srpen 2021
Co nového přinesla verze programu ENERGETIKA 6.0.6 ? Co nového přinesla verze programu ENERGETIKA 6.0.6 ? |
![]() |
|
![]() |
12. 8. 2021 | Autor: Ing. Martin Varga | |
Verze programu ENERGETIKA 6.0.6. přinesla již avizované funkce a něco navíc. Zde si je podrobněji uvedeme. |
Konkrétně se jedná o tyto funkce:
1) jednodušší zadání využití elektřiny z OZE pro místa využití, která nespotřebovávají elektřinu ze sítě
2) hromadná editace pohyblivého zastínění Fsh,gl, Fsh,O, orientace, sklonu, způsobu zadání ploch
3) katalog sezónních účinností rekuperace u VZT jednotek
4) odečet zadaných výplní od neprůsvitných konstrukcí
5) filtr v katalogu klimadat
6) drobné funkce u FVE a STS (možnost natáčení azimutu atd.)
7) modul ECB - doplnění rolety typu budovy do profilu užívání
1) jednodušší zadání využití tepla z OZE produkující elektřinu pro místa využití, jež primárně nespotřebovávají elektřinu ze sítě
Doposud bylo obtížné postihnout tyto případy, jak bylo uvedeno v tomto článku v otázkách a odpovědích. Nově je to podstatně jednoduší. Přímo na podformuláři zadání FVE (nebo Ostatního OZE produkujícího elektřinu) je doplněna tato možnost.
Pokud FVE dodává teplo i pro místo spotřeby (TV, vytápění), které standardně pokrývá neelektrický tepelný zdroj (např. kotel na zemní plyn apod.), tak v roletě zvolíme ANO. Následně zvolíme, zda-li produkovaná elektřina pro tento předehřev je odebírána před (DC) nebo za měničem (AC). Poté volíme obdobně jako u STS místo upotřebení: příslušný systém přípravy TVsys a případně i vytápěné zóny. Stejně jako u STS platí, že k jednomu OZE produkujícímu elektřinu a využívané na teplo lze přiřadit konkrétní TVsys a popřípadě i konkrétní vytápěnou zónu jen 1x.
Tento způsob využití lze v programu kombinovat u konkrétního TVsys nebo vytápěné zóny i s STS. Zde platí (v programu defaultně nastaveno), že přednost využití má teplo dodané z STS. Jejich současná instalace je spíše teoretická než praktická, ale program i s jejich současným zadání si umí poradit výše zmíněným způsobem.
V protokolu mezivýsledků je u každého systému přípravy teplé vody TVsys (a obdobně i u vytápěné zóny, pokud je k takovému OZE přiřazena) v tabulce uvedeno pro konkrétní OZE:
zeleně ohraničeno v tabulce níže:
-jeho celková produkce tepla (čili využitelné teplo)
-využité teplo pro tuto konkrétní aplikaci
-podíl využitého k využitelnému teplu
-podíl využitého tepla k potřebě tepla pro danou aplikací (v tomto případě konkrétní TVsys)
V případě více zdrojů OZE současně přiřazených ke konkrétní aplikaci (v tomto případě konkrétní TVsys) je v červeně vyznačeném řádku uveden součet využitelného tepla z OZE touto aplikací.
tabulka je jako vždy doplněna grafem:
Poznámka: Standardně je ve všech protokolech u FVE uváděna produkce elektřiny AC. Pokud je pro předehřev odebírána elektřina (DC) ještě před měničem (střídačem), je její produkce využitelná na teplo vyšší o účinnost měniče. Upotřebení elektřiny na teplo se předpokládá vždy pomocí el. patrony v akumulačním zásobníku, takže výsledné využitelné teplo = elektřina * 99% (účinnost topné patrony). Pokud je pro daný výpočetní krok využitelného tepla více, než je pro přiřazenou aplikaci potřebné (TVsys, vytápěná zóna), je přebytečná elektřina (AC) dále standardně odečítána od spotřeby elektřiny, která by jinak byla spotřebovávána ze sítě. Z hlediska struktury programu má při tomto zadání přednost využití tepla před přímým využitím elektřiny. V některých budoucích verzích programu umožníme i opačnou přednost (přednost přímého využití AC elektřiny z FVE před akumulací přebytků na teplo). To vede na iterační výpočty v případech, kdy teplá voda je připravována elektrickým bojlerem a současně slouží bojler i pro akumulaci přebytků elektrické energie.
2) hromadná editace pohyblivého zastínění Fsh,gl, pevnými překážkami Fsh,O, orientace, sklonu, způsobu zadání ploch
Na formuláři zadání PLOCHY je u každé zóny nově možnost hromadně editovat (čili hromadně zadávat) pro více vybraných konstrukcí v zóně sklon, orientaci, zastínění pohyblivými stínícími prvky Fsh,gl (pro výplně) a zastínění pevnými překážkami Fsh,O.
Princip hromadné editace je jednoduchý. Po zadání a přiřazení konstrukcí (formulář zadání KONSTRUKCE) k dané zóně na jejím formuláři zadání PLOCHY otevřeme příslušný modál pro hromadnou editaci (na obrázku výše červeně vyznačeny). V něm zadáme/vybereme příslušnou volbu stejně, jako kdybychom to učinili u konkrétní konstrukce. V modálním okně pro hromadnou editaci pak jen navíc vybereme konstrukce v zóně, na které se má toho hromadné zadání aplikovat a dáme potvrdit. To je celé. K takto vybraným konstrukcím se automaticky propíše nastavené zadání.
Níže příklad modálního okna pro hromadnou editaci zastínění Fsh,O. Pro modální okna zastínění Fsh,O a Fsh,gl je společné to, že pro hromadnou aplikaci zastínění vybrat rychle všechny konstrukce nebo jen konstrukce o určité orientace nebo individuálně vybrat konkrétní konstrukci - viz červeně vyznačené volby. U hromadné editace sklonu a orientace rychlé přiřazené jen podle orientace ke světovým stranám není.
Modře vyznačená funkce umožňuje nahrát do modálního okna pro hromadnou editaci již nějaké zastínění zadané dříve u konkrétní konstrukce a to pak upravit a aplikovat na vybrané konstrukce.
3) katalog sezónních účinností rekuperace u VZT jednotek
Vystavením verze 6.0.5 neskončil v programu ENERGETIKA převod vstupních typických údajů na katalogy. Ve verzi 6.0.6 pokračujeme v tomto trendu katalogem sezónních účinností rekuperace na podformuláři VZT jednotek.
Jak v modálním okně, tak v katalogu, si může uživatel zadat rozsahy Vahu,max, pro které platí zadaná účinnost rekuperace. Nejjednodušší bude volit daný typ výměníku z katalogu a načíst tím tak požadované údaje automaticky.
4) odečet zadaných výplní od neprůsvitných konstrukcí
Pro neprůsvitné konstrukce je tato funkce dostupná v případě, že její plochu zadáváte pomocí rozměrů a opakováním (d x v x počet ks). V opačném případě zadáváte, jako doposud, vždy jen čistou plochu neprůsvitné konstrukce jako doposud.
Jelikož po vystavení verze programu 6.0.6 je možné (dle zvyklostí uživatele a typu objektu), že bude tento způsob zadání poměrně intenzivně využíván, doplnili jsme i možnost hromadné editace způsobu zadání plochy konstrukcí: přímo zadanou čistou plochou nebo pomocí rozměrů a opakování konstrukce. Viz modře vyznačeno na prvním obrázku v bodě ad 2) popisujícím hromadnou editaci.
Pokud plochy zadáváme pomocí rozměrů (zatržítko u dané konstrukce nezatrženo), tak u neprůsvitné konstrukce se automaticky nabídnou výplně pro odečtení z její hrubé plochy "Ahrubá".
Pokud máme u konstrukcí k exteriéru pro danou orientaci ke světové straně pouze jednu neprůsvitnou konstrukci, stačí pouze zatrhnout všechny nabízené výplně a odečtení výplní je hotovo. U neprvůvitné konstrukce se totiž při výpočtu dle EN ISO 52 016-1 pro automatický odečet nabízí jen ty výplně se stejnou orientací a sklonem. U výpočtu dle normy EN ISO 13 790 se pro odečet u neprůsvitné konstrukce nabízí všechny zadané výplně, protože u této normy se u neprůsvitných konstrukcí nezadává orientace ke světovým stranám.
Nově také na závěr sekce výčtu konstrukcí přilehlých k exteriéru na formuláři zadání PLOCHY přibyla i kontrolní tabulka s výčtem zadaných plochy podle typu konstrukce (VYP, STN, STR, PDL) a podle její orientace ke světovým stranám. Sklony konstrukcí 0°a 180° jsou zařazeny v tomto výpočtu mezi horizontální konstrukce.
V tomto výčtu vpravo je také po každou zónu uveden poměr plochy VYP / (VYP+STN). Čili podíl prosklení z fasády zóny. Je to pouze orientační hodnota, jelikož nerozlišuje sklon konstrukcí u výplní ani u stěn (nelze nijak porovnávat s hodnotou uvedenou v protokolu PENB, kde je to uvedeno za celou budovu, a kde do podílu vstupují jen konstrukce s odklonem o svislice 30°).
6) drobné funkce u FVE a STS (možnost natáčení azimutu, pole pro doplnění údajů pro protokol PENB)
6a) - natáčení azimutu budovy i u OZE
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABaEAAABDCAYAAACFisl9AAAO30lEQVR4nO3da2hcZ3oHcH3zh0BDwaHgLg6UpR9CCWQHFlIKKe1+KHSbglwizShJKaVbshQ2cqFLqVK6oS6U1BeaLcVmN6Xb7orYStjQoMTdpWzrxdbFtnyvvVknjlNnYjuKLGk0IzmXpx9mRnPV6DoZHfk38IPMnHPe8+q8j2T45+WZrqeffjoAAAAAAEiep556qiNWM8euTj8kAAAAAAC2rq5OJeUAAAAAAGx9QmgAAAAAANpGCA0AAAAAQNsIoQEAAAAAaBshNAAAAAAAbSOEBgAAAACgbYTQAAAAAAC0jRAaAAAAAIC2EUIDAAAAANA2QmgAAAAAANpGCA0AAAAAQNsIoQEAAAAAaJuuJ598MgAAAAAAoB2E0AAAAAAAtI0QGgAAAACAthFCAwAAAGwBzz33XLzxxhsxPj4eZ86cgRqvvfZa7N27Vx2xLiuto3pCaAAAAICEO3bsWFy7di2mp6fj008/DS+v6tenn34as7Oz8fbbb8f4+Lg68lrTa6V11IwQGgAAACDBBgcH4+rVq/HJJ5/EZ599Bi298847MTg4qI5Yl3eWqKOlCKEBAAAAEuz8+fOLO1dhOdPT03H+/Hl1xLosVUdLEUIDAAAAJFRfX19cvnw5CoVCfPLJJ7CsQqEQly9fjr6+PnXEmjWro1aE0AAAAAAJ1dfXF5cuXep4IEWyXLp0qSGEVkesVn0dtSKEBgAAAEiocnj48ccfw4otFUJ3el4kixAaAAAA4B7Q19cXFy9ejLt378KKXbx4sSGEVkesVn0dtSKEBgAAAEiovr6+uHDhQiwsLMCKXbhwoSGEVkesVn0dtSKEBgAAAEgo4SFrIYRmI6wqhO7r6wsAAAAAkieTycT58+djfn5+C5iM//v5aBwdHIzBH/53nHvng5ju+Jy2pvPnz0cmk9midbRZbb36rq+jVoTQAAAAAAmVyWTi3LlzUSgUEmX+9P54/PFvx/j0fMxPX40fHUjHl+7fFl1dXTW23f+l+JN/PxuT8/Mdn/NWcu7cuYYQOol1lAQrre/5yROx5/En4wc/T06t19dRK1s2hB4YGOj4HAAAAADaKanh4fyRTHR1dcUDX/lGfO3R+xrCuXoPfKUYWG/4PIZ2Ryq1Kw6MV8aen5+Pod2pSKUa7R6aXzyneG3x810Hxjv+TNcTHia1jtq9zpVr17bO89f/K76ZagyfG+v7G/FHqW3R1fVw7DkthG5pYDgbERETh1Z6zaGYiGwMD2z0H+CBGM5GZIeXCqEPxcSq5rkChyYiYiIObYJ/fAAAAIB7RyaTibNnz0Y+n0+MQqESQldsi1/+jWfjO8cuxLWbszF142qM/+eL8bVfqwTU9/3+9+LdQmED5zEUu1OpmnCy+PlYHNiVitTuV2JhYaGm/cBiADe2P3aldsfQ/HzMzw/F7tSu2D+2cXNrt7NnzzaE0Emro82+zoU7Y7FnMYCure/Zm9fiwrHv1NR3USWE7vRzW0sdtbJBIXQx2M1msxHZ4Rjo6B9gITQAAABwb8hkMnHmzJmYm5tLjHw+3xhCf/Ev46ezd2vCwIWFhbh79714pe+BxSDv8e9lI5/Pb8gcKrtgi+FkfWi5+5WFmkCyJmAc6o/U7qHFuQ7tTkX/UGFD5vZ5OHPmTEMInaQ6yufzMba/O1Kp/jjS4pl3ap3z+XxcevGx2Faq29TzozF1t0l9T70ZX/+lxhA6qXXUysaE0OUQdmA4snW7m8s7pGteE4eiZid0+brhidpzDtW97+uLpiHyYghcDKAbr6lWun54OCqnVgfIrcavPaf4Ks+7+njdPKqC+eJQtfMqf9bs2MBwdomfAwAAALjXlcPDXC6XGHNzc1E4XL8TuthyY+xOoSbIKxQKsTBzMp5/uHTeowfiYj6/7vvnj/RHKrU7Xn212KZh/1jlvsXdr7W7ZuvDt+I5/TFUKEShMBT9qV2xf6x4Xqef70osFUJ3el6rWcPqEHqj13nx+jWucz7/k/jmF0p9n3/zn+LywkLDPQp3xuLvGlp1PBx7ThUSW0etdGUymVivgxPFnceZTGUXctNzF0PqTGQyB0shdPnziJg4WDzvYCniLb9vuC5i4mDVuAeLIfDBTGb5OZSur5yfKQXl5ferHb9+vFIAXZ576flEdjgGGsaqu1/DseJYNXMBAAAAKEmn0zExMRGzs7OJkcvlIn/qn+Pxh3bGzp0748EHH4ydO3fGzi//eQzfKIZvNefm85H9l6+WQrrH4sWf5WvOWe2950b3RXep7+/CK43hZDHc3BW7dlX3Ce6OfSPNAs7i8e79Y4vBYaef70pMTExEOp1OZB1VQuhdDSH0ZljnXC4X+bG/iYe6uqKr6xfjT4dnIp/PN87vxqvxTP3vwENPxffXUd+drqNW1h9C1wTE9YFutWbhbW0IXQlb64Pg6vcbE0LXBrurGL8hKK77bGA4sg0/f4vxa8arO9Z0LAAAAICiJIWH9SFi+cvhysq7ROvPL+5a/VYp1Hs4/vbUekLokdjfnYpU/1DVlwtWdrfOzc3FUH9j/+BiYJmK/sNVu2Sr2jYkKYBuFh4moY5yuZHY1938iwTLnj1cDpA3Zp3Xsta5XC7yizv9i+01ml1THre+F3WSaulzDaEHhrOVXb6ZTDQPeZc6rzqErgTZNccaxtyIELp67PprWo/f+HNkasPi4rbw2uN1cyoOd7Dhv+vfF1txHFzi5wAAAADudel0Ok6fPh0zMzOJUg7rqltclIO3Zufmf/IX8YWqELrZefXXNDO6r9LCYbHnbymcbBY6VlqDjBVDze59MVKaZ3VbgvL4nX6uK3X69OmGEHqz11F1zRQKhRg/sCtSqd0xVNXmorweG7nOzdZ6uXlWh9Dl/2my1M9T/XuwkvE3k/o6amWdIXS5FUWTV3UQ27DTuXztvRlCV8Zrcq/FsbTiAAAAAFpLQni4XGC3XICby+Xi4v5HS6HeV+O777cOoWdP7I3uuh2y3ftGFtsz9B+p++K5qnCyWeBYbglS3DnbH4ergsKkhc9LhYdJqKPqEDqfz9eE0NUBdKfXeXZ2NvJn/j5SVV+m2SyEXs3vwGb1+YXQzVpTLH5eDnobeyQXdTKE7mQ7jqr3w83OLYXPTY8BAAAAVKTT6Th16lRMT08n1swH1+P67Znmx2ZmYvbD1+OZ7aUvbnvs23Flbi5mZpY+f2ZmpumXqBV3x7Zo5/Ds4YaQrTxmLpeLI1Xh5FL3T4pTp041hNBJqKPq9S1/MWF9WDzS4XWemZmJubmfxsCvlGr24W/FyGSLsW69G+9mO/9sN6KOWllXCF3fSqKiEgQv3SN6rSF0fahder+OLyas+eLAFY5fOb7KLyYsKT6X5s+v1TEAAACAsnQ6HSdPnow7d+4k0vRbP4ind2yL7b3/Fv9bCqIXj01Px8wHx2Lfb28v7YLeHs8MT8Xs7GzNeQ1jloLA6t2lzdp/zM3NNeyQnZk5EXu7U5Hq3hvHS/eYnp6O2dkTpR7Dh5e9fxKcPHmyIYROUh1Vr2k53K2s1WxH17k8h2vf/d3Y1lUMorenv79kff/Db22PbY/8dfxPNnk1VV9Hraw9hG4IjmsVg9RsZLNLdet4dY0hdOV9aaQYPli7a7h1iFsa+2CxRUhD65AVjF8JpkvHh+t3R1cfbzZ+ZokWJSs4BgAAAFCSTqdjfHw8pqamEufOnTvx4/4dpYC5K7bt+PX4s73/EccuXoyL4z+Kf32+Jx75hW2Lx7dnDsfbudxikLfc2M3Cwerdr7lcLvJH+iOV6o59o3OVwPrlZ4stPPaeWNzx+fKzqeJ5Iyu7/2Y3Pj7eEEInqY7K61m/FptlnaenpyOXezsOZ7YvWd9H9v5xTX3v6P9x4uqqvo5aWfcXE9IGTVt6AAAAANQqh4cfffRR4kxNTcXM7ePxj7+zY3HHaHPb4le//sP42UfFNhxTU1Nrvl99UFgMIrtj74nKrteZmWZ9pZ+Nl0vh5Vrvv5ksFUJ3el5rWdPNuM6LQfTk2XjpD5av7x1/WNwpfefOnY4/0/XUUStC6E1oYDjbop0IAAAAQFFSw8OaoC53MyZe+av4vS/eXxfW3Rfbv5yO/Uffio9KfaA3MqSr3jVbveu1vp1HdVuP8jmdfnYbHR4muY426zpPTU2VdmJPxltH90f6kfr63hb3P1Ks78nSDv+k1ZYQOqlKbTiatu8AAAAAqJNOp2NsbCwmJycTqdxCYbFn861348qVK3HlypV499Zc5EpfOlcd0G3UvctBYVl57PLn9e08Nvr+nTQ2NtYQQie5jjbrOreq7+u38zE3N9e2+u5EHbUihAYAAABIqHQ6HaOjo/Hhhx8mVjkQrO/nW71rdXJysm33bjZ2s8Ct089pI42OjjaE0Emvo826zp2s78+7jloRQgMAAAAk1FYJD+t3rpZtxQB4M7jXQujNYCvW96pC6HQ6HQAAAAAkT29vb4yMjMTt27dhxUZGRqK3t1cdsS71ddSKEBoAAAAgoXp7e+PEiRNx69YtWLETJ040hNDqiNWqr6NWhNAAAAAACdXb2xvHjx+PmzdvwoodP368IYRWR6xWfR21IoQGAAAASKhyG4UbN250PJAiGbLZ7JLtONQRK9WsjloRQgMAAAAkVDk8vHr1anzwwQewrKtXr8bY2FjTEFodsVLN6qgVITQAAABAQvX29sZLL70Uo6Ojkc1moaX33nsvTp06Fa+99lpDCK2OWKml6qgVITQAAABAQvX29kZPT08cPXo03njjjbhw4UJcv3493n//fVh0/fr1uHz5cgwPD8fRo0ejp6enIYRWRyxnuTpqRQgNAAAAkGDlAHHPnj0xODgYb775JtR4/fXXY3BwMF544YUlg0N1xHJWUkdLEUIDAAAAJFw5QOzp6YknnngCGpTro1VwqI5YzkrqqBkhNAAAAMAW0NvbC8tSR2yE1f59EkIDAAAAANA2QmgAAAAAANqmq9NbtwEAAAAA2LqE0AAAAAAAtI0QGgAAAACAthFCAwAAAADQNkJoAAAAAADaRggNAAAAAEDbdPX09AQAAAAAALSDEBoAAAAAgLYRQgMAAAAA0DZCaAAAAAAA2ub/AbmDWHgLNWp+AAAAAElFTkSuQmCC)
![](data:image/png;base64,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)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABY8AAACKCAYAAADi+bViAAAgAElEQVR4nO3dzYslV+E38PkP+h+Y2TzPZgZ+OxsXYjILNWbMRFdZmJ0rlXlhZukum6AgwziLuNCMC3nQ3yITGkIwLgIBJTDvmSDxhahR0yAoJCISRc15Fvel6+XUealbt/t29+fAB2b63qo6depU1envPbf6xJe+9KUAAAAAAABNJw66AgAAAAAAbB7hMQAAAAAAPcJjAAAAAAB6hMcAAAAAAPSc+OIXvxgAAAAAAKBJeAwAAAAAQI/wGAAAAACAHuExAAAAAAA9wmMAAAAAAHqExwAAAAAA9AiPAQAAAADoER4DAAAArNH169fDgwcPwoMHD8K9e/cAJnf37t3w4x//ePLrl/AYAAAAYE1++tOfhnfeeSf89a9/Df/5z3+CoihKqrz++uvhlVdeqfbmm2+GBw8ehDfeeGPSa5jwGAAAAGANXnzxxfD2228LjRVFKS6vv/56+MMf/jDaw4cPw4svvjjZdUx4DAAAALAGd+/eDR988MFBZ1GKohyismp4/Oabb4a7d+9Odh0THgMAAACswVtvvRX+9a9/HXQWpSjKISqrhsevvfZaePDgwWTXMeExAAAAwBrcu3fvoHMoRVEOWVk1PH7llVfCvXv3JruOCY8BAAAA1kB4rChKbREeAwAAABwDwmNFUWqL8BgAAADgGBAeK4pSW4THAAAAAMeA8FhRlNoiPAYAAAA4BoTHiqLUlo0Lj59++ukAx9uNcDeEEMLdcOPA6wIAAMBRITxWFKW2TBUeT3UdOzLh8dWrVw+8DpO4MYsxd3dW35+rO7shhN2wc3UD9muTj/uNnVkbXd0JOzcOfp/yroad3RDC3RvzY9wPvSc/H+b98u4+tc++nc8Tnm+H3ZG5hgIAwAbZ7/D40c1L4ZlLN8Oj2IuvPh+eeeaZpUs3u+96FG5eeqb1nplLofnWRzcvLV97/tU17oyiHNNyxMLjeYjVLLs74Wp2uRvh7mSh5qwOhy/8ibfBjbtTBXSzdilb12zmbfl2a98/9tintjPlcS+debzKfq+j/8TqvJ7zYbp+mbO/5/P+7ddUx3wdHwaVtHn7Wt977zyED9XXkcX+dP897rgc3PFc17EBAOCw29fweBEOx8LjV59vh8CPboZLvQD51fB8NFTurGex/kc3w6Vnng/yY0WZthyh8HgeXt290fr5LEPYz1+ij1J4fDVcPZDw4biHx/ux3/tlHe2yn/1yP4/rQZ1vmybX5nsz3Wf/n50He++/Ee4uPzS8GnZ2V338y7jz7Ors07KDa8erO2G36MNTAACOk/0Kj199vjFTuBcez0LhZzrThGcziBvh76Ob4VJnlnG3PLp5qREuPwo3L6XfryhKfTki4XE6bLg6e7ERJuyGnZ3FzLTdsHO1GyB2ZjC3fgGfv/fGTth7y2LZznKL4OBq872Llxp1bL7e+2U/VZeBfe3Vq2K/rkbq1Ktzog2j7bJYX6c+g/s9D2t2BtbV0wl3FutdBjcV+519b2w7/xs/7sl1DbVhp2/cuBuGZyCvst/lfWdWhciHMtntDJwPiXqlthV7bRnQLfrXzt329m7cjWy/dN9j9Y8dt9z5kjk3cufbivtWJLH9dts0t9c4d6rqmOrnQ32mW9dO+9242+hHY8PjzMzj4uvRYpnOdnP3gTWYNcth+yATAIB12o/weBYcz0LcV5+PhMfzWca9R0x0f/7q8+0wOb4xM48VZc3laITHsTBh8PV5ODEYIPaD6Hb43P96/o27oReYtWbBhXZIMMtTFss3X+8um6tLRzdobP2/O1uvW+/017TbdR5qw0S79I5Rar9zbdzVWNc8oGkH3aX7XXbsU9vpHrvh7Q634ajwOFufFfpOrw6pYxf7sKaiXVLb6r3WeBRKNzhfhJatD3AGrhEF502v/pnjFjvHh/tzZvlV9q1Irv4NrW11w+PSOub6eWbmcSsobtarewwXVej/rF2GAuN2fcuvR7FZxxVtPKVYWwEAcKzt9zOPo+Fx95EVi9J5dMVs2UvhUut5x/1w2DOPFWW9JRYef+1rXwsPHz5s/ey3v/1t+M53vhMePXq0geFxMmB7OuTCrlZQEF1X83m9KwYf3fen6p6tS0U7dMOVXrtkHt+Q3cdMu3QDrpoZtcXv7359vXK/i499ZDvdNslud0Qb1uz3lH2nW69s/21up7ZdEtuKzrRuB6zt2b6p/5fue/4Dnfz5UntcY+fOyH0bK3Fc2x/ytMPjsjqudg2NfgiycoDe2Z/cM4+r+kxNG0/Ns48BAGjb6PC49YzjxR/La4fFzVnNiqLsT4mFxz/5yU/CN77xjXD//v3w3nvvhXfffTf84Ac/CN/+9rfDb37zm6MRHreDlr1fsKNf0Z6XWRgwNvhYzF5blNn7U7NB83XpLtP+ynevjgOPxNjbr27IEK/zcBuWh8fJWbAjQ9R5yyS+zp7e79JjH91O97hntzuiDSv2e9K+83T7cRLNf+e3U9suw9uKbntw9m23P+efVx3f93h4HF/P0PlSelwHll9p32oM1X/onI08tqKojkc9PE4dj0Qbd2ZGt2bU98+uxgdeQ303118BADiODk94PLjG6POSFUVZX4mFx7/73e/CSy+9FL71rW+F27dvL4Pjt99+++g8tiIZHie/5lsbfOyFBa0ArTQ8HvmV471MoREyFIfH6Tpvani8fLRBc7214XHpse+t9+DC41h9Ju07rXq065jfTn14PLStvXN579m4vecCrxiw9ve9JDzOnS+545pZfoV964X70Wcj5+r/dGRmcace+xgeFz22Ymi5aCl7bEXdeTn8QdzwMe62d/8DoeS3KqL3wcP6B1wBAFiXUeHx/HESzzSkA969sspjKwYqM5uR3PsjfIqirKvEwuNf//rX4d133w0vvfRSuHLlyjI4fvfdd8N77723geHx0/E/tLUQewbrYAhSNYt5LhV8xIKOlR5bUaNRl9rHN6TqPEF4vJ7HVkTaf+XHVhRuZ+RjKyYLjwcD2An6TnNbO7Fny6a2U9suiW01+173tUln5/ZD/mR4nD1fMsc1t/y6Zx4Xnu/96+sBhcexPjTJs33XOPO45BgX/EHLXnic3WczjwEAaNuImcelfzAvWoTHirLfJRYe//73v1/OQH748OHyURXd4HijwuPlzK5OwDGbbNYMMTLhcewPYs3+OtK4P/Y0MINvaH3tP7SUq0tHdFud/Sr5w3HZOk8QHif3e8WwptVG9X8wr/jYR7ZT+wfzYo9I6B3/VfZ7kr7TOEa9cyy3ndp2SW0r8doqAWvBeZMNjyvO8d4yueX3IzxObH/W3rE+ODY8zvXz3GzZ7vKRZ36PssZnHmf7SHPWe3y9vfC4YBnPPAYAoGsjwuOBx1PM/vDd4hnHQ4+nKHm0haIoU5ZYeFxjg8Ljmd43kwe+Ij8cHu+9p7GSdFDTCQa64Va7TpGv47eeaxmfaRmvS37/o+FktG3abZCu8xThcWq/V5/pFwtqS/a79tg3t9MPNVPbHZoR2HmO8Y3U1/Er93ulvrN3vIaeqzq0nbp2yW1r4LUVA9bUvrfrHz9u6fMl35+Ty+/DM4+Ht989ts3D9r8jw+N8P099eBDrQ9M8lmGq8Lj7YVhJH4ldA/rPnB7ez/gy08zIBgDgKNmM8HgRFDdmGUceWdF7z8Af0VMUZb1l48Lj8+fPB4BBV+ZB40HXgyNmHhhf2Yx1XdnZDbs7Vwb/X7LMLDtOLwMAwPGyKeHx/MX8c5Q77/G4CkXZ/zJVeDzVdUx4DCSVhGhQ7cp89vQk4fGsn4a7N8rev5jJvPzZlfkM9/b6Wv0+t8yV2TORrxx0uwIAsFH2OzxWFOXwF+ExcDhcmT/mRCDGxK40HpMx3Xr7AXBRHeal+wFJ7EOT4WWmnEUNAMBRIjxWFKW2CI8BAAAAjgHhsaIotUV4DAAAAHAMCI8VRaktwmMAAACAY0B4rChKbREeAwAAABwDwmNFUWqL8BgAAADgGBAeK4pSW4THAAAAAMfAgwcPwn/+85+DzqIURTlEZdXw+LXXXgsPHjyY7DomPAYAAABYg/v374cPPvjgoLMoRVEOUVk1PP7Zz34W3nrrrcmuY8JjAAAAgDX4/ve/H95+++2DzqIURTlEZZXw+E9/+lN4+PBh2NnZmew6JjwGAAAAWJM33ngjvPPOO2YgK4pSVF5//fVw//79Km+99VZ45513wi9+8Yvw5ptvTnoNO/HUU08FAAAAANbjRz/6Ubh//364d+8ewOQePHgQ7t+/H3Z2dia/fgmPAQAAAADoER4DAAAAANAjPAYAAAAAoEd4DAAAAABAj/AYAAAAAICeE1/4whcCAAAAAAA0CY8BAAAAAOgRHgMAAAAA0CM8BgAAAACgR3gMAAAAAECP8BgAAAAAgB7hMQAAAAAAPcJjAAAAAAB6hMcAAAAAAPQIjwEAAAAA6BEeAwAAAADQIzwGAAAAAKBHeAwAAAAAQI/wGAAAAACAHuExAAAAAAA9wmMAAAAAAHqExwAAAAAA9AiPAQAAAADoER4DFbbDnRMnQjhxKlw/8LoAAAAAsE5rDI/Phpe3ToRwajtcPrN1aMKmy2fPTrOeM1shnNgKL589+H1iPcf4OOi11faZWZ8+eya8vH3w9YNNV3ovcM/YENunQjhxItyZ8Pq2HANtnxp1jGvuWevsR+6d+0t7r7c99rN9HcsNsH2qcR2e+HfS+X1j98wGHOcDuIdN3r83qT0BWBoZHi9mH/a1b1aL9y1uNNvhzqS/1Ey5vlnYPc2Naraushv3rI1qb/LXT3Xa/tT28rXZTT5+fLrHKLWezTk2U21nymO8KW2yrnYeaqsDnHl89kzY7e7r2TNht9vHt86Ey4vX5wPQ0oH09VOR9y23u/eBWGzZy2e25tver76/SW0zsL25WT86gHZZu9z1u/RekH5f2TV9VpfeOXv2TNhdnK/Nf3c1+sPwPWN+DhTfL9rv719PcuvLLd8di6x+XYr28wks7rV16669Z9WMPdZZj3UpHXseVN02cTx6WPZ5P9tj1fUdlXHnuN8/ktYRzE5odh2evs+u676xSXWJ38PW0783qT3r+vQazqkJj93+Zwa5MVxZ210/FdnWwAcM7d/FCo7F2TNht/m7UZXNPN6wTiuFx72TZeSsms1wUAO8+gtP/yKaCLViodKY9RwJmzyI3zQH3Vbx+vSuL9unEv11O9xZDgjOhpe30oO/y2e28ufQ4CCycx6vNBg5pG0TW7Z7T9jXdtkPBzBwHGzz7oe1zfcXhMcR10+1P3Bo3zNy14ju/aQfbqfXl1u+v77Vv+V0NlzeqOvzplyHN6UeR3HsucntvSk2LTze1G3FCI/34xhvzn1jv+uyjv69Se35hUMfHh9cZpAfA5a23V4g3K7PnVPd33Oa/bHsWFw+s7XiB4mbdbxh3aYNj1sn7dnw8tZWePnMYjbTVnj5bC4868xCal0oStaXWn7+3u3m7LjFsgOznyIz6Vr73Hy9ua3cLMBevU6EO2di9Rpq+8jrQze3ZNBQsZ7mus6carfV9ql+2zXXX7Vc7jim9mPEMa7sc7uRG2XrhprsM5n+n1g2+snwqe0V2jlyDi+PfaytUu8vvW7M23PEoPDyma2we+pUry+nZyfUBKTb4U6u3y/72FB40V7++qn0gDr3erR/bXTbxPtzdx+T+10dLqfO+Wa/G3NfyJ+X8et3o6067TN4HudC+KI2n+/Lmc5gemx43O3Tke3GBvTJem6f2nt/bn255aPXn+FrbOw8Wvws9treByaxPtLdbuaeNXj/Ty07dB1O9NdMP0q1Qb9/pu6duftBus3S7Z0738eMPQuOUc8RGY+W9M/Yebsx47wxY7epx4KxfngUxp2Z+1fRuK/5bYBFvZuv17br8PZy169xY+h0HVfZ5urji/Lr98Hcw+r792rtOXAeDu7X2HtBqk+X3Ps6E0mGruMrXKfT/XnoWpU6jzvX/ykzg6ExXO78b7Zdb+y6+H2y+/tJ99qcz1f2flca018yxxuOoLWEx3sn4cCALjqI6X+C1Z71lFtf/9PP9i+2/a/bx9bfndXU/7pG7AbRWbZ3wUy8N1uvfDslDd4IRswy7l4UF78UtG6KkUeUVC2X6wexvti+UZQf41yfifS5gYFz82vj6T5TPgOkvezQMR3bzrkBUP58KA+PB2ZE1vS7rTPhcq8vz270u6nBVuGjGZLBRWe72cFvc9sTzLJNhscb1jZF15dcuywH1zV9q/Scr70vlN0Hmsu3Zr9mw/VO8DJFeHy28yHNqPC4ZDZR5j2x45zcfmd91ctn2jF17e691hzLZI5x9p6Vuv+X3YOKxwtF3wQobIOV7geZNku2d/58rx971o4rjtB4NFuX2Dm0aeO82n0aNxY8ruPO4WvbuHHi8OuZvpfb3krt0O3jhX1x5bZfZXzRcSjuYetsz9r+O+ZekOvTFeHx/JrYm2wwxXV6sD93HWBmUD2GS7VdZ4ywnGgS+Xnx+bd4zyr9JVVnOJrW+NiK2C+WiUFM9IKSutB21hcNsvo3z/JBUERyENPdl8Z+JkO2MaFc81PR9KeT6ZtKxXqW6xq6EXb/3/+lomi5bD+I7cPIQDTbZ4b6XGMbuWMVm41VGqAm6tce2Ixo5/0Ij5ch4CpfJ24EYQMfyrSOz6jHImTO/e52e3106LhWHu8Bw+HxBrbNXPrxAYXtUtR/an/Z3NunsvMgIjXLpPuzzEB8+APHXLtk+tvZM2G3FdpUhsfJNmjMwsjNjIn+4pCYGd54f/nynfWkHtUyeO2OzR6pOcaJe1aqLavvQZn+mu1HiTYoOOa14fFgmyXbO2Xk2LN2XHGUxqPZusT2fdPGebVjt8r2PbbjzsrztKTfVd1/C+qTuq5UtcNAX8oe+1XbfpXxRaZ9NuEetq/tWdt/R9wLcn26uI9GxuBTXqeH2j/RTvudGdSP4RJt94XOtxa3Ty3/3XzsRHuyS8H513q835ixQ7rOcBSdOHfuXKjXuYAsbYWXH1+85/H5Ra+7XPM9DdsnQ9g6HS63fj5bx+7px7Pru3x6+IHvs+UXJ3hnmydOhuu9baX2dfb+y6e3IvWde/z07OI438/ke7P1qjgWJ7ezdRm9nui6usezuS+N12qWy/aDWL0X66o7xvk+E+tz58L1k3tt1Px3rs8k+3922aG+NLKdq8+Hyn76+OmwW9yHh10+vbVXh6K+HKln4Tk0uExvu51+Ee2zkffV2D452DcX69vMtln8LLWd2nZJnTfpfrn6faG9nbJzunHuDByX3nlcfJ1Ovbddl+sn5/vVPBeLzsvU9TbWT+Pri973cvvZPXbFy8/qPHjvOrfXJkPX7ub/L5/earyWOcaZe1bq/l96Dyq+Dhf0o+E2eLz11cz2+Vl7P8i0WbK9c9eCEWPP2nHFERqP5uuSu75swjivduxW2b7HdtyZO08L7q/Ra3Tp/Td+fqfux+PboXE+NOtccOxXa/tVxhd9m3YPG3MurXoMy/tv/b0g16fL7n2x+9LE1+mCdcbtX2ZQPwYcbrtlOzf6zfIYPH467M630/p54fVk7/UxY4dMneEIWik8Tv/yfwDhcfICOi4sa124c4OmhX0Nj+PbzP68dj3R1zbhl4oVB/HJPjMQci3X2d1eus+UhGDDy54bCOU2NDxu1LfkhtobOJ3cbg0IyvvymMA2E+pHttscmF8/WfYL71jRwfXGts380/fkPhe2S1H/GfHLbcXy487pTHgcO4/XEB4v+0hteFx1z0j0qdi1PLv9xvpKl5+3Z13YHTnuy3V392nN4XHBPWjK8DjZBnPXT3Z/GZo+PB5u75SRY8+DCI83ZDxaHS5s5Divduy24eHxRo071xwejwi2kuPM0e1wLn7vLTn2K7X9KuOLiA27h406l1Y5hlX99+DC49h1btLr9FB/rlp2zZlB9Rgwc49YLrsd7rTWsfj/47NvY0bvVUPHqrme8eHx8H0Njp7NCY+jF5TmdjLrywauEwwmm+/Pzrps7Gf25lcRyg2+NnBMhi7steuJrmsNv1Rk+0GsvuMG8fk+M/RL7Xw7pzt1zfWZ2g9PInWPf0K/oeFxp71qP5VNfRK/vFFH+0rtp7/9fWsFwoMB4MlwPTnQWmHm8bl2XbrHfVPb5vrJEwWDp0y7LEPj8r412C9XvS8UndOx+1LzetafFRn9MGDq8Hh+PFrXqZLweGgAnJgxNXy/6Ly/ue7c+nLLL9dR06cHrt3Nftl7reQYJ/Zj1P28XadJw+NkGwxte0x4nGizZHsX1L127Fk7rjhK49HayQgbOc6rHbtVtu9xHXdmz9MR99eq+2/tcVulHVL33tyxX6XtVxlfJNpoU+5ho86lse1Z239H3Atyfbrq3ldx7lefK2Xftjr4zCAzhhtcV+zDu3k4vN2ZPHOuMdbtfTM3M15qvX/M2CFXZzh6Nic8jlwI20FEbn3z5Qd/sVxxgNebBddeX+srQgOz8aLvrQ7lIvu5WGdsmdzXfEvXM7hfE/9Ske0Hsb448hhn+8xwyLUM75o37qI+kwiPE8sOH5ep2nnxleVMWw2+v0T3U+FKucdHLNqx+pPf/g2/NQtgYJ3XT54Id06eTAzexoS1ffGv9W1g2xQHeZkPESedqbTifaHwPtD7Wu1ie7FvoVRdp0uOdapdO/UrCI+H+1ttn+peM2Z16V5ThteXWb52hkyz/3av3cnXMsc4e89K3f/L7kHThsc196+heuTuB7k2yx+L4vO9pJ9WjyuO0Hg0W5eOjRzn1Y7dRo4Fj9u4s/raFh8ndq/R5fff3HkXH2eOaYfhMXTZsR/f9quML+I28R5Wey6Na89x/bfuXlDYpzP3vuU2E9elVa7Tyd/VY/37IDKD7Bgwfjzjbbd3rHa3tnrruHx6K/Lz9PnXevTf6P6SrzMcNRsUHu8ts5xFl/tEqLe+zvKJAPfcuXO9G1X3Zrb31c3FjaGzjuWN7UTkhhf/qnL/+U3jZnS265YY5GZ+mSxeT3Rd6/ilItcPYn2xdBAfG7Ck+kxihuTA14XSfSbd/4eX7dZxz+7p/1mhnReDovl+b7eDpX5bpd+/dtG+3KxTrq8M6z9zs9nmqcA/cR3MhLXDj7s4nG3Tu5Y0dX9BmOyrXSXXz9XuC0Xn9Hbj+j74OJHEefx//8+awuPO4L4wPB7ulzXX5v77++vNrW94+ezs+2T71VzX58f75Mniesa/bhm7/+f6Z/c6PE14XHb/ar9edz8oabN4PdL9b+zYc/W+e2jHowV9LH192YRxXu3YbYKx4LEYd2buX9nzvLsvW+Hl0zX33+FzPDnOrG6H1Bj68X4dC69VZW2/yvgidY5uzj1s1Lk0qj3jfWV4v8beC3J9uuDe17mntScUrHqdzvXn/jIHkhlE6pr+nSfTdsvzZ2jGdGoWevf8i01mGtNf0nWe9Pc82BAjw2OAo2SaWcJN2UHD46fDnUMxqJi2bQym2FjVX18nrrDNSh6jAkCZY3UPO6r7BbC5Tjz55JMB4Li7dHorhJOfmGZ9j80ev3Apub2T4eXHDn6/97VtCtoFDsql01th9/RjnZ9/YvYL6icOvn6HR1mbxdsbgDGO1z3sqO4XwOYSHgM8+WR48snHZl9ZWnkg+onZTN1DEgzvX9scxXbhSHhs/lXS6AcbfkGtl2mzZHsDUOVY3sOO6n4BbC7hMQAAAAAAPcJjAAAAAAB6hMcAAAAAAPQIjwEAAAAA6BEeAwAAAADQIzwGAAAAAKBHeAwAAAAAQI/wGAAAAACAHuExAAAAAAA9wmMAAAAAAHpOfP7znw8AAAAAANAkPAYAAAAAoEd4DAAAAABAj/AYAAAAAIAe4TEAAAAAAD3CYwAAAAAAeoTHAAAAAAD0CI8BAAAAAOgRHgMAAAAA0CM8BgAAAACgR3gMAAAAAECP8BgAAAAAgJ4TTzzxRFiPi+HW+yGE29fCxdk/wrW1bWvPxYsX+z+/djuEEML7t9qvLet17XYI4f1w6+KE9bj1/uTrPJC2Y//bfE391fEFAAAAoMbI8PhamMVb/XL7Wux9i6DrWri9tkB1FlZ3A7cnnngiXLvdrVf7tX69p6nLtOtcZ/sNt930Zn1i0ra5dnvfPpzYjzafvr/mju86z8vDdZyudS9st68tX5uF98OleUxS6wEAAAA4LFYKj3sB1hpm8JYbCsguhouHaPbvwRAeb06br6O/7ufxPbzHaVa9Zsi79+2J3vsv3grvD1zrqtYDAAAAsMGmDY9bIdXFcOv998OtW4speO+HWxdTMxznr127Ffbm93Xee7H5WnO23zyc6c7yG3x/ZH3v3woXI/sSoq9n6poIlvL7MjDD8fa10JohutjGrdvt91zr/H/oeC2DvIG2S+1/1bYH+s6t5v43A8VUXdvvWbb7re7rw3XvB3t7P4u9dnE2hfwQ99eh4xvZl0h/He6LBfXNHafk8gXtmz1Hc/2ooA2Glhk8xyvXAwAAAJDxqU99qsqnP/3pyba9lvC4FZDFQtfB8Di0ApbZRObF8v1tzrLKxfu7sytz72++3l22P1Pz4uwHrboM1jUbHufq1tBaVzc8bgR5e88zGFguFaRV7n/VtvPHuf1M7Nq6dtfXn+XZOjYDQfTta7HXUo8fOUz9daLHVmT6VMn+pY5zbH+H2zdznKvD48rZwYN93CxjAAAAYFrnzp0Lu7u7xT75yU9Otu01PrYiFljlw+PysKf7esFX85vvT607+lozSMzUtWTmccU22wFcOzxuz9Qc+n9lIJvb/6ptl/SdirrG6tZr+27dE+tvra/zWnRdh7G/ThEeT1DfqvYpOccqjnPJ9rvPcu/N7m4o+oCkYD0AAAAAGefPnw81ZWPC4355P9y6sHjPhciszXlIdWF4nfmwp7vtxesX5uHWhUxdZ++/MJ+ZeSGyfxcSfxhrtv5MXS/Mg6XofpbsS6MerTo22q+3jW7b1gRp7bbL7n/VtmP73G2b5rG3WXoAAAOrSURBVPbTdY0etwuNIPHa7chxbe9f8/EU3UdVNP9/YfCRFYetvw5tq+S8HOqLI+p7YTjw7bdPwYcIyeM8JjweqFesD4w5x81GBgAAAEYoCY///ve/h7/97W8hhA0Kj9N/9Gzq8HgvhFmGYIkANPf+bBg38FpRXbPBUm5fFutItN+6w+PU/h/y8HhvfZFtLdcV67+Htb+uGB4P9sXK+rbC41z7HHR4PNTXMz+vXQ8AAABARi48/uijj8L3vve98MMf/jD885//PKbhcSwsSoVxufdXPwagoq65oKhwX/ozFfcnPM7u/8rh8RofW5GY3dp7rMat2Hvn/Tb62mHtr6uExwN9cUx9q9qn5Byb8LEVg68N9OWhc7x2PQAAAAAZufD4hRdeCM8++2y4d+9e+Pjjj49xeByZmbv3qIxMANp7f3t77UcUXFj+sb8LrbrEl+1tryQ8TtTtQusPyA20X1WA2w0A5/8fnAWb2f8JwuPm/i3+0NmFJ8rruvd6d339sLO9/sbxDrGAPv3a4eyv48Pjwb5YuH+Dx6lyf/vbzB3nXD+KX6/i/SSyzOA5XrkeAAAAgIzz58+Hf//73+GPf/xj+Oijj5ah8UcffRReeOGF8NRTT4Wf//zny58fz/D4iXk4tCz9xw50Q7/c+/cCq1iotAibFiUTjlY+83i4bt3tNmpw6/+NDI/3/r/cl2vtmZv9wDSx/1M8tuJao+17jx9I17Vdt/fDrVvd2Z6dusce6RB9FEPBa4eyv+YC8aHzMtUXL+TrmzlO6eVLZg7njnOuH+XOy9g6h86BkesBAAAAyDh//nz4y1/+Ep577rlw8+bN8I9//CN8+OGH4bvf/W549tlnW8FxCBsRHsMRFn0kAgAAAADsv/Pnz4ePP/44/PKXvwxf//rXwze/+c1w48aN8NWvfjXcuXOnN+lPeAxrdOHW+4lHPAAAAADA/lk88/jjjz8Of/7zn8NXvvKV8OUvfzncuXMn/Pe//xUew75YPBbCIwYAAAAA2BDdP5j34Ycfhl/96le90Fh4DAAAAABwjHTD41wRHgMAAAAAHAOPPfZYeO6554oJjwEAAAAAjoHPfOYzVT772c9Otm3hMQAAAAAAPSc+97nPBQAAAAAAaBIeAwAAAADQIzwGAAAAAKBHeAwAAAAAQI/wGAAAAACAHuExAAAAAAA9wmMAAAAAAHqExwAAAAAA9AiPAQAAAADoER4DAAAAANAjPAYAAAAAoEd4DAAAAABAz/8HO/XlqYd66+8AAAAASUVORK5CYII=)
![](data:image/png;base64,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)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABZEAAAD7CAYAAAAb4NpdAAAgAElEQVR4nO3d34td12Ev8PkH9AfMs/1qXcw1qNCHxonV1mmSOoV5CAQudR8MFhbIyO8NSIQIBSFLLw2V+3Jb4lgoso3ATS1qK6mwNGdG8tA7OBeRsZE0ASNs/BBMgs3qw/m1f6y1f5yzz5xzZj4LPlhzzv6x9lpr7/F8Z806K3/3d38XAAAAAAAgZmXeFQAAAAAAYHEJkQEAAAAASBIiAwAAAACQJEQGAAAAACBJiAwAAAAAQJIQGQAAAACAJCEyAAAAAABJQmQAAACADp0/fz5sbm6Gzc3N0Ov1ADq3vr4eXn/99T17rgmRAQAAADryH//xH2F7ezs8evQofPXVV0FRFKWq7O7uho8//ri13/3ud+Hu3bvh/fff35NnmxAZAAAAoAOXLl0KW1tbwmNFURqX69evh42NjYnduXMnXLp0aebPNyEyAAAAQAfW19fD559/Pu9MSlGUJSrXr18Pn3zyycRu3rwZ1tfXZ/58EyIDAAAAdODu3bvhj3/847wzKUVRlqhMGyK/8847YXNzc+bPNyEyAAAAQAd6vd688yhFUZasTBsiv/3226HX6838+SZEBgAAAOiAEFlRlLZFiAwAAABwgAiRFUVpW4TIAAAAAAeIEFlRlLZFiAwAAABwgAiRFUVpW4TIAAAAAAeIEFlRlLZFiAwAAABwgAiRFUVpW4TIM/bKK6/MvQ7LINpOFzdCCCHsvnXQ2vCV8NZuCGHjYnil/49wsUl7TWPQ1hsX59jfs3BgxxAAAEDatCHyh5deCmtra3mnr403uHY6rK2thexL5XItnC7upyjKwpZ9GiIPQrhs2X0rvFK738WwEXbDW690Uel+HeYTXl0MG4kO74eE45Aytv8r/Yo3aK/ZttPFjb0LNbPttrfnrOvDYoA8m3G1d229t/fF3o8hAACAxTdNiHzt9FpYWzsd8tHvIBAevf5huPTSWlh76VL4MH2gsLb2UriU3EBRlEUqSxMif//73w/NXAy9EELoXcy9frEXQgi74a2TTY8zrZODsOzkHp2v3Aa9i4XXL/bGbXCxF0LohYtN993zdjoZTu5ZX83r2rtsr+mOuXdtvZf3xTzGEAAAwOKbOET+8FJ4KTXDuPBef7ZyOiS+dromZFYUZaFKVyHyrJ9vDUPk6oDq5GCG7cnRtrvhrbeGD87d8NbJi6GXC5pP5mc0j/b9fugHjrvhrYtvhfEmw30L+w0D7ZPZbYdvZeqYfT93rrq6FKXC0Gz7VAXNsXA504al6x2E9IXg/uRbu6PX4vsl2qnqWk++FXZDtt8G+13sRY4TucbK6ytsP+yPJvWasq3yr6XO0769qs5V2Wet2rnptcfqH7sP6+6Vqnsvci8V95/y2gAAAJbdtCHyS42mD/dnJ0e3bXUcRVEWoeyvEHkYDqVmH+beHwRasWA48342kM6H0IMZz5lAsj/RNx/4jfcvB5r9zGq4f/b94r51dSmqDpGHr9eHmQXFADb7dSmczZyrar+211oMdofBXy6oH/bhFCHy4DzjfVv2Qau2qur72C8/yu2V7bPcOKw6V1WftWrnFteeqn/pPqy/V9L3Xs3+01wbAADAPjD5chaDZSrWms0iji99MZylXH5dUZTFLbEQ+fnnnw83btwIOzs7o9e2t7fDqVOnwt27dxc4RK6ZRVsX1uVC5OixsiFsXUDZ4M/2K4PFuuvKB8Lp6yweJxOOnXwr7JYCxorwrPUs3gbXVmynumsthbvFa81+PWmI3P9vru/a9kGbtqodB9nzFNqr1Ic1bZA7fkWftWrnNtde/0uD+rHXtl8L709zbQAAAPvAdB+sN1z/OK/JEheDF/tBtA/UU5SlKrEQ+caNG+FHP/pRePfdd8POzk7Y3t4O58+fD5cuXQr37t3bXyFyPigah6j5P8fPl+RyEI1C5OEsymHpb181q7W+LvHrjGxdCIgLbXCxV7NEQ345gmLIlp3FnF3Konq/fDvVXmtplmgx+J4+RI61Vfs+aN5WpXarPE8kdE8sfTLcJnWuyj5r1c5trj0eIlf9MiRzpJYhcmL/qa4NAABg+U0XImfKICQeh8nF2cWRwNgH6inKUpZYiLyzsxPefffdUZB86tSpcOnSpfDRRx/tv+UsKkPktusOV4bI40ArNuu2NkSuWX+3tm4J2eCwn0c2+8Cz8fKxsZnN6WCwvF8kRK661j0IkUdLPWTq0b4PatpqVI98HevP0z5ETp2rss86Clrr+jt9H6bvlfp+rdlfiAwAABxwnYXImdJfoiIyw7gQGvtAPUVZzhILkbe3t8POzk64ceNG+MEPfhBee+21cO/evfDb3/42t8TFnobIzz33XGjiQi+E0LsQfe/km7sh7L4ZTj73XHjuuZPhzd0Qehey21wIvbAb3jz5XHiuf6BwIXmuC/2gKbt/bp/+8XffPDl+b3TuyPZV56utS4O6pZx8M+yGXrhw8s2wO7z2xucpXOOwTd8cHLPRfpF2qtq3VM9Mn5Wuva6PqtqtZb1at9XgXMW2qj1P4TgnY21dvO7Euar6rFU7t7n2xJgp9lHVvVLXr3X7d3ptAAAAy2fSELk6AB7MOi69n/mAvejyFoqiLEPp6oP1Zv18axwiDwOgYpB8oRdCyAVFNSHy4P1cGHWhlznGBCFyKaQLyeOd7FcuV9d0XeJt0DQEu9AL/W8gifA9fn3PRcK4Qb2L7V+5XzxUTF5rqwBwcKxiOzYKkYtt3LIPJm2r2vMk2itzjP7m+RA1fq6K96YJWifo78qgv+ZeKe1Tt78QGQAAOOAmnol87XR6/eOKtY6H4fM1H6inKEtb9mGI3Heh+DwszkysDZHH22QOUh00FcKrYjiXr1MvXCgeYxR2hVAOOqvqUtQyBBtUrMn2xXYt7TO4huLrVfuVQ8yKa20dAF7IrXP85oWqWdLldssHsm36YPK2qjtPbXuVxnrVuRLvTRm0Nu/v2H1Yd6/U33uV+wuRAQCAA26a5SyunY5/kF7/9URAnF072TRkRVnKsm9DZOYkurwCC02fAQAAHChTr4k8mJGcUxkOD2Yp+0A9RVnaIkSmUyff3M0sVcAy0GcAAAAHyyw+WE9RlP1dhMh0Y7gUR2wpBRaTPgMAADiQhMiKorQtQmQAAACAA0SIrChK2yJEBgAAADhAhMiKorQtQmQAAACAA0SIrChK2yJEBgAAADhAhMiKorQtQmQAAACAA0SIrChK2yJEBgAAADhANjc3w1dffTXvTEpRlCUq04bI77zzTtjc3Jz5823lb//2bwMAAAAA09nc3Ayff/75vDMpRVGWqEwbIv/6178Od+/enfnzTYgMAAAA0IF//ud/DltbW/POpBRFWaIyTYh8//79cOfOnfDmm2/O/PkmRAYAAADoyPvvvx+2t7fNSFYUpVG5fv16eO+991r5zW9+EzY2NsLW1la4efPmnjzbhMgAAAAAHfr5z38eNjc3Q6/XA+jc5uZm2Nzc3JMZyENCZAAAAAAAkoTIAAAAAAAkCZEBAAAAAEgSIgMAAAAAkCREBgAAAAAgSYgMAAAAAECSEBkAAAAAgCQhMgAAAAAASSvf+973AgAAAAAAxAiRAQAAAABIEiIDAAAAAJAkRAYAAAAAIEmIDAAAAABAkhAZAAAAAIAkITIAAAAAAElCZAAAAAAAkoTIAAAAAAAkCZEBAAAAAEgSIgMAAAAAkCREBgAAAAAgSYgMAAAAAECSEBkAAAAAgCQhMgAAAAAASUJkAAAAAACSOgyRXw5XH4YQ1l8NL/f/EV7dgwt4+eWXy6+/uh5CCOHh1fx7o3q9uh5CeBiuvtxhPa4+7PyYc2k79r7NZzRe9S8AAAAAXWgYIr8a+jFXuay/GttuGHi9GtZnFqz2Q+ti8Pa9730vvLperFf+vXK9u6lLt8ecZful2657/THRadu8ur5nv6TYizbvfrzW9e8s78tl6afBL72Sz7XxL8Vi+7/cb+DwcsWzcXGvHQAAAKCdle9+97uh3vl+EHi+8Pr5wQzJE02O0bUTg6DsROn1E3OpzzJJtd0sJMbONM73w8nzc2/HLtp8FuN1L/t3WfupQRsl658d0zMY3wAAAAALZroQORfEnAhXHz4MV68O5+U9DFdPnO/PeIyGZIP3zl8N4wmBhW1PZN8bzO07Pz5v5sWa7SPHe3g1nIhcS4i+X1PXE1fDw7owvaJuJ2JTItfPj897InOOq+v5bc4Xvk711ygQS7Rd1fW3Ondi7FzNXn82mKuqa36bUbtfLb6frnv/UPm6DV+LvXfi6sPEtSzLeE31b+RaIuM1PRYb1Leunyr3b9C+tfdo3ThKPbtaPvdyxxUiAwAAAN36sz/7s9aOHj060zp1EiLngrJY+JoMkUMu5OlPbB7uXz5nP7Mcbl8Mgeq2z75f3LccKJ0Y/Ln6iSZ1rQ2R6+qWkTtWMUTOBHrDADcX8GX3qwrUWl5/q3PX9/OJwVq/yRCusq7F4w3GXSYszfVNIpBePx97Lzuel3m81gWkVfdl1Vhsf31V/Ry73nT71vTzTELk6l9CVD8bAQAAACbzne98J7QpDx8+DN/61rdmWqcOl7OIhTL1IXLz0Kf4fss/R686dvS9bKBYU9cmM5FbnDMfxOVD5PzMzdTXLYPZuutvde4mY6dFXWN1K7V9se4Vx6+aRRo91jKO1y5C5A7q26p9mtxjLfq59vyFWc3ZB2/2mkvnLbZddvZ1oSRn5wMAAACkLX2IHKliJkyJzeLsIkQunrsulItvn5+pmRf9E/7hFV49UV/XxiFy6loy9UjN5C6dIx5mTRIi115/q3PHrjm+LEGTto32WzbYO7+eXOpheH3ZmaPFmaXZr9NLWSzbeJ0+RE6fv0V9K4Lfcvs0+GVCZT/PZiZy6blWqoeZyAAAAEC3lj5Erg5Kug6Rx2FTfMZs6s/n49vXhnKJ9xrVteFyFulr+W5ktm+h/WYdIldd/5KHyOPjRc41OlbVUhbLNl6nDJGTY7FlfXMhcl37LGqInP/lQr8axb+2ECIDAAAA3REi1x2zLjSqW5KhavvWywO0qGtdiNzwWsqzYPcmRK69/qlD5HkuZ5H5+mps28G4jb63rON1mhA5MRYnqW+r9pnPchZNQuTRuaP3uRAZAAAA6JYQue6YVaHU8MPdUmsw126fP19+6YLIhwLm1nvuIESuqFv+g+YS7dcqyC0GgcP1X6s/WC95/R2EyNnrq/7AtHhdix9kVhXA54+f6e8QC+qr31vO8Tp5iJwciw2vL9lPLa+3fM66fq4bR/HnVaMQeXCu9fX1xC96hMgAAABAd4TIdccsBE3nc4unlpcjKIZ/dduPg6tYuFT8oK2akLTlmsjpulV9wNfPJwyRx1+PruV8fiZnOTituP4ulrM4n2n70rIE1XXN1+1huHq1OMO0UPfYUg/RJRoavLeU47UuGE/dl9UfNldb35p+qt6/yUziun6uG0fla20aIn93UPnyGKn4YL3o9gAAAADVljhEhn0sulQCAAAAAOw9ITIsoBNXHzafkQoAAAAAMyREhkUyXC4itvwFAAAAAMzBQobI3/nOdwIAAAAAAIuhbYj8zW9+c6b1ESIDAAAAACwQITIAAAAAAFF//ud/3trRo0dnWichMgAAAAAASUJkAAAAAACShMgAAAAAACQJkQEAAAAASBIiAwAAAACQJEQGAAAAACBJiAwAAAAAQJIQGQAAAACAJCEyAAAAAABJK3/zN38TAAAAAAAgRogMAAAAAECSEBkAAAAAgCQhMgAAAAAASUJkAAAAAACShMgAAAAAACStfPvb3w4AAAAAABAjRAYAAAAAIEmIDAAAAABAkhAZAAAAAIAkITIAAABAh37605+GjY2NsLm5GXq9HkDnbt++Hf7t3/5tz55rQmQAAACAjvz7v/972N7eDo8ePQpfffVVUBRFqSq7u7vh448/bu13v/tduHv3bnjvvff25NkmRAYAAADowM9+9rOwtbUlPFYUpXG5fv162NjYmNidO3fCz372s5k/34TIAAAAAB24fft2+Pzzz+edSSmKskTl+vXr4ZNPPpnYzZs3w+3bt2f+fBMiAwAAAHTgzp074Y9//OO8MylFUZaoTBsiv/POO2Fzc3PmzzchMgAAAEAHer3evPMoRVGWrEwbIr/99tuh1+vN/PkmRAYAAADogBBZUZS2RYgMAAAAcIAIkRVFaVuEyAAAAAAHiBBZUZS2RYgMAAAAcIAIkRVFaVv2d4h87nYIIYTb5+b/gAYAAABYBEJkRVHaln0cIh8PVx4KkAEAAACyhMiKorQt+zhE5qA6fvx4+fXBrPSHVyLvAQAAwAEyVYj84aXw0tpaWBt66VL4MLrZS+Nt1tbC6WvFLa6F0zXHUBRlcco+C5HPhdvhYbhyvPD68SvhYbgdzuW2m2aWcuI8jfZLnXfSY7Y9z2THipX+8fszvsPtc9H9j195GMLDK+H4HnwTHNYlFhSfu21WOgAAAHz721OEyIMA+aVLw8j3w3DppbWwtnY6XMtt9lL+tWunC0Fyf7/h19dOZ4+pKMoiFiHyRBU6eCFy6VjnbocwrO+52yHk2ncW9WgiFSIfD8c7aVcAAABYfpOGyNdOR2YND4LlUUBcCppj+14Lp4shc3mqsqIoC1QOdoh85Up4OGqK4n6DGbajt7OzaasD3+P5HTPbFULV44Pz3z4XOWaD859L1b/uPIVgNxkCR45VaJ9+YFsVNKeOm26n/m7nytsOXovvV2iv0f4V7Xj8SngYHoYrV27n9zt3O3Kctu0GAAAAi6nTNZGLIfK102Ft7aVQmlice91MZEVZtnKgQ+RsANifWDsMGMszWvPLMlSEyMVgMfd1JogcBLvjUDJ7zPISEfn61dW/7jzdhcjD12PBb+y1Ru1Uqk/mXJXtW+y3mn7MhevfHofHw6+HIfPxSdoNAAAAFlN3IfJgXePM7OTSUhajTYtLWlgTWVGWqcRC5Oeffz7cuHEj7OzsjF7b3t4Op06dCnfv3t0/IXIyEIyGg9nQtEWIXKpfCLfP9f+bX3Yhc8xSfYt1rgs0687TQYicXc4i2cYVy3O0OWf22JX7FULjun6sDdjbtDkAAAAsh+lD5OFayGulWcfJELk4Y1lRlKUqsRD5xo0b4Uc/+lF49913w87OTtje3g7nz58Ply5dCvfu3dv/IXJ+uYR8GS/fkApI88sn5MPX7IfUFffPHPPc7ciH0dUsHxEJkdPnaR8iR1oiuvzH6LjRa2jaTvlZzNmlLKr3y4fItf2Ym2kcGz9CZAAAAPafTpezGMwwHi5HIURWlP1ZYiHyzs5OePfdd0dB8qlTp8KlS5fCRx99tL+Ws6gMkSsD0GYfgjdeWjeyJEIpZO0+RE6fp4vlLMqyYW//tMUPuGvaTtk+K4TTlftFQuSqfhQiAwAAcAB1GiKHwYfmDYLj5stZKIqyTCUWIm9vb4ednZ1w48aN8IMf/CC89tpr4d69e+G3v/1tbomLBQyRE4Fj2yC1NhxsFiJn61QOf4vr9c5iOYvUeWYTIo/qXQpn27ZTpi+vxNoitV+T5SyK9RUiAwAAcLDMMkRu9sF6iqIsW1maD9Z79tlnQxP9JQxuh3Oj18bB4ni7YSCY2XcYCGb2CQ+vhOO59x+GK8eH+w//XZA7zrPh2VFQGTlv8pjjD9YbHnf0wXmN6l91nuKxh8tDZNvs2eq2qnDudgi3b9/O1T2qsp2yfZlvh+r9in1d04+lcxb7NXvtbdsNAAAAFtNkIfJgHeTSVOLB68MPx0ssW3HttA/QU5RlLl2FyLN+vjUOkZ999tnMMgf9kg+Qnw31IeyzYRwSjo5SETZWn398nvJ5x+Fw8ZiF82eD0LYh8rPxEHp0XecGs32j7dkuRH52cPFNtk+308Dog++a71cOniv6sVWI3LbdAAAAYDFNPBM5siRFfxZy7LXMrGNLWSjK0pd9GSKzTxwX0gIAAEDXplrOYjDTeG0ksv5xGK6NPN5OgKwoy12EyCys41ceRmaRAwAAANPoek1kRVH2fxEis3gGy1jkl/AAAAAAuiBEVhSlbREiAwAAABwgQmRFUdqWpQmR//qv/zoAAAAAMB0hsqIobUtXIfKsn29CZAAAAIAOCJEVRWlbhMgAAAAAB4gQWVGUtkWIDAAAAHCACJEVRWlbhMgAAAAAB8jm5mb46quv5p1JKYqyRGXaEPmdd94Jm5ubM3++CZEBAAAAOrCxsRE+//zzeWdSiqIsUZk2RP71r38d7ty5M/PnmxAZAAAAoAP/9E//FLa2tuadSSmKskRlmhD5/v374c6dO+GXv/zlzJ9vQmQAAACAjvznf/5n2N7eNiNZUZRG5fr16+G9995r5Te/+U3Y2NgIW1tb4b/+67/25NkmRAYAAADo0L/+67+GjY2N0Ov1ADq3ubkZNjY29mQG8pAQGQAAAACAJCEyAAAAAABJQmQAAAAAAJJW/uqv/ioAAAAAAECMEBkAAAAAgCQhMgAAAAAASUJkAAAAAACShMgAAAAAACQJkQEAAAAASBIiAwAAAACQJEQGAAAAACBJiAwAAAAAQJIQGQAAAACAJCEyAAAAAABJQmQAAAAAAJJW/vIv/zIAAAAAAECMEBkAAAAAgCQhMgAAAAAASUJkAAAAAACShMgAAAAAACQJkQEAAAAASBIiAwAAAACQJEQGAAAAACBJiAwAAAAAQJIQGQAAAKBjP/7xj8OtW7fCxsZG6PV6AJ26efNm+Jd/+Zc9e6YJkQEAAAA69Pbbb4etra3wySefhEePHoXPPvuMfaTX64V79+4xhV6vN/d+XHb3798Pd+/eDb/61a/25LkmRAYAAADoyMWLF8Pdu3eFx/tYr9cLOzs74eOPP2YCOzs7QuQObW1thYsXL8782SZEBgAAAOjIzZs3w/379+ceLDE7vV4v/P73vw+ffvopE/j9738vRO7Q/fv3w82bN2f+bBMiAwAAAHRkY2MjfPrpp3MPlpidXq+nj6fw6aefCpE79OjRo7CxsTHzZ5sQGQAAAKAjwrH9T4g8HSFy93q93syfbUJkAAAAgI4Ix/Y/IfJ0hMjdEyIDAAAALBHh2P4nRJ6OELl7QmQAAACAJSIc2/+EyNMRIndvT0Lko0ePBgAAAACmJxzb/4TI0xEid6/X68382SZEBgAAAOiIcGz/EyJPR4jcPSEyAAAAwBIRju1/QuTpCJG7J0Q+ejQcu/wghHArnD17K4TwIFw+1uVxuzte7fmOHZt7W7ompurbs7dCCCE8uKzfAQAAUoRj+58QeTpC5O4tUIh8NtwKIdw6W3j92OXwIIQQbp2daSUH2VXh/Ik6NXIsXH5Qs+/wpI1Cs6q69M81/+DtbLjVWWi+KNfUph+6vP7J6hUr/br22zN1Hx3rN3Y4tid1Tfft2VuT3m8AAAAHx74Lx17/YVhZWQkrKyvhyVPr86/PAhAiT0eI3L0FD5GnCXG7MNvzn73VJhxfhhC5S4t6TYsdIpfqlZ1d3x9w4Wyra9rLvj0Wjs2l7QAAAJbLfgvHXv8/K2HlH66FEEL4+ssv5l6fRSBEno4QuXsLHCKngq3BjMrxFN7M7Mlj4fKDB+Hy5eGczGGgV7XP0fFs59J7hTrkZkUPAsOzmX2zAeKxy+FBRaB4NjdtdBDsZeuRm0VaVZf/m7+2USg9STtN29bFELVq/6r2Oxa/psr2qerHBmOg4Fh+48w1NRgTU19/YvwnQ+D6+6Uf2FYFzanjptsi9kuQY/3p9xX7Jfq2qq2G99LlW/n9zt6KHKdtuwEAACyf/RSOvf7DldEs5JWVH4bXF6BOi0CIPB0hcvcWNEROLQVR/pP8/kTLYeA0eL8UduZnPeb/dL983vG2mfcGYWEx1M2GU7m61ITIo+0rwq9+RjY8flVdivWepJ26aOtsiNqs3ZPtV9UXde2TaI90XQqKoWPu67oxUQhLk+1Xd/3dhsjD12PBb+WM+Kq2KNUnc67KNmzZP8UlbcZrz/S/zt1rQmQAAGD/20/h2B/+FMK1fxjORP5T+EPdPpmlL/KeDKfW5389XQZ2QuTJCZG7t5Ahcnx94qODsKgYBlWFh0cTAVJF2BU9dv+/+T+/rwmrWofIEdHwMlaXwnVP0k5FEx0jE6LWtXtt2NegjpWBZuq4sbo02b7pmBhcf2371V1/RyFy8cMiS/WqWYKjzTmzx67cr9C3df2T+AVO/GshMgAAsP/tt3Dsyt+vhJW/v9Js+z/8KcTL1+HLL+Z/LV0GdkLkyQmRu7dwIfIwPM7PMh04eyu5TEE/kCoHg/k/qc+XB5eP1XygWPbDyopB26xC5OIHpOVDxXhdIqFcy3YqmegY40Cyrt0nD5Hj7VPVj/V1Ke6TX1ohtk53ekxkQvTK9ptNiBy5wuhYGR03Ws+mbZEfw9mlLKr3y/dtbf+U7qVi8C1EBgAADpb9Fo7lQ+TXww+fPBXWP/ssfLZ+Kjz55Kmwnn3tgBAiT0eI3L2FC5GLyxfkQtZJQ+SKkKxJiDyasVy1XvKwfhOHyOMQMD5Ds6ouCxoiV4aTbUPk6vapDZFr1kCu7KNcGFs3JuYbIjf5cLxs2NuvZrMPLyy3xdHM7OP0mCrvFwmRq/pHiAwAAJCz38KxXIi8/uPwv5/6Sdj87LPw2eZPwlNP/SRsZl+znEXfG/8Y1tbWcv7xjfnXe1EsQ4i8furJ/Bj+4etzr1OVhQuRy+FP4s/lo/tFgqy6AKlxMFe/Ru9UIXIsdEyGijVryk7STkUTHaNuOYsm/Z0Ikevap/VyFm2kwt/YmFiw5Syq+rbBGK1ui8w4uBy73tR+TZazKNZXiAwAADC06OFYW+MQeT2cenIQqD15Kqxv/iQ89dQr4eXsa5azoIFlCJG/+PLr/BD+0x/mXqcqexIiP/PMM6HeMPzJv/5i/9PJwtlnngnPPPPi6MPKhu8PP4zsxcz7+WO8OPoAuBeHrw3XiX2xfN4XB7M0o6yRp88AAA6pSURBVHWq2G/8/qCuLw6CrxfT1zwMkUv7jvYP6fPl6vLiIJR7MX/NrdqpaJJjDMK9TJ2atnu5DQrX1LJ98v1YV5eC6Lma9EPk+pPt1+z6S9eQrVeD+6dq7N26dStXv6jKtsjeo/lrrd4vMV5T/VM6Z7adi9fett0AAACWz6KHY22NQ+Qvwpcf/TQ89dRPw///+svwxeZPwlNPnQn/L/vaAtR3rwI7IfLkliFEXja9Xm/mz7apQuRyCDT8elCywVMyHC3sUwwPR4FkMWwq12kcBHYcIg+/ztUje46qusSCvEnaqabdao9RDPeq2r0uRC1fU3X7VPVjgzEQ65vs2c6m650fExXXn2u/+usfbjOq79nBbN9W90/CaJZ//bbptsi3e/H1qv1qx2u2HVuFyG3bDQAAYPnst3Ast5zFcAmL7L+zrx0QQuTpCJG7t0AhMrCUXhTSAgAA7KX9Fo794U9h/Kf8QuRRYCdEnpwQuXtCZGAqL15+kFmaAgAAgFnb1+GYEHkU2AmRJydE7p4QGZjMcPmQ3DIdAAAAzNq+Dse++GV4PvfBej8Jm9nX5l2/PQzshMiTEyJ3T4gMAAAAsET2dzj2h/CnEEL4+svwxRdfhq+//jJ8kX1t7vXbu8BOiDw5IXL39iRE/ta3vhUAAAAAmJ5wbP8TIk9HiNy9Xq8382ebEBkAAACgI8Kx/U+IPB0hcveEyAAAAABLRDi2/wmRpyNE7p4QGQAAAGCJCMf2PyHydITI3RMiAwAAACyRjY2N8OjRo7mHSsw2sBMiT06I3K1Hjx6FjY2NmT/bhMgAAAAAHbl161a4f//+3IMlZkeIPB0hcrd2d3fNRAYAAABYJhcuXAh3796de7DE7AiRpyNE7s6jR4/Cf//3f4fXX3995s82ITIAAABAh371q1+Fra0tM5L3KSHydITI03v06FHY3d0NW1tb4f3339+T55oQGQAAAKBjr732Wrh161bo9XoAndrY2Ai3bt3akxnIQ0JkAAAAAACShMgAAAAAACQJkQEAAAAASFr55je/GQAAAAAAIEaIDAAAAABAkhAZAAAAAIAkITIAAAAAAElCZAAAAAAAkoTIAAAAAAAkCZEBAAAAAEgSIgMAAAAAkCREBgAAAAAgSYgMAAAAAECSEBkAAAAAgCQhMgAAAAAASUJkAAAAAACShMgAAAAAACQJkQEAAAAASBIiAwAAAACQJEQGAAAAACBJiAwAAAAAQNLK008/HQAAAAAAIEaIDAAAAABAkhAZAAAAAIAkITIADR0Jbxw6FN44ciS8cWglhNXDzfY78nh4sLISHjx+ZAGuYUFpo+nbZVHa8PBqCNF6FO6fQ4+HF4wZAABgSbQKkV94/FAIKytlTYOEGXrh8UPd/SB15PHwYNof7qa8llz7TlCXymMceTw8WDkU3jgS2ffwauPzVdfzcPggNlYGPjg8h7adc7+26rsFuKf2xCBsiRr21WCb8pjpBzGNxtLh1cjzITZGE/fFwJnV7Lar4Uyr85XPWfXMmsc4aHLO4X3f5nl7ZrXB9pmx0OTYtXVdivu9P4YfPH4k2kZnVrt8Vo7PNe9rbbL9sH8bjZ2Kcdbp/xs0cjh8UPEcmeT+aXO9AAAAs9IqRI7/QNsPReYSCs7IPH8we+HxQ6UQ98xquyC5/hipPhvOkppVPTuafbWE/Uq6T+pCy/64OlQOBKt+GZJ1eDUeDh9ebRXSFsd3crynzjeYNTi672rqP4/xOu9nX5fB9HLc71XfP5s/j6c/17yvdXa6DeIBAAAOrhYhcvoH2vEP64fDB4ceDy8MZ5QNA5pBeNJ4llnl9rFzHA4fZGcF1u2/shrOZGcEjoKgQchZ3K84W7IYPOXeL7RRq2tPzNRqGpY1PkZ8m+YzHyerZ38WZ8Xszcq+adae+dnR+ett16/T1KUwHp/OhqWR++jwaqZdCrPYWo2fadsvcm8deTw8WFkNZ0b79es2npFb6M+6e6XJOIpuc7im3arGXHzctQuXjoQzq6uRezvSz9HztZ0FWg7chsceHaP1c7LBPnXnTD7r6sZe+Z4onrc0Zmrvz1Rd/1f8fp+kvYr1PPR4OJN9xhS3q7tfc++vhjO5XzgU2yj7dd1zI6LyXM3ao/Ja6+71uvPX9m+qXZqMw+x9l1k+YoLvKfHnSeIvEuquaaJ7ctL7CgAAoFvNQ+RIYNKX+ZPy4Q9D2R+cirPv6mYj1W2fOsfwB6um++d+OC8GDcUfCos/pBZDlfH7uRm6ba/96SZBa70mxyjPAK3+E9xp69lo+0Z9U9GehVClHygPvm7br1PV5Uh441DxlxqDc0X+xD4X3mfrOeG9M3H7xe6tw6u5WcDDEGW4Ty6IrWvTkiYzE8fbFGeqxmbDR8d4dFmD/C8WouFSkzGdaavK8w369Y2qUK60feGXIKUlaSZ4TtbuU3HOBs+6yrFX1b7F9xvdn3XtU/7FYqv2Kiqtcxt/ZtSdI3+/rOSfUcU2yD4Xqp4biWdB5blqn6UV19rw+Zk8f6P9K9qlahwWx8GhQ+lfoE7wPTo5Hpp+T2l9T05xXwEAAHSoeYicmPWU+5Pu0nq6bWe8Ntg+smbvOFyaZP/CPrVrAme3j5xvFG5MPtt3PNtp8j9lrjtGMYCbZN3IpvXsh7kNlx1I9k3Dvk0FQa36ddq65GcNlupYqF/uz+5H551g/HTRfrGgKnPfx4LTdOBSM/u2aj3kZKier0ujMRtbtqIU3jT9oLhx+Fx5XYXjlNZBLZ0/1ZeDGYhtn6uTPIvbnjMb5DZ4rlb2Ve3SIqn7M1bXYn0mG/tFsV9a5O/5umdC8f3CmCu0Ue6ZXPfcqL3vsueqb4/qa63rnwbX2rh/i+1SPw5z75X+v6XlM7HuOTDRmO3wPq67rwAAADrUOEROfqheVRCZWN4g+UNag+1jYecoyCr8WWgslCrvn5/5E6tb7NrH50uEow3qUmcU0k4x0yh5jNISCpPPfq6sZ/JD0eJjLNk3Ddsz21fZc7bq10Z1qR6n43A1P8O78fibYPxMW+fUvVUMcPLBa/6YVW0afaa0Cu6y52/+oXovPH6oxczChvdBxbiOnS+2fnLVetD9flkd/Ql72+dq/Flc/2xse85GY+/pul82xMde3f2ZrGvxfp9w7BfFriF/v1acI/p+PhAsHj/7dV375tSdq9XzK9GmVf3T4Fqb9W+kLg2WTCo+96d5JlaNhdizq9X3lA7+f8V6zwAAwF5qHCLXz/prvmZjMjyp3T62LnPmtdoQKLJ/4QfJ/HVGZrkVZ9+lztcmkKpUtyTAhMfIXEc3n16fOkfTutf0Tcv2jC270LhfJ6xLdlyPgsTSjMiq8ZcJRluPn2nrHLu3ikFV1ZqtdW2a6KMmYU0xuKoI7Rq1S0qD2aj548bGduoZVd626vr743d8f5aXlWjZl43Xj253zkZjr0Ef5MOw+rFUWdfi/T7R2G82jkbHqDtH9P3iL0Wyx89+Xf99qzSOq841YXuM35/k+2L2Wps8fxPt0nIclkLWls/xmOJfZzQbs5Pck9PfVwAAAF1qGCI3Xbu08ANRbB3lqj/jrt0+NmM281py3eaKOpZm5KbX2H366cIPkJH3R+FFbV2K0jMrG//ZfqtjDK+17SzkhudossZom76pa8/KP/tt2a+T1CWyBmj/w+CqQthiAJaZtdx6/Exb59T9W/ggrtJ6o5mlbCrbND6Omn2oXvEXE8MP6WrSPqlnRnkMJ8OjipmV5fsgfj+V77+q669ZS3fivqx7Ntat35t41jV6rrYIyxrdnxV1jb7f9vtKrH0qAr26c8Ter/pQvdy9VvfciI3XinM1ao92v5CqXH++eP5G/Ztol1bjsIPneFFp3eM2Y3aSe3Ka+woAAKBbK9/4xjdCrSOPhfsrh8IvjtRsc+ix8ELu9SfCBysr4f5jRwZfHwm/OLQSwuoTiePUbB87xxOrmeOVj//CY4Mf5BL7v/DYofzxs9cZ/XolhNEx+vX94InIuerqEtH/E9nI9dW1/UTHGNQv195dnaPfLul+bjZ+cn3TpG8zfZHrm7b9WluXBuP6yGPhg9XV/HGOPBbuZ/q/X//C+J50/Exb59S9lT1f7l4rfF17r0TqWzuunwgfRLY5s7oS7h861Gx8RZ9L5THcb9tUfcp9Eb0HKs5XvAeT+yfaJr/9BH3Z6P6pP2f0WdfkuZq61tGxM+Osyf1ZVdfS+5O0V6xPqu75umdC8f3BMzLVhqV7q+K5EW3PinM1aY/a9+u/L1Zea23/psZWi3EY6df+L4paPMcjY2D8Pabinm3wPaWT/1+pG7cAAAAdWmm0YTFMSm0T/eFr+APkSs0Pvg22j5zjhccOFULQdvufWY38EFn6IXV4vNVw5onVfPgz/GEx90P6pNf+jcyH1cWOGQ/V2h2juF2sztOdI99mZdEfwmv7pkF7PrGaOE/Lfu2iLqUgptxu9x87kj9ucWy1GT/T1jlxbxWD1uzxzqzm+7L2Xqnoq+gYST13Bvs2+uVH8rk0HhNV90hy+6rrSvRTrn2qwp/YdQ+uufhLkqZ92WifunOmnnV1Y6+iTeLjvsH9WVnX8v0+WXsV6rP6ROn+bdy+kfb7Rfb+KtQhdq8lnxsxVeeqqWuTa237fbF4/tr+rXgWNx6HpX3746LVc7wwpsvPqtT3vfrvKZOMy+r7qtn3bgAAgEmtzLsCtHNmtS7sWo5zEGv3Zr9oAPZWbWi7j8z7Wj0HAQAAFtPKvCtAG0+ED2b+w/VenIOy/iy56CxtYI6OhF8cOigzPOd9rZ6DAAAAi2pl3hWguTOrs//hfi/OQbHNGyxxAMxJYc3mfW1+1+o5CAAAsNhW5l0BAAAAAAAW18q8KwAAAAAAwOJamXcFAAAAAABYXCvzrgAAAAAAAItrZd4VAAAAAABgca3MuwIAAAAAACyulXlXAAAAAACAxbXyF3/xFwEAAAAAAGKEyAAAAAAAJAmRAQAAAABIEiIDAAAAAJAkRAYAAAAAIEmIDAAAAABA0v8AwmXXdVBcEvIAAAAASUVORK5CYII=)
![](data:image/png;base64,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)
U OZE typu FVE (pokud je výpočet produkce dle EN 15 361) a STS (pokud je výpočet produkce dle TNI 73 0302) je nově možnost volit, zda-li se orientace takto zadaných OZE mění také při využití funkce natáčení azimutu celé budovy. Doposud tato možnost nebyla a tyto zadané OZE se automaticky nenatáčely, na což se muselo v zadání pamatovat a po otočení budovy dodatečně změnit orientaci těchto OZE. To samozřejmě jen v případech, kdy dané OZE byly instalovány na budově.
Pro připomenutí stávající funkce natáčení azimutu budovy na formuláři ZÁKLADNÍ ÚDAJE:
STS:
Poznámka: Při natáčení azimutem budovy se může původně zadaná orientace STS dostat mimo meze, pro něž je k dispozici dle dané normy validní zadání. Pro STS je to konkrétně interval azimutů <-45°=JV ; +45°= JZ>. Mimo tyto orientace nejsou k dispozici dle TNI 73 0302 k dispozici vstupy a program v takovém případě vykáže výpočtovou produkci tepla z STS 0 kWh/rok. Současně je na to v zadání upozorněno červenou poznámkou.
FVE:
Poznámka: Při natáčení azimutem budovy se může původně zadaná orientace FVE dostat mimo meze, pro něž je k dispozici dle dané normy validní
zadání. Pro FVE je to konkrétně interval azimutů <-90°=V ; +90°= Z>. Mimo tyto orientace nejsou k dispozici dle EN 15 316 k
dispozici vstupy a program v takovém případě vykáže výpočtovou produkci elektřiny z FVE 0 kWh/rok. Současně je na to v zadání upozorněno červenou
poznámkou.
6b) - katalogizace typických FVE panelů
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABcAAAADBCAYAAADo1xPgAAAgAElEQVR4nO3dfZAc533Y+UlVTpIrFb/FdhxLlii+mKRIitwXSHwRzZJk2hYlAlgs1qfK4fgCpJTy5ZaUwIisVDlXl2Q3DGDApAkREkWtdJIsK2voSEHg+u5CRX65mEhhZ3FYkMYprKREBIVNzGwWXMdrwIBQv/wxL9sz27O7wLz0TOPzVH2K3Jme7p7ZZqPqi4fPFH7t134tAAAAAAAgbwpZnwAAAAAAALSDAA4AAAAAQC4J4AAAAAAA5JIADgAAAABALgngAAAAAADkkgAOAAAAAEAuCeAAAAAAAOSSAA4AAAAAQC4J4AAAAAAA5JIADgAAAABALgngAAAAAADkkgAOAAAAAEAuCeAAAAAAAORSYWRkJAAAAAAAIG8EcAAAAAAAckkABwAAAAAglwRwAAAAAABySQAHAAAAACCXBHAAAAAAAHJJAAcAAAB6ytatW3te1p8hcOXJ+r6X1b1TAAcAAAB6wtatW+PjH/943HHHHTEwMBC33XZbTyoWiwCZOLn/lp71/4zdEXsfvfeSQ7gADgAAAHS9rVu3xkc+8pG4995745Of/GR86lOfil//9V/vScViMc6cORNvvfUWQEecOXMmisVi/PD/3dmTzv/xZ+Iv/u+/F6d/9xNx9NlLi+ACOAAAANDVtm7dGr/8y78cH/7wh2NoaCjuvffe+OhHP9qzisVinDt3Li5cuADQEefOnYtisRgXDt3fu17aFBf+1f8cc9+8P775v39s3RFcAAcAAAC62tatW+Puu++OT3ziE/GRj3yk5xWLxbhw4UIYhmF0aly4cKF07/nOx3vef/v2ULz+/IcFcAAAAKD3Vb747M4774xf+qVfig9/+MM9TwA3DKPToxrAD/5qzzv37Y/Ff/zKPev+YsxC1t/cCQAAALCa4eHhuOOOO+Kee+7JBQHcMIxOj2oA//Yv58LJL98Tw8PD6/ozRAAHAAAAutrw8HDcfvvt8Yu/+Iu5IIAbhtHpUQ3gL/5SLpycuFsABwAAAPJheHg4PvjBD8bdd9+dCwK4YRidHpUAfv6Fj+TCyS/dJYADAAAA+TA8PBwf+MAH4kMf+lB73Hl7bBgciIGBssENcfudbTrWhz4kgBuG0fFRDeD/5z1N+sX4L89/IF7bt+Gy/P/P3xV/0fQ53BMnn79DAAcAAADyYXh4ODZs2BB33XVXG9weg3dvi3/6xW/EN75R9sV/GtvuHozb23K8uwRwwzA6PqoB/Ft3N+W/Pd8X//JTV8U//h/fc1nGPnVjHH7+rqbP4+QXPyiAAwAAAPkwPDwcg4ODceedd7bGHbfH7beXbdgeh079MM7/5Z/Hn/952V+ejx+eOhTbNyS2u6NFx77zTgHcMIyOj2oAP3BXU37wD34yfqxQiMJl++tx/z8YbPo8Tn5xgwAOAAAA5MPw8HAMDAzEHXfc0RIbbrspbrqp7B/9SZyJufj9BxKPPfD7MRdn4k/+UeKx2za07Pj5CeCzMTE6EiPjUxkdfiJGRydi9tJeVHvOsxMxOjIS634Ll7n9yMh4rPaSqfGRGGn4XsrnPDIaE7PJf1/nOTQ5psZHYmRkJEYnZtc4z/QxOzEaIyNrXyel7Rq8r6nx0j5Sn698Jo1+L53/zLpxVAP4793elMND72gifpdcN3RL0+dx8rl+AbybPPHEEysf3z8TERFzh1KeAwAAAKqGh4ejv79/eTZ2kyZO/PCS49EPT0y07PgCeGvG5cTYps/5EgP41Pj6jrWe91IJ0WvF9JaO2YkYTYTjyw/gozE6WorojbdpHKlLxx0t/WVC6udZidwrP5vS53Zlx++IRACf/EBTDm9uQQDffFPT53HyC7d1NoA/cWhu1Q94Zn8r/+DbHzOrHueJODQXETP7G5/r3KF4oiN/SJfOJS1y759p9ecCAAAA+TQ8PBx9fX3xwQ9+sCXu3fpw/Na//a/rDkf/9d/+Vjy89d6WHV8Ab83o/gA+G7PrPLnLey8dGLOzNefUTACfmBhv8NrZmBgdjfHxRjPAp2I8OQO90V8AVGbbJ49Rnjme1f+k0E2jGsD/5WBTDm9+RxSuf1e8+rmb4g+fuD6OPP3+mP1n18W3/uG1q/vsDXH0czfHP7++ENdtfl/T53Hy87dmOAP8iUMxF3Nx6Il2/cFXCuAr4vH+mYjKcffPRMRM7F/va9umUQB/Ip5o2+cDAAAA+TI8PBy33XZbfOADH2iZx/7wzXIWeitOvfbv48/ORSz959fjtVNvRZz7s/j3r52Kt8pbvPmHj7X02GsH8OVIuzzrdzn8Lc+WbTCztbrsRoMZw1Pj5deVwmJ1u5RKWHus+m1SYnL12OXzmhqPkZHxmEjsZ/w3G0TJ6nlVfhypPXY1bC4veVHdZ3Vfde9prXNODdr1+0h8finbVz+j0YmYbRRc695b/VgZlpfPYXwqlmdiT4xXz2t5NnX9+dYdp3LsqdrrovT61a6Blb/fNc8zZSwvbTIV442u1/Gphkug1Dy+xl9AVH4XoxOzy9ei+h0RiQD+zf6mHN709igMXBXnv3lDfO5Xfi5+/7n+OPa//HRsvf0nVnfPu+PwN/vjKwOFuG7TDU2fx8n9t3RXAC/16NoZ2U8cmis/tj9mYi4O7T8Uy/PI0+J1RaOInYzNq0Xyxvuuncm+/B5WP/9GryvPRK++pf0157m8eWI2euWzOzRT+7r9Myn7SXmPa7w/AAAA6EWVAL5hw4aW2fkHlQB+Ir68YWf8wZsRJ768ITZ8+UTEm38QOzd8OU6Ut3jzD3a29NjrDuCNImd9kEwG2nKATS41sWIJiOp6ypf4uso51IfoupicNgM3NZrWhclkXF0503f9MbZmmY3yOS0/tkYAT4mmNedSt31NcF3ne0sbtc9Xftcrw/uKv8xIOd8VITnl95265Mhan9V6zjNlLJ9PaX/1y6DMTozG+FSjNcDL51B/za25XnoGy8V0+agG8N+9tSmHN749CgPvjvO/e0088c4fiy8+c2u8vOkd8fM/9bbVvfNn4uXfvbUUwDde1/R5nHz2fd0VwFeG2VIELsXbypImy8+XgnKjkLt6AK88nhat0x5reI7Jn1c7/9Vet2IG+MoZ4TVLsjxR/kuAyjlWwnfl55rPVgAHAADgyjA8PBy33nprDA4OtkxNAB+sBPDBGKwE8MHaAN7KY687gNdFvtTlH2pmFjda3qMuyqbOUl7nl0PWvDbxmrT43fBYae8lGa/Xt0xJfVQuBdQGa0CvEe2XP5q0uFo6t+WZ2COJYLsy6K7+3tZ6Lw2i8oo43ehYifdYeR9pv4PU/dV/7qsF8PXF79KhlsP27MRo3ec7GxOjyf+zoS6AN5xxv9qa3pVzs+53clQD+DduacrhjW+PQv+74vw3bozjv3Ft/OArt8R/2nN1vPwba/mFmPvGLfGV/kJct/Haps/j5OduWH8AHx4ejpZ6vBxpH08+/mwp1j6b3GYmnk17ruFjazz3bHkJlMfTjlF5Xf151b8+uf06z3/V1z1eDt6Pr3KM0jYzz1b2m3xv9e81+XPK57DquQAAAEBv2rJlS7z//e+PgYGBlvlMIoBPDHymFMAnBmJgohTAPzMwkQjgn2npsS9lCZTkWDuANw6tNWE3dTmOumM2XLIjLVSPN46hjfZTHzbrtlvrSxFXvKf6Ub8MzLoC+DrCe2X78fGGy8as9d4av5fxGB9dfVmb1KVaGi5dU/59pB2/qQC+ynmmjJVLmNTNTi/vPy1sp17zayxtUrNsj+VPqqMSwP/qd25qyisb3xaF/nfFX/3Ou+N/Krwj/vm/uCm+9aH1fPnlj8e3fuem+HJ/Ia7deHXT5/HGvutjy5Yt6/ozpEMBfDhKbfbZGB4ejsdLxbf8XFqYrgvHNZ5t8CWY6fuoBuJnZyLmDsXjDc/98ZqlSeoDe+PzX+11te/j8VW+LHTu0OMpn139ZyOAAwAAcOXZsmVL3HLLLdHf398yn/5eIoD3fzq+92bEiYn+6J84EfHm9+LT/YkA/r1Pt/TYbQvgDWYJV1+7ngBe3qbxLNuUAL7aOuIN42/te0yN2SvWMk+Jow3Wo06ey/pngDcOyo3PKW096nW8t7rReL3z2uOuvlZ5vTYF8NXOM/UjS15LtcugTI3XLyeTsuTOWu8v5XNKrp+vgZdGNYB//camvHL/26LQ/3PxV1+/Nv7Np98TJyZujJP/7OfjwKfftYar4j98/cZSAL//qqbP441nruu+AL48a7ouTF9mAE+fHV4rGapL/Tttfys9Wy3saTPK689/tdelBPDVIrwADgAAACts2bIlbr755ujr62uZRxMB/Et9j5YC+Jf6ou9LpQD+aN+XEgH80ZYeu6tngK+6Tf0xas+zMvO25rRXmf28PEt57SVC0pa1qA/L6cuBtCeA18wYTznmpb23tN9P+lrmaQF8rX23fgb4KueZMurD9vIyKFMxvmJd8vr/C6DBLPPUpXXql2VZ/zItV8KoBvCvXd+UUgD/O/FXX3t3/NZdfysmn7o+/uiBH42/e9dafib+8GvXlwP4e5o+jzd++5ouDOCVcHwobWmSFiyB0vBcZuLZhue0mvoI3+j8V3vdepZAWe2zE8ABAABgy5YtcdNNN8Vtt93WMssB/E/j+ZtH41+/GfGnX7wpbvrin0a8+a/jf735+fjT8hZvfu/Rlh67fQG80RcEpq0BvkYAbzSbvNEa4Gn7aHisyubJ5UTWESnromdq2G703ptaA3zlWuf1X5q54nO6xPe2ZsxvsCZ7o9nla/6FRysCeNp5powVIbuyDMrEeM2+02aKN55hXv97TfvS1qheM5ZCSQTwr17blMP3/w9RuPWn4z9+7ufiN+/6yZjc/d743kM/Fn/3rr+5hp+K3//ce2PfrYW47v6fb/o83vjtq7oxgCeWAKkuHzIcy0uaLIfb0nLejWZKX0IAL+9rZmam7pgp6uNxyvtIPf9VX5ce0WveW3Lt8ksK4OV9rViKRQAHAAAgX7Zs2RLve9/74tZbb22Z5QD+7+L3hsbi38xH/ODg9th+8AcRi0fi6aHfi39X3uLN7z3a0mO3L4BH6qzcFWFwPQE87XVrxeS046+x/nV1SY3ab2hc15eA1n/pZVoAre5/nQE8bX3plWtY14bo1PDa8L2t8jkk32/9eTT6UtK09bDrZ0e3MYCvtR53aZP6mdzLS+c0/HLLVZbzqTmX5JdrNth+teeupFEN4P/H1U35/7a+LQrX/Xj8ziM/Gwcu2d+Ox64rxE1b39X0ebzx9Hu6M4Cv/JLH4ahG3ZnEyt6rrtV9aQF8uLwuyXq2f3am9sJY8ZrU81/9dSujee2a4SuXWVlvAF/+ubqfZ9eanQ4AAAC9Z8uWLXHjjTfG+9///pb5+y//2brD0Z+9/Pdbeuy2BvCIVb4AcpXXNIjONV8ouGYwTZ5nOW6u9QWQqUtZJPa92prPifeZXFO6/nxTZxavGpbr155eayZ2g6U2Gr63tI+h8Wc/Wiq86QE89XzTZkG3KYDXn2fKWO+XWya3W8/M8hXXecMPOj24X2mjGsC/clVzxn4qPvYTf20dX3qZ7u0/8SPx3FiT5/CVq+KNp35+/QF8y5Yt0TGf/U4p0NY8Xom6HTyPlp4/AAAA0E5DQ0Nxww03xC233NI6Dx6KUz9cRzX64ak49GALj3vLLesI4FfOqJ/FnaeR5/dm9N6oBvAvvzsX3vitd8bQ0NC6/gzpaAD/7HfmYu47n617vHcCePr5AwAAAO1UCeA333xzSw18dEt88pOfXNWWjw60/LgCeGWUZubmc2mKPL83oxdHNYBPvDMX3tj7s10WwD/7nZiLiJj7Tnx2xfM9EMBXPX8AAACgnYaGhuL666+Pm266KRcE8MTyJrlbkyLP783o5VEN4F/6O7nwxp6f6bIADgAAAHCZhoaG4hd+4Rfife97Xy4I4IZhdHpUA/jzfzsX3vjNnxbAAQAAgHwYGhqK6667Lm688cZcEMANw+j0qAbwL/5ULryx+ycFcAAAACAfhoaG4tprr40bbrghFwRwwzA6PSoB/NxzP5kLP9j14wI4AAAAkA9DQ0NxzTXXxPXXX58LArhhGJ0e1QD+hR/PhR/s+lEBHAAAAMiHoaGhuPrqq+O6667LBQHcMIxOj2oA//yP9ry/3P+jAjgAAACQH0NDQ3H99dfHNddcE9dee23PE8ANw+j0qAbw/X+j5731238jfrDLGuAAAABATgwNDcVdd90VV111VVxzzTU9TwA3DKPToxrAn/2RnvYX+34kTu9+R7z8v90ggAMAAAD5sXnz5rj55pvjne98Z7znPe+J9773vXH11Vf3JAHcMIxOj2oA/9zbe9JfPPP2+M+/+fb4k8ffFtP/5Gdj8+bN6/7zQwAHAAAAut7Q0FBs3rw57rnnnujr64sbbrihZwnghmF0elQC+Mv/+Lqe9H/9xg0x+fitsevXPxSbN28WwAEAAID8GBoaqgbwTZs2xcaNG3tasVgEyETW979mbdq0KTZv3lz9c2E9f4YI4AAAAEDXq4/gvexS4w1AM670+6cADgAAAPSESvSohJxeJX4DnZane+el3j8FcAAAAKCnJCNIr8r6MwSuPFnf97K6dwrgAAAAAADkkgAOAAAAAEAuCeAAAAAAAOSSAA4AAAAAQC4J4AAAAAAA5JIADgAAAABALgngAAAAAADkkgAOAAAAAEAuFYaGhgIAAAAAAPJGAAcAAAAAIJcEcAAAAAAAckkABwAAAAAglwRwAAAAAABySQAHAAAAACCXCps3bw4AAAAAAMgbARwAAAAAgFwSwAEAAAAAyCUBHAAAAACAXBLAAQAAAADIJQEcAAAAAIBcEsABAAAAAMglARwAAACgw/bs2RNHjhyJmZmZKBaLAC11+PDh+PrXv575va4bCOAAAAAAHTQ1NRXHjx+PkydPxvz8fCwsLJAjxWIxzpw5E2+99RaX4cyZM1EsFjP/Pfa6U6dOxbFjx+K73/1u5ve8rAngAAAAAB3y3HPPxbFjx4TvHCsWi3Hu3Lm4cOECl+HcuXMCeAsdP348nnvuuczvfVkSwAEAAAA65PDhw3Hq1KnMoxjtUywW48KFC2Fc3rhw4YIA3kKnTp2Kw4cPZ37vy5IADgAAANAhR48ejTfffDPzKEb7CODNDQG8tebn52NmZibze1+WCps2bQoAAAAA2k/Yyz8BvLkhgLfnmsz63pclARwAAACgQ4S9/BPAmxsCeHuuyazvfVkSwAEAAAA6RNjLPwG8uSGAt+eazPrelyUBHAAAAKBDhL38E8CbGwJ4e67JrO99WRLAAQAAADpE2Ms/Aby5kd8APh1jfYUoFMq2TXb0msz63pelFgfwx+LgXEQU98W+YkTMHYzHuuBNAgAAAHSDfIY96mOjAH75I68BfHqsLwrbp8rv8vXYO1CIbZOduyazvvdlqQ0zwPdFMSIiirGvC94gAAAAQLfIY9hjZWxcTwCfnRiNkZGRZaMTMZuy3dR4YpuR0ZhI36hmX6OpG/XGyGsAXzx7MeL8UvnnxXh1z2AMPDndsWsy63tflrp2CZTHSlPJY19pKnkcfKyDx99XTvj7umQ/AAAAQC7kMeyxMjauFcBLUTsZs2djYnQkRkbGY6p+u0QYL0Xzugg+NV772OxEjPZwBM9rAK81GQ8UtsdLZxc7dk1mfe/LUksDeLn3Lo/ivkt4/b4o1oXuyv5qA3Jphnk7o/K+Ymv2v3I/7T93AAAAoHt1d9ibjG2FlGUZpseir8NrFveytQP4VIynBepyuB6vFPDyrO7xqZqNSqF8eaMYH0n+XNnV6IqY3iujUwF8clvKNT25LQqFQvSN1c7Mnh7ri0LfWEwn/5tI/nzJ/531x+7Xz8dSB6/JrO99WWpZAN9XKruJx5bXA2/tSbc7Ij8Wj7VktnnafgRwAAAAuJJ1dwB/IR4uFOLhF+pjXSG2T0Vi+QbWio2XtQZ43cztRhG75vH6aF63rxWP98DoVACf3T0YhYEnayL25IOF2LFjRxQeOpDYdjrG+wsxuOfVWCw/Nj3eX/Pzuk2PRV+hP3a/fjHOLnb2msz63pelFgXwlbO3N23aVF4CpLIWeHmbfQdjrnpJJ9cJr9vHY4ntar5Msy4iV7arhvZyeE957cpIv/xY2nOPHZxLDfiXv5/LP/f0z6/DS8MAAAAATemtAF6K3w9PRZxfyvrcesdlB/C6Gd/1y59URs0yKPXLnyxv1LPLoHQqgC++uicGCw/Fgepj0/HkwGDsPnEwdhQejMnq4wfiocJg7Hl1ebmSAw8VYvuLi+Wg3RdjY6WZ44XK/ykxWffzwkJ524fipehs/K5ck1nf+7LUogC+ntneK78cs7rOd/X5StBNhuLSvucOPlazn+K+TdWAvDyjeuV5lJYQL4fkmiBft68Vz5X2lTpb+7L308S5p3x+tc8DAAAA3a53Avh0jPVlHL+TEbFGX4xNZ/1ZrR4bLz2Al5cySQTvRgG8Jno3CuCNllnpgdGxNcAXX409g4V4sLLkz/R49A/uiVcXZ2N3zeNPxkBhe7xYjdaT8WBhRxxcWoiFo7tisFCIwkMHSyc/taN0jT5Y/vn1vTFY6I+x6YWYfGDltVy/1Eo7r8ms731ZKmzcuDFa45moWQJ87mDsTHm++Eyjx54pBfCdG2PjM6WI/Mwqxyk+U/rn3MGdy8/tPBhzK15Xf4zEOdQcp+651H01eC/r3k8Lz33FcQEAAIBu1ysBfHJbKdDVLoeysLweeE2MLsXytJi3Yu3kRtLWVF463yCRdn4G7aXGxksL4JUvwKwN2QJ4u39Xi/Hi9kIMPFm+bg88VF7WZDFe3TNYfXx6vD8KOw4ur9c9+eDyz+UAvuNgeXmgpYOxI/nz4ouxvVCIhw4sRNrlfLGDX4KZ9b0vSy0M4EmJGF58JvFYOXBXt9tZnt29s+b5naUH6wJ6yr7r9/dMMeV1yWNsjFIzfmbFv9f/vPPgXM1z9S5vP82cuwAOAAAAva4XAnihUIgHD0ZM7ShEobAtsRREOfgN7o3XK3ljansU+sbj1Zd2RKF/vC50l9ZO3vHS2bXXSj66KwYHd8XRzD+D1sTG9Qfw9PgdYQmUTvyulg4ur/c9+WB5WZOF8vIo5ev5wEOJoF3ervrz0V0xWBiM3bPJ/4bqf075i6QMrsms731ZalMAL9t5MOaqobe1Abz4zMaV0XgdAXw5GqcE5eos7NJramer17ms/TRz7gI4AAAA9LpeCOCDe1+P80sLsXR+KnYk1zCuBL9kqJ7dXfp56UTsHeyP8enE/qbHo39wb5xILqEyPRZ9fdtiW1/d+siJ/U6P9a1cRzmXS6CUlz1JncHtSzA78vua3R2DhQdjMrmsycJCeeb2Q3Ggsi54NWjXbVcO4LuOJv8bqv9ZAM9aawJ4wxC7xhIeTS2BsjFWxO01lxFJ/HwwbdtysE59rsF5XNJ+mjl3ARwAAAB6XS8E8Mos2IWFpThfXtN4W2U95PoAfuChKAzuiqPlZSMKDyzH8skHCuUlJRLHOLorBgsDsfv7ERGvx96B8r4r+53cFn27vh9xfinnS6BU4vfKwL28Sdrs7vKM8WrZTl/qpFE874XR0QC++GrsGRyIJyefjIHB3TFbfW4pDu4oxINjlXXBy49P120ngPeEFs0AL8Xc+hnMO8tfcplc/zoZbJ8pJl+TnCFeG3vTlhGpXX+78rryedQvR5J6XrXbree5S9k2/blmzl0ABwAAgF7XCwG8JtYtnY/X9w4uL4VS+dK/qoHY+/3SEieLZ1+KHYUHy0umlGbKvlS/xvHRXTFYDYqJtZar+3145Wt6zNoBvLLsyVqBeuV2Ncuf1DyWmO3dw8ufRHQ4gJfXAe/v71/xlzWzuwdjoO7x6fG67QTwntDSJVCeKdZdsTXhuRxwi8VVnk8skbLzYMxVN2w0izpx3Oq+yiE59Ri1+05d4mS155reTzPnLoADAABAr+u5AL6wEItnvx97B8vrgdevAV4zG7s8a3ZyIabH6r44MBkMEzPIj+4ajMFdR6tri0/tHYj+lC/T7CVrBvCp8RgZGWmsbt2SqfHk8+nLpdTvs1fjd0SnA3h5HfCa//OhfN2/uicGax6fjvH+wdjzamI7AbwntHcN8BrPxHRETK8nLGdp57fjdEw3H5VbtR8AAAAgN7o7gC/F+Yg4v1T/+GKcvRgRcT6W1viyyqUTe2Ogf1s80D8Ye08srdzm6K4YLFTWCi99Seb2FxerYXz27EuxvcvX+F5PbFz/l2Aa9aPTAbyy1M6K637xbFyseXwxzl6sW35n8WxcrPtLoPMrfk77b6rz12TW974sCeB1dn77dJz+9s6u2Q8AAACQH90dwNdhjQBeWlO5EIXkuskLk7EtuYTK4PZ4qPIlmNunSnGwut+lOD+1PQp9YzGd9XttIjYK4Jc/Oh7ArwACeMcO1uUBfOe343RExOlvr1wyJYv9AAAAALnT82Fv8WxcvHi29osta5Rni9dssxQHdzwcLywslEP37jhxsVw7zy+t3O/S+brX9xYBvLkhgLfnmsz63pelDgZwAAAAgCvblRn2puPJ3eX1wNeaQZ4DAnhzQwBvzzWZ9b0vSwI4AAAAQIdcmWFvMc6eTZnpnVMCeHNDAG/PNZn1vS9LAjgAAABAhwh7+SeANzcE8PZck1nf+7IkgAMAAAB0iLCXfwJ4c0MAb881mfW9L0sCOAAAAECHzMzMxPz8fOZBjPbGRgH88ocA3lrz8/MxMzOT+b0vSwI4AAAAQIccOXIkTp06lXkUo30E8OaGAN5ac3NzAnjWJwAAAABwpfjCF74Qx44dyzyK0T4CeHNDAG+d+fn5eO211+Jb3/pW5ve+LAngAAAAAB303e9+N44fP24meE4J4M0NAbx58/PzMTc3F8ePH48//uM/zvyelzUBHAAAAKDDvva1r8WRI0eiWCySQwL45Y9KAOfyzczMxJEjR6fdB/gAAAr6SURBVK74md8Vhfvvvz8AAAAAgOZlHT/zIuvfI/khgAMAAAAAkEsCOAAAAAAAuSSAAwAAAACQSwI4AAAAAAC5JIADAAAAAJBLAjgAAAAAALkkgAMAAAAAkEsCOAAAAAAAuSSAAwAAAACQSwI4AAAAAAC5JIADAAAAAJBLhU984hMBAAAAAAB5I4ADAAAAAJBLAjgAAAAAALkkgAMAAAAAkEsCOAAAAAAAuSSAAwAAAACQSwI4AAAAAAC5JIADAAAAAJBLAjgAAAAAALkkgAMAAAAAkEsCOAAAAAAAuSSAAwAAAACQS4WPf/zjAQAAAAAAeSOAAwAAAHTY7t2748iRIzEzMxPFYhGgpV555ZX46le/mvm9rhsI4AAAAAAd9NJLL8Xx48fj5MmTMT8/HwsLC+RIsViMM2fOxFtvvcVlOHPmTBSLxcx/j73u1KlTcezYsXj55Zczv+dlTQAHAAAA6JDPf/7zcezYMeE7x4rFYpw7dy4uXLjAZTh37pwA3kLHjx+Pz3/+85nf+7IkgAMAAAB0yCuvvBKnTp3KPIrRPsViMS5cuBDG5Y0LFy4I4C106tSpeOWVVzK/92VJAAcAAADokJmZmXjzzTczj2K0jwDe3BDAW2t+fj5mZmYyv/dlqXDfffcFAAAAAO0n7OWfAN7cEMDbc01mfe/LkgAOAAAA0CHCXv4J4M0NAbw912TW974sCeAAAAAAHSLs5Z8A3twQwNtzTWZ978uSAA4AAADQIcJe/gngzQ0BvD3XZNb3viwJ4AAAAAAdIuzlnwDe3BDA23NNZn3vy1J7AvjT0xERMf109m8QAAAAoFsIe/kngDc3BPD2XJNZ3/uy1IYA/mi8eFr8BgAAAKgn7OXfegP47MRojIyMLBudiNmU7abGE9uMjMZE2kY5GgJ4e67JrO99Wer4EiiPvng6Iqbj6aenI+J0vPho9h9C6nk++mjm5wAAAADki7CXf+sJ4KWonYzZszExOhIjI+MxVb9dIoyXonm+I7gA3p5rMut7X5ZaFMCfjum0mP3oi3E6puPpuu3LK6TUzRJvsI+OK81gP/2iAA4AAAC0lrCXf2sH8KkYHxmJ0fqKPTsRoyMjMV4p4FPjMZL8ubRRKZTXPpir0a0BfHqsLwqFQhQKhdg2mXhueiz6+sZiugvOcbVrMut7X5YyCeDdTQAHAAAA2qMbwx6tj42XtQZ4OYBXwnhptnftjPDVHs/L6MoAPj0WfYXB2Pt6REztiEJhW0yWn5t8oBDbXzobi1mf4xrXZNb3vix1PoA/+mKcrlzRp1+MR1P3Uf73pxPb1ux/refvi0rIjtRjVZZiqX9t3Wumn878FwQAAADkR9eFvarJ2Fboi7GxbdVZroVCX4xNZ31eveeyA3jdjO/65U8qI+/LoHRlAD+6KwYL2+PFxYVYmN0dg4WH44WFhViYHov+gb1xYqkLznGNazLre1+WOhzAn47pqCx9Uj/Tuj6AR0TitaUlwysRe63nyyE7EbBrnn96uua1tT+bAQ4AAAC0R9eFvaoX4uFCIQqFh6szi6d2FKKQ9dIOk8kgX+iJOH95Aby0LEoyeDcK4KVQLoB31NFdMVgYiCenF2LhwENRKAfwyQf6Y8/3u3v2d+WazPrel6UWBfCn4kicjhceqXv8kRfidByJpyo/P3UkIvlzw308FUci4shTiedrXrvG8/XHrX/NqufxSLxwOuL0C49k/ssBAAAA8qXrwl5VKYAP7j0RS+XHlg7uiELhoTiwsFBeAqI+QE/HWF8h+samV+xveqyviXhe2m+hUIhtL5xvkEkvxtnFrD+zxrHx0gJ45Qswa6O2AJ7977Jq8Wx8f+9g9frfMXU+lqbHov/hl7r2Oqy/JrO+92WpowH8kVJZjkfW3EeTAfypIynHSYbt0r9XRs1+7hPAAQAAgPbourBXVQrg219cXH7shYerM10Xju6KwcG98Xolpkxtj0LfeLz60o4o9I/Xhe7pGO8vxI7LXRd5ejz6y8c63+VLSzSKjesP4OnxO8ISKFn/Hustnr1YPcfzS+XZ3yeWGn85ZhcRwFuyo14L4MuPP3WkculWji2AAwAAAO3RjWGvpBTAH34h8diKAL4rjlaem91d+nnpROwd7I/x5HIk5YBdsy7y9Fj09W2LbX2F5S8QTC5vsm2yvO1kbKvOMt8Wk7leAqW87EmDmO1LMLP/XTY0uS0KD78UZxcn44HKl2O+vjcGEl+O2U0E8JbsqBSNa2dS37cyRHfLEigNzj85O1wABwAAAFqte8PeJQbwAw9FYXBXHF1YjFf3DEbhgcnq6yYfKMTgnldrZ3+X11De/f2IiNLyEX39u6szyqcersyeXYrzr+8tzzY/H0tLeV0CpRK/VwnZqUudlGeMj+c1f/dCAJ+Osf6B2HtiKRamn4yBypdjLr4Y2yvrhGd+jiuvyazvfVlqUQAvz+6uic5pIbk2Qj9SquaJ51oUwMvHXt53eaZ3JcbXh/hHXojTZoADAAAAbda9YW8dAbxmBvZA7C1/+d/i2ZdiR+HB8szXyXiwsCNeOrtYu/+ju2JwcE+8WonWBx5aMat74MnpxLaJ2N5j1g7glWVP1prFvXK7vC9/EtEDAXzygShsL6/9nYzeyRie9TmmXJNZ3/uy1LIAft99yeVESiM1Ij/yQiwvv50M5q0M4PdF/Trf9Uui1J9rcl+PVF6YCOgAAAAAzeresLeeGeCJNcBrZmAvxcEdhXhwciGmx/qjsONg9Ys0q+qj9gsPR2FHbf69WInmeQ/gU+MxMjLSWN3s7qnx5PP5jt8R3R7AE7O/y9f++ant1b/E2T51fuW13wUE8C44CQAAAIArQfeGvaU4H3VfOrnaEih1lk7sjYH+bfFA/2AiDiakrSFe6C+v4z0dY32JLxDMewA3Vh3dHcAX4+zFuuV3Esv0dOuXtgrgXXASAAAAAFeC7g17KS4hgC8svhp7BgtRSC5zsjAZ2ypfClj/+sWzcTExc7awfWo5HgrgV/To7gDemwTwLjgJAAAAgCtBT4W9ZABfPBsXL56t/WLLGotx9mJE1GyzFAd3rPL65Bdcnk/MGl/zWN1NAG9uCODtuSazvvdlSQAHAAAA6JCeCntL5yOimTWNp+PJ3SnrgeecAN7cEMDbc01mfe/LkgAOAAAA0CFXVthbjLNnU9YDzzkBvLkhgLfnmsz63pclARwAAACgQ4S9/BPAmxsCeHuuyazvfVkSwAEAAAA6RNjLPwG8uSGAt+eazPrel6XCxz72sQAAAACg/WZmZmJ+fj7zIEZ7Y6MAfvlDAG+t+fn5mJmZyfzelyUBHAAAAKBDjhw5EqdOnco8itE+AnhzQwBvrbm5uSgWi5nf+7IkgAMAAAB0yP79++PYsWOZRzHaRwBvbgjgrTM/Px+vvfZaHDhwIPN7X5YEcAAAAIAOevnll+P48eNmgueUAN7cEMCbNz8/H3Nzc3H8+PH4oz/6o8zveVkTwAEAAAA67Ktf/WocOXIkisUiOSSAX/6oBHAu38zMTBw5cuSKn/ldIYADAAAAQItkHT/zIuvfI/lR+NVf/dUAAAAAAIC8EcABAAAAAMglARwAAAAAgFwSwAEAAAAAyCUBHAAAAACAXBLAAQAAAADIJQEcAAAAAIBcEsABAAAAAMglARwAAAAAgFwSwAEAAAAAyCUBHAAAAACAXBLAAQAAAADIpcKv/MqvBAAAAAAA5I0ADgAAAABALgngAAAAAADkkgAOAAAAAEAu/Xcs1nCtKabVFgAAAABJRU5ErkJggg==)
![](data:image/png;base64,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)
Vystavením verze
6.0.5 neskončil v programu ENERGETIKA převod vstupních typických údajů
na katalogy. Ve verzi 6.0.6 pokračujeme v tomto trendu katalogem typický špičkových výkonů a účinností FVE panelů (údaj pro protokol PENB):
6c) - další drobné úpravy u OZE
Konkrétně jde o sjednocení způsobu zadání čerpadla solárního okruhu skrz různé způsoby zadání STS (TNI 73 0302, vlastní zadaná produkce přímo vyplněná nebo načtená z csv souboru). Možnost volit vlastní provozní dobu čerpadla tohoto čerpadla.
Dále o možnost vyplnit rozměry jednotlivých FVE panelů a počet jejich kusů - údaje pro protokol PENB. U STS údaj o počtu panelů - údaj pro protokol PENB.
Údaj o objemu solárního zásobníku u STS - údaj pro protokol PENB. Možnost vyplnění informativního údaje o měrné denní ztrátě solárního zásobníku.
U FVE doplnění vstupů u činitele fperf dle EN 15 316-4-3:2017. Doplnění aktuálnější hodnotu typické účinnosti měniče.
7) modul ECB - doplnění rolety typu budovy do profilu užívání (ještě doplnění v návaznosti na vystavení 6.0.5)
Toto doplnění se týká pouze modulu ECB. V souvislosti s vystavením verze 6.0.5 a tím i umožnění zadávat vlastní profily užívání, bylo nutno doplnit tuto roletu (katalog profilů, modální okno profilu) s výběrem typu budovy pro výběr tabulkových požadavků. Jelikož pro účely normalizovaného hodnocení je nutno volit pouze předdefinované profily užívání, nemá tato nově doplněná informace vliv na uváděné požadavky. Funkce míří spíše na energetické studie apod., kde je možno požadovat vlastní profily užívání.
ZÁVĚREM:
Vystavené funkce pomáhají dále vylepšovat uživatelský a funkční komfort zpracování hodnocení energetické náročnosti budov. Uvedené funkce jsou výsledkově plně kompatibilní s předchozí verzí.
červen 2020
Na co v zadání dávat pozor při přepnutí výpočtu z EN ISO 13 790 na EN ISO 52 016-1 a naopak Na co v zadání dávat pozor při přepnutí výpočtu z EN ISO 13 790 na EN ISO 52 016-1 a naopak |
![]() |
|
![]() |
11. 6. 2020 | Autor: Ing. Martin Varga | |
V tomto článku upozorníme na odlišnosti v zadání při zvolení výpočtu podle normy EN ISO 13790 a EN ISO 52016-1. |
květen 2020
Kombinovaná výroba elektřiny a tepla (KVET) Kombinovaná výroba elektřiny a tepla (KVET) |
![]() |
|
![]() |
27. 5. 2020 | Autor: Ing. Martin Varga | |
Do aplikace ENERGETIKA modulu ECB je doplněna od verze 5.0.0 možnost zadání kogenerace tj. kombinované výroby elektřiny a tepla (KVET). |
listopad 2018
Funkce započítání měrné spotřeby CHL,VZT, VZV na straně požadavku Funkce započítání měrné spotřeby CHL,VZT, VZV na straně požadavku |
![]() |
|
![]() |
20. 11. 2018 | Autor: Ing. Martin Varga | |
Do modulu ECB programu ENERGETIKA byla doplněna funkce, kterou uživatel rozhoduje o započítání měrné spotřeby energie na chlazení (CHL), nucené větrání (VZT) a vlhkostní úpravu vzduchu (VZV) na straně požadavku či nikoliv podle podílu pokrytí podlahové plochy budovy těmito systémy. |
prosinec 2017
Navrhovaná opatření při zpracování ECB Navrhovaná opatření při zpracování ECB |
![]() |
|
![]() |
19. 12. 2017 | Autor: Ing. Martin Varga | |
V tomto článku popíšeme postupy a jejich možnosti, jakým způsobem do ECB zapracovat navrhovaná opatření. |