detaillierte Frage
Dieses FAQ betrifft Bilanzierungen nach GEG sowie nach DIN V 18599: 2018-09 (Wohngebäude).
Hintergrund:
Wohnungsstationen sind nur bei Berechnung nach GEG und nach DIN V 18599: 2018-09 möglich.
Gemäß DIN V 18599-5: 2018-09 sind Wohnungsstationen als dezentrale Erzeugereinheit einzugeben, dazu heißt es im Abschnitt 3.1.39:
„Systeme zur Heizung und/oder Trinkwassererwärmung, bei denen die zentral erzeugte Wärme durch erwärmtes Heizungswasser zu den Verbrauchern (meist Wohnungen) transportiert wird und bei denen die Erwärmung des Trinkwassers dort dezentral in der Wohnungsstation über einen Wärmeübertrager im Durchlaufprinzip, teilweise mit einer elektrischen Nachheizung, erfolgt.“
Umsetzung in ZUB Helena:
Gehen Sie in der Anlagentechnik unter Erzeugereinheiten auf Trinkwarmwasser und betätigen Sie die Schaltfläche Neue Warmwassererzeugereinheit.
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)
Gehen Sie anschließend auf Erzeugereinheit 1 und betätigen Sie anschließend die Schaltfläche Neuer Wärmeerzeuger.
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daUVFTPXxqc9ABky48D+fdTFZhPnb88GUv6nsf8Dyc3LK6PfrY44MGDX3+xdFjx018fdLUyVPe4Rb/xjbmZhs7duz777+/bt266urq2traOib2sI0524YMGTJmzJgZM2YsWLBg5cqV0JJJG1CLlLKGbczlxjZmELaRm6exjRmkaWy87bbbpk+f/sorr4wePRoDjz72OJ5+JAv2QZCOfXvf8miP9r0fve/RR7vef//gwYNpgEkZbGOmaBobr7vuuk8++aS0tHTmzJkYGDRo6PsGV1/dLarRDAk2gY9uz4y4ut3LV9858ureA67+W99rBjz+2IvP0Vjj6d/panBzt0I6jgENuKTUfBZsY0ZoMhvxYdOmTXj8MPD8i6Npecmll/aknpdBg96ingQ7wKTnhHGX3jT90jZzqPUaeekzg9sUPY84zYhgTK+2lwruGkKBCIbcJWa17SW2XpOjLiLZxe0vSc3Ep5iyz4JtTD9NaSPYsWMHBsaOm1ht0LLlo9TzUlg4h3oSPPyaMbPfa9lxZstLV1BDf/SIywsHv/Huuw+VzHhg6pvzaWKQyY9d2VJx5/MUCuf5O8WkKx+bTMdNirqKZBdvwCWl8rNgG9NMlI35+fnUC5DIRoCB1ydNrTVo0aIP9by8+OJi6knw2CumL/6oxStFLW7+qMVvN4r2xxUtRhf/9PlhT/bs+e6SxR9sWN/nw9Ib3p6ygqZ7Kel7SYsWLS65RPybP5qCo/Nx5HJJ3xIdRF+lEGpM4EtSi5lzaWrI4iErhiQCMxcnSHCdGjOIvu44Z3AXbwpomzBpIdRGqKigYy/124hhTNLk5fXDv6287Nmzp6hohZqgoCtat+7N5UvzJhaLNvitvJuW540Zlzfw8Rdff21gr15zV65YvH3bwm1bR69cce27M9ZShsv7/S8UfwM/Rn28sL/4Pfa6dWPke/jII9XNH+MJOsiQirjz1FJuijFurOhb3Hv+RIlitgyjE7pU4qDT6e/OYrIVWEAWOZCIDhQ1QEpDbAyibOzXj0bpiiSvvTfrZ6++pJz8/utjnxs/fuqM6a9PmDB78SLYiPZRxdZ3V61cvGY1JRCuBB4dEm9op0v4phk2eqZJIm3x2hiaaJzCIXSpxEHVUXjWYrIPWEAWSUhBKSH1AkIipSlt1NAVSd55//1ni4vvGvXCj14eOWzWO2vXrsWEr7766oMli5WNaGvLymi2hsQxUD4k3NBGVZEh37SAjf4976zjyQqz0ZcYEgxdKnGQOhfKa3TOx2Qn2ORkkcSnn+9QgZR02PjcmJefHjmyoG/f4qlTlI3gnXfeGfXyy3PXrQ21MUwBYxdHbGhlo7RChuQ0YynXRnMdl9DFvZeSKFGeWBygE7pU4mCwI5djshHscLJIEnSvaWyEeMF2zjlFNEOiLmjp0qVDhgzp0adP/6FDPvjgg35PPTWo+CVt4/QpU/p061b82oR3y9cGbPQZYGxjY6eqrmdDk24OtEB4lLIIY0Xf4sZEygwm+oKNtFFfsDo9k4Vgh5NF1iAlORstURe0ZMmSyy+//Be/bvnnBx5YsGBhaemH+fffpy4UzCwpefLhh4teGT/mww8KHnsM6qqsVOIqwDApBTucLLIGKSm0EaASvvbaay1btrz4skufGjps8GsTJixcMHHO7BcmvnZ3r563P3D/71pf2ep3vzvjjDPOPPNMyml6lIQKp5QxTCqBBWSRNUhJrY0KOIlb1hYtWpx7wQVKPKzcs2fPyZMnl5SULFu2bM2aNTSVYXICWEAWWYOUdNioWL16NcSDmXTMMLkLLCCLrEFK+mxkmOYDLKDXQNkB3ZCSEhsZhiHP7IBuSEmHjfo1OgzTfCDP7IBuSIlLbfz66+PF074a9uqxBwccGPbKERzSgKT26LH+M7fTAcNkA+SZHdANKbGojUeP/r3Lk8crdtX99vcbf/DTT9H5w73/QFCNQsW/fLTt57sW9J6zTUUYJv6QZ3ZAN6TEojY+XPjl+b/f+ECvz269a9ubU/Y8P3rvt08rv+8JcX1bqw90XFI1fcfx+zZVn1I9u/+irZBTZTFMnCHP7IBuSEmVjXl5/aIazTB45Pm/X3zV1la/L7/wTzvv6XXwTzdueqDHdgRrDh7uUrZz55diDv69ans5hHx6SYVMykVKC8QrFFoX8015DkCe2QHdkJJCG6nnpcj7+nIFxJs8Y//CJYdPPWfXZddVPzdq19gJexCcUl41ZuchmoQ73i37YON5762iY8X24tbyVTaaglIaiSPKt6hLtLdRr6M+fRY4fpBndkA3pMTCxr6jjp3407UtL9pQOHJvxc66/Ht3fveHa//c5/D4tZWDd+xVcw4eq+uyrTLSxtzYjg2ojWxjXCHP7IBuSImFjVu3f9nuoS8XLTt8est1Z124ef+hujt6HKzZV4uniNfOK0dJfG7bl0rF08vmL6+soTRF6HakbV1QgLHWxcXySKPmmjWVso3CZXSpr1HByHTnpAhFzyne7ltUDYcG6z2XgxryT45Yk0k15Jkd0A0pqbWR3qvDIfieHZrqmiOokP990fYrb9+NDlRUcQj5yPKNZ3y4FO2uWRv9KgJz9wkMmRTu/lNRd4Iacbv+cdl1e3QmHQxPVyCQYI4zasbcc4UFI9dRF6WGPTOcrvpWZCSJNZnUQ57ZAd2QkpnamOB3HtXPFB//+ms6kBz+ovzI9v5Ht3Q6vGf+8eOeIYFvOyr0ZqVjgbkXVd/ElUHO0F0j5tqYKN05aT1zjMmq61tBB1XHxDPT++mHTC4IWZNJA+SZHdANKZmxMYpjR45U5J2685pOWsivdgy6/IKTf/C9FnOKT86/7sT3x/z678eOqCHCzsawEhLYl0ZUd42Y38bwdK8YkXOMye7MsKA7aqJnhtnomRy2JpMGyDM7oBtSYmQjVPzssSGwEa2q88OIoCr+T9lPrv/Dieec1aJbx5Pg5Bk/bFG7rbuaT9jYGNyGvgmKsI1rLO/aWG96yKFCB41R1fUtGxp00UHfpx+cHLomk3rIMzugG1JSaCPECzbfe3ZoDqwp397ivB3//gs0JSTkxA0qVJzx3MkXn3viub9o0avTiUsnnlxXdgrlKMgRl8AO9s+gsJpDqJh/pty4vqCz04PpnpNKEswxJqtupI2J1zEG5VFgMj9vzBDkmR3QDSmpsjEpDn9WDf3g4Zfj3jq25lMl5L4Fy/Z+0hH1EK3lz1rgNhVOor/4tZMpLd3wZmaSgDyzA7ohJR021vs6VYgH/b6aPlsd1n64FId735nzZfX7k4afhDa630nn/+rEd4vEE8iyWReraenCrDVUfhimXsgzO6AbUmJRG3FTittUdL6u2KkiOETw+PGvj68/v2y6kBAN96g75p3+1cHcfWUck0OQZ3ZAN6TEojYC3Kzuf27c5xfffLDw5X0DX6jdLy4O/P3Ykdpt3VEecYP69YYrWEUmWyDP7IBuSIlFbWSY3IM8swO6IYVtZJiUQJ7ZAd2Qkg4b7d+Jw34mw8Qc8swO6IaUXKiNhz/fveO8a/VTTYaJA+SZHdANKblQG+FhRd6p2086n4Vk4gN5Zgd0Q0qO1EbYyEIysYI8swO6ISXztTEv8FYdutGM+vhi4XJloxLS9ycgDJMRyDM7oBtSMl8bo6wrSvjXHhoUQxiobUSrfvZlGvOxvbi1+Voa36FJaQG/6oZpJOSZHdANKbGojdTzYmPj3pK5poe6HTtCf6zswd5Ghmk05Jkd0A0p2Vob4dvOtn/2Sagb7l1pnkkCG9E3X4jqDHn+HKJA/nkVpTg98dF5Owz39eRGnj4F08wgz+yAbkiJS22k9+pwSPCeHcB3d7rrl63R9CFaVZdHaKqJVk7jquX+6ZLoudYpnDtXN+70xJoqRKkqRMv512GaEeSZHdANKXGvjaEmm1Vxx7fOOra6HA0dHUSjqSY+N/Sh0MdFxDwzxXDALqeXKOLtM80M8swO6IaUuNTGIFG1Uf12UTWloor7hFRBDz439GHQGSOCrnsL6sadXqKIt880M8gzO6AbUuJeG4Po3y6iaRUVtaVL9BCFTHxuuIfiaZ6ufsXo6CHnFpVAXE0UHTngLhKW444yzQ7yzA7ohpRY1EaIF2xR79kBlG/7HuxPxwY1Hbonb6Ps042qtI2GjCiQGgpxgfjJjUx2FzGWo0kSfQqmmUGe2QHdkJL52tgAqro8At/29ymkYwMEMRT5K8c0Ay31XS7TzCDP7IBuSMl8bTSxnKmeOmobDxa67qE2ZvzlOEZpZBebL+SZHdANKVlZG8Ghrdsrf375P/YfVM8V1V0rnkbubPvn8F/9M0x6Ic/sgG5IycraqIB1u4eMgo07vnUWbDzwypR9cxfSGMNkGvLMDuiGlGytjQwTc8gzO6AbUthGhkkJ5Jkd0A0p6bAxFXeqSd3TMkz6Ic/sgG5IaUa1sba2doAEHQoxTMogz+yAbkhpLrWxqqqqY8eOd3fufFv79ujgkAYYJjWQZ3ZAN6Q0i9o4d+7cNm3aPDl0SPmuqqWflnd96CEcIkjDDJMCyDM7oBtSsqk25gXeqkM3mhFA3Z3CvbfbdthyR9fNlZWba2rg5LCRLyLId61JY7z+j0kMeWYHdENKNtXGKOuKIl5fru9OUQ83Dx1ZkXfqlguuU0KiTZ83N+qu1XxBm3hhjXkg++7rWHNya+LTjPq8bD5lnR45ubQgJ79uXsgzO6AbUrKsNlLPS6iN6u700b59UQnhHgojbBRCPvA4Dpeu/3ROybtRd63GLkLXfeV3rtqXBEl9CcImyy9os3gxPXlmB3RDSs7WRjg2avw4VQY3j56gVFRt0/xFH6z4eGbeD8b3fkLftVKaQm8jdAqKjQPaRKJgKlTZFCPq/TgKSt2+OKKZevNhVAYiI8ZS6v/YT+gTqUP/Fbk98+pszkK13j/qm2ZcgC+igjLgTddRY6aCJuQ45Jkd0A0p2Vcb6b06HKLeswOCzV+1cvP6jVuuyjdVREOdnFEyE52FeSeiQmKa30axoeUOkrdU2Dx04N9WiMhtJTaes7/cvrBCJujd56zkrhWImEsRzllCJ9Nc3RP5NMkzmuAsYaPuYqpHIyGRxOn6JCZR8dyCPLMDuiEld2qjz2QI9sGkKdtO+LUy8POLb1YdtNfzvv/6CT9T/eIzzw+zkTYWPb9xDmj7qWFCTjC3l9sP7Ep8pCyBCIVGKF0hZtBpE012ema67idKTDjqTnN6oRFKFYiQnuNO9hIVzy3IMzugG1KyrzYGiaqNK075rVJu1y9b/2P/wS/HTlYqoiTu+NZZ+m07nnnppaCNcsOUOt/1hZU4oC0k9p+KO9vK3F5uX/fCpinqi+DI/RaQaLLTM+fofqLEhKPukNNLFHHQkeCQIiqeW5BndkA3pORObfQBwbSKFKqre/Wadp/knYwgzFRyovW+486gjXLH4CmSWZWcHWTuNhU0t5fbN+epjiipeknxlh/BiLkUBnVfEDZZBURHn8LJcZdKeJYEo+40pxeMWKV7iYrnFuSZHdANKVlWGyFesIW+ZwcEK/9fP4Rs+v9eDt7t8xQi+q+T0cHh4Ds6hdgoN5neM9g/essBMSb0LAi8H4fZ1z1jWC6k0DvYE/GkU1ygZgfS/VfihiROLPoskqhRd5rTC0ZUl7IjPgV1rRJjrhnOQcgzO6AbUrKpNiYFBJtzgSiPdCyZXPicL4LDoQ90D7Mx+4GWub3f4w15Zgd0Q0o21cakgGClCxZuueA61MZjq8vVU8d9FTvwvBGj+/sU4hCt+II/zlwwP5dsNEoju5hJyDM7oBtScrk2TppZAiE/7Fyg3q3jq2nvL+vUbeLQZ4b27b/7mrt39Bn+xN/+BhUxLTdrI5NRyDM7oBtScrk2JgWlMUwTQZ7ZAd2QkrO1kWEyC3lmB3RDCtvIMCmBPLMDuiElHTZm5E5Vk4o1GaZeyDM7oBtSuDaGwO/ZwTQe8swO6IYUro1+1F9FdrjsCn7PDqYxkGd2QDekcG30oN+zY12/YQv/vzPv73Q3Dvk9O5gGQJ7ZAd2QwrWR0O/ZMWlmifiTSPleAWVnXT504CAEs++u1XjhWlOSomVzEfLMDuiGFK6NAs97dsg/UN5ywXWwEQ2dBO/Z4XnZZcZf/GKqklYbm8U7ayQLeWYHdEMK10b/e3agbXp9mlJRNdTJyHeaS4MA9mTCRgTE96HMfuKxhDyzA7ohhWujeNWO+54dlZX6HXR023rmZRiq5z07gH6Vtggmfp+Let7ewrOSWl73Ildr3ZoG5CJ6vnzdqlrNn+seB2foiDdLL2sSGmz2kGd2QDekcG0UNor37EBJXLFav1eA/ltk1TbNX4QJIe8SYOxevcdlUG9PHNC+JsfcUUe6QAQBeSw+ti6gEScStZqb5vbFKM0PyXXOL4acs/gjviz9JkEm5nkZB/LMDuiGlOZSG5WT5r8asnH9RlNF9Wcf2kbcrEba6G5EbFd5YAbRJ1cFIuyOOr3ISGmBfNcr2KD+FR9oJYGY4mSY2dQXU0gkQWgu9RyiIg7m31G6YE4w2Owhz+yAbkjh2ujYKH+IqlVE/B/7D+485QIVVO/7WJ+NzoEZDO5UNxKcr3uySKl6iJgoSdIrd6aDGQn0S6FS6KgJ4sIzY8iM+LJCF4lauXlDntkB3ZDSXGpjAnw2KhUV6Ktb1i1X5ddvo9jEQWfglXv3530XDKcXjIg08U4gsi9WcJZIsFp436nXIJArSi8d6lP5I74svlO1hjyzA7ohhWujY6N8z9WaDt0p6rDvwf711EZxB6dwtqRvdxpzxLZ2R51eMAK8GjndBKsZYxjwrOn4FMylIxoPiQAzGLDRGDRSGK6NDYNsrKzE88b9fQpVUL+bDiKI41lluI0MEwF5Zgd0QwrXRsfGmppNJXN2nNNGvdejeucONEQQxyjbyCQFeWYHdEMK10Zh46SZJTAN7YNJU5Zd1wn1EHen4p07ruv0waz31BAav2cHYw95Zgd0QwrXRmFjUlAawySEPLMDuiGFayPDpATyzA7ohhS2kWFSAnlmB3RDSjpsjPmdKsOkAvLMDuiGFK6NDJMSyDM7oBtSuDa6fP3115U7KpdL3nvv/WnTpqk+gkeOHKFJDGMHeWYHdEMK10aX3o/1HhXBoKcG4QtC8xjGAvLMDrW7uDa6tLutfb8+/Z4c8GSvnr3M1q9ff7T9+/fTvJSy3f/SMyZLIc/sgG5I4dro0rXrX0tKSjZs2LBz587q6urPP/98m2TLli2IR9ooXlbtYP9KTc9rTw0aayO/KUZcIM/sgG5I4droErQRnXpsFC+a1go2hQmNsJFewM02xgPyzA7ohhSujS4NtNG3+0XEeVsN0wxyJezvBnV1RcRM15qH5Ko5gVpsLstkFPLMDuiGFK6NLg2xUYviMccRwr0dRZRmICZ6rjbee1Y3nSaG55opJu6yTIYhz+yAbkhpLrVROWn+G6RBNhJCEOWkxwfHKBomxLie5pXRSHd6CXKDJBhi0gt5Zgd0Q0ru10Z7GmOjRLrn8cGw0SeJjtjYGJUbJMEQk17IMzugG1KaS220oSE2mj+4USYYPqCrZJTOOV3/O2h4dXTjupcgN0CCISa9kGd2QDekcG10UTZu3LgxmdooVHGQHsAHOnR+6KIw4kItUxu9BiJu3JiRINfAmOXYy2QO8swO6IYUro0uDbIxQIQqTHODPLMDuiGFa6NLAhvfeecdtpFJCvLMDuiGFK6NLolr4+HDh2kew1hAntkB3ZDCtdHl6NGjO3bsqKqqgod79uzZvXs3OmDfvn3Hjh2jSQxjB3lmB3RDCtdGhkkJ5Jkd0A0pbCPDpATyzA7ohpR02Jgtd6oM04SQZ3ZAN6TkQm1csHnP8soaOmCYeECe2QHdkJILtbFgwabzViyt+uIQHTNMDCDP7IBuSMnu2lh79Fj/RVtPqZ6NxkIysYI8swO6ISXztTEvr19UoxkR1Bw83G7x2ju2Vty3qZqELF/03obPabgJ4V/oM8lDntkB3ZCS+doYZV1R0QrqhfFhRTWKYfeKz3Z+WTdx+99/vmuBEvK0bfMihDRfxUl4FPO+eNsD28gkD3lmB3RDSixqI/W8JLARvl2+Zc3LFUcOOr+T77dln7JRCVm0vJIGgjRALbaRSR7yzA7ohpTsq43LK2ug4vJ9x+lYAi27bKs0hYz8Kauplug7b2mh427Q+VMIPST/2AIxfPSN6J77Nx3uDPMU7so008myXVAMUCA6YsSwiFgq4p07mJRBntkB3ZASl9rYysuePXtCbaw9eux3C/wqKpZU1+n7VbTz3ltFAz6cXU59fXuq427QcUQNibi7/eUM8bF1Ac11FlIg15linsJd2Vw6mQWdixKTnZn+iFiHQmKw2LgGJl2QZ3ZAN6TEvTb6TMY9auvNG+gggP5xjmrT14Q9gXQ2fmTfDTo9fBRVhva3gEbE/yYfXQyofwVCNIWTS6uFraw79NFuQadLREUcRF00R5m0QJ7ZAd2QEpfaGCS0No5fW3nN+go6CNC94jPTRkymARPsVL01Q/tu0OnJj6WeAiPrkSpfGBXVR7qDPknryaUst697umO9oELEo530zvUfMmmBPLMDuiEl7rXRBwQ7r/LjnV/SoY87tlakzkZ8hDF6OsQB8kgWL58y6Ki57mpm35xHIdsFRfkUI+5QMCJX0EHgxJn0QZ7ZAd2QEovaCPGC7ZxzimiGwZTyKmjWe/tuOjZ4Y9dX5vPG07bN21otPkM/7paN6LtBp+eJONvcUNNrKUwy7g7d3LCVzWH7BWUAuBJSwIkAM8g2ZgLyzA7ohpTM18Zkabd4LayDe7pCojN460FTRbTn10Te0DJMGiDP7IBuSMl8bUxAUV4eN2451sg/L9ANGz7WtdH3aXDjlgNtypQppKABdMOG59rIjVta2+jRo0tKSshCB+iGDc+1kRu3tLZnnnlm4sSJc+bMIREl0A0bnm3kxi2tbciQIWPGjJkxY8b8+fPJxWy8Ux1rcP/991MvwC13D+LGLbMN+3CQg28bI4KbVTx7nDt37pIlS9JtY4PxfRr4DN+34Oo/jw5t1/5ldIf8Th065qPjG+LGrWkb9iGUU/i2cYZtbMLaiE9ynaRnz56qE+TSzm8F25+6vd7u9g63tmt3yy23oIND3wRu3JqwYR/CN4VvG+dUbcTnWZ2Qlp3n+FrbXuNvuOGGOx8oaP/igh4vzWyffzcOEfRN48atqRr2IWRT+LZxrtVGfKp9+vSpjaBF58W6nXr/ohvve+Kaa665/28v3Ddp9Vkr5uS/tvrRN1fkP9gLQQxhgjk/W9uAio07Kq7yBbllrmEfwjSFbxvnYG3EZ0uTAuR1XqHa6T2Wtr2p3fU339bz5fc6Tiq/ZvaaU6pnn772w7tmlD06Y0PX4ePatGnT9ub2mKZTqP3tM8+rOqs/a+2bkJE29ovIK8EF13uROj3R5G2lMflks7xh1yjNgG8b52ZtpEkB1JfjssdKINvtXR7sOWnFFa+vuWXpmtIN+y9Yu8gU8uFXPrjuplswDZP111E0m80dq5bUBUdMbv2+/AbHNjZFwxdSaQZ827g51kY41qXPUCh32eTV/ZZtragR85/7uPJnOz746fRlP3vj47YT12H0salr77i3Gybrr6Nowf0qIl+UVmONL0rXytMo1m6jUXWostz08uLq2uK/qUW26b+vcHd8SCKdpSB81DfNuABfJDIdl6Sixkzd9Cm4Na7hq6s0A75t3BxrIwRD6Wv7+rpx5btoQHLHm5sunvsxyuPP3lreZVq5qpAhNtJ0wfb3y2VEe6Ua7FIR7G8pT+cVBWvrSseae1rbKBwQQwh6RgOJ7lmil3Wn4Rq0t95I4vQo5RIMcUumYdsozYBvG+dsbVSem/8C9eWAYA+MWXjLQrOQ1Y1c+1mn0k/HfvS5umX91WsrI230bUp/xGsXLS8gdWkypklJzHTdT5SYcNSdFlzfiFCqICI90BIMcUum4WuuNAO+bZyDtdHmTvX6kcvuXV1O0bq651ftem7pzv1ffY3+5PLduGU9beu866d+0gAbxVMs84YwcnJ9NkYmJhx1hxLaWH96oCUY4pZMwx5TmgHfNm6mzxuvfWnZFWXLlH7g5hllqqO4dZH4EesZcxb3fPnD5Gz0/2xTPCHUdbKYbjiDN5CqYy4VluiuHD3qTou20So90BIMcUumYYMpzYBvGzfT2og71Z+tXtD/k80qft0Mz13rnYvLlI31Pm8U7nm2O4UFvp/iOALgqZpA/GTFkRAOa/SO9yX6ZIgadaclsDE6XX8K3p/i0M9UJaQxt4Y2fA2VZsC3jZtpbYRmHSeV/2LVR5cv/LjHmg3nzvr4uY8rUSrR1A9XYWOrWR+H2JjSBi2DP8zkllsN+1BpBnzbuJnWRmj26IwNf53+6TnzF0O8Hy9eiHbJx0shJw7Rznl32YOT16fHRqqWAvpRJ7ccbniYlWbAt42bb22EjWi9pq+/+a11aNe9sfbC11df+LZ4PUD7yesQD/+ZKjdujWvYh0oz4NvGzbQ2JoX+OnLj1viGfag0A75t3BxrIzduGWzYh0oz4NvGzctGhokDSjPg28bN606VYeKA0gz4tnH21UbINmDAAN+nwY1bDrQsq41VVVUdO3a8u3Nn36fBjVsOtGyqjbjENm3aPDl0SPnmzb5Pgxu3HGgZsDEvr19UoxkB1N0pVJw0s2TT/EXbTvi179Pgxi0HWmZspJ6Xooj/m7++O136afmmFauhYkXeqb5Pgxu3HGhxt9G9O91VtbmycuuZl0FF1WZf+sdXx78ycty4wYVPd7nnHhjbv3//sQYD7rkF3DNAHT3ToyOOOvZ4Rh0mJJm5dBrLyUGSOheTE8C6KGJtI1QcNX7c5poas0FF1flw5crpc+a8PmPG2ElvPNSz5+233/6+yYj7rwb3jxD9iX3bod+u70Snq5ABZ2a7++/HiPrXQU2ITuk7UXc8s3Ba45Tu6UPnEOZUhYo452pHA+36jnDmRKYwMQbKJSADNrbysmfPnigb569aqT1UTdg4dKRqSwYMn9t30LsLF06YOgU1Zp2HOYNvvvTSSx98xey98iA6Nw+eg2G3K3sEAmq2muSZF0hB1+m8ok/h4C7jnN69DE1S56LZRhe90BQmxsC3xMSlNvp+5xFqo1ZRtbU/PXvp+vUz5s294YYbqr2sHNG2ZcuW3aY7H6urp3dDx4MbbTtipZnmHNaT4nSmyySFmKBTnSEE1cIKmmN/LpkQ7HYLTWFiDGSrl5jeqZKNlZWb5i8KbSiV5VVVc5cuueaaa2p9bCy6qkWLq4qKHmrRosVDsxGYLXqqa6CiVxVtVIcySx/Wk2LkqjyFypaDV10lwrSAf479ufzXT92HQlOYGAPTbIivjbBu2wm/3nJVfmjDBEzDZEozKC3Ik7QuVn/uro6dI8IX3F7c2jxMnBIY9WSrUVDgvksjcOfYn0uuENINTWFijNLMEuiGlBTaCPGC7ZxzimiGgbJRqYgauOWBx+lmNdCibAzZ3ypCyIHAHD2FYglSnE6xOcV1L9xNgTPH9lxRNoamMDGGPLMDuiElVTYmhbJxyx1doaJqm9dv9HmoWqSNmcVX+hgmtjbW+zpVZePm3kOViqiQPgl1i6eNLCMThDyzA7ohJS61cdLMktIFC+fece+cC9p8MGkKrAttmBbH2sgwAcgzO6AbUuJSG5OC0hgmxpBndkA3pMSiNjJM7kGe2QHdkMI2MkxKIM/sgG5ISYeN9n9tnOzfJTNMbCHP7IBuSMmF2nj48907zru2dr/4fBgmJpBndkA3pORCbYSHFXmnbj/pfBaSiQ/kmR3QDSk5UhvVLypZSCY+kGd2QDekZL425gXeqkM3mlEfXyxcrmxUQh7/mv4XcQyTQcgzO6AbUjJfG6OsKwp7fXkQFEMYqG1Eq372ZRrzsb24tfl6Gd+hSWkBv7KGaSTkmR3QDSmxqI3U82Jj496SuaaHuh07Evbex/Y2MkyjIc/sgG5IydbaCN92tv2zT0LdcO9K80wS2Ii+/MsIKonOkOevJgpKjRSnJz4WFKhk5881PHn6FEwzgzyzA7ohJS61kd6rwyHqPTsUvrvTXb9sjaYP0aq6PEJTTbRyGlctMgkaiZ5rncK5c3XjTk+sqUKUqkK0nH8dphlBntkB3ZAS99oYarJZFXd866xjq8vR0NFBNJpq4nNDHwp9XETMM1MMB+xyeoki3j7TzCDP7IBuSIlLbQwSVRvVbxdVUyqquE9IFfTgc0MfBp0xIui6t6Bu3Oklinj7TDODPLMDuiEl7rUxiP7tIppWUVFbukQPUcjE54Z7KJ7m6epXjI4ecm5RCcTVRNGRA+4iYTnuKNPsIM/sgG5IiUVthHjBFvqeHQrl274H+9OxQU2H7snbKPt0oyptoyEjCqSGQlwgfnIjk91FjOVokkSfgmlmkGd2QDekZL42NoCqLo/At/19CunYAEEMRf7KMc1AS32XyzQzyDM7oBtSMl8bTSxnqqeO2saDha57qI0ZfzmOURrZxeYLeWYHdENKVtZGcGjr9sqfX/6P/QfVc0V114qnkTvb/jn8V/8Mk17IMzugG1KysjYqYN3uIaNg445vnQUbD7wyZd/chTTGMJmGPLMDuiElW2sjw8Qc8swO6IYUtpFhUgJ5Zgd0Q0o6bEzFnWpS97QMk37IMzugG1KaUW2sra295dZbb7zxRnQoxDApgzyzA7ohpbnUxqqqqtvatWt/++033XwzOjikAYZJDeSZHdANKc2iNs6ZM6dNmzYDhgz5dFfV0k/LH+zeHYcI0jDDpADyzA7ohpRsqo15gbfq0I1mBMBNad++feHepJJ31P/JY+rwEXBy+AvPI4ihVN21Gq+TY5on5Jkd0A0p2VQbo6wrinh9OW5H77jjjk6dO8+cNv2tnn3fuq8H2sy8H0z6w/WfbNgwY95c3LJiQshdq8+lBGoZLxH3kKyNUev4KS1Ialkmc5BndkA3pGRZbaSel1Ab9d1pycCnF+adWOH8bYdqxZdcjTqJu9auBQ+F3LXa2xhFA1LqA0uKF9uxjVkCeWYHdENKztZGOPbs6KIlHy0akXfCE//+o4dbXjStaMz4R/rOPOXcmb+4FLVR3bjirvWRPn0wmdIUCWwkJxwrnCHzzzbEq1N1ihxw/i5EvWeHfPFqxDrGQNirXN1pTNwhz+yAbkjJvtpI79XhEPWeHRBs/qqVrwwY9GreyaPyTlz40SKl3+xRY6DiYxde2TPvhId/eREimBZiIwnh4KpCisAyxzFTD+eOU8XFOo5Soq+nRq9Dx2B7cYG5skRPY2IPeWYHdENK7tRGn8nKxpfu6zE179Qn8r6vVNRtxB+uR7zwt63RD7fR3PT6EB2yUyBinpliWKskZzoqAnNmgnXUkLumF3MRJt6QZ3ZAN6RkX20MkrA2DoZ1aBOGjzBtfOH6jg200SeDEUHXtU/GSxHR883chOsIxFphTgYTmbhCntkB3ZCSO7XRh7Jx5rS3cUc64OxLJz83qs+pv9A2Djrp17iDffzsS5KzUT4L1NWvnvfskIdu2LNmonXc6mouqAgNMrGEPLMDuiEly2ojxAu20PfsUDYq9xa/P3fmKed+knfypN+2fuu+HgMuvLL3f/302f99ylRZMJOxUfbl7SUQ2tCQEQUYcFPkkCciMTKMdQJxA2PEP8TEEPLMDuiGlGyqjUlh2ih+cpN3svkbjoV5J07ucJ8aDbGRYRoNeWYHdENKNtXGpDBtRJsz4Y3R//bD8Y+I1wBMGTB4ifMjVjS2kUkF5Jkd0A0puVwbJ80sgWm6TXv9TfNQN0xjG5kmhzyzA7ohJZdrY1JQGsM0EeSZHdANKTlbGxkms5BndkA3pLCNDJMSyDM7oBtS0mFjRu5UNalYk2HqhTyzA7ohhWtjCPyeHUzjIc/sgG5I4drop4rfs4NpCsgzO6AbUrg2euD37GCaCvLMDuiGFK6NRPA9O9DS8Z4dUfheScdkG+SZHdANKVwbBbgdVe/ZgXqoVdQt+j07/Mb4XjoeTmLN9BJNbCO/hUe6Ic/sgG5I4drouTv1eahb1Ht2eJWxktFWs6azESuJV5qzjemFPLMDuiGFa6N41c6zo4t8+vnb+o2fjp9Uz3t2mDKSAY4DYpp6G47WrX1/oxEyM6Kje+KjWs38aw7xV1oEzTdwF2HSBHlmB3RDCtdG5/Xlr0/bPOTFyHZf7y1/7IhpfhuNbQ4bHDUQpC4FEdCKeMQIm6lGgx3dw0daTZ9ThGghd75BaJBJJeSZHdANKc2lNionzX81ykbIBuX8Eprt9WlhNup97pWRipRAjJoy+Po0S+CZGezoXqKIt68JDTKphDyzA7ohhWujYeOoCZvmL4pqm1esDrWRNrohY8jWj7IlwcxgR/cSRbx9TWiQSSXkmR3QDSnNpTYmgGx8bDCEjGpbf9sW/4bbKHc6ng1qGWWddO8bPW+0ISOGGNEzzY6aIjoy5K6ge1iHQsaoQWiQSSXkmR3QDSlcG53njb4f23gbamO0jVITU0YgQwox4JHBGVMZUTONFKEsED+5kSF3KDhJ4sQUxhl8V8mkEPLMDuiGFK6Nja+NMQNasnMxgDyzA7ohhWtjo583xgOjNLKLsYA8swO6IYVro7Bx0sySZcNHLpwzD74laPyeHYw95Jkd0A0pXBuFjUlBaQyTEPLMDuiGFK6NDJMSyDM7oBtS2EaGSQnkmR3QDSnpsDHmd6oMkwrIMzugG1K4NoZQW1vbrn17ficOpjGQZ3ZAN6RwbfRTU1Nz++23Q8Wbbr4ZHX4nDqZhkGd2QDekcG30sGTJkjZt2jz+RP/tu3ev27K5e88eOKz3nTjoFTHGq9MYhjyzA7ohhWsj8fXXXxc+8wzcmzRj+mf7v1ANTj4/ejSC/fr3T+6u1XjJWhOTupWZJoU8swO6IYVrowB3px06dLitXbsVZWVaRd3mfvQRhjAh5K7V54Y+jJGN/B4cmYE8swO6IYVro+fu1OehbpF3rfG2EXPFS+XYxkxAntkB3ZDCtVG8FufZUaN8+gUbXB08fDgmU5oikY3Om2WYNpAfTsydpl5carza1ElyQ2pK6Mq+ZU3E/ECQST3kmR3QDSlcG4WNoTeoVdsqKh4fhrazbL2KYFoSNpo+URdRekk3YqJnTpMHNKzXcXFWCVk5sKxJyFJMOiDP7IBuSGkutVE5af6rCbWxctlK8/+FjEMEk7PRjTuOIKgqmIQ80tOi+sgmZCi4cnBZE898Jn2QZ3ZAN6Tkfm2sFwi2csrb8M1s2y683rRx2xW3N42NPjHMSGgfHap2Tsicpm10IwESjzIpgzyzA7ohpbnUxgRAsA3n/Gnb/73JbBX/+lOPjb9pE25jQA46MMNuFD1yCxP879BhzHPjZidYGykjsKyJ5xRM+iDP7IBuSOHaGH6nWvHkiIp/Pp1sROfJEQiG2ag8cSAnvEE36omLqE8VoZWDE6eY+TYcMiBxVvYt62DONeNMGiDP7IBuSOHaGPlTnIqu/cjGrv1UJNzGVAAF2Z4shzyzA7ohhWtjpI3BlmobjdLILmY95Jkd0A0pXBtjZCOTS5BndkA3pHBtFDYmBaUxTELIMzugG1K4NjJMSiDP7IBuSGEbGSYlkGd2QDekpMPGmN+pMkwqIM/sgG5IyYXauGDznuWVNXTAMPGAPLMDuiElF2pjwYJN561YWvXFITpmmBhAntkB3ZCS3bWx9uix/ou2nlI9G42FZGIFeWYHdENK5mtjXl6/qEYzIqg5eLjd4rV3bK24b1M1CVm+6L0Nn9NwE+J7/RrDWECe2QHdkJL52hhlXVHRCuqF8WFFNYph94rPdn5ZN3H733++a4ES8rRt8yKE9Ly+U+FRrNR9zbYftpFJHvLMDuiGlFjURup5SWAjfLt8y5qXK44cPEaRflv2KRuVkEXLK2kgSAPUYhuZ5CHP7IBuSMm+2ri8sgYqLt93nI4l0LLLtkpTyMifsppqib7zRhg67gadl4vqIflCUsT0i7rdxZye+1pTd4Z5Cndlmulk2S4oBigQHTFiWEQs5VwDDTMphzyzA7ohJS61sZWXPXv2hNpYe/TY7xb4VVQsqa7T96to5723igZ8OLuc+vr2VMfdoOOIGhJxd/vLGeJj6wKa6yykQK4zxTyFu7K5dDILOhclJjsz/RGxDoXEYLFxDUy6IM/sgG5IiXtt9JmMe9TWmzfQQQD94xzVpq8JewLpbPzIvht0evgoqgztbwGNlBbIgocB9a9AiKZwcmm1sJV1hz7aLeh0iaiIg6iL5iiTFsgzO6AbUuJSG4OE1sbxayuvWV9BBwG6V3xm2ojJNGCCnaq3ZmjfDTo9+bHUU2BkPVLlC6Oi+kh30CdpPbmU5fZ1T3esF1SIeLST3rn+QyYtkGd2QDekxL02+oBg51V+vPNLOvRxx9aK1NmIjzBGT4c4QB7J4uVTBh01113N7JvzKGS7oCifYsQdCkbkCjoInDiTPsgzO6AbUmJRGyFesJ1zThHNMJhSXgXNem/fTccGb+z6ynzeeNq2eVurxWfox92yEX036PQ8EWebG2p6LYVJxt2hmxu2sjlsv6AMAFdCCjgRYAbZxkxAntkB3ZCS+dqYLO0Wr4V1cE9XSHQGbz1oqoj2/JrIG1qGSQPkmR3QDSmZr43JgorXfvVq+HbJNvFCnDs3VuHe1fQQ7a5ZG2k2w2QI8swO6IaU7KuNoPbosYGrtuBe1Cch2hkfLuWqyMQB8swO6IaU7KuNGvHiuAXLoZ9qN89dh2eVEJWGGSajkGd2QDekZGVtZJj4Q57ZAd2QwjYyTEogz+yAbkhJh42puFNN0d0vwzQV5Jkd0A0pzag21tbWDpAk9/8MZ5gGQZ7ZAd2Q0lxqY1VVVceOHe/u3Pm29u3RCfl/hjNMk0Ke2QHdkNIsauPcuXPbtGnz5NAh5buqln5a3vWhh3CIIA0zTAogz+yAbkjJptqYF3irDt1oRgB1dwr3Js0s2VxTg1ayohpODhv5IoK5fNdqvOSOyQjkmR3QDSnZVBujrCuK+LtkfXf67qKycct3PrdsB9qPl3/UdfH6sl17ps+bG3XXWqr/YFC9TNQ8cF8JGm+SstF8XWwk/j+4ZBJDntkB3ZCSZbWRel5CbdR3p+M/3nx62Ye+l+x0m7cZdTLqrtXYyfLF18ZB1mzIJr1W+VXw/gEXUx/kmR3QDSk5Wxvh2Kjx41Zu3fPTWcvPmLGk+/StH6zcM3lh9e8//vj6latRG9WNK+5aYSwmU5pCb2V03L+AcDc4/V0FUKVSjDhvdeH2xRHNlHm6sroLOT3/gmKAAtERI+ZeoHkZMiiXFhnmqC+XJuuQcQqNXpCxgzyzA7ohJftqI71Xh0PUe3ZAsPmrVpYsrz7tvXmnz/gQWir93in7DCp2f3PrT0cv//NrokJimt9GLY68O8M+pAP/JkVE7lCxjZ2t6vaFB87GFxFnP4uPTf92G+i5p1Yn8bx7iGfUl6u+4YScwkAtSAdM/ZBndkA3pORObfQ5r2x8bv6OUz6cfcYrS5SKunV9dz3id75Tjn6YjbS/SRbnQG9s0SfkBHOnun3dczr0MTVvt4ERRPQEGtVXrM/u9GWWgv52UgXNU5iY6YwF5Jkd0A0p2VcbgySojW8u2QXr0FAkTRsfm705sY1y75U6sggrcUC7UexaFXd2qLlT3b7u6Y4UWimOWNO+3QYwI7LvefeQwKib6xsKddKXwtQHeWYHdENK7tRGH8rGxeV7cEfa6a0NsPG2N8R9qWp/mLwKNvYp2RZlo9x8uJ9UpcW7Q/W+FGHZM3eq2zfnUQgmpurtNtBxh9w+JlHMHPXlOneqgVMYhAaZaMgzO6AbUrKsNkK8YAt9zw5lo3Jv0Rbxw5vTts27c1H5c8t2dH976xkzlpwxZ0nJClEww22U+1VvP2xF865PmoRhdYfn3aluX/eMYVcOsxu2oAwA1xAKGNfhCxrnMfpyEobNUWDmKhvNiD6FxBjxDzFRkGd2QDekZFNtTArTxnfKPvP9afLpZR8+tVQUxmgbGaZRkGd2QDekZFNtTArTRrS55dWt3ls1eWE1auObH+/SP2JFYxuZVECe2QHdkJLLtXHSzBKYptu0eSvMQ90wjW1kmhzyzA7ohpRcro1JQWkM00SQZ3ZAN6TkbG1kmMxCntkB3ZDCNjJMSiDP7IBuSEmHjRm5U9Vk9uxMs4U8swO6IYVrYwj8nh1M4yHP7IBuSOHa6Ef9VWSXe+65rV07fs8OpsGQZ3ZAN6RwbfSg/ipySGHhjt27y7ZuKejZE4f8nh1MAyDP7IBuSOHaSOj37CiZM+fz/ftVg5MvvlyMYAbuWn0vZGOyDfLMDuiGFK6NAn13inqoVdRt3qKPIu5a/caYLz2NJLFmeokmttH/l5RMqiHP7IBuSOHa6Lk79XmoW9Rdq1cZKxltNWs6G7GSeLk325heyDM7oBtSuDaKV+2Mf+N1n36+tmHvnjcq1sNYTKY0hemMKSMZ4Dggpql3wWjd2veHEiEzIzq6Jz6q1cw/qaC/AxHQfAN3ESZNkGd2QDekcG0UNq4sL3v7s4qiqg1Rre+OtXduXY5pfhuNbQ4bHDUQpC4FEdCKeMQIm6lGgx3dw0daTZ9ThGghd75BaJBJJeSZHdANKc2lNionzX81ykbIBuV8EpoNuobZqPe5V0YqUgIxasrg69MsgWdmsKN7iSLeviY0yKQS8swO6IaU3K+N9aJtfG3X5sW7d0W11TWfh9pIG92QMWTrR9mSYGawo3uJIt6+JjTIpBLyzA7ohpTmUhsToGwcXlkOIaPaDZsX499wG+VOx7NBLaOsk+59Y9R7ZEiiZ5odNUV0ZMhdQfewDoWMUYPQIJNKyDM7oBtSuDaSjb4f2/gaamO0jVITU0YgQwox4JHBGVMZUTONFKEsCHnjj+AkiRNTGGfwXSWTQsgzO6AbUrg2Nr42xgxoyc7FAPLMDuiGFK6NjX7eGA+M0sguxgLyzA7ohhSujcLGkjlzBi+eN3vNKviWoGFaFtRGJh6QZ3ZAN6RwbRQ2JgWlMUxCyDM7oBtSuDYyTEogz+yAbkhhGxkmJZBndkA3pKTDxpjfqTJMKiDP7IBuSIldbTx65MDGlcXLZnZaNOHksuknH9twzeGdxUcO76ZhhskSyDM7oBtSYlQbjx//umrjlOv/cOIPvtdCNfTryk6ZNPwkdDYsHYIJNJVhYg95Zgd0Q0pcaiNMO7rlbu2hag/efuK7o05S/TN/2OLtVzqxkEy2QJ7ZAd2Qkiob8/L6RTWa4QW3oyiD2kPVKueefO4vPJEda4ZSQiNRvyz3voIsTdR7av2L/Pj8Gj+DX66shTyzA7ohJYU2Us9LUdj/a1E8LSw7Be3xv3huU0f3p8Ko27CCk3zPIdU+oX3r2TSeET8Z3F7mqWUflyg+Bi9bvcA0Dg5k8MuVtZBndkA3pMTCRhRGPDksm34yhMy/joREVfQVRhUUVdTA3LFqz3i2coSMmdxeiU9tfj5sYzZDntkB3ZASCxv3ru2kZEPpg5C/byWeMapqiQ6eMeLZI4bQFk0QP2WlNIVrnejJN7qQu0ZuIHNXK0hPR1xCzUsQlGluN3RmICyTzJMbuUgJWdkz2UScIWR+467EE4jIVGEVRD80Jfx0nuVpasTV5iTkmR3QDSmptbGVlz179oTaqH9Ug6Zq44Glok6ioYND3LVCS9iIZ5Ii7kE+wuJxFR3xv9WXu0FuBflo63HaHm7Q7Lo7OzQo95f1TNqH6KqezHbQue78QKpc2dP3TAqctGFX4iIT1IkSLKivRBBI8Z4uMG6s6Fs8RyHP7IBuSMlMbfT9zgOaaRtVI+vKTkHHN4TySGkO8nFVGuJxFhsCHyjofdTd7a2ivm2RICjzE880JvodUMghI9dIcLvuJXr7nklGV69mBI2JCa/ESSHUicIWDAYJ3zTjdJ5pktB19JXkHuSZHdANKZmx0ccHb9Gdqm64WcXTSDR0fEPjn/G/bltuAfkmavphVu/MJh9q81F3t3fotkgQ9C0VNtOY6G5K90DiObWR4HbdS/T2PZOMrl4t+Svxp6oThS2og8VhKe4043RG0MBZx5uVm5BndkA3pMTCxsM7i/HkUMmGzqThJ+mf5aDj+8lqzRbPT3EEepeZO4IedHPbqBFjL/i2ReOCxuruptS4ozo3dGVjFU8fhM4PC1peibuISlUnCltQB5WNvpTw0xnruIQunqOQZ3ZAN6Sk0EaIF2znnFNEMwyOHN6tXnCjnhniXlT/NBU2okJqFXEY9io59cg6Dz1tCXcjUEBCD3/otgjfK2a2wHqmGFajhDq3mxu2sorJlfVcJ9DUVxIyK2JBHQxNCV/IySKMFX2L5yjkmR3QDSmpsjFZDn82RT1R9FVClEoEVeV88PYTv9reRL/9Ty3x2WlpvpKcVywJyDM7oBtS0mGjzetU1Svjgj+zQYONqJawFBPi/co4tRcVTn3IDGm+kvh84jGCPLMDuiElLrURwDRUSNyy6ueQaKo2oqEq8otUmSyCPLMDuiElLrVRc/TIgZotxROL7lK/7v/grU78F1VMNkKe2QHdkBKj2sgwuQR5Zgd0QwrbyDApgTyzA7ohJR022t+pJnVPyzBxhjyzA7ohJetro/o/hI8YMeL48eMUYpgYQJ7ZAd2Qkt21Uf0fwu/u3LlNmzbdunU7dOgQDTBMpiHP7IBuSMni2qj+D+FPDh1Svqtq/qqVt7Vvj8O1a9fSMMNkFPLMDuiGlKysjeruFO6Nf2PMzp3TqitHom3dMvGRx7qJ4PjxTXbXut38f0ulnoSnc15+xq90yQ7IMzugG1Kyrzaqu1NUwmXz7hn26C9/IN8QoE7+JeQn77ScMPLmqLvWUuP/3SRePGIeRO3wzNlIXTdiXGUTX1VpQTo/x2YDeWYHdENKltXGJUuWQLZH+/at/LTvogn0Mjplo/rbqwdvP3Hx/IGhd63ere6+hCvR3m7ifV8fCU5nDjXdVWElfjVbiiDP7IBuSMmy2gjHRo0ft3X3RvVyOfUausf/Iv74Q5mJtr205frKT2AsJlOaQm9idAqKjQNnM9LeBGYVEn846cbCI2oBpxecIzBezOnOp4B/Kf+a7szWxaWeLP9M9dF39uCpDdwVmKaEPLMDuiEly2ojBJu/amVNxZCy6Sfj1lT9sRVqI7REUy+mQ/yzygmY5rdR3+zJWzNsQjqgPYuOu69dPSjoTAuNuHmyF5wjQ6rnzteDCBXIiB7SHd1zI1F9Y6bn7OLYf2qT0CDTaMgzO6AbUuJYG5WT5r8aZeOhzflKQriHf6EfGmwc3Z/eeG7/lgfDbKTtSc+TnAPaquam1H036PQaGzH66PiKlTlEcafnRqL6wZmyh1IamqgJDTKNhjyzA7ohJV61sV6UjRsWddT3pXi6qH6Eo+5a0fDUEbqG2uhsT+WfsNLdq+am1H036PQaG/H2AQ61k3rIneP0zKzwfnCm7LGNGYI8swO6ISWOtTEBykaUvuvl/64D/8JGNFRI9PGvClZXjgy1Ue48PKvS921mbUKVdHdxoGA6vdCImi06EXOMxc2YeyEqYnYi1wz06zl72KlNQoNMoyHP7IBuSMnK2rhz5zTUQ/W+cvhXVUX01VuVvzvqpIrq1eE2Civ03pQbmLSTyGOJE3R3qtMLRtSiQPzsJHKOM0miYhikY+d8wekhawInU6bVf/bgqR2chQTGF4JpAsgzO6AbUrKyNm6uqcG9qLpBVfUQDVricNGEk/dt640JETbGALiRqY2fwVM3P8gzO6AbUrKyNkK2rXsqD29sCwOVjSiPkBMNN7EYiqGNRn1KtxAZPHVzhjyzA7ohJVtro2q4ZUWR3PLhJbXrL4WHONRD8a2NTPOAPLMDuiEl+2pjUlAaw6Qd8swO6IaULKuNDJMtkGd2QDeksI0MkxLIMzugG1LSYWMT3qkyTLZAntkB3ZASu9q4/+DRl9463PuFY32K6jo8Vtf5yeODXv7q8z1HaJhhsgTyzA7ohpQY1cavvz7+1pzDkHD/obr9B+rGvnG0z9N1FTuOYmjs23UPDT+CCWomw8Qf8swO6IaUuNRGmHZ776OrN9Dh6rK60oWH+gw7unqtsBFA0Z7PHmUhmWyBPLMDuiElLrURVVGrCGBjn0E1Dz5+dFoJ/Qk/qmVFlaiQ6rCxqN+Ie18mlibsTx06M4NXziQDeWYHdENKLGojnitec3/d2ImHCkcfhYcUPFBXupj6olQurkOp7FBw6JMNhykqUZuTXmPi2ameET8Z3NNRp5ZxXK74qEZDZ2bwyplkIIusQUosauOzEw7jRhQqXtPxEJ4uUhQbz7Fx2nt1YmjiIdy4jpj4FUUl6nXP5u4lA9VA1EvBMrin7U/NNmYzZJE1SIlFbRzwkjBQ3J0OEcop66BiYbEQEofTZh0tHCX+xbQez3ifOrrWiZ78X4zLrSp3rdq0IX+poPa0Rs1LEJRpbjd0ZiAsk8yTG7kihYZE1/4sOt0+JRCWSUxqIYusQUosamOfwP/vuM/TQkLIiaZ+rKoJTJY7zdnRBaXqX7XT5WbU47T73aDZdbdyaFDuX+uZpBm6qiezHZxc4/+hb+YGFoy6yGRTRM+9MCbVkEXWICV9tVE5af6rCdqIW9PCF2sefEzUyYpKCiqCk+VmUxpiG4oN5+xV71Y0dVTR0F0buZXrmWlM9NuokENOgoJCSZzFDVqnGBPZxvRBFlmDlFjURnWnWvrRUTxp3L//qKqKQkh9p1oitMQETOv9wjGZ5CK3mHybNL0L5Q2rf6dmwkb3QGKcWl6hWgIYyW6XZkZcpHWKMZFtTB9kkTVISV9tTMCrJYcrqurwtBASdnjgEIRUcfOnOB26itHSxeKVOhTV6P1u7ji90+VmlH01YmxV765tZNBYPWTTu6M611jE/iyh6YlTEl8YkyLIImuQEovaeKT27w8OoV8wFo6iXzBCRVNLNPFD13uPhr1KTm08teH0lqMjNyChjWi9lb3ZAuuZYliNEurcbq4zX8StzxJMd4hMCbswJtWQRdYgJRa1Ebz6tvjtP54iqt837j9QJ540vmG8FudAXely8SIBdRhvDBHiRWwvLAchi6xBSixqo8L3yrgHH6mBjfq1OBhqshfipAq11xWxqj+xvbBchiyyBilxqY0KPIHsU1RXsUtUwsJi8XQR1RKHCGKIJjFMNkAWWYOUGNVGBZ5Dlsw/PGTckZ7Djo588wg6C1ceRpCGGSZLIIusQUq8aiPD5AxkkTVIYRsZJiWQRdYgJR02JnWnyjC5AVlkDVJiXRsPV2746r0XjkwdgHZ4wYQj+/fQAMPEHrLIGqTEtzZCv7qnzq6benbde7K9dnbdE2cfXlFCwwwTb8gia5AS09p4uGx+3bCz65acXbfCaPOEkF/t9r6KnGFiCVlkDVJiWhuPD21dt8CrompTzz76ajeaxDQY9XIAfiFAKiGLrEFKHGujeH6IwujzULfHz6Z5GvOlJmqPqRdm8m6LIm02+l9Lm4JX5anPJX6v9iOLrEFKHGujsPHZgIS6+WwMfTDYxsSk2cZm+UCQRdYgJRa1sfbo33fvP4J24PBR9Kt2HxTK+Z40qvbe2cdG3kFpkrCH2/MNWQzR5hN/AqmmmjNIZJqj/uxQTCt15ngWD6wtML4jGF3PVP3twoxSvu/y1KHGOUlkov+8DT1Fgk8t4kvnWVzjpArUbDMCIubXf9mBVPH50hwxmty1pRiyyBqkxKI2Pjz9yCn961T77dPH8e/kPn3qXgqoCD+HnT1uWDGlKbxfbvpq+zaBOQdBeSgHjXnug0qPqduV4wHcVSjXa4VKVXq4+JNkV+UoEFCHxojec+GJ3vMmmqlAQB0aI2q+g38Jwkk0RvxLqK77WdPXUmNcq2++u5zRVcMKBNzZtK5O1KPhKxhd99pSDFkkyc/Pp55DMIKU9NVG5aT5r8a0UbWz+h0qf/zWuhfPdn+W855QEUGMBlBfZwd8vX0WGQ+JPlKPijvRiIZ3HVSIUGuGJZj7UOd7ciViSEXDrlavlihRrm41M+wUwUUIc9RJ9EyQ+BY3FpP4HghF2Px6V9Z5cvEQG9X7DJn4VjDS0wFZJIF7pn6+QwVSYlEbixce1h7ePfGo6rQr+mLpyMEHH7+47gnxXBGdwj5FagKlBdFf+pTZaKwku2rNiARTyMBEA2NR36GenyjRe95EM8NOoROMmOyao06iM1ceaPyZxoQkbUx82cacSBsTrBB+ipRBFkmUfsDXN0FK+mpjAoJ3qma7oN8ulEp9iAmUFkR+vcVXPqGN7jRznvFYhXcl/iG1por6lyE812LMdPEFQ1erL9F+pu9QJ7orqK6aHJ3oYgSNRSTWNta7MjAWU11vYn0rqK57bSmGLHIgBR0oaoCUWNTG4J1q4maivsQa/VjouIgEHid6MCX08BiPVXhXYWYCWtMXFQn6AgTGAt4BY5v4Lt0YoexgYth5w2eGnsKBwqGfmi8RJFxcdd1P13+BcihqfsKVJWGXaM5JuILquteWYsgiAxIxTEWAlFjUxqGzv1Kaoe5pM9HXdRJ3p7qPCZTGNF/SbFZDIIu8RKkIkJJ9tTHRnSqT45i1z62Y8YQssgYpsaiNjblTZZh4QhZZg5RY1MbynYfnllFbtsXtmH3VQcNkSmOYGEMWWYOUWNRGhsk9yCJrkMI2MkxKIIusQQrbyDBNDymUDMiyspGOk4H+B8oME0tom8YJtpFpptA2jRNsI9NMoW0aJ9hGpplC2zRONNZG9aI7QMcG9EkzTCyhbdpQaN9Hv8ytATTKRrqciAuiT5phYglt00ZAu7/phGy4jXQh0ZdCnzTDxBLapo2DHGgiIRtoI11CwougT5phYglt00ZDJjSFkFwbmWYKbdPGQQ5ktjYq6EIiLoU+aYaJJbRNGwHt/iZSEYTY2LZtW+rWZyOgywm7IPqkGSaW0DZtKLTvm05F0FgbE0CfNMPEEtqmcYJtZJoptE3jBNvINFNom8YJtpFpptA2jRMptJFhmKSwtZFhmDTgt/Fw7XHqOjZy48Ytbc1jIwSlrrSRYZg0Q/odOPD/A2APSqav1vt1AAAAAElFTkSuQmCC)
Gehen Sie in die Registerkarte Allgemein und treffen Sie in der Zeile Erzeuger die Auswahl Wohnungsstation zur Trinkwassererwärmung.
![Auswahl Wohnungsstationen](/sites/default/files/inline-images/3_Auswahl%20Wohnungstationen.png)
In der Registerkarte Wohnungsstationen wird zunächst der Verteilkreis der Heizung ausgewählt, über den die Wohnungsstation betrieben wird. Anschließend kann die Rücklauftemperaturregelung gemäß Planungsdaten ausgewählt werden. Nähere Informationen zur Rücklauftemperaturregelung finden Sie in DIN V 18599-5: 2018-09, Abschnitt 6.6.
![Ein Bild, das Text enthält.
Automatisch generierte Beschreibung](data:image/png;base64,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)
Des Weiteren muss, sofern die Vorlauftemperatur für die Erwärmung des Trinkwarmwassers nicht ausreicht, eine elektrische Nachheizung berücksichtigt werden. Setzen Sie dazu das Häkchen bei elektrische Nachheizung vorhanden.
Gehen Sie als nächstes in den Abschnitt Verteilsysteme auf Trinkwarmwasser und betätigen Sie die Schaltfläche Neuer Warmwasserkreis.
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)
In der Registerkarte Erzeugereinheiten verknüpfen Sie das Verteilsystem mit dem Wärmeerzeuger (über die Schaltfläche Erzeugereinheit hinzufügen).
![Verknüpfung Erzeuger](/sites/default/files/inline-images/5_Verkn%C3%BCpfung_Erzeuger.png)
In der Registerkarte Zonenzuordnung verknüpfen Sie die Anlagentechnik mit der Zone (über die Schaltfläche Neue Zonenzuordnung).
![Verknüpfung Gebäude](/sites/default/files/inline-images/6_Verkn%C3%BCpfung_Geb%C3%A4ude.png)
Betätigen Sie als nächstes die Schaltfläche Neue Verteilung.
![](data:image/png;base64,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)
Stellen Sie unter Verteilung 1 in der Registerkarte Allgemein in der Zeile Art der Trinkwarmwasser-Verteilung auf dezentral um.
![Auswahl dezentrale Verteilung](/sites/default/files/inline-images/8_dezentrale%20Verteilung.png)
Abschließend wird in der Registerkarte Rohrabschnitte in der Zeile Art der dezentralen Verteilung die Auswahl wohnungszentrale Versorgung je Gerät getroffen.
Wichtiger Hinweis:
Die Berechnung der Verteilleitungen (für den Heizkreis) nach DIN V 18599 ergibt in der Regel sehr hohe Leitungslängen. Dies ist dem Berechnungsverfahren geschuldet. Dies führt u.U. dazu, dass sehr hohe Verteilverluste (im Zusammenhang mit einer Wohnungsstation) entstehen. Daher sollten unter Heizkreis 1 bei Verteilung 1 in der Registerkarte Rohrabschnitte die Verteilleitungen angepasst werden. Entfernen Sie dazu das Häkchen in der Zeile Länge des Rohrabschnitts bei Standardwert und geben Sie die Leitungslängen gemäß Planungsdaten ein.
![Änderung Verteilleitungen](/sites/default/files/inline-images/9_Verteilleitungen.png)
Hinweis: Diese Informationen werden von der ZUB Systems GmbH kostenlos bereitstellt. Die Ausführungen stellen insbesondere keine Rechtsberatung dar. Jede Form der Haftung und Gewährleistung für die technische oder sachliche Richtigkeit ist ausgeschlossen.
ZUB | Wilhelm Liese
Wohnungsstationen sind nur bei Berechnung nach GEG und nach DIN V 18599: 2018-09 möglich.
Gemäß DIN V 18599-5: 2018-09 sind Wohnungsstationen als dezentrale Erzeugereinheit einzugeben, dazu heißt es im Abschnitt 3.1.39:
„Systeme zur Heizung und/oder Trinkwassererwärmung, bei denen die zentral erzeugte Wärme durch erwärmtes Heizungswasser zu den Verbrauchern (meist Wohnungen) transportiert wird und bei denen die Erwärmung des Trinkwassers dort dezentral in der Wohnungsstation über einen Wärmeübertrager im Durchlaufprinzip, teilweise mit einer elektrischen Nachheizung, erfolgt.“
Umsetzung in ZUB Helena:
Gehen Sie in der Anlagentechnik unter Erzeugereinheiten auf Trinkwarmwasser und betätigen Sie die Schaltfläche Neue Warmwassererzeugereinheit.
Gehen Sie anschließend auf Erzeugereinheit 1 und betätigen Sie anschließend die Schaltfläche Neuer Wärmeerzeuger.
Gehen Sie in die Registerkarte Allgemein und treffen Sie in der Zeile Erzeuger die Auswahl Wohnungsstation zur Trinkwassererwärmung.
![Auswahl Wohnungsstationen](/sites/default/files/inline-images/3_Auswahl%20Wohnungstationen.png)
In der Registerkarte Wohnungsstationen wird zunächst der Verteilkreis der Heizung ausgewählt, über den die Wohnungsstation betrieben wird. Anschließend kann die Rücklauftemperaturregelung gemäß Planungsdaten ausgewählt werden. Nähere Informationen zur Rücklauftemperaturregelung finden Sie in DIN V 18599-5: 2018-09, Abschnitt 6.6.
Des Weiteren muss, sofern die Vorlauftemperatur für die Erwärmung des Trinkwarmwassers nicht ausreicht, eine elektrische Nachheizung berücksichtigt werden. Setzen Sie dazu das Häkchen bei elektrische Nachheizung vorhanden.
Wichtiger Hinweis: Es dürfen keine weiteren Wärmeerzeuger oder Speicher in der Trinkwarmwasser-Erzeugungseinheit vorhanden sein.
Gehen Sie als nächstes in den Abschnitt Verteilsysteme auf Trinkwarmwasser und betätigen Sie die Schaltfläche Neuer Warmwasserkreis.
In der Registerkarte Erzeugereinheiten verknüpfen Sie das Verteilsystem mit dem Wärmeerzeuger (über die Schaltfläche Erzeugereinheit hinzufügen).
![Verknüpfung Erzeuger](/sites/default/files/inline-images/5_Verkn%C3%BCpfung_Erzeuger.png)
In der Registerkarte Zonenzuordnung verknüpfen Sie die Anlagentechnik mit der Zone (über die Schaltfläche Neue Zonenzuordnung).
![Verknüpfung Gebäude](/sites/default/files/inline-images/6_Verkn%C3%BCpfung_Geb%C3%A4ude.png)
Betätigen Sie als nächstes die Schaltfläche Neue Verteilung.
Stellen Sie unter Verteilung 1 in der Registerkarte Allgemein in der Zeile Art der Trinkwarmwasser-Verteilung auf dezentral um.
![Auswahl dezentrale Verteilung](/sites/default/files/inline-images/8_dezentrale%20Verteilung.png)
Abschließend wird in der Registerkarte Rohrabschnitte in der Zeile Art der dezentralen Verteilung die Auswahl wohnungszentrale Versorgung je Gerät getroffen.
Wichtiger Hinweis:
Die Berechnung der Verteilleitungen (für den Heizkreis) nach DIN V 18599 ergibt in der Regel sehr hohe Leitungslängen. Dies ist dem Berechnungsverfahren geschuldet. Dies führt u.U. dazu, dass sehr hohe Verteilverluste (im Zusammenhang mit einer Wohnungsstation) entstehen. Daher sollten unter Heizkreis 1 bei Verteilung 1 in der Registerkarte Rohrabschnitte die Verteilleitungen angepasst werden. Entfernen Sie dazu das Häkchen in der Zeile Länge des Rohrabschnitts bei Standardwert und geben Sie die Leitungslängen gemäß Planungsdaten ein.
![Änderung Verteilleitungen](/sites/default/files/inline-images/9_Verteilleitungen.png)
Hinweis: Diese Informationen werden von der ZUB Systems GmbH kostenlos bereitstellt. Die Ausführungen stellen insbesondere keine Rechtsberatung dar. Jede Form der Haftung und Gewährleistung für die technische oder sachliche Richtigkeit ist ausgeschlossen.
ZUB | Wilhelm Liese