březen 2021
Vliv okrajových podmínek na vypočtenou hodnotu infiltrace EN ISO 52016-1 Vliv okrajových podmínek na vypočtenou hodnotu infiltrace EN ISO 52016-1 |
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15. 3. 2021 | Autor: Ing. Martin Varga | |
Tento článek navazuje na již dříve uvedený (odkaz níže), týkající se vlivu voleb v zadání pro výpočet infiltrace na její výpočtovou výši dle EN ISO 52016-1, resp. prováděcí normu pro výpočet větrání EN 16 798-7. Nyní se podrobněji podíváme na jednu vstupní okrajovou podmínku výpočtu - referenční rychlost větru ve výšce 10 m nad zemí. |
říjen 2020
PENB na ucelené části budovy se společným nevytápěným prostorem - postup práce v programu ENERGETIKA PENB na ucelené části budovy se společným nevytápěným prostorem - postup práce v programu ENERGETIKA |
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29. 10. 2020 | Autor: Ing. Martin Varga | |
V tomto článku podrobně popíšeme, jak postupovat v programu ENERGETIKA při zadání těchto PENB zpracovaných na ucelenou (nadzemní) část budovy v případě, že mají společný nevytápěný prostor (např. garáže). |
září 2020
Váhový činitel a typ regulace u VZT jednotky Váhový činitel a typ regulace u VZT jednotky |
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24. 9. 2020 | Autor: Ing. Martin Varga | |
Tento článek má za úkol blíže vysvětlit funkci váhového činitele ve výpočtu spotřeby energie (elektřiny) u VZT jednotek a také vysvětlit jak jej ovlivňuje zvolený typ regulace pohonu ventilátorů VZT jednotky. Aktualizace 27.10.2020. |
červen 2020
Tepelné ztráty větráním EN ISO 13 790 vs. EN ISO 52 016-1 Tepelné ztráty větráním EN ISO 13 790 vs. EN ISO 52 016-1 |
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3. 6. 2020 | Autor: Ing. Martin Varga | |
Mezi normami došlo k výraznému posunu jak ve výpočtu samotné hodnoty infiltrace, tak ve způsobu zahrnutí infiltrace do výpočtu. Níže v článku názorně a podrobněji probereme, proč a jak se výsledky liší. Citelná odlišnost nastává zejména u přirozeně větraných objektů a to v závislosti na zvolených vstupech do výpočtu výše infiltrace. |
květen 2017
Klasifikace spotřeby pro řízené větrání vychází ve třídě D a horší. Čím je to způsobeno? Klasifikace spotřeby pro řízené větrání vychází ve třídě D a horší. Čím je to způsobeno? |
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4. 5. 2017 | Autor: Ing. Martin Varga | |
Aktualizace článku z 11.8.2014. Ve výpočtech ENB v případě, že máme i řízené větrání, vychází často klasifikace měrné spotřeby energie na řízené větrání ve třídě D a horší. Přitom se třeba jedná i o novostavby nebo nově instalované vzduchotechnické jednotky v rámci rekonstrukcí. Proto se zpracovatelé PENB většinou domnívají, že nová VZT musí znamenat nejhůře třídu C v klasifikaci VZT. Níže je uvedeno, na čem hodnocení, resp. klasifikace VZT závisí, a že taková domněnka "nová VZT jednotka = automaticky max. třída A, B, popř. C" není relevantní. |
duben 2017
Měrný příkon nuceného větrání Měrný příkon nuceného větrání |
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10. 4. 2017 | Autor: Ing. Martin Varga | |
Níže v článku vysvětlíme, co je měrný příkon vzduchotechnické jednotky a jaké jsou typy regulace vzduchotechnických zařízení. |
květen 2016
Podíly pokrytí v protokolu PENB (podněty k vyhlášce o ENB č. 78/2013 Sb. část 2) Podíly pokrytí v protokolu PENB (podněty k vyhlášce o ENB č. 78/2013 Sb. část 2) |
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24. 5. 2016 | Autor: Ing. Martin Varga | |
Ve vzoru protokolu PENB v příloze č. 4 vyhlášky o ENB 78/2013 (v aktuální znění) jsou tabulky pro technické systémy budovy, u nichž v jednom sloupci je uvedeno "Pokrytí dílčí potřeby energie [%]". Podle tabulky pro konkrétní systém jde o podíl pokrytí vytápění, chlazení, větrání nebo přípravu teplé vody. Ze vzoru protokolu PENB jednoznačně nevyplývá, "čeho" podíl se má vyjadřovat. Viz následující příspěvek. |
březen 2016
Vliv hodnoty n50 na potřebu tepla na vytápění Vliv hodnoty n50 na potřebu tepla na vytápění |
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14. 3. 2016 | Autor: Ing. Martin Varga | |
Zpracovatelé PENB si všimnou, že v některých přípradech navrhované opatření instalace nuceného větrání s rekuperací nemá energeticky úsporný efekt nebo má menší, než by očekávali. Čím je to způsobeno? |
prosinec 2015
Intenzita větrání v profilech užívání Intenzita větrání v profilech užívání |
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16. 12. 2015 | Autor: Ing. Martin Varga | |
V předdefinovaných profilech užívání dle TNI 73 0331 je možnost definování výměny vzduchu v zóně až 3 způsoby. Níže uvedeme podrobnosti týkající se uvažované výměny vzduchu v zadání pro výpočet od verze 4.2.1. |
listopad 2015
Odlišné zadání vstupů pro větrání po měsících Odlišné zadání vstupů pro větrání po měsících |
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11. 11. 2015 | Autor: Ing. Martin Varga | |
U MĚS modulu (s měsíčním krokem výpočtu) doplněna funkce (od verze aplikace 4.1.0.) pro možnost zadání odlišných vstupů pro každý měsíc. |
V případech, kdy zóny (objekty) nejsou shodně využívány každý měsíc v roce nebo pro každý měsíc v roce, případně některé měsíce v roce není stejný požadavek, lze využít toto zadání po měsících. Konkrétně se jedná o tyto hodnoty:
(upozorňujeme, že tato funkcionalita se týká pouze MĚS modulu tj. s měsíčním krokem výpočtu)
1) v profilu užívání, který definujeme sami lze zadat pro každý měsíc v roce odlišný požadavek na větrání:
![](data:image/png;base64,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)
Příklad vzhledu: Modální okno pro zadání minimálního požadavku na výměnu vzduchu v zóně definovaného v m3/osobu po jednotlivých měsících:
![](data:image/png;base64,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)
2) v profilu užívání, který definujeme sami lze zadat pro každý měsíc v roce odlišnou produkci vlhkosti. Ať už pomocí vlhkostní třídy nebo přímým zadáním produkované vlhkosti MW. Zadání produkce vlhkosti zvlášť pro provozní i mimoprovozní dobu je zachováno i nadále.
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)
příklad vzhledu: Modální okno pro zadání produkce vlhkosti pomocí vlhkostní třídy v mimoprovozní dobu zóny po jednotlivých měsících:
![](data:image/png;base64,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)
3) v profilu užívání, který definujeme sami lze zadat pro každý měsíc v roce odlišnou produkci tepelných zisků od osob i vnitřních tepelných zisků včetně činitelů časového podílu přítomnosti osob, resp. provozu spotřebičů:
![](data:image/png;base64,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)
příklad vzhledu: Modální okno pro zadání produkce tepelných zisků od osob po jednotlivých měsících:
![](data:image/png;base64,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)
4) v zadání formuláře VZDUCHOTECHNIKA lze zadat pro každý měsíc v roce odlišnou provozní dobu VZT zařízení, podíl pokrytí potřeba tepla a chladu zóny distribuovaného vzduchotechnickými rozvody, objem větrání zóny VZT jednotkou:
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příklad vzhledu: Modální okno pro zadání provozní doby VZT jednotky po jednotlivých měsících:
![](data:image/png;base64,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)
Na formuláři VZDUCHOTECHNIKA je také zaveden kontrolní součet zadaných podílů nuceného větrání zóny po jednotlivých měsících:
![](data:image/png;base64,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)
5) v zadání formulláře VLHČENÍ/ODVLHČENÍ lze zadat pro každý měsíc v roce odlišnou cílovou hranici pro ukončení režimu vlhčení, odlišnou strartovní hranici pro zahájení režimu odvlhčení a odlišný podíl pokrytí potřeby vlhčit nebo odvlhčovat zadanou jednotkou pro vlhkostní úpravu vzduchu:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABcMAAAF0CAIAAABg8rbGAAAgAElEQVR4nOzdeXxU5d3//xFZZKu0VTYVFcIikIUkZCFsVapVZBEIAWxF2/tuUYpCWsHqXUEx2paC4oK4oFatolh799a09+9WAbFIa2YSvNubL1WRBGkgJCmLIgEG5/fHZGbOcp01k5nrzLyej/N4KHNmzjlz5vrMnM97zpz4/uM//uMHAAAAAAAAsMFHkgIAAAAAAGATSQoAAAAAAIBdJCkAAAAAAAB2+e66667vAwAAAAAAwAaSFAAAAAAAALtIUgAAAAAAAOwiSQEAAAAAALCLJAUAAAAAAMAukhQAAAAAAAC7fHfeeWeytwEAAAAAAMAbSFIAIB1U1oVCoVAoVFepv1F1W+TWIzWPtHVlmuXGTds3UOWRmiMOlldZF3te8XqerVvgbDnqzTbflHZ7QZR7I/lad0mEesuUO9nZS27JckDGeX0mErcmA46GGsWkWXDc94YsNKUpLlHHi4sMc9Vr3k67Lr6LVb1xuhqyztfzSM2RUOhIzSOR/1o+sp1HoHoN1uurrAvPj/w3Xlvg7s2yHV80+aX1k9ciSQGAdBBJUlSHDaKDl3gcprTrQVj8jqNa2W8+tccP8Xme9g5sjTYmec2fXEdTFq2aeifHNW+wMSBJUvQoJsEGpFuS4vYpql4vzWsufZKiea1dDlnH6/n+9w2+UBGTL0mJjaKEvXGbb0ny3mWTK62fvB5JCgCkg2iSkoBjTo+1Ae6TlKSSrvlLJn2HEB3wou1LdN6Q9HwjcVwnKUlFMbUzQQVE2mI3z9msoLyWpLSbtq1HxiQFkA9JCgCkA0WSEjta0R+8qL86bJ2hOyJTHcdGFlIXa2Zjy42tVnOEpFqRtv9VHCBrN1G4gQZPVrlJ2p2gWIX+qFy1syK3q24ML1Oxcfb2UaVi83VNv/7JmO4No+ZPtMuFx6z6XSDcqcKRI9obCuZ7I+7ES6+sM9wFJn2dcM+1dUDG1he7e2yZkbl1dapvXA2WHFtW7DXQL8vgmQl2kXiOfts1W2f0WN1gFj6NJBST6ULjWUyqJ6fZraqdEZ1nvjeMXpCaStHzN3q5zLYqAUQlqr/N7H3o+8rhXmmSfJnsuugsUelYbILJy67d54JFR0dfPF9r7X4RfEuieJDRyFA+Y8WyTfaVYIMNfidj+vZp9LIZHjQon5N6lsFzcPxeKVqT/tW0HiP6tyb7+ywew1T5jFXvmg6WZLLLSb2USFIAIB1EjvyOKL8H1HwgCs7AVh0pau6nPoxVPkJwHBIyOcpTztQcXai30HADxU9WdR/BY9VLNUhMone0OAR2so+Ez1l0XGK2N1yuweTsDcFeNdoZFkmK+d6IO8NDUt19DJKU9h6Q5j890s5VhAmCJdtalskzEzVQ6mWYb7vB1onTWaOnkYxiMlto3IpJ9OpYvr+66q4N1iJ6uUy3KjFsnJNi2r2aviROkxQnaxFVvvZl1+9z7TtSbOzF87U2e2ENkxT1/YzfH8z2lS6VtAgFxG+fwpfNYGtsvOUIHuXsvdJ8oJjsF7PPERf7LB7DVD3ziOCVt1ySyS4nSVEiSQGAdKD9mkPZz6gOLIQdieooQHNIEPkwFpzToVmWpk/RLEA1V/QPsw0UPln9JmmON4y7KPGxlunFDBzsI83PvS2ficne0O5U011eV6P/nbnpq6F+GuLgTXw4ZbY34s1WTmMjhWq/ARk9JtW0u6qt0TfkZrWo60BEz0zTrOq/EBYWhPm2WzxWsK3iHZT4YjJZaJyKSbMtmv2v2k9O3lrMXxCbg8loqxLDoKfVN6hmRai7s9skxf0Hk+nLblgi6jqI+2tt8MKKo0PByBC+oxvsK2HUqfrQFO1y4dunOEkxfW0ExWP2HJy8V4pFl+BkjIjfmpzuszYNU22epvqnm5pT7SySFCWSFABIB/pv1I5ETwDVfiAqv6jQH5TZOA7U3mTxKSxqYxRJj/5IR7CBRk9W8IiQ5sHiAyrlob+9Q2AH+0jYuFkdiGr2hvkyzL5kVz5Ti1fDbE+b5yMmeyPe2pikJGBA6rbQJNexWrKTZTn92lO08fqtM32seDCbv6Xon0b7FJPxQuNTTIIXUrko0VuKYNOET9LOC2LwbmaxVYkhTlJ0X44bFKFurtnrZZ2kiJfj4K1Q8/qJClif1Wvfudv8Wlu9sKZj3PhFMXpbVD1eELoYjCbjt0/zl814daI9JH4O7t93VXfXZQ0WY8TgjcP2PovDMDXYYOPQW7cks09tkhQlkhQASAeiI/rIdUS0X/Yq6b7q0X3AuktSDI86Ff/S3dNsA42erPEjNYcMmu+RdHf7vuUhsP19ZL/5M94b7ps/4+9ODV8Nwc6wCkiM90bcGQcG2vsYJyntOiCdH9EbL9nBskxaBbOCsNh288eKv2gW7KBkFJPhQuNTTIKRrr5J/+Yi/Crd/Gno16K8xbBfNt6qRLDqWs2L0OgN3V2Soo8ejGJS5U3GL7v4ycUea/DO3ebX2uqFdZukhB9huq+UC7caTIZvnw6SFONdZPoc2pakRF5x3Vuf1RgxeOOwvc/aPkw1aZX4n05rTrdnSFK+//3vk6QAQHoQfuOrPOjQnIpqdFDQmr7oQwqHSYrZgWjrx3n4yni6A1AbLZNhkmL2TbX6eFl4rGXz23HrfeSg+TPaG66aP/3hrPWrobldN4gMD6cM90bciTf5kZojto6hEzAgnR7Rmy05ruek2HhVzE+BMF2w6Q5KSjEZLTQ+xeTg7I9oXy76vtr8aXj5nBSrrtXu9+NJPCfFMtRWr+xITY22CGU7J0X8opjuK8XSayxTOaNPMAdJiuU5KeLn0IYkJfpxJwq4LcaIUZJid5+1fZg6SFJs15zZBqY1khQASAfazz7lN2zhG8VfJus7GO1HqNMkRbfo1n+LvyuzOvCymaRoVmL4zb34/BTNwaNJDGFzHzlp/gz2hpvmT9Rqmb4amqUK945hc2S4N9qBfjRE1y06UE/0gHR6RG+2ZCfLimy3OrxQHpBbv5bG/ZrwscqtMd1BySkmg4XGqZgM3jDEGYfpGLDurnWxuGF7aLpVCWL5ZmFehJqSVKQain/aTlK0y7H1PmD9smufnP4zVrwv2vpaG72w1lupeYBqQ8z3lXLbTF9XzT2N8zxbRafZGEWeZON93nJujPbTQzfDeowI12Bvn7V9mNpKUlzVnOCNPd2RpABAOjDrU9SHZWqCFkbzCeo4SRGuSX1YIfxCyHoDTTZJ9GjRAafy6Fe3cdrjIOOnbrGPnDV/4q/H3DZ/2n+ZvhpmM20cFRoekMaf8IUz+uI30QPS7TkpoiU7W5Zgtxi/7sJXSdRvmDxW0HBarz+BxSReaLyKSTgMhfG1871hsvNDurGsHr6mW5UQ1rGreRGaPmnHSYrBnjDdBJOVGD252PIMP4ra9FpbvLCa9dgcGdo222jVyruYByn2TvBwftBgvKWGxWAzSTE5CnAwRsxSaLvfQCg4GaY2/+m45uy+yaYVkhQASAeCzz7t912acEVwdqfwA9R5kqJaufgT2fJbPvEGmm2n4ToND9liR7mCQw+jQ2Bb+8hh8yfcG+6bP90BlemroT6eMmgJjA4LE3vIpTn0M35dEj0gXRzRGy7Z8bKMn5nFczZ95kaPNUwW9DsoOcVklrPGpZhUjZDZeQpG6ZS97vpITaWo/AzbQ7Otan/WSYriXuIBqdxBlfazLaXoLO3XCDY2weRlN3xyRmf/xOm1Vm2YaKZqPUZbafB4wb4yeqj1cDJ7i7OXpJg/U4M57ZCkqHerxRgRrcHGPmv7MLWZpJguyWTHkqQokaQAAAAAHmAvlIBAojvANq9P7tda7q2Tk519RlDhKSQpAAAAgAfQv7qWsBbV/jVEbC1HutdaeaoCDb899vcZSYqn+H72s5/dBLSjh6NnNwpvP1LzsMmDo+8n7bqJXvRw5Cxp67s62Im2XhTbizF7zR9WnlCoUlfpeMi4HiZxer6xpUWXFN8lAwBw0018urRB4g4pFVfjactiZH2to0dw0m2ZvOzvMzofTyFJQbsT98X2Ph94PxF7uOaI/U+wxCcpNl5zsyTF8ZCRIUmJ/PyUJAUAAABIdSQpaH+ivthmo0mSEgdJSFKcv+aRL3DCc9swZNxsJkkKAAAAAPtIUpAA+r441mcK2nxFTyq8ePjDomVrFhJZQV3dEfHZdOZLjsytq9MsWX0d64fVaxM9v5tMH6i+XTU7uoGKZxhbgUU6onqM4S7Wb010uytFK9U9K5OtMHvNjTdXG0TYe7hgOwyGhfq5K67//7BqMcJdrltubJ7mBBvFr5dalxx7OoKn4eCHWgAAAAAkQJKCRNC2j4KfeWhDAlWcoBFdjuivyD+sXINRN221ZM1c9YkSguVqnoTm+Zo80DJJMd9AYfdt8MMZzcbZnqd7lraSFNPX3GB7zc5AsXNCi/E+NRkxitkWo834tTJPUiJzVWsxieEAAAAAyI0kBQkh/IZe/S91G9z6L/VvPmL/rqvUP1D1T2F3rmSwZE1PrWjcNf2w5qwJ0crV+YPBA7W7yGgThO24nbNBNHvC1tMw2HZHSYrpa27yQjh8uH47zIaF+lXWrtvWLtfmNepl6ZOfGu1pTZp7hu/Ir4AAAAAA7yBJQWIIzkLRNp3KXlfTrQp/42Fw/oRB069ltmSTn4sIfpij69+FQYrhA1U36X9HpP0FiWWSYvjDImX6ZLQ1Dh9s/hsjs9dcfRezU1XMHm6ykcJhYf6im+9yqyEhTlIiVLtIeVeCFAAAAMBzSFKQILG2U98Vx6IH7S8dtL+EUN5i9NdfjBIDNbMlm7TNgh+gaH/gY3ZOhMFNovMy4pekKFdnsTX62YK5dpMU09dcMd/6pBarV9NGkhKqqxRtr2oY2EhSVJsgeLBRkmL0QMFSAQAAAEiOJAWJorkGrKp5jLTrNQYRg9k5KeIuNOHnpMSeRJ3qrBrrBxqcl+E2SdE358k6J8X8NTf8WY/Nh+ufsnWGpguKEnBOii5aU965hiAFAAAA8B6SFCSM6lt6kz+JIujyxVcz0VwQRPRjG8vm2/w6KYJTN8wud6K4Iqngz8iIH6j/WY96Yc6TlPa4Top6rnjJIoavudnPemw8XEP00guHha3rpJjvcvPrpIgvOmx0LozlEwMAAAAgIZIUJI6iL9Y3j9HWUvAzCC2Tv8SiCQiskxQ1w+uzGD3E4B62HyjcDOE1PWwnKTafm3CewU9jbM4WMHjNjX6Co3iGZg83eMI2/naPeMW2khThY3Xn50SWYHXB3NjCCFIAAAAAjyFJQQKZnsSg+YpfdWNdZaxP1YQjygZW36ja+EFIbAH6UwZMAh/xwo0DDoMHtkuSolpu9BkKL3AbEiYXR2oqjSIM1Xk3Vltxk9FrbjdJsXPei3BvmLxOsXVHn6a9JEW34ZptUo0k08sqK5dEkAIAAAB4DUkKJGEZfcSZjRAAXuHFF9OL2wwAAADgpptIUiCB5FwygkY2NShOEvHIhVuNrgkEAAAAwCN8d9xxx41otbb6cCgUCtW+mewNSS+tuz0UOly9NnFrfbM2xIudAlpfxwSPnjaJbjKDT27hF8rhwFpbfTgUOly9NvLf9to4oG3erA2/B0X+26r187gdh656DdafxAYb2gauKhtoZ2/Wisa3uDER39d6BcKRHyvC6OG4Tu2bkXna9Rq+Zbh/L4nv8bliX7X/2xvSD0lKDEe+AIAbb7zxxjb0bZGojKQMUot0RqrDHvmSFIMNdS1+iQwQL0Zf5IoaE/df+oqjFEUNmiUpN4qjFON3DBmSFM2+IklB/JGkAAAAIAGcJylAqnOSjrTh9HlRlGJWgpGvBcIPEEUp7ZJNkKTAQ9IoSYmeUh+jKCZVEKus3mhBK+6hrm7VgqlPAJCd6Ks3xRu78l1d+aYeOw6L3UP8/R4fB0isyNisrVWfwCEekIYFIMo5lOM9PMPiV5W6n88oOyOjJCW2ofofMgiPzqyenEGZ0kxBMpr2RNP2qwe+wX0NP7PEqzKoTTX9L+/1UYpZNennCZ+Rblbtm6ptsvGpa/Ds9ftKvUmKpyPYC/wIEPaQpFjMEs2zmM13KwAgNZMkxSxkMTj32WQ2nwdIDO3gMzhX32qUC3MOlcOH9SvS0jQhBo2R0RoErZujajMvU5IUSEaUjugLQxNiKu5r8cWAaF3aBEZ/9+hCzc5AMS0mzUyjZ2TwBEKaNwzDJ2j87E2TFM1vBnUn+hCkwKY0SlKitDGr9kft6shWfW6btvbCc/l8BgBP0lwAWHtJBvWXcNqDS/Wnh7B95AMBCSFofGwNSHEBCA+PNHc1un6lbl3qFYvXoGm31HPVx1/KjlL45MzLlCM1yEf8KxTxP8UzDT6zdNTRiVGQoq1LzXaKKtLoOamKUviMNFusqV9b5Wz07I1+3VOtu5qZ5p6q7g4wkX5Jiu7vZujfRwSf1rr0U3wBKOPDCgCAZHSnLwve4I1/mKCZKf52nWMxJIR+6NoYkIbn74uvYiL8p+UPfDR3M79Oiln3pV+++MmZlilJCiQkzEq0hKdPWHxm6Qk+tIx+aWNxGVmLUhLcVfiMDN+6DArW9CNZ/GCDE9lUz1t1V4IU2OZbtmzZ/DSiiFnVNyluUN8UrcnWebGyVfxL+86QyKcEAHBB8V2X5qbYDeqb1O//89UfEAa9HZ8ISATd2LQekIIC0CxGc3xk/k81zSVWdGtVrcHgEEs7U7d48ZMzLVPBjgKSTf3JY5A7qEew+r5Gn1kCsXIQFpjobUE/+3D1WqtKUs43e0b65aiegGk5Wz17zXztZqi2PXZfix0IKKVVkqKMWWO36t9JTD/JRTP5fAYAb1Gcnxi7UfAuLjhsM01SOPpCMhgmKRb9lOYOcUtSInPDV8DVd0l2khSThsbsyZGkwGuE6YjBGLW8r9VHUWR+reB+gu+bxauPXNva+o7CdFO/PUZvXXaSFMNnb5SkRP+KiCiDqSZIgQNplKSIjxrma+OQ6L9tfMyLz0/h8xkApCbO1efr38djv7pW/MugRVN/dtCwIZGMWwrRgLQqgDgkKcrvf5X3cZCkaJ6BKLg0eXIkKfAMzahUf+5oqsTgvgaPFdH8qRvtVlhUh+rEDpO1CN9xRM9IM09zUoytcjZ69uJ9ZXTKm+ZCDca7AIhJnyRFeCqo5pBCN2e+xce8yUIBAHISn2qsykMEc6yO6USL5WstJIYoIDAckMYFEMckxaAvc5KkiDbUZJbRt/QkKZCcrocX/qUb2/e1+uSJPUIYpAgY3M9sNZpKM3lGBj/Ws5OkWDx7zb4Sfv8tSJ95f4B9JCmtsw0zVtsf84er11oeVwAAks4sSZk/3/IrO8NjOvtf1wHxZRAQiAdkYpIU8TY5SlIUdxH0NwbVRpIC71F3E/Pn2xv42m99BXcWEv6Ix26SYnUpFfW99L/aEW5kbF7tm/Z/3WO9YNW+0i5L/xMfzWlwgKX0SVIAAAAAAO3Ki5mlF7cZSUaSAqQR828D9d6sDcWu8B6XL9i5JjoAAECqUpwk4pGjPeVpLR7ZZMiBJAVII06TlHhfSHlt9WHSfgAAgNQU+0mNZ0IJe1fbBXRIUoA04jxJAQAAAACokKQASRBNNN4UXQM9Mre2VnM+iJ1riul+PmP8h7tjSYryWl+qpZmc8KiYJbg6YO2bwsu7E94AAAAA8DqSFCAJDC6RbvC3VGvfNHiIMJDQRCmq8ESYpGgI/9SeZoUms8wXSpICAAAAwOtIUoAk0P4Nuci/VX/0TfS3VbV/flsUSaiiFHWuIk5SNDGHem7rv1SPNPtbmJqFajacJAUAAACA15GkAEmg/0tryohBP1fwl9lMMglFemJ2gopuEaLTV0TLF5920npX04WSpAAAAADwPJIUIAn0MYXyFsMkRRlAmP054eg87Z0cJCkmmYdBkiJ+HEkKAAAAgNTiW7p06Q0AEuuhSLzwUOSWN1ojhjeEc/W3qB5gtPza2lr1fdTL0S5CNTeyCMHyTVdtulDzhwIAAACAB5CkAEnwUPRKKG+o/h3+pyA3eSh6uZGHBA8QeCN23ojiPg6SlMjcyBqVd1bPcrFQkhQAAAAAnkWSAiRBNEnR/DxGFZMokxRVNCLKSHSi91feyUnoIdpIk1mRpZCkAAAAAEhtJClAEkTjhTeikYT5b3nClGmKfq74zqrQwlGSYr5GVZiiWAlJCgAAAIDURpICJIFhVgIAAAAAkBtJCpAEJCkAAAAA4FEkKUASkKQAXqL/mZvwQkQ3vFErvlQ0P2oD2oACBGSgryh7lejsx+mAd5CkAABgSnMU+FD14fDR4EPVh7UXBRJdmYhGDmgLChCQgaaibFciSQpSFUkKAACmNJdKfqNW9X1c6826b+EMHg3AGQoQkIHmhGqHlcjp2Eg9JCkAgLQRbqpq31B+t2bdYdlo5ATfwhk8GkgEd0NdThQgIAMbSYpJJZKkIPWQpAAA0kPkBGPl3x+31WFqWjHBKc2G38LpHw20O9dDXU4UICADTRbisBJJUpB6SFIAAOkg8tV87Ruq3spOm6W/j/oyeybfwgkfDbSnNgx1OVGAgAz0WYiTSiRJQeohSQEApANlP6X//8PVD91ww9M7Q6HQzqdNH2qw5MPVDykvx6e8K40cEsvVUF/+3wdVJ6+EDv738ujtrf+v/VecGdUfBQhIwSILsahEkhSkHt/tt9+e7G0AAKC9KdpIw1bT9KFmv/2ufUNxprPy4nv2VgDEkauhbpSYSJ+kUIBAgphmIZaVSJKC1EOSAgBIB8qjOEVvpbzZzTkpsZ+FR48ao8eR1o8G4s/VUNdkJNE7mCcpT+8MGSUrsZNcIvPDD96586Dq1ugdd+50k6RQgECimGUh1pVIkoLUQ5ICAEgLkROOD1c/FO2tIj/yDndZzpMU5c/CaeQgCTdDXZ2RxBISd0mK4n6xVYUjk4P/vbz1/2I3Hvzv5a13dJikUIBA4hhnIXYqkSQFqYckBQCQJhR/D1Yl0mM5TlJUf6eAHxdAGs6Huu46Ka1zdbcrsxDRA6IPigQsotNbhKe8OP91DwUIJJBhFmKrEklSkHpIUgAAaST6pwZaKY/qHCYpur9TwAUvIRFnQ93o3BBX56Toc5Zo+mKSpCz/74OOkhQKEEgogyzEZiWSpCD1kKQAANKNQW/l8m/3uFsZkAC2h7ru5JDW2e6TFN3N8T8nxRYKEIiPtmUhJClIPSQpAIB04y5J0X2xb0X1EwsaOSSB1VAXX1k2dkUTZ3+7R7Q04Z8B0lw8xd51UihAIKlcV5TbEgYk5/vpT3/6PQAA0ki0vVTf/NTOUCi08ymju4ePAgMP2l7NgwHVYWdbtxpwzGqoR//n7j8dCIUO/Olu5R1CO5/S3K65l5aygsJLCIVitygerLzj3X86EL7XToP6owABKbiuKLclDEiOJAUAACBNPbVTmF5IsTQAAKRFkgIAAJCW7v7TgTgmH/FdGgAAEiNJAQAAAAAAsIskBQAAAAAAwC6SFAAAAAAAALtIUgAAAAAAAOwiSQEAAAAAALCLJAUAAAAAAMAukhQAAAAAAAC7SFIAAAAAAADsIkkBAAAAAACwiyQFAAAAAADALpIUAAAAAAAAu3w/+clPvgsAAAAAAAAbSFIAAAAAAADsIkkBAAAAAACwiyQFAAAAAADALpIUAAAAAAAAu0hSAAAAAAAA7CJJAQAAAAAAsIskBQAAAAAAwC6SFAAAAAAAALtIUgAAAAAAAOwiSQEAAAAAALCLJAUAAAAAAMAux0nKj3/8423btu3cuTMQCPiREgKBwM6dO//85z8vWbKkncaZ/BjYqYeBDQBSuV5Wyd4xQGpKdmUbSvaOgaFkD43rr3cyPHzl5eX2l/vII4/s3Llz3759x48fP3PmTAhSWuxQeXn5qlWrXn/99erq6ieeeKL9xqW0GNiewMCW0MKFC995551AIEAEmTICgcDWrVtvvfXWZA8umFm4cKF30/+6dZmSTPVPZn/w69GvLZ/w7/Nnz5s3L9mvKmDIuyWf9DKn5L1i3rx5ZWVlV1xxRXFxcV5eXk7C5eXlFRUVXX755bNn2x0eDpKUu+++u7q6+tixY8nup2Bh8eLFQVdOnz5dVVV1zz33tKEKvIeB7RUMbNk89NBD1dXVu3fv3rt3b11d3T6khL179/7jH/+orq5et25dsocYxMLp/969e5uamo4ePXrMO44cOeL3+4PvlUszLTnx9s3Nf5j32fNXPXf3FDoryMmjJS9fvVPy8po3b96UKVPGjx8/bdq0+fPnL1iw4OaEW7Bgwfz586dPnz5+/PjJkyfbGR4OkpRt27bt27cv2c0UrIUbThdvecFgcOPGje+9917basFjGNhewcCWyl133eX3+z/99NP9+/fX19cfRKqor6/fv3//3r17A4HA8uXLkz3QoBVO/xsbG48fP37ixImWlpaTHtHS0vLFF1/4/f7Tb0yRZpp6+o+zTr9144m3frT3mSvWLp1OZwXZeLTkpax3Sl5S8+bNmzZt2rhx4773ve/NmTNn8uTJkyZNuiLhJk2aNHny5LKyshtuuGHcuHHTpk2zHB4OkpTq6urjx48nu5mCtbY0nGvWrKmurm5zRXgJA9srGNhSeeedd3bv3l1fX9/Q0NDY2NgU0Qxvir6CjY2NDQ0N9fX1H3300ZYtW5I90KC1bdu22traL7/88tSpU8Fg8Ix3BIPBlpYWv99/+r8mSzdVzjjyh3k1j11BWwXZeLTkpa53Sl4y8+bNmzhx4pQpUyZPnny5BK655poZM2ZMnDgxnklKIBA4wyUkvCDccB51LhgMlpeXBwKBNleElzCwvYKBLZWqqqp9+/Y1NDQ0NTX9C6mlqampoaGhrq6uqqoq2QMNWtXV1YcPHz516tSZM2e++uqrZL8xO3DmzJmTJ0/6/f7Tf7hawunLN2bteWrivHnz6KwgFY+WvOT1TsnLI/wSlJSUTJ069VvSmDJlSklJieXwcJCk+P3+ZFL4SNEAACAASURBVFclbAk3nEecCwaDixcv9vv98agLz2BgewUDWyqBQKC+vr6xsTHZXT/aRWNj44EDB8gfJRQIBL788stgMJjst2THYp3Vf14l4/TG1IYXvjV37lzaKkjFoyUve71T8tKYN2/e3LlzS0pKvvOd70yUxlVXXVVSUmI5PEhSUlC44TzsXHo2nAxsr2BgS8Xv9x88eJATUlJVU1PTwYMHqRoJ+f3+lpYWL55KGeusfv9tKacr6zaMp62CbDxa8tLXOyUvi3CSUlxcPHHixAnSmDhxYnFxMUlKOgo3nC5+J5+eDScD2ysY2FIhSUltJCnS8vv9J0+e9FxbFVJ1VpPknOo2jKOtgmw8WvLy1zslL4lwklJUVDReMkVFRSQp6YiG0xEGtlcwsKUSTlKam5uT3fKjXTQ3N5OkyMmjbVVI0Vmdev1yOae6p63P5QYSzKMlL3+9U/KSCCcphYWF4yRTWFhIkpKOaDgdYWB7BQNbKiQpqY0kRVoebatCys7qdxMcT5vGH3lhzD+fNZyaXh7fErnnsVfHu1nF7ybUPWV9LjeQYB4t+TbV++8mnHh1XNNzxiX/3NijkTI/8eq445vcrIKSl0Q4SSkoKBjbNiVjiosKI4qKS9q4uLFjCwoKSFLSEQ2nIwxsr2BgS4UkJbWRpEjLo21VSNlZvTbO0dTyYsEHK7Peusd0ui//wCvjWl4qrLkv6617c3b9ZqzTtZx6bVzdk9bfQAIJ5tGSd13vp14b968nRm02r/d7srY+XPTla+OOPp279Z6sd36R37DR8VooeUmEk5TRo0eXtEVhbuZIlczs0UVtWmLJ6NGjSVLSUbjhbHIuPRtOBrZXMLClQpKS2khSpOXRtiqk7Kw2jXUyFe1ePuTeMT36devgM9Th3H59X11f8uULo9aVdOszsO+6u7L//kyJwxWNrXvS+htIIME8WvJu633sqefy31p08ayBnc/tZFzxnTpmTLrs040l//p1xuwLO+V+O6OyIq/+ZYcrouTlEI8kZUzBdWv9h1pif+Dq1NE9b/ykuNDDScqHGxaVGlq04UPdAyorjOa0iw83LErcyhKLhtORNE9SWgu1otLe3Ssr7FdpeNF2l2yNgS0V6yRl0wr9e/+KTcb3UM9DcpGkSCv+bdWHGxa1vq9XVsT1TVsj1lm9WuxgeiHzl1kdfV26/fAHQzaWG00ZTy0d+deVI978Xq8u4T6r//kPrsg/4WhFrxbXPZFHWwXZxL3kE1PxLuv91eLDv7h4UndftwF9Hjas9yEbb8n4XUXW1nsu+1V2OGA9a8i4S99+qsjpuih5GYSTlPz8/DEOFeaPisi+c/vhUMvebb+N+MtnwVD9H2/Midwhd3Sh08WPyc/P91CS0r6f38K1kaTQcF6f7klK7PPUHpIUtLJMUravW2iapFgHLUgikhRptccX1OEjsA0bFrXrcViss3ql0MH00EV5vrOvXzra5D4tL+TWrBy6dvy5ixcMe3F693CY0rlocLOjFb1SWLd+FG0VZNMOJZ+IindZ768U/n1ud1/X815/0ew+R5/M2rbskuuz+j1xZ8bSS88KhykzluQ7XRclL4NwkpKXl1fs0BXT586ZU1ZWVjZnznN/awl9vnP9nKj5L+8+GTpctWbOnLKysjlz5sy6epzTxRfn5VkHbb4lS5bMsyceDafx99+VFQnLUWIZD0mKQcNpc0ikhrROUhyfmuXtJCXZYy2lWCYpm1aYRSOtOUt0vvbfSLJokpLsgQat9jnVP/z9UvseFik6qwIH0wP9B/vOWfaA4R1aXhhVs3LI2sKOX7+oa/9OXRcsGPri9G5dfB2Kb8p0tqJXCurW58yZMyd86AxIol1Kvv0r3mW9v1KwY/o5vn79dxjf4eiTmduWXTyjZ8fhF3Y656LeT9w5aNmlZ/m69HhotbMVUfKSmDt37pw5c3Jzc4sc+s0/7I/H4K4NThdflJubazk8EpqkJP9EkGiIsqiiwtlX8V4SbjgbnUvPhjOtkxTHkp+kMLAlYZWkbF+3sLR04brtJnNFv/UhSpEESYq0PHrRhJCys9qY72C6v99g3znL7hfPbXk+u+bejLWFHb+e3XdJVsdOPp+vc7e7K3J3rRn5uaO1bMw/tTG/7vFs2irIxqMl77LeN+bvmH6Or1+/HQZzjz4xYtvSATN6drzy2r6Tep7l8/nOuaT/+8+N/NtDeU5XRMlLIpykjBo1qtCh8VOuv+k/Pw6FPv7Pm2666cb582+8Uf3f+TfedNOavzSHmv+y5qbrp4x3uvjCUaNGSZSkGJ6O0hqLis4SifziR3kX7QJUD7fq8WLfwDv9UYOX0HA64uZna4s2fKj8/ZpqUFZWlJYu2vBhZGBGB5nRQBf9rk2bQah/K6e4s9GP6FrvYlVBdrKO2GMXbfhQkKQYblts6Ua7SvQMTDaGgS0VqyTFPBcRzTXPXpBYJCnSMm+rop8osbfu1ndVkzdi1fuw7k3Y5CjNmVhn9XKug6mi72Bfl2UVglktv8msuXfQ2sKOX8/u3Rqj+Hw+X4fiucOaHa0iMtWty6StgmxMS15wUBopUvXhW8Ir3mW9v5y7Y1oXX7++O0Szjq6/bNvSi2b0OPvKyb3DMYrP5/N16V5xf7aLeqfkJRFOUnJycgpcePb/hUL/79mCgtzMYcNG5OQX5OeMUP33J1sPhQ5t/YmbRRfk5FifspSoJMXgdBRhHxiraU1KoqtqcRtpq+rTK0np1auX8NLXPXr0oOF0laRUVCwyGnWVFaWlixapP9BMB7o+SlEHHKIyiKzOTpJiWUHG4YVu8eEnpn6yhosPPzq2L3SrN9g+o61hYEvFIkmJxCKKq6EogxNhzsJJKRIhSZGWnSSlQvsdU6Xmzdz8fdjiXdrtmYaxzuqlHAfTfX0G+7osu097e8tzI2tWXHpP1tm9snsvyVTEKN8d+rmj5SumusdG0FZBNjaSFO1BaUWltnJNe6t2qXiX9f5Szo6pXXx9++zQ3X708WFbl/S7srs2Rln1i2x39U7JSyKapIx24ZldodCuZ0aP/tX2pqMf/e57oxdW1kb/W1u5cHT5lkOhQ1vK3Sx6tDRJitHpKK236wtY20JGH6kOZIy+HrcTkKRXkrJ3794ePXqYd5tp23C6vZSyZlRqR63+xBHDga6NUlSDU7c4/dJitImlRQVZJSlGi7O5bZFdpcs+Vd+Q6k7ocZCkMLCTyCJJEV1PNnbGifj0E5IUiZCkSMtGkqJ4Z439qFl9fqT6bVzxgaI+jtIeZ7XpR5uxzuq3WQ6mlb0H+7osW6m+8bnhNcsvebCwo++8r81TxShDPne0cPVU9+hltFWQjXWSoi9w/XuA6hu2RFS8y3r/bdaOqV18fXvvUN947PEhW3/af2ZP34C8XooYpduqBzJd1zslL4lwkpKdnZ3vQjhJCf/30Jby/NbkRPdfN7KzrX/8lYAkxfDqKMLyVN1oEJWIekjll+ckKYuDweAetb/+9a/du3ePdpvdu3f/6KOPNPdJz4bTVZKiHjrmo9bpQNcHKdqBKr5YiWDLrCrI/CNSsBrVOqy2zXJX6R4XJt4aBrZkzJMUwQVklZdGIUmRHkmKtOwkKcr3WPFnkvJtXPSraeV8m8dVlmKd1YsjHUwrzx/s67xspfrGxwfek3t2t8E9v/216Nt/h6K5l9b8atjnjhaunuoeGUZbBdnYSFLMDzoVZZ7AindZ7y+O3DG1s6/v+TvUN9bf3Wdyjw5FeT3Oj1Z8l24P3JXxt8dGuK53Sl4S4SQlKysrz4UNu0KhXRvC/z20ZUneki2HhP91IysrK+lJivEf6zEKM8w/4jXvD1Y/XrDYsHRKUvbs2fPBBx+Ee05ht5m2Dafb66QY3agbtdYDXfUP9d3Ffx3cqDK097SqINMkxfkz1azTcgEGP04Sbk2IgS0Zy7/do6dISvh1j+xIUqRlI0nRJ+oGn0lGPxAt1Zw7KJjhQrSzOvnicAfTyvMyfJ2XrlTfuKCnr0+vJ+4bcnBF73HdfD5fh+LrB9auumjdgksOOFq4eqp9ZAhtFWRjI0kxP+jUHJclqOJd1vuLw9+f2tnX97z31Tc+k+sbOLHfXx8b+t6cbr3CZ6PcP+RvS/pt+I+hruudkpeEt5OUxYsX23yeLpIU8z/W09YkRVHt6r6TJEXccEa/wBd2m2nbcMqQpCj+pbm3rSTF/HLO0iYpiiBUtUHCrQkxsCUT/ySFK87KhCRFWolNUhQfFTEuD55indULwxxM934zw9d56b3qGxf08HU6u29R722395nZs0Px9Zcee2HYn67q1KnvN3c4Wrh6qn04g7YKsklokhK/indZ7y8Me39KZ1/fb76vvvHZPN853TrO/u7Fb8zveV6XrqvuH3ryhQE/Pu+swVMvcV3vlLwkwklKZmZmrgvhJCX830ObF+cu3nxI+F83MjOtL0jcjkmK2ekoijtY/ujBsA8U9HFcJyUUMm04zaVnw+nq1z2icWc0aq0Heig2ID/csEh1X+tf95gVWpuSlDj9usdwV4lq0MZ1UhjYkjBPUqySEv4KsuxIUqQVzyTFIBA3Yf8wSy/WWT0/xMF0/zeH+jrdsjTjhPLGxV/z+Xy+Lmf379aheN7Fx54fcvK5jEezfL5+36xxtHD1VLt2IG0VZBPHJCWRFe+y3p8fEpje2de71x+fVN34WonP5/N179nx3G5dV1UMPvn8kC/X97nK5xt63SWu652Sl0Q4SRk5cuQoF57eFQrtenrUqA3/LxQ6tGXJqMVbDoUObVkc/e9tmw+FDm2+zc2iR40cOTJ5SYr56SjK8rS64qx5kqK7LBJJSmvD+bFz6dlwurzirO46rFaj1mSgR+8Uvvy6/hqshld1Nbv8rMm22EtSdOvWPnfHV5xVPUC38sg5KgZbw8CWi53rpKhOMNm0QnmL7kIq4UvUckqKLEhSpBXXJEVwsKbsnGxdfsu2WGf1mwwH04Pnj/N1mDqn/+afX7jt7sj0s/6bbuu36bZ+m5b0f+fuC7fdfeGWO/vdMcTnK+h7zNHC1VPt2ktoqyCbeCYpCax4l/X+m4w9N3b1de3+i2UXvnt3rOT/56f9wiX/u6UXhG95Z8nXx/h8MxcNcl3vlLwkwknKiBEjclwIJyk5OQ/WtIQ+e3Nezs1vN4Qa3r45+t/WJMXNonNGjLD+007tlaSIL2ASo2m1RPNCln2g4UpspK0kKTScrdxdcVb7p301f19OeAaK4UBX30d0KTCDMW5YAjavNGR5UXbdn9GrUH+kmmybKhwS7iqjs0yNNoaBLRWrX/e0RiUqypxENJ8zUuRBkiKt+CYpBm/E5peja+vf7jn53EAn08XPjjrL17PrraXfXH294fTzMZ26+c6+qfwShwtXTbUPXUxbBdnENUlJXMW7rfeBJx/ufW1H3zeHnVthXO+rr//6vP5n+Xr2/MNj7uudkpdEOEkZPnx4tgtP7wqF/u+Jy0YYWfjOodChzbe6WXT28OHDZU9SdHdVN5eWV5xVvx8s2vCh7eyUJIWGs5XbX/fEBq7VqFXcLn6I6h6iDyz1QNekNiYF1uYkRbVucYEZbZuiyNSLMNwppRWVoQ83LCJJ8QY710lR/SlkfUqiCVOIUWRCkiKtOCcp5m/j+rltOHCKdVbPXuJsWt9/bW6nczv6THTp2vmHCy845nTJ6qn2wYtoqyCb+CYpCat49/X+7CX/WvHNqX06dDGr+LPOvaTnxl9c3JZ6p+QlEU5SLrvssiwXnvh7MPTPN8oGGvnx5qbQoS23uVl01mWXWf+R7Pa94iySgobTkThcJwUJwcCWiosrzsJDSFKkZZ6kyEzRWV0s51T74IW0VZCNR0te/nqn5CURTlKGDRuW6UL+6urjFkPx8F9W5LtZdOawYdZ/JJskJQWFG86PnEvPhpMkxSsY2FIhSUltJCnS8mhbFVJ2Vs9cJOdUu6Y/bRVk49GSl7/eKXlJRJOUka7kXbF4zfPG1txc4m65I0eSpKQpGk5HSFK8goEtFZKU1EaSIi2PtlUhZWe1ob+cU+3qPrRVkI1HS17+eqfkJRFOUoYOHWp4sZMkGTp0KElKOqLhdIQkxSsY2FIhSUltJCnS8mhbFVJ2Vk/3lXOq/XVv2irIxqMlL3+9U/KSCCcpQ4YMGS6ZIUOGkKSkIxpORxjYXsHAlgpJSmojSZGWR9uqkLKzeqqPnFPtqvNpqyAbj5a8/PVOyUuCJAVyCTecu51Lz4aTge0VDGypkKSkNpIUaXm0rQopO6snz5Nzqv3VN2irIBuPlrz89U7JSyKcpAwePPgyyQwePJgkJR2FG85dzqVnw8nA9goGtlRIUlIbSYq0PNpWhRSdVcsT35Bz2vvLXrRVkI1HS17+eqfkJRFOUjIyMoZJJiMjgyQlHYUbzr87l54NJwPbKxjYUiFJSW0kKdLyaFsVUnVWX5dz2vvLc2mrIBuPlrz89U7JSyKcpAwaNGioZAYNGmSdpNx2221z7QkEAl999VWyCxPWwg3n/zoXDAbLy8sDgYDNIZEaGNhewcCWSjhJaWpqSnbLj3bR1NQUTlKSPdCgFQgEWlpaPNdWhZSd1fpz5ZzqV59bVlYWPnQGJOHRkpe/3il5ScyZM6esrGzQoEFDJDNo0CDL4eEgSamurj5+/HiyCxPWwg3nh84Fg8HVq1dXV1fHoy48g4HtFQxsqVRVVe3fv58kJVU1NTXt37+/qqoq2QMNWtXV1UePHvVcWxVSdlaP95Rw+uLRr338q960VZCNR0te8nqn5OURTlKGDh06WDJDhw6NZ5Kyffv2/fv3J7swYS3ccNY4FwwGX3rppT//+c/xqAvPYGB7BQNbKu++++7HH3/c2NiY7JYf7aKxsfGTTz7ZunVrsgcatLZv375v375gMJjst2THYp3Vuu4STs1rv1bzwCVz5syhrYJUPFryktc7JS+P8EuQlZU1ZMiQDGkMGTIkOzvbcng4SFLuvfdevr33hHDD6cLp06c/+OCD+++/Px514RkMbK9gYEtl+fLlfr+f01JSUlNT0z//+c9AILBy5cpkDzRohT+zvP0d9WNdZZuOru366S96PVo+gbYKsvFoyctc75S8VMIvwZVXXpmRkTFw4MBBEhg4cGBGRsa3v/3teCYpc+fOXb9+/c6dOw8cOHD8+HEuLSGtxQ6Vl5c/8MADL730UlVV1TPPPNPmivAeBrYnMLBl89hjj1VXV3/yySf19fVNTU1NTU3N8LLwi3jgwIE9e/bU1NQ8+eSTyR5iEAt/ZtXX13/xxRfBYPCMRwSDwZaWFr/f3/JoF0mmE490aV7T5ZOVnd/96TnP/XQ05/lDTl4seQnrnZKXVvgHPhMnTrzwwgsHDBhwySWXDEySSy+9dMCAARdccMH48ePtDA9nScrcuXNvvfXWbdu21dTUBAIBP1JCIBDYuXPnn//856VLl7ahCryNgZ16GNgJsGjRos2bNwcCAQonZQQCga1bt/70pz9N9uCCGU9/Zr3188GSTFW/HP77n2U+/ZOiH37vuvBBM20V5OTdkk96mVPy8gu/EGVlZTNmzCgpKRk1alRmZmbi/+xxZmZmTk7OmDFjrrvO7vBwnKQAAAAA9kUPlMvKymbLpCyCngqII0oejigHTBLHjNPhQZICAACA9jUnokwy0Q1L9h4CUgolD0ckGTCOhgdJCgAAANrdHFkle8cAqSnZlW0o2TsGhpI9NObMcTI8SFIAAAAAAADsIkkBAAAAAACwiyQFAAAAAADALpIUAAAAAAAAu0hSAAAAAAAA7PLdeuutyb4+LgAAAAAAgDeQpAAAAAAAANhFkgIAAAAAAGAXSQoAAAAAAIBdJCkAAAAAAAB2kaQAAAAAAADYRZICAAAAAABgl2/RokVlAAAAAAAAsIEkBQAAAAAAwC6SFAAAAAAAALtIUgAAAAAAAOwiSQEAAAAAALCLJAUAAAAAAMAukhQAAAAAAAC7SFIAAAAAAADsIkkBAAAAAACwiyQFAAAAAADALpIUAAAAAAAAu0hSAAAAAAAA7CJJAQAAQLubLatk7xggNSW7sg0le8fAULKHxuzZToaH78c//rGjRS9YsGDr1q01NTWBQMCPlBAIBHbu3PnnP/954cKF7TQi5cfATj0M7AT44Q9/+PbbbwcCAQonZQQCgS1bttxyyy3JHlww4+nPrLp1mZJM/3wy+6+r8l/9+bib5l1XWlqa7FcVMOTdkk96mVPyXlFaWjpjxoyJEycWFhbm5eXlJFxubm5hYeGECRNmzJhhc3g4S1IeeuihnTt37tu37/jx42fOnAlBSosdKi8vX7Vq1euvv15dXb1u3TqXw9/LGNiewMCWzerVq6urq3fv3r137966urp9SAl79+79xz/+UV1d/cgjjyR7iEEs/Jm1d+/epqamo0ePHvOOI0eO+P3+4Hvl0kxLTrx9c/Mf5n32/FUb7ppMZwU5ebTk5at3Sl5epaWl11xzzfjx46dNmzZ//vwFCxbcnHALFiyYP3/+9OnTx48ff/XVV9sZHg6SlDvvvLO6uvrYsWPJ7qdgYfHixUFXTp8+XVVVdffdd7etFjyGge0VDGyp3HHHHX6//9NPP92/f399ff1BpIr6+vr9+/fv3bvX7/ffddddyR5o0Ap/ZjU2Nh4/fvzEiRMtLS0nPaKlpeWLL77w+/2n35gizTT19B9nnX7rxhNv/WjvM1es+ckUOivIxqMlL2W9U/KSKi0tnTJlyrhx4773ve/NmTNn8uTJkyZNuiLhJk2aNHny5LKyshtuuGHcuHHXXnut5fBwkKRs3bp13759yW6mYC3ccLoIj4PB4MaNG7dt29bmivASBrZXMLCl8vbbb+/evbu+vr6hoaGxsbEpohneFH0FGxsbGxoa6uvrP/roo82bNyd7oEFr69attbW1X3755alTp4LB4BnvCAaDLS0tfr//9H9Nlm6qnHHkD/OqH72Ctgqy8WjJS13vlLxkSktLJ0yYMGXKlMmTJ18ugWuuuWbGjBkTJkyIZ5JSXV19/PjxZDdTsNaWhnPNmjXV1dVtrggvYWB7BQNbKlVVVfv27WtoaGhqavoXUktTU1NDQ0NdXV1VVVWyBxq0qqurDx8+fOrUqTNnznz11VfJfmN24MyZMydPnvT7/af/cLWE05dvzNrz1ITS0lI6K0jFoyUveb1T8vIIvwQlJSVTp079ljSmTJlSUlJiOTwcJCmBQOAMl5DwgnDDedS5YDBYXl4eCATiUReewcD2Cga2VAKBQH19fWNjY7K7frSLxsbGAwcOUDUSCgQCX375ZTAYTPZbsmOxzuo/r5JxemNqwwvfoq2CbDxa8rLXOyUvjWiS8p3vfGeiNK666qo4Jyl+vz/ZVQlbwg3nEeeCweDixYv9fn886sIzGNhewcCWit/vP3jwICekpKqmpqaDBw9SNRLy+/0tLS1e/AIg1ln9/ttSTlfWbRg/a9Ys2ipIxaMlL329U/KyKC0tnTVrVnFx8cSJEydIY+LEicXFxZbDgyQlBYUbzsPOpWfDycD2Cga2VEhSUhtJirT8fv/Jkyc911aFVJ3VJDmnug3jaKsgG4+WvPz1TslLIpykFBUVjZdMUVERSUo6CjecLq44mJ4NJwPbKxjYUgknKc3Nzclu+dEumpubSVLk5NG2KqTorE69frmcU93TJbRVkI1HS17+eqfkJRFOUgoLC8dJprCwkCQlHdFwOsLA9goGtlRIUlIbSYq0PNpWhZSd1e8myDnVPWV9LjeQYB4tefnrnZKXRDhJKSgoGCuZgoICkpR0RMPpCAPbKxjYUiFJSW0kKdLyaFsVUnZWr41zPL069sgLRf98xnBqemlsS+Sex14Z62YVr42re9L6G0ggwTxa8m2q99fGnXilpOlZ45J/dszRV2L3PP6qm1VQ8pIIJymjR48uaZsxxUWFBRGFRWPauLiSktGjR5OkpCMaTkcY2F7BwJYKSUpqI0mRlkfbqpCys9o01tHU8sLoD+7NfGuF6bQy78DGsS2/LaxZmfnWPdm7nitxupZTm8bWPWn9DSSQYB4tedf1fmrT2H+tz9lsXu8rMreuLfpy09ijT+duXZH5zgN5DS87XgslL4n4JCmFuZkjVTKzRxeRpMCFcMPZ5Fx6NpwMbK9gYEuFJCW1kaRIy6NtVUjZWb1a7GQavXv54HvHdO/XrYPPUIdz+/V59fGiL5/PWlfStc/APuvuGvn3DUUOV1Rc90QebRVk49GSd1vvxaeeHfXWogGzBnY+t5NxxXc6O+OKoZ++XPSvVQNnX9gpd9Kgyvty6l9yuCJKXg7hJCU/P3+Me8Wjp6+tOtQS+1Php47ueaO8qKANixwzJj8/P4lJyocbFpUaWrThQ90DKiuM5rSLDzcsStzKEouG05F2TlI+3LAogcPa21rfNIxmM7ClYp2kbFqhf+9fscn4Hup5SC6SFGlZtlWiwy/lh5DV/HYT66xeKXQwPZ/5y6yOvi7dfviDwRuXGE0Dn7p9xF/vHf7m987tEu6z+p/34PLcE45W9Eph3fpRtFWQjYMkpbKitLSiUnezuub11W41P5H1/krh4V8MmNTd121A74cN633wxpsH/u6+zK0rhv0q+yyfz+fznTVk3MVvP1ngdF2UvAzCSUpeXl6xQwV5ORFZd24/HGr59N0XI/7yWTBU/8f52ZE7jMovdLr44rw866DNt3DhQpvPs52TlMqKUmH5t48ExzaJRcPpCEmKLKx2FQNbKpZJyvZ1C02TFOugBUlEkiIty7YqfIBjfNRlNb/dKDqrAgfTQxfl+c6+fulok/u0vDCqZuWQtePPXbxg6IvTu4XDlM5FGc2OVvRKQd36HNoqyMZuktLaeGlbqWRFqy7r/ZWCv8/t7ut63usvmt3n6JOZ25ZdfH1WvyfuHLT00tYwZcaSPKfrouRlEE5ScnNzixy6fNqcOWVls2eXlc157m8tWeCyXQAAIABJREFUoc93rp8TNf/l3SdDh6vWlJXNnj27rGzOzO+Mdbr4otzc3CQmKUIGVR4yjFHbQ+w9I0X7WxpOR/h1jyQsTxNjYEvFMknZtMIsGmnNWaLztf9GkpGkSMuqrbLKpJMX78c6q435Dqb7+w32nbPsfsM7tDyfXXNvxtrCjl+/sGv/Tl0X/Gjwi9O7dfF1KL5phLMVbcyvezybtgqysZWkxAJSTTOl/erY6b8TXe8b83dMP8fXr98O4zscfWLEtqUDZvTsOPzCTudc1PuJOwcuu/QsX5ceD/3a2YooeUmEk5RRo0YVOvSbf9gfj8FdG5wuvnDUKOtTlhKapCT/RJBoiLKooiJ1zxQIN5yNzqVnw0mS4hUMbKlYJSnb1y0sLV24brvJXNFvfYhSJEGSIi2rtsrqDN/EngGsFOusXs51MFX0HezrsqxCPLflN5k19w5aW9jx69m9l2R17OTz+Tp3vfu+nF2rR3zuaC0v5556ObduXSZtFWRjq+RLS0tLKyr0xV1Zoeu8VGGq1fyE1/vLuTumdfH167vDYO7R9ZdtW3rRjB5nXzm596SeZ/l8vnMu7vf+syP+9uAopyui5CURTlJycnIKHBp37bwbf/9xKPTx72+88cb582+YP1//39V/aQ41/2X1jfOuHed08QU5OdanLCUuSTE8HUV1nqm6ciOf98q7aBegOU3VvPRj33qn8m8uaDgdcfOztUUbPhSc2xQbi4qRpf/EqqgUfHmgOLvSdIirxqxgW9SPrqwoLV204cPIEqIPNlqksCw0H7Pq80AVqzP6QV/rXayqOfxws8N7BrZUrJIU81xENNc8e0FikaRIy6KtkveUFEVn9VKOg+m+PoN9XZbdJ5jV8tzImnsGtsYomR0jl6fsUDx3SLOjVUSmusdG0FZBNnaSlPDBkz4mNT6sC9/Nan7i6/2lnB1Tu/j69tkhmnX08WHbbr9QGaP4fD5fl+4VFVku6p2Sl0RpJEkZ7cIzu0KhXc+MHj1q5LBhw7PzRudlD1f9t3zLodChLeVuFj1apiTF4HQUYe8VK17Rj3mNezphr2kkvZKUXr16CS993aNHDxpOV0lKRYV66FVUagdrZBgLkpQKbfpXqRnIFkM8WiHibdGcpLlokTrxMV2koC5UQYrZ7+vtJCmGD3aXpDCwk8giSYnEIoqroSiDE2HOwkkpEiFJkZZFW9XaBCnekIVfURnOb0exzuq3WQ6mlb0H+7osW6m9veXZ4TXLL74n6+xeWeerYpTvDvnc0fIVU92jl9FWQTb2rzhrM0lR3Gg1P/H1/tusHVO7+Pr23qG7/ei6IVuX9Lmy+9lXTj5fEaN0W/VAprt6p+QlUVpaOmvWrOzs7HwXwklKfv4vtzcd/ei17+bf8mZt9L+1b96S35qkuFl0fna29Y+/EpKkGJ2O0nq7olhbm63IPSO9V/SR6kBGf0paeIl2qj+9kpS9e/f26NHDvNtM24bT5aWU9ed3qNII9ckm2iBCc1fd0lr/aVUh0YdrKkRbQfoTR8wXqbs2oToMiS1Ov7SQ+oG6n94aVrOrJIWBnUQWSYroerKxM07Ep5+QpEiEJEVa5m2VQaStDuBN5renWGf14kgH08rzB/s6L1upvvHZYTV3X/xgwdm+8742L/PsWIxyfcbnjhaunuoeGUZbBdm0JUkRnl6iONKzmp/4en9x5I6pnX19z9+hvvHYuoytP+k3s6dvQG4vVYxy/wjX9U7JS6K0tHTWrFlZWVl5LmzYFQrt2hD+76EtS/KWbDkk/K8bWVlZMiQphldHEXZOqhsNohJRdSsPDkhSFgeDwT1qf/3rX7t37x7tNrt37/7RRx9p7pOeDaerJEV/2XPlQFZ+MgmSFN1ddUtTnj1iUiGi5NC8gqyLTnMPXZBi8dsfw71kWc12kxQGtiTMkxTBBWSVl0YhSZEeSYq0zNsqwSGX4MRCizfndhLtrE6+ONzBtPK8DF/npSvVNz5+yT25Z3cb3HPS16Jv/x2K5l5S/ashxxwtXD3VPjKEtgqy8XqS4rQM35/a2df3vPfVN/7z7vMn9+hQlNfj/GjFd+n2wF2D/vexy1zXOyUvCW8nKbfccovo6wkBV0mK8R/rMapU5a0Gp6npvoHXIEkRNJx79uz54IMPwj2nsNtUNpw2h0RqcJWk6C7woT8uNUxSDO+qvb9lhVielWm2dIOHCMIT1Rkuulo2qlLh5eNNqtllksLAThbLv92jp0hK+HWP7KJJSpLHGXTst1Xit3jn8+Ml1lm9MMzBdO83M3ydl96rvnFBD1/vXk/cl3Fwee9x3cJno1xa+6sL1v1owAFHC1dPtQ9nzJw5M3zoDEjC67/ucVqG70/p7Ov7zffVNz6T6xs4sd9fHx383pxuvXw+X5euq+7P+NvivhvuGuy63il5ScyaNWvmzJmZmZm5LoSTlPB/D21enLt48yHhf93IzMy0HB7tm6SY/7GetiYpol/52v5qJR2TlOgX+MJuM20bTpIU7a2xR6kfbytJMb+0dLskKQzspIh/ksIVZ2VCkiKtVEhSnh/iYLrnGxm+zkvvUd+4oIevU4e+Rb23/bT3zJ4diuddfOz5IX+6slOnvt/Y4Wjh6ql27UDaKsgm7klKgq8467QM35/S2df3G++rb3w2z3dOt46zrx/wxg09z+vSdVXF4JPPX/jjb541eMrFruudkpdEOEkZOXLkKBee3hUK7Xo6/N9Dm28bddvmQ8L/ujFy5MhkJilmp6Mo7mD56x7D3ktQ6VwnJRQybTjNpWfDKXmSYv3rHlENGFWQddEpH9b6p39UN5v+uses6Ns1SWFgJ555kmKVlPBXkGVHkiIt07YqiX2TtVhn9ZsMB1PFN4b6Ot1y+8ATyhtv6+nz+Xxdzu7ftUPxvAHHfpNx8tmBj2b5fP2+UeNo4eqpdu0ltFWQTVuSFBn+CrLTMgxM7+zr3euPT6hufK3E5/P5uvfseG7Xc1bdN+jkbzK+XH/+VT7f0OsGuK53Sl4S4SRlxIgROS6Ek5ScnPCvexbn3LblUOjQltti/w0nKW4WnTNixIjkJSnmp6MoatXyirPmSYr2L7har1Vx55ROUj52Lj0bTnmTFNtXnNVd1tWqgkyKTvG4igrRxhpecdbs8rMm2+I0SWFgS8LOdVJUJ5hsWqG8RXchlfAlajklRRYkKdKyc50U4wDdan57inVWzw10MK05b5yvw9Q5/Tb/xwXbfh6Z7ui36da+m27tu2lxv3d+fsG2n1+w5c4+dwzx+Ub3OeZo4eqp9qGLaasgmzYlKbp+TPuVl9X8RNf7cwP3zD/H17X7L5b2f/fnsZL/n5/0DZf8727vv+3nF2z7ef93Fvca4/PN/PGlruudkpdEOEkZPnx4tgtP/V8o9H9PZWevqWkJffbm3OwFbzeEGt5eEP3vrZsPhQ5tvtXNorOHDx+etCRFfAGTGHWnKJwXsuy9DFdio/5JUmg4W0mcpFhVSOs5WIs099H8HXHhGShGi1Q+0OR2wfoMy9HmVY9IUjzG6tc9rVGJijInEc3njBR5kKRIy6qtEr0X665zbjK//cQ6q2cvcTJd9Oyos3w9zrm19Burrzecfl7cqZvv7JuWDHC4cNVU++BFtFWQTduSFGHF6/5Eo8n8RNf7JSfXnndtR983h32twrjeV1/fa17/s3w9e/zhUff1TslLIpykXHbZZVkuPL0rFPq/Jy4bbmThOw2hQ5sXuVl01mWXXSZ7kqK7q7p2La84q24KF2340PaFUkhSaDhbSZ2kRO8Sof/jN5Gf4QjmG56zbVJ0qkVb/ZksXWojQpKSmuxcJ0X1p5D1KYkmTCFGkQlJirRstFWqt2nDP51oPL+dKDqri51N6/utze14bkefiS5dO/9wYf9jTpesnmofvJC2CrJpY5IS0h6g6Uvean6C6/3Zi/+14htT+3ToYlbxZ517Sc+NvxjQlnqn5CURTlKGDRuW6cL6vwdD/3yjbKCRH29uCh3afKubRWcOGzYsyVecRVLQcDri4YGduJOypcDAloqLK87CQ0hSpOX8irOyiHVWz1wk51S7pj9tFWTj0ZKXv94peUlEk5SRLuStrj5uMRQP/2VFnptFjyRJSVPhhvMj59Kz4fTwwE7LJIWBLQmSlNRGkiItj7ZVIWVntaG/nFPt6j60VZCNR0te/nqn5CURTlKGDh06wpXcy29b87yxNTePcbfcESOGDh1KkpKOaDgd8fDAJklhYCcPSUpqI0mRlkfbqpCys3q6r5xT7a9701ZBNh4tefnrnZKXRDhJGTJkiOHFTpJkyJAhJCnpiIbTEQ8PbJIUBnbykKSkNpIUaXm0rQopO6un+sg51a46n7YKsvFoyctf75S8JEhSIBcaTkcY2F7BwJYKSUpqI0mRlkfbqpCys3ryPDmn2l99g7YKsvFoyctf75S8JMJJyuDBgy+TzODBg0lS0lG44dztXHo2nAxsr2BgS4UkJbWRpEjLo21VSNFZtTzxDTmnvb/sRVsF2Xi05OWvd0peEuEkJSMjY5hkMjIySFLSUbjh3OVcejacDGyvYGBLhSQltZGkSMujbVVI1Vl9Xc5p7y/Ppa2CbDxa8vLXOyUviXCSMmjQoKGSGTRoEElKOgo3nH93Lj0bTga2VzCwpUKSktpIUqQVCARaWlo811aFlJ3V+nPlnOpX01ZBOh4tefnrnZKXRDRJGSIZW0nKzTffPMueQCDw1VdfJbswYS3ccP6vc8FgsLy8PBAI2BwSqYGB7RUMbKlUVVXt37+/qakp2S0/2kVTU9P+/furqqqSPdCgVV1dfezYMc+1VSFlZ/V4TwmnLx7t+dGves+YMSN86AxIwqMlL3m9U/LymDlz5owZM4YOHZqRkTFYGhkZGUOHDrUcHg6SlOrq6uPHjye7MGEt3HB+6FwwGFy9enV1dXU86sIzGNhewcCWytatWz/++GOSlFTV1NS0Z8+eLVu2JHugQWv79u2fffaZ59qqkLKzWtddwqn5we7V919MWwXZeLTkJa93Sl4e4SQlMzNz4MCBGdIYNGhQVlZWPJOU7du379+/P9mFCWvhhrPGuWAw+NJLL7333nvxqAvPYGB7BQNbKnfddZff76+vr092y492UV9fHwgEli9fnuyBBq3ly5dXV1d//vnnyX5LdizWWT3WVbbp6Nque35x7trbxs6cOZO2ClLxaMnLXO+UvFTCL8Hll1+ekZExcODAQRIIb8bll19uOTwcJCnhSubbe/mFG04XTp8+/cEHH9x7773xqAvPYGB7BQNbNg8//HB1dfWnn37KBVNSRvjyKJ9++mlNTc369euTPcQg9thjj+3cufPAgQPHjx/30K9TY53Vo10kmU480qV5TZdPVnZ+96fnbFiSG/76kbYKsvFiyUtY75S8nMIvwYwZM8aNG3fhhRcOGDDgkksuGZgkl1566YABAy644IKSkhI7w8NBkjLLm5WchhY7VF5e/sADD7z00ktVVVVPPfVUmyvCexjYnsDAltCCBQs2b94cCAQCgYAfKSEQCGzZsmXx4sXJHlwwc/PNN7/77rs1NTVeLL23fj5Ykqnql8NfvyPzySWFN865dsaMGZznD2l5t+STXuaUvPzCScqMGTOmTJkyZsyYnJyczMzMxP/Z45EjR2ZnZxcVFV17rd3h4SxJmeXlSoaRQCCwc+fO9957r7y8vA1V4G0M7NTDwAYASUS/dbxOStGDZtoqIC4oedgXHS2SDBj7w8NxkgIAAADYpzxQluRY+brI4TI9FRB3lDwc0QyYpIwZF8ODJAUAAADta2bEDJnMVEj2HgJSCiUPR5QvjVeGB0kKAAAA2t1MWSV7xwCpKdmVbSjZOwaGkj00Zs50MjxIUgAAAAAAAOwiSQEAAAAAALCLJAUAAAAAAMAukhQAAAAAAAC7fAsWLEj2VV0AAAAAAAC8gSQFAAAAAADALpIUAAAAAAAAu0hSAAAAAAAA7CJJAQAAAAAAsIskBQAAAAAAwC6SFAAAAAAAALt8P/rRj2YAAAAAAADABpIUAAAAAAAAu0hSAAAAAAAA7CJJAQAAAAAAsIskBQAAAAAAwC6SFAAAAAAAALtIUgAAAAAAAOwiSQEAAAAAALCLJAUAAAAAAMAukhQAAAAAAAC7SFIAAAAAAADsIkkBAAAAAACwiyQFAAAAAADALsdJyr/9279t3bq1pqYmEAj4kRICgcDOnTvfe++9BQsWtNM4kx8DO/UwsBPgBz/4wVtvvRXe28l+wREfgUBgy5YtfMsiOU9/ZtWty5Rk+ueTWX/5Vd7Gu0pumDM12S8pYMa7JZ/0MqfkPWTatGkTJkwoLCzMy8vLSbjc3NyCgoLx48dPmzbN5gb7fvjDH9p/emvWrNm5c+e+ffuOHz9+5syZEKS02KHy8vJVq1a9/vrr1dXVjz76qKuR720MbE9gYMtm1apV1dXVu3fv/uSTTz5Fqvjkk092795dXV29du3aZA8xiIU/s/bu3dvQ0NDc3Pwvj2hubm5ubvb7/cH3yqWZlpx4++bmP8z77PmrnvrZ1cl+YQExL5a8lPVOyUvtqquuCqcY8+fPX7Bgwc0Jt2DBgvnz50+fPn38+PFXXnmlnW12kKTccccd1dXVx44dS3Y/BQuLFy8OunL69Omqqqq77rqrDVXgPQxsr2BgS+X222/3+/179uypra2tq6vbh1RRV1dXW1u7Z88ev9+/bNmyZA80aIU/sxoaGo4cOXL06NFjnnLkyBG/3x/ctkS26cRbCz7dcMWvl1yT7JcX0PJuyUtb75S8hK655pqxY8fecMMNiQ9Q9ObPnz927Nirr7bO2hwkKVu3bt23b1+ymylYCzecLt7ygsHgxo0b33333bbVgscwsL2CgS2Vt956a/fu3XV1dfv376+vrz+IVFFfX79///66urqPPvronXfeSfZAg9bWrVv37t177Nix48ePnzhxoqWl5aRHtLS0fPHFF36///R/TZZmuvZ05YzT/3ND8N1bj/xhXuDRy6+77rpkv8KAikdLXsp6p+Qldd11140fP37q1Kk/+tGPysrKrrnmmiuuuOLyhLviiiuuueaa2bNnh3/gPH78eMvh4SBJCQQCx48fT3YzBWttaTjXrFkTCATaWhCewsD2Cga2VKqqqvbu3VtfX9/Q0NDY2NgU0Qxvir6CjY2NDQ0N9fX1tbW1VVVVyR5o0AoEAs3NzV9++eWpU6eCweAZ7wgGgy0tLX6///QfrpZuenP6if/v+3uemkBbBdl4tOSlrndKXjLXXXddSUnJvHnzrrnmmm9J4Oqrr/7ud79bUlIS5yTlDJeQ8IJww3nUuWAwWF5enm4NJwPbKxjYUgkEAp999llDQ0NTU1Oyf46NOGtqampoaNi/fz9VI6FAIPDFF1+cOnXqzJkzX331VbLfmB04c+bMyZMn/X7/6f+8SsbpT3MaXvjWddddR2cFqXi05GWvd0peGuGXoKSkZNasWROlMWPGjHCSYj48HCQpfr8/2VUJW8IN5xHngsHg4sWL/X5/HMrCOxjYXsHAlorf7z9w4EBjY2Oyu360i8bGxgMHDlA1EvL7/SdOnAgGg8l+S3Ys1ln9/tsyTv91bd2G8bRVkI1HS172eqfkpRF+CYqLi6+66qoJ0rjyyiuLi4tJUtJRuOE87Fx6NpwMbK9gYEvF7/cfPHiQE1JSVVNT08GDB6kaCfn9/paWFi+eSqnorCZJOX27bsO46dOn01ZBKh4teenrnZKXxXXXXTd9+vSioqIJEyaMl8aECROKiooshwdJSgoKN5wufiefng0nA9srGNhSIUlJbSQp0vL7/SdPnvRcWxVSdFanXr9czqnu6RLaKsjGoyUvf71T8pIIJymFhYXjJFNYWEiSko5oOB1hYHsFA1sq4SSlubk52S0/2kVzczNJipw82laFlJ3V7ybIOdU9VUxbBdl4tOTlr3dKXhLhJKWgoGCsZAoKCkhS0hENpyMMbK9gYEuFJCW1kaRIy6NtVUjZWb02zvH06tgjLxT98xnDqemlsS2Rex57ZaybVbw2ru5J628ggQTzaMm3qd5fG3filZKmZ41L/tkxR1+J3fP4q25WQclLIpykjB49uqRtxhQXFRZEFBaNaePiSkpGjx5NkpKOaDgdYWB7BQNbKiQpqY0kRVoebatCys5q01hHU8sLoz+4N/OtFabTyrwDG8e2/LawZmXmW/dk73quxOlaTm0aW/ek9TeQQIJ5tORd1/upTWP/tT5ns3m9r8jcurboy01jjz6du3VF5jsP5DW87HgtlLwk4pOkFOZmjlTJzB5dRJICF8INZ5Nz6dlwMrC9goEtFZKU1EaSIi2PtlUhZWf1arGTafTu5YPvHdO9X7cOPkMdzu3X59XHi758PmtdSdc+A/usu2vk3zcUOVxRcd0TebRVkI1HS95tvRefenbUW4sGzBrY+dxOxhXf6eyMK4Z++nLRv1YNnH1hp9xJgyrvy6l/yeGKKHk5hJOU/Pz8Me4Vj56+tupQS+wPXJ06uueN8qKCNixyzJj8/PwkJikfblhUamjRhg91D6isMJoTV+HVRFRUtu/akoKG05F2TlI+3LAoAcM6NbS+aRjNZmBLxTpJ2bRC/96/YpPxPdTzkFwkKdKKf1sV+5iqrGjPA6NYZ/VKoYPp+cxfZnX0den2wx8M3rjEaBr41O0j/nrv8De/d26XcJ/V/7wHl+eecLSiVwrr1o+irYJs4l7yial4l/X+SuHhXwyY1N3XbUDvhw3rffDGmwf+7r7MrSuG/Sr7LJ/P5/OdNWTcxW8/WeB0XZS8DMJJSl5eXrFDBXk5EVl3bj8cavn03Rcj/vJZMFT/x/nZkTuMyi90uvjivDzroM337//+79fZ085JSvt+fptsU+o1uW1vOG0OidRAkiILq13FwJaKZZKyfd1C0yTFOmhBEkWTlGQPNGi1xxfU4SOwDRsWtetxmKKzKnAwPXRRnu/s65eONrlPywujalYOWTv+3MULhr44vVs4TOlclNHsaEWvFNStz5k2bVr40BmQRDuUfCIq3mW9v1Lw97ndfV3Pe/1Fs/scfTJz27KLr8/q98Sdg5Ze2hqmzFiS53RdlLwMpk+fPm3atNzc3CKHLp82Z05Z2ezZZWVznvtbS+jznevnRM1/effJ0OGqNWVls2fPLiubM/M7Y50uvig3N9dyeLRfkiLUGmUIyrayov1PENGd9dJ6fkqqnZhCw+kIv+6RxIcbFplHTgxsqVgmKZtWmEUjrTlLdL7230gykhRptc+p/q3HQ+0a+8c6q435Dqb7+w32nbPsfsM7tDyfXXNvxtrCjl+/sGv/Tl0X/Gjwi9O7dfF1KL5phLMVbcyvezybtgqyaZeSb/+Kd1nvG/N3TD/H16/fDuM7HH1ixLalA2b07Dj8wk7nXNT7iTsHLrv0LF+XHg/92tmKKHlJhJOUUaNGFTr0m3/YH4/BXRucLr5w1KhRciUpCfr9junqNalJZUUKnpUSbjgbnUvPhpMkxSsY2FKxSlK2r1tYWrpw3XaTuaLf+hClSIIkRVoevWhCSNlZvZzrYKroO9jXZVmFeG7LbzJr7h20trDj17N7L8nq2Mnn83Xuevd9ObtWj/jc0Vpezj31cm7dukzaKsjGoyXvst5fzt0xrYuvX98dBnOPrr9s29KLZvQ4+8rJvSf1PMvn851zcb/3nx3xtwdHOV0RJS+JcJKSk5NT4NC4a+fd+PuPQ6GPf3/jjTfOn3/D/Pn6/67+S3Oo+S+rb5x37Tiniy/IybE+ZSlxSYrh6SiqC5eoQ41I9qG8i3YB6uueOE1FUvKnFzScjrj52dqiDR8qfisWGUCxsagYUqohFk3zYndtHdCKX56ZDnHVYBVsi/rRlRWlpYs2fBhZQvTBRosU1oMmblT/Rk6xOqMf9LXexaqaww83O0GMgS0VqyTFPBcRzTXPXpBYJCnSMm+rXH3KqN69de/CJkdpzsQ6q5dyHEz39Rns67LsPsGsludG1twzsDVGyewYuTxlh+K5Q5odrSIy1T02grYKsjEteacHpYmreJf1/lLOjqldfH377BDNOvr4sG23X6iMUXw+n69L94qKLBf1TslLIpqkjHbhmV2h0K5nRo8eNXLYsOHZeaPzsoer/lu+5VDo0JZyN4seLVOSYnA6irD3itW0JiXRVbW4dXNS9a2dpvsnJiN9w9mrVy/hpa979OhBw+kqSamoUA+9ikrtYI0MY0GSUqFN/yo1A9liiEcrRLwtiodXVpSWLlqk/nA1XaQgSlEFKaKSjMyzk6QYPthdksLATiKLJCUSiyiuhqIMToQ5CyelSIQkRVp2khQHnzKi92bzua5/Eh3rrH6b5WBa2Xuwr8uyldrbW54dXrP84nuyzu6Vdb4qRvnukM8dLV8x1T16GW0VZGMjSbF/UJq4indZ77/N2jG1i69v7x2624+uG7J1SZ8ru5995eTzFTFKt1UPZLqrd0peEuEkJTs7O9+FcJKSn//L7U1HP3rtu/m3vFkb/W/tm7fktyYpbhadn51t/eOvhCQpRqejtN5ufOGSSD1HH6kOZPQ/zQkv0XY0koir3CaBvuHcu3dvjx49zLvNtG04XV5KWX9+hyqNUH8NqA0iNHfVLa31n1YVEn24pkK0FaQ/ccR8kcoKUhaJbnH6pYXUD9SkOibV7CpJYWAnkUWSIrqebOyME/HpJ/9/e3ce3VSd93E8ooKIKIOKLE5FaClLCww+o6hnjh6QQpsmbbombRFwPLgxgDguz6MVGQdZSkFUVBBEFtmXAoqPo5axDK1dQnVGmGdoS6siCjYwsgx6hjO/54/bJjfNdpOG5nfb9+t8z6ne3HtzW35f6PfT5JYkRSIkKdLSkKRo/1fG8+dc7t9Htfw+K/Bf1H64Jqv1cUHUizfGGDo//aL7xtWDq5+/ZcntlxtuuDYn/nJXjJIbfTaok7vXV68OZqxiV9KZAAAZcUlEQVSCbAInKUF8U9p2HR9iv6+PKzN3NvS+scx945nXo//8RJ/07oaoUT3cYpSXhoXc77S8JJQkZfjw4beFYNVhIQ6vUj6e3Pf4bY/vO+n1YyiGDx8uQ5Li8+4oXtvTbaOPqMTb3Kb+ebi2JEW5rvaXozQPnHXuysvLu3Xr5pw2u3XrduTIkRb7dMyBM6QkRb3GPBeyOn3wkqR47OpxNvWrR/x0iLfk0H8HBW66Fnt4BCkB3vvj86sUsJu1JiksbEn4T1K83EBWfWsUkhTpkaRIS0uSovVfGe8/UFK9WtfjvaGt4Zysfl4/NIh68YZoQ+enXnTf+Eb/OaMuvzqm+33XOv/67zTa1v/gwkFngjq5ezW8OoixCrLRkKRo/qa0DTs+xH5fP7TU3NnQ+4ZS943fPn+j8ZpOo2+75kZnx3e5et6zA/+6bEjI/U7LS0LfScqDDz6Yqk1ISYrvX9bjKxXx/0+8tzHPg4b+b78xivAxcNbV1VVUVCgzp9dpUz1walwS7UNISYrHDT48QwOfSYrPXVvuH7BDvO7gt4MCN52X8MTtFS7e31DrpUu93t3ZTzeHmKSwsCMl4O/u8aRKSnh3j+ycSUqkFxpa0pCkBPevjHeed1dxfyAErslq3eAg6g/XRxs6P/UH940PX2Po1WP5H6O/n93rN1crr0a5tWFhv9cfivouqJO7V8Mr0WazWfnWGZCEhiRF6zelbdnxIfb7usGlps6G3teXum98e5RhwL19yl+L2W+9uofBYOjSteCl6L/N7L3q2ZiQ+52Wl0RKSorZbI6Pjx8VAiVJUT6eLJ45ambxSa8fQxEfHx9weVzaJMX/L+tpbZKi6nb3ITBAkuIv3WkXfA2czh/ge502O+zASZLScqvrKPfjNSUp/m8tfUmSFBZ2RIQ/SeGOszIhSZFW2yYp6r/XnUL8ebVrslo7KIia0zPa0PmpOe4bH77GcGWn3qN7lfy+V3r3Tnfm3HJm7aAPEq68snfPsqBO7l4NSwcwVkE2bZqkhK/jQ+z3tYNKTZ0NvXuWum9cfZvhqquvyMqN2nN/9xu6dC2YG/Pz2punXX9ZjOmWkPudlpeEkqTExcX9KgQrDwtxeKXy8WTxjF/NKD7p9WMo4uLiIpmkBAwsNL67x+fs5WWuC3iflHafogjhd+D0r2MOnJInKYHf3eOtB3x1UOCmUx/W4obMgd/d46+/LmmSwsJue/6TlEBJCb8FWXYkKdIKZ5IS/O3igrwdnRvXZLUmOoia2zPWcOWjTw64oN44o7vBYDB0ubxv10535kSdWRP98+oBrw03GPr0rA7q5O7VsLQ/YxVkE8YkpS07PsR+XxNtT+1s6NVj73K3jdvuNhgMhm7dr7iu61UFfxz485rof71543iDIdYSFXK/0/KSUJKUYcOGjQyBkqSMHKm8u2fmyBn7ToqT+2a4PipJSiinHjls2LDIJSn+X46ibs9Ad5z1n6R43BbJz7N2iBhFNA+cNcHrmAOnvEmK5jvOetzWNVAH+Wk61XFzW/5mK/93nPV3+1k/1xJsksLCloSW+6S4vcBk6wvqLR43UlFuUctLUmRBkiKtsCYpXr5ZU09Omm55pZlrsnpnQBC1+IbfGDqZrX2Kn+tXkt9cz/TZOr331um9t87s80l+v5L8fvv+56ZnBhkMv77pTFAnd6+Gl29hrIJswpmktGHHh9jv7wyom3SVoWu3+U/1/TTf1fJ/eqK30vLbn+xbkt+vJL/vJzN73GUwpE+7NeR+p+UloSQpQ4cOHRGCtw4JceitESMWV/8kvnnPNuLhj0+IEx8/7Pw4vfikOFk8PZRTjxg6dGjEkhTvNzBxcZ8UvT4mAs5ePp/E+zTm+5raWbbCwBkUiZOUQB3S9E/e71rs4zqdtx8+BGg61YF+tnt5Pp/9pfGuRyQpOhPo3T1NUYkbdU7i7XFekSIPkhRphTdJ8fFyf/+3o2vt7+75eXX/YOqXq391meGaq6Zn9izM9Vn5d155teHyKY9HBXlyt2pY8kvGKsgmrElK23V8qP3e/+elNyRfYbh+8LVzffd7YW6PnL6XGbpfs+u10PudlpeEkqQMGTJkeAhWHhbi0PIhQ3157JMT4m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příklad vzhledu: Modální okno pro zadání cílové hranice pro ukončení režimu vlhčení po jednotlivých měsících:
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)
(upozorňujeme, že tato funkcionalita se týká pouze MĚS modulu tj. s měsíčním krokem výpočtu)
1) v profilu užívání, který definujeme sami lze zadat pro každý měsíc v roce odlišný požadavek na větrání:
Příklad vzhledu: Modální okno pro zadání minimálního požadavku na výměnu vzduchu v zóně definovaného v m3/osobu po jednotlivých měsících:
2) v profilu užívání, který definujeme sami lze zadat pro každý měsíc v roce odlišnou produkci vlhkosti. Ať už pomocí vlhkostní třídy nebo přímým zadáním produkované vlhkosti MW. Zadání produkce vlhkosti zvlášť pro provozní i mimoprovozní dobu je zachováno i nadále.
příklad vzhledu: Modální okno pro zadání produkce vlhkosti pomocí vlhkostní třídy v mimoprovozní dobu zóny po jednotlivých měsících:
3) v profilu užívání, který definujeme sami lze zadat pro každý měsíc v roce odlišnou produkci tepelných zisků od osob i vnitřních tepelných zisků včetně činitelů časového podílu přítomnosti osob, resp. provozu spotřebičů:
příklad vzhledu: Modální okno pro zadání produkce tepelných zisků od osob po jednotlivých měsících:
4) v zadání formuláře VZDUCHOTECHNIKA lze zadat pro každý měsíc v roce odlišnou provozní dobu VZT zařízení, podíl pokrytí potřeba tepla a chladu zóny distribuovaného vzduchotechnickými rozvody, objem větrání zóny VZT jednotkou:
příklad vzhledu: Modální okno pro zadání provozní doby VZT jednotky po jednotlivých měsících:
Na formuláři VZDUCHOTECHNIKA je také zaveden kontrolní součet zadaných podílů nuceného větrání zóny po jednotlivých měsících:
5) v zadání formulláře VLHČENÍ/ODVLHČENÍ lze zadat pro každý měsíc v roce odlišnou cílovou hranici pro ukončení režimu vlhčení, odlišnou strartovní hranici pro zahájení režimu odvlhčení a odlišný podíl pokrytí potřeby vlhčit nebo odvlhčovat zadanou jednotkou pro vlhkostní úpravu vzduchu:
příklad vzhledu: Modální okno pro zadání cílové hranice pro ukončení režimu vlhčení po jednotlivých měsících:
červenec 2015
Krátké nucené odvětrání prostor (např. WC, koupelna) - jak zadat? Krátké nucené odvětrání prostor (např. WC, koupelna) - jak zadat? |
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2. 7. 2015 | Autor: Ing. Martin Varga | |
Stále častěji přibývají diskuze, zda například odtahové ventilátory v hygienických jádrech (WC, koupelna) nebo v digestořích v kuchyních či kuchyňských koutech zadávat či nikolv pro výpočet ENB. V tomto příspěvku uvedeme specifika způsobu zadání těchto zařízení do měsíčního a hodinového modulu výpočtu, pokud je chceme ve výpočtu postihnout. |
listopad 2014
Vstupuje hodnota n50 do výpočtu energetické náročnosti přirozeně větraných budov? Vstupuje hodnota n50 do výpočtu energetické náročnosti přirozeně větraných budov? |
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4. 11. 2014 | Autor: Ing. Martin Varga | |
Na technickou podporu jsme dostali zajímavý dotaz ohledně zadávání násobnosti výměnu vzduchu v SW Energetika. Tazatel se ptá, zda vstupuje větrání netěsnostmi konstrukcí (hodnota n50) do výpočtu energetické náročnosti v případě, že ke zóna přizozeně větraná. Danou problematiku konzultoval se zástupci SFŽP a ČVUT a dostal informaci, že pokud někdo uvažuje ve výpočtu s hodnotou n50, postupuje v rozporu s ČSN EN ISO 13789. Pojďme se na tuto problematiku podívat podrobněji. |