leden 2024
Jaká jsou úskalí při užití (nejen) vlastních klimadat z hlediska solárních tepelných zisků? Jaká jsou úskalí při užití (nejen) vlastních klimadat z hlediska solárních tepelných zisků? |
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30. 1. 2024 | Autor: Ing. Martin Varga | |
V tomto článku upozorníme na některé souvislosti hodinového výpočtu v programu ENERGETIKA při výpočtu solárních tepelných zisků. A doporučíme co dělat, pokud se po výpočtu v jejich průběhu objeví "anomálie" v podobě velmi vysoké hodinové hodnoty. |
říjen 2023
Využití odpadního tepla z chlazení vnitřního prostředí ve výpočtu ENB Využití odpadního tepla z chlazení vnitřního prostředí ve výpočtu ENB |
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20. 10. 2023 | Autor: Ing. Martin Varga | |
Do programu byly doplněny funkce pro jednodušší postihnutí , resp. zadání zpětného využití odpadního tepla z chlazení upravovaného vnitřního prostředí (měsíční výpočty od verze 6.0.7, hodinové výpočty od verze 7.1.5). Aktualizace 20.10.2023 |
Klasifikace chlazení ve třídě G Klasifikace chlazení ve třídě G |
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11. 10. 2023 | Autor: Ing. Martin Varga | |
Zejména u novostaveb často dochází k situacícm, kdy je zadán systém chlazení. Ve "štítku" PENB je však klasifikován ve třídě G (mimo RD/BD), což u novostaveb ostatních typů budov vzbuzuje pochybnosti o správnosti výpočtu. Co je toho příčinou? |
leden 2022
ENERGETIKA 6.0.7 - nové tabulky a grafy spotřeby pro pomocné spotřebiče ENERGETIKA 6.0.7 - nové tabulky a grafy spotřeby pro pomocné spotřebiče |
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14. 1. 2022 | Autor: Ing. Martin Varga | |
Do protokolu mezivýsledků byly doplněny nové tabulky a grafy. Rozšiřují přehled informací o hodnocené, ale i o referenčních budovách. |
ENERGETIKA 6.0.7 - chlazení pomocí freecoolingu ENERGETIKA 6.0.7 - chlazení pomocí freecoolingu |
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14. 1. 2022 | Autor: Ing. Martin Varga | |
Do programu byla přímo doplněna možnost volby zadat zdroj chladu jako freecooling. |
ENERGETIKA 6.0.7 - měsíční podíly pokrytí ENERGETIKA 6.0.7 - měsíční podíly pokrytí |
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14. 1. 2022 | Autor: Ing. Martin Varga | |
Do programu byly doplněny možnosti zadat podíly pokrytí potřeby tepla na vytápění, chladu na chlazení a potřeby tepla na přípravu teplé vody po měsících. |
ENERGETIKA 6.0.7 - výpočet Uem,R pro chladírny a mrazírny ENERGETIKA 6.0.7 - výpočet Uem,R pro chladírny a mrazírny |
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14. 1. 2022 | Autor: Ing. Martin Varga | |
Do programu byly doplněny funkce pro jednodušší postihnutí tohoto typu zóny (chladírna/mrazírna) z pohledu výpočtu referenčního Uem,R a referenčních spotřeb energií. |
březen 2021
Co nového přinesla verze programu ENERGETIKA 6.0.5 ? Co nového přinesla verze programu ENERGETIKA 6.0.5 ? |
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29. 3. 2021 | Autor: Ing. Martin Varga | |
Verze programu ENERGETIKA 6.0.5. přinesla již avizované funkce a něco navíc. Zde si je podrobněji uvedeme. |
Zadání vlastní hodnoty emisivity konstrukce pro výpočet "negativního" sálání Zadání vlastní hodnoty emisivity konstrukce pro výpočet "negativního" sálání |
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29. 3. 2021 | Autor: Ing. Martin Varga | |
Ve verzi programu 6.0.5 byla vystavena možnost zadání konkrétní hodnoty emisivity u každé vnější konstrukce (přilehlé k vnějšímu vzduchu). Výpočet dle EN ISO 52016-1 doposud uvažoval pouze paušálních hodnot emisivity resp. už výsledného součinitele přestupu dlouhovlnným sáláním mezi vnějším povrchem konstrukce a oblohou, a to především u nových výplní vede k navýšení potřeby tepla na vytápění. Toto je další možnost jak tuto potřebu snížit. |
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. |
leden 2021
Pohltivost povrchu u neprůsvitných konstrukcí pro solární záření Pohltivost povrchu u neprůsvitných konstrukcí pro solární záření |
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18. 1. 2021 | Autor: Ing. Martin Varga | |
Jedním z frekventovaných dotazů je i dotaz na to, jaká jsou pravidla pro označení nějakého povrchu neprůsvitné konstrukce za světlý, polotmavý nebo tmavý? Níže v článku se pokusíme o odpoveď. |
říjen 2020
Rozvody tepla a chladu mimo budovu Rozvody tepla a chladu mimo budovu |
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16. 10. 2020 | Autor: Ing. Martin Varga | |
V tomto článku popíšeme novou funkci programu ENERGETIKA od verze 6.0.3. - možnost zadání účinnosti rozvodů tepla a chladu mimo budovu do samostatných polí přímo k tomu určených. |
červen 2020
Tepelné ztráty zeminou: průměrná roční (EN ISO 52016-1) vs. průměrná měsíční teplota (EN ISO 13 790) Tepelné ztráty zeminou: průměrná roční (EN ISO 52016-1) vs. průměrná měsíční teplota (EN ISO 13 790) |
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23. 6. 2020 | Autor: Ing. Martin Varga | |
V souvislosti s výpočtem potřeby tepla a chladu dle EN ISO 52 016-1 došlo v této normě (čl. 6.6.5.1.) ke změně použití teploty pro stanovení tepelných ztrát konstrukcí přilehlých k zemině, pakliže jsou její měrné ztráty stanoveny dle EN ISO 13 370. Má být použita průměrná roční exteriérová teplota místo průměrné měsíční exteriérové teploty jako v případě EN ISO 13 790. |
Jaký vliv mají neprůsvitné konstrukce v celkové solární bilanci při výpočtu dle EN ISO 52016-1? Jaký vliv mají neprůsvitné konstrukce v celkové solární bilanci při výpočtu dle EN ISO 52016-1? |
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16. 6. 2020 | Autor: Ing. Martin Varga | |
V tomto článku na konkrétním případě ukážeme jaký vliv na celkové solární bilanci mají neprůsvitné konstrukce. |
květen 2020
EN ISO 52 016-1: solární zisky EN ISO 52 016-1: solární zisky |
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27. 5. 2020 | Autor: Ing. Martin Varga | |
Níže v článku vysvětlíme rozdíly ve výpočtu v SW solárních tepelných zisků dle EN ISO 13790 a EN ISO 52016-1. |
EN ISO 52 016-1: nevytápěné prostory EN ISO 52 016-1: nevytápěné prostory |
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27. 5. 2020 | Autor: Ing. Martin Varga | |
V SW ENERGETIKA je od verze 5.0.0 dle normy ČSN EN ISO 52 016-1 jiným způsobem zapracován vliv tepelných zisků v nevytápěných prostorech pro snížení potřeby tepla/zvýšení potřeby chladu k nim přilehlých prostorů s požadovanou teplotou. Níže v článku popíšeme tento přístup. |
červenec 2018
Výpočet negeneruje potřebu chladu - příčiny Výpočet negeneruje potřebu chladu - příčiny |
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16. 7. 2018 | Autor: Ing.Martin Varga | |
Na technické podpoře k programu ENERGETIKA se poměrně často setkáváme s dotazem na příčinu nulové hodnoty potřeby chladu ve výsledku výpočtu, ačkoliv systémy chlazení byly zadány. Níže v článku si rozebereme jednotlivé možné příčiny. |
prosinec 2017
Přerušované vytápění a měsíční krok výpočtu dle ČSN EN ISO 13 790: 2009 Přerušované vytápění a měsíční krok výpočtu dle ČSN EN ISO 13 790: 2009 |
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7. 12. 2017 | Autor: Ing. Martin Varga | |
Měsíční výpočet "stojí" svou přesností mezi sezónní a jednoduchou hodinovou metodou výpočtu. Otázkou je, zda-li měsíční výpočet svým způsobem zadání a výpočtem dokáže uspokojivě přiblížit realitu pro všechny případy zadání. Níže v článku se pokusíme vysvětlit, kdy měsíční výpočet je možné použít a kdy raději nikoliv i pro vytápění, a kdy bychom měli raději použít hodinový výpočet. |
listopad 2016
Odlišné zadání vstupů (vytápění, chlazení) po měsících - část 2 Odlišné zadání vstupů (vytápění, chlazení) po měsících - část 2 |
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8. 11. 2016 | Autor: Ing. Martin Varga | |
U MĚS i NZÚ modulu (moduly s měsíčním krokem výpočtu) doplněna funkce (od verze programu ENERGETIKA 4.2.8.) pro možnost zadání odlišných vstupů cílových teplot na vytápění i chlazení pro každý měsíc v roce. A to jak pro řešenou zónu, tak pro profil teplot v přilehlé sousední budově/prostoru. |
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. |
červenec 2015
Chladírny a mrazírny v hodnocení ENB - zadat, nezadat ? Jak zadat ? Chladírny a mrazírny v hodnocení ENB - zadat, nezadat ? Jak zadat ? |
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24. 7. 2015 | Autor: Ing. Martin Varga | |
Někdy se zpracovatelé PENB dotazují, zda při hodnocení průkazu ENB mají zahrnout i spotřebu energie na chlazení popř. mrazení. Níže vysvětlíme z našeho úhlu pohledu, jak se rozhodnout při zahrnutí této spotřeby do výpočtu ENB. A pokud dojdeme k závěru, že tuto spotřebu chceme do výpočtu ENB zahrnout, tak jakým způsobem. PŘÍSPĚVEK AKTUALIZOVÁN 10.7.2019. |
únor 2015
Rozdíly mezi měsíčním a hodinovým výpočtem – 2. část: Potřeba chladu Rozdíly mezi měsíčním a hodinovým výpočtem – 2. část: Potřeba chladu |
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17. 2. 2015 | Autor: Ing. Martin Varga | |
Rozdíl v přístupu výpočtu potřeby chladu mezi oběma výpočty je značný. Hodinový výpočet více odpovídá reálnému průběhu potřeby chladu v chlazené zóně, než měsíční, protože pracuje s hodinovými daty. Více je uvedeno v tomto článku. |
listopad 2014
Zobrazování referenčních hodnot v protokolu PENB Zobrazování referenčních hodnot v protokolu PENB |
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3. 11. 2014 | Autor: Ing. Martin Varga | |
Častý dotaz uživatelů softwaru ENERGETIKA je k protokolu PENB, kde se nezobrazují referenční hodnoty např. pro jednotlivé stavební konstrukce nebo i pro zdroje tepla, chladu. (Aktualizace 2017-11-09) |
V protokolu PENB se referenční hodnoty součinitele prostupu tepla UN,rq v tabulce a.1) zobrazí pouze v případě, kdy se jedná o zónu s typem referenčního požadavku "dokončená budova a
její změna" a současně je předmětná konstrukce zatržena v této zóně jako měněná!
např.:
![](https://stavebni-fyzika.cz/www/images/uploaded/content/1415010631_TYP%20REF%20POZADAVKU%20NA%20ZONU.png)
![](https://stavebni-fyzika.cz/www/images/uploaded/content/1415010564_ZATRZENI%20KONSTRUKCI.png)
![](https://stavebni-fyzika.cz/www/images/uploaded/content/1475760619_protokol-konstrukce.png)
V protokolu PENB se referenční hodnoty účinnosti výroby energie v tabulkách b.1,b) nebo b.2.b) nebo b.5.b) zobrazí pouze v případě, kdy alespoň jedna zóna v rámci hodnoceného objektu má typ referenčního požadavku "dokončená budova a její změna" a současně pokud je předmětný zdroj zatržen jako měněný!
pro informaci co výše zmíněné tabulky řeší:
b.1.b) - účinnost výroby energie referenčním zdrojem tepla (pro vytápění)
b.2.b) - účinnost výroby energie referenčním zdrojem chladu (pro chlazení)
b.5.b) - účinnost výroby energie referenčním zdrojem tepla (pro ohřev TV)
např.:
![](https://stavebni-fyzika.cz/www/images/uploaded/content/1415010631_TYP%20REF%20POZADAVKU%20NA%20ZONU.png)
![](https://stavebni-fyzika.cz/www/images/uploaded/content/1415010564_ZATRZENI%20KONSTRUKCI.png)
![](https://stavebni-fyzika.cz/www/images/uploaded/content/1475760619_protokol-konstrukce.png)
V protokolu PENB se referenční hodnoty účinnosti výroby energie v tabulkách b.1,b) nebo b.2.b) nebo b.5.b) zobrazí pouze v případě, kdy alespoň jedna zóna v rámci hodnoceného objektu má typ referenčního požadavku "dokončená budova a její změna" a současně pokud je předmětný zdroj zatržen jako měněný!
pro informaci co výše zmíněné tabulky řeší:
b.1.b) - účinnost výroby energie referenčním zdrojem tepla (pro vytápění)
b.2.b) - účinnost výroby energie referenčním zdrojem chladu (pro chlazení)
b.5.b) - účinnost výroby energie referenčním zdrojem tepla (pro ohřev TV)
Pokud je zvolen tento typ referenčního požadavku "dokončená budova a její změna" alespoň pro jednu zónu v rámci hodnoceného objektu, objeví se
u každého zadaného tepelného zdroje i u každého zadaného zdroje chladu zatržítko pro označení, zda byl tento zdroj měněn čili dodatečně instalován.
např.:
![](/www/images/uploaded/content/1415010841_MENENY TEPELNY ZDROJ.png)
![](/www/images/uploaded/content/1475760804_protokol-zdroje.png)
S referenčními hodnotami se porovnávají zatržené (měněné nebo nově realizované v rámci změny) konstrukce a zatržené dodatečně instalované (měněné) zdroje pouze v případě, že změnu dokončené stavby posuzuji podle §6 odstavce 2) písmene c) tj. "to, co měním, musí splňovat minimálně referenční požadavky dle vyhlášky 78/2013 Sb.".
V případě měněných konstrukcí hodnocených podle §6 odst. 2) písmene c) vyhlášky 78/2013 Sb. v aktuálním znění je referenčním požadavkem dle tab. 2 (v příloze 1 vyhlášky) doporučená hodnota součinitele prostupu tepla Urec dle ČSN 73 0540-2 !
![](data:image/png;base64,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)
V případě dodatečně instalovaných (měněných) zdrojů energie hodnocených podle §6 odst. 2) písmene c) vyhlášky 78/2013 Sb. v aktuálním znění je referenčním požadavkem dle tab. 3 (v příloze 1 vyhlášky) referenční účinnost:
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)
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)
Měněné konstrukce nebo zdroje energie při hodnocení větší změny budovy, pro kterou je povinnost zpracovat PENB, zatrhneme v zadání jako měněné vždy. Pokud mají všechny zadané zóny budovy přiřazen shodný typ referenčního požadavku "dokončená budova a její změna", nemusíme v zadání ani vyplňovat formulář ZÁVĚREČNÉ VYHODNOCENÍ. Po výpočtu souboru a zobrazení výsledků se v protokolu PENB v tabulce ZÁVĚREČNÉHO VYHODNOCENÍ ENERGETICKÉHO SPECIALISTY automaticky propíše vyhodnocení hodnocené měněné budovy podle všech tří možných způsobů prokázání splnění požadavků na změnu budovy:
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)
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4wdNyKDnwSX5UEcXV84ACGHQ/NqgPLta43BgODb1g1AqfZK1mGejjSf1RolZi17aOR9At9WaMXR7aEPqitsJXNeHO+mn3FGtXFPIJKTPq4cWvfwuDGBfHEFzcCp2yiJ89PLDFFw3T8w/L5e7KfAeq/yKH/SAT+Wuzqtre8Y8+kP+iNLDGPuLqxGXQTyBIB9iEIFHaVUGKk9o7CRgg73DH09TD+/eXwA0o+gDJLd/sbLcj25uDwnUT83xc9RzCEJOVk8C7XGV/wWnSciN+6MnSyEcPsvaM6i+OY/K//47JgVmePHx+Nx29dGXjThmzHg+l1mTFHPBeu3oiEgwNv2pDlkPc+v5dFfirgsiFre49/OBofH70y4LJhluOXH60zbFES1zR2/OelYXz48o+T1NpCpNeOMJv7H9diE/HRr3uaaxFCxceYQYFMNnnN665ByNETwHEcx0diM3nFoyU/6W+rQ9jhjqFvR+MTschVf8/xLjzDyqWJSl4bO0Ezavo+IUe6nGd9wR+i8fvx0W+HOg5j6HBvlM+d1vLJBrN0b7C5FlmP9gVvxeO3gn1Hrai2efDeEsOyLJOf+rINQ1jjyaErt+KJWOTqv3qcZ3GSNrXEsFgq6XMi7IjnwnA0nkjEbly9+PHpwGSBpXPJH7zuAwi19AS+x3Gce/VcgsJGCDvi8f8Quz92zdthQ5iQL26mz5hsrL8ZoYOuwe/GEuORi2cdmLRFFJbGh5oxzNrWFxwdj49e6muzI4zPbmdmQ8cx7MDAeHFnlaKGphfCHgtq6os9Fz7bWIl9ZEf2TlxDYIuBwRxn/OGx+7ERr7seoUNnI3OMXq9kcuODTgzZ2/oujcbHR4N9bVYMax4aX9L8NWsQx1L6oIbCVjXjTfuKZY3qUq7CLizFPm5EmM31yfDYRDzylcch6+OGzXJrg5skiBeu/hj596UB10GEWr3EC9bMP+UrbOrXgNuC7M6eC3h0PD76zYDrILJ0Bh+tlmBJiaOutLHNRc4eQqje7R2JJcZHL/U2y7oJKGxgHwIKu1qoOoVd1x5IrSv/yA2g3HRUUbSx66lAe52kHIampc/4F4S3FWHd2mmyzLNw9wFk740sCJ8ys3inXZj8UxnD/BZsrxW2BeBEjKhCWJZdn8PfsQhTZdw4j7UH0uvC5xsPAy01yH4uuljgTX182YWJDwqTArWeHFLPcBcrlHGBpkW5b3XjGZUuMXWCZtT0fMKyTIEuSOdN73sPWbAOnGSKNZD5hA+oRPlxd+cmF7l/i09uWZ2MLTEsllMP7cEZDbGpkVddgsKW/MZgFqK9hxE6FkjnTfUZp/wkvwBX04E3iy2CmQkdtyLLO/icUMU5vNOCBF04I5+oZlbjnxxA1uOhGYZlmcXImRpU0xNd4e+bi/Y0IIsnvKDVEXhJJGogllkc7bVjqCWQ3tByNW85snTiQmPlmh9/dyUGcSypDyoVtlYz3oKvjOpSpsLmbiTp4+vpQHsxosbNcmuDG9+73gykhZY4E2xHGN8hjP1TpsJmFsLdFky67JiZwzstwm8YE0vKHHVZdiMdaEHSbpJ/HOzAQGED+xpQ2NVC1SlsTp0o/sgNoHPhLjuqeT+6IibFrs0E30LKVMWnKSIWGcFx/PtAT4vu43Ax4rFIVQjLsuuZUCdC7f7UqnDft4Iza1qW/BHxHJRbwjKZkAtZmvwPCvw4X9MSeFj8OBvuwlBtX6y4Yo4ThfyDwqRAM4X9R8RzUE9CydIzpLrE3AkKjH3C343KCO7Hv+px1IhPQg2fcAG1/C2yWHxRvhj5m4XblG0x4rEgS3dYa/8QY0sMi+V99ZbvbjqnzK7enMKW+op5Gfuwlr/eWJ8VsuHTGGroiebE4piZYLsoHbLhLgxZPJHF4u3+iHgOCludKJIfZGkPvKSueY/zAC+4z0S0X+ZwTavJnyrqt8VY3yHBD+peyVl+0BP5o1jIYsRjQdq7pBnEsaQ+KFXYOs14874yrkuZCjsb7sLk1ZH1ceNmubXBjQui9HejdMQw8U9ZCpuzWdZuWeZJyFXHNyFjS0qKuLqxHeqLFW2XdRNQ2MB+BBR2tbBzCruQDv3VLdIbShus5zZQ2IqdGSR/5KaBZeM+N9yL5ayR0U+LuYY82o/DjXSgBWnCXa82RmWJFpx1allWSPmbkOKZlYv2NPB/MivQRGFreKZIMYsbO3Y+uSzVOWZO0Iyajk9YlqWfRsVcXmUFtKSqltk04bUiS5P/wXo60KL0WGmWGBZb4DYT5NqItdnd6wvFHstzjstV2PK9RzIhF2+2sT7LpwPHlH5ejHgsQovQqL5M0MuSH5Rp1tw07YHu8DOGfz0il0RSNJoWJ3r0OoKW5RoynUerIrKPSuyDps14U74yrkt5ClvLjD8inoOyPq7XLLc4uKmDKPmLmX/KUticx0zGPmNLSow4y7Isu5rytysdvhLtqQGFDexnkK5uy6dDvUWd9ddQGk5P2FX0IyW/bOslFpK++uKIaXxQQqUU9sZK9P0a8bX7HN5pwWxu342JqRmSJMmnycAJvcchJ3ktTs+nXgX/Hc2smWi4wgN/k0Xzy59HZze0ZJnJ09eswC0rbEu9o8mGapv7b0lXMZo5QTNqegqbe71e7/Zdn0jNkCRJkkTgWN2mFDZW70u+qrzCFl5VswVqdgL3f3S6jVs5VnvEO7HCaBa7swpbIh30VZHQs4rJDwVp2gPP6n3vIYulO7zAv5f/KLaiuR1KRRW21tEqBgq7rD5o0Iy34CvjumxdYat+Res1yy0ObptU2Jx/ylLYnOS1Oj0D6qEqs2FiSfmjrskPUVDYwL5EX7e9TPpaizoLzifbbXZOYZfDphQ29yK19sPYS/HhKn2Ryr1PbBqIv9D6VIX6la6GhXpqUv1KV4aGLFO/HpU9U00KNMsSUb+AVhkzPDkVOGVDNtcXSXF/DzMnlO+TusH4mpieKX1FrilV1bXmVIW9Kzyn9Wq7HEv0ipX7hpqNnXfZBNdtTmFLX2oza/HBOlTnCj1hNBqkOktE//W3Rmhy0Z4GyYE4YvLDjDxFhLct6XMi7OS3d79WrvNTwDUtPuua40V8oAmhzlBmXcsnGvkt3G8D7SwRgziW0wfLbMYl+sq4LsYR1K6OfiaYcbPc2uBmqGvN/KPquYZZIhoek1K2JVI0Gps6KUX+gwEUNrAPqYTKAnaC/aSw1x4HT8gWA9HpoMsqlMM9/CQPIeVSITn86p+ukPwcE2E9kbGG4xctdYQeyZ5BwlI/DVnGr/cSb1dYiX96CClXQekVyJ3piFyhTHHmrgR7OCeJxnBHt6D6joCwF5uJExQY+ySDu62S57RimZemVOUCWn8mMi9kN8xHztTzmlXHthIsMSyWpfN5vQbGTQ9wylLlPV2H1BzxPxC+8ILwtiLk9CUpln+rU9se/E22sk1okBuPg69j+ku4NqaDr9eJudSskE4tlcJ88sO7H7yrtRPfRjrQgmrqGw5gklWMGvDpF0f9KUEZrt73HrKgw+eTr5TLDfmSHwdfx6SJ3YXFyHs1yiR7AYM4ltMHjZrxFnxlXBfjCCrhzNBdzWzcLLc2uBnrWhP/cM2+uKqBWwepu9KRWxvacXVWtqenEDRjS8oedXljirdjFuODLQgUNrCvAYVdLewnhc0yCzfO2jHMcfZiZJxI3BkefNNWzOHjJYvN7bsRTxDxW5d6WuXbXSng83G5TcoSBEHER3H/B8cc/yRoTWPklqxMeI/U8tu0JQiCGI/i/nPHXNy9tGSZcLvGk0OXvgtd7Dtmq7Naiy87jQsU5pyOeC58q7lbX/HrF/8dJwgifuvK0One63NKY+ino/2vYaheOHPR2AmaUTPRtW7f9TiRUG9HqClV+W0rbJ2+G+MEMX7D1ynZ7U607ezFyDhBJOKj3w51fng9qznZLPeGQbE04W1oO+MLjcYTBJGIRy50NViwli+mXjHCnGKtw3M+VN5ufa29V+4kiJ/GrrzfjGG2d65x26dwKb+8GfzGZJIGyW1Dxofsp7HhT7g9gMXd+haj5+xIbM/XfbJN9Dj3PQt3H0AIIc19PDhdhZCglXUQt1drfv/K2E9E4s6V3lYMNbwTzkh265P3Sn7LFCHWN3xuGybbIEKGQRzL6IPGzXjzvjKui3EEVa5ciPTaUa3D81UknkiMfTfIbf0u9nGj1r61wc1Y15r4h8va5z69z+++h3QVtvALp9bhuRCO/UQQiXh02H/uuENvxYjckjJHXfF23C6fVy72uWx1VisGChvYz4DCrhb2lcJm2QI19bVwyAjCGj2XLvYUD2VgXkwVjzlAWPO5i0Muo+Mh2DVy7HxHo3SJoa353WuzG+r7qv/C0ORdX8dhycojzNr8fnh2jdWd+JTcztreezVy5fRByWPMqECWZWhydFA8q0L7xBnJBQghrLlvTOPEGV6dYK/1jz6lTZygGTV9Xctto8ZT29z/+dAbhnnYfEAvS46fUBwSpFzdhTX+fWzJXGEbFVv4NXhU4iWEMMd7oZSwMYVssWbJJ85cPNcsNElr26dRUkxhp7Mxr2i/ukHKPIY1dV/68pz8xBnJ8SXKE3y48hfCHgtCqhQR3nszwbfkU+xaCCfOXOx/TbiVvW1wVPPYFxHFqT1Y4+nglOGJM9pxZEvvgybNeAu+MqyLSQSVyIagmsbuCxfPNclOnDFq7VsY3Ex0rZl/mPnYJ2KzV/ZcDehnY763G6WrLq2t74afaK8YUf6lrFFXcTvM6vzg6t3LpyEPG9jXIFDYVUKJkdphhc3Q1HNSefiw5vnG6j8y9PKTZOz27YlUhqJZmsrJyllfnknGbt6KJR/l8hslHHHMHVMcj0Zux2VH+GrdV20ek89NJ+PRW9G4/Cxog6O2xY+4PGxZ/qt+gcUvzxudmk6vZFJE7OatWGJyOic5SFhhDE3lSNlXdZygdJW5T+ilmeS9mzfvJaezeUZ+9rK+T5g8mSJiN2/GiBSpOu+Y36Hs5s1YIvlI2F+vpOjoF0tT5HQyoShTXlRJp6aLN93Ikw8nbt+OaZS2kScfErHbtycekpoNkl6aSd6L3p5IZVZo2XHQ0q/fuhkjUqTGFuVcKHUOuKaSPqdq+0t1CYIoYVbJ1MTtKBc7dR3VtV8lucZGPCS1/SO7WiuOwmel9EHzZrwFXxnVxSyCStaXZ5Kx6J2J1FOKZmjqueKOJq19k4Ob+rRw9V8M/cN5IHpnIkUqe642G/nco2T8diQ6Lj84vRRLSh91JZ4RPuLSn4SUJDg1HdiHgMKuFvamwv5Tkn+Wml4UniVrZORcI7Ic9v2innsEgK3DrIwPHrJon5QuBab9gD0Nk8/8Or0svIahM5Feh7jUAQD2JaCyqgVQ2HsGEnejmgbn2z19751yNmAIYc2DY1nDeSIA2ARLMW/HiWMOG5KunNMDFDawp6FJvAthDc5T7/X1vO1sqEGotvnDO1mYpgb2L6CyqgVQ2HuG/KOI/yOP29mA1TQ43We8I8mses9pANgy2XAXhlkdHf1XH1CmQqSQ9NVj2hvtAcDuw+Qf3/L3e9zOBgxrcLrf9eK/ZA0T/wCg2gGVVS2AwgYAAAAAAKgOQGVVC6CwAQAAAAAAqgNQWdUCKGwAAAAAAIDqAFRWtQAKGwAAAAAAoDoAlVUtgMIGAAAAAACoDkBlVQugsAEAAAAAAKoDUFnVAihsAAAAAACA6gBUVrUAChsAAAAAAKA6AJVVLWyLwgYAAAAAAACAPzOVV9ilXwwAAAAAAAAA+wxQ2AAAAAAAAABQSUBhAwAAAAAAAEAlAYUNAAAAAAAAAJUEFDYAAAAAAAAAVBJQ2AAAAAAAAABQSUBhAwAAAAAAAEAlAYUNAAAAAAAAAJUEFDYAAAAAAAAAVBJQ2AAAAAAAAABQSUBhA9sCQ6Vvj+D4dYKkmd22BahamBfp2z/g+A2CXNP8eD0zMTIykVlnWL7J3UzmaI3roDUCAAAAO8tOKmyGpp6TSp5T2/fMy0UH3G63230qmCqU9IXVVPBdt9vtdg9Fc6V9YzPszF12FSYb629GmHNwPCdGt5AKnnK73e5TA9H5nbNEuKt7IJqraLm56JDb7Xa73w2mVitZ8M6yPUEpv4Vrh6mwFPu4EdU2D95b0hsk8pP+toNt5wlqfTZ85rD97I0F9ZVarXEzbFdbAgAAAPYhO6mwaRLvQmqs7b2XE9nt0Nkk7ubu4CU05rU0oAivAyGEUBdOlvaNzbAzd9lFOGHk6I1kpNWjCa8VIYSsbjyzc7YId0VunKxouUJjdngJqpIF7yzbE5TyW7hWmJilu/2NtY29Nwwnngsr8U8Poaa3u9otlq7QbF59gWZrNEb7h8d2tSUAAABgH7IHFDZCCNW1+SfVz8atUrbC3pnZ5f2usPMPgme6ei9PUnJdtDtz2KCwDdkehV2ROWwqFezt6P12ijIrgcnFz3vc7s6zoV/X1Z/qtEZjtN0Cc9gAAABAyeyKwq47FiBIkiRnfon4Om2cxq55P7qyofrKRn55gZxfzhefjkKqSY7SFqdMfnle+IauwuYLkRX8/9s7v582rq3vrz9gbnzpCyQky5IvIkUIcZEIVeYiUSpLUKVCKG1kQdQKoudETnpUeFsFWp1CjxoftY+j84S2b6zTWGnjtFicE7cnToST4rzCaZnTmjdY1DSQ4oSh4PDrnSATxsy8F/PD83tsoAkm63MFnvGevddae+brPWvvvTUYOkfNL+e1NTe5ikpha9uousAcRc0ZNdcQuR3MTlFWnqFzJaXuMHRuTr9wNr88R5k5yKA0ytCMxhdl6JylZVQKuwSzmCCzmInC3qrLtouxUzjRs5rDKimpExJFrLpeyZUswddlsZlfntfvzpbRKAS82lnP530LgiAIsod4Lgpb9tzanAgetgMAwJFA6olCfc48iPe96igK5AI9dSPQcdghDHsTDk9X8M6MQnxTQ32NLgAAcHm6vk5nvtYobFUh9rpWfzSzIpZhPbpcfPQO3JuK+VucBACAo6nr6j3ZIFmpVxnIjA32HHXwzWl8f7B4Dsexq1Ox8x0NTnGY3+Xp/Med7BNDaViUkl9nMoM9oh0aewYz4iigTDdMUvGPGh2EJBBZ+tdY4L8aHIRwNUdTZ/BOVpJB8sKnYv6W/UUjS0OMyyMBb4PYZAAgHA0n/dEJySw6qkXVRuJgq//bTHHMUm6on8OnDxF8i/qGKCZPjXzWXmcHACAOnQ7fMxyhLM8sWdWXZJGzLlqMd/fPmQGNwjZxmRTnh4MZSVsWP7z4f386fxAAwHEsPC02hX2a0n5o0DQjp2g8S9Sd0HfKwFhm8H2xgUd7BieM41nb9VTo9SNzX2teNZSkcdkn2TtfnG2uE6PWXtv4TmQqz3HW0cgxj4bPywIeCIfb+250qsBlI17Z98T+4I1kMUsEQRAEKR14zgqb/TXUVCVTKtKz+fCb7YeFp5/DTzJsPnO51UmAmtqOyDT/DGdX7/oPVckOES7Py/VSARzHcezGVLhNW4izPZThRVLpCtv+0vHXGuQlEcdDU/xyB6Vfpb65+YDinLoPEku85qAzoXanuggApy+ik2mqqBm8dLS5zib7jq2u53t+0QnbtwAAIABJREFUoph4StWRN9sOCRV0+0may6dDrTWaixHOjsgMwyoLP+ZtkBu5+pXQpKAYxTcGSmpPRrOsooKS99emwic1bSScrZczgnaTDHXA49kvv6jn7U6v3MLEq/3jT7ZtFhOFXVgd/eSQwqX7PZ4DRQNauyyfCTYDAEBzMCN4cDMTPAwAYD8cnNjUkeDiV4gT4Zmnpk0zdsrGZLhN69ma1lA6r4rn5lfqFOc09CQWWI7jOOuup0Hbj6x8vRWFrVum6A6LaFyfCh3XNsnhJxlU2AiCIMhOAM9PYbMMTY1fe0/QqbY/xxYLsmczAFHf/t/fxEeGr19JPGBmIm386OMBX/jnLPVoauQz4anvej+xuslxT2fCJwjhsf3ZyNSj7Pg/u0XZIegkVizEdrz/58cMt5mfGTztIgDA1haZZblyFDYA1LT2385Mp651v0wAAFQ1hX5ly7sKEA3vXRufobKpSCf/iaCN2NlIG68GXWfC92Yo6teRT99wAgAQru7hVYuaVTV0/3M8O5sdH+jkNaWo/mWVt9e1fzIQv5O4/s/Eg/83GznJn+fyhe9lKWrqzqeC4K7vTjxWFk44W/uHM/eLjmsKCeOry2Ox+DglvG1n6PsRvtXEsfCMnpCV2mhr+eznpQ2OfTIz+GcXAICrLcJ/Q26onkjql1+G/I2EVI3PRu5nRs6/zpdR339PP123DLMYK2x2OnzMITj90ztT1Eyx+dJLACuXbU6FXiFA0NMcpxHQUgCLElzU3JIBjZtm5JQN0bPOln5yiWHZ/P3B0wcAAGwnI7MbyjJe7r42lqVmxiP/i5faxCuhqU1ZPBt2PS3qfmTt6/IVdtHgQs0pKjsxMvDZ1bEnJUTjbLTdBQD2jm9+y29yHMfmFx+kbn4Vf1Dg1qj0f+6GfFUAAFUe/3ckSZLkf9LUGipsBEEQpHRgd8x0lAYUpWezvSHwU3G0diHartJzHJ0KePgHf3dikeN+j/n4YU5pjHBzNf6OXa6TxELsnXFRpK4ke+sBAIhT0YVCWQpblMvSSOQWrlJzOjbHt4adCR/jfx+0Rxe4wkL0lEK1cxz39OfAQRsAQNV7Cd1UEalm9rdji7zalESbqz06Kz8FGs6niu/4BbUB8HpoWhiGF/MToKo78UTRbEGZFTMcFEnuDL3wIE3yfOf3VMlPUGomqY21ndK0sfVkb7VkBHkw7OuIPmI5jiukAjWEoqqWk1nLMIuxwl6M+XgxVxxgzsU7awFAVNgluEyU6YLI0whodj7aYQMA28HAz0+LIWGQIlKSU0TPFic5sOvJvmq9kLCfji0KsSj+nODD1brraVH1oxJ8XbbClsq0HfD/aLBcokk0CpYhGt65MvxzJptTTTzQvzoqbARBEKRkYBcobHlSrPRsVkwgK6QCNWohpRwRl7RFdV9yXXhYstlwi+xbUiF6aLLALRS2bNBUKfLKuUoxYUCp6Z6kAkc0RpBeXhvUTSpBlumrUop66cUy2Sr/VHrJzosJ6Zv1/eLS4mJ9pBQc+t7Vribt+3UDhS21UY+aQKrA6RlKfdEyFLa1WQwVtvQjqro3KW58spENt8l8VIrLRGVPnAjPPNUT0KJqP3g+9XSDinQQAGDzRecNcjEsnVL8QaKF4G0sZYmII+ucqg9adz0dVP2oBF+XrbClMut7kyvaw1bRuEFFzygyTBwN3u7grelVg4wmpcFRYSMIgiBWwPNQ2NK7V5IkxyZz8hlT+hpXTxoqH/OFe/31NgAzhS0VQtR6jntV8PuGlDPTUXr0KkVeOVcxUti6PzN2UGEb6IZSFHZRW6jE7grp5xVPlbvjb6GBSCTyeadbMcitvHrxZUWt5zW1nYQtgrTueD4Ku5Du5xP6jRV2SS4TExscx8ITv/FqWyGg2bXkh/sAAI74R8ejHfsAwNYR1dlCRVVLI6eYxiJvY0uFbd31dFA5rgRfl62wi5MZ9BS2dTRyzOPxa5/4GmsVP0EO/I1ckyetoMJGEARBtgg855mOagw0rvWrap1UhyeJ96rk4kAsRMh8KP3q8jZYKexyrlJ8ac5SkVZCenhvM0tESglghHFQsbYGqqWcLBEjMaf9hSPNYbXIEjHKNNB1xzYUtrVZqlvCD/iM8fmokBWi8qks/BYT3fKZjqW5jH3E62aiufNsswO0Alr4CrHvjTdfs0ExPca8aYY/e0TPGsWM3DxSUhM7E2l1Fs2+k1kixr7eepaI/VD/PfUy2CVEowjL0I+pafKqMBGiqT+9Znh1VNgIgiBIyUBlKOziVDN3V3SSZp4u/3LV5+KTac/GFwuy5FpbXde1KXo9T9053yK8BzaY6chxHMfmFzIjA37/zTmTq8vbYKmwy7gKEI0fD8+s5Olfr/fw0yWFoUQpLRvq3o1OrTDM4i/hMy4AAMLVNbRoMe+tutF/e4Zeo6e+6xHmegqD5QaqRWW6DWZ5POzj5ePBrvi87kQ0Q4Vtfys6/5Tj1qmhD4RZd/oKWzP7jeM4bjOfy4wMBPw3HhkEwzYUtrFZpCFqW8vfR6YeFadC6sx05MPvCTXy9xbhFHGmY0kuK2p3ANAT0E/S/UeLx01SREpximamIx+LuczIgP/vN+YYhXmIV/3DD+j8ytT1vwiO40f9rbueFquZjlpfb2emo7Pt/PAUzbBsfj4dH4hl1kqIxvyDOzdGMgvi67O1TPAYAEgKW8yNIVy+SyMkSZITVJ5FhY0gCIKUDlSGwubY/PhnjTo5pTVt4Un+ic0ufd+jWI6NcLpfUqaQsvlf/iEKI3ut5zXvcU9tceTY5OqyNlgq7DKust/tdila4+qKCYqKHu9v0Wmu82R4ymhal/j4r3nJrVhbjXCduT5vsCydQH6sv7FaczHC2Rae2tBfTM04SwTA4W5udjts+2v32+R20Vyd/iXoFexE1HqOS3YqnrCTCtvYLMXBZvFQtaNa+euA33lb4Sq3m59ZW1ytrxSXsYux03bxkN4uS0WlLp99aN40Q6dwXH48KP7OJGo9x72veWrtcpNK8wpq3PXKle8OnInNCpLcqutp0DrOytdbWa1Pd3lE3h2W0SjWUFGZYpYItzrc7ZK3uT1CMaiwEQRBkNKBClHYHMetL5BfdnmKklS1dwbHFeh0+LSbH56013VcHtfdcSbzrb/1oOzhaa9t9PmvTdAWVxfbYK2wy7jKQOY/oY56QmjOqdC4bMcZ5nfy8jue4o4Yqm1rDGsG3q8z45c7+N1YeDsYb60iwjILo5flM8OsNgTRm+k4JrUFnK/7h+9cUZ6gt+PMSibqb62TJCcAUdvo+/haZtUgGLahsI3NwnEFunjI5en6OjX0oTr5mF1Jh992C66q7wj9R2fHmZJcJi1CIl9tRu4KIZNEsfKGRdOMFTbHsfRE1H+iThaLRO0rPn80Q28qnDIwNh46VVdsoHybccuup0J3xxlTX29xxxl1mURtx5VMnrOOxvxU5J3GWlllwF7b0ifb8mmdSl6S7WWDChtBEAQpD3iGCntHYOhcNpOezBrt7M3QVGYi83DJdF9shs7NTqfvZbKqnZatFXaZVdW9ihI2v0w9yEw+0t9HmqFz2cl0ZsZ6q2rl45/NL1PTk5MWdlBXhaFz2cxEJrvVjbHZ/PLDyXRGvy2Gmomhc9R0eiyT3eHNtPUraGQWNr/0cHJyesGk5SxDU5n05EPzTddLd5k+4jrZeiPcW4XPNk6PZWZMY3Ezv0xNZ+4bNNCq6xUx7kdGvt6OeGXzy3MzmfRkVtU002gUazMnmOWZ73GPIAiC7G0qTmH/QbAM/ZiautnXYAcA2Pdhcq0MZbor2M0DbAydozLxPn56nLs3ufy8K7QrYfPLc1Q2/V2vp9psa6FdzRb6EUPnZqfif20AACD29Y4YZEEhCIIgSCWBCptHvlZ31aHAfyrvMb+bFbZsC2vi0PlUxf16eTbIttwEW1vofuXF4Jb6kWyXcuKVQKoCf1YgCIIgiAZU2Dy8MnC6W3y9oSRl8RJ8V1JIh970er1eb6959u7zgIp4gXC4j/l6v0xS69bnv5jwCtvhbm7/y2Xy98pMWthCP8pGvA5wuFt8H4aSs5XZagRBEARRgwobQRAEQRAEQXYSVNgIgiAIgiAIspOgwkYQBEEQBEGQnQQVNoIgCIIgCILsJKiwEQRBEARBEGQnQYWNIAiCIAiCIDsJKmwEQRAEQRAE2UlQYSMIgiAIgiDITvKHKGwEQRAEQRAEeZHZeYVd+skIgiAIgiBIiaDKqhRQYSMIgiAIglQGqLIqBVTYCIIgCIIglQGqrEoBFTaCIAiCIEhlgCqrUkCFjSAIgiAIUhmgyqoUUGEjCIIgCIJUBqiyKgVU2AiCIAiCIJUBqqxKARU2giAIgiBIZYAqq1JAhY0gCIIgCFIZoMqqFFBhIwiCIAiCVAaosiqFSlLYLJX47Py/0nSB49apxKWPI+k1/gDzKBH8xB9M5tg/6MoIx3E7aWeWHh887/84mnm6zXKMQgJBEARB9iKosCuF3aOw13OZn0lDfs7k1jnmfri19pD/7uJMpMN5pC+5yHIcx+VnIj4n0eQfXdQKv0IqUANHAqknW6pSRfMkFTgCxKnoQsH8vEIqUAOu9uisVYFmdi4PdnHU30Q4fZGZ/DZLMgiJZ4ep9Up1QTkXs9UEUjtUXKWjMG/JYbyreJIKHIGtevQFvrmVjrIPFlKBGoJojy4872ohyHZAhV0p7B6FnY14HWCIwxvJchy7kQk22Q56Xt7vOnN9nuU4jmVmIh3O2rbw5IZeoQzpd4DbT9JbqlLloPPkoEm/G6A9QjHmX2VIv0MwrwkWdi6rrqujnxyyefpGduSVgzYk/jh0FLOp9Up1QanwF/OTO1RcpaMwb2lhvNugSb97yx59UW5u20LZBxnS7wDwRqjnXS0E2Q6osCuF3aOwn0wnrkUEvvR79wHs8/q/FD+5lph+wnGa4U+Wip1+qeG92wsG0upFeQjpPDmYXOpGZPDOdN5CdZYkTazsXAZPx/oPH2wNpbc9fC2ygyPiFugoZjaX+k4KzhLO3xaosBWgwn4xbm7bQnkbZBdS3w0OJqb/6DsFgvyhoMKuFHaPwpbDPztVDw+WoR9Tc8t5lmXoh2mSJDM5pvih7Lz8wmSKJNO/LeU3NQ8hlqHnp9M/keRP6QeLVuKTL23xQfonkhzLULTsOaipTPohzWiKY/NLD9IkSaYylOIoQ+eo+eX8JsesZtM/keRkTji6mc/dTwl1Yxn6MZWjGesCGXruRnc1QHMwRVEUxdtDxzIcx9DZNEmSZGpSao1WmrD55TlqTn5lAyOoW1uCTRh64UGaJEky/WBJXTUDm3DiJz+ls6s6VxeOym1SmndMihXtTJLp6QW+ySxDz8S6DwIcD6YeSlYuVluHogTUrQabX56jHpt/wrH53OSYYC4dhS02kExni57Rdb1U+Aadm9Mc3Mwvz6uDTTSTeD4fPCpz6fZK8Yt8sOkaX+c6Wj9KNdcNPwuFrQnjLdhK1sX02lKSB9XI+7iewjaN9q3e3MydaGIfTi82TKJFds7Sb2nlrabkmpR815WCTd5NOIbO/S7WTuVfRi/4EaTCQIVdKVSQwuY/bDl36aMWJwHAD9mqhgkL9Pjljjo7AAAQjsaPYgM9sofQEnmhtZaQMk/sdR2Xx2mTFMj1hdGgWBoA7G/x36aEZyd/3baL1z9v5SsDhLPlf0aXpNJYZuGHYEe9eDXC2fLJMLXOH2NIvwOqXz33ub9lPwAI9WdXxkOn6oQvuBr7BgY+eEn29DUukB/AlqNjGZah/k9/e32x9Y7G3sQCp5EmLD0WbK0B55vB8RXWwgi6XjO2CT16oaWuWAGiviM0RksqWtcmXIHODPY0usTvuBp7BjNFl61TI5+1F+tGOBr+mlgqlOAds2JZeizUITMUVB0JThSEMuW0RyimhCyRlnPBvzQ6CE3IMVSkXRnk6k8UNXG82he7+oFcYbMrmcH3xZIBHEd7BidoluO4pzPhEwS4e5PLssosJ3vdQJwI/zYRPuaAfR8m12ROXBvp3UcQx8IzWsfy0fVqX7DvVYeO43R7JcfSE4M9R8WoJByN7w9mVoxljZEfuRL6oL7CVofx1mw185Qza4u1B9VY9HHzaN/GzY134vFPrwffdEqWPH93iS1WzMA+nJC/p/gZoP1ECfP7aPBPxa7ufN0//Ej+g96sJtYe1wabSTfBLBFkDwKosCuEEj21exQ2AHGw9dwXA5FvLkfv0cobKLv0fU+dDZyv9Q3cHk3++6LvEAEgKycbaW85HQhdi4+QyZtXzp2oIwhX15DB5Dg2/8s/WmyEw9PZHxlKJm9e6X3NCc5jocyGojKHfBeuXo9FQ72vOcF2wP+jsJZFfjzY4gRHU2f/QDw5MnSlt8VJ2I5dvr/BckVJbK9r/eulgcjA5e/G6PX5WJcLCKf3b9cSd5NDX3Q2VAFA8TFmUiC7kLrm99oB3J3BSCQSiQwmpvOqR0t+rL+xGoiDree+GkreTcSu9ncea49kOaU00chrcyPoes3YJtRgu+dMIPSvePLH5NBX51oPEnCwKy7kTuvZZJNdutPXUAWOo92hm8nkzVD3UQdUNfTdWWI5jmPz4581EkDUnTh35WZyNBG7+j+dnjMRirGsiWmxdCrgAeKQ78JAPDk6mrh+9eIHp4JjBY7Jpf7l9+4DONwZ/CYSifCvnktQ2ADEIV//vxI/Dl/ztzqBEPPFrfQZu5DoaQDY39L39fDoSOziGTchj4jC0si5BoJwNHaHhkaSQ5e6G11ACNnt7Ez4GEHs6x0prqxS1NDMfNRng/ruxGPx2OZq4n0XuNoiOgJbcgzhPt0fHf4xMej31gAcOBObZY16JZsb6fMQ4GrsvjSUHBkKdTc6CKLh3MiS7q9ZEz+W0gd1FLYmjLdsK44za0u5CruwlPigDghny4cDw3eTsc99bkUfNw3L7d3cZE68cPW72L8v9bbsBzjiJ1c4K/uUr7DpX4JeG7g8nRci8ZHk0Je9LfvB1ha6v1ZCTUq868qDbTZ25gBAjdc/mBgdGbrU1aDoJqiwkT0IKuxKoeIUdnVTML2h/pC/gfLDUUXRxm2kg03VsnJYhpE/41dI/xEgOvTTZNlH0Y594OqKzYtH2ZlIm0sc/NNUhv011FQlLgvAixhJhXActzEbOWkTh8r4+zzRFMxsiMc3J4KH7eA6G18sCFWdutxCSA8KiwL1nhxyy/Anq5RxgWEkue/wRrIaXWJpBF2vGdmE49gCU5CPm/7oP2AjWiMUW2yBwiaCQ2XKj786P7jI/y09uRVtMq+JabG8emgKTeuITZ286hIUtuw3Bjsf7zoI0BzM5C31Ga/8ZL8A1zLB14oRwU6HjznAdjIyKzZxNtJmA1EXTisHqtm15If7wHEsPM1yHLsYO20He2d8VbhuLt5ZCzZfdF6vIwiSSNJAHLs41OUi4HAws6lnaqHmYGuLiMHKh59wdTUmfiypD6oVtl4Yb8NWZm0pU2HzF5L18Y1MsKnoUfOw3N7NTehdrwUzYiROh5qAEDqEuX3KVNjsfLTDRsinHbOzkTab+BvGoiZl3nU5bjMTPAzybpKfCrUSqLCRPQ0q7Eqh4hQ2r05UH/I30Nlouwvs78RXpaTY9enQ66BOVXyYJhOxwUgk8k2w87Dh43Ax5rPJVQjHcRvZcBtAU396Tbzu66Hpdb2a/B7z7VfWhGOz4Raw1fffKwj3efvh4ETx8EK0nYCq7kRxxhwvCoUHhUWBVgr795hvv5GEUqRnyHWJtRFUmNtEuBqdFc0f+bzTbZeehDo24R1q+3NssfiifDH2Zxu/KNtizGcDW0dUb/0Q85qYFivY6vXA95mcOrt6awpbbiv2SeK9KuF8c31WWIieIqC2M56TimOnQ02SdFiIthNg88UWi5f7PebbLy51okp+UKQ9CJLa/jZvAUFwn47pv8zhQ6u+P13Ub4uJ7gOiHbS9kq/5fl/s92IhizGfDfRXSTPxY0l9UK6wDcJ467Yyb0uZCnsh2k4om6Po4+Zhub2bG+9E+e9G+R3Dwj5lKWy+zoq45dgH4ZZqIYTMa1KSx7XBdqA7Uay7opugwkb2IqiwK4Vnp7ALmfCfvBJd4YzJfG4Tha1amUH2IT8MrLjv87d7qZx1Kv5RMddQQP9xuJkJHgZd+PO1ldHURA++dlpZVkj314PqmZWLd9YKH1kVaKGwdSxTpJjFTTSfTy3LdY6VEXS9ZmATjuOYh3Epl1fdAD2pqldthvQ7wFbff28jEzystlhpNTEttsAvJsjHiKPB2xUIJ6aUOcflKmzl2iPZcItQbXN9ls8Em9V2Xoz5bGJE6DRfIegVyQ/qNGt+mHZfR/QRK7weUUoiOTqhxYseo46gV3MdmS6g1xDFoRL7oGUYb8lW5m0pT2HrVeP3mG+/oo8bheU2b25aJ8o+sbJPWQqbt5jFvc+8JiV6nOM4jltL9zepDb4a77Sjwkb2MmCo2/KZcFdRZ/0pnMHdE54rxp5Snrb9EgupQE3xjmm+UcJOKezN1fg7dum1+2ykzUY4vYHrd8enKYqiHqaCx40eh7zktXl8H/lV/O94dt1CwxXu9dfbdL/89/jMpp4ss3j6WhW4bYVtq3HXO6GqoeemfBajlRF0vWaksPnX6zXewLd309MURVEUGWyu3pLCJmoCqac7r7DFV9VcgZ65G+l//1QjP3Os6pD/7iqrW+yzVdgy6WCsisSeVUx+KMjTHgTWfvQfsNk6ovPCe/n3E6u6y6HsqMLW21rFRGGX1QdNwngbtjJvy/YVtuZXtFFYbvPmtkWFzdunLIXNS16Hx9ervVVlNy1qUv5d1+KHKCpsZE9irNuepAJHijoL9yd73jw7hV0OW1LY/IvUqvcST6SHq/xFKv8+sb43uaJ3VIP2la5ODY3UpPaVrgIdWaZ9Pap4ploUaJUlon0BranMwNh48E0nOFs+TUnre1gZoXybVPcl16X0TPkrcl2pqm01rypc7dFZvVfb5dTEqFilbeiZxPkWp2i6rSls+Uttdj3ZVw3VLeEHrE5AarNEjF9/67gmF++slW2IIyU/TCtTRIS6pQIeIE589f0X6nl+KvjQErKueVaSvfUAbeHshp5NdPJb+N8G+lkiJn4spw+WGcYl2sq8LeYe1G+OcSaYeVhu7+Zmqmut7KPpuaZZIjoWk1N2TeToBJs2KUX5gwEVNrIH2QmVhTwL9pLCXp8KHVdMBmIyoRaHWA7/8JM9hNRThZQIs3/aw8p9TMT5ROYaTpi01Bq+r3gGiVP9dGSZMN9LulxhNfnRAVDPgjIqkN/TEVrC2eLIXQn14Y0kVYbfugVqWoPiWmwWRlBhbpNsxOuQPadV07x0pSrv0JrTsTkxu2EudrpG0KwGdSuhJqbFckw+bxRg/PAAryw11jM0iP1Q/z3xCyuk/wiAJ5CiOeGtTlVT6FfFzDYxIDenQq8QxlO4NidDr1RLudScmE4tl8JC8sNb776ltxLfZiZ4GOw1tfsI2SxGHYT0i6P9aVEZrv3oP2CDg+dTT9XTDYWSp0KvEPLE7sJi7G27OslexMSP5fRBszDehq3M22LuQTV8NQxnM5uH5fZubua61sI+fNgXZzXw8yANZzryc0Nbr84o1vQUnWZek7LvukJlipdjF5N9hwEVNrKnQYVdKewlhc2x89fPuAjCfeZibIQcvT3Q95qzmMMnSBanN3A9OUomb17qPKJc7kqFkI/LL1I2SpJkcijS/26z+2OS0a2Msiard/2HqoRl2kZJkhyJR/rPNrfw19KTZeLl6k6cu/R1+GJ3s7Pa4Si+7DQvUBxzOuS78JXuan3Fr1/8d5IkyeTNK+dOdX07q64M83Co52UCasQ9F82NoOs1C13rDXybJEe1yxHqSlVh2QpnW+D6CEmOXA+0yVa7k+p25mJshCRHk0NfnWt779sF3cFmpTVMimVIf23j6UB4KDlKkqPJ2IX2Whtx+NPxp6w4pljl9p0Pl7da35GuK7dHyR+Gr7zTQBDOk9f45VP4lF+hGsLCZLKA5JchE1z2w/DAh/wawNJqfYvxsy6Q4vnbgGIRPd58j6Id+wAAdNfx4HUVgKiVDZCWV2t458rwD+To7StdRwioPRnNylbrU/ZKYckU0dfXA14noVggQoGJH8vog+ZhvHVbmbfF3IMaU87HulxQ5fZ9HkuOjg5/3ccv/S71cbNo397NzVzXWtiHz9rnj/4orL4Hhgpb/IVT5fZdiCZ+IMnRZHyg/+wxt9GMEWVNyrzrSpfjV/m8crG7xVntcBCosJG9DCrsSmFPKWyOK9DjX4ibjABR57t0sbO4KQO7Ml7c5gCIhrMXz7WYbQ/BrVPD51vr5FMMnQ1vXZvZ1F5X+wnLUN8HWg/KZh4RjoZ3ojPrnOHAp+xyjqauq7Erp/bLHmNmBXIcy1BDfdJeFfo7zshOAACioXtYZ8cZQZ0QL/cMPWQsjKDrNWNdyy+jJlDV0PP3c6+a5mELDr0s235CtUmQenYXUfeX4SVrhW1WbOGX0FGZlQAI99vhtLgwhWKyZsk7zlw82yCGpKPxozglpbAzCwm/VH9tQCosRtR3XPrsrHLHGdn2JeodfPjy56M+G4AmRUSw3nTodeUQux7ijjMXe14WL+Vq7BvS3fZFQrVrD1F3KjRuuuOMvh+50vugRRhvw1ambbHwoBrFLche13Hh4tl6xY4zZtG+jZubha61sg87l/hQCnt1z9WBeTQceKNOPuvSceSt6AP9GSPqT8q666ouRzg87179/vIpzMNG9jSACrtCKNFTz1hhswz9mFJvPqy7v7H2Q5ZZfpBK3Lp1N52lGY6hc4pyNpanU4kbNxOp+7n8ZglbHPPbFCfjsVtJxRa+etfVVo/N5yZTyfjNeFK5F7TJVtvSIT4PW5H/alxg8ctzZrumM6vZNJm4cTMxOjaZk20krKoMQ+coxVcNjKA2lbXXRELiAAAgAElEQVRNmKXp1J0bN+6kJhfyrHLvZWObsHkqTSZu3EiQaUqz37GwQtmNG4nR1H1xfb2SvGNcLENTk6lRVZnKokraNV266Gaemrh761ZCp7TNPDVBJm7dujtB6QYkszSduhO/dTedXWUU20HLv37zRoJMUzpLlPOuNNjgmk4FPJrlL7UliKKEXaPSd2/Fed9p26ht/RrFBxs5QenbR3G2nh/FY6X0Qesw3oatzNpi5UE1G8vTqUT89t30Q5phGfqx6ooW0b7Fm5t2t3DtJ6b24S0Qv303Tal7rj6b+dz9VPJWLD6i3Di9lJqUfteVWUY8xKc/iSlJuGs6sgdBhV0p7E6F/UKSf5SeXBSfJetU7Gwd2A4GftaOPSLI9mFXR/oO2PR3SpeDw37IrobNZ3+ZXBZfwzDZWJdbmuqAIHsSVFmVAirsXQMV8YK91vNGZ/fbb3pqCQCioW94wXScCEG2wFLC33q82e0E+cw5I1BhI7sahoq0A1HrefPt7s43PLV2gKqG924v4DA1sndBlVUpoMLeNeTvx/rf93k9tYS91uM97R9MLWjXnEaQbbMQbScIh7u15+o92lKIFFKBGkJ/oT0Eef6w+amb/T0+r6eWIGo93rf8kZ8XTBP/EKTSQZVVKaDCRhAEQRAEqQxQZVUKqLARBEEQBEEqA1RZlQIqbARBEARBkMoAVValgAobQRAEQRCkMkCVVSmgwkYQBEEQBKkMUGVVCqiwEQRBEARBKgNUWZUCKmwEQRAEQZDKAFVWpfCHKGwEQRAEQRAEeZHZeYVd+skIgiAIgiAIssdAhY0gCIIgCIIgOwkqbARBEARBEATZSVBhIwiCIAiCIMhOggobQRAEQRAEQXYSVNgIgiAIgiAIspOgwkYQBEEQBEGQnQQVNoIgCIIgCILsJKiwEQRBEARBEGQnQYWNvAAwj4bP/1eD80Bz9zdpuvC8a4MgCIIgyB6n0hV2gc58PxgZ/JakmFK/wjIU+W0kMngrQ7Pyz/PZ5LeDyeyGVOx3qRyrXwSixxZ8sSPftYSZj/rsDe9cGfpXwFt3MPDz052/BIIgCIIgSJFnqbBZhn5MURRFUXPLeV67FtKhN71er/fN3vhc6Zcolrj0fU+djWg4N7JU8sDkRiZ0zAnOk+GpNVVh+fHPGm3N51NLG7PR066DZ2KzpQnstXToLa/X6/Wei+de3PHRrfhiJ75bAjTpP9IU+pXl2PVkX7U3QsmObTMCEQRBEARBtDxLhc1QkXYAAACHn+SHKhnS7wAAcHgj2dIvIcAuJHoaoO5sjFov+Ttr90NtNtvxT++t6KhndjHZdxjqjre/6rS1Xp1hShzBpkm/GwAA2iN/xAhsRbAVX+zEd0vi6Uz4hL3Z/+/kcLizYV/viPyn1bYiEEEQBEEQRI/nrLC3MYLI5tNfnm49e3lcTysbfWc+/mHbKX/8oZEQZpdGzne0er3vhDNrBqdoQYW9FV/sxHdLJv/LwOlDBBDOlsDIgsJHqLARBEEQBNlxnrPCtoKhc3NSSsmzgM0vz1EUNb+c39Qe47NcNPXZUYXN5pfntJcwP2czvzxPURRFPaYNx92Fc/RLZuicxdctq0xR1FyONm8+y9CPrdpmyWZ+ed6iEH0bsgWmoP1SqQpbbCRl1UgEQRAEQZBdliUi/g/erzNTMX/LfgAAcHm6vk7TBY5jn6bOHwQAcBwLT4tqSfdD+WWlMsUEXOkTmdJn8zN3gmeba+18DYGobXwrMiVkBRfoqRuBjsMO4Zi9rtUfzUhjrpYKWzpBCX91eZMzgz2NLr7JjT2DGWnVi+I5AzPUUF+jS/z242TgDbeDkJV5uMP/bUa+XAb7JHvni7PNdeJJ9trGdyJTeeEg/Wss8F8NUgmOps7gnWx+k+O4zUzwMACA/XBwQvq1ofywsJz8u9ftlDXJ2dDxsa5lBjITMf/rTgAAwuF592paPEfrHUPrtQ9kxgZ7jjr4QhrfH8xoC1HapwTXaxQ2nQm1OwEAqhp6blIMyy2PBLwNousBgHA0nPRHJ8RpsiU61yz2EARBEATZY8AuVdgvHfM2VMkES/UroclNjuM2J4KH7QAAh4MZQfflM8FmAADiRHhGb5WIUlTOxmS4rUZfJHHsxlS4zUmojzrbQxma47gdU9gvHW2us8kO2+p6vl9ilRU+0tZ+qEr27WzE6wA1hPPkNUrQf2tT4ZNO9QluP0lzHMfl06FWTauBcHZEZhjWzNTQHMzk5Q5VWuZMlNpQNvyl494GuQWJV0JTmwbeMbRefXPzAcWF6j5I8DMjjexTtsJep4Y+aCCgKK85jqMiXp1G1p6MZtnSnYsKG0EQBEFeJGCXKmwgnK39w5n749feE6RZU2ia5fhZa0RR5BU1N3EsPKObOWCtcjZmIyd5bUs0vHdtfIaiqGxmZMD/zRjDcexMpM0FAGA73v/zY4bbzM8MnnYRAGBri8yyXAkKm1meTpECd6/7XyX4Bp4YmNmUN7mqofuf49nZ7PhAJy+1ieOhqXWlWYCo6/jvgaGRxHdXEr8VuMVU7Ps0xectsAydiZw+AFD8scHORtqEhr3cfW0sS1FUdmJk4LOrY09krSZcvvC9LEVN3flUENz13YnHHLc+FTpuaurCcioeT1NCbgmzcj/yZxeA7GWCTH063+gfTk+P/7Nb+OH0emha2TRrhS16J5uKdPKfiL+7jOxTnsJ+sDRyroEAAMLZFp7aEINpeSwWHxdszDH0/QjvfdEIpTkXFTaCIAiCvEjsVoVtOxmZ3eA42aC1+B12PtphAwAbv7AxOxM+RoBhighXisqZjbbzuRlH/OSK+usL0XYCAMDeGV8VPlpJ9tYDABCnoguFcvKwC/T4F61OAgCKK9NJlbG/HVvkszukXxGu9uis4hxoCqRWlWWyDD0/nf6JV3gx/1EAEEepCwvRUwQAgO2A/0fNzE2p1aLYLebbQFV34onGtmKKiNLUDL0wnRYUZszvUfhXsoyrLcL//JFGwcVx9DIUds3p2Bx/XbFiQLRHF0zsU4bCrnr57a5WJwFAOFu/GFfvSsPQCw/ERn7n91TpSWRT56LCRhAEQZAXid2qsOv704LIERMhiookF++sBQA4eD71dIOKdBAAYPNF5w0Ei6XKKaQCNQQAQHVfcl2t0gupgDaRQuRIIPWkZIXNMtTNHn4E1/V2dFZcmU6qTDEZQyPDjGQZu5K++q7HoclgEfTrk1TgCG/N3qTml4PUanmZUkYEbyt2OnzMAcJ4raj7i9k4BTr9dZfHpbWLRmE39afXlDGwBYUtDqVrDWJknzIUtsi+vyRWFfKape9d7WrS5uIor2XlXFTYCIIgCPIiAbtUYRf1llZhs2vJD/cBABzxj45HO/YBgK0jOm+0uISlypH+1VPY0kGi1nPcq+KtUHqtRIXN0qlPW5wAAKrVuMtS2AoZyq6Rf+MTkwn3f/136JtI5Jtg52GZfi1mMOsobF2pp1LYUiYJcSL82wSvtoumXvvRf4BPM2no+O9LA5FIJChkb2gUtmSZP1hhqwopQ2ET1Y5qAgCgpjU4Jtvsc4X0879SqtwdfwsNRCKRzzvdipcqJTkXFTaCIAiCvEhUosLmuKc/Bw7aAIh9b7z5mg0A9nVEHxmu3iaV2RLm56aJeSbaLJGj/ekn6q+LWSJ84oQeJShsZiYqZEi/3DOkXI27mCXyTnx1UzRUB2FhFo7j1tL9TUoBvT4del2mX6UsEfuh/nsb6jpZZ4nIbOVoPtvZTChMXUj31wMAQHVvUvj+dKjpD1TYtZ3xHP8RS0VaCdm3LBW2oetlEXjpW3Hep7srlhV8VLjXX28DkP36Yn8NNSmzREpxrnEFEARBEATZe1SmwuaepPv5hGMAME0R4WQiyfb6+ZFfZfPktDMdCaf378PTKwy3mc+l45duZgramY4cx3FsfiEzMuD335zjOGuFzeZG+jzCBLjWC0Oj4ry4/0wvs/I0hepG/+0Zeo2e+k7IN5BGbS0Udo0v+pCRJyqI+rU409HZdn54imZYNj+fjg/EMmuybG9bXde1KXqDWR4P+/gx8YNdcfGVAPuIf0ugNbWksO2+b+cZlmMeDvW8TPyBChuIxo+HZ1by9K/XhQuJKwkaFWLtekUEsgu33+MNSDT5RxdZeQn2t6LzT2WLjYglmDu3hAogCIIgCLL3qFCFXZzrBgD207FFs01M6FTAA3KqHQ6lEtRft05crS//yz9ahGX07LWe17zHPbXyAVRLha1O9VWWLx2tecmtWBOQcJ25Pq9arc8gSwTA6W4+6nZU19byw9Kifi2u7ixHWq1vrL+xWlMt5UoaXGEx9ra4SLh8uqcsSwQIh/tos9tpq63dr7Drzirs/W63Mufb1RWbZ0wLsXa9MgLZfOYyP1tRXI1RyhIBcLibm90O2/7a/TYd96kQyi8h9hAEQRAE2XPAM1TYUg5Dcf+8LSts2dhqMXnACJYeC3XU8wONDs+7V1M3zml3nKEnov4TdUWJa699/cuMtONM5lt/60GZ/rXXNvr81yZojtsxhe39OjN+uaOOV7P2uo7L4zo7zigVJLsyHjol1nl/i//m6JU3AUCmsDmOXclE/a11kkgGorbjipDQzDILo5fl0/iIg62qDWs4jluNdwrfVpm6QBcrTDhbPhkevexV2HVnFXb7QOY/oh+BqDsVGrfetsbS9ZodZwrimn1ANHwwRK3LSgBwvu4fvnNFHpAWCruk2EMQBEEQZI8Bz0phb+Znros5DAe6E4ulF2iAuO5bMX3ZFDa//PB+ZnrefGNwNr88l51MZ2b0tuVm6NzsdPpeJrvtnb8VpSrUIZtfpqYnJx8ulXyBzfzyo0x68qH1RuszmfRkVqfqLEPnspmJTHYrO4Kz+aWHmYlMGRUuF6VMZ/PL1IPM5CO9be0Nq1iK661KmExnyrnozlYAQRAEQZCK4tkobOXWgwf+Rq5tQ2qw+eU5Kpv+rtdTDUC4uodXrb+zi7EexH3BKX25cQRBEARBkF3Bs1bYipf7W0P+Xt7WFrqv2UqlskCFbQEqbARBEARBKoxno7Afk6FP/P2Xr91KZcvPQ1DDS1KHu7n9L5fJ3ytecxXSoTe9Xq/X22uVTv6CspYOveX1er3ec/Fcwfp0BEEQBEGQ580zy8NGEARBEARBkBcCVNgIgiAIgiAIspOgwkYQBEEQBEGQnQQVNoIgCIIgCILsJKiwEQRBEARBEGQnQYWNIAiCIAiCIDsJKmwEQRAEQRAE2UlQYSMIgiAIgiDITvKHKGwEQRAEQRAEeZHZeYVd+skIgiAIgiBIiaDKqhRQYSMIgiAIglQGqLIqBVTYCIIgCIIglQGqrEoBFTaCIAiCIEhlgCqrUkCFjSAIgiAIUhmgyqoUUGEjCIIgCIJUBqiyKgVU2AiCIAiCIJUBqqxKARU2giAIgiBIZYAqq1JAhY0gCIIgCFIZoMqqFFBhIwiCIAiCVAaosiqFSlLYLJX47Py/0nSB49apxKWPI+k1/gDzKBH8xB9M5tg/6MoIx3E7aWeWHh887/84mnm6zXKMQgJBEARB9iKosCuF3aOw13OZn0lDfs7k1jnmfri19pD/7uJMpMN5pC+5yHIcx+VnIj4n0eQfXdQKv0IqUANHAqknW6pSRfMkFTgCxKnoQsH8vEIqUAOu9uisVYFmdi4PdnHU30Q4fZGZ/DZLMgiJZ4ep9Up1QTkXs9UEUjtUXKWjMG/JYbyreJIKHIGtevQFvrmVjrIPFlKBGoJojy4872ohyHZAhV0p7B6FnY14HWCIwxvJchy7kQk22Q56Xt7vOnN9nuU4jmVmIh3O2rbw5IZeoQzpd4DbT9JbqlLloPPkoEm/G6A9QjHmX2VIv0MwrwkWdi6rrqujnxyyefpGduSVgzYk/jh0FLOp9Up1QanwF/OTO1RcpaMwb2lhvNugSb97yx59UW5u20LZBxnS7wDwRqjnXS0E2Q6osCuF3aOwn0wnrkUEvvR79wHs8/q/FD+5lph+wnGa4U+Wip1+qeG92wsG0upFeQjpPDmYXOpGZPDOdN5CdZYkTazsXAZPx/oPH2wNpbc9fC2ygyPiFugoZjaX+k4KzhLO3xaosBWgwn4xbm7bQnkbZBdS3w0OJqb/6DsFgvyhoMKuFHaPwpbDPztVDw+WoR9Tc8t5lmXoh2mSJDM5pvih7Lz8wmSKJNO/LeU3NQ8hlqHnp9M/keRP6QeLVuKTL23xQfonkhzLULTsOaipTPohzWiKY/NLD9IkSaYylOIoQ+eo+eX8JsesZtM/keRkTji6mc/dTwl1Yxn6MZWjGesCGXruRnc1QHMwRVEUxdtDxzIcx9DZNEmSZGpSao1WmrD55TlqTn5lAyOoW1uCTRh64UGaJEky/WBJXTUDm3DiJz+ls6s6VxeOym1SmndMihXtTJLp6QW+ySxDz8S6DwIcD6YeSlYuVluHogTUrQabX56jHpt/wrH53OSYYC4dhS02kExni57Rdb1U+Aadm9Mc3Mwvz6uDTTSTeD4fPCpz6fZK8Yt8sOkaX+c6Wj9KNdcNPwuFrQnjLdhK1sX02lKSB9XI+7iewjaN9q3e3MydaGIfTi82TKJFds7Sb2nlrabkmpR815WCTd5NOIbO/S7WTuVfRi/4EaTCQIVdKVSQwuY/bDl36aMWJwHAD9mqhgkL9Pjljjo7AAAQjsaPYgM9sofQEnmhtZaQMk/sdR2Xx2mTFMj1hdGgWBoA7G/x36aEZyd/3baL1z9v5SsDhLPlf0aXpNJYZuGHYEe9eDXC2fLJMLXOH2NIvwOqXz33ub9lPwAI9WdXxkOn6oQvuBr7BgY+eEn29DUukB/AlqNjGZah/k9/e32x9Y7G3sQCp5EmLD0WbK0B55vB8RXWwgi6XjO2CT16oaWuWAGiviM0RksqWtcmXIHODPY0usTvuBp7BjNFl61TI5+1F+tGOBr+mlgqlOAds2JZeizUITMUVB0JThSEMuW0RyimhCyRlnPBvzQ6CE3IMVSkXRnk6k8UNXG82he7+oFcYbMrmcH3xZIBHEd7BidoluO4pzPhEwS4e5PLssosJ3vdQJwI/zYRPuaAfR8m12ROXBvp3UcQx8IzWsfy0fVqX7DvVYeO43R7JcfSE4M9R8WoJByN7w9mVoxljZEfuRL6oL7CVofx1mw185Qza4u1B9VY9HHzaN/GzY134vFPrwffdEqWPH93iS1WzMA+nJC/p/gZoP1ECfP7aPBPxa7ufN0//Ej+g96sJtYe1wabSTfBLBFkDwKosCuEEj21exQ2AHGw9dwXA5FvLkfv0cobKLv0fU+dDZyv9Q3cHk3++6LvEAEgKycbaW85HQhdi4+QyZtXzp2oIwhX15DB5Dg2/8s/WmyEw9PZHxlKJm9e6X3NCc5jocyGojKHfBeuXo9FQ72vOcF2wP+jsJZFfjzY4gRHU2f/QDw5MnSlt8VJ2I5dvr/BckVJbK9r/eulgcjA5e/G6PX5WJcLCKf3b9cSd5NDX3Q2VAFA8TFmUiC7kLrm99oB3J3BSCQSiQwmpvOqR0t+rL+xGoiDree+GkreTcSu9ncea49kOaU00chrcyPoes3YJtRgu+dMIPSvePLH5NBX51oPEnCwKy7kTuvZZJNdutPXUAWOo92hm8nkzVD3UQdUNfTdWWI5jmPz4581EkDUnTh35WZyNBG7+j+dnjMRirGsiWmxdCrgAeKQ78JAPDk6mrh+9eIHp4JjBY7Jpf7l9+4DONwZ/CYSifCvnktQ2ADEIV//vxI/Dl/ztzqBEPPFrfQZu5DoaQDY39L39fDoSOziGTchj4jC0si5BoJwNHaHhkaSQ5e6G11ACNnt7Ez4GEHs6x0prqxS1NDMfNRng/ruxGPx2OZq4n0XuNoiOgJbcgzhPt0fHf4xMej31gAcOBObZY16JZsb6fMQ4GrsvjSUHBkKdTc6CKLh3MiS7q9ZEz+W0gd1FLYmjLdsK44za0u5CruwlPigDghny4cDw3eTsc99bkUfNw3L7d3cZE68cPW72L8v9bbsBzjiJ1c4K/uUr7DpX4JeG7g8nRci8ZHk0Je9LfvB1ha6v1ZCTUq868qDbTZ25gBAjdc/mBgdGbrU1aDoJqiwkT0IKuxKoeIUdnVTML2h/pC/gfLDUUXRxm2kg03VsnJYhpE/41dI/xEgOvTTZNlH0Y594OqKzYtH2ZlIm0sc/NNUhv011FQlLgvAixhJhXActzEbOWkTh8r4+zzRFMxsiMc3J4KH7eA6G18sCFWdutxCSA8KiwL1nhxyy/Anq5RxgWEkue/wRrIaXWJpBF2vGdmE49gCU5CPm/7oP2AjWiMUW2yBwiaCQ2XKj786P7jI/y09uRVtMq+JabG8emgKTeuITZ286hIUtuw3Bjsf7zoI0BzM5C31Ga/8ZL8A1zLB14oRwU6HjznAdjIyKzZxNtJmA1EXTisHqtm15If7wHEsPM1yHLsYO20He2d8VbhuLt5ZCzZfdF6vIwiSSNJAHLs41OUi4HAws6lnaqHmYGuLiMHKh59wdTUmfiypD6oVtl4Yb8NWZm0pU2HzF5L18Y1MsKnoUfOw3N7NTehdrwUzYiROh5qAEDqEuX3KVNjsfLTDRsinHbOzkTab+BvGoiZl3nU5bjMTPAzybpKfCrUSqLCRPQ0q7Eqh4hQ2r05UH/I30Nlouwvs78RXpaTY9enQ66BOVXyYJhOxwUgk8k2w87Dh43Ax5rPJVQjHcRvZcBtAU396Tbzu66Hpdb2a/B7z7VfWhGOz4Raw1fffKwj3efvh4ETx8EK0nYCq7kRxxhwvCoUHhUWBVgr795hvv5GEUqRnyHWJtRFUmNtEuBqdFc0f+bzTbZeehDo24R1q+3NssfiifDH2Zxu/KNtizGcDW0dUb/0Q85qYFivY6vXA95mcOrt6awpbbiv2SeK9KuF8c31WWIieIqC2M56TimOnQ02SdFiIthNg88UWi5f7PebbLy51okp+UKQ9CJLa/jZvAUFwn47pv8zhQ6u+P13Ub4uJ7gOiHbS9kq/5fl/s92IhizGfDfRXSTPxY0l9UK6wDcJ467Yyb0uZCnsh2k4om6Po4+Zhub2bG+9E+e9G+R3Dwj5lKWy+zoq45dgH4ZZqIYTMa1KSx7XBdqA7Uay7opugwkb2IqiwK4Vnp7ALmfCfvBJd4YzJfG4Tha1amUH2IT8MrLjv87d7qZx1Kv5RMddQQP9xuJkJHgZd+PO1ldHURA++dlpZVkj314PqmZWLd9YKH1kVaKGwdSxTpJjFTTSfTy3LdY6VEXS9ZmATjuOYh3Epl1fdAD2pqldthvQ7wFbff28jEzystlhpNTEttsAvJsjHiKPB2xUIJ6aUOcflKmzl2iPZcItQbXN9ls8Em9V2Xoz5bGJE6DRfIegVyQ/qNGt+mHZfR/QRK7weUUoiOTqhxYseo46gV3MdmS6g1xDFoRL7oGUYb8lW5m0pT2HrVeP3mG+/oo8bheU2b25aJ8o+sbJPWQqbt5jFvc+8JiV6nOM4jltL9zepDb4a77Sjwkb2MmCo2/KZcFdRZ/0pnMHdE54rxp5Snrb9EgupQE3xjmm+UcJOKezN1fg7dum1+2ykzUY4vYHrd8enKYqiHqaCx40eh7zktXl8H/lV/O94dt1CwxXu9dfbdL/89/jMpp4ss3j6WhW4bYVtq3HXO6GqoeemfBajlRF0vWaksPnX6zXewLd309MURVEUGWyu3pLCJmoCqac7r7DFV9VcgZ65G+l//1QjP3Os6pD/7iqrW+yzVdgy6WCsisSeVUx+KMjTHgTWfvQfsNk6ovPCe/n3E6u6y6HsqMLW21rFRGGX1QdNwngbtjJvy/YVtuZXtFFYbvPmtkWFzdunLIXNS16Hx9ervVVlNy1qUv5d1+KHKCpsZE9irNuepAJHijoL9yd73jw7hV0OW1LY/IvUqvcST6SHq/xFKv8+sb43uaJ3VIP2la5ODY3UpPaVrgIdWaZ9Pap4ploUaJUlon0BranMwNh48E0nOFs+TUnre1gZoXybVPcl16X0TPkrcl2pqm01rypc7dFZvVfb5dTEqFilbeiZxPkWp2i6rSls+Uttdj3ZVw3VLeEHrE5AarNEjF9/67gmF++slW2IIyU/TCtTRIS6pQIeIE589f0X6nl+KvjQErKueVaSvfUAbeHshp5NdPJb+N8G+lkiJn4spw+WGcYl2sq8LeYe1G+OcSaYeVhu7+Zmqmut7KPpuaZZIjoWk1N2TeToBJs2KUX5gwEVNrIH2QmVhTwL9pLCXp8KHVdMBmIyoRaHWA7/8JM9hNRThZQIs3/aw8p9TMT5ROYaTpi01Bq+r3gGiVP9dGSZMN9LulxhNfnRAVDPgjIqkN/TEVrC2eLIXQn14Y0kVYbfugVqWoPiWmwWRlBhbpNsxOuQPadV07x0pSrv0JrTsTkxu2EudrpG0KwGdSuhJqbFckw+bxRg/PAAryw11jM0iP1Q/z3xCyuk/wiAJ5CiOeGtTlVT6FfFzDYxIDenQq8QxlO4NidDr1RLudScmE4tl8JC8sNb776ltxLfZiZ4GOw1tfsI2SxGHYT0i6P9aVEZrv3oP2CDg+dTT9XTDYWSp0KvEPLE7sJi7G27OslexMSP5fRBszDehq3M22LuQTV8NQxnM5uH5fZubua61sI+fNgXZzXw8yANZzryc0Nbr84o1vQUnWZek7LvukJlipdjF5N9hwEVNrKnQYVdKewlhc2x89fPuAjCfeZibIQcvT3Q95qzmMMnSBanN3A9OUomb17qPKJc7kqFkI/LL1I2SpJkcijS/26z+2OS0a2Msiard/2HqoRl2kZJkhyJR/rPNrfw19KTZeLl6k6cu/R1+GJ3s7Pa4Si+7DQvUBxzOuS78JXuan3Fr1/8d5IkyeTNK+dOdX07q64M83Co52UCasQ9F82NoOs1C13rDXybJEe1yxHqSlVh2QKdzRwAAAW8SURBVApnW+D6CEmOXA+0yVa7k+p25mJshCRHk0NfnWt779sF3cFmpTVMimVIf23j6UB4KDlKkqPJ2IX2Whtx+NPxp6w4pljl9p0Pl7da35GuK7dHyR+Gr7zTQBDOk9f45VP4lF+hGsLCZLKA5JchE1z2w/DAh/wawNJqfYvxsy6Q4vnbgGIRPd58j6Id+wAAdNfx4HUVgKiVDZCWV2t458rwD+To7StdRwioPRnNylbrU/ZKYckU0dfXA14noVggQoGJH8vog+ZhvHVbmbfF3IMaU87HulxQ5fZ9HkuOjg5/3ccv/S71cbNo397NzVzXWtiHz9rnj/4orL4Hhgpb/IVT5fZdiCZ+IMnRZHyg/+wxt9GMEWVNyrzrSpfjV/m8crG7xVntcBCosJG9DCrsSmFPKWyOK9DjX4ibjABR57t0sbO4KQO7Ml7c5gCIhrMXz7WYbQ/BrVPD51vr5FMMnQ1vXZvZ1F5X+wnLUN8HWg/KZh4RjoZ3ojPrnOHAp+xyjqauq7Erp/bLHmNmBXIcy1BDfdJeFfo7zshOAACioXtYZ8cZQZ0QL/cMPWQsjKDrNWNdyy+jJlDV0PP3c6+a5mELDr0s235CtUmQenYXUfeX4SVrhW1WbOGX0FGZlQAI99vhtLgwhWKyZsk7zlw82yCGpKPxozglpbAzCwm/VH9tQCosRtR3XPrsrHLHGdn2JeodfPjy56M+G4AmRUSw3nTodeUQux7ijjMXe14WL+Vq7BvS3fZFQrVrD1F3KjRuuuOMvh+50vugRRhvw1ambbHwoBrFLche13Hh4tl6xY4zZtG+jZubha61sg87l/hQCnt1z9WBeTQceKNOPuvSceSt6AP9GSPqT8q666ouRzg87179/vIpzMNG9jSACrtCKNFTz1hhswz9mFJvPqy7v7H2Q5ZZfpBK3Lp1N52lGY6hc4pyNpanU4kbNxOp+7n8ZglbHPPbFCfjsVtJxRa+etfVVo/N5yZTyfjNeFK5F7TJVtvSIT4PW5H/alxg8ctzZrumM6vZNJm4cTMxOjaZk20krKoMQ+coxVcNjKA2lbVNmKXp1J0bN+6kJhfyrHLvZWObsHkqTSZu3EiQaUqz37GwQtmNG4nR1H1xfb2SvGNcLENTk6lRVZnKokraNV266Gaemrh761ZCp7TNPDVBJm7dujtB6QYkszSduhO/dTedXWUU20HLv37zRoJMUzpLlPOuNNjgmk4FPJrlL7UliKKEXaPSd2/Fed9p26ht/RrFBxs5QenbR3G2nh/FY6X0Qesw3oatzNpi5UE1G8vTqUT89t30Q5phGfqx6ooW0b7Fm5t2t3DtJ6b24S0Qv303Tal7rj6b+dz9VPJWLD6i3Di9lJqUfteVWUY8xKc/iSlJuGs6sgdBhV0p7E6F/UKSf5SeXBSfJetU7Gwd2A4GftaOPSLI9mFXR/oO2PR3SpeDw37IrobNZ3+ZXBZfwzDZWJdbmuqAIHsSVFmVAirsXQMV8YK91vNGZ/fbb3pqCQCioW94wXScCEG2wFLC33q82e0E+cw5I1BhI7sahoq0A1HrefPt7s43PLV2gKqG924v4DA1sndBlVUpoMLeNeTvx/rf93k9tYS91uM97R9MLWjXnEaQbbMQbScIh7u15+o92lKIFFKBGkJ/oT0Eef6w+amb/T0+r6eWIGo93rf8kZ8XTBP/EKTSQZVVKaDCRhAEQRAEqQxQZVUKqLARBEEQBEEqA1RZlQIqbARBEARBkMoAVValgAobQRAEQRCkMkCVVSmgwkYQBEEQBKkMUGVVCqiwEQRBEARBKgNUWZUCKmwEQRAEQZDKAFVWpfCHKGwEQRAEQRAEeZHZYYWNIAiCIAiCIIglqLARBEEQBEEQZCdBhY0gCIIgCIIgOwkqbARBEARBEATZSVBhIwiCIAiCIMhOggobQRAEQRAEQXYSVNgIgiAIgiAIspP8fy74kL3cUeGjAAAAAElFTkSuQmCCAA==)
V programu tedy funguje automatická kontrola výroku ANO/NE na formuláři "ZÁVĚREČNÉ VYHODNOCENÍ" pro vyhodnocení všech tří možných způsobů hodnocení změny budovy:
1) Pokud není v protokolu PENB uvedeno splněno "ANO" u vyhodnocení Uem v tab. a.2) a současně splněno "ANO" v tabulce f), tak u písmene a) způsobu hodnocení změny budovy je uvedeno celkové hodnocené "NE" v tabulce závěrečného vyhodnocení energetického specialisty.
2) Pokud není v protokolu PENB uvedeno splněno "ANO" u vyhodnocení Uem v tab. a.2) a současně splněno "ANO" v tabulce e), tak u písmene b) způsobu hodnocení změny budovy je uvedeno celkové hodnocené "NE" v tabulce závěrečného vyhodnocení energetického specialisty.
3) Pokud není v protokolu PENB uvedeno splněno "ANO" u vyhodnocení UN,rq v tab. a.1) u všech měněných (zatržených) konstrukcí a současně splněno "ANO" v tabulkách b.1.b), b.2.b), b.5.b) u všech měněných (zatržených) zdrojů, tak u písmene c) způsobu hodnocení změny budovy je uvedeno celkové hodnocené "NE" v tabulce závěrečného vyhodnocení energetického specialisty. Výjimku tvoří ještě zadání, kdy není zatržena jako měněná ani jedna obalová konstrukce a současně není zatržený jako měněný ani jeden zdroj tepla a chladu. V tomto případě se u tohoto vyhodnocení změny budovy podle §6 odst. 2 písmene c) také objeví hodnocení "ANO".
Tento příspěvek navazuje na dříve uvedený příspěvek:
Požadavky na energetickou náročnost pro rekonstrukce
např.:
![](/www/images/uploaded/content/1415010841_MENENY TEPELNY ZDROJ.png)
![](/www/images/uploaded/content/1475760804_protokol-zdroje.png)
S referenčními hodnotami se porovnávají zatržené (měněné nebo nově realizované v rámci změny) konstrukce a zatržené dodatečně instalované (měněné) zdroje pouze v případě, že změnu dokončené stavby posuzuji podle §6 odstavce 2) písmene c) tj. "to, co měním, musí splňovat minimálně referenční požadavky dle vyhlášky 78/2013 Sb.".
V případě měněných konstrukcí hodnocených podle §6 odst. 2) písmene c) vyhlášky 78/2013 Sb. v aktuálním znění je referenčním požadavkem dle tab. 2 (v příloze 1 vyhlášky) doporučená hodnota součinitele prostupu tepla Urec dle ČSN 73 0540-2 !
V případě dodatečně instalovaných (měněných) zdrojů energie hodnocených podle §6 odst. 2) písmene c) vyhlášky 78/2013 Sb. v aktuálním znění je referenčním požadavkem dle tab. 3 (v příloze 1 vyhlášky) referenční účinnost:
Měněné konstrukce nebo zdroje energie při hodnocení větší změny budovy, pro kterou je povinnost zpracovat PENB, zatrhneme v zadání jako měněné vždy. Pokud mají všechny zadané zóny budovy přiřazen shodný typ referenčního požadavku "dokončená budova a její změna", nemusíme v zadání ani vyplňovat formulář ZÁVĚREČNÉ VYHODNOCENÍ. Po výpočtu souboru a zobrazení výsledků se v protokolu PENB v tabulce ZÁVĚREČNÉHO VYHODNOCENÍ ENERGETICKÉHO SPECIALISTY automaticky propíše vyhodnocení hodnocené měněné budovy podle všech tří možných způsobů prokázání splnění požadavků na změnu budovy:
V programu tedy funguje automatická kontrola výroku ANO/NE na formuláři "ZÁVĚREČNÉ VYHODNOCENÍ" pro vyhodnocení všech tří možných způsobů hodnocení změny budovy:
1) Pokud není v protokolu PENB uvedeno splněno "ANO" u vyhodnocení Uem v tab. a.2) a současně splněno "ANO" v tabulce f), tak u písmene a) způsobu hodnocení změny budovy je uvedeno celkové hodnocené "NE" v tabulce závěrečného vyhodnocení energetického specialisty.
2) Pokud není v protokolu PENB uvedeno splněno "ANO" u vyhodnocení Uem v tab. a.2) a současně splněno "ANO" v tabulce e), tak u písmene b) způsobu hodnocení změny budovy je uvedeno celkové hodnocené "NE" v tabulce závěrečného vyhodnocení energetického specialisty.
3) Pokud není v protokolu PENB uvedeno splněno "ANO" u vyhodnocení UN,rq v tab. a.1) u všech měněných (zatržených) konstrukcí a současně splněno "ANO" v tabulkách b.1.b), b.2.b), b.5.b) u všech měněných (zatržených) zdrojů, tak u písmene c) způsobu hodnocení změny budovy je uvedeno celkové hodnocené "NE" v tabulce závěrečného vyhodnocení energetického specialisty. Výjimku tvoří ještě zadání, kdy není zatržena jako měněná ani jedna obalová konstrukce a současně není zatržený jako měněný ani jeden zdroj tepla a chladu. V tomto případě se u tohoto vyhodnocení změny budovy podle §6 odst. 2 písmene c) také objeví hodnocení "ANO".
Tento příspěvek navazuje na dříve uvedený příspěvek:
Požadavky na energetickou náročnost pro rekonstrukce
červen 2014
Nezobrazuje se klasifikace spotřeby chladu u typů budov RD a BD Nezobrazuje se klasifikace spotřeby chladu u typů budov RD a BD |
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12. 6. 2014 | Autor: Ing. Martin Varga | |
Po provedení výpočtu se nezobrazuje klasifikace dílčí energetické náročnosti na chlazení v grafickém vyjádření průkazu ENB u typů budov RD a BD. |
duben 2014
Dodaná energie na chlazení se zdá příliš nízká Dodaná energie na chlazení se zdá příliš nízká |
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28. 4. 2014 | Autor: Ing. Martin Varga | |
Při měsíčním způsobu výpočtu energetické náročnosti se může vyskytnou situace, že vychází příliš nízká dodaná energie na chlazení budovy. |
Chlazení ve třídě D a horší (třeba i G) i u nových budov Chlazení ve třídě D a horší (třeba i G) i u nových budov |
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28. 4. 2014 | Autor: Ing. Martin Varga | |
Při výpočtu energetické náročnosti se můžeme setkat s případem, kdy i u úsporné budovy vychází dílčí dodaná energie na chlazení do třídy D a horší. |