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 |
Typy tepelných zisků tvořících odpadní teplo z chlazení ve výpočtu ENB Typy tepelných zisků tvořících odpadní teplo z chlazení ve výpočtu ENB |
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20. 10. 2023 | Autor: Ing. Martin Varga | |
V článku jsou uvedeny případy, kdy lze využít ve výpočtu energetické náročnosti odpadního tepla z chlazení. A dále popsáno, jakým způsobem je toto možno zadat. (Aktualizace 13.10.2023) |
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 - 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. |
ENERGETIKA 6.0.7 - nové grafy využití OZE, CHLrc, KVTE el. ENERGETIKA 6.0.7 - nové grafy využití OZE, CHLrc, KVTE el. |
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14. 1. 2022 | Autor: Ing. Martin Varga | |
Do protokolu mezivýsledků byly doplněny nové tabulky a grafy. Ty mají za úkol zvýšit přehled o využití OZE, odpadního tepla z chlazení a využití elektřiny z KVET v budově |
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. |
únor 2021
Proč je generována výpočtová potřeba tepla na vytápění i v letních měsících? Proč je generována výpočtová potřeba tepla na vytápění i v letních měsících? |
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23. 2. 2021 | Autor: Ing. Martin Varga | |
Zřídka se na technické podpoře setkáme s upozorňujícím dotazem, že něco musí být špatně v programu, když je uváděna potřeba tepla i v letních měsících. Zvláště, když je obecně zafixováno pravidlo pro ukončení sezóny vytápění při vnější teplotě nad 13°C. V tomto článku vysvětlíme výpočetní princip stanovování potřeby tepla na vytápění a jaké příčinu mohou vést k tomu, že se tak děje. Aktualizace 16.3.2021. |
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. |
prosinec 2020
Činitel typu regulace tepelného zdroje Činitel typu regulace tepelného zdroje |
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3. 12. 2020 | Autor: Ing. Martin Varga | |
V ČSN 73 0331-1:2018 i 2020 je tabulka A.2 se standardními hodnotami pro činitel regulace tepelného zdroje. V tomto článku uvedeme, zda-li je nutné je používat ve výpočtu či nikoliv. |
říjen 2020
Strop k půdě - jaké jsou možnosti zadání? Jaké je jeho zastínění Fsh,O? Strop k půdě - jaké jsou možnosti zadání? Jaké je jeho zastínění Fsh,O? |
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19. 10. 2020 | Autor: Ing. Martin Varga | |
Na technické podpoře se množí dotazy, jaké zadat zastínění Fsh,O stropu k půdě pro výpočet solárních zisků, když nad ním je ještě střecha. V článku si vysvětlíme okolnosti, které k takovému dotazu vedou a co s "tím"....nejprve si ale zrekapitulujeme možnosti, jakým způsobem lze nevytápěný prostor půdy postihnout v zadání. |
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. |
Vložení omezujících podmínek - výpočet EN ISO 52016-1 Vložení omezujících podmínek - výpočet EN ISO 52016-1 |
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16. 6. 2020 | Autor: Ing. Martin Varga | |
Po prvních zkušenostech "ostrého provozu" s výpočtem potřeby tepla a chladu dle EN ISO 52 016-1 byla u programu ENERGETIKA vystavena verze 5.0.1., ve které byly ve výpočtu doplněny některé omezující podmínky, které mají za cíl usměrnit výpočet v případě méně obvyklých až nestandardních zadání. |
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 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. |
duben 2018
Redukční faktor "b" při výpočtu potřeby tepla na vytápění část 2 Redukční faktor "b" při výpočtu potřeby tepla na vytápění část 2 |
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3. 4. 2018 | Autor: Ing. Martin Varga | |
V tomto článku si vysvětlíme, jakým způsobem se do programu ENERGETIKA zadávají nevytápěné prostory. |
leden 2018
Kdy použít energonositel: Soustava zásobování tepelnou energií Kdy použít energonositel: Soustava zásobování tepelnou energií |
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9. 1. 2018 | Autor: Ing. Martin Varga | |
V tomto článku shrneme zásady pro volbu správného energonositele při zpracování PENB v případě předpokladu, že "jde o dálkové teplo". |
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. |
březen 2017
Požadavky na účinnost zdrojů tepla v PENB (připomínky k vyhlášce 4) Požadavky na účinnost zdrojů tepla v PENB (připomínky k vyhlášce 4) |
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20. 3. 2017 | Autor: Ing.Martin Varga | |
Ze strany SEI je připomínkována skutečnost, že v protokolech PENB nejsou v tabulkách b.1.b), popř.b.5.b) u stejných tepelných zdrojů uvedeny stejné hodnoty účinností jako v tabulkách b.1.a) a b.5.a.). Níže v článku uvedeme bližší rozbor takové situace. |
listopad 2016
Graf rozložení tepelných ztrát Graf rozložení tepelných ztrát |
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8. 11. 2016 | Autor: Ing. Martin Varga | |
Výsledkový servis výpočtů je postupně doplňován o nové tabulkové a grafické prvky. Nyní od verze programu ENERGETIKA 4.2.8 byly doplněny do protokolu energetického štítku obálku budovy (EŠOB) koláčové grafy pro základní přehled struktury tepelných ztrát po jednotlivých typech konstrukcí (stěny, střechy a stropy, podlahy, výplně, k zemině, tepelné vazby) pro každou zónu. Grafy jsou uvedeny pro hodnocenou i referenční budovu dle ČSN 73 05040-2. |
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. |
Ve speciálních případech, kdy zóna (objekt) nemá nastavenu požadovanou teplotu v provozní popř. i v mimoprovozní době shodnou pro každý měsíc v
roce, lze využít tohoto odlišného zadání teplot po měsících. Toto odlišné zadání po měsících lze zadat pouze v případě výběru profilu užívání "definuji vlastní profil" a to jak u řešené zóny, tak případně i profilu pro přilehlou sousední budovu/sousední prostor.
Konkrétně se jedná o tyto hodnoty: (upozorňujeme, že tato funkcionalita se týká pouze modulů s měsíčním krokem výpočtu):
![](data:image/png;base64,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)
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)
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)
Stejně tak je umožněna nově tato funkce i při definování vlastního profilu užívání přiřazeného k sousední budově/prostoru za konstrukcí řešené zóny přilehlé k této sousední budově/prostoru - např. pro stěnu k sousední budově:
![](data:image/png;base64,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)
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mf0i+RJOPZyjZZJo2y8l1YaEixT1gIluIlmOGTXQcPvPD4nbU1XzVcmClWXE/gwlc7084WO7n77po1tXc+/sL+tw4nvtw5SJam+97F75t3vx5fQkY7hw3Dwk1JVHyse2L/MHzIbtgSNH2ZyKxyJEsA2Yme6nwvFAqF3ms/ET//rZ8bf6/jswwvt9ST5ZkzZ/r7P1dj5fHjn37Q/pE4HDly9NCh1ubmQ2+/3fR//++/v/vuoQJJlvJoaehFMZ0lNzxjPVBdU3vnwzt+fuBgl+2zOnKWLBNRTfau3geZbBabYJF5sjRfWCddgHDklv6skbhN1EOruAhrGBOntwsPiYRgqbM+i5iDZQdBMdTIk7upsYQklShPCJY2T7uyZT7habjqwVZWydIcZQ2naGO2u7DYta9HS5ukLXH6k8NvvbbjbqH7Tp9B+I5hvYpTxkGyNO1SLu4cqetk3jONf2L0DnXDJScPmH/qKcPKkSwBZGvki54PPzY9X2jkixMfftiT+aWWoz5ZyqJlkmCZ7ArB6hrpfc05S5aSJCAUqPdNSOOmdXp3kqU59skWcGTnbfo4+clgYS71OGgZYSAeN+0upTMdjKXNK4QWebeTdE2TNZbwXnwpYrBM79dCDZ1ZaTxDMotkaegGD8i6SO12YclqCl8oZBeXnv7ordd2PGx44IIgXnjy7xgyqZOleZdycedIr06SkuIfkOQBLcPKkSwBFKLRnyzFjiU1RxqCpezgfyy47RsrbG8JqVpzt+HmbI+SpfSGDIfBIrunDmVTIZu5Ujx4z+GDZWzqnPRulNRzJV0d4Sylev5XSFxp/ahTJqfBJbVOK1k6uaLTts2ET5HlU2X+PmG+1Vt9+NQLDf/Les9/+k9U9HTnSK9OSUpK9v0w48qRLAEUIh8kS2O0vG/faeFkVJKD/+mP3nptx/f1B0MaiX0yOUuWltNo8o6YgkuW4qm79PssJX0yDvosHTWv0KnmUp+lYWXXbnsn02CZ9l07drV2niwdRln7Nhaj5X37wonGNZ8GEG8+qblLu/XEXHFZ352zu59cSpaZ7Ryp62S9pkVaUvK9LMPKkSwBFCI/JEtjtLz7vrtTnFmytMHJroMHfr7j+/9d6HYRuhWcJUvz4cLm2kHx77S1dtLzzAWXLLO8ztKaJxxcZ+noeOf6dZaxmKGTcu22/y/xwtlFgrFYVt2V9utqXSND5R1H2WS9ZYnPVdV9j225Qf+3cZOLrW78stT8RKLPUq9cyhO/DmuYn50jdZ0k+7NsFR1/f/H6OkuHf8gAwJYvkqUhWgqcH/zVtnj9btnf0CSHMPGOZ0M3h/H6Nrt7w003gRpuAXWWfLxJloa7oJLeG653b4m365rmMNxLnlV4MOb2pHfY2jzVSdZYYrT8yleqrAUkl1V3ZSwWM37fMO7Sxis3E9snjSib9Dys7HNl6aq1u5vF0N6JyokhadV9+wx9g8d23bnCcnO4S8kys50jdasl358d9oxnWDnXkmX6f8gAwJY/kqX8OcTSA8TpTw6/tf+Fx++sXbNizV0vvPWBdku46cmKYr+MeB/Jnbs6w7HTnxz+SP3TLx7zAzV37XpX9mjKZM+z1J/RaH54pMNLM71JlqbIYf88S+GpMoY5Es+zND7/L5BleDA8ECjZUwHFp9SIRa3dEjwdC5/s+qBTPLoansWpTegsWGbbXakSj/vxB0ZKmk7bPulF2eRX+IkPw1FZv62JnVqBtQ/+6qPTss9A4iSA4SlT+gNdwyc/+I3hB2j0C1LcSpYZ7RypWy0QEJ/KaXqaZiI5p/H9xXnlXEuW6f8hAwBbPkmWsmgp/TNouj9XzvhkFsNfXU38OGk98srYJ0sbhgddFmKyzOA3eAyPgraXXXjI6GdWxOAWr7vhVnRrtEzxwzvSajpcaQlZtJWw/jBUelOnOg0bCEgTdfjAQw42rFi4k22U+AS4lizz/hs8Tp7Hn1XlXEuW6f8hAwBbriTL6dOnm5KlGi7zmCytx3C7g3+y3+YNBAKBqr966NfGY4vkdwn1y/ZtElbVmgd2bNErZNcBuWuf5CeHzbemF2ayjMVip9953va3n6vWfMv8U9GxWLjtlbtkx86a++RtleF9BeHOxke+muTXl39tTg6yaGS6u0o8mR9wHixdSpa2qaP69p1PJK7gyEWyNPal2VT0mGw/DgRqvvn8L+r1Ky2NJ1mT/Oa8+RPgYrLMYOeQExf+xOs7JX9Qqm/fZve74bYfybQr516yTPsPGQDY8k2yNH/rTnrwP/3RW7se//uNtwiP3qtasebLtXc+rp6btkx/eM8/1K7RHlRUXXPLxu/vTvyJDXf+7vnv1molVdfcsvH7O948fFr2KMSY9U/76cN7Htm4Ti25uuaWv9v25mHz7wIVarKMxWKx8Ml339zx/Y23xNtGfdyM9ZmgYks+Er8fX514j21bZXPH6umP3tr1uPBsxcR2kQl3/m7H38WfElC1Yk3tnU8dMN4cbDiZ7/wXHd1KljHjniI0s9BGOUmWhg5T+w+VuF3VB8PuOXw6lvQZmOHOt3c9kth14p9Ay87jarJUK5vWziFjWrj4J6BqxZraf7B+Ahx/JNOpnIvJMpbmHzIAsOWfZDk6pP84PxSC9B+WAx9LmccBoHiRLPOLZDkaGe6QTfenwuE/JEsAsEWyzC+S5ehx+qR2w/uvHkrchJ3uT4XDj0iWAGArf8lyioBkSbIsfIbH6WgMd+2jWJEsAcCWi8nS+uAhkqUFyXL0sNx+U7XmHxrpsATJEgCSIFnmF8lyFPk/D4s36D6yJ42bh+FrJEsAsEWyBAAAgDtIlgAAAHAHyRIAAADuIFkCAADAHSRLAAAAuINkCQAAAHeQLAEAAOAOkiUAAADckdtkOUVm8uTJYrIcP368140AAAAAF7iVLPWfDlep4ZJkCQAAUERIlgAAAHBHQSTLPgAAAIx+BZEsvY7XAAAAcAHJEgAAAO4gWQIAAMAdJEsAAAC4g2QJAAAAd5AsAQAA4A6SJQAAANxBsgQAAIA7SJYAAABwR5bJcuLEiVOnTiVZAgAAgGQJAAAAl5AsAQAA4A6SJQAAANxBsgQAAIA7PE2WM8uXr169+KpLvG4EAAAAuMCzZHlF1Zrrr79+NckSAADALzxJlpcGam5cs2bNqlWrSJYAAAC+4VWyrKmYOWnS5UtJlgAAAL7h6XWWJEsAAAAfyWuynByn3RhOsgQAAPARkiUAAADckWWyvOKKKyorKxcvXrxkyZKlS5cuW7asurq6urp6+fLly5cvJ1kCAAAUkSyT5fjx4ydOnFhWVlZWVjZp0qTJgilTppAsAQAAigjJEgAAAO7wNFmWlU2cOJFfdwQAAPCH/CVL8T01VpIsAQAA/MTdZGkKlyRLAACAIkKyBAAAgDtIlgCAHDpx4sT777/f0tISAhDX0tLS1tZ2/Phxrz+g7iNZAgBy5b/+678++OCD06dPDw8Pe10XIFfuSd999923ffv23//+9x9++KHX1XcZyRIAkBMnTpz44IMPvK4FkHP33HNPNFNvvvnmiRMnvF4DN5EsAQA58f77758+fdrrWgA5pybLz9MXjUYff/zxo0ePer0GbnIxWerhUs+XJEsAKF4tLS2cBEcxyCZZ3nfffS0tLV6vgZuyT5alpaUTL5lYdnlZ2fyySQsnaUP5pMkVJEsAKGKhUMjrKgD5oCbL/vRFo9F77rnHZ5+U7JNl2ZVlUyumzlwyc/ay2XOWz5m7Yu7cFXPnrpw7b9U8kiUAFC+fHS8BO2qyPJU+kqUkWV48fsrCKTMWz5i6eOrUJVOnVU2bXjV9etX06cumT6+eTrIEgOLls+MlYEdNlp+lj2QpSZazx0+tmDqlcsrURVOnLpk6bSnJEgAQi8VIligaarLsTR/JUpIs54yfXDF5SuWUKYumqMlyWtW0aVXTpi+bPn1ZPFmuXLly5cqVK1asWL58+fLly6urq5ctW7Z06dIlS5YsWrToyiuv9LoRAADu89nxErBDshRl32c5uXzylMopUyqnTF08ddqSadOWTtN6LkmWAFDMfHa8BOyQLEXuJMuAOVmqF1wWWLIM1gUCgbpgbhfS0VAbCNQ2dOR2KQBQ+JweLw+9+J2vGWxplE1iHSvVuOVrFg5nFWf/zouNL37na9958ZDjOSVVTmfBh7JenMOFqc2dxaKSSrTfi1vi65/lqo0CarI8mT6SZYpkuUhIlkvzmiw7GmolmbGjoVbMeMG6lLEyWJdt9OxoqM1NeA3WBQKBQCBQ29BQp61VsI4IC6CAOT1eNm5JEcHUtJJGsjTGmEMvfsdpkrLOnDdZxa80YmzK1s6GvP1IliTL9JLlpPJJkwOTEzfxLJmm5cuqaXnss5RkQtOojo6OTEopELKakSwBFDSHx8vkuSPRBZlxsrQb6XTm/MhXsswpkiXJ0pVkuXDS5MDkKYEpUxZNUZ89pN3KszSfydIaveIjzAFT71TsaKiNdwN2iPM0xMcbcps+dWK0MCoQUE+0m7pJDbWpbQjqM+gV6miorW1oqBPKlSwo3l+pzhikzxLAqODweNm4xTZ2NG5Rz9umE5zsw41YgnDOPD6x4aT8lkYxD6n9fMI8eknm0JRYurzO1trF+xCNJRmvEBCKMdfSuC5CSY2JCYUF2kVnyzyJRR568Ttf2/Ki9o42WqyFXfs1Ft3Z8E8FY8eOVWQuuOACcTKSpSRZXjp+0sJJkyssyXJJvpOlOUEmXhre0IOlPlYMg2qE0yYO1unZznC2XRgfE0qtbeiwnIA31k4vQijOdFmm7YKElSBZAhgdnB0vzddFygJk9snSMLpxi7AcywsxKQnJUj57usnSUj09fwklGWcVTuYb3xCKMryhRTwxBOpLTJYsk6yiJZ0a86S0+OJOlh0dHRdccEHyWEmyTJ4stRPii6dqw5Kp+U6WxkscxdQlpDJrsDQwjjWET3FiSTeoEEFtk6Us9xpnsF8QyRLAqOPoeKnmFlMPmTmPuZAsE+nGUpgwR5JkKZQplJB2sjSVJYtf5jITJdmerLcmS1P/rBj3bJOloxWxrJc4gmQpaGtrE8PlBRdc0NPTQ7JMO1ku8jBZirnMGLqsEdEmAdokS3OEM8xt/8JUsvncut7JaViizYJIlgBGncyOl7IY4maylJSVyEBJkqX5jHSmydKuq1Gy3uL5ZcOJb8v6WZKlvE6pzobLztKb37K5Q8rafsWXLD+2OHjw4Pnnn68oyvnnn9/e3m6dgGRpTZbjLh03acGkyRWTE89LjyfLqUum5vupQ2KPpCWhaVdBJk5Cu5IsTXelkywBIC7zZGlOZG6eDbc848ic3HKdLE1VkeRBoYrx6yZNJ8fNlw7kOVkaV4tkaZssP/7443feeccuVpIskyXL8smGSy3j4VJRf8sxf8+zVHOaJN51NNSqt+aI1zBmfzbc8rSjjM6GG4MpZ8MB+EQhJcskJ8PtZs5ZsoxPZE2M6pzmNbApSbz+0f1kmSjRUZ+l5LKB4kuWH6aPZClNlmULyiaVx0+IL5qiDh4lS/WhlXWSB1dqd1xLYqPpJLrtJNYbayRP0XR2B4/p3iDTJZvcwQPAHxwdLy1BRXahZdbJMmm4sklGjpOl+SLE1Am2ccvXvvadLVsss+o9mZZgad/7qae/rJOl/M4ic3FcZylBshRlmyxnxZNluXapZSJZLvYiWdr+0I41BiYe7yPe9yNNloapDSfCjWrr6pL1WdbVGUuIyZ6sLnnqUIxkCWAUcna8tHaJpX5mUDIOnpRuuB3cUHbayVJyF7XTvlHJ44QSfZbmG73Vt4zrZhdwM06W8sksuZB7wy1IliIXkuX8skkLJ+nPS9eS5SKvkqWdnP04jjOF+wx2AMgRx8dL2dMRrRMYUpr9L8k4+3VH8zMghdHpJUvTVZEOz7pLflZIjF+mBhGjpmH1zI8CUsdknCz1p1Za7oSX3lIladziTpbt6SNZpkiW6k08lVP0m8QLKFl2NNR62r9HsgRQdHx2vExTOv2s3htdtTUIbrUAACAASURBVC04JEuRy8kyoCVLtduyMJKlenrZ4/PGJEsARcdnx8s0efhDkRkgWWaFZCnKNlnOjCfLhcZkWVk4yRIA4AWfHS+di58rHkVJjWSZFTVZHk0fyVKeLK8um7Rg0qSF8Zt4AlO0fLloipYsdZPiysrKysrKJk6cWFpaOn78eK8bAQDgPp8dLwE7arJsSx/JMnWyrCBZAgBisRjJEkVDTZat6SNZWpPl2JljJ149sWxB2aQFk/SnWmo3iVeSLAGgiPnseAnYUZPlH9JHskwjWQZIlgBQ3FpaWoaHh72uBZBzarI8lL5oNHrvvfe2tLR4vQZuciFZXjWxbH5Z2YIy9SYebQhMJlkCQFFra2s7c+aM17UAck5Nlu+mLxqN1tfXt7W1eb0Gbso2WV5iSJZat2W855JkCQDF6/jx4x9++KHXtQByTk2Wmdm3b9/x48e9XgM3uZYs5xuTZQXJEgCKnvoTdgMDA5wWh4/dk7577723vr7+17/+dXt7+8jIiNdr4Kbsk2XplaUTr453W5ZPUgeSJQAgFovFTpw48f7777e0tIQAxLW0tLS1tR0/ftxnsTLmSrK8QkiWC+PJsnzy5AqSJQAAQDFxLVlebUiWarclyRIAAKCIZPuk9OnjJlw2YeJVE8uuLtN/5lG/4JJkCQAAUESyTZbjxpXMLhk/e7zac6n+GI/ec8nvhgMAABSR7JNlaWnphOkTSi4tKZlbMuGyCdpw+YTSy0tJlgAAAEXElWQ5Ma4sTj3pTbIEAAAoIi4mSzFTkiwBAACKjlvJ0horSZYAAADFJXfJcvLkySRLAACAIkKyBAAAgDtIlgAAAHAHyRIAAADuIFkCAADAHSRLAAAAuINkCQAAAHe4+6R0nmcJAABQvEiWAAAAcAfJEgAAAO4gWQIAAMAduU2W6v9IlgAAAMXA3WRpCpfKJBtlZWXqPKWlpePGjfO6EQAAAOACkiUAAADckY9kydlwAACAYkCyzIeOhtpAIFDb0OF1RQAAAHLIN8lSDW8WdcH0iwrWOZ4zWOdkumDd6IyVztYOAABAQ7K0cpos00igo5C/1w4AAOSCb5JlnOXEsxg5hZykjq4LqgHK8KY5U4klxAs2Btm6YFoFOqhDfCbTYuOrV1dXmxgvnVJbZkO8nokqmqoiax+7tdOXa5w8WBcYnZ2yAADAXT5PlobQlSQaGt4zBEFrCcaQZjPGEL2SJ8skdbCON85S29BhN6Wk3rY1s8ydau1qG4JaKNYLIVgCAAB/J0tz/2WHEIe0qGSKoHXBmCEImqbS3pIlUNOkSSY011VaB5E4ezzhyc9SC1OKhRlmEmqWrH3ka5dYbmJaw1wAAKCY+TpZyvvtxNRpPuUtnF02h0xxMqGvzpS9jBnUUbKU1kEoxNDLaHeXuWVKScerpYRk7ZN87eJj9E5TgiUAACBZup0sjddWZpwsJefJbZKl3ZTWZGk4n559soxHy2A8YQIAgKLn62SZ7DGSOTobnkGylNTBUHFtKnmytJ3SSbJM+pjNlMlSCLUESwAAEIu5kSwnTJhgCpd6vvQ6WUp75aS3wtj31tncwWN8S3K5YRrJUlIH26UmPWEuTukkWSZrH+namRJkvP4ESwAAEIvFfJ8sY3ZP77E+8SfxlpOnDhnfSJzAzuhsuKQOMXGcULQk4cmndJYs7dtHunbmCGl3zxEAAChOvkuWThXCHc2FUIesjPoVAAAAriJZeqgQ6pCN0V5/AADgMpKlhwqhDhmS/pwPAAAockWbLAEAAOAykiUAAADckY9kaVVWVqbOUFpaOm7cOK8bAQAAAC4gWQIAAMAdJEsAAAC4w4NkqU5BsgQAAPAZt5KlGi7LBNzBAwAAUFxIlgAAAHAHyRIAAADuIFkCAADAHSRLAAAAuINkCQAAAHeQLAEAAOAOkiUAAADcQbIEAACAO0iWAAAAcAfJEgAAAO4gWQIAAMAdJEsAAAC4g2QJAAAAd5AsAQA51N3d3dra2tzcHAIQ19zc3NraeuzYMa8/oO4jWQIAcqW9vb21tbW7u7u3t7cPbgiFQqdOnfrcv06dOhUKhbxu5pzr7e3t6elpbW09evSo1x9Tl5EsAQA5ofZWen0E95tQKHTmzJlwODzoR+Fw+MyZM8WQLHVtbW3d3d1ef1jdlI9kqdPfmzhx4sSJE0tLSydMmDBu3DivGwEA4L4jR450d3d7feD2m1AoFA6Ho9HosB9Fo9FwOFxUybKnp+fIkSNef1jdRLIEAOREc3MzJ8FdFwqFBgcHh4eHvd68OTE8PDw4OFhUybK3t7e5udnrhncTyRIAkBNFlQ/yhmTpP6FQyOuGdxPXWQIAcqLY8kF+kCz9h2RJsgQApFZs+SA/SJb+Q7IkWQIAUiu2fJAfJEv/IVmSLAEAqRVbPsgPkqX/kCxJlgCA1IotH+QHydJ/SJZisrzwwgvHjh07bty4cePGjTcqKSkpkGTZ0VAbCNQFtf+5VWqwLhCoC6r/TaMetQ0dmU9gX5MMZnNPbirQ0aEW6HTzJWm9eFE5kdPCC1CGe2nOFFv7jy7Flg/yg2TpPyTLwkyWwbqAmRBD1HddPhw6C1TBOm2ajoba5CE05QS2C0h/rnQScU4qYFdSoq2ElnWy+exaz1RUZvVJttACClnZS71fZLiX5obv2t93Cj4fNG0uVzTlm5u0kbvXCy8KEMnSNbvXqxt//W7ZWNN+kUsky8JNloYDXrCuoHpWciazLhsXk2Uu+oxcTAwky3S4+Y0jD3zX/r5T4Mly93pF2dSoVrVxk54vBiKx4bP9HtctCZKlS3avr9jaHovFYu1bK+LZsmlzuaJsbNSr07jJEjxzgWQ5SpJl4qjT0VBb29Cg9mkmusQ08eOSaf7ES2HagHycOtZYQOJVPJ2YDoJ6Efo426NksC5Q2xDUFykrRKibzYqYGiFYFwjUNcjKzLpxkmyV+Eu7NVLbSihUXnPZvPLWMxUlXztLffQai8nSOqOl8Axbw67GKTaK/S6XViExob9fbWdhv03ezuq/G+Jz1wUTJUnSqV0jO/p4ysY63LiyPV/WaMiFgk6WTZsrlDsaIwPqq4FI4x1KxeamPvosvZXHZLl3Y2V9S19fX19LfeXGvX19aq6s3N4e3yn6tP1C2zFyiGQ5mpJlXTBmuTDMkEESLwwF6C8sY+3ia3rJUn9bGJssWSaWK3TF2tRNviKmRrAr03A1Y2J8Zo2TdEabNbKeDXdWc9vWs0ahDssbhjKFJjDUR9IshgIzbg2bCUz5XbJ0m13OvhDZuptXQfyGkqKd1SBnnVy+LewaWfLxTLEHylcq2TZyEseRCwWdLPdsUCq3Hkq8PrS1Utmwp6+vb+9GRUschYlk6ZKByP4N6invDfsjA319fU1bKpTKbYf7TVPFct+HTbIcJcnSLnSYJ9QDqPCG3fFGNq+8Xy95srTtrbJNlqmPhYYlWldEcuWipEzzRXSytOK0cSxjpTU0j5fnF2c1T5UsnWx681rr207aLPZnY9NojVRzOdko9qNtSo4XatuP6qCdLVlO9m+7Gti0od3KytvTlJCdbCOSZV4VdLLcu1GxCDzaRLL0Vl6vsxyIqAvVOin3bFCUTW94cSEEybJwk6WRoYNGPPdmntDSLSJNqaYTb7HkiTVpsrQ/c5tBspTUTbYipgOvfSgxVEHSJeuwcaxLsk1VDpJl6po7SJb2m9602vos8fG2zWJdagatYa6teWbbpds1o6QQu3U3r0CisR0mS9OVDOaqGFdd2sjG7Zu0qS3NavzaYD9j6v0HuVHoybJye3uisu3bK9VESbL0kpf3hu/dqCjqafF8I1kWbrK0OURYkqXdNf9aGebel4D09KOhw8ZSgXwkS/u6SVYk22SZXuNIqm/fp5XPZGnbwZh9ssy4NeQVss29qZOlpBC7dR89yVLWMiTLglfoyVI9+63RO6xIll7yMlke2lqpdlsbNDXl/qJbkuXoTpZJjyXBuoB6X4sQgcyHNaFbyHIcd5gs7U96ppMsbesmW5E08pn0lGJajSOrv6Ey3iTLFDWULCKYxtnwzFvDTrzwdM+GSwtJkXStL3ORLKVLMq5esj3QslKOz4aTLL1S0MnSFCOaHg1o112SLL3kZbLsP7ytUqnYYgySTVvKc393OMkyjWSp/hpPYSVL0xX9wTrL7QPmhBY0vBc/1puXJo4z3dpgPXFqjKiJf6WZLGV1k6+I0+Or3W0QaTSOlaUyHiVL202vdoRppQprbaiPrFlsYmt6rSEwF5J66ZJdLkkhknUXCxHbISfJUtbIso+ndWXtV8r2qs/U5YufU+REQSfL/rP779AfV9i0uVxR7th/tr+PZOktT5+U3n/26PZKwzMsd69XFOERArlCsrRLltZwWZjJMma86sx4+LdkxvjZt4BwElNy0Zp+dlJ7FRTPKsouybNeNpb+dZayutmtiPOeG2HtTNVx1DjW+qd/5YAhfmWZLE1JTrrpg3WBQF1dnWWtxbQkbxax8Exbw0AoxJKHJBtFuss5KMRyYlobaXjqUA76LCWNnPTjKVRTulK2GzdZ+fJGQy4UdLLs6xuItG+vjN+8k3jYDMnSSx7/Bk//2WH1GZb6TV3b22O5zpUky0JNlgXLfP0XCg/nRPOARi5GBZ4s1RyhSTxYhiele6kAft0xfse4Wp+87Aoky7STpcnEiRMnTpxYWlpaWlo6YcKEsWPHet0IuZTsjiEUCEJPHtDIxajgk+WoRLL0H5IlydKpZFfUoYAQevKARi5GxZYP8oNk6T8kS5IlACC1YssH+UGy9B+SJckSAJBaseWD/CBZ+g/Jkjt4AACpFVs+yA+Spf+QLEmWAIDUii0f5AfJ0n9IliRLAEBqzc3Nvb29Xh+1/YZk6TO9vb3Nzc1eN7ybSJYAgJxobW3t6enx+sDtNyRLn/nkk09aW1u9bng3kSwBADlx7NixtrY2rw/cfkOy9Jn333//2LFjXje8m1xJlipruCRZAkBRO3r0aFtbW09PD6fF3RIKhcLhcDQaHfajaDQaDoeLIVn29vZ+8skn77//fltb28jIiNefVDeRLAEAOdTd3d3a2trc3BwCENfc3Nza2nrs2DGfxcoYyRIAAABuIVkCAADAHSRLAAAAuINkCQAAAHeQLAEAAOAOkiUAAADcQbIEAACAO0iWAAAAcAfJEgAAAO4gWQIAAMAd+UiWuolxpXETJkwYO3as140AAAAAF5AsAQAA3NQ7bba/hyTrTrIEAABwk+fJj2QJAADgE54nP58nS+7gAQAAxcPz5Dd6k+UFF1xw0UUXiclSzJckSwAAUHQ8T34kSwAAAJ/wPPmRLAEAAHzC8+RHsgQAAPAJz5MfyRIAAMAnMghkhYlkCQAA4DGSJckSAADAHc4D2cjIyMjIyLBHRuKyXxEdyRIAkCvd3d2tra3Nzc0hoJjYBTLTZE1NTQcPHuzaebU3w7MVPa/e2t/8ohoxpR9hkiUAoFC0t7e3trZ2d3f39vb2wSWhUOjUqVOf+9SpU6fUyOV1M2fLLpCZJ+vt/fTTT7t23RB96978D4PBe7747bc/efWW43u+ahcuSZYAgIKg9lZ6clD3t1AodObMmXA4POg74XD4zJkzRZUsT548eeLEia6fXT/05jpvhsZbhn7z9eOv3fr5vz0kDZckSwBAQThy5Eh3d7cnB3V/C4VC4XA4Go16dWVe7kSj0XA4XGzJ8vjx410Nq4d+dZOHwxf7/7rnl+ui0SjJEgBQoJqbmzkJnguhUGhwcHB4eNjrLey+4eHhwcHBYkyWL9cM7bvRwyG8b+0fG2qGhoZIlgCAAuWDcFCYSJajQnrJ8qVVQ/+yxtuh66VVQ0ND1v2KZAkAKAg+CAeFiWQ5KqSXLF9cHnnjWm+HrheXRyIRkiUAoED5IBwUJpLlqJBesnxhWWRvjbdD1wvLSJYAgMLlg3BQmEiWo0J6yfL5qsjrq7wdup6vGk3JUjVRUFpaWlpaOmHChJKSkrFjx+ZyRwUAeMAH4aAwkSxHhfSS5XOLI68tT2dY8oeHrz4gHZ5Yok7z2T9XpVVm13OLSZYAgMLlg3BQmEiWo0KaybIysmeZw+Gzp+cf+MGM6xQbCy75+J+Wdf/4yuf/bvaBH5R3Oy6267lKkqVnOjo6vK5CAeloqA0Eahs6vK6HREdDbSBQF9T+l4slBOsChbryOnZXeKVwwkFTU5OflkWyHBXSS5bPVkReXepsqHzjuvPsUqWiKIrylw/ev+Dlleq/L3r40fLPnJXc9WxFgSTLK6+8ctGiRUuWLFm6dOmyZcuqq6vVaylXrFixcuVKLVleFjcvbu7cuXPmzJk9e/asWbOmTZuW/e7Y0VAbkEkzUATrUuSEjobaQk8S+dXRUOugkYN1qTZF6ikyEqwL6NlP37gpt7JdZcwzButMk+VoLTLG7govuR0OmjaXxw+d5Zvj8W33euGF3VzlW1os4y0zNm0uV9bvzrqGkmW5ULIBydI1u9erO5Rx88THmva1NKWXLJ9ZGNm9yNkwa51y3v2P2k7Q/aPL6ivH1j8058GLFUVRlClT3nZWctczCwskWQYCgVWrVtXU1Kxevfq6665bs2bNDTfccMMNN9x4441f/vKX85csE7I6mJIsc8OzZGm3LFeSpbU3kGQJJLgbDnavV5RNjWrJjZv0LDAQiQ2f7U8yX0t9pVJZ32IZv3ejaXRLfaWycW9WdbRZlgslG5AsXbJ7fcXW9lgsFmvfWhHPlk2byxVlY6Neo8ZNluDpUHrJ8un5kV8GnA2XrFPOu/+H8ne7t8+tX6zMmz9mljLm4brZD16szF9x6XvOSu56en6BJMtFixZdc8011157rRor1UD55S9/+aabblq7dm0hJEuhNzMxOlgXqG0I6u/oYUCMDtYZhTHqHMaeUtssIllQR0NtbUNDnVC6tJ6uFWWKPMJLycTmDuC6oGXp4qR20UXtLwwEAmr1xApLt0igrkG6RYSKy5Obw5aR9lk6qYz+RsYz2k2fwVrYFmUZa9ld5TNaWyllgwOOuBkOmjZXKHc0RgbUVwORxjuUis1NfULX4+71Svnm3Xq3pjpS6OY0hwOnyVLaUyobbb8skqVj+U2Wezdqu0BLfaW6gZo2lyuV29vjO1qftq9pO1t60kuWO6+K/KLc2XDxOuXc+7dI3ureNqd+sTLv2gnxSzDHvvycwzLLI78o79p5VYEky8WLF9fU1Fx33XXXX3/9DTfcoGZKNVbefPPNinpVpXfJ0u6FGnrE4636bz06GK7NC9YZwqU0rQXrAjahR7og09WJdotzryhLZeuCDpabWF3D0hNT2iZLc0MZaitZYpIt4iRZOmkZa7J0tHsYK5nZjPndvol/i/VMtkubwzHJEm5wMxzs2aBUbj2UeH1oa6WyYU+fEBD3blQURdmwPxaLxWKNd6iBr//scPv2SqVye3tMCAt9fX1Ok6W8p7Rpc7lSsa1dHd2+rSLFskiWjuU3WQ5E9m9QI9iG/ZGBvr6+pi0VSuW2w/2mqWIp+sXl0kuWT10eeWW+s2H6OuXc+zebx3c/Pqt+kTLv2vH6nT3z/3by6991WOb8yCvzu566vHCS5erVq6+//nq1w1LNlGqsXLdundfJ0nxc1C8KtOvCi0cH89WDhihm2+VkE3pkCzKWY7s4F4sSZjfMmmS59k2Zsj2SVTZV9ZKMz6aRrcnS4e6ReJXpjHnYvvKWEeZ1ukuTLOEaN8OBmhuNAo82mZKl3qs5sO8ORU2eyc6GW1ny396NiZEDkZiaGXd/XVHu2B/PGv1nj26vVL6+235ZJEvH8n2d5UBEXa623+zZoCib3kg/REqllyx/elnkn69yNkxbp5xz/z8aRnZvnVm/UJlliJVzHBeoDV0/vYxkacN0MLWIRwPzmUrDePOVePoE1iSln/O167OULsh4nLddnJtFScJa0uUaK5FespRdkmCI7pYJk2wRZ2fDU7aMJVkm3T2SJcu0Z8zH9k1USv7dIOmM8gslLK+AtLicLCu3tyfKbt+uZThDskzEt8SrZNdZiiXG2rdL8t9A2/ZK8ynupkcDNjGXZJktj+8NN+5EWUorWXbumDv4T1c4G6berJzzvX8Uxjx9af0iZf6MxA3j8/9m5rGnL3NcoDZ07phLsrRhSpZJrmnrsM6TVrIMite+ZRV68pIs4zU0dl7aTWx+VI9Pk6WT/mdpskxrxvxsX32ZxkstSZbwitt9lmofpErvXMoqWTq4zrL/7HAspp5ej19T2VJfaQqlMe10KckyWx4ny0NbK9XvCAYZPkgqvWT5k9mDP7/M2TDlZuWc7z0ijPn2BbNWT/6PJ+Ye+8b5aqzse2Jq/R2XOC5QGzp/MptkaSPZ2XCdG2fDTYfq9E/UJsZnfbbUWVHB+P0l8RFJV9NYg9F6NjxJsnS6e6Q+G55qxjxt35g4kfmLUNJtTbJELrgZDkyH/KZHA9p1l7lOlpqBSEzt1azY0tT/xiZjzDUUQbLMhsfJsv/wtkqlYosxSDZtKc/o7vD0kuWTMwd3zXE2lN2sfOl7DwtjvnW+oiizasrqK5X5t108uGvOf6z70ux10x0XqA2dT84kWdqwnNFNvAoa7ndIeYuGIZFZu0HFg652KtKasewWZDqcp32HR2ZFadU05hTrxNZcmXayNJQh1tzRHTymtYuPVqsvT5YOWsaSLJPuHsmSZdoz5n77mvdGS59l0l3apny7BgcccTMc9J/df4fxLmztQsccJ8vd6xOhQr+9Qz1Frt8pvnt9/AXJMltePyldvWhWfArA7vWKcAFvOtJMlhcP/uxSZ0PZV5QvffOeSxJj7r5QOwl+2/TBn106+LNL9tZ8ad5XpjsuUBs6n7yYZGlDdiLW8qiVYF0gUFdXZx5t6IcUZrQJZ/EzjwHzWeYEuwWZe5DsFudyUZLMaJ1Ychmh6blBDpKlWI7Dpw4Jz9wxFBlMrHPQsq5ptIw1WcaS7R7JkmW6M9qtdQZrYVuUsDdalmpIiinLT9nggCPuhoOBSLt+yaPwYJiUybL/8LZK/TJJ4fHoyZJlYjL1mTNxmxrVe4S128D1ayy3t2vj5csiWTrmdbJUL39o3CReQSt5sIAj6SXLJ2YMNsx0Nkz94XRFuWrcgQcm2wzjblSU2/+nw9ISQ+cTM0iW2cjbST4XF8SJSTv+aBl/rAWQ4HY40C55jMXEh8DoT0rX79yOj46/0maLDPT19Q20bd+kxUnLI9b7zw7HZxEm0+8e1suwVEYoR74soWRXkCxzTNzmGT1wqK+vL91k+eOpgy/PcDyU3i55skHC/K9NTqc0bej88VSSZTZIln7ij5bxx1oACQX4089NWzZsPZw6KDicLA+FSJEsR4X0kuWPJg++NM3bofNHk0mW2SBZ+ok/WsYfawEkFGA46D8bcdID5XCyPBQiRbIcFdJLltvLBl+c4u3Qub2MZAkAKFw+CAeFiWQ5KqSXLLeVDr5Q5u3Qua2UZAkAKFw+CAeFiWQ5KqSXLB8vGXy+1Nuh8/ESkiUAoHD5IBwUJpLlqJBestw6bvC5Em+Hzq3jSJYAgMLlg3BQmEiWo0JaybKjfkz42bHeDh31Y0ZTsjQpLS0tLS2dMGHChAkTSkpKxo4dm8sdFQDggebm5t7eXk8O6v5GshwV0kyWF4afGePhMLBzTMfWC0mWAIDC1dra2tPT48lB3d9IlqNCesnysfPDT1/g4XD6pxf8+aczh4aGSJYAgAJ17NixtrY2Tw7q/kayHBXSS5aPnhfe+RceDj3b/7J33+1DQ0MjIyOmjVKgyXLlypUrV65csWLF8uXLly9fXl1dvWzZsqVLly5ZsmTRokVXXnllLndUAIA3jh492tbW1tPTw2lxF4VCoXA4HI1Gh30nGo2Gw+FiTJY/PCf81Ln5H/qfPPfkj85tefCcD7ZNH/zi82g0SrIEABS07u7u1tbW5ubmEFBM7AKZabKDBw++8847zfWXH/jfc/I//PYHV/znT2788MCPw2cH1FPhJEsAAICC4zCQjYyMRKPRSCQSDofPeiEcDg8ODtrFSucrIiJZAgAAuMl5slQvAxgaGork3dDQ0NDQkHplhTRWOl8REckSAADATc4D2cjIiJovPTESl/2K6EiWAAAAbsogkBUmkiUAAIDHSJYkSwAAAHfYBTLfDEnWnWQJAADgJs+TH8kSAADAJzxPfiRLAAAAn/A8+ZEsAQAAfMLz5Dd6k+WVV165aNGiJUuWLF26dNmyZdXV1Wp6XLFixcqVK0mWAACg6Hie/EZvsrzgggsuuuiiiy66aOzYsWPHjh1nRLIEAABFx/PkR7IEAADwCc+TH8kSAAAAox7JEgAAAO7IR7JUlQomTJgwYcKEkpKSkpKSiy66yOtGAAAAgAtIlgAAAHAHyRIAAADu4DpLAAAAuINkCQAAAHeQLAEAAOCO7JPlmDFjxHApRkySJQAAQBEhWQIAAHhjZGRkZGRk2CMjcS6uEckSAJAr3d3dra2tzc3NIQAWTU1NBw8e7Np5tTfDsxU9r97a3/yiGjHd+tSTLAEAOdHe3t7a2trd3d3b29sHl4RCoVOnTn3uU6dOnVIjl9fNnCe9vb2ffvpp164bom/dm/9hMHjPF7/99iev3nJ8z1ddDJckSwCA+9TeSq8P3D4UCoXOnDkTDocHfSccDp85c6aokuXJkydPnDjR9bPrh95c583QeMvQb75+/LVbP/+3h9wKl7lNlupz0UmWAFBsjhw50t3d7fWB24dCoVA4HI5Go15dmZc70Wg0HA4XW7I8fvx4V8PqoV/d5OHwxf6/7vnlumg0SrIEABSo5uZmToLnQigUGhwcHB4e9noLu294eHhwcLAYk+XLNUP7bvRwCO9b+8eGmqGhIZIlAKBAFU84yDOSpZ9oyfKlVUP/ssbboeulVUNDQ67sVyRLAID7iicc5BnJ0k+0ZPni8sgb13o7dL24PBKJkCwBNjU5JwAAIABJREFUAAWqeMJBnpEs/URLli8si+yt8XboemEZyRIAULiKJxzkGcnST7Rk+fzSyOsr0xmq/vDI/APS4ckqdZrPXqlOq8yu55eSLAEAhat4wkGekSz9REuWzy2KvFbtcPjsmQUHHp5xnWJjwSUf/3N19xNXPX/XnAMPV3Q7LrbruUUkS890dHR4XYVRpqOhNhCobejwuh4SHQ21gUBdUPtfLpYQrAsU6srr2KWRCwUSDpqamny2LJKln8STZSCyp8rZsOiN68+zS5WKoijK+Q/ev/Dlleq/xz78WMVnzkruei5AsjToaKgNyKQZFoJ1KTJAR0Otuykh5RJ9oKOh1sGGCNal2lypp8hIsC6gZz99c6TcLnaVMc8YrDNNlqO1yJjruzSgcTUcNG0ujx83yzfH49vu9cILu7nKt7RYxltmbNpcrqzfnXUNJcvSS3ZhERqSpWt2r1f3KeOGiY817W65oSXLZ8sjry5xNly6Tjnv/sdsJ+j+8eX1lePqH5r74MWKoijKlKlvOyu569ny0ZQsrSZMmFBSUlJSUjJ+/PiLLroo+9VIyOpAmf9kiTjPkqXdslxJltbeQJIlioWL4WD3ekXZ1KgW27hJDwIDkdjw2f4k87XUVyqV9S2W8Xs3mka31FcqG/dmVUebZeklu7AIDcnSJbvXV2xtj8VisfatFfFs2bS5XFE2Nuo1atxkCZ7u0pLlMwsiuyudDTPXKefd/6j83e4fzatfrMybP2aWMubhh+Y8eLEyf+Xs95yV3PXMApKlDfOBUujNTIwO1gVqG4L6O/qBXowF1hmFMeocxp5SSVxQK9NQl5giWGecOr7E1FParYvIbr06Gmr1wtU5JUWZIo/wUjKxuZO4LmhZujipXXTRV1Ktnlhh6VYL1DVIt5pQcXlyc9gy0j5LJ5XR38h4RrvpM1gL26IsYy27tHxGayulbHDAvWTZtLlCuaMxMqC+Gog03qFUbG7qE7oed69Xyjfv1rs11ZFCN6c5GThNltKeUtlo+2WRLNOR32S5d6O2F7TUV6qbpmlzuVK5vT2+r/Vpu5u2v+WEliyfvjryywpnwyXrlHPv/6Hkre7tc+oXK/OumxC/BHPsy887LLMi8suKrqevHsXJcsKECflKlnYv1EAjHkvVf+uxwHDdXbDOEC6lSSxYF5AcX9XDtF52QIykxgSTekq7Kons1st0oaNNUZYVqgs6WK5hXRJLT0xpmyzNjWmorWSJSbaak2TppGWsydLRLmSsZGYz5nf7Jv4t1jPZbm8OxyRLpOJaONizQanceijx+tDWSmXDnj4hIO7dqCiKsmF/LBaLxRrvUANf/9nh9u2VSuX29piQFPr6+pwmS3lPadPmcqViW7s6un1bRYplkSzTkd9kORDZv0GNYBv2Rwb6+vqatlQoldsO95umiqXoGs+Klix3Xhn5xUJnw4x1yrn3bzGP7942u36xMu/aEv3Onvm1U17/rsMyF0Z+sbBr55UFnizVcOnFHTy22S8mXPBn1z0n5jxxRkPMsu1OskmW1oO5zRKTTmlbpSSVsKm2bVHC7IZZkyzXvrlTtlmyyqaqXpLx9skydctYk6XDXSjxKtMZ87B95S0jzOt0tydZwhHXwoGaG40CjzaZkqXeqzmw7w5FTZ7JzoZbWWLf3o2JkQORmJoZd39dUe7YHw8a/WePbq9Uvr7bflkky3Tk+zrLgYi6XG3X2bNBUTa9kbMQKaUly6cui7xytbNh2jrl3Ps3G0Z2Pz6rfqEy69rxiVj5t3McF6gNXU9dRrK0YTpQWsQP++azkIbx5qvs9AmsKUk/n2vXZyk9TypNlkmntK2SyG69jJHBvihJWEu6XGMl0kuWsssWDE1imTDJVnN2Njxly1iSZdJdKFmyTHvGfGzfRKXk3w2Szii/UMLyCtC5mSwrt7cnCm7frmU4Q7JMpLbEq2TXWYolxtq3S2LfQNv2SvMp7qZHAzYxl2TpAo/vDTfuR/mhJsvOHfMG/+lKZ8O0m5VzvvePwpinZ9cvUubPSNwwPv9vZh17+nLHBWpD5455JEsbpmSZ5Hq1Dus8aSXLoHhdm32f5WhKlvGlGTsv7SY29LNamsA3ydJJH7U0WaY1Y362r75M46WWJEvkgqt9lmofpErvWcoqWTq4zrL/7HAspp5ej19T2VJfaQqlMe1cKcnSBR4ny0NbK9WvCQa5fZaUlix/Mmfw55c7G6bcrJzzvUeEMd++YNbqKf/xxLxj3zhfjZV9T0ytv+MSxwVqQ+dP5pAsbSQ7G65z42y46TCc62SZ9dnSxPhkRQXj95fERyRtCmMNRuvZ8CTJ0ukulPpseKoZ87R9Y+JE5j0v6bYmWSJdroUD0/G+6dGAdt1lrpOlZiASU3s1K7Y09b+xyRhzDUWQLLPkcbLsP7ytUqnYYgySTVvKc3l3uJYsn5w1uGuus2HSzco533tYGPOtCxRFmVVTVl+pzL/tksFdc/9j3Tmz181wXKA2dD45i2Rpw3K21hjSEmd9U95+YUhb1m5Q8YCqnWa05CcXk2X6d3iYqm06AWpXlLYqxpxindiaK9NOloYyxJrbVS/Z2sVHq9WXJ0sHLWNJlkl3oWTJMu0Zc799zXuspc8y6W5vU75dgwPuJcv+s/vvMN6FrV3omONkuXt9IlHo93aop8j1O8V3r4+/IFm6wOsnpavXzYoPAti9XhGu4c2BeLK8ZPBns50NZV9RvvTNe2Ymxtx9oXYS/LYZgz+bPfizmXtrvjTvKzMcF6gNnU9eQrK0ITvJanmMSrAuEKirqzOPNkQ6YUab4BU/qxgwn0GWVybLZGlbJYHdepk7o5IVJcmM1okllxGanhvkIFmK5Th86pDwzB1DkcHEOgct65pGy1iTZSzZLpQsWaY7o91aZ7AWtkUJe6xlqYakmLL8lA0OuPk8y4FIu37Jo/BUmJTJsv/wtkr9Mknh8ejJkmViMvWBM3GbGtUbhLXbwPVrLLe3a+PlyyJZpsPrZKleAdG4SbyIVvJsATdpyfKJiwcbZjkbpv1wuqJcNe7AA5NthnE3Ksrt/9NhaYmh84mLSZbZ8OsJPL+uV/b80TL+WAsUC1fDgXbJYywmPgFGf1K6fud2fHT8lTZbZKCvr2+gbfsmLU5aHrHef3Y4PoswmX7rsF6GpTJCOfJl6SULi8gSyTLHxM2eywcO9fX16cnyx9MGX77Y8VB6u+ThBgnzvzYlndK0ofPH00iW2fDrEdqv65U9f7SMP9YCxaLQfvq5acuGrYdTpwSHk+WhEDskSz/RkuWPpgy+NN3bofNHU0iW2fDrEdqv65U9f7SMP9YCxaLQwkH/2YiT7ieHk+WhEDskSz/RkuX2SYMvTvV26Nw+iWQJAChcxRMO8oxk6Sdastw2cfCFSd4OndsmkiwBAIWreMJBnpEs/URLlo+XDD5f6u3Q+XgJyRIAULiKJxzkGcnST7RkuXXc4HMl3g6dW8eRLAEAhat4wkGekSz9RE2WHfVjws+O9XboqB9DsgQAFK7m5ube3l6vD9w+RLL0k3iyvDD8zBgPh4GdYzq2XkiyBAAUrtbW1p6eHq8P3D5EsvQTLVk+dn746Qs8HE7/9II//3Tm0NAQyRIAUKCOHTvW1tbm9YHbh0iWfqIly0fPC+/8Cw+Hnu1/2bvv9qGhoZGRkey3I8kSAJATR48ebWtr6+np4bS4i0KhUDgcjkajw74TjUbD4XAxJssfnhN+6tz8D/1PnnvyR+e2PHjOB9umD37xeTQaLYRkef755+vJ0houtWSpmxBXEjd+/PiLLroo+9UAABSg7u7u1tbW5ubmEACLgwcPvvPOO831lx/433PyP/z2B1f8509u/PDAj8NnB9RT4SRLAACA0WpkZCQajUYikXA4fNYL4XB4cHDQxVgZsyTLM2cGxKGr60/i8O67f8gkWXI2HAAAwGRkZES9DGBoaCiSd0NDQ0NDQ+qVFW7FypgsWVZWlP/dnd9+4P77xeHJJ574lzfeaGv7gGQJAADgjpGRETVfemIkzsU1sibLRx5++F/eeON3Rm+//fahQ4eOHv2QZAkAAAA5zoYDAADAHSRLAAAAuCOt6yw5Gw4AAABbXGcJAAAAd3A2HAAAAO4gWQIAAMAdXGcJAAAAd3CdJQAAANzB2XAAAAC4w5Qs+/o+O3my9/jxTz9o/0gcjhw5euhQa3PzIZIlAAAA5EiWAAAAcAfJEgAAAO4gWQIAAMAdJEsAAAC4Ix/JUjVBUFJSUlJSMn78+PHjx48ZM8brRgAAAIALSJYAAABwB8kSAAAA7iBZAgAAwB2uJEu7cMkdPAAAALZGRkZGRkaGPTIS5+IakSwBALnS3d3d2tra3NwcAmDR1NR08ODBrp1XezM8W9Hz6q39zS+qEdOtTz3JEgCQE+3t7a2trd3d3b29vX1wSSgUOnXq1Oc+derUKTVyed3MedLb2/vpp5927boh+ta9+R8Gg/d88dtvf/LqLcf3fNXFcEmyBAC4T+2t9PrA7UOhUOjMmTPhcHjQd8Lh8JkzZ4oqWZ48efLEiRNdP7t+6M113gyNtwz95uvHX7v18397yK1wSbIEALjvyJEj3d3dXh+4fSgUCoXD4Wg06tWVebkTjUbD4XCxJcvjx493Nawe+tVNHg5f7P/rnl+ui0ajoyBZqneCkywBoNg0NzdzEjwXQqHQ4ODg8PCw11vYfcPDw4ODg8WYLF+uGdp3o4dDeN/aPzbUDA0NkSwBAAWqeMJBnpEs/URLli+tGvqXNd4OXS+tGhoacmW/IlkCANxXPOEgz0iWfqIlyxeXR9641tuh68XlkUiEZAkAKFDFEw7yjGTpJ1qyfGFZZG+Nt0PXC8tIlgCAwlU84SDPSJZ+oiXL56sir69KZ1j2h0cWHJAOTy5Tp/nsleVpldn1fBXJEgBQuIonHOQZydJPtGT53OLIa8sdDp89s/DAwxdfp9hYMPPjf17e/cTVz98158DDFd2Oi+16bjHJEgBQuIonHOQZydJP4smyMrJnmbNh0RvXn2eXKhVFUZTzH7y//OWV6r/HPvxY4DNnJXc9V0my9ExHR4fXVUgqWBcI1AXV/3pdFxd1NNQGArUNHV7XwyW5X52OhtpAoC6o/S8fMzoWrAsU/LYs9I/5aFA44aCpqclPiyNZ+omWLJ+tiLy61Nkwe51y3v2P2U7Q/eMr6ivH1T8078GLFUVRlCnT3nZWctezFSRLg46G2oBMmgfGYF2K411HQ22hHxFj5gN3ypVKr2BZk7q4CDsdDbV+SsrOVif114PkUwTrMvgQJGZUt6m+cVNuZae7R7DONFmhfQ0aHR/zwud2OGjaXB7vlCnfHM9uu9cLL+zmKt/SYvPu7vVCV0/ygpxXUrK4ps3lyvrdWZeuIlm6Jr79jdvG9b0iGS1ZPrMwsnuRs2HWOuW8+x+Vv9v9o8vqFyvz5l80S7no4YfmPHixMn/lnPecldz1zEKSpY2sDgo+SZY542GyLErZJkvXa+NKsrT2BpIs/cndcLB7vaJsalRLbtykZ4GBSGz4bH+S+VrqK5XK+hbJO02byxVlY6Ne38ZNloiRPpvFtdRXKhv3Zle0jmTpkt3rK7a2x2KxWPvWiviGz8lekYyWLJ+eH/llwNlwyTrlvPt/KHmre/vc+sXKvOsmxC/BHPvy8w7LDER+Geh6ej7J0ob5oCD0ZiZGB+sCtQ1B/R39oCYeAq0zCmPUOYw9pbbHVMmCOhpqaxsa6oTSpfU0rVjqWcx9t3XBxEqpLaOVEAjUBbWeKbteLb0sQ7sF6hr0Zci6RWVtIquVw00jFitpF1MkkSWUrDaBffnpNL7j1dEXok3cUGessLS5xC0irnzKPcphy0j7LJ1URtprntaMLq6FbVGWsZaPuXxGaysJrV9oUdkjboaDps0Vyh2NkQH11UCk8Q6lYnNTn9BnuXu9Ur55t96tqY4UujnN4aBpc7lSub09XmS8VK1Yy6SSDizraPvFkSydyW+y3LtR+xLQUl+pbp009gq3aMly51WRX5Q7Gy5ep5x7/xbz+O5tc+oXK/Ou1WOlMr92yuvfdVhmeeQX5V07ryJZ2jAcs+1eGM4SCteT6YdAwzVmwTpDuJSmjmBdQHYssVuQ6So7u8WZV8w0i3w9zaPEZCmsaECsi3V5+tqZV1mvqFBPMXwkbZNEYY42TWIRdlHMskDLNshuE8jLT7W9DI2fzurYtrbdEpOtXbLdI42WsSbLNLdd5jM6+Vy4t30T/xbrmexPgTkckyyN3AwHezYolVsPJV4f2lqpbNjT19e3d6PWRbh3o6Ioyob9sVgsFmu8Q017/WeH27dXKpXb22NCWOjr6+tr2lKhVG47bOztHIjErD2g8s7Sps3lSsW2dnV0+7aKFIsjWTqT32Q5ENm/QQ1hG/ZHBvrS2SvcoyXLpy6PvDLf2TB9nXLu/ZsNI7sfn1W/UJl17fhErPzbuY4L1Iaupy4fTclSVyIYP378+PHjx40bN2bMmOxXI8E2+8WEi9vsuqLEECbOKI1ZRvJjid2CjOXYLs5uxZKsmrQVEsnSehS17elLuTqJVzbnSWWVFLKEg02TuuGF6XOyCWTlp9he9rtgytVJVtlU1RPHp9g90mkZa7JMd9tlPKOjz0V221e+zwjzOv1TQLKUcDMcqLnRKPBokylZ6r2aA/vuUNTkaXd6es8GRdn0hpO4sHejoofCgUhMzYy7v64od+yPx43+s0e3Vypf322/OJKlM/m+znIgoi5X22+c7xXu0ZLlTy+L/PNVzoZp65Rz7v9HYcwzc+oXKfNnJG4Yn/+3l3Y/c4XjArWh66eXkSxtmA4KFvFDnPmMm2G8OSnpE1gTgX7u0q7PUrog4/HKdnHmFZOdGTWtmnX+YJ2k7uIiJYdBRyefbZOlvE0sHUF2myatZGkbsoT3s9oEkvKTbq9k3wBSrY7sUg7DVx7LhPK1S757pNcylmSZ9rbLeEZHn4sst2+iUvLvBklnlCVayaui5XKyrNzenii7fbsW4AzJMpHdEq9sop5x8mQG2rZXmk9xNz0asEm6JMuseHxvuPO9wj1qsuzcMXfwn65wNky9WTnne/8ojPn2hbNWT/mPJy879o3zFUWZ/zeX9j05tf6bMx0XqA2dO+aSLG2YkmWSa7M6rPOklSyD4jVc9h1mOUuW8lUz9U0KpecjWdq3ibFWTvt+HSTL+DR2B/OsN4G1/CQTSxrfo2Rpt3uk2zLSZJnWtst4xnwkS2GZiT2XZOkOt/ss1T5Ild65lGmyPLS1Uo2CBtLnBfWfHY7F1DPs8WsqW+orjUk3FtPOmJIss+Jxskxjr3CNlix/Mnvw55c5G6bcrJzzvUeEMd++QFGUWasn1y9S5v/NzMGfX/Yf686Zve4SxwVqQ+dPZo+mZOnZdZa2f9/tzqCJISzVKTBJP116p2KNvXmOzoY7OHSZo01mydLR6khPd8rbxFIrh5vGSbJUJ2qQne+VLCmDTWApP+nuYWn8QjgbLuVwYeZkmfa2y3jGrM+GZ/ARM39Ukm5rkmVyboYD0yG/6dGAdt1lpsmy//C2SqViizEyNG0pt78PeCASU/tKK7Y09b+xyZh0dSTLrHicLNPfK7KnJcsnZw7umuNsmPQV5Uvf/PtZiTH3XKidBL/t4sFdcwZ3zdpb86V5X7nYcYHa0PnkTJKlDcuZSWOCErvWEj1QlrRouSbR2g1q6ZCT3V9gtyDJZZGyxZlXzDyLZdWs0SbDZGlKhcIaOI0OQpvIapVs06SZLOOLkh/KXdgElvLlE9s0flqrI5Yh1tyuesnWTta8GbSMJVmmu+0yn9HJ5yK77WveYy19lkn/FNiUr+4vJEtXk2X/2f13GG/B1q5yzDRZatdGijd7716vCJdq9omj9UfSxO/wUE+R6zPvXh9/QbLMitdPSne8V7gnniwvHvzZpc6G6T+coShXjT/wv6bYDONvVJTb73ZYWmLofPJikqUN2QlFy5VmwbpAoK6uzjzakLeEGW1CRvwMWsD+bKzdgsw9IXaLM01gO4t45DZfx9aQUbKUXoGWMjpI20Raq45kmybNZCnNdIYistwEkvKtE9s1frqro5fj8KlDwjN3LOdtk+5SDlvGmiztCk+9e6Q5o91aZ7AWtkUJe6xlqYakmLL8YKISQbse9OLibjgYiLTr1zsKD4ZJmSz7D2+r1K+RNDxXvf/ssPq0Qv1CSeGe7sSU6mNn4jY1qrcJa7eBC7Nq4+WLI1k643WyTLFX5IKWLJ+YMdgw0/FQdrv1Ol/B/L+emk5p2tD5xAySZTbydrKKs2KeYxPY8UfL+GMt/MntcKBd7xiLiQ+B0Z+Urt+2HR8df6XNFhno6+sbaNu+ydChGL832FSqcUpxIiFjCPURZpUvrv/ssHvxhGSZY7Z7RS5oyfLHUwdfnuHt0PnjqSTLbJAsiwebwI4/WsYfa+FPBfjTz01bNmw97CgoOJ8y14VYkSz9REuWP5o8+NI0b4fOH00mWWaDZFk82AR2/NEy/lgLfyrAcNB/NuKwB8r5lLkuxIpk6SdastxeNvjiFG+Hzu1lJEsAQOEqnnCQZyRLP9GS5bbSwRfKvB06t5WSLAEAhat4wkGekSz9REuWj5cMPl/q7dD5eEnhJMsLL7zQFC71iEmyBIAiVTzhIM9Iln6iJcut4wafK/F26Nw6jmQJAChcxRMO8oxk6SdqsuyoHxN+dqy3Q0f9GJIlAKBwNTc39/b2en3g9iGSpZ/Ek+WF4WfGeDgM7BzTsfVCkiUAoHC1trb29PR4feD2IZKln2jJ8rHzw09f4OFw+qcX/PmnM4eGhkiWAIACdezYsba2Nq8P3D5EsvQTLVk+el545194OPRs/8vefbcPDQ2NjIxkvx1JlgCAnDh69GhbW1tPTw+nxV0UCoXC4XA0Gh32nWg0Gg6HizFZ/vCc8FPn5n/of/Lckz86t+XBcz7YNn3wi8+j0WihJUtruCRZAkBR6+7ubm1tbW5uDgGwOHjw4DvvvNNcf/mB/z0n/8Nvf3DFf/7kxg8P/Dh8dkA9FU6yBAAAGK1GRkai0WgkEgmHw2e9EA6HBwcHXYyVMZIlAACAJ0ZGRtTLAIaGhiJ5NzQ0NDQ0pF5Z4VasjOUnWapKBOPjxo0bN2bMGLdWBgAAYBQZGRlR86UnRuJcXCOSJQAAANxBsgQAAIA7SJYAAABwB3fwAAAAwB0kSwAAALiDZAkAAAB35DZZqldVkiwBAACKAckSAAAA7iBZAgAAwB0kSwAAALiDZAkAAAB3kCwBAADgDpIlAAAA3EGyBAAAgDtIlgAAAHAHyRIAAADuIFkCAADAHSRLAAAAuINkCQAA4I2RkZGRkZFhj4zEubhGJEsAQK50d3e3trY2NzeHAFg0NTUdPHiwa+fV3gzPVvS8emt/84tqxHTrU5+PZGk1fvz48ePHjxs3bty4cWPGjHFrZQAAhaO9vb21tbW7u7u3t7cPLgmFQqdOnfrcp06dOqVGLq+bOU96e3s//fTTrl03RN+6N//DYPCeL3777U9eveX4nq+6GC5JlgAA96m9lV4fuH0oFAqdOXMmHA4P+k44HD5z5kxRJcuTJ0+eOHGi62fXD725zpuh8Zah33z9+Gu3fv5vD7kVLkmWAAD3HTlypLu72+sDtw+FQqFwOByNRr26Mi93otFoOBwutmR5/PjxrobVQ7+6ycPhi/1/3fPLddFodLQmSzFWjh079sILL8x+NQAABaW5uZmT4LkQCoUGBweHh4e93sLuGx4eHhwcLMZk+XLN0L4bPRzC+9b+saFmaGho1CRL7uABgGJTPOEgz0iWfqIly5dWDf3LGm+HrpdWDQ0NubJfkSwBAO4rnnCQZyRLP9GS5YvLI29c6+3Q9eLySCRCsgQAFKjiCQd5RrL0Ey1ZvrAssrfG26HrhWUkSwBA4SqecJBnJEs/0ZLl81WR11f9/+3de3xTh2Ho8fNPSRob25AGx0kIgQB5QByMbHBsTHjYmJc/67pX53K7ELZPu63r2tvPyr2fm6lJS0pMIY8277SNmi1taDZ6c2+4dCPrrrbPkiWWyLoIQ9ntZG+x5ARkIMGNLMnW/eMcSecpHeGjc+Rzft/P+bT4+Lxlo1/OQzg7jDx3F2UJAKhe3okDm1GWbiKV5bNrUn+1rpxh7b8+cMdx3eHRteI051+8q6xljjy7hrIEAFQv78SBzShLN8mVZWvq5Q6Tw/mnmo/ff2O3YODOm375lx2xR1Y890dLj9/fEjO92JFnWylLx0SjUac3oaig3+fzB8X/dXpbLBQN9Pt8/YGo09tRlar44EQD/T6fPyj9XyXWEPT7qnXn86r9L43KqIY4GBwcdN/qKEs3kcrymdWpH7ebG1p/0n2lUVUKgiAIV923987n14t/rn9gf8t5c0seeWY1ZakQDfT79JT5Vhb0l3iHigb6q/09LKt+qy25U+UtWO+QWrgKI9FA/+WFiQ3b5jhzB6f0f2xU6D9Hgn5f/gcy/3KUfF3M/rAF/arJqu0/qmbHXxqVYF0cDO5ryb1ptuzLtdvhXbIvjOZqefCEwXcP75K9FRdfkPmN1Fnd4L4WYddh+R9mjLK0TO6nQPnCWP6zUYxUlk+vSh1uMzcs6ROu3LvfcILYw7cOtDYMfG3ZfYsEQRCE6657w9ySR55eRVkamNFf4y4py4pxsCwxY46VpdG6LClL7dlAyrJaWBUHh3cJwr1HxWUevTdfAROp7NRHF4vMd2KgVWgdOKHzncF9LYKw+2h+S4/eq4mL8hms7sRAq7D7iPwPM0ZZWuTwrtUHzmSz2eyZA6tzL39FfjaKkcryqebUSz5zw019wpV7v6n/3dih5QNrhFua65YIdQ/4l963SGjuuvlfzC155KlmytKA+q9x2dnMwuig39cfCOa/k38bkr9paWeUjRHnUJ4pNXwX1FlRNNDfHwj4ZUvX3U7VjpWeRX3u1h+6xgKiAAAgAElEQVQs7JR4ZKQl+Hz+oHQuyejUbn5ZiuPm8wfy69A7Lap3TPS2yuRLI1+s3nEpvVNl7X7JV2FGL6gqeWRflvNSmj84uZVIEwf8yg3WPfjy11f+eyHbcP1yM3lkdM9ZmtkY3XPwZc1oNP1l7IXhojRjNX9p6M+oPUolD/gsYE0cDO5bLew5mpoQv5pIHd0jrN43OC47Z3l4l9Cy73D+tKY4UnaaU50Fg/tahNZDZ3KLzC1VWqxmUp1TV9rRxqujLMthb1ke2S39p8CJgVbxpSnjZ8MqUlk+uTL1oxZzw6I+4Yq9D+p8K3Zw2cAa4ZbNn8jdgtnw/LMml9mS+lHLyJMrKUsDindZoy/Et1v53/Tin/NvWoq7woJ+RVzqdkLQ7zN4u9Vdkeq+OKPVqXdMNYv+fqpHydNKtqM++bZo15ffO/Uuy5NNdjzz6yp6TAoLM/XSFFZRrCyL75T53TfzKszsBdUcnvwRLrZexb6Uc3AMXzujNRb5vTBTlmaOjLYsy/xJuPwZ7X19C3+Wb2exv1jUcUxZil6+R2g98PPC1z8/0Crc8/L4+PiR3dIpwiO7BUEQ7nk1m81ms0f3iLV38aOpM4dahdZDZ7KyTBgfHx8ffHC10HrwHeXZzolUVnsGVP9k6eC+FmH1wTPi6DMHV5dYHWVZDnvLciL16j1igt3zampivJyfDetIZfnEbakfNpsbFvYJV+zdpx4f+9aSgTbhls3z80/2NP9u019/xeQym1M/bB554jbK0oBh+2Vlt6MZnTySV4h8Rt3MUjJ+u9VbkXI5hqsz2rEiu6Z7FApppX3f01+dmd0pfGVwZVNvI2Xv/iZempIHvvROmd59U6/CDF9Q2eyKWYus1/gHuuTBKbaxpTavyPiZ/Khry7Lcn4TLntGG11f/yMjmNfsXC2UpI3ajkm//oKos82c1J17ZI4jlaXR5+uV7BOHen5gJhSO7hXwLTqSyYjMe/qwg7Hk1FxoXPzp9qFX47GHj1VGW5bD7PsuJlLhe6afH/M+GdaSyfPzW1IsrzQ039Alz9n5DMTJ2YPHAKmGJIiuXmV6gNIw8fitlaUD117hG7k1JfY1MMV5dSvkJtO/h+auNRucsdVekfIcxXJ16x/SuZap2TTt/0K+z7fJV6rxxGbSKybLUPyaaUzdGL025ZVl8p0zvvqlXYaYvqE6sFV1vsf+eKHVw1KPl6aW/xiK/F2bK0sSR0ZRl2T8Jlz2jHa9vYaP0/9ug6Ix6Ravz1SxiWVm2HjpTWOqZQ1LAKcqykGyFrwxSTzl5MRNDh1rVl7gH9/sMSpeytIDDz4ab/9mwjliWw99ZPvmXt5sbrt8pzPnqN2Rjnrp5oE1ovrHwwHjzpxePPnWr6QVKw/B3lldJWa5YsaKtrW3t2rXt7e0dHR2dnZ1iPXZ1da1fv74KytLwBOPMyzIov+tqRm+3l1eW+rumOjknW7odZWl8TJRbZfbcr+vKMrc25clLo4l1Xko3lmVZPwmXPaM9r29+nYXfA8pyZo7szp2DFOVPK11uWf78QKuYggq6nxd08aOpbFa8wp67p/LEQKuydLNZ6VopZWkBh8uyjJ8Ny0hl+e2lk39xq7nhup3CnK9+XTbm87VLNjW9/ujy0d+rEbNy/NHrB/bcZHqB0jD87aVVUpY+n+/uu+/euHHjpk2buru7t2zZ0tvb29vbu3Xr1m3btlXb1fC8Ilf99P6e130P1zlPV94lQuXZvJLX6TTvbfq7po6RyytLU7uje4FS/5hotsrkS2NnWc74aqm5FzTo94nPl8ib2/CHTfNSzsqr4UXKsuyfhMue0abXNyufSP2TV/S1piz1qd7sB/f7pPsuL7csL75zsFVY/aAyFgYfbDF+AngilRXPla5+cPDiT+5Vlm4eZWkBh8uy/J+NmZPK8rHFky8sMzc07hQ+9tUHZGM+VyMIwpKNjQOtQvPvLJp8YdnrfR9b2rfQ9AKlYfixxVVSlm1tbRs2bNi8ebOYlWJQbtu2bfv27Tt27HC6LMX3ZkVCyE+tFc4ZaWpRc1Oe9jSo5oSc3hMBRitSvZEYrU69Y+pZNLumjZHLLEtVFcr2wOybveyY6G1VsZfGmbI09SpY8IJKB0bZKdqJDV7Kcg6OYhnyLTfavGJ7lxstbr5+WZo4MpqyLPcn4fJnrPzrq/7515yzLPoXi8HyjQ74LGBNHFz86NU9ykewpbscL7cspXsj5Q97H94lyG7VHJePzn8YTe7ZDvESeX7mw7tyX1CWFnD6k9JN/2xYJ1eWiyZ/cLO5ofGTwsd+/0s3Fcb86VzpIvjvLJz8wc2TP7jpyMaP3fLJhaYXKA3Djy2qkrJcs2bNxo0bu7u7e3p6ent7xaYUs3Lnzp2Ol2VWfueT6l3I7/erRyuCQzajQRbkrnn51Nc3C4xWpD53YbQ61QSGs8jfa9V3ngUuqyx17xkr+Wave0x0typa7KVxpizNvApWvKA6zaid2OilLKss5csx+alDss/cUSwyWNjnoGZfyzgy2rLMlveTcPkzGu31ZeyF4aJkP/+atSpKseTySx7wWcCqOJhIncnf7yj7SJiSZXnxnYOt+XskFZ+rfvGjKfFzCvM3Ssqe6S5MKX7gTM69R8UHhKXHwGWzSuP1V0dZlsPpsizxs1EJUlk+euNkYLG54fpvLhSElfOO/7cmg2HeVkH4zBdNLq0wDD96Y/WU5aZNm3p6esQTlmJTilnZ19cnlaVovtK8efPmzZvX0NAwd+7cme9GmWy7vDRrr2NBHy+oEXccGXfsRbWwLg6k+x2zWfnHv+Q/KT3/2HZudO4rabbUxPj4+MTQoXsVJxRzTwWrlqqcUj6RrC5k2yObVX91Fz+aEkfl/zBjlGWFGf5sVIJUlo9cP/n8jaaHaz6jfY5Mpvm3mspZmjQMP3I9ZTkTlCUuDy+oEXccGXfsRbWoqn/6efDBew68YyoRzE9Z6YUYoSzdRCrLh5smv3+Ds8Pww02U5UxQlrg8vKBG3HFk3LEX1aKq4uDiRymT557MT1nphRihLN1EKstDjZPfu87ZYfhQI2UJAKhe3okDm1GWbiKV5cFrJr/b6OwwfPCa2VSWtj7BAwCoAt6JA5tRlm4ileW3rp587hpnh+FvXU1ZAgCql3fiwGaUpZtIZXlg3uSzVzs7DB+YR1kCAKqXd+LAZpSlm4hlGR2oSz7T4OwQHaijLAEA1SscDicSCaffuF2IsnSTXFnOTT5d5+Aw8WRd9MBcyhIAUL0ikUg8Hnf6jduFKEs3kcryoZrkU7UODh8+Xvvu44vT6TRlCQCoUqOjo0NDQ06/cbsQZekmUlnuvzL55McdHOKHrkq88pl0Oj09PT3z15GyBABUxOnTp4eGhuLxOJfFLRQKhZLJZCaTmXKdTCaTTCa9WJbfnJN84gr7h4uPXXHu4StO3DfnFwcXTv7qg0wmQ1kCAKpaLBaLRCLhcDgEQOOtt9568803wwO3Hf/zZfYPr91/+z9/e+u/HX8k+dGEeCmcsgQAAJitpqenM5lMKpVKJpMfOSGZTE5OTlqYlVnKEgAAwBHT09PibQDpdDplu3Q6nU6nxTsrrMrKLGUJAADglOnpabEvHTGdY+EeUZYAAACwRmXLcv78+fPnz6csAQAAvICyBAAAgDUoSwAAAFiDsgQAAIA1KEsAAABYw46y1JqX09DQMHfuXKcPAgAAACxAWQIAAMAalCUAAACswX2WAAAAsAZlCQAAAGtQlgAAALAGZQkAAABrzLwsN27c2N3d3dPT09vbu23btu3bt4t9uXPnTsoSAADAQ2ZYlitWrGhra1u7dm17e3tHR0dnZ6dYj11dXevXr6csAQAAPGSGZXnVVVfV1tbOzalToiwBAAA8hLIEAACANShLAAAAWIOyBAAAgDUoSwAAAFiDsgQAAIA1KEsAAABYg7IEAACANShLAAAAWIOyBAAAgDUoSwAAAFjDjrJUmTdv3rx58xpy5s6d6/RBAAAAgAUoSwAAAFiDsgQAAIA1uM8SAAAA1qAsAQAAYA3KEgAAANawpCyN4pKyBAAA8BDKEgAAANagLAEAAGANyhIAAADWoCwBAABgjRmW5YoVK9ra2tauXdve3t7R0dHZ2SnWY1dX1/r16ylLAAAAD5lhWa5Zs2bTpk09PT1btmzZunXr9u3bd+zYsWPHjp07d/b19VGWAAAAHkJZAgAAwBqUJQAAAKxBWQIAAMAalKUzooF+n8/XH4g6vSEAAACWcU1ZBv0+NX/QigVXRNA/O7My6K/mowoAABzm5rKcnfFWvcRDTFkCAAAj7ipLWUmKGdQfiOavPPv9/fLcFMeqClTqU1k9qcbozqXNWtl6/cHCd/PLNYq0IrOo1pJfud7e6U4prTOQ2wN/ULY78k2R76Pefstnza9XObn61QAAAJ5gR1nmzZNpaGhoaGior6+vra21YkdKlqUitAyvnctmUy+m5Fzqscr1KtKreFkqGa1cp5DFkQZT6p7VNdgyzdxGZVmYKChFsd6LAQAAvMFdZakfZbkGyoecNEJ1plI+sfI8n2IxunMpFqw6z6coQ8UXhmWpXL12Ovnsmr0zmlK+MMVM2tO7+X1S7JByow2OaiE6uWwOAIDnVKws19+5+DqheFZWuCzV14vV5zNl5SNPIfnUigmLzmX8tbJETZWl4SKUu6ndXqMDIgtInZ2RLUH/vKbuRmvXGw30y06aEpYAAHiPa++zlCmvLGWLUk5XYi7tiTrVmJmVpc51coOyNJpSW5aK6+kzL8tcWgZzhQkAADzGk2VZ6rq2tKyAcpFF59K7AHzZZalzNVyxD9JU+mVpOKWZsiz6MZsly1IWtYQlAABeNMOynD9//pI7N/W0LG1sbLz22mubmm5p014Nr7qyLPnplwaFZDiX9jShzu2GZZSlzhnDEus2uGAun9JMWerOrepcxd6pjnhu+wlLAAA8aYZlubhx/oIFCxoX3n7Xli1bt3Y239TUdFNzV/WXZVYZcYZ3KWraT3cug+vPM7gano84vWLsD0Rliy7WzYopzZVlVhWXmhspcyP1j6rRcQMAAF4ww7JcubhxwYIbbr9Luhre1XyTeNrS/rJ0h1n/VPWs3wEAADADM73PcvkNCxYsaemhLK0x28Nstm8/AACYEcqyqsziMtP953wAAICnUJYAAACwBmUJAAAAa1CWAAAAsEZly1L8txwpSwAAAC+o7L/BQ1kCAAB4B2UJAAAAa1CWAAAAsAZlCQAAAGtQlgAAALAGZQkAAABr2FGWWg0NDQ0NDfX19fX19bW1tU4fBAAAAFiAsgQAAIA1KEsAAABYg7IEAACANWZYlitWrGhra1u7dm17e3tHR0dnZ6f4lE5XV9f69et5ggcAAMBDZliWV111VW3OXKW6ujrKEgAAwEMoSwAAAFiDsgQAAIA1KEsAAABYg7IEAACANShLAEAFxWKxSCQSDodDAHLC4XAkEhkdHXX6F9R6MyzLj3/84zU1NUZxSVkCgKedOXMmEonEYrFEIjEOK4RCoQsXLnzgXhcuXAiFQk4f5opLJBLxeDwSiZw+fdrpX1OLUZYAgIoQz1Y6/Q7uNqFQ6NKlS8lkctKNksnkpUuXvFCWeUNDQ7FYzOlfVitRlgCAijh58mQsFnP6jdttQqFQMpnMZDJTbpTJZJLJpKfKMh6Pnzx50ulfVitRlgCAigiHw1wEt1woFJqcnJyamnL65a2IqampyclJT5VlIpEIh8NOH3grUZYAgIrwVB/YhrJ0n1Ao5PSBtxJlCQCoCK/1gT0oS/ehLClLAEBpXusDe1CW7kNZUpYAgNK81gf2oCzdh7KkLAEApXmtD+xBWboPZUlZAgBK81of2IOydB/KsuyyFDUo1dfX19fX19XV1dbWOrLn0UC/z+cPBv0+X38gqvxe0O/TjI1GVRN5id4BAYDivNYH9qAs3YeyLFKWqri0sSyjgX6fWskSCvp9Pp/PH9QZrxwZDfSXXFrQr7cod9AcEAAozWt9YA/KsgIO7xKEXYftXacMZVmVZamieybSLO3ZSY+XpadP1wK4bJRlJVCWFXBktyDsPmLvOmUoy6ovy2igX96VytOZhfjLj5c3o87EslHSzLIxhXllZSl+X52ZQb+vPxDMz5r/djTQ3x8I+GWL01m+qls1K1NMrD6B6w+qF6CXwXpzFdlZ+b5I31AtNRrod2trAzCDsqwEyrICjuwWhN3797UIopZ9g7aunrIsuyztfYJHun8y96WidoL+fDHlx8vPRxpNLJ9Gcf5S9kVuXtX6CxTX3mVT6YVwbv7CuVfNphWqVzux4mDozF/iBGthLqPlK/bFYCMJS8DrKMtKoCwr4MhuQRCEe17NZrPZ7NE9drclZVnVZWnYdaJ8+pi5dl2YRicg5SuULbHIZXij047KS+3qHtPbYsWsuhMXlqV/0rPY7svmMrMxiq9U51IJS8DTKMtKoCwr4MhuQdhzNDUxPj4+Pj7xyh5BuOdlG1dPWVZxWZY4X1i4ylv0xkn1xJqTeLqPCuXnMlpu0K+57t4fiKoTTDWV3llHRcgZTKz+wnRZKuYyXL7h0gyjF4D3UJaVQFlWgPI+S9vvuqQsq7YsjT9ASHMnoEFZ6k+sLkv9dMxNra4x+QQzKsvcGpQdZzSxOrLNlaX2VoIyyzK3N4QlAMqyIijLCqAsreSestS/Dq1qo+JXw40mLnY1XDu1UXwWuxqufK7I6AJ30O/z+QOyCQwn1p68NVOWmrnKvhqemydAWAKgLCuCsqwAytJKbilLo/sb1afTfNqHTQr5ZDix+gkexfVi7dMrhpGr99SLOt+KPZQjbZTq+XbNxHo3BcjH6T+7Xmou9RM8Rp2q2UgAHkVZVgJlWQGUpZVcUpbyWyNVN0nKvqW8lFy4ZVLZSHoTK2tJfrOlojEVD2+r2zLo9/n8fu3dmNoLx7of9FP4TqmJde4FVd8JGtSeUzSaq9RHLGm+KvUUFQCvoCwrgbKsAMrSSi4py9nAxR+lrsQ9lgCy2SxlWRmUZQVMpLJZ6clwzVc2oCwpy8vjlbKMBvr5F8YBZCnLyqAs3YeypCwvjwfKUrxyTlcCyGazlGVlUJbuQ1lSlgCA0rzWB/agLN2HspSX5Z1L5otlee3Krq1bt27fvn3HXUspSwAAZVkRlKX7UJbysrxtzZrVN9XULmndsqXrjmtra2uX3rWj0JaUJQB4l9f6wB6UpftQlvKyXLNmTcftCxpXdm3pWnmt9mp4Q0NDQ0MDZQkAHuS1PrAHZek+lKX2PsuawjnLpjs37dh0ZxNlCQBeFw6HE4mE0+/abkNZukwikQiHw04feCvN9JzlnUsW1NTU1NQ05u+z3HRnU23t3KZV3X3dlCUAeFckEonH406/cbsNZekyY2NjkUjE6QNvJWvOWSofDxeviS/roCwBwMNGR0eHhoacfuN2G8rSZU6dOjU6Our0gbdSpcqyaVV3xzKpLLXqc+rq6mpqapw+CACAijh9+vTQ0FA8HueyuFVCoVAymcxkMlNulMlkksmkF8oykUiMjY2dOnVqaGhoenra6d9UK1XunGXhPkvKEgA8KxaLRSKRcDgcApATDocjkcjo6KjLsjJrT1lyNRwAAMALKEsAAABYg7IEAACANShLAAAAWIOyBAAAgDUoSwAAAFiDsgQAAIA1ZliWK1asaGtrW7t2bXt7e0dHR2dnp1iPXV1d69evpywBAAA8ZIZluWrVqs7OTrEjN2zYsCln8+bN3d38644AAABeMsOybGlpWbdu3d133y1mpRiU3d3dPT09W7ZsoSwBAAA8ZIZluXr16q6urg0bNmzcuFHMyp6eHjEre3t7KUsAAAAPmXlZitfBxbIUm1LMyq1bt1KWAAAAHkJZAgAAwBqUJQAAAKxBWQIAAMAalCUAAACsQVkCAADAGpaUZdttCxsbG6+99tqmpqamRSs7VGWpUp9TV1dXV1dXU1Pj9EEAAACABSwoy5WLGxsX3rZGPGe5enlTU9Py1ZQlAACA58y8LFcuXtB4c3Phavjq5U2LVnZyNRwAAMBrZlyWt99yw4KFt7UVyrJj5aKmRXd0UpYAAAAeM+OyXLp4wYKbmzcoy7JpuY+yBAAA8BjKEgAAANagLAEAFRSLxSKRSDgcDgHICYfDkUhkdHTU6V9Q61GWAIBKOXPmTCQSicViiURiHFYIhUIXLlz4wL0uXLgQCoWcPswVl0gk4vF4JBI5ffq007+mFuMJHgBARYhnK51+B3ebUCh06dKlZDI56UbJZPLSpUteKMu8oaGhWCzm9C+rlSryqUNNy3186hAAeNzJkydjsZjTb9xuEwqFkslkJpOZcqNMJpNMJj1VlvF4/OTJk07/slrJok9Kb7z5TuNPSqcsAcCDwuEwF8EtFwqFJicnp6amnH55K2JqampyctJTZZlIJMLhsNMH3kqW/OuOzTc3FvvXHSlLAPAgT/WBbShL9wmFQk4feCtZUpYbNsie4NmyZQtlCQDwWh/Yg7J0H8qSsgQAlOa1PrAHZek+lCVlCQAozWt9YA/K0n0oS8oSAFCa1/rAHpSl+1CWlKUbBf0+n68/EHV6OwC4h9f6wB6UpftQlmWUZX19fX19vS1lGfT7fP6gbEQ00O9TjYKhoJ9DBcBiXusDe1CWFXB4lyDsOmzvOmUoy1lRlprQRDHRaNTpTQDgOpRlJVCWFXBktyDsPmLvOmUoy7LLUqsuZ+7cuTU1NVbsiDwltVkpnsD0+RRXfIN+X38gmP+O/FKw7vSy0fqXjVULzG9CNNDfHwj4ZXPqLN84jXUmlo3Kr0q5AL201purvIOjWmo00E+/AzBCWVYCZVkBR3YLwu79+1oEUcu+QVtXT1lWeVlqayca6FdWpyyT8t+QjY8G+guJJftCsQq9tlQsULbWaKBfHm0G26OoNsW69DZevnM685c4aVuYq8yDo1gsYQmgGMqyEijLCjiyWxAE4Z5Xs9lsNnt0j91tSVmqyrKrqytflt3d3T09PWJf9vb2OlCWiiASqfsnH0cGKaZustz8pS+wG512VJaome0x7GSdk4b6Jz2Lba1srnIPjvpcKmEJwBBlWQmUZQUc2S0Ie46mJsbHx8fHJ17ZIwj3vGzj6ilLeVmuWLGira1t7dq17e3tHR0dnZ2d4r2UXV1d69evt7ssfYW4VAae4jxfvqv040l9yTh3MdjoRKVyG9TXzvsDUXWCGW6PXtYZT6z+wnRZKuYq8+Bki0QvAChRlpVAWVaA8j5L2++6pCzlZXnllVdeddVVNTm1SnY/wSM/e6e4sFxuWeoVpA1lKT/xWug4o4kV17GzZstSNVf5ZZnbG8ISQAmUZSVQlhVAWVrJVWWpLCGji7blXg3XX0PpbTA6u1fsAnfQ7/P5A7IJDCdWd6W5stTMVfbV8Nw8AcISQAmUZSVQlhVAWVrJpWWpfYDG4CEVvXhSPnCj9/SKwfm6Yo8EqW6ONHooR7oWr+xQ7cTarlSO0/8wz1JzmTk4uhsJADooy0qgLCuAsrSSa8tSWVdGH6xT7LSczscOFUbrVlXQ7/P5/X7NfAaPq+t+gJFO/Wkn1rkXNH8JW/oqqI1fo7nKPTj6iQoAKpRlJVCWFUBZWsk1ZVkNPPPx7NxjCcAEyrISKMsKmEhls9KT4ZqvbEBZUpZGvFKW0UA//8I4gJIoy0qgLN2HsqQsjXigLMUr53QlABO81gf2oCzdh7KkLAEApXmtD+xBWboPZUlZAgBK81of2IOydB/KkrIEAJTmtT6wB2XpPpQlZQkAKM1rfWAPytJ9KMuyy9KWfzccAFBdwuFwIpFw+l3bbShLl0kkEuFw2OkDbyXKEgBQEZFIJB6PO/3G7TaUpcuMjY1FIhGnD7yVKEsAQEWMjo4ODQ05/cbtNpSly5w6dWp0dNTpA28lyhIAUCmnT58eGhqKx+NcFrdKKBRKJpOZTGbKjTKZTDKZ9EJZJhKJsbGxU6dODQ0NTU9PO/2baiXKEgBQQbFYLBKJhMPhEICccDgciURGR0ddlpVZyhIAAABWoSwBAABgDcoSAAAA1qAsAQAAYA3KEgAAANagLAEAAGANyhIAAADWoCwBAABgDcoSAAAA1qAsAQAAYA3KEgAAANagLAEAAGANyhIAAADWoCwBAABgDcoSAAAA1qAsAQAAYA3KEgAAANagLAEAAGANyhIAAADWoCwBAABgDcoSAAAA1qAsAQAAYA3KEgAAwBnT09PT09NTDpnOsXCPKEsAQKXEYrFIJBIOh0MANAYHB996662RJ+9wZnhmdfzHv3kx/D0xMa36racsAQAVcebMmUgkEovFEonEOCwSCoWGh4f/w6WGh4fF5HL6MNskkUicPXt25IXezD/+V/uHyeCXfvXa58d+/OvvvfwpC+MyX5YffvjhhQsXz51LvP/+2bGx906dOiMf3nln6O23/3Vw8MQ/vf7mz/7+HyhLAEAx4tlKp9+4XSgUCr377rvxeHzMdeLx+Lvvvuupsjx37tz7778/8oOe9P/uc2Y4+uvpv/3se3/1mx/8w9esikuxLC9duiRm5XvvvR+Pvzc6Gn/nnZPy4e23fz4YOvHGG2/9wz++/nc/C1KWAIBiTp48GYvFnH7jdqFQKBSPx8+ePXvOdc6ePRuPx71Wlu+9995IYFP6f213cPjVq78df6kvk8lYVZYvvfTSu+++e/HixfHx8+fOnTt79tz775/95S//XT6cOfP/fnHm306f/sXQ0OlIZOjNNwdffPFFyhIAoC8cDnMRvBJCodDY2Ni5c+ec3hDrnTt3bmxszItl+fzG9CtbHRySr+z4j8DGdDptVVm+8cYbL7300hNPPmF+ePHFF48fP05ZAgD0eScObEZZuolUlt+/O/0/tzg7jHz/7nQ6PTU1NfPf/WQy+Z//+Z/xeDyRSJyXuaCkGnPx4sUPPviAsgQA6PNOHNiMsnQTqSy/ty71k83ODhs92BAAAAsNSURBVCPfW5dKpSpdltq+pCwBAKZ4Jw5sRlm6iVSW3+1IHdno7DDy3Q7KEgBQvbwTBzajLN1EKsvn7kr99d3lDB3/+vU7j+sOj3WI05z/4bqyljny3F2UJQCgenknDmxGWbqJVJbPrkn91TqTw/mnVx1/YFG3YODOxb98cV3s0Tue++Nlxx9YHTO92JFn11CWAIDq5Z04sBll6Sa5smxNvdxhbmj7Sc+VRlUpCIIg1Ny3t+X59eKfGx54yHfe3JJHnm2lLC0QDfT7fP5g0O/z9QeiJqaPmpioOkQD/SZ3aravFEB18k4c2IyydBOpLJ9Znfpxu7lhaZ9w5d6HDCeIPXL7QOu8ga/dct8iQRAE4bob3jC35JFnVlOWKkG/T80fNDubiSmjgf5ZFE3RQH/xnQr6zR2fcuYouVIAHuKdOLAZZekmUlk+vSp1uM3csKRPuHLvfv3vxh6+dWCNcEtz/RKh/oGvLbtvkdC8ftm/mFvyyNOrKEsVTfiYPhNpzuwqy5IqUZYAUOCdOLAZZekmUlk+1Zx6yWduuKlPuHLvN3W+FTu0fGCNcEv3J3K3YDY8/5zJZfpSL/lGnmqmLFW04SNvwWigP3cmU56H+dGKZtROLBujjqug39cfCOa/n/92NNDfHwj4ZUvR2QbVRsu+1JlYNiq/KtXa5ZPKdklnN4N+n88f0Myod1SlCQL5jTO3Up2d0vnS/LEy2BHjiQE4yjtxYDPK0k2ksnxyZepHLeaGRX3CFXsfVI+PHVw2sEa4ZXM+K4Xm/uv++isml9mS+lHLyJMrKUsV/bL0B7P52ykL00n9kZ9F3aD5PpF9YXTOUnE5XbYm1T2HBtug2GrF9uhtsHzPCvPnJy1MqdhY3d00mFHBaHozK1UdIe0+qldU+liV93oBcJh34sBmlKWbSGX5xG2pHzabGxb2CVfs3acYGfvWkoFVwpLN8wtZ+bvLTS9QGkaeuI2yVDG+Gq6+/S83pW7kqEcq8rRkNxnUj/E2yGdXzKo7cWFZ+ic9DRtSexXbYEYze2ZmpUYL0t8Yc8eqvNcLgMO8Ewc2oyzdRCrLx29NvbjS3HBDnzBn7zdkY55eNtAmNN9YeGC8+Xdvjj19u+kFSsPI47dSliraJ3hkaaW5eNofiOqGkPqKc2FBRcpSfb1Wp2cNtiGr25jGE6u/MBF5pq5RG1yi1uzZ5ZWlbkerV1XyWJX5egFwmHfiwGaUpZuIZTn8neWTf3m7ueH6ncKcr35DNubzc5dsuu71x24d/b0aQRCaP33z+GPXD/z+YtMLlIbh7yynLFWMHzApt1T0w6RSZZnbcOWJPaOJFReKNXtdrWWps4+aVV1+WRKSQFXyThzYjLKshMF9LYVPhNx12Lb1SmX57aWTf3GrueG6ncKcr35dNubztYIgLNnUNNAmNH968eRf3Pp635ylfTeZXqA0DH97KWWpYlyWM7q6qlhKuVfDC+OLXeDOP0yTG2E4sborZ8nVcL19VDB3rMp7vQA4jLKsEMqyEi5+JCuq1IRt65XK8rHFky8sMzdc+0nhY7//5SWFMV+aK10E/51Fky8sm3xhyZGNH7vlk4tML1Aahh9bTFmqFEmMkk+EyGNG+TSJuedT9B6FUfVRsYdypEu6yrbSTqztSnORp7ubJspSsUL1EzxllqV2H9XfNHGsynq9ADiMsqwQytJNcmW5aPIHN5sbFn7zRkFYOf/4f7/OYJi/VRA+86cml1YYhh9bRFmqFD95VepTbDRPgWinNmijoN/n8/v9upMrpzX+cBydZiz6yUeF7wRMRZ7ObpopS/mcqk8dKrssdbtY/j1Tx6qc1wuAs7wTBzajLN1EKstHb5wMLDY9NH6m6D/v2Pzb15ezNGkYfvRGyrJKcDkWAHR4Jw5sRlm6iVSWj1w/+fyNzg7Dj1xPWVYJyhIAdHgnDmxGWbqJVJYPN01+/wZnh+GHm6qkLFesWNHW1rZ27dr29vaOjo7Ozs5169atW7euq6tr/fr1lCUAeJR34sBmlKWbSGV5qHHye9c5OwwfaqySsvT5fHfffffGjRs3bdrU3d29ZcuW3t7e3t7erVu3btu2zQtlCQDQ4Z04sBll6SZSWR68ZvK7jc4OwwevqZKybGtr27Bhw+bNm8WsFINy27Zt27dv37FjB2UJAB7lnTiwGWXpJlJZfuvqyeeucXYY/tbVVVKWa9as2bhxY3d3d09PT29vr9iUYlbu3LmTsgQAj/JOHNiMsnQTqSwPzJt89mpnh+ED86qnLDdt2tTT0yOesBSbUszKvr4+yhIAPMo7cWAzytJNxLKMDtQln2lwdogO1FGWAIDqFQ6HE4mE02/cLkRZukmuLOcmn65zcJh4si56YC5lCQCoXpFIJB6PO/3G7UKUpZtIZflQTfKpWgeHDx+vfffxxel0mrIEAFSp0dHRoaEhp9+4XYiydBOpLPdfmXzy4w4O8UNXJV75TDqdnp6envnvPmUJAKiI06dPDw0NiW8wTr+Du0coFIrH42fPnj3nOmfPno3H414sy2/OST5xhf3DxceuOPfwFSfum/OLgwsnf/VBJpOhLAEAVS0Wi0UikXA4HAKg8dZbb7355pvhgduO//ky+4fX7r/9n7+99d+OP5L8aEK8FE5ZAgAAzFbT09OZTCaVSiWTyY+ckEwmJycnLczKLGUJAADgiOnp6ampqUwmk06nU7ZLp9PpdDqTyViYlVnKEgAAwCnT09NiXzpiOsfCPaIsAQAAYA3KEgAAANagLAEAAGANyhIAAADWoCwBAABgDcoSAAAA1qAsAQAAYA3KEgAAANagLAEAAGANyhIAAADWoCwBAABgDcoSAAAA1qAsAQAAYA3KEgAAzD7TOVOzU377nT6QFqMsAQDALCMG5aPHo61ff/2Kz/2tcO+x2TVc8bm/XfW1f3ro//y7mJhOH04rUZYAAGA2EbPy5of+qfaBny1//O1Vz73j+/7Q7BpWPffOLU++XfvAzz7xQNBlcUlZAgCAWUPMyt96IdJw/983PvLzOfvDwr7QbBzm7A83Pvrz+d8I/tYLETfFJWUJAABmjenp6UwmM+++v796/6Dw9dBsHz4xEJp/3//NZDKUJWUJAADsNj09nU6nha/8dM79bwn3h2b7MOeBt4Sv/DSdTnuhLOVUYyhLAADggKmpqXQ6LXz5mPDnIcHviuHLx9Lp9NTUlNOH1hqUJQAAmDWmpqZSqZTwxWPC/wi5ZPjisVQqRVlSlgAAwG5SWf7JMeG/h1wy/AllSVkCAAAnSGX5x8eEvSGXDH9MWVKWAADACVJZ/uEx4c9CZQz3PiP8l1fVI7/0qvDpZ4QvhIQ/CwlfeFn49MsmFvWa8OlnhHtfE77wcmFeceQX8ut6QfhSOdv2h5QlZQkAAJwgleXnjglfCZkf9o9ks+fHfk01/rmxWDZ74m9CwldCwt+cz2bP7y+9qPiJbDYbfVv4ydlsNnvi7wojpT//0cv7o7965bkytk34HGVJWQIAACdIZfkHx4Qvh8wP+4ez2fNjv6Ya/+xYLJs98dOQ8OWQ8NPz2ez5/WaW9r3zsWw2m82eeE3vuz89n83+6pVny9g24Q/cXJYffPDBhLEPP/yQsgQAAI6RynLPMeGLIfODVJaq8U+NxbLZE8dCwhdDwrHz2ez5/flv7X5B+NQz0rD7H3VGSsMLwh+GhC++JnzqGeEPQsLuF4QjZ7PZiVceks1Vctjj5rKcmJhYtWrVsmXLli1bdscdd7S3t/ds2fIbn/qNz372swcPHpyYmCirLP8/vvmbS9HR7/gAAAAASUVORK5CYII=)
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)
Tato nová funkce umožňující odlišné zadání cílových teplot na vytápění nebo chlazení v řešené zóně popř. v sousední budově/prostoru navazuje na předchozí doplnění měsíčních zadání pro další vstupy pro výpočet, které bylo podrobně popsáno v předchozím článku uvedeném v technické knihovně zde.
Konkrétně se jedná o tyto hodnoty: (upozorňujeme, že tato funkcionalita se týká pouze modulů s měsíčním krokem výpočtu):
Stejně tak je umožněna nově tato funkce i při definování vlastního profilu užívání přiřazeného k sousední budově/prostoru za konstrukcí řešené zóny přilehlé k této sousední budově/prostoru - např. pro stěnu k sousední budově:
Tato nová funkce umožňující odlišné zadání cílových teplot na vytápění nebo chlazení v řešené zóně popř. v sousední budově/prostoru navazuje na předchozí doplnění měsíčních zadání pro další vstupy pro výpočet, které bylo podrobně popsáno v předchozím článku uvedeném v technické knihovně zde.
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? |
únor 2016
Redukční faktor "b" při výpočtu potřeby tepla na vytápění část 1 Redukční faktor "b" při výpočtu potřeby tepla na vytápění část 1 |
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24. 2. 2016 | Autor: Ing. Martin Varga | |
Tento příspěvek blíže vysvětluje, jaký vliv má použitý výpočetní postup na stanovení potřeby tepla na vytápění pro konstrukce, které nejsou přímo přilehlé k exteriéru (nevytápěné prostory). A následně uvádí důvody k preferování stanovení redukčního faktoru měrných tepelných ztrát "b" podrobným výpočtem, oproti uvažování tabulkových hodnot. |
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. |
Kombinovaná výroba elektřiny a tepla (KVET) Kombinovaná výroba elektřiny a tepla (KVET) |
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11. 12. 2015 | Autor: Ing. Martin Varga | |
Do aplikace ENERGETIKA je doplněna možnost zadání kogenerace tj. kombinované výroby elektřiny a tepla. |
květen 2015
Zahrnutí konstrukcí přilehlých k zemině v nevytápěném prostoru do bilančního výpočtu Zahrnutí konstrukcí přilehlých k zemině v nevytápěném prostoru do bilančního výpočtu |
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15. 5. 2015 | Autor: Ing. Martin Varga | |
Setkali jsme se s názorem, že se u nevytápěných prostorů nemá uvažovat do bilance tepelných toků s tepelným tokem přes konstrukce přilehlé k zemině. Tento názor byl podpořen interpretací znění POZNÁMKY 2 v kapitole 6 normy ČSN EN ISO 13 789, která zní: "Prostup tepla zeminou není zahrnut v hodnotě Hiu ani v hodnotě Hue". Přičemž se tato poznámka vztahuje ke vzorci pro stanovení činitele teplotní redukce pro nevytápěný prostor b= Hue / (Hue+Hiu). Poznámka: Hue přestavuje měrný tepelný tok mezi nevytápěným prostorem a exteriérem a Hiu představuje měrný tepelný tok mezi vytápěným a nevytápěným prostorem. Dále v článku vysvětlíme, proč tento názor nesdílíme a proč není podle našeho názoru správný při znalosti kontextu norem ČSN EN ISO 13 789 a ČSN EN ISO 13 370. |
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. |
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) |
říjen 2014
Zadání více různých zdrojů tepla v bytovém domě Zadání více různých zdrojů tepla v bytovém domě |
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23. 10. 2014 | Autor: Ing. Martin Varga | |
Zadání více lokálních tepelných zdrojů na vytápění do programu ENERGETIKA u bytových domů. Tento princip je aplikovatelný nejen pro bytové domy. |