892 121 </span></td>
            <td style="width:auto"><span class="t s7_126 t1k_126_new">0 </span></td>
            <td style="width:auto"><span class="t s7_126 t1l_126_new">0 </span></td>
            <td style="width:auto"><span class="t s7_126 t1m_126_new">892 336 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_126 t1n_126_new">Z&#xE1;porn&#xE1; re&#xE1;ln&#xE1; hodnota deriv&#xE1;t&#x16F; </span></td>
            <td style="width:auto"><span class="t s7_126 t1o_126_new">0 </span></td>
            <td style="width:auto"><span class="t s7_126 t1p_126_new">0 </span></td>
            <td style="width:auto"><span class="t s7_126 t1q_126_new">0 </span></td>
            <td style="width:auto"><span class="t s7_126 t1r_126_new">6 251 </span></td>
            <td style="width:auto"><span class="t s7_126 t1s_126_new">6 251 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_126 t1t_126_new">Ostatn&#xED; dlouhodob&#xE9; z&#xE1;vazky </span></td>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s7_126 t1u_126_new">0 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s7_126 t1v_126_new">38 502 </span></td>
            <td style="width:auto"><span class="t s7_126 t1w_126_new">38 502 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_126 t1x_126_new">Z&#xE1;vazky z obchodn&#xED;ho styku a jin&#xE9; z&#xE1;vazky </span></td>
            <td style="width:auto"><span class="t s7_126 t1y_126_new">0 </span></td>
            <td style="width:auto"><span class="t s7_126 t1z_126_new">0 </span></td>
            <td style="width:auto"><span class="t s7_126 t20_126_new">0 </span></td>
            <td style="width:auto"><span class="t s7_126 t21_126_new">110 859 </span></td>
            <td style="width:auto"><span class="t s7_126 t22_126_new">110 859 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_126 t23_126_new">CELKEM </span></td>
            <td style="width:auto"><span class="t s4_126 t24_126_new">86 284 </span></td>
            <td style="width:auto"><span class="t s4_126 t25_126_new">3 376 153 </span></td>
            <td style="width:auto"><span class="t s4_126 t26_126_new">0 </span></td>
            <td style="width:auto"><span class="t s4_126 t27_126_new">155 612 </span></td>
            <td style="width:auto"><span class="t s4_126 t28_126_new">3 618 049</span></td>
          </tr>
        
      </table>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t3c7398b277ea440296b4dee170510f49">
        
          <tr>
            <td><span class="t s4_126 t29_126_new">31.12.2024 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_126 t2a_126_new">Do 1 </span><span style="display:block;height:0px"> </span><span class="t s4_126 t2b_126_new">roku </span></td>
            <td><span class="t s4_126 t2c_126_new">1&#x2013;5 let </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_126 t2d_126_new">nad 5 </span><span style="display:block;height:0px"> </span><span class="t s4_126 t2e_126_new">let </span></td>
            <td><span class="t s5_126 t2f_126_new">Bez&#xFA;ro&#x10D;n&#xE9; </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_126 t2g_126_new">Celkem </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_126 t2h_126_new">Aktiva </span></td>
            <td/>
            <td/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_126 t2i_126_new">Pen&#xED;ze a pen&#x11B;&#x17E;n&#xED; ekvivalenty </span></td>
            <td><span class="t s7_126 t2j_126_new">0 </span></td>
            <td><span class="t s7_126 t2k_126_new">0 </span></td>
            <td style="width:auto"><span class="t s7_126 t2l_126_new">0 </span></td>
            <td style="width:auto"><span class="t s7_126 t2m_126_new">40 431 </span></td>
            <td><span class="t s7_126 t2n_126_new">40 431 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_126 t2o_126_new">Poskytnut&#xE9; &#xFA;v&#x11B;ry </span></td>
            <td><span class="t s7_126 t2p_126_new">0 </span></td>
            <td><span class="t s7_126 t2q_126_new">0 </span></td>
            <td style="width:auto"><span class="t s7_126 t2r_126_new">0 </span></td>
            <td style="width:auto"><span class="t s7_126 t2s_126_new">0 </span></td>
            <td><span class="t s7_126 t2t_126_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_126 t2u_126_new">Kladn&#xE1; hodnota deriv&#xE1;t&#x16F; </span></td>
            <td/>
            <td/>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s7_126 t2v_126_new">0 </span></td>
            <td><span class="t s7_126 t2w_126_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_126 t2x_126_new">Pohled&#xE1;vky z obchodn&#xED;ch vztah&#x16F; a jin&#xE9; pohled&#xE1;vky </span></td>
            <td><span class="t s7_126 t2y_126_new">0 </span></td>
            <td><span class="t s7_126 t2z_126_new">0 </span></td>
            <td style="width:auto"><span class="t s7_126 t30_126_new">0 </span></td>
            <td style="width:auto"><span class="t s7_126 t31_126_new">83 640 </span></td>
            <td><span class="t s7_126 t32_126_new">83 640 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_126 t33_126_new">CELKEM </span></td>
            <td><span class="t s4_126 t34_126_new">0 </span></td>
            <td><span class="t s4_126 t35_126_new">0 </span></td>
            <td style="width:auto"><span class="t s4_126 t36_126_new">0 </span></td>
            <td style="width:auto"><span class="t s4_126 t37_126_new">124 071 </span></td>
            <td><span class="t s4_126 t38_126_new">124 071</span></td>
          </tr>
        
      </table>
    </ix:nonNumeric><span class="t s0_126 t1_126">126 </span>
  </div>

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style="width:909px;height:1286px"/>
    </div>
    <ix:continuation id="F20260506155217481" continuedAt="F20260506155309801">
      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t43f5e1b5edffa7cd4364f5ccd52769e1">
        
          <tr>
            <td style="width:auto"><span class="t s1_127 t2_127_new">Z&#xE1;vazky </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_127 t3_127_new">&#xDA;v&#x11B;ry a p&#x16F;j&#x10D;ky </span></td>
            <td style="width:auto"><span class="t s3_127 t4_127_new">153 155 </span></td>
            <td style="width:auto"><span class="t s3_127 t5_127_new">2 109 572 </span></td>
            <td style="width:auto"><span class="t s3_127 t6_127_new">0 </span></td>
            <td style="width:auto"><span class="t s3_127 t7_127_new">0 </span></td>
            <td style="width:auto"><span class="t s3_127 t8_127_new">2 262 727 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_127 t9_127_new">Emitovan&#xE9; dluhopisy </span></td>
            <td style="width:auto"><span class="t s3_127 ta_127_new">167 </span></td>
            <td style="width:auto"><span class="t s3_127 tb_127_new">686 604 </span></td>
            <td style="width:auto"><span class="t s3_127 tc_127_new">0 </span></td>
            <td style="width:auto"><span class="t s3_127 td_127_new">0 </span></td>
            <td style="width:auto"><span class="t s3_127 te_127_new">686 771 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_127 tf_127_new">Z&#xE1;porn&#xE1; re&#xE1;ln&#xE1; hodnota deriv&#xE1;t&#x16F; </span></td>
            <td style="width:auto"><span class="t s3_127 tg_127_new">0 </span></td>
            <td style="width:auto"><span class="t s3_127 th_127_new">0 </span></td>
            <td style="width:auto"><span class="t s3_127 ti_127_new">0 </span></td>
            <td style="width:auto"><span class="t s3_127 tj_127_new">19 868 </span></td>
            <td style="width:auto"><span class="t s3_127 tk_127_new">19 868 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_127 tl_127_new">Ostatn&#xED; dlouhodob&#xE9; z&#xE1;vazky </span></td>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s3_127 tm_127_new">0 </span></td>
            <td style="width:auto"><span class="t s3_127 tn_127_new">0 </span></td>
            <td style="width:auto"><span class="t s3_127 to_127_new">42 472 </span></td>
            <td style="width:auto"><span class="t s3_127 tp_127_new">42 472 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_127 tq_127_new">Z&#xE1;vazky z obchodn&#xED;ho styku a jin&#xE9; z&#xE1;vazky </span></td>
            <td style="width:auto"><span class="t s3_127 tr_127_new">0 </span></td>
            <td style="width:auto"><span class="t s3_127 ts_127_new">0 </span></td>
            <td style="width:auto"><span class="t s3_127 tt_127_new">0 </span></td>
            <td style="width:auto"><span class="t s3_127 tu_127_new">118 504 </span></td>
            <td style="width:auto"><span class="t s3_127 tv_127_new">118 504 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s1_127 tw_127_new">CELKEM </span></td>
            <td style="width:auto"><span class="t s1_127 tx_127_new">153 322 </span></td>
            <td style="width:auto"><span class="t s1_127 ty_127_new">2 796 176 </span></td>
            <td style="width:auto"><span class="t s1_127 tz_127_new">0 </span></td>
            <td style="width:auto"><span class="t s1_127 t10_127_new">180 844 </span></td>
            <td style="width:auto"><span class="t s1_127 t11_127_new">3 130 342</span></td>
          </tr>
        
      </table>
      <span class="t s4_127 t12_127">Efektivn&#xED; &#xFA;rokov&#xE1; sazba &#xFA;v&#x11B;r&#x16F; k 31. prosinci 2025 a k 31. prosinci 2024 &#x10D;inila 3,94 %, resp. 3,93 %. Efektivn&#xED; &#xFA;rokov&#xE1; </span><span style="display:block;height:0px"/><span class="t s4_127 t13_127">sazba na emisi dluhopis&#x16F; v hodnot&#x11B; 700 mil. K&#x10D; k 31. prosinci 2025 a k 31. prosinci 2024 byla 9,4 %. Efektivn&#xED; </span><span style="display:block;height:0px"/><span class="t s5_127 t14_127">&#xFA;rokov&#xE1; m&#xED;ra k emisi 200 mil. K&#x10D; je k 31. prosinci 2025 ve v&#xFD;&#x161;i 8,30 %. </span><span style="display:block;height:0px"/><span class="t s4_127 t15_127">Citlivostn&#xED; anal&#xFD;za dopadu zm&#x11B;ny referen&#x10D;n&#xED; sazby na sazby &#xFA;v&#x11B;r&#x16F; ve skupin&#x11B;. Ve Skupin&#x11B; jsou t&#x159;i formy &#xFA;v&#x11B;r&#x16F;: </span><span style="display:block;height:0px"/><span class="t s6_127 t16_127">&#x2022; </span><span class="t s4_127 t17_127">Developersk&#xFD; &#xFA;v&#x11B;r (RP Pie&#x161;&#x165;any, RP Levice II a RP Trnava IIB) &#x2013; Jedn&#xE1; se o &#xFA;v&#x11B;r, jeho&#x17E; celkov&#xE1; sazba je </span><span style="display:block;height:0px"/><span class="t s4_127 t18_127">tvo&#x159;ena fixn&#xED; slo&#x17E;kou 2,75 % a variabiln&#xED; slo&#x17E;kou odvozenou od 3M EURIBOR &#x2013; tento &#xFA;v&#x11B;r je bez IRS (interest </span><span style="display:block;height:0px"/><span class="t s5_127 t19_127">rate swap) a celkov&#xE1; sazba je citliv&#xE1; na pohyby referen&#x10D;n&#xED; sazby (pokud nen&#xED; referen&#x10D;n&#xED; sazba negativn&#xED;) </span><span style="display:block;height:0px"/><span class="t s6_127 t1a_127">&#x2022; </span><span class="t s4_127 t1b_127">Investi&#x10D;n&#xED; &#xFA;v&#x11B;r &#x2013; fixn&#xED; + variabiln&#xED; (OS Saratov, RP Senica, RP Trnava, RP Levice I) - celkov&#xE1; sazba je tvo&#x159;ena </span><span style="display:block;height:0px"/><span class="t s4_127 t1c_127">fixn&#xED; slo&#x17E;kou 2,1 % a variabiln&#xED; slo&#x17E;kou odvozenou od 3M EURIBOR &#x2013; tento &#xFA;v&#x11B;r je bez IRS (interest rate </span><span style="display:block;height:0px"/><span class="t s4_127 t1d_127">swap) a celkov&#xE1; sazba je citliv&#xE1; na pohyby referen&#x10D;n&#xED; sazby (pokud nen&#xED; referen&#x10D;n&#xED; sazba negativn&#xED;). </span><span style="display:block;height:0px"/><span class="t s6_127 t1e_127">&#x2022; </span><span class="t s4_127 t1f_127">Investi&#x10D;n&#xED; &#xFA;v&#x11B;r s IRS (Liberec, T&#xE1;bor, Mlad&#xE1; Boleslav, Pre&#x161;ov, Star&#xE9; M&#x11B;sto, Milevsko, Choce&#x148; a Trutnov) - </span><span style="display:block;height:0px"/><span class="t s4_127 t1g_127">celkov&#xE1; sazba je tvo&#x159;ena fixn&#xED; slo&#x17E;kou 2,1 % a IRS 2,424 % </span><span style="display:block;height:0px"/><span class="t s4_127 t1h_127">&#xDA;rokov&#xE1; sazba emitovan&#xFD;ch dluhopis&#x16F; FIDUROCK Nemovitosti a.s. &#x10D;in&#xED; 8,6 % p.a. na emisi z roku 2023. Jedn&#xE1; se </span><span style="display:block;height:0px"/><span class="t s5_127 t1i_127">o dluhopisy s pevn&#xFD;m &#xFA;rokov&#xFD;m v&#xFD;nosem. </span><span style="display:block;height:0px"/><span class="t s7_127 t1j_127">6.5. M&#x11B;nov&#xE9; riziko </span><span style="display:block;height:0px"/><span class="t s4_127 t1k_127">Skupina je vystavena m&#x11B;nov&#xE9;mu riziku prost&#x159;ednictv&#xED;m cizom&#x11B;nov&#xFD;ch transakci. Jeliko&#x17E; je funk&#x10D;n&#xED; m&#x11B;nou Skupiny </span><span style="display:block;height:0px"/><span class="t s4_127 t1l_127">K&#x10D; a smlouvy o financov&#xE1;n&#xED; a o n&#xE1;jmu jsou uzav&#x159;eny v EUR, je konsolidovan&#xE1; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka ovlivn&#x11B;na pohyby </span><span style="display:block;height:0px"/><span class="t s4_127 t1m_127">sm&#x11B;nn&#xFD;ch kurz&#x16F; EUR v&#x16F;&#x10D;i K&#x10D;. </span><span style="display:block;height:0px"/><span class="t s4_127 t1n_127">Skupina m&#xE1; n&#xE1;sleduj&#xED;c&#xED; rozpad finan&#x10D;n&#xED;ch aktiv a z&#xE1;vazk&#x16F; po jednotliv&#xFD;ch m&#x11B;n&#xE1;ch: </span><span style="display:block;height:0px"/>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="ta3cf77e0cf7f2cd1981d00e5833848f4">
        
          <tr>
            <td style="width:auto"><span class="t s1_127 t1o_127_new">31.12.2025 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s8_127 t1p_127_new">Z&#x16F;statek </span></td>
            <td style="width:auto"><span class="t s1_127 t1q_127_new">EUR </span></td>
            <td style="width:auto"><span class="t s1_127 t1r_127_new">CZK </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s8_127 t1s_127_new">Finan&#x10D;n&#xED; aktiva </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_127 t1t_127_new">Pohled&#xE1;vky z obchodn&#xED;ch vztah&#x16F; a ostatn&#xED; pohled&#xE1;vky </span></td>
            <td style="width:auto"><span class="t s3_127 t1u_127_new">89 892 </span></td>
            <td style="width:auto"><span class="t s3_127 t1v_127_new">61 004 </span></td>
            <td style="width:auto"><span class="t s3_127 t1w_127_new">28 888 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_127 t1x_127_new">Poskytnut&#xE9; p&#x16F;j&#x10D;ky </span></td>
            <td style="width:auto"><span class="t s3_127 t1y_127_new">72 983 </span></td>
            <td style="width:auto"><span class="t s3_127 t1z_127_new">0 </span></td>
            <td style="width:auto"><span class="t s3_127 t20_127_new">72 983 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_127 t21_127_new">Ostatn&#xED; aktiva </span></td>
            <td style="width:auto"><span class="t s3_127 t22_127_new">16 017 </span></td>
            <td style="width:auto"><span class="t s3_127 t23_127_new">5 432 </span></td>
            <td style="width:auto"><span class="t s3_127 t24_127_new">10 585 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_127 t25_127_new">Kladn&#xE1; hodnota deriv&#xE1;t&#x16F; </span></td>
            <td style="width:auto"><span class="t s3_127 t26_127_new">0 </span></td>
            <td style="width:auto"><span class="t s3_127 t27_127_new">0 </span></td>
            <td style="width:auto"><span class="t s3_127 t28_127_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_127 t29_127_new">Pen&#xED;ze a pen&#x11B;&#x17E;n&#xED; ekvivalenty </span></td>
            <td style="width:auto"><span class="t s3_127 t2a_127_new">46 636 </span></td>
            <td style="width:auto"><span class="t s3_127 t2b_127_new">42 773 </span></td>
            <td style="width:auto"><span class="t s3_127 t2c_127_new">3 864 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s1_127 t2d_127_new">CELKEM </span></td>
            <td style="width:auto"><span class="t s1_127 t2e_127_new">225 528 </span></td>
            <td style="width:auto"><span class="t s1_127 t2f_127_new">109 209 </span></td>
            <td style="width:auto"><span class="t s1_127 t2g_127_new">116 318 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s8_127 t2h_127_new">Finan&#x10D;n&#xED; z&#xE1;vazky </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_127 t2i_127_new">&#xDA;v&#x11B;ry a p&#x16F;j&#x10D;ky </span></td>
            <td style="width:auto"><span class="t s3_127 t2j_127_new">2 570 101 </span></td>
            <td style="width:auto"><span class="t s3_127 t2k_127_new">2 570 102 </span></td>
            <td style="width:auto"><span class="t s3_127 t2l_127_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_127 t2m_127_new">Emitovan&#xE9; dluhopisy </span></td>
            <td style="width:auto"><span class="t s3_127 t2n_127_new">892 336 </span></td>
            <td style="width:auto"><span class="t s3_127 t2o_127_new">0 </span></td>
            <td style="width:auto"><span class="t s3_127 t2p_127_new">892 335 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_127 t2q_127_new">Z&#xE1;porn&#xE1; re&#xE1;ln&#xE1; hodnota deriv&#xE1;t&#x16F; </span></td>
            <td style="width:auto"><span class="t s3_127 t2r_127_new">6 251 </span></td>
            <td style="width:auto"><span class="t s3_127 t2s_127_new">6 251 </span></td>
            <td style="width:auto"><span class="t s3_127 t2t_127_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_127 t2u_127_new">Z&#xE1;vazky z obchodn&#xED;ch vztah&#x16F; a jin&#xE9; z&#xE1;vazky </span></td>
            <td style="width:auto"><span class="t s3_127 t2v_127_new">110 859 </span></td>
            <td style="width:auto"><span class="t s3_127 t2w_127_new">79 462 </span></td>
            <td style="width:auto"><span class="t s3_127 t2x_127_new">31 398 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_127 t2y_127_new">Ostatn&#xED; dlouhodob&#xE9; z&#xE1;vazky </span></td>
            <td style="width:auto"><span class="t s3_127 t2z_127_new">38 502 </span></td>
            <td style="width:auto"><span class="t s3_127 t30_127_new">17 941 </span></td>
            <td style="width:auto"><span class="t s3_127 t31_127_new">20 560 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s1_127 t32_127_new">CELKEM </span></td>
            <td style="width:auto"><span class="t s1_127 t33_127_new">3 618 049 </span></td>
            <td style="width:auto"><span class="t s1_127 t34_127_new">2 673 756 </span></td>
            <td style="width:auto"><span class="t s1_127 t35_127_new">944 293</span></td>
          </tr>
        
      </table>
    </ix:continuation><span class="t s0_127 t1_127">127 </span>
  </div>

  <div class="div-absolute" style="margin:0px auto;visibility:visible !important;position:relative;background-color:white;width:909px;height:1286px !important">
    <div style="-webkit-user-select:none">
      <img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAclBMVEX////////t7e2/v7/W1tbX19fs7Oz39/fi4uK2trYAAACEhIRgYGDd3d3e3t6MjIwgICCOjo50dHTb29uampra2tqAgIC0tLSwsLDf39/v7+/FxcV+fn6RkZFfX1+6urqvr6/Pz8+goKDIyMjDw8PU1NRPhxYnAAAQQklEQVR42u3d7XLURreAUTpOAhiDCQSDPyCBJPd/i1RRBeUAkhjUvXt3a61/p85bGbV6P9Jgj8YPHgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAwoUJlznX3Ez1ujS5IYSe09NrIKV9YjahRjdakRjWqETWqUY1qVKMaUaMa1ahGNaoRNapRjWpUo8n9ak0+11HvwyGbNTZ64aX/eNNNXvmPN52uuWt0S6t2sS47/gf797As//9Ky+EpK2sthlaNalSjGtWoRjVamBrVqEbUqEYLU6Ma1Yga1ahGNapRjahRjWpUoxrViBrVqEY1qlGNqFGN/WvEMxye4chyQSfihHq+0eSqUY1qVKMa1Why1ahGNaoRNarRmtSoRjWiRjVakxrVqEbUqMZGawJ/29i90b3RvdHkfrsm19nKn1M97aOkPqfqc6r3a3RLq3axXnmkwTMchlaNalSjGtWoRjVamBrVqEY1qlGNFqZGNaoRNarRwtSoRjWiRjWqUY1qVCNqVKMa1ahGNaJGNapRjWo8eI2EnFDPN5pcNapRjYMMD2F+OWvo15UX/q3lC/++/LoPW77uI/dGdpzQx+cNPVk5pouWL/x0+XWftXzdS/dG3BvdG90b/bvRvxv9FAc1qlGNalSjGlGjGvsNjx+w+D5V36eapka3tGoXa5+M2zwZhlaNalSjGtWoRkOrRjWqUY1qVKMaLUyNalQjalSjhalRjWpEjWq0MDWqUY2oUY1qVKMa1Yga1ahGNarxsDUSckI932hy1ahGNapRjWo0uWpUoxrViBrVuGNNMPDXEE14KbezvqXKt1SlqdEbzGpvnfy+cfNkGFo1qlGNalSjGg2tGtWoRjWqUY1qtDA1qlGNqFGNFqZGNaoRNarRwtSoRjWiRjWqUY1qVCNqVGN8jXiGwzMcCWoEzzd6p+qdqneqhlaNalSjGtWoRkOrRjWqUY1qVKMaLUyNalSjGtWoRgtToxrViBrVaGFqVKMaUaMa1ahGNaoRNaoxqEY8UeWJqgQ1gieqUr29IuKE+muqJleNalSjGtWoRpPrpzh+iuOnOOPW6JZW7WLtNxybJ8PQqlGNalSjGtVoaNWoRjWqUY1qVKOFqVGNakSNarQwNapRjahRjRamRjWqETWqUY1qVKMaUaMa42vEMxye4chyQSfihHq+0eSqUY1qVKMa1WhyT1oT+M4490b3xunvjTiXalTjwMPjhNYby7Ljf7B/D3v9vhEnVI1qVCNqNDxqVKMa1YgaDY8a1ahGNaJGw6NGNapRjajR8KhRjWrECVWj4VGjGtWIE6pGw6NGNaqRHxohIk6oJ6pwLtVoggYZHvBNHO6N7o3T3xt9S9XP/EMc327s2439THXOn6n65n/f/G9halSjGlGjGi1MjWpUI2pUo4WpUY1qRI1qVKMa1ahG1KhGNapRjWpEjWpUoxrVaGjVqEY15qoRz3B4hiPLBZ2IE+r5RpOrRjWqcZDhIczZ84b+WHnhFy1f+OXy6z5q+bp/qpEdXl019Hrlhd+0fOHr5de9afm6t96p4p2qd6rWpEY1qhE1qlGNalTjEWv0Axa//ffb/zQ1uqVVu1j7ZNzmyTC0alSjGtWoRjUaWjWqUY1qVKMa1WhhalSjGlGjGi1MjWpUI2pUo4WpUY1qRI1qVKMa1ahG1KjG+BrxDIdnOLJc0Ik4oZ5vNLlqVKMa1ahGNZpcNapRjUMODwz8QzP3RhLeG1NOkHujNalRjWpEjWrcvSZJ1huPzc/iHGOCfBbHwtSoRjWiRjVamBrVqEbUqEYLU6Ma1Yga1ahGNapRjahRjWpUoxrViBrVqEY1qtHQqlGNalSjGtVoaL931og4oZ6oMrlqVKMa1ahGNZrck9YEvqXKT3EO+lMcf4fD0KpRjWpUoxrVaGjVqEY1qlGNalSjhalRjWpEjWq0MDWqUY2oUY0WpkY1qhE1qlGNalSjGlGjGtWoRjUeskbwRFWqCzoRJ7T02sgpX3jed6pUu1gvnNB7797avPDSf7zpJm8suNkL+3cj/t3o341qVKMa1Yga1ahGNapRjahRjWpUoxoNrRrVqEY1qlGNhlaNalSjGtWoRkOrRjWqUY1qVKMaLUyNahy1RjzD4RmOLBd0Ik6o5xtN7saawLP/7o3uje6NJleNalSjGtWoRpOrRjWqcZTh8RMBv+HwG440NbqlVbtY++3/5skwtGpUoxrVqEY1Glo1qlGNalSjGtVoYWpUoxpRoxotTI1qVCNqVKOFqVGNakSNalSjGtWoRtSoxvga8QyHZziyXNCJOKGebzS5alSjGtWoRjWaXDWqUY1DDg/4PlX3RvdG90aTq0Y1qlGNalSjyVWjGtU4yvD4iYDP4vgsTpoa3dKqXax9TnXzZBhaNapRjWpUoxoNrRrVqEY1qlGNarQwNapRjahRjRamRjWqETWq0cLUqEY1okY1qlGNalQjalRjfI14hsMzHFku6EScUM83mlw1qlGNalSjGk3uSWsC3+Do3uje6N5octWoRjWqUY1qNLlqVKMa1ahGNZpcNapRjWMOj5+W+2ScT8alqdEtrdrF2qfGN0+GoVWjGtWoRjWq0dCqUY1qVKMa1ahGC1OjGtWIGtVoYWpUoxpRoxotTI1qVCNqVKMa1ahGNaJGNcbXiGc4PMOR5YJOxAn1fKPJVaMa1ahGNarR5KpRjWpUI2pUozWpUY1qRI1qtCY1qlGNqFGN1qRGNaoRNapRjWpU4+FqlGS98fAMx+bJMLRqVKMa1ahGNRpaNapRjWpUoxrVaGFqVKMaUaMaLUyNalQjalSjhalRjWpEjWpUoxrVqEbUqEY1qlGNx60R3/zvm/+zXNCJOKGebzS5alSjGtWoRjWaXDWqUY1qZO2EPj5v6MnKMV20fOGny6/7rOXrXs44PIR5ddXQ65UXftPyha+XX/em5eveujfinap3qtakRjWqETWqUY1qVKMaUaMa1ahGNaoRNapRjWpUo8lVoxrVmHN4fEzG842eb0xTo1tatYu1Z/83T4ahVaMa1ahGNarR0KpRjWpUoxrVqEYLU6Ma1Yga1WhhalSjGlGjGi1MjWpUI2pUoxrVqEY1okY1xteIZzg8w5Hlgk7ECfV8o8lVoxrVqEY1qtHkqlGNalQjalSjNalRjWpEjWq0JjWqcbrhgaE/buGKD4bSwkGN9h5DaeFgKC0cQ2nhYCgtHENp4WAoLRxDaeFgKC0cQ2nhYCgtHEM518LBMxwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAjPzxeAY1Y42OaJhd6jn2Zf3YUh2RGtXY/JyUnC/e4djUqEY1qlGNqFGNjkiNalQjalSjI1KjGs2+GtWoRjWqUY1mX41qVKMa1ahGNapRjWpUoxrVqEY1qlGNalSjGtWoxknPSUl3bGp0lvu4O+/t7eKxvet0RJcz1sgAzq56+2vx2P7udES37o3ujd6peqeqRjWqUY2OyDlRoxpRoxodkXOiRmtSoxrV6IjskhrtsxrVaE7UaJfUaJ/VqEZzoka7pEb77Cyr0Zyo0S6p0T47y2o0J2pUoxpH3mfwt40zXXVLpjuAe2OyXfK9OGpEjWpUo11SoxrVqEY1qtEuqdE+q1GNalSjXVKjfVajGtWoRrukRvusRjWqUY12SY32WY1qVKMa1ahG+6xGNaqxxsLAE1WZrrqOyC799BF42liNalSjfXaW1ahGNapRjWp0RM6JGtWIGtXoiJwTNVqTGtWoRkdkl9Ron9WoRnOiRrukRvusRjWaEzXaJTXaZ2dZjeZEjXZJjUPtM3i+0VXXvfG0c9J17EuqY/NOVY29a8z54r6JQ41qVKMa1ahGNapRjWpUoyNSoxrViBrV6IjUqEazr0Y1qtERqVGNZl+NalSjGtWoRrOvRjWqUY1qVKMa1Vhn/DzD4RkOR+SceNpYjXx2d97b28Vje9fpiC5nrJEBvP/Q2z+Lx/ZvpyP6z73RvdE7Ve9U1ahGNarRETknalQjalSjI3JO1GhNalSjGh2RXVKjfVajGs2JGu2SGu2zGtVoTtRol9Ron51lNZoTNdolNdpnZ1mN5kSNalTj6Puc6q/VqnFp8nwTxyG+iaOkmjnx5dol31KlRtSoRjXaJTWqUY1qVKMa7ZIa7bMa1ahGNdolNdpnNapRjWq0S2q0z2pUoxrVaJfUaJ/VqEY1qlGNapxgnz3DYZc8w5Fgn2FMLtIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAJ8Ujsrw56vRcadaSXEG1ei41YipVqMaub8nA/57Z8Dj3lpJ3LrUmLrG8e4lZYKB+v9K4talRjWqUY2oUY1qVKMa1Yga1ahGNapRjahRjWpUoxrViBrVqEY1qlGNqFGNalSjGtWIGtWoRjWqUY2oUY1qVKMa1Yga1ahG1KhG1KhGNaJGNapRjWpUI2pUoxrVqEY1okY1qlGNalQjalSjGtWoRjWiRjWqUY1qVCNqVKMa1ahGNaJGNarxmDX6a6r+mipZrs+OO8tK/KVxNTpuNWKqzZIa+bInHJXhBwAAAAAAAAAAAAAAA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      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="ta50823365e2a71b453418080fae5bd03">
        
          <tr>
            <td><span class="t s1_128 t2_128_new">31.12.2024 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s2_128 t3_128_new">Z&#x16F;statek </span></td>
            <td><span class="t s1_128 t4_128_new">EUR </span></td>
            <td><span class="t s1_128 t5_128_new">CZK </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_128 t6_128_new">Finan&#x10D;n&#xED; aktiva </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_128 t7_128_new">Pohled&#xE1;vky z obchodn&#xED;ch vztah&#x16F; a ostatn&#xED; pohled&#xE1;vky </span></td>
            <td style="width:auto"><span class="t s4_128 t8_128_new">62 704 </span></td>
            <td style="width:auto"><span class="t s4_128 t9_128_new">35 807 </span></td>
            <td style="width:auto"><span class="t s4_128 ta_128_new">26 896 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_128 tb_128_new">Poskytnut&#xE9; p&#x16F;j&#x10D;ky </span></td>
            <td style="width:auto"><span class="t s4_128 tc_128_new">0 </span></td>
            <td style="width:auto"><span class="t s4_128 td_128_new">0 </span></td>
            <td style="width:auto"><span class="t s4_128 te_128_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_128 tf_128_new">Ostatn&#xED; aktiva </span></td>
            <td style="width:auto"><span class="t s4_128 tg_128_new">20 936 </span></td>
            <td style="width:auto"><span class="t s4_128 th_128_new">5 774 </span></td>
            <td style="width:auto"><span class="t s4_128 ti_128_new">15 163 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_128 tj_128_new">Kladn&#xE1; hodnota deriv&#xE1;t&#x16F; </span></td>
            <td style="width:auto"><span class="t s4_128 tk_128_new">0 </span></td>
            <td style="width:auto"><span class="t s4_128 tl_128_new">0 </span></td>
            <td style="width:auto"><span class="t s4_128 tm_128_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_128 tn_128_new">Pen&#xED;ze a pen&#x11B;&#x17E;n&#xED; ekvivalenty </span></td>
            <td style="width:auto"><span class="t s4_128 to_128_new">40 431 </span></td>
            <td style="width:auto"><span class="t s4_128 tp_128_new">35 280 </span></td>
            <td style="width:auto"><span class="t s4_128 tq_128_new">5 151 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s1_128 tr_128_new">CELKEM </span></td>
            <td style="width:auto"><span class="t s1_128 ts_128_new">124 071 </span></td>
            <td style="width:auto"><span class="t s1_128 tt_128_new">76 861 </span></td>
            <td style="width:auto"><span class="t s1_128 tu_128_new">47 210 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_128 tv_128_new">Finan&#x10D;n&#xED; z&#xE1;vazky </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_128 tw_128_new">&#xDA;v&#x11B;ry a p&#x16F;j&#x10D;ky </span></td>
            <td style="width:auto"><span class="t s4_128 tx_128_new">2 262 727 </span></td>
            <td style="width:auto"><span class="t s4_128 ty_128_new">2 262 727 </span></td>
            <td style="width:auto"><span class="t s4_128 tz_128_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_128 t10_128_new">Emitovan&#xE9; dluhopisy </span></td>
            <td style="width:auto"><span class="t s4_128 t11_128_new">686 771 </span></td>
            <td style="width:auto"><span class="t s4_128 t12_128_new">0 </span></td>
            <td style="width:auto"><span class="t s4_128 t13_128_new">686 771 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_128 t14_128_new">Z&#xE1;porn&#xE1; re&#xE1;ln&#xE1; hodnota deriv&#xE1;t&#x16F; </span></td>
            <td style="width:auto"><span class="t s4_128 t15_128_new">19 868 </span></td>
            <td style="width:auto"><span class="t s4_128 t16_128_new">19 868 </span></td>
            <td style="width:auto"><span class="t s4_128 t17_128_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_128 t18_128_new">Z&#xE1;vazky z obchodn&#xED;ch vztah&#x16F; a jin&#xE9; z&#xE1;vazky </span></td>
            <td style="width:auto"><span class="t s4_128 t19_128_new">118 504 </span></td>
            <td style="width:auto"><span class="t s4_128 t1a_128_new">80 704 </span></td>
            <td style="width:auto"><span class="t s4_128 t1b_128_new">37 802 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_128 t1c_128_new">Ostatn&#xED; dlouhodob&#xE9; z&#xE1;vazky </span></td>
            <td style="width:auto"><span class="t s4_128 t1d_128_new">42 472 </span></td>
            <td style="width:auto"><span class="t s4_128 t1e_128_new">29 213 </span></td>
            <td style="width:auto"><span class="t s4_128 t1f_128_new">13 256 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s1_128 t1g_128_new">CELKEM </span></td>
            <td style="width:auto"><span class="t s1_128 t1h_128_new">3 130 342 </span></td>
            <td style="width:auto"><span class="t s1_128 t1i_128_new">2 392 513 </span></td>
            <td style="width:auto"><span class="t s1_128 t1j_128_new">737 829</span></td>
          </tr>
        
      </table>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t3b7e519738e51e8c91ba105213609bd7">
        
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s1_128 t1k_128_new">31.12.2025 spot </span></td>
            <td style="width:auto"><span class="t s1_128 t1l_128_new">2025 pr&#x16F;m&#x11B;r </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_128 t1m_128_new">CZK / 1 EUR </span></td>
            <td style="width:auto"><span class="t s4_128 t1n_128_new">24,245 </span></td>
            <td style="width:auto"><span class="t s4_128 t1o_128_new">24,693</span></td>
          </tr>
        
      </table>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="tda03a3c0bafc50614b7b777e56d32bee">
        
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s1_128 t1p_128_new">31.12.2024 spot </span></td>
            <td style="width:auto"><span class="t s1_128 t1q_128_new">2024 pr&#x16F;m&#x11B;r </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_128 t1r_128_new">CZK / 1 EUR </span></td>
            <td style="width:auto"><span class="t s4_128 t1s_128_new">25,185 </span></td>
            <td style="width:auto"><span class="t s4_128 t1t_128_new">25,119</span></td>
          </tr>
        
      </table>
      <span class="t s5_128 t1u_128">Anal&#xFD;za citlivosti dopadu m&#x11B;nov&#xE9;ho rizika na vlastn&#xED; kapit&#xE1;l a zisk p&#x159;ed zdan&#x11B;n&#xED;m byla p&#x159;ipravena na z&#xE1;klad&#x11B; 5% </span><span style="display:block;height:0px"/><span class="t s5_128 t1v_128">zhodnocen&#xED; / znehodnocen&#xED; kurzu CZK / EUR pro dce&#x159;in&#xE9; spole&#x10D;nosti, kde EUR nen&#xED; funk&#x10D;n&#xED; m&#x11B;nou Tato anal&#xFD;za </span><span style="display:block;height:0px"/><span class="t s5_128 t1w_128">vych&#xE1;z&#xED; z v&#xFD;kyv&#x16F; sm&#x11B;nn&#xFD;ch kurz&#x16F; ciz&#xED;ch m&#x11B;n, kter&#xE9; Skupina k datu vyk&#xE1;z&#xE1;n&#xED; pova&#x17E;ovala za p&#x159;im&#x11B;&#x159;en&#x11B; mo&#x17E;n&#xE9;. </span><span style="display:block;height:0px"/><span class="t s5_128 t1x_128">Anal&#xFD;za p&#x159;edpokl&#xE1;d&#xE1;, &#x17E;e v&#x161;echny ostatn&#xED; prom&#x11B;nn&#xE9;, zejm&#xE9;na sazby, z&#x16F;st&#xE1;vaj&#xED; konstantn&#xED; a ignoruj&#xED; jak&#xFD;koli dopad </span><span style="display:block;height:0px"/><span class="t s5_128 t1y_128">p&#x159;edpokl&#xE1;dan&#xE9;ho prodeje a n&#xE1;kupu. </span><span style="display:block;height:0px"/><span class="t s3_128 t1z_128">Zohledn&#x11B;n&#xE9; pohyby v EUR byly: </span><span class="t s1_128 t20_128">CZK / 1 EUR </span><span style="display:block;height:0px"/>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="ta0dc847fdadbf6d6835ccebb47dd0918">
        
          <tr>
            <td/>
            <td><span class="t s1_128 t21_128_new">zhodnocen&#xED; / znehodnocen&#xED; </span><span style="display:block;height:0px"> </span><span class="t s1_128 t22_128_new">kurzu </span></td>
            <td><span class="t s1_128 t23_128_new">Dopad na </span><span style="display:block;height:0px"> </span><span class="t s1_128 t24_128_new">kapit&#xE1;l </span></td>
            <td><span class="t s2_128 t25_128_new">Dopad na zisk p&#x159;ed </span><span style="display:block;height:0px"> </span><span class="t s2_128 t26_128_new">zdan&#x11B;n&#xED;m </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s1_128 t27_128_new">2025 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td><span class="t s4_128 t28_128_new">CZK/EUR kurzu </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_128 t29_128_new">+5 % / spot 26,44 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_128 t2a_128_new">(128 227) </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_128 t2b_128_new">(11 119) </span></td>
          </tr>
          <tr>
            <td><span class="t s4_128 t2c_128_new">CZK/EUR kurzu </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_128 t2d_128_new">-5 % / spot 23,93 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_128 t2e_128_new">128 227 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_128 t2f_128_new">11 119 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s1_128 t2g_128_new">2024 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td><span class="t s4_128 t2h_128_new">CZK/EUR kurzu </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_128 t2i_128_new">+5 % / spot 26,44 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_128 t2j_128_new">(115 783) </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_128 t2k_128_new">(19 296) </span></td>
          </tr>
          <tr>
            <td><span class="t s4_128 t2l_128_new">CZK/EUR kurzu </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_128 t2m_128_new">-5 % / spot 23,93 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_128 t2n_128_new">115 783 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_128 t2o_128_new">19 296</span></td>
          </tr>
        
      </table>
      <span class="t s3_128 t2p_128">Zohledn&#x11B;n&#xE9; pohyby v EUR </span><span class="t s4_128 t2r_128">CZK / 1 EUR </span><span style="display:block;height:0px"/><span class="t s4_128 t2q_128">byly:</span><span style="display:block;height:0px"/>
    </ix:continuation><span class="t s0_128 t1_128">128 </span>
  </div>

  <div class="div-absolute" style="margin:0px auto;visibility:visible !important;position:relative;background-color:white;width:909px;height:1286px !important">
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style="width:909px;height:1286px"/>
    </div>
    <ix:continuation id="F20260506155337616">
      <span class="t s1_129 t2_129">Zaji&#x161;t&#x11B;n&#xED; pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; </span><span class="t s2_129 t3_129">Skupina ur&#x10D;uje vybran&#xE9; EUR &#xFA;v&#x11B;ry jako zaji&#x161;&#x165;ovac&#xED; n&#xE1;stroje v cash flow zaji&#x161;t&#x11B;n&#xED; kurzov&#xE9;ho rizika EUR/CZK z </span><span class="t s2_129 t4_129">vysoce pravd&#x11B;podobn&#xFD;ch budouc&#xED;ch p&#x159;&#xED;jm&#x16F; z n&#xE1;jemn&#xE9;ho v EUR. Efektivita je posuzov&#xE1;na potvrzen&#xED;m </span><span class="t s2_129 t5_129">ekonomick&#xE9;ho vztahu (ob&#x11B; polo&#x17E;ky jsou &#x159;&#xED;zeny pohybem EUR/CZK), &#x17E;e kreditn&#xED; riziko nedominuje a &#x17E;e jsou slad&#x11B;ny </span><span class="t s2_129 t6_129">kl&#xED;&#x10D;ov&#xE9; parametry. Pom&#x11B;r zaji&#x161;t&#x11B;n&#xED; je stanoven slad&#x11B;n&#xED;m nomin&#xE1;l&#x16F; (typicky bl&#xED;zko 1:1). Nomin&#xE1;ln&#xED; &#x10D;&#xE1;stka EUR </span><span class="t s2_129 t7_129">amortiza&#x10D;n&#xED;ch &#xFA;v&#x11B;r&#x16F; ur&#x10D;en&#xFD;ch jako zaji&#x161;&#x165;ovac&#xED; n&#xE1;stroje je uvedena podle smluvn&#xED;ho spl&#xE1;tkov&#xE9;ho kalend&#xE1;&#x159;e se </span><span class="t s2_129 t8_129">spl&#xE1;tkami jistiny do roku 2029; &#xFA;daj o pr&#x16F;m&#x11B;rn&#xE9; cen&#x11B;/sazb&#x11B; nen&#xED; relevantn&#xED;, proto&#x17E;e jde o ne-deriv&#xE1;tov&#xE9; &#xFA;v&#x11B;ry. U </span><span class="t s2_129 t9_129">FX cash flow zaji&#x161;t&#x11B;n&#xED; (EUR/CZK) mohou zdroje neefektivity vznikat zejm&#xE9;na z rozd&#xED;l&#x16F; v na&#x10D;asov&#xE1;n&#xED; a objemu </span><span class="t s2_129 ta_129">o&#x10D;ek&#xE1;van&#xFD;ch p&#x159;&#xED;jm&#x16F; z n&#xE1;jemn&#xE9;ho v EUR oproti smluvn&#xED;mu amortiza&#x10D;n&#xED;mu profilu EUR &#xFA;v&#x11B;r&#x16F; (nap&#x159;. vliv obsazenosti </span><span class="t s3_129 tb_129">a inkasa) a ze zm&#x11B;n spl&#xE1;tkov&#xE9;ho profilu &#xFA;v&#x11B;r&#x16F; (nap&#x159;. p&#x159;ed&#x10D;asn&#xE9; spl&#xE1;tky/refinancov&#xE1;n&#xED;). </span>
      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t2f54af7a09cdf92d63df9534ffc00032">
        
          <tr>
            <td><span class="t s4_129 tc_129_new">Zaji&#x161;&#x165;ovac&#xED; polo&#x17E;ky </span><span style="display:block;height:0px"> </span></td>
            <td colspan="2"><span class="t s4_129 td_129_new">&#xDA;&#x10D;etn&#xED; hodnota/hypotetick&#xE1; </span><span style="display:block;height:0px"> </span><span class="t s5_129 te_129_new">hodnota </span><span style="display:block;height:0px"> </span></td>
            <td rowspan="2"><span class="t s4_129 th_129_new">&#x158;&#xE1;dkov&#xE1; polo&#x17E;ka ve v&#xFD;kazu o finan&#x10D;n&#xED; </span><span style="display:block;height:0px"> </span><span class="t s4_129 ti_129_new">situaci, kde je zahrnut zaji&#x161;&#x165;ovac&#xED; n&#xE1;stroj </span></td>
          </tr>
          <tr>
            <td/>
            <td><span class="t s5_129 tf_129_new">Aktiva </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s5_129 tg_129_new">Z&#xE1;vazky </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_129 tj_129_new">M&#x11B;nov&#xE9; riziko </span></td>
            <td/>
            <td/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_129 tk_129_new">2025: P&#x159;ijat&#xE9; bankovn&#xED; p&#x16F;j&#x10D;ky </span></td>
            <td><span class="t s6_129 tl_129_new">0 </span></td>
            <td><span class="t s6_129 tm_129_new">524 123 </span></td>
            <td style="width:auto"><span class="t s7_129 tn_129_new">P&#x16F;j&#x10D;ky a p&#x16F;j&#x10D;ky </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_129 to_129_new">2024: P&#x159;ijat&#xE9; bankovn&#xED; p&#x16F;j&#x10D;ky </span></td>
            <td><span class="t s6_129 tp_129_new">0 </span></td>
            <td><span class="t s6_129 tq_129_new">393 479 </span></td>
            <td style="width:auto"><span class="t s7_129 tr_129_new">P&#x16F;j&#x10D;ky a p&#x16F;j&#x10D;ky </span></td>
          </tr>
        
      </table>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t0dd3fe70b4d143a28fcb1d26b663854a">
        
          <tr>
            <td/>
            <td><span class="t s4_129 ts_129_new">Zm&#x11B;na </span><span style="display:block;height:0px"> </span><span class="t s5_129 tt_129_new">re&#xE1;ln&#xE9; </span><span style="display:block;height:0px"> </span><span class="t s5_129 tu_129_new">hodnoty </span><span style="display:block;height:0px"> </span><span class="t s4_129 tv_129_new">pou&#x17E;it&#xE1; k </span><span style="display:block;height:0px"> </span><span class="t s4_129 tw_129_new">m&#x11B;&#x159;en&#xED; za </span><span style="display:block;height:0px"> </span><span class="t s5_129 tx_129_new">obdob&#xED; </span></td>
            <td><span class="t s4_129 ty_129_new">Zm&#x11B;ny </span><span style="display:block;height:0px"> </span><span class="t s5_129 tz_129_new">hodnoty </span><span style="display:block;height:0px"> </span><span class="t s4_129 t10_129_new">zaji&#x161;&#x165;ovac&#xED;ho </span><span style="display:block;height:0px"> </span><span class="t s5_129 t11_129_new">n&#xE1;stroje </span><span style="display:block;height:0px"> </span><span class="t s5_129 t12_129_new">vyk&#xE1;zan&#xE9;ho </span><span style="display:block;height:0px"> </span><span class="t s5_129 t13_129_new">v OCI </span></td>
            <td><span class="t s4_129 t14_129_new">&#x10C;&#xE1;stka </span><span style="display:block;height:0px"> </span><span class="t s5_129 t15_129_new">reklasifikovan&#xE1; </span><span style="display:block;height:0px"> </span><span class="t s5_129 t16_129_new">z rezervy na </span><span style="display:block;height:0px"> </span><span class="t s4_129 t17_129_new">zaji&#x161;t&#x11B;n&#xED; do </span><span style="display:block;height:0px"> </span><span class="t s5_129 t18_129_new">v&#xFD;kazu zisku </span><span style="display:block;height:0px"> </span><span class="t s5_129 t19_129_new">nebo ztr&#xE1;ty </span></td>
            <td><span class="t s4_129 t1a_129_new">&#x158;&#xE1;dkov&#xE1; </span><span style="display:block;height:0px"> </span><span class="t s4_129 t1b_129_new">polo&#x17E;ka ve </span><span style="display:block;height:0px"> </span><span class="t s5_129 t1c_129_new">v&#xFD;kazu zisku </span><span style="display:block;height:0px"> </span><span class="t s5_129 t1d_129_new">nebo ztr&#xE1;ty </span><span style="display:block;height:0px"> </span><span class="t s4_129 t1e_129_new">ovlivn&#x11B;n&#xE1; </span><span style="display:block;height:0px"> </span><span class="t s5_129 t1f_129_new">reklasifikac&#xED; </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_129 t1g_129_new">2025: P&#x159;ijat&#xE9; bankovn&#xED; p&#x16F;j&#x10D;ky </span></td>
            <td style="width:auto"><span class="t s6_129 t1h_129_new">24 834 </span></td>
            <td style="width:auto"><span class="t s6_129 t1i_129_new">24 834 </span></td>
            <td style="width:auto"><span class="t s6_129 t1j_129_new">0 </span></td>
            <td style="width:auto"><span class="t s7_129 t1k_129_new">Finan&#x10D;n&#xED; p&#x159;&#xED;jem </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_129 t1l_129_new">2024: P&#x159;ijat&#xE9; bankovn&#xED; p&#x16F;j&#x10D;ky </span></td>
            <td style="width:auto"><span class="t s6_129 t1m_129_new">(5 352) </span></td>
            <td style="width:auto"><span class="t s6_129 t1n_129_new">(5 352) </span></td>
            <td style="width:auto"><span class="t s6_129 t1o_129_new">0 </span></td>
            <td style="width:auto"><span class="t s7_129 t1p_129_new">Finan&#x10D;n&#xED; p&#x159;&#xED;jem</span></td>
          </tr>
        
      </table>
      <span class="t s6_129 t1q_129">V roce 2024 a 2023 nebyla ve v&#xFD;kaze zisku a ztr&#xE1;ty vyk&#xE1;z&#xE1;na &#x17E;&#xE1;dn&#xE1; neefektivita zaji&#x161;t&#x11B;n&#xED;. </span>
      <div class="released-column-spans">
        
      </div>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t852b6ee3f4ce11632233a31062d32e9d">
        
          <tr>
            <td style="width:auto"><span class="t s4_129 t1r_129_new">Zaji&#x161;t&#x11B;n&#xE9; polo&#x17E;ky </span></td>
            <td colspan="2"><span class="t s5_129 t1s_129_new">2025 </span></td>
            <td colspan="2"><span class="t s5_129 t1t_129_new">2024 </span></td>
          </tr>
          <tr>
            <td><span class="t s4_129 t1u_129_new">v tis. K&#x10D; </span></td>
            <td><span class="t s7_129 t1v_129_new">Zm&#x11B;na hodnoty </span><span style="display:block;height:0px"> </span><span class="t s7_129 t1w_129_new">pro v&#xFD;po&#x10D;et </span><span style="display:block;height:0px"> </span><span class="t s7_129 t1x_129_new">zaji&#x161;t&#x11B;n&#xED; </span></td>
            <td><span class="t s7_129 t1y_129_new">Zaji&#x161;&#x165;ovac&#xED; rezerva </span><span style="display:block;height:0px"> </span><span class="t s7_129 t1z_129_new">pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s7_129 t20_129_new">Zm&#x11B;na hodnoty </span><span style="display:block;height:0px"> </span><span class="t s7_129 t21_129_new">pro v&#xFD;po&#x10D;et </span><span style="display:block;height:0px"> </span><span class="t s6_129 t22_129_new">zaji&#x161;t&#x11B;n&#xED; </span></td>
            <td><span class="t s7_129 t23_129_new">Zaji&#x161;&#x165;ovac&#xED; </span><span style="display:block;height:0px"> </span><span class="t s6_129 t24_129_new">rezerva </span><span style="display:block;height:0px"> </span><span class="t s7_129 t25_129_new">pen&#x11B;&#x17E;n&#xED;ch tok&#x16F; </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s4_129 t26_129_new">M&#x11B;nov&#xE9; riziko </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_129 t27_129_new">V&#xFD;nosy z pron&#xE1;jmu, obchodn&#xED; pohled&#xE1;vky </span></td>
            <td style="width:auto"><span class="t s6_129 t28_129_new">24 834 </span></td>
            <td style="width:auto"><span class="t s6_129 t29_129_new">29 194 </span></td>
            <td style="width:auto"><span class="t s6_129 t2a_129_new">(5 352) </span></td>
            <td style="width:auto"><span class="t s6_129 t2b_129_new">9 575</span></td>
          </tr>
        
      </table>
      <span class="t s4_129 t2c_129">Dopad zaji&#x161;t&#x11B;n&#xED; na vlastn&#xED; kapit&#xE1;l </span>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t80455163e15aa108d5d764d56b49c7bb">
        
          <tr>
            <td style="width:auto"/>
            <td><span class="t s6_129 t2d_129_new">FX hedge </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_129 t2e_129_new">k 1. lednu 2024 </span></td>
            <td><span class="t s6_129 t2f_129_new">13 803 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_129 t2g_129_new">Efektivn&#xED; &#x10D;&#xE1;st zm&#x11B;n re&#xE1;ln&#xE9; hodnoty vypl&#xFD;vaj&#xED;c&#xED;ch ze zaji&#x161;&#x165;uj&#xED;c&#xED;ch n&#xE1;stroj&#x16F; </span></td>
            <td><span class="t s6_129 t2h_129_new">-5 352 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_129 t2i_129_new">&#x10C;&#xE1;stky reklasifikovan&#xE9; do v&#xFD;kazu zisku a ztr&#xE1;ty </span></td>
            <td><span class="t s6_129 t2j_129_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_129 t2k_129_new">Da&#x148;ov&#xFD; efekt </span></td>
            <td><span class="t s6_129 t2l_129_new">1 124 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_129 t2m_129_new">k 31. prosinci 2024 </span></td>
            <td><span class="t s6_129 t2n_129_new">9 575 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_129 t2o_129_new">k 1. lednu 2025 </span></td>
            <td><span class="t s6_129 t2p_129_new">9 575 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_129 t2q_129_new">Efektivn&#xED; &#x10D;&#xE1;st zm&#x11B;n re&#xE1;ln&#xE9; hodnoty vypl&#xFD;vaj&#xED;c&#xED;ch ze zaji&#x161;&#x165;uj&#xED;c&#xED;ch n&#xE1;stroj&#x16F; </span></td>
            <td><span class="t s6_129 t2r_129_new">24 834 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_129 t2s_129_new">&#x10C;&#xE1;stky reklasifikovan&#xE9; do v&#xFD;kazu zisku a ztr&#xE1;ty </span></td>
            <td><span class="t s6_129 t2t_129_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s7_129 t2u_129_new">Da&#x148;ov&#xFD; efekt </span></td>
            <td><span class="t s6_129 t2v_129_new">-5 215 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_129 t2w_129_new">k 31. prosinci 2025 </span></td>
            <td><span class="t s5_129 t2x_129_new">29 194</span></td>
          </tr>
        
      </table>
    </ix:continuation><span class="t s0_129 t1_129">129 </span>
  </div>

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    <ix:nonNumeric id="Fxbrl_20260506155612051" name="ifrs-full:DisclosureOfEntitysReportableSegmentsExplanatory" contextRef="C_20250101to20251231" continuedAt="F20260506155647466" escape="true">
      <span class="t s1_130 t2_130">6.6. Provozn&#xED; segmenty </span><span style="display:block;height:0px"/><span class="t s2_130 t3_130">V&#x161;echny v&#xFD;nosy Skupiny jsou realizov&#xE1;ny na &#x10D;esk&#xE9;m a slovensk&#xE9;m realitn&#xED;m trhu. V&#x11B;t&#x161;ina v&#xFD;nos&#x16F; je generov&#xE1;na z </span><span style="display:block;height:0px"/><span class="t s2_130 t4_130">pron&#xE1;jmu komer&#x10D;n&#xED;ch prostor a z&#xFA;&#x10D;tov&#xE1;n&#xED; poplatk&#x16F; za slu&#x17E;by. </span><span style="display:block;height:0px"/>
      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t9e6f0a17af41cd5c741c93c0c83ccb73">
        
          <tr>
            <td style="width:auto"><span class="t s3_130 t5_130_new">31.12.2025 </span></td>
            <td colspan="2"><span class="t s3_130 t6_130_new">Retail Park </span></td>
            <td colspan="2"><span class="t s4_130 t7_130_new">Investi&#x10D;n&#xED; majetek ve v&#xFD;stavb&#x11B; </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td/>
            <td><span class="t s4_130 t8_130_new">&#x10C;esko </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s3_130 t9_130_new">Slovensko </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_130 ta_130_new" style="margin-right:4px">&#x10C;esko </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s3_130 tb_130_new">Slovensko </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s3_130 tc_130_new">Mezisegmentov&#xE1; </span><span style="display:block;height:0px"> </span><span class="t s3_130 td_130_new">eliminace </span></td>
            <td><span class="t s3_130 te_130_new">Celkem </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_130 tf_130_new">P&#x159;&#xED;jmy z n&#xE1;jemn&#xE9;ho </span></td>
            <td style="width:auto"><span class="t s6_130 tg_130_new">209 858 </span></td>
            <td style="width:auto"><span class="t s6_130 th_130_new">106 053 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s6_130 ti_130_new">315 911 </span></td>
          </tr>
          <tr>
            <td><span class="t s6_130 tj_130_new">Poplatky za spr&#xE1;vu </span><span style="display:block;height:0px"> </span><span class="t s6_130 tk_130_new">majetku </span></td>
            <td><span class="t s6_130 tl_130_new">(5 650) </span></td>
            <td><span class="t s6_130 tm_130_new">(738) </span></td>
            <td/>
            <td/>
            <td/>
            <td><span class="t s6_130 tn_130_new">(6 388) </span></td>
          </tr>
          <tr>
            <td><span class="t s6_130 to_130_new">Ostatn&#xED; n&#xE1;klady spojen&#xE9; </span><span style="display:block;height:0px"> </span><span class="t s6_130 tp_130_new">s budovou </span></td>
            <td><span class="t s6_130 tq_130_new">(7 861) </span></td>
            <td><span class="t s6_130 tr_130_new">(15 647) </span></td>
            <td/>
            <td/>
            <td/>
            <td><span class="t s6_130 ts_130_new">(23 507) </span></td>
          </tr>
          <tr>
            <td><span class="t s5_130 tt_130_new">&#x10C;ist&#xFD; v&#xFD;nos/n&#xE1;klad z </span><span style="display:block;height:0px"> </span><span class="t s5_130 tu_130_new">p&#x159;ecen&#x11B;n&#xED; majetku </span></td>
            <td><span class="t s6_130 tv_130_new">112 036 </span></td>
            <td><span class="t s6_130 tw_130_new">68 161 </span></td>
            <td/>
            <td><span class="t s6_130 tx_130_new">50 136 </span><span style="display:block;height:0px"> </span></td>
            <td/>
            <td><span class="t s6_130 ty_130_new">230 334 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_130 tz_130_new">Ztr&#xE1;ta z deriv&#xE1;t&#x16F; </span></td>
            <td style="width:auto"><span class="t s6_130 t10_130_new">0 </span></td>
            <td style="width:auto"><span class="t s6_130 t11_130_new">0 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s6_130 t12_130_new">0 </span></td>
          </tr>
          <tr>
            <td><span class="t s6_130 t13_130_new">V&#xFD;nosov&#xFD; &#xFA;rok </span></td>
            <td><span class="t s6_130 t14_130_new">78 627 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s6_130 t15_130_new">9 013 </span><span style="display:block;height:0px"> </span></td>
            <td/>
            <td/>
            <td><span class="t s6_130 t16_130_new">-86 112 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s6_130 t17_130_new">1 528 </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td><span class="t s6_130 t18_130_new">N&#xE1;kladov&#xFD; &#xFA;rok </span></td>
            <td><span class="t s6_130 t19_130_new" style="margin-right:4px">(147 </span><span style="display:block;height:0px"> </span><span class="t s6_130 t1a_130_new">278) </span></td>
            <td><span class="t s6_130 t1b_130_new">(40 011) </span></td>
            <td/>
            <td><span class="t s6_130 t1c_130_new">-4 494 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s6_130 t1d_130_new" style="margin-right:4px">86 112 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s6_130 t1e_130_new" style="margin-right:4px">(105 </span><span style="display:block;height:0px"> </span><span class="t s6_130 t1f_130_new">671) </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td><span class="t s3_130 t1g_130_new">Zisk/ztr&#xE1;ta za segment </span><span style="display:block;height:0px"> </span><span class="t s3_130 t1h_130_new">CELKEM </span></td>
            <td><span class="t s3_130 t1i_130_new">239 732 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s3_130 t1j_130_new">126 832 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s3_130 t1k_130_new" style="margin-right:4px">0 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s3_130 t1l_130_new">45 642 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s3_130 t1m_130_new">0 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s3_130 t1n_130_new">412 206 </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td><span class="t s6_130 t1o_130_new">N&#xE1;kladov&#xFD; &#xFA;rok &#x2013; </span><span style="display:block;height:0px"> </span><span class="t s6_130 t1p_130_new">dluhopis Spole&#x10D;nosti </span></td>
            <td/>
            <td/>
            <td/>
            <td/>
            <td/>
            <td><span class="t s6_130 t1q_130_new">(66 939) </span></td>
          </tr>
          <tr>
            <td><span class="t s6_130 t1r_130_new">Ostatn&#xED; nealokovan&#xE9; </span><span style="display:block;height:0px"> </span><span class="t s5_130 t1s_130_new">polo&#x17E;ky </span></td>
            <td/>
            <td/>
            <td/>
            <td/>
            <td/>
            <td><span class="t s6_130 t1t_130_new">28 063 </span></td>
          </tr>
          <tr>
            <td><span class="t s4_130 t1u_130_new">Zisk/ztr&#xE1;ta p&#x159;ed </span><span style="display:block;height:0px"> </span><span class="t s4_130 t1v_130_new">zdan&#x11B;n&#xED;m za obdob&#xED;</span></td>
            <td/>
            <td/>
            <td/>
            <td/>
            <td/>
            <td><span class="t s3_130 t1w_130_new">373 330 </span><span style="display:block;height:0px"> </span></td>
          </tr>
        
      </table>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t2886098bdb58e51876d145b092123905">
        
          <tr>
            <td style="width:auto"><span class="t s3_130 t1x_130_new">31.12.2024 </span></td>
            <td colspan="2"><span class="t s3_130 t1y_130_new">Retail Park </span></td>
            <td colspan="2"><span class="t s4_130 t1z_130_new">Investi&#x10D;n&#xED; majetek ve v&#xFD;stavb&#x11B; </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td/>
            <td><span class="t s4_130 t20_130_new">&#x10C;esko </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s3_130 t21_130_new">Slovensko </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s4_130 t22_130_new" style="margin-right:4px">&#x10C;esko </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s3_130 t23_130_new">Slovensko </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s3_130 t24_130_new">Mezisegmentov&#xE1; </span><span style="display:block;height:0px"> </span><span class="t s3_130 t25_130_new">eliminace </span></td>
            <td><span class="t s3_130 t26_130_new">Celkem </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_130 t27_130_new">P&#x159;&#xED;jmy z n&#xE1;jemn&#xE9;ho </span></td>
            <td style="width:auto"><span class="t s6_130 t28_130_new">195 701 </span></td>
            <td style="width:auto"><span class="t s6_130 t29_130_new">101 292 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s6_130 t2a_130_new">296 993 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_130 t2b_130_new">Poplatky za spr&#xE1;vu majetku </span></td>
            <td style="width:auto"><span class="t s6_130 t2c_130_new">(6 292) </span></td>
            <td style="width:auto"><span class="t s6_130 t2d_130_new">0 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s6_130 t2e_130_new">(6 292) </span></td>
          </tr>
          <tr>
            <td><span class="t s6_130 t2f_130_new">Ostatn&#xED; n&#xE1;klady spojen&#xE9; s </span><span style="display:block;height:0px"> </span><span class="t s6_130 t2g_130_new">budovou </span></td>
            <td><span class="t s6_130 t2h_130_new">(10 028) </span></td>
            <td><span class="t s6_130 t2i_130_new">(4 131) </span></td>
            <td/>
            <td/>
            <td/>
            <td><span class="t s6_130 t2j_130_new">(14 159) </span></td>
          </tr>
          <tr>
            <td><span class="t s5_130 t2k_130_new">&#x10C;ist&#xFD; v&#xFD;nos/n&#xE1;klad z </span><span style="display:block;height:0px"> </span><span class="t s5_130 t2l_130_new">p&#x159;ecen&#x11B;n&#xED; majetku </span></td>
            <td><span class="t s6_130 t2m_130_new">157 197 </span></td>
            <td><span class="t s6_130 t2n_130_new">22 321 </span></td>
            <td/>
            <td><span class="t s6_130 t2o_130_new">-18 064 </span><span style="display:block;height:0px"> </span></td>
            <td/>
            <td><span class="t s6_130 t2p_130_new">161 454 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_130 t2q_130_new">Ztr&#xE1;ta z deriv&#xE1;t&#x16F; </span></td>
            <td style="width:auto"><span class="t s6_130 t2r_130_new">0 </span></td>
            <td style="width:auto"><span class="t s6_130 t2s_130_new">0 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s6_130 t2t_130_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_130 t2u_130_new">V&#xFD;nosov&#xFD; &#xFA;rok </span></td>
            <td style="width:auto"><span class="t s6_130 t2v_130_new">56 501 </span></td>
            <td style="width:auto"><span class="t s6_130 t2w_130_new">7 726 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s6_130 t2x_130_new">-64 227 </span></td>
            <td style="width:auto"><span class="t s6_130 t2y_130_new">0 </span></td>
          </tr>
          <tr>
            <td><span class="t s6_130 t2z_130_new">N&#xE1;kladov&#xFD; &#xFA;rok </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s6_130 t30_130_new">(126 </span><span style="display:block;height:0px"> </span><span class="t s6_130 t31_130_new">061) </span></td>
            <td><span class="t s6_130 t32_130_new">(36 384) </span></td>
            <td/>
            <td><span class="t s6_130 t33_130_new">-2 729 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s6_130 t34_130_new">64 227 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s6_130 t35_130_new">(100 </span><span style="display:block;height:0px"> </span><span class="t s6_130 t36_130_new">946) </span></td>
          </tr>
          <tr>
            <td><span class="t s3_130 t37_130_new">Zisk/ztr&#xE1;ta za segment </span><span style="display:block;height:0px"> </span><span class="t s3_130 t38_130_new">CELKEM </span></td>
            <td><span class="t s3_130 t39_130_new">267 019 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s3_130 t3a_130_new">90 824 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s3_130 t3b_130_new" style="margin-right:4px">0 </span></td>
            <td><span class="t s3_130 t3c_130_new">-20 793 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s3_130 t3d_130_new">0 </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s3_130 t3e_130_new">337 050 </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td><span class="t s6_130 t3f_130_new">N&#xE1;kladov&#xFD; &#xFA;rok &#x2013; dluhopis </span><span style="display:block;height:0px"> </span><span class="t s5_130 t3g_130_new">Spole&#x10D;nosti </span></td>
            <td/>
            <td/>
            <td/>
            <td/>
            <td/>
            <td><span class="t s6_130 t3h_130_new">(65 340) </span></td>
          </tr>
          <tr>
            <td><span class="t s5_130 t3i_130_new">Ostatn&#xED; nealokovan&#xE9; polo&#x17E;ky </span><span style="display:block;height:0px"> </span></td>
            <td/>
            <td/>
            <td/>
            <td/>
            <td/>
            <td><span class="t s6_130 t3j_130_new">(101 </span><span style="display:block;height:0px"> </span><span class="t s6_130 t3k_130_new">048) </span></td>
          </tr>
          <tr>
            <td><span class="t s4_130 t3l_130_new">Zisk/ztr&#xE1;ta p&#x159;ed zdan&#x11B;n&#xED;m </span><span style="display:block;height:0px"> </span><span class="t s3_130 t3m_130_new">za obdob&#xED;</span></td>
            <td/>
            <td/>
            <td/>
            <td/>
            <td/>
            <td><span class="t s3_130 t3n_130_new">170 662 </span></td>
          </tr>
        
      </table>
    </ix:nonNumeric><span class="t s0_130 t1_130">130 </span>
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    <ix:continuation id="F20260506155647466">
      <span class="t s1_131 t2_131">Rozvaha po segmentech </span>
      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t7e5762db3ec5af29ba08087a4c1994a2_part1_1778068791346">
        
          <tr>
            <td style="width:auto"><span class="t s1_131 t3_131_new">31.12.2025 </span></td>
            <td colspan="2"><span class="t s1_131 t4_131_new">Retail Park </span></td>
            <td colspan="2"><span class="t s1_131 t5_131_new">Pozemek </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td/>
            <td><span class="t s2_131 t6_131_new">&#x10C;esko </span></td>
            <td><span class="t s1_131 t7_131_new">Slovensko </span></td>
            <td><span class="t s2_131 t8_131_new">&#x10C;esko </span></td>
            <td><span class="t s1_131 t9_131_new">Slovensko </span></td>
            <td><span class="t s1_131 ta_131_new">Mezisegmentov&#xE1; </span><span style="display:block;height:0px"> </span><span class="t s1_131 tb_131_new">eliminace </span></td>
            <td><span class="t s1_131 tc_131_new">Celkem </span><span style="display:block;height:0px"> </span></td>
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          <tr>
            <td style="width:auto"><span class="t s1_131 td_131_new">Celkov&#xE1; aktiva </span></td>
            <td style="width:auto"><span class="t s3_131 te_131_new">4 708 369 </span></td>
            <td style="width:auto"><span class="t s3_131 tf_131_new">1 835 254 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s3_131 tg_131_new">115 601 </span></td>
            <td style="width:auto"><span class="t s3_131 th_131_new">(1 134 916) </span></td>
            <td style="width:auto"><span class="t s3_131 ti_131_new">5 524 307 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_131 tj_131_new">z toho IC &#xFA;v&#x11B;ry </span></td>
            <td style="width:auto"><span class="t s4_131 tk_131_new">1 003 852 </span></td>
            <td style="width:auto"><span class="t s4_131 tl_131_new">131 064 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s4_131 tm_131_new">1 134 916 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s1_131 tn_131_new">Celkov&#xE1; z&#xE1;vazky </span></td>
            <td style="width:auto"><span class="t s3_131 to_131_new">(3 834 205) </span></td>
            <td style="width:auto"><span class="t s3_131 tp_131_new">(492 529) </span></td>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s3_131 tq_131_new">(715 755) </span></td>
            <td style="width:auto"><span class="t s3_131 tr_131_new">1 134 916 </span></td>
            <td style="width:auto"><span class="t s3_131 ts_131_new">(3 907 572) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_131 tt_131_new">z toho IC &#xFA;v&#x11B;ry </span></td>
            <td style="width:auto"><span class="t s4_131 tu_131_new">(921 581) </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s4_131 tv_131_new">(213 335) </span></td>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s4_131 tw_131_new">(1 134 916) </span></td>
          </tr>
        
      </table>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t7e5762db3ec5af29ba08087a4c1994a2_part2_1778068791346">
        
          <tr>
            <td style="width:auto"><span class="t s1_131 tx_131_new">31.12.2024 </span></td>
            <td colspan="2"><span class="t s1_131 ty_131_new">Retail Park </span></td>
            <td colspan="2"><span class="t s1_131 tz_131_new">Pozemek </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td/>
            <td><span class="t s2_131 t10_131_new">&#x10C;esko </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s1_131 t11_131_new">Slovensko </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s2_131 t12_131_new">&#x10C;esko </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s1_131 t13_131_new">Slovensko </span><span style="display:block;height:0px"> </span></td>
            <td><span class="t s1_131 t14_131_new">Mezisegmentov&#xE1; </span><span style="display:block;height:0px"> </span><span class="t s1_131 t15_131_new">eliminace </span></td>
            <td><span class="t s1_131 t16_131_new">Celkem </span><span style="display:block;height:0px"> </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_131 t17_131_new">Celkov&#xE1; aktiva </span></td>
            <td style="width:auto"><span class="t s3_131 t18_131_new">3 721 596 </span></td>
            <td style="width:auto"><span class="t s3_131 t19_131_new">1 558 971 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s3_131 t1a_131_new">218 564 </span></td>
            <td style="width:auto"><span class="t s3_131 t1b_131_new">(884 877) </span></td>
            <td style="width:auto"><span class="t s3_131 t1c_131_new">4 614 254 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_131 t1d_131_new">z toho IC &#xFA;v&#x11B;ry </span></td>
            <td style="width:auto"><span class="t s4_131 t1e_131_new">772 871 </span></td>
            <td style="width:auto"><span class="t s4_131 t1f_131_new">112 006 </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s4_131 t1g_131_new">884 877 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_131 t1h_131_new">Celkov&#xE1; z&#xE1;vazky </span></td>
            <td style="width:auto"><span class="t s3_131 t1i_131_new">(3 095 407) </span></td>
            <td style="width:auto"><span class="t s3_131 t1j_131_new">(514 279) </span></td>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s3_131 t1k_131_new">(647 796) </span></td>
            <td style="width:auto"><span class="t s3_131 t1l_131_new">893 843 </span></td>
            <td style="width:auto"><span class="t s3_131 t1m_131_new">(3 363 639) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_131 t1n_131_new">z toho IC &#xFA;v&#x11B;ry </span></td>
            <td style="width:auto"><span class="t s4_131 t1o_131_new">(624 908) </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s4_131 t1p_131_new">(268 935) </span></td>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s4_131 t1q_131_new">(893 843) </span></td>
          </tr>
        
      </table>
    </ix:continuation><span class="t s6_131 t1r_131">7. </span><span class="t s6_131 t1s_131">Ostatn&#xED; pozn&#xE1;mky a informace </span>
    <ix:nonNumeric id="Fxbrl_20260506155739390" name="ifrs-full:DisclosureOfLeasesExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t s7_131 t1t_131">7.1. Minim&#xE1;ln&#xED; budouc&#xED; pohled&#xE1;vky z n&#xE1;jmu </span><span class="t s8_131 t1u_131">Celkov&#xE9; minim&#xE1;ln&#xED; splatn&#xE9; budouc&#xED; leasingov&#xE9; platby, analyzovan&#xE9; podle roku, ve kter&#xE9;m jsou splatn&#xE9;, byly </span><span class="t s8_131 t1v_131">n&#xE1;sleduj&#xED;c&#xED;: </span>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t6bcd80ac3f1470a7c760e65cc3b482b8">
        
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s1_131 t1w_131_new">31.12.2025 </span></td>
            <td style="width:auto"><span class="t s1_131 t1x_131_new">31.12.2024 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s9_131 t1y_131_new">B&#x11B;hem 1. roku </span></td>
            <td style="width:auto"><span class="t s3_131 t1z_131_new">351 869 </span></td>
            <td style="width:auto"><span class="t s3_131 t20_131_new">305 755 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s9_131 t21_131_new">B&#x11B;hem 1-2 let </span></td>
            <td style="width:auto"><span class="t s3_131 t22_131_new">320 123 </span></td>
            <td style="width:auto"><span class="t s3_131 t23_131_new">288 623 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s9_131 t24_131_new">B&#x11B;hem 2-3 let </span></td>
            <td style="width:auto"><span class="t s3_131 t25_131_new">259 517 </span></td>
            <td style="width:auto"><span class="t s3_131 t26_131_new">267 363 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s9_131 t27_131_new">B&#x11B;hem 3-4 let </span></td>
            <td style="width:auto"><span class="t s3_131 t28_131_new">217 637 </span></td>
            <td style="width:auto"><span class="t s3_131 t29_131_new">208 040 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s9_131 t2a_131_new">B&#x11B;hem 4-5 let </span></td>
            <td style="width:auto"><span class="t s3_131 t2b_131_new">159 028 </span></td>
            <td style="width:auto"><span class="t s3_131 t2c_131_new">170 408 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s9_131 t2d_131_new">V&#xED;ce ne&#x17E; 5 let </span></td>
            <td style="width:auto"><span class="t s3_131 t2e_131_new">632 218 </span></td>
            <td style="width:auto"><span class="t s3_131 t2f_131_new">730 315 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s1_131 t2g_131_new">CELKEM </span></td>
            <td style="width:auto"><span class="t s1_131 t2h_131_new">1 940 392 </span></td>
            <td style="width:auto"><span class="t s1_131 t2i_131_new">1 970 504</span></td>
          </tr>
        
      </table>
    </ix:nonNumeric>
    <ix:nonNumeric id="Fxbrl_20260506155829428" name="ifrs-full:DisclosureOfRelatedPartyExplanatory" contextRef="C_20250101to20251231" continuedAt="F20260506155846513" escape="true">
      <span class="t s7_131 t2j_131">7.2. Informace o propojen&#xFD;ch osob&#xE1;ch </span><span class="t sa_131 t2k_131">Bezprost&#x159;edn&#xED; mate&#x159;skou spole&#x10D;nost&#xED; skupiny byla spole&#x10D;nost Fidurock Private Equity Participations B.V., kter&#xE1; </span><span class="t sa_131 t2l_131">vlastn&#xED; 100 % akci&#xED; spole&#x10D;nosti k 31. prosinci 2025. </span><span class="t sb_131 t2m_131">a) </span><span class="t sc_131 t2n_131">Transakce s mate&#x159;skou spole&#x10D;nost&#xED; </span><span class="t sa_131 t2o_131">Mate&#x159;sk&#xE9; spole&#x10D;nosti byl v roce 2025 poskytnut &#xFA;v&#x11B;r, jeho v&#xFD;&#x161;e k 31. prosinci 2025 byla 73 652 tis. K&#x10D;. Z&#xE1;rove&#x148; </span><span class="t s8_131 t2p_131">k 31. prosinci 2025 nebyl od mate&#x159;sk&#xE9; spole&#x10D;nosti p&#x159;ijat &#x17E;&#xE1;dn&#xFD; &#xFA;v&#x11B;r. </span><span class="t sb_131 t2q_131">b) </span><span class="t sc_131 t2r_131">Transakce se sp&#x159;&#xED;zn&#x11B;n&#xFD;mi spole&#x10D;nostmi </span>

      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t8be8fdec86fc32fa34d0fe7014744f59">
        
          <tr>
            <td style="width:auto"/>
            <td style="width:auto"><span class="t s1_131 t2s_131_new">2025 </span></td>
            <td style="width:auto"><span class="t s1_131 t2t_131_new">2024 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_131 t2u_131_new">Rozvahov&#xE9; polo&#x17E;ky </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s9_131 t2v_131_new">&#xDA;v&#x11B;ry a p&#x16F;j&#x10D;ky &#x2013; Fidurock Private Equity Participations B.V. </span></td>
            <td style="width:auto"><span class="t s3_131 t2w_131_new">0 </span></td>
            <td style="width:auto"><span class="t s3_131 t2x_131_new">(87 010) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s2_131 t2y_131_new">V&#xFD;sledkov&#xE9; polo&#x17E;ky </span></td>
            <td style="width:auto"/>
            <td style="width:auto"/>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s9_131 t2z_131_new">Asset management slu&#x17E;by </span></td>
            <td style="width:auto"><span class="t s3_131 t30_131_new">0 </span></td>
            <td style="width:auto"><span class="t s3_131 t31_131_new">(5 209) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_131 t32_131_new">Ostatn&#xED; provozn&#xED; n&#xE1;klady &#x2013; FIDUROCK Services s.r.o. </span><span class="t sd_131 t33_131_new">(other related party) </span></td>
            <td style="width:auto"><span class="t s3_131 t34_131_new">(22 822) </span></td>
            <td style="width:auto"><span class="t s3_131 t35_131_new">(24 929) </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s9_131 t36_131_new">&#xDA;rokov&#xE9; n&#xE1;klady z &#xFA;v&#x11B;ru a p&#x16F;j&#x10D;ek </span></td>
            <td style="width:auto"><span class="t s3_131 t37_131_new">0 </span></td>
            <td style="width:auto"><span class="t s3_131 t38_131_new">0</span></td>
          </tr>
        
      </table>
    </ix:nonNumeric> <span class="t s0_131 t1_131">131 </span>
  </div>

  <div class="div-absolute" style="margin:0px auto;visibility:visible !important;position:relative;background-color:white;width:909px;height:1286px !important">
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" style="width:909px;height:1286px"/>
    </div>
    <ix:continuation id="F20260506155846513">
      <span class="t s1_132 t2_132">c) </span><span class="t s2_132 t3_132">Transakce s kl&#xED;&#x10D;ov&#xFD;mi &#x159;&#xED;d&#xED;c&#xED;mi pracovn&#xED;ky </span><span style="display:block;height:0px"/><span class="t s3_132 t4_132">Skupina p&#x159;&#xED;mo neposkytuje kl&#xED;&#x10D;ov&#xFD;m &#x159;&#xED;d&#xED;c&#xED;m zam&#x11B;stnanc&#x16F;m &#x17E;&#xE1;dn&#xE9; zam&#x11B;stnaneck&#xE9; v&#xFD;hody ani s nimi neexistuj&#xED; </span><span style="display:block;height:0px"/><span class="t s3_132 t5_132">&#x17E;&#xE1;dn&#xE9; jin&#xE9; p&#x159;&#xED;m&#xE9; transakce. Kl&#xED;&#x10D;ov&#xED; vedouc&#xED; pracovn&#xED;ci jsou zam&#x11B;stn&#xE1;ni p&#x159;idru&#x17E;enou spole&#x10D;nost&#xED; Fidurock Services </span><span style="display:block;height:0px"/><span class="t s4_132 t6_132">s.r.o. </span><span style="display:block;height:0px"/><span class="t s1_132 t7_132">d) </span><span class="t s2_132 t8_132">Identifikace osob, kter&#xE9; jsou akcion&#xE1;&#x159;i mate&#x159;sk&#xE9; spole&#x10D;nosti emitenta</span><span style="display:block;height:0px"/>
    </ix:continuation>
    <ix:nonNumeric id="Fxbrl_20260506155943445" name="ifrs-full:DisclosureOfCommitmentsAndContingentLiabilitiesExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t s5_132 t9_132">7.3. Podm&#xED;n&#x11B;n&#xE9; z&#xE1;vazky </span><span style="display:block;height:0px"/><span class="t s4_132 ta_132">Skupina nem&#xE1; &#x17E;&#xE1;dn&#xE9; podm&#xED;n&#x11B;n&#xE9; z&#xE1;vazky, kter&#xE9; by m&#x11B;ly b&#xFD;t zve&#x159;ejn&#x11B;ny.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric><span class="t s0_132 t1_132">132 </span>
  </div>

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" style="width:909px;height:1286px"/>
    </div>
    <ix:nonNumeric id="Fxbrl_20260506160033869" name="ifrs-full:DisclosureOfAuditorsRemunerationExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t s1_133 t2_133">7.4. Odm&#x11B;ny &#xFA;&#x10D;tovan&#xE9; auditory </span><span style="display:block;height:0px"/><span class="t s2_133 t3_133">Za rok 2025 byly Spole&#x10D;nosti a Skupin&#x11B; auditorem &#xFA;&#x10D;tov&#xE1;n za auditorsk&#xE9; slu&#x17E;by na audit ro&#x10D;n&#xED; individu&#xE1;ln&#xED; </span><span style="display:block;height:0px"/><span class="t s2_133 t4_133">a konsolidovan&#xE9; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky n&#xE1;sleduj&#xED;c&#xED; odm&#x11B;ny: </span><span style="display:block;height:0px"/>
      <table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse" class="t123a270dc000f388ba569fc5c17a7ba5">
        
          <tr>
            <td><span class="t s3_133 t5_133_new">V tis. CZK bez DPH </span></td>
            <td colspan="2"><span class="t s4_133 t6_133_new">Odm&#x11B;ny &#xFA;&#x10D;tovan&#xE9; Spole&#x10D;nosti </span><span style="display:block;height:0px"> </span><span class="t s3_133 t7_133_new">(Emitent) </span></td>
            <td colspan="2"><span class="t s4_133 t8_133_new">Odm&#x11B;ny &#xFA;&#x10D;tovan&#xE9; ostatn&#xED;m </span><span style="display:block;height:0px"> </span><span class="t s4_133 t9_133_new">spole&#x10D;nostem ve Skupin&#x11B; </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_133 ta_133_new">Rok </span></td>
            <td style="width:auto"><span class="t s3_133 tb_133_new" style="margin-right:4px">2025 </span></td>
            <td style="width:auto"><span class="t s3_133 tc_133_new">2024 </span></td>
            <td style="width:auto"><span class="t s3_133 td_133_new" style="margin-right:4px">2025 </span></td>
            <td style="width:auto"><span class="t s3_133 te_133_new">2024 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s5_133 tf_133_new">Povinn&#xFD; audit </span></td>
            <td style="width:auto"><span class="t s5_133 tg_133_new" style="margin-right:4px">533 </span></td>
            <td style="width:auto"><span class="t s3_133 th_133_new">579 </span></td>
            <td style="width:auto"><span class="t s5_133 ti_133_new" style="margin-right:4px">2 061 </span></td>
            <td style="width:auto"><span class="t s5_133 tj_133_new">2 670 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_133 tk_133_new">Ostatn&#xED; auditorsk&#xE1; &#x10D;innost vy&#x17E;adovan&#xE1; z&#xE1;konem </span></td>
            <td style="width:auto"><span class="t s5_133 tl_133_new">0 </span></td>
            <td style="width:auto"><span class="t s5_133 tm_133_new">0 </span></td>
            <td style="width:auto"><span class="t s5_133 tn_133_new">0 </span></td>
            <td style="width:auto"><span class="t s5_133 to_133_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s6_133 tp_133_new">Ostatn&#xED; neauditorsk&#xE9; slu&#x17E;by </span></td>
            <td style="width:auto"><span class="t s5_133 tq_133_new">0 </span></td>
            <td style="width:auto"><span class="t s5_133 tr_133_new">0 </span></td>
            <td style="width:auto"><span class="t s5_133 ts_133_new">0 </span></td>
            <td style="width:auto"><span class="t s5_133 tt_133_new">0 </span></td>
          </tr>
          <tr>
            <td style="width:auto"><span class="t s3_133 tu_133_new">Celkem </span></td>
            <td style="width:auto"><span class="t s3_133 tv_133_new" style="margin-right:4px">533 </span></td>
            <td style="width:auto"><span class="t s3_133 tw_133_new">579 </span></td>
            <td style="width:auto"><span class="t s3_133 tx_133_new" style="margin-right:4px">2 061 </span></td>
            <td style="width:auto"><span class="t s3_133 ty_133_new">2 670</span></td>
          </tr>
        
      </table>
      <span class="t s7_133 tz_133">Auditor mimo tyto auditorsk&#xE9; slu&#x17E;by na audit ro&#x10D;n&#xED; individu&#xE1;ln&#xED; a konsolidovan&#xE9; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky Spole&#x10D;nosti za rok </span><span style="display:block;height:0px"/><span class="t s2_133 t10_133">2025 neposkytl jin&#xE9; slu&#x17E;by.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric>
    <ix:nonNumeric id="Fxbrl_20260506160116644" name="ifrs-full:DisclosureOfEventsAfterReportingPeriodExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t s1_133 t11_133">7.5. N&#xE1;sledn&#xE9; ud&#xE1;losti </span><span style="display:block;height:0px"/><span class="t s7_133 t12_133">Po rozvahov&#xE9;m dni do&#x161;lo k eskalaci geopolitick&#xE9;ho nap&#x11B;t&#xED; v souvislosti se situac&#xED; kolem &#xCD;r&#xE1;nu, kter&#xE1; m&#x16F;&#x17E;e nep&#x159;&#xED;mo </span><span style="display:block;height:0px"/><span class="t s7_133 t13_133">ovlivnit ceny energi&#xED;, materi&#xE1;l&#x16F; a stavebn&#xED;ch prac&#xED;, stabilitu dodavatelsk&#xFD;ch &#x159;et&#x11B;zc&#x16F; i dostupnost a cenu </span><span style="display:block;height:0px"/><span class="t s2_133 t14_133">dlouhodob&#xE9;ho financov&#xE1;n&#xED;. K datu schv&#xE1;len&#xED; t&#xE9;to v&#xFD;ro&#x10D;n&#xED; finan&#x10D;n&#xED; zpr&#xE1;vy spole&#x10D;nost neidentifikovala skute&#x10D;nosti, </span><span style="display:block;height:0px"/><span class="t s7_133 t15_133">kter&#xE9; by vy&#x17E;adovaly &#xFA;pravu &#xFA;&#x10D;etn&#xED;ch hodnot vyk&#xE1;zan&#xFD;ch k rozvahov&#xE9;mu dni; mo&#x17E;n&#xE9; budouc&#xED; dopady jsou pr&#x16F;b&#x11B;&#x17E;n&#x11B; </span><span style="display:block;height:0px"/><span class="t s2_133 t16_133">monitorov&#xE1;ny. </span><span style="display:block;height:0px"/><span class="t s7_133 t17_133">Po 31.12.2025 nedo&#x161;lo k &#x17E;&#xE1;dn&#xFD;m dal&#x161;&#xED;m v&#xFD;znamn&#xFD;m skute&#x10D;nostem, kter&#xE9; by si vy&#x17E;&#xE1;daly &#xFA;pravu &#x10D;i zve&#x159;ejn&#x11B;n&#xED; v t&#xE9;to </span><span style="display:block;height:0px"/><span class="t s7_133 t18_133">v&#xFD;ro&#x10D;n&#xED; finan&#x10D;n&#xED; zpr&#xE1;v&#x11B;.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric>
    <ix:nonNumeric id="Fxbrl_20260506160214411" name="ifrs-full:DisclosureOfAuthorisationOfFinancialStatementsExplanatory" contextRef="C_20250101to20251231" escape="true">
      <span class="t s1_133 t19_133">7.6. Schv&#xE1;len&#xED; &#xFA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rky </span><span style="display:block;height:0px"/><span class="t s7_133 t1a_133">&#xDA;&#x10D;etn&#xED; z&#xE1;v&#x11B;rka byla schv&#xE1;lena jednatelem spole&#x10D;nosti a odsouhlasena k vyd&#xE1;n&#xED; dne 30. dubna 2026.</span><span style="display:block;height:0px"/>
    </ix:nonNumeric><span class="t s2_133 t1b_133">V Praze, dne 30. dubna 2026 </span><span class="t s8_133 t1c_133">&#x2026;&#x2026;&#x2026;&#x2026;&#x2026;&#x2026;&#x2026;&#x2026;&#x2026;&#x2026;&#x2026;&#x2026;&#x2026;&#x2026;&#x2026;. </span><span class="t s9_133 t1d_133">David Hauerland, MBA </span><span class="t s8_133 t1e_133">(&#x10D;len p&#x159;edstavenstva) </span><span class="t s0_133 t1_133">133 </span>
  </div>

<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,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" style="width:909px;height:1286px"/></div><span class="t v0_134 s1_134 t2_134">Pou&#x17E;it&#xE9; definice a zkratky </span><table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse"><tr><td style="width:auto"><span class="t s2_134 t3_134">Zkratka </span></td><td style="width:auto"><span class="t s2_134 t4_134">Definice </span></td></tr><tr><td style="width:auto"><span class="t s3_134 t5_134">a.s. </span></td><td style="width:auto"><span class="t s4_134 t6_134">Akciov&#xE1; spole&#x10D;nost </span></td></tr><tr><td style="width:auto"><span class="t s3_134 t7_134">B.V. </span></td><td style="width:auto"><span class="t s3_134 t8_134">Besloten Vennootschap (Nizozemsk&#xE1; obdoba s.r.o.) </span></td></tr><tr><td style="width:auto"><span class="t s3_134 t9_134">C &amp; W </span></td><td style="width:auto"><span class="t s3_134 ta_134">Cushman &amp; Wakefield </span></td></tr><tr><td style="width:auto"><span class="t s3_134 tb_134">CF </span></td><td style="width:auto"><span class="t s3_134 tc_134">Cash Flow </span></td></tr><tr><td style="width:auto"><span class="t s3_134 td_134">CAPEX </span></td><td style="width:auto"><span class="t s3_134 te_134">Capital Expenditures (kapit&#xE1;lov&#xE9; v&#xFD;daje) </span></td></tr><tr><td style="width:auto"><span class="t s4_134 tf_134">&#x10C;NB </span></td><td style="width:auto"><span class="t s4_134 tg_134">&#x10C;esk&#xE1; n&#xE1;rodn&#xED; banka </span></td></tr><tr><td style="width:auto"><span class="t s4_134 th_134">&#x10C;S&#xDA; </span></td><td style="width:auto"><span class="t s4_134 ti_134">&#x10C;esk&#xFD; statistick&#xFD; &#xFA;&#x159;ad </span></td></tr><tr><td style="width:auto"><span class="t s3_134 tj_134">DCF </span></td><td style="width:auto"><span class="t s3_134 tk_134">Discounted Cash Flow </span></td></tr><tr><td style="width:auto"><span class="t s3_134 tl_134">EIA </span></td><td style="width:auto"><span class="t s3_134 tm_134">Environmental Impact Assessment </span></td></tr><tr><td style="width:auto"><span class="t s3_134 tn_134">EU </span></td><td style="width:auto"><span class="t s3_134 to_134">Evropsk&#xE1; unie </span></td></tr><tr><td style="width:auto"><span class="t s3_134 tp_134">EUR </span></td><td style="width:auto"><span class="t s3_134 tq_134">Euro </span></td></tr><tr><td style="width:auto"><span class="t s3_134 tr_134">FX </span></td><td style="width:auto"><span class="t s3_134 ts_134">Foreign Exchange </span></td></tr><tr><td style="width:auto"><span class="t s3_134 tt_134">H1 </span></td><td style="width:auto"><span class="t s3_134 tu_134">Prvn&#xED; pololet&#xED; </span></td></tr><tr><td style="width:auto"><span class="t s3_134 tv_134">ISIN </span></td><td style="width:auto"><span class="t s3_134 tw_134">International Securities Identification Number </span></td></tr><tr><td style="width:auto"><span class="t s3_134 tx_134">JLL </span></td><td style="width:auto"><span class="t s3_134 ty_134">Jones Lang LaSalle </span></td></tr><tr><td style="width:auto"><span class="t s4_134 tz_134">K&#x10D; (CZK) </span></td><td style="width:auto"><span class="t s4_134 t10_134">Koruna &#x10D;esk&#xE1; </span></td></tr><tr><td style="width:auto"><span class="t s3_134 t11_134">ks </span></td><td style="width:auto"><span class="t s3_134 t12_134">Kus </span></td></tr><tr><td style="width:auto"><span class="t s3_134 t13_134" style="margin-right:4px">m </span><span class="t s5_134 t14_134">2 </span></td><td style="width:auto"><span class="t s4_134 t15_134">Metr &#x10D;tvere&#x10D;n&#xED; </span></td></tr><tr><td style="width:auto"><span class="t s4_134 t16_134">MF&#x10C;R </span></td><td style="width:auto"><span class="t s4_134 t17_134">Ministerstvo financ&#xED; &#x10C;esk&#xE9; republiky </span></td></tr><tr><td style="width:auto"><span class="t s3_134 t18_134">MFSR </span></td><td style="width:auto"><span class="t s3_134 t19_134">Ministerstvo financi&#xED; Slovenskej republiky </span></td></tr><tr><td style="width:auto"><span class="t s3_134 t1a_134">NOI </span></td><td style="width:auto"><span class="t s3_134 t1b_134">Net Operating Income </span></td></tr><tr><td style="width:auto"><span class="t s3_134 t1c_134">NOPAT </span></td><td style="width:auto"><span class="t s3_134 t1d_134">Net Operating Profit After Taxation </span></td></tr><tr><td style="width:auto"><span class="t s3_134 t1e_134">NP </span></td><td style="width:auto"><span class="t s4_134 t1f_134">Nadzemn&#xED; Podla&#x17E;&#xED; </span></td></tr><tr><td style="width:auto"><span class="t s3_134 t1g_134">p.a. </span></td><td style="width:auto"><span class="t s3_134 t1h_134">Per annum </span></td></tr><tr><td style="width:auto"><span class="t s4_134 t1i_134">PS&#x10C; </span></td><td style="width:auto"><span class="t s4_134 t1j_134">Po&#x161;tovn&#xED; sm&#x11B;rovac&#xED; &#x10D;&#xED;slo </span></td></tr><tr><td style="width:auto"><span class="t s3_134 t1k_134">RP </span></td><td style="width:auto"><span class="t s3_134 t1l_134">Retail park </span></td></tr><tr><td style="width:auto"><span class="t s3_134 t1m_134">SPV </span></td><td style="width:auto"><span class="t s3_134 t1n_134">Special Purpose Vehicle </span></td></tr><tr><td style="width:auto"><span class="t s4_134 t1o_134">&#x160;&#xDA; SR </span></td><td style="width:auto"><span class="t s4_134 t1p_134">&#x160;tatistick&#xFD; &#xFA;rad Slovenskej republiky </span></td></tr><tr><td style="width:auto"><span class="t s3_134 t1q_134">Tis. </span></td><td style="width:auto"><span class="t s3_134 t1r_134">Tis&#xED;c </span></td></tr><tr><td style="width:auto"><span class="t s3_134 t1s_134">VK </span></td><td style="width:auto"><span class="t s3_134 t1t_134">Vlastn&#xED; kapit&#xE1;l </span></td></tr><tr><td style="width:auto"><span class="t s4_134 t1u_134">&#x10C;R (CZ) </span></td><td style="width:auto"><span class="t s4_134 t1v_134">&#x10C;esk&#xE1; republika </span></td></tr><tr><td style="width:auto"><span class="t s3_134 t1w_134">SR (SK) </span></td><td style="width:auto"><span class="t s3_134 t1x_134">Slovensk&#xE1; republika </span></td></tr><tr><td style="width:auto"><span class="t s3_134 t1y_134">Q1/Q2/Q3/Q4 </span></td><td style="width:auto"><span class="t s3_134 t1z_134">Prvn&#xED;/druh&#xE9;/t&#x159;et&#xED;/&#x10D;tvrt&#xE9; &#x10D;tvrtlet&#xED; roku </span></td></tr><tr><td style="width:auto"><span class="t s3_134 t20_134">SoD </span></td><td style="width:auto"><span class="t s3_134 t21_134">Smlouva o d&#xED;lo </span></td></tr><tr><td style="width:auto"><span class="t s3_134 t22_134">NOI </span></td><td style="width:auto"><span class="t s3_134 t23_134">Net Operating Income &#x2013; &#x10D;ist&#xE9; provozn&#xED; v&#xFD;nosy </span></td></tr></table><span class="t s0_134 t1_134">134 </span><a id="a146_133" style="left:103px;bottom:1156px;position:absolute;transform-origin:bottom left"> </a></div>
<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,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" style="width:909px;height:1286px"/></div><span class="t v0_135 s1_135 t2_135">Podklady pro v&#xFD;po&#x10D;et finan&#x10D;n&#xED;ch ukazatel&#x16F; </span><table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse"><tr><td><span class="t s2_135 t3_135">Definice u&#x17E;it&#xE9;ho ukazatele </span><span style="display:block;height:0px"> </span></td><td><span class="t s3_135 t4_135">Konsolidovan&#xFD; v&#xFD;kaz </span><span style="display:block;height:0px"> </span></td><td><span class="t s2_135 t5_135">V&#xFD;po&#x10D;et </span><span style="display:block;height:0px"> </span><span class="t s3_135 t6_135">reference </span></td></tr><tr><td style="width:auto"><span class="t s4_135 t7_135">Hrub&#xE9; provozn&#xED; v&#xFD;nosy </span></td><td style="width:auto"><span class="t s5_135 t8_135">Konsolidovan&#xFD; v&#xFD;kaz o &#xFA;pln&#xE9;m v&#xFD;sledku hospoda&#x159;en&#xED; </span></td><td style="width:auto"><span class="t s4_135 t9_135">A+B </span></td></tr><tr><td style="width:auto"><span class="t s5_135 ta_135">&#x10C;ist&#xFD; provozn&#xED; zisk </span></td><td style="width:auto"><span class="t s5_135 tb_135">Konsolidovan&#xFD; v&#xFD;kaz o &#xFA;pln&#xE9;m v&#xFD;sledku hospoda&#x159;en&#xED; </span></td><td style="width:auto"><span class="t s4_135 tc_135">E </span></td></tr><tr><td style="width:auto"><span class="t s4_135 td_135">Provozn&#xED; zisk </span></td><td style="width:auto"><span class="t s5_135 te_135">Konsolidovan&#xFD; v&#xFD;kaz o &#xFA;pln&#xE9;m v&#xFD;sledku hospoda&#x159;en&#xED; </span></td><td style="width:auto"><span class="t s4_135 tf_135">I </span></td></tr><tr><td style="width:auto"><span class="t s5_135 tg_135">Zisk p&#x159;ed dan&#xED; </span></td><td style="width:auto"><span class="t s5_135 th_135">Konsolidovan&#xFD; v&#xFD;kaz o &#xFA;pln&#xE9;m v&#xFD;sledku hospoda&#x159;en&#xED; </span></td><td style="width:auto"><span class="t s4_135 ti_135">N </span></td></tr><tr><td style="width:auto"><span class="t s5_135 tj_135">&#x10C;ist&#xFD; zisk </span></td><td style="width:auto"><span class="t s5_135 tk_135">Konsolidovan&#xFD; v&#xFD;kaz o &#xFA;pln&#xE9;m v&#xFD;sledku hospoda&#x159;en&#xED; </span></td><td style="width:auto"><span class="t s4_135 tl_135">P </span></td></tr><tr><td style="width:auto"><span class="t s4_135 tm_135">Celkov&#xE1; aktiva </span></td><td style="width:auto"><span class="t s5_135 tn_135">Konsolidovan&#xFD; v&#xFD;kaz o finan&#x10D;n&#xED; situaci </span></td><td style="width:auto"><span class="t s4_135 to_135">I </span></td></tr><tr><td style="width:auto"><span class="t s4_135 tp_135">z toho dlouhodob&#xFD; majetek </span></td><td style="width:auto"><span class="t s5_135 tq_135">Konsolidovan&#xFD; v&#xFD;kaz o finan&#x10D;n&#xED; situaci </span></td><td style="width:auto"><span class="t s4_135 tr_135">A </span></td></tr><tr><td style="width:auto"><span class="t s5_135 ts_135">z toho ob&#x11B;&#x17E;n&#xE1; aktiva </span></td><td style="width:auto"><span class="t s5_135 tt_135">Konsolidovan&#xFD; v&#xFD;kaz o finan&#x10D;n&#xED; situaci </span></td><td style="width:auto"><span class="t s4_135 tu_135">E </span></td></tr><tr><td style="width:auto"><span class="t s4_135 tv_135">Vlastn&#xED; kapit&#xE1;l </span></td><td style="width:auto"><span class="t s5_135 tw_135">Konsolidovan&#xFD; v&#xFD;kaz o finan&#x10D;n&#xED; situaci </span></td><td style="width:auto"><span class="t s4_135 tx_135">J </span></td></tr><tr><td style="width:auto"><span class="t s4_135 ty_135">Dlouhodob&#xE9; z&#xE1;vazky </span></td><td style="width:auto"><span class="t s5_135 tz_135">Konsolidovan&#xFD; v&#xFD;kaz o finan&#x10D;n&#xED; situaci </span></td><td style="width:auto"><span class="t s4_135 t10_135">Q </span></td></tr><tr><td style="width:auto"><span class="t s5_135 t11_135">z toho &#xFA;ro&#x10D;en&#xFD; dluh </span></td><td style="width:auto"><span class="t s5_135 t12_135">Konsolidovan&#xFD; v&#xFD;kaz o finan&#x10D;n&#xED; situaci </span></td><td style="width:auto"><span class="t s4_135 t13_135">R </span></td></tr><tr><td style="width:auto"><span class="t s4_135 t14_135">Kr&#xE1;tkodob&#xE9; z&#xE1;vazky </span></td><td style="width:auto"><span class="t s5_135 t15_135">Konsolidovan&#xFD; v&#xFD;kaz o finan&#x10D;n&#xED; situaci </span></td><td style="width:auto"><span class="t s4_135 t16_135">W </span></td></tr><tr><td style="width:auto"><span class="t s5_135 t17_135">z toho &#xFA;ro&#x10D;en&#xFD; dluh </span></td><td style="width:auto"><span class="t s5_135 t18_135">Konsolidovan&#xFD; v&#xFD;kaz o finan&#x10D;n&#xED; situaci </span></td><td style="width:auto"><span class="t s4_135 t19_135">X+Y </span></td></tr><tr><td style="width:auto"><span class="t s4_135 t1a_135">NOPAT </span></td><td style="width:auto"><span class="t s5_135 t1b_135">Konsolidovan&#xFD; v&#xFD;kaz o &#xFA;pln&#xE9;m v&#xFD;sledku hospoda&#x159;en&#xED; </span></td><td style="width:auto"><span class="t s4_135 t1c_135">I+O </span></td></tr><tr><td style="width:auto"><span class="t s4_135 t1d_135">Investovan&#xFD; kapit&#xE1;l </span></td><td style="width:auto"><span class="t s5_135 t1e_135">Konsolidovan&#xFD; v&#xFD;kaz o finan&#x10D;n&#xED; situaci </span></td><td style="width:auto"><span class="t s4_135 t1f_135">I-T-U-AA-AB </span></td></tr><tr><td style="width:auto"><span class="t s5_135 t1g_135">&#xDA;ro&#x10D;en&#xFD; dluh </span></td><td style="width:auto"><span class="t s5_135 t1h_135">Konsolidovan&#xFD; v&#xFD;kaz o finan&#x10D;n&#xED; situaci </span></td><td style="width:auto"><span class="t s4_135 t1i_135">R+X+Y</span></td></tr></table><span class="t s5_135 t1j_135">Spole&#x10D;nost pou&#x17E;&#xED;v&#xE1; v r&#xE1;mci vrcholov&#xE9; finan&#x10D;n&#xED; anal&#xFD;zy n&#xE1;sleduj&#xED;c&#xED; pom&#x11B;rov&#xE9; ukazatele: </span><table cellpadding="5" style="margin-bottom:20px;margin-top:20px;border-collapse:collapse"><tr><td style="width:auto"><span class="t s3_135 t1k_135">Ukazatel </span></td><td style="width:auto"><span class="t s3_135 t1l_135">Definice </span></td></tr><tr><td style="width:auto"><span class="t s4_135 t1m_135">Rentabilita investovan&#xE9;ho kapit&#xE1;lu </span></td><td style="width:auto"><span class="t s4_135 t1n_135">NOPAT / Investovan&#xFD; kapit&#xE1;l </span></td></tr><tr><td style="width:auto"><span class="t s5_135 t1o_135">Kapit&#xE1;lov&#xE1; p&#x159;im&#x11B;&#x159;enost </span></td><td style="width:auto"><span class="t s4_135 t1p_135">Vlastn&#xED; kapit&#xE1;l / Celkov&#xE1; aktiva </span></td></tr><tr><td><span class="t s5_135 t1q_135">Ziskov&#xE1; mar&#x17E;e </span><span style="display:block;height:0px"> </span></td><td><span class="t s4_135 t1r_135">(&#x10C;ist&#xFD; zisk &#x2013; &#x10C;ist&#xFD; nerealizovan&#xFD; v&#xFD;nos z p&#x159;ecen&#x11B;n&#xED; investi&#x10D;n&#xED;ho </span><span style="display:block;height:0px"> </span><span class="t s4_135 t1s_135">majetku) / </span><span class="t s4_135 t1t_135">Hrub&#xE9; provozn&#xED; v&#xFD;nosy </span></td></tr><tr><td style="width:auto"><span class="t s4_135 t1u_135">Obr&#xE1;tka st&#xE1;l&#xFD;ch aktiv </span></td><td style="width:auto"><span class="t s4_135 t1v_135">Hrub&#xE9; provozn&#xED; v&#xFD;nosy / Dlouhodob&#xE1; aktiva </span></td></tr></table><span class="t s3_135 t1w_135">Rentabilita investovan&#xE9;ho kapit&#xE1;lu </span><span class="t s5_135 t1x_135">m&#x11B;&#x159;&#xED;, kolik provozn&#xED;ho hospod&#xE1;&#x159;sk&#xE9;ho v&#xFD;sledku po zdan&#x11B;n&#xED; spole&#x10D;nost </span><span class="t s5_135 t1y_135">vygenerovala z jedn&#xE9; koruny investovan&#xE9; akcion&#xE1;&#x159;i a v&#x11B;&#x159;iteli, kte&#x159;&#xED; spole&#x10D;nost financovali &#xFA;ro&#x10D;en&#xFD;m dluhem. </span><span class="t s4_135 t1z_135">Ukazatel takto pod&#xE1;v&#xE1; relevantn&#xED; pohled na v&#xFD;konnost investice jako celku. </span><span class="t s2_135 t20_135">Kapit&#xE1;lov&#xE1; p&#x159;im&#x11B;&#x159;enost </span><span class="t s5_135 t21_135">vyjad&#x159;uje vybavenost spole&#x10D;nosti vlastn&#xED;mi zdroji ve vztahu k celkov&#xFD;m zdroj&#x16F;m </span><span class="t s5_135 t22_135">financov&#xE1;n&#xED;. Vlastn&#xED;ci mohou preferovat ni&#x17E;&#x161;&#xED; hodnotu ukazatele a dosahovat tak vy&#x161;&#x161;&#xED; tzv. finan&#x10D;n&#xED; p&#xE1;ky, v&#x11B;&#x159;itel&#xE9; </span><span class="t s5_135 t23_135">naopak preferuj&#xED; vy&#x161;&#x161;&#xED; hodnotu ukazatele, jeliko&#x17E; poukazuje na celkovou finan&#x10D;n&#xED; stabilitu spole&#x10D;nosti. </span><span class="t s3_135 t24_135">Obr&#xE1;tka st&#xE1;l&#xFD;ch aktiv </span><span class="t s5_135 t25_135">vyjad&#x159;uje, jak&#xE9; v&#xFD;nosy spole&#x10D;nost generuje na jednotku dlouhodob&#xFD;ch aktiv a ozna&#x10D;uje tak </span><span class="t s5_135 t26_135">efektivnost vyu&#x17E;&#xED;v&#xE1;n&#xED; dlouhodob&#xFD;ch aktiv. Tento ukazatel je vhodn&#xE9; sledovat v jeho v&#xFD;voji v &#x10D;ase, tak p&#x159;i srovn&#xE1;n&#xED; </span><span class="t s4_135 t27_135">s obdobn&#xFD;mi spole&#x10D;nostmi. </span><span class="t s0_135 t1_135">135 </span><a id="a147_134" style="left:103px;bottom:1177px;position:absolute;transform-origin:bottom left"> </a></div>
<div class="div-absolute" style="margin:0 auto;visibility:visible;position:relative;background-color:white;width:909px;height:1286px"><div style="-webkit-user-select:none"><img alt=" " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA40AAAUGCAMAAAACLaQqAAAAA1BMVEX///+nxBvIAAAEhElEQVR42u3BAQEAAACCIP+vbkhAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwbcUwABN3PM/gAAAABJRU5ErkJggg==" style="width:909px;height:1286px"/></div><span class="t v0_136 s1_136 t2_136">Pou&#x17E;it&#xE9; zdroje a publikace v kapitole Makroekonomick&#xFD; v&#xFD;voj </span><span class="t v0_136 s2_136 t3_136">v &#x10C;esk&#xE9; republice a na Slovensku </span><span class="t s3_136 t4_136">Instituce: &#x10C;esk&#xFD; statistick&#xFD; &#xFA;&#x159;ad </span><span class="t s3_136 t5_136">Publikace: V&#xFD;voj ekonomiky &#x10C;esk&#xE9; republiky - 4. &#x10D;tvrtlet&#xED; 2025 </span><span class="t s4_136 t6_136">Zdroj: www.czso.cz/csu/czso/cri/tvorba-a-uziti-hdp-4-ctvrtleti-2025 </span><span class="t s3_136 t7_136">Instituce: &#x160;tatistick&#xFD; &#xFA;rad Slovenskej republiky </span><span class="t s3_136 t8_136">Publikace: &#x160;tatistick&#xE1; spr&#xE1;va o z&#xE1;kladn&#xFD;ch v&#xFD;vojov&#xFD;ch tendenci&#xE1;ch v hospod&#xE1;rstve SR vo 4. &#x161;tvr&#x165;roku 2025 </span><span class="t s4_136 t9_136">Zdroj: https://slovak.statistics.sk/ </span><span class="t s3_136 ta_136">Instituce: &#x160;tatistick&#xFD; &#xFA;rad Slovenskej republiky </span><span class="t s3_136 tb_136">Publikace: Hrub&#xFD; dom&#xE1;ci produkt vo 4. &#x161;tvr&#x165;roku a za rok 2025 </span><span class="t s4_136 tc_136">Zdroj: https://slovak.statistics.sk/ </span><span class="t s4_136 td_136">Instituce: Ministerstvo Financ&#xED; Slovenskej republiky </span><span class="t s4_136 te_136">Publikace: Koment&#xE1;r - 74. zasadnutie v&#xFD;boru pre makroekonomick&#xE9; progn&#xF3;zy (febru&#xE1;r 2026) </span><span class="t s4_136 tf_136">Zdroj: https://www.mfsr.sk/sk/financie/institut-financnej-politiky/ekonomicke-prognozy/makroekonomicke- </span><span class="t s4_136 tg_136">prognozy/74-zasadnutie-vyboru-makroekonomicke-prognozy-februar-2026.html </span><span class="t s3_136 th_136">Instituce: &#x10C;esk&#xE1; n&#xE1;rodn&#xED; banka </span><span class="t s3_136 ti_136">Publikace: Ekonomika pokra&#x10D;uje v robustn&#xED;m r&#x16F;stu </span><span class="t s4_136 tj_136">zdroj: https://www.cnb.cz/cs/verejnost/servis-pro-media/komentare-cnb-ke-zverejnenym-statistickym-udajum-o- </span><span class="t s4_136 tk_136">inflaci-a-hdp/Ekonomika-pokracuje-v-robustnim-rustu/ </span><span class="t s3_136 tl_136">Instituce: &#x10C;esk&#xE1; n&#xE1;rodn&#xED; banka </span><span class="t s3_136 tm_136">Publikace: ZPR&#xC1;VA O M&#x11A;NOV&#xC9; POLITICE ZIMA 2026 </span><span class="t s4_136 tn_136">Zdroj: www.cnb.cz/export/sites/cnb/cs/menova- </span><span class="t s4_136 to_136">politika/.galleries/zpravy_o_menove_politice/2026/zima_2025/download/zomp_2026_zima.pdf </span><span class="t s3_136 tp_136">Instituce: &#x10C;esk&#xE1; n&#xE1;rodn&#xED; banka </span><span class="t s3_136 tq_136">Publikace: Progn&#xF3;za &#x10C;NB &#x2013; zima 2026 </span><span class="t s4_136 tr_136">Zdroj: https://www.cnb.cz/cs/menova-politika/prognoza/ </span><span class="t v0_136 s1_136 ts_136">Pou&#x17E;it&#xE9; zdroje a publikace v kapitole Popis trh&#x16F;, na kter&#xFD;ch </span><span class="t v0_136 s1_136 tt_136">spole&#x10D;nost p&#x16F;sob&#xED; </span><span class="t s4_136 tu_136">Instituce: Cushman &amp; Wakefield </span><span class="t s4_136 tv_136">Publikace: Czech Republic Marketbeats &#x2013; Q4 2025: Gradual Recovery and Persistent Challenges </span><span class="t s4_136 tw_136">Zdroj: https://www.cushmanwakefield.com/cs-cz/czech-republic/insights/czech-republic-marketbeat/investment- </span><span class="t s4_136 tx_136">marketbeat </span><span class="t s4_136 ty_136">Instituce: Cushman &amp; Wakefield </span><span class="t s4_136 tz_136">Publikace: Czech Republic Retail MarketBeat Reports </span><span class="t s4_136 t10_136">Zdroj: https://www.cushmanwakefield.com/cs-cz/czech-republic/insights/czech-republic-marketbeat/retail- </span><span class="t s4_136 t11_136">marketbeat </span><span class="t s4_136 t12_136">Instituce: Cushman &amp; Wakefield </span><span class="t s4_136 t13_136">Publikace: CEE Investment Market Update H2 2025 </span><span class="t s4_136 t14_136">Zdroj: www.cushmanwakefield.com/en/czech-republic/insights/cee-market-insights </span><span class="t s4_136 t15_136">Instituce: Cushman &amp; Wakefield </span><span class="t s4_136 t16_136">Publikace: Slovakia MarketBeat </span><span class="t s4_136 t17_136">Zdroj: https://www.cushmanwakefield.com/en/slovakia/insights/slovakia-marketbeat </span><span class="t s0_136 t1_136">136 </span><a id="a148_135" style="left:103px;bottom:1177px;position:absolute;transform-origin:bottom left"> </a><a id="a149_136" style="left:103px;bottom:1177px;position:absolute;transform-origin:bottom left"> </a></div></div></body></html> 