duben 2024
Činitel teplotní redukce b=1 u konstrukcí přilehlých k zemině ...jak to je? Činitel teplotní redukce b=1 u konstrukcí přilehlých k zemině ...jak to je? |
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8. 4. 2024 | Autor: Ing.Martin Varga | |
Uživatelé programu ENERGETIKA (modulu ECB) se poměrně často dožadují u konstrukcí přilehlých k zemině činitele teplotní redukce "b" ve výpočtu tepelných ztrát na hodnotě 1. Proč toto vyžadují a je to vůbec správně? |
červenec 2022
Jaký vliv mají instalované baterie u FVE u měsíčního výpočtu na hodnocení EHB? Jaký vliv mají instalované baterie u FVE u měsíčního výpočtu na hodnocení EHB? |
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12. 7. 2022 | Autor: Ing. Martin Varga | |
V souvislosti se zpřísňujícími požadavky na primární energii z neobnovitelných zdrojů při hodnocení EHB se stále častěji jako kompenzační prostředek používá instalace OZE. V tomto případě se zaměříme na FVE a v článku uvedeme, jaký vliv na výsledek hodnocení EHB dle metodiky uvedené ve vyhlášce má takový navrhovaný systém s baterií a bez baterie. |
květen 2022
ENERGETIKA 6.0.8 - změny u TV ENERGETIKA 6.0.8 - změny u TV |
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11. 5. 2022 | Autor: Ing. Martin Varga | |
Do programu byla doplněna funkce pro možnost využití teplených ztrát TVsys jako teplených zisků pro výpočet potřeby tepla a chladu. A dále byl přepracován formulář POTŘEBY TV. Pokračuje se zde v katalogizaci vstupních hodnot, dále byla doplněna možnost výběru denního odběrového profilu (už se myslí na nový hodinový výpočet) a také byly doplněny přehlednější grafy. |
únor 2022
Změna podmínek pro klasifikaci globálního ukazatele ve třídě A0 Změna podmínek pro klasifikaci globálního ukazatele ve třídě A0 |
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18. 2. 2022 | Autor: Ing. Martin Varga | |
Dle www.inforeg.sk je nutno od 1.2.2022 splňovat pro klasifikaci budov ve třídě A0 globálního ukazatele současně i podmínku, že využití místního obnovitelného zdroje v budově pro hodnocená místa v rámci EHB je > 0 kWh/rok. Tuto novou podmínku splňují i objekty bez využití místního OZE, pokud jsou napojeny na CZT, je-li "založeno" na obnovitelných zdrojích energie. |
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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16. 2. 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 |
ENERGETIKA 6.0.7 - nastavení přednosti využití ENERGETIKA 6.0.7 - nastavení přednosti využití |
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16. 2. 2022 | Autor: Ing. Martin Varga | |
Do programu byla doplněna funkce pro uživatelské nastavení přednosti využití elektřiny a tepla z obnovitelných zdrojů energie včetně elektřiny produkované KVET a také využití odpadního tepla ze systému chlazení vnitřních prostor. |
ENERGETIKA 6.0.7 - využití odpadního tepla z chlazení vnitřních prostor ENERGETIKA 6.0.7 - využití odpadního tepla z chlazení vnitřních prostor |
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16. 2. 2022 | Autor: Ing. Martin Varga | |
Do programu byly doplněny funkce pro jednodušší postihnutí , resp. zadání zpětného využití odpadního tepla z chlazení upravovaného vnitřního prostředí. |
ENERGETIKA 6.0.7 - měsíční podíly pokrytí ENERGETIKA 6.0.7 - měsíční podíly pokrytí |
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16. 2. 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 - nové tabulky a grafy spotřeby pro pomocné spotřebiče ENERGETIKA 6.0.7 - nové tabulky a grafy spotřeby pro pomocné spotřebiče |
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16. 2. 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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16. 2. 2022 | Autor: Ing. Martin Varga | |
Do programu byla přímo doplněna možnost volby zadat zdroj chladu jako freecooling. |
srpen 2021
Co nového přinesla verze programu ENERGETIKA 6.0.6 ? Co nového přinesla verze programu ENERGETIKA 6.0.6 ? |
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12. 8. 2021 | Autor: Ing. Martin Varga | |
Verze programu ENERGETIKA 6.0.6. přinesla již avizované funkce a něco navíc. Zde si je podrobněji uvedeme. |
březen 2021
Vliv okrajových podmínek na vypočtenou hodnotu infiltrace EN ISO 52016-1 Vliv okrajových podmínek na vypočtenou hodnotu infiltrace EN ISO 52016-1 |
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17. 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. |
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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30. 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. |
Na co v zadání dávat pozor při přepnutí výpočtu z EN ISO 13 790 na EN ISO 52 016-1 a naopak Na co v zadání dávat pozor při přepnutí výpočtu z EN ISO 13 790 na EN ISO 52 016-1 a naopak |
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11. 6. 2020 | Autor: Ing. Martin Varga | |
V tomto článku upozorníme na odlišnosti v zadání při zvolení výpočtu podle normy EN ISO 13790 a EN ISO 52016-1. |
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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4. 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: infiltrace EN ISO 52 016-1: infiltrace |
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27. 5. 2020 | Autor: Ing. Martin Varga | |
Níže v článku vysvětlíme rozdíly ve výpočtu infiltrace dle EN ISO 13790 a EN ISO 52016-1, resp. EN 16 798-7. SW ENERGETIKA od verze 5.0.0 uvažuje pro stanovení infiltrace při výpočtu dle EN ISO 52016-1 níže uvedený postup. Aktualizace 18.6.2020. |
EN ISO 52 016-1: přerušované vytápění a chlazení v měsíčním výpočtu EN ISO 52 016-1: přerušované vytápění a chlazení v měsíčním výpočtu |
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27. 5. 2020 | Autor: Ing. Martin Varga | |
V SW ENERGETIKA je zapracován od verze 5.0.0 vliv přerušovaného (popř. sníženého) vytápění a chlazení dle normy EN ISO 52 016-1. Níže v článku popíšeme odlišnosti oproti normě EN ISO 13 790. Pro slovenský modul ECB jsou údaje uvedené níže v článku pouze informativní. Vzhledem k současné možnosti v modulu ECB pouze normativního hodnocení s konstantní průměrnou výpočtovou teplotou (pouze typ výpočtu "A") není tato funkce pro výpočet zatím dostupná. Aktualizace 2020.06.12. |
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 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. |
Nový katalog klimadat Nový katalog klimadat |
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27. 5. 2020 | Autor: Ing. Martin Varga | |
Od verze programu ENERGETIKA 5.0.0 je doplněn nový katalog klimadat. V článku níže jsou představeny jeho základní nové funkce. Pro modul ECB platí stejné funkce katalogu uvedené níže s tím, že je pro normalizované hodnocení nutno vždy volit klimadata dle STN 73 0540-3. Pro normalizované hodnocení, které jediné je zatím v modulu ECB umožněno, není možno volit v zadání jiná klimadata, než ty normalizovaná uvedené v STN 73 0540-3. Aktualizace 18.6.2020. |
Nové funkce na formuláři OZE Nové funkce na formuláři OZE |
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27. 5. 2020 | Autor: Ing. Martin Varga | |
Od verze 5.0.0 programu ENERGETIKA jsou učiněny menší úpravy na formuláři zadání OZE (obnovitelné zdroje energie). Níže si je blíže představíme. |
Kombinovaná výroba elektřiny a tepla (KVET) Kombinovaná výroba elektřiny a tepla (KVET) |
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27. 5. 2020 | Autor: Ing. Martin Varga | |
Do aplikace ENERGETIKA modulu ECB je doplněna od verze 5.0.0 možnost zadání kogenerace tj. kombinované výroby elektřiny a tepla (KVET). |
duben 2020
Rekuperace TV Rekuperace TV |
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3. 4. 2020 | Autor: Ing. Martin Varga | |
V článku níže podrobně popíšeme novou funkci v programu - zadání rekuperace tepelné vody (funkce dostupná od verze programu 4.4.2) |
Změny vyhlášky o EHB 35/2020 Z.z. a změna STN 73 0540-2 Z2 v modulu ECB programu ENERGETIKA Změny vyhlášky o EHB 35/2020 Z.z. a změna STN 73 0540-2 Z2 v modulu ECB programu ENERGETIKA |
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3. 4. 2020 | Autor: Ing. Martin Varga | |
Níže jsou popsány změny v programu v návaznosti na aktualizaci výše uvedených předpisů: vyhlášky o EHB 35/2020 Z.z. (účinná od 10.3.2020). Doplněny také úpravy v důsledku změny Z2 v STN 730540-2 (účinná od 1.8.2019). |
listopad 2018
Funkce započítání měrné spotřeby CHL,VZT, VZV na straně požadavku Funkce započítání měrné spotřeby CHL,VZT, VZV na straně požadavku |
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20. 11. 2018 | Autor: Ing. Martin Varga | |
Do modulu ECB programu ENERGETIKA byla doplněna funkce, kterou uživatel rozhoduje o započítání měrné spotřeby energie na chlazení (CHL), nucené větrání (VZT) a vlhkostní úpravu vzduchu (VZV) na straně požadavku či nikoliv podle podílu pokrytí podlahové plochy budovy těmito systémy. |
prosinec 2017
Navrhovaná opatření při zpracování ECB Navrhovaná opatření při zpracování ECB |
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19. 12. 2017 | Autor: Ing. Martin Varga | |
V tomto článku popíšeme postupy a jejich možnosti, jakým způsobem do ECB zapracovat navrhovaná opatření. |
ZJEDNODUŠENÉ ZADÁNÍ umožňuje stanovit úsporu a prostou návratnost vybraných opatření (zateplení konstrukcí, výměna výplní otvorů) v rámci souboru zadání a jednoho výpočtu pro výchozí stav (bez nutnosti vytvářet nový soubor pro opatření). Představuje tak rychlý a efektivní způsob návrhu doporučených opatření týkajících se ale pouze konstrukcí obálky budovy.
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)
Při zjednodušeném zadávání navrhovaných opatření lze využít zadání změn pouze u stavebních konstrukcí (stěny, výplně, střechy a stropy, podlahy) a u přirážky zohledňující tepelné vazby. U výplní lze ještě změnit jejich činitel solární tepelné propustnosti zasklení g. Při volbě zjednodušeného zadání opatření se vždy objeví pouze záložka "Stavební prvky a konstrukce budovy" s jedním předdefinovaným opatřením OP 1. Další opatření "OP" nelze přidávat.
Podle toho, které všechny typy konstrukcí u tohoto opatření zatrhneme, se objeví i všechny zadané konstrukce spadající pod tento obecný typ konstrukce. Z vnějších konstrukcí se zobrazují konstrukce, které jsou přilehlé k exteriérovému vzduchu a k zemině. Z vnitřních konstrukcí se zobrazují konstrukce, které jsou přilehlé k nevytápěnému prostoru. Podle zatrženého obecného typu konstrukcí (stěny, výplně, stropy a střechy, podlahy) se objeví i popisová pole, kde je možno vyplnit bližší popis navrhovaných opatření na vybraných konstrukcích. Pole jsou formátovací pro libovolnou úpravu formátu textu a také každé pole má katalog pro ukládání a následné vyvolávání vlastních předdefinovaných textů navrhovaných opatření.
Pokud u některého obecného typu konstrukce opatření nenavrhujeme, zatržítko nezatrháváme. Pokud navrhujeme, ale ne u všech zobrazených konstrukcí, tak u neměněné konstrukce navrhovaný součinitel nevyplňujeme. Pole necháme prázdné. To je signál pro program, že součinitel prostupu tepla konstrukce v navrhovaném stavu je shodný s původním (výchozím) stavem.
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)
Pokud chceme vyhodnotit i prostou návratnost navrhovaných opatření, je nutno zadat 2 typy údajů:
-u konstrukcí, které navrhujeme měnit, zadat paušální cenu investice do opatření v EUR/m2
-na formuláři zadání PROVOZNÍ NÁKLADY vyplnit průměrnou cenu použitých energonositelů v EUR/kWh
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inZ4evTtpLmObM1OTV4bO9b/2yXd7dP34y6u3s+tl/1RzRv5697i0y9umv1AP+xa9zZwZGJ/LTdq09O52fGB04c6LjJXXcc7FTa7jXRjnplpaW9tdPnLnkntfsdP7qpTMnXm8P21Fx/Wa5u7IvwksdJ84MjE54F9w0Z6fzk1eHz/b++hfqdQiuel/58NKU8NzstTOdewqs0tLS0tLS/su3es8OX510PwnWp3xidCDwkJ0TdFaZmXLOT3P1pK+B0U/+UbO1Ir6SAAAAAACIUHHt8LptmUwmk9m16cdNP1i9cXvL3rb2TCaTaW/b3fzc+keWa9ZY/tDjGzbvaNnTti9jaW/bu6t568bVP2hyFlnx0+fbM5lMpmXjQ7p9/tiaaXjPs48LH2W2rZOXEo+nvW1vy9b1jyx3Ft616cfysitWrd20tXmXffSZTGZf256WHZv1ZyCd6b62lu3iscvn+sjaTe6SmX1tu5qf2/CTgGWBOlNT7fD5M1KJKLVx7cc+VeankMxMnP9ArCv/rnvIWzh/7i3fAYnF4OxQt1hC7/nFB+cnZnR7sZbOD396TKwm59YOf/7bwL1NXfmkc0/Qjspoh0vYVUtLyyv/HnYVTHP2+oV/f0VcIaDq9VXD537zSoFVWlpaWvZ0fhL2Cdcecsuezk+uTGmWnc1f7nn/c//Vk66orh7+1adj3gL+3yEAAAAAABC10trh57e1OG2vp33P1rUrxKWbVj29s823mLN066ZVdnHatG5bcD382OY9Qjmsb4eXP7aptd23h7Ztm57zt8MPrtmy27+su8q6B6W965fe1/LMKqX0DTzX9t1b1sjbBOpRPDNLeEuFNateafvKv1+4HlYUWmbGTnl14Z5/7592n5m+8K5yQG+dy3v7EadBDuoXlUPLX/zQrTjn1A7PzoaemHQ959gOl7Krll99Mlr4isu1uq7q3dN55pqwHem6BaxirffuhcKfBXUsr9JDqwcrnr5zsgXaX8phAAAAALsYZ7wAACAASURBVEDcSmqHM5lMpm3n5rWrVjQtXdq0YtX6bXaFumfzY+6yTY8/u8cqjZ/f+PiPVlht6vIHH1mzyalRm5/+ob2oXQ+rg3yX+sphXTv84Lptbe6OHlq+dGnTih+t2SzU18JmH3xqhzUGuOW5tY8+aA0Vblrx/UfdM2jbstrb+UNPN1tjo1ufXfOjFU1Lm1as2vB8m7pNYbPtu7dtsM91+YOPrt1snalQhAP1KuJ2eM9LP3/16ImzSt8qlLVqszp77dxxdZqIV7KD08IiU1fOHD/w0p4Wa+IDedtTF3/n1pXi6ODp/n8Xh5nK1bHw3J5OcYCpOXv9Yu7oy+0tLdYkBxfFinr22qmwetbXVE5dcntRX508deWsNWPFnpc6ctJepAs6x3a4lF29e0G45FNDvR32BT9w/JzY9kqNrq/qVZt24RIErWKT5nPwvibaXz7aOyRuUTxkabi48GXiP1FxRWkttf8Vy2FlgDkAAAAAANVRYju8S+k7H9rYkslkMpnWZx6xH3EaX7EwVp7yKt6mNVvbtPWwUw67G/G3w/Yi7TuekoboNq2ylxS3aq/d/vxPpUHO4oaFQ3jiubZMJpNpe369sGWn9G7busa5AivsenrX5seUqSmafrBhR3smk2lvflo7awZQNyrdDhcjsPDUDs+UR5H6C8Y9v8iJ5bEwnFSaPEIaHyyWw+L4U2nArDc7rqv92FnhcIP7QmXErHrcykmPfy7vR5oNV+xM594OF72rlvaXjx7vPXN++OpUXmnWP7ykGYPb0uKrepV+fOpS1jdTccjY4ZcOvPW7T88Ojl6fHpW/JuQz8taRCmXfiapjkb3jDqmHpYHXlMMAAAAAgFiU1g7veEptV53OVBx6G8hf8QbUw/ZWhYbZt6p/EXWbuiHJwefmLexs2Rm2rB6U8/iKp3YodbFmaXecNFCfqt4OK52rvPK1U/+ibl1qcs2R3lfUBVqUv/8XBiYHDP2U+k2x3pS2kz//G1+ZqR6O/kZmvmHDas8sn/Rwj1o7Sp2pcE3m3A4Xv6tiNxnYDo9fE/tx3RzBvlX8d6XT0q8jT2ztP1H5kyset/QpFeth8USVwecAAAAAAFRLiXelW6U+E3S3OEfTiu//8JHH167fuHl7827nbnDCwtp6WNP8qvt55JnWwFa6af3z4e3w8gd/+MNH16x/atNzO1qc2+a5C9tbDjwj11prJLS/MbfY16zgZoBUq2o77LufW/BIUJc4QXBAG9vS0vn5hLeQ0HGK40LdejhwsOjf9Qx7W/FPVWyRWsjZi7/zPR8+bNh/0ppb5kmnI/SYc22HS9iV77Re+vnrb/2u98zA6PXpoNkopNpWNjv6iXbO3qLb4faXXz16PPvp2eGrU9Kd8rS3N9SfiDRZhrSE+Ix+SuygrwYAAAAAAKJWYjvsq1v17XDTD36y4bnmXW3+W9j5FnbqYaEK1g0LVvezNnDG4qVLl9qTSyhPLn9k7abtLXvb9PemcxfWr+zntMgFFDeAGUir6Nvh2en85OTE6MCZ3K/9MwvIK0983ulboKj+UKpsxSZPGhdqDSjVNsb+YwlsSqU+Va2rfTdT00xPUXhHQc/PtR0uYVctLS0tLe2/fCt3ZmB0Qi5kJUW2w6Y5felDzcwMoZ/dPS91HP/07PDV/HTw/fH07bD26yTkVMUJNpxnxMeUu98BAAAAAFA9EbTDTas2tYoNbHvb3l3N2zdvXLPqJ9oqefUWuR62P5Z3pu4n+Ii8hcUnnVvYOfa17WnZ8dym9Y8/tF7ZUuiWNUdEOwyEiPiudHNfeW7tsFwPj37yj9IAYWky4gq0w2F3oivlpGuhHX7lN2fHgkth7Sr+dnh2Vpxd4sK7Jcw7fKDncj64FPavI52IZmKJ8EshPmdVwZTDAAAAAIDaUPF2uMkudzNtLc9tePyRB8X7ta3ST0Mh18Pacri0dtg3/Pehp5vbM5lMpn3385vWPvr9FcJEwb5pKOyRy0W3w0wdAYSo+XY4dKiudiFl9lyx5hvueU0oh9W5ZIM75qCFxJklfFNKaIcNF3XS8bfD0u35TNOcmbo6PHD+TO/v3nr95//2eTHzDpvmbP7ih7+QxlL79x/QDqtDsGenr48ODpz9NHv86Ksv57TrFL420hwl6hLirMTXz/6r9FWjuVUiAAAAAADVYjQWY63dxT7zY/WZHz9jd6Rr7Qee3NqeyWQye557vCloM97Ctp9YhezuzY82Nq2xy2FlV+p+Ht7ozDvsP9qmddvlw7UXzux46gHfws6GfQurB9nYaJfOe579SYGLAsBhGEbzHB2We7nDlV159wnhFnLmSO/Lmo28Jt1N7ty/BT87Nuq1ntfP/mvYweT73t7t39Xu4+Jd6YZ7XrIff/mEb9jwCd2hFnXSQc+XcaXL25X06NSlrp+LV0KZqtjb5AmxtnXO/+WeYe/zNzv6+9ek3UurXDphPyp9zmevfX5sn7DK7q5B3TrNHwwIXyfeJ0Z/pv5L8ZLwa4PrZ38vNMmjv//HIi40AAAAAADRqHQ7HNytusWv5kmvHrZHDrc8/VD4fhrtBXdvfjRwP+7h2o21rsd96OmWjHJuzlBmuwR2rfjpjkwmk2nfttbqvX+woTmjPVYArppvh5U+1l+67v55bnA6dBti8Re+M6lmnr12plPph/cdOysc7vSlE1YHuVs3bFhTLRd70rG3w1JpO9glnYp0jYLbYa+2lXbhXrOwVaQ1Jj7vFHcvfzkIu3lJvNmgOf65/AlQ23v/pRDXF2bEmB3q9hXNAAAAAABUT6XbYWfcrq+1bVr1jDsb8fZ16rhiux7etWPHHn3h6muHGx/dvDuTyWTatq+TBgQL+3EP1x702/78+hXyVh9Y685GvGvTKmcLdrusbNk+AmEjK9Y/b81X0frMKvWEnC1r2mugntR+O9zc/NrvpWkOpq6cefdX+3c3Nzfv+9mR3529IrZ+Uxfe0bSycnFoGfv0Nf+CzbvfkaY0mJ0YyB352b7m5ubd+3/1Vu/AhLAZdxxsScOGizrp2NvhfxMnYZidGMi9sX93c/Pu/b9698ywPBtwEe2wclGlT5F+FbnOn7py5t1/2tfc3LzvZ0dy/RPyZMiBuzFnxs5aXya797+Rkz5zAZdC6Z3tk790IqTmBwAAAAAgchWfWeIHG3baU/xuXf/j7zU1NjY2fe+h1c/s2CPcqE6zHbvrzQSNxvW3w40rntzalslkMu17tj/16APLGhsbl/1w9TM72zS7eeI5ey7knc+s/uGyxsbGxmUPPLp+66593j7FLT+0wZ6muPXZ1T9c1tjY9L0fr9+6uz2TybS3bhQO3Wui9+3aut46hsZlDzzsnm77jp/657IA6kkS2mFNAas1deX3ASN2fcVf8IhQ3zhgrdmJC8edBviE72Zsgewus+bb4WZx2t3wCzHwgbutoHa4ufmlE5f0w7sDVtHV+XrXTh0UPndyP+w7VuEeedpJTPz18HT/ccphAAAAAECsKt4OS4OERft2PffkU9vaMxn9bMFCPaybqkHTDgfsqn3P1m071MMVBgnLy+54et0may6M5g0/8Lb8wJotu/0n0fb8T3+kDBJ+4PHNLft8C1on3PLMo8uKurxAeiWjHW5ubn75bXXYqmRm7Oz/+XlIkSfXneEjQncf6FKHqEolY/5y7+vCTLhpbIebd3eeGtNegtn88Kc5YX4NYfbm4HZYGf/tTT8cuMrLJwb0n+2ZifMn/nMwcOKHl49fUIcJW6au/L5LuJ2e/uqppfj0hXeKuMYAAAAAAESo8u1wY2Nj0/efeHp7S5vVmra37W3ZsXn9w8saGxubgub0bRTqYe08vtr9uLva29aeyWQy+9patq5/eJlzuFLf27js4fXPNe9us8f6tu1q3vr0E99vavRGCu/46YqwLW9/+vGAccDLHl6/eYezZCazr21Py/Zn1j5MMwwkqB1ubm5ubt73T2/1nh26OjnlFJczU5NXh872vhlWDPt3VMyI0N373/jdmf7Rify0XTbOTucnRvvP/E4shpubm1PaDjc3N+/++Zu950cnnGs9MzUxet6+0uLME97FDGuHm3f/2zmheXWmHw5bZd/rvztz6apz/Wen81cv2VdfmnnCN0WIfNwzU+5nTTzXgKsn18P++xYCAAAAAFBtxbXDNSi4sHbmPm7f+mQMxwVAZBjGTgA7d+7cufOX4i33rp89FvfxAAAAAACQ2HbYvo+dZqTxAz/d0Z7R3YMOQNXRDgO2Xb/+ozB0eOzTX8Z9QAAAAAAAJLcddmeiaN/t3hBOvP9d25bVTYU2ASBqtMOob20vvrhr586du158o3fohtcNz175PeUwAAAAAKAGJLcdbmxatTHghnDte7b7bh8HIA60w6hvHwzo7mJ348I7u+I+MgAAAAAAdia6HW5sbPTfEM672RyAGkA7jPp26PS4Wg3PXjvdQTcMAAAAAKgNCW+HAdQ22mHUt/1dAzdm7Fp45sb4lf5P/88/UA0DAAAAAGoG7TCACNEOAwAAAAAA1CzaYQARoh0GAAAAAACoWbTDACJEOwwAAAAAAFCzaIcBRIh2GAAAAAAAoGbRDgOIEO0wAAAAAABAzaIdBhAh2mEAAAAAiI551SCEpCxV/jFCOwwgQrTDAAAAABCd2GssQkjFU+UfI8Z9ABAZwzB2AAAAAACiEXuNRQipeKr8Y4R2GECEaIcBAAAAIDqx11iEkIqnyj9GaIcBRIh2GAAAAACiE3uNRQipeKr8Y4R2GECEaIcBAAAAIDrxlkoAKoJ2GEBq0Q4DAAAAQHRoh4EUoB0GkFq0wwAAAAAQHdphIAVohwGkFu0wAAAAAESHdhhIAdphAKlFOwwAAAAA0aEdBlKAdhhAatEOAwAAAEB0aIeBFKAdBpBatMMAAAAAEB3aYSAFaIcBpBbtMAAAAABEh3YYSAHaYQCpRTsMAAAAANGhHQZSgHYYQGoZhvE8AAAAACAaSqkU9+EAKEe838i0wwAiRDsMAAAAANGhHQZSgHYYQGrNsR3+CwAAAABAMKVUivtwAJQj3m9k2mEAEaIdBgAAAIDo0A4DKUA7DCC1aIcBAAAAIDq0w0AK0A4DSC3aYQAAAACIDu0wkAK0wwBSi3YYAAAAAKJDOwykQMzt8L2ovm3vDZvD722L+zCA6BmGsX0OqvwDEQAAAACShXYYSAHa4fpz4JRpmqcOxH0YQPRohwEAAAAgOrTDQArQDtcf2mHUDdphAAAAAIgO7TCQArTDdePAKVOHmhgpRjsMAAAAANGhHQZSgHa4/jB2GHWDdhgAAAAAokM7DKQA7XD9oR1G3aAdBgAAAIDo0A4DKUA7XH+2vTdsDr+3Le7DAKIXQTu88bh2ihbz+MYq//iMk3URSj3l8tYCAAAAULvmVipZ7xHO/eLeMtaq4DuLSN6q3PuLc2WcGxAL2mEAqUU7HA31xdPG48WcP+0wAAAAkDbJbYeFdzFRvFXZeJxqGMlBOwwgtSJrh6k4XdZvxGmHAQAAgHqUzHZYeRfDWxXUO9phAKlV9XbYedZ+saG+0PEeljZhvyQ6fvycuIq4sPxyyX3m3C/uVY8nYK0SDkx6Qhoq7e7F3am4nrdm6GnykgsAAABIj8q2wwFvJaRnjm8U31mU8U7H/y7Gv0Fv79r3SupCyiPS26ig7jvwTViB91PaMy1qj0Ag2mEAqVW9mSXs/2jrnnX+0+x/LuCZ4xu1G7J3Ib+UKbj7sg7MXsu/K3uVsHa40GnSDgMAAADpUcF2OPitRMiboDLe6YS1w0pdHfheSa21hY81B+t/E+RfKPCdW8jZ2M8VtUcgDO0wgNSKqx2WX90c3/gX/lsSaH477fuNufpaSHglo4wvFnahXavggWnXCvwzL/Hg5b/JKnyavEwBAAAA0qNi7XDIWwnlPYtumG5p73SCZpawHlaHDYdsQT6kwLdOvifk/XsLFf+20T96OXyPQKiY2+F7ACAyhmFsmwPdT61iZpZQftMs1rMKa0nff799O/GW0NwQTt6Fdq2CB6ZdS/0VtG517euasNOkHQYAAADSo2LtcMhbiZA3QeW909G3w+fOSWVw+BakIlf3Vkc8H7WrDbx5SwlvG/37DNsjEI52GEBqxdQO++fnDR9zXLV2OPjAAl7xBBTEpbbDAXsCAAAAkHAllkr6Wja4HRb+qDGsHS71nY72MNx+OPBmdfI7t43HtW/SipjnocR2WHs+/rHVYXsEwtEOA0itGmqHA//7/xeadlj/F0ziy5jiZ5bQ/jI7+K+0lA/15yZtTfqg8GnyMgUAAABIj1JLJWlGBPHtQ8hbiZA3QeW+05FX8z6SpnYo9F7Jrod/cVx8VLcF30np5ucTbuxSzPup8GPmbRdKQzsMILUia4dL/3Wudk3plYlUyAbe/UC9hYL0y+3gtUo8sMAbPGi6Zm+poF/5a1+AAQAAAEi+kksl/xsGdQSv/61EwbvSlfhOR30XEzhVRcgW5OPy3URGdxp/oVtT+64p+JnAdrjQHoEwtMMAUqum2mF1Ze39bQXif+Pl59zNHN/o20XAWgUOLHBf+iPW/aJdeCT0NGmHAQAAgPQop1QS3zAET9YrvzPx3rIc31jczBLKaoHvdHzvqoInivB3rtJQaN+2z/3iXuVGd4IS34QV14OH7hEIRDsMILUiaIdrDH83BAAAACA+8ZZKACqCdhhAaqWwHQ75myoAAAAAqC7aYSAFaIcBpFYK2+G/8E1uwYxSAAAAAGJCOwykAO0wgNRKZzsMAAAAALWBdhhIAdphAKlFOwwAAAAA0aEdBlKAdhhAatEOAwAAAEB0aIeBFKAdBpBatMMAAAAAEB3aYSAFaIcBpBbtMAAAAABEh3YYSAHaYQCpZRjG1jmo8g9EAAAAAEgW2mEgBWiHAaQW7TAAAAAARId2GEgB2mEAqUU7DAAAAADRoR0GUoB2uNrWHxswzYFj+63/Wx/34QBpRjsMAAAAANGhHQZSgHY4Bvu7TdOkGwYiRzsMAAAAANGhHQZSgHYYQGrNsR0GAAAAAIRQSqW4DwdAOeL9Rq7Hdnj9sQHTI40ftp4KHVJsDTvu3h/BITGUuXT7uyv/2UAl0Q4DAAAAQHRoh4EUoB2uJrkZdjjt4v7uwhVtFO1wMfuFhj1DCO1wDaMdBgAAAIDo0A4DKUA7XD12mei1iW5ZXHy/GMnYYZROKPr5bNQw2mEAAAAAiA7tMJACtMNVYxW7yiDd/d3eI3Lz63TJcgGptsPiaGT9+F/deGV/Py2v7uzFe9p6UpqCwn6yHrtR+9QHBur2CiQG7TAAAAAARId2GEgB2uFqKTy5r9D8+itde0WpHZYK5KBxrIGbClld84y1lngS1r/rshpdf2xg4Nh6RnInAO0wAAAAAESHdhhIAdrhatEOHdYs0b0/bGF/g+ws5LTAwV2l3E+HrW63w1IjLe7Uq0bruxmlHa55tMMAAAAAEB3aYSAFYm6H/3f9WHe03zTN/qPrApd40eoaX3QX9rirCcsI/xSfC9qDunjY6sqWxEXd01h3tD/8dOqA7xqi1hiGsQUAAAAAEA2lVIr7cACUI95v5Hpqh/Xl7Yvd+hI2qCAusx3WVNOF22H3OelDZ1NHu+u+HKYdrn20wwAAAAAQHdphIAVoh6vnRXs2X7dNdAtg65HArlFfCdtrOw2t8qHIekrZcNjqYe2wUw/399OL0g7XPNphAAAAAIgO7TCQArTD1eT0wzKnXfSVwOFjh7VLBXbLmsWCVw9th9VSu47RDtc82mEAAAAAiA7tMJACtMPVJney4lBfuWuUlguYfUKef0I/z4O2kdZNXyGsHt4Ohw1Tri+0wzWPdhgAAAAAokM7DKQA7TBK92I35TASgXYYAAAAAKJTXqn0q1/9KpfLdXd3ZwFEpru7O5fL/fM//3NE38iVYtyN5LGHDne/EPeBAIUYhvEcAAAAACAaSqlUzCq/+c1venp6+vr6Ll++PIKqyGazo6OjV+vP6OhoNpuN+/LHZnBwsK+vr6en59133634N3IF0Q4njDsTRf/RdXEfC1AY7TAAAAAARKfUUumNN9746KOP6IWrLJvNjo+P5/P5G/Ukn8+Pj4/XcztsGRoa+uijjzo6Oir4jVxZtMMAIkQ7DAAAAADRKbVUymazfX19cddldSebzebz+ZmZmdl6MjMzk8/naYdHRkb6+vqy2WwFv5Eri3YYQIRohwEAAAAgOqWWSrlcjoHD1ZfNZm/cuDE7O2vWk9nZ2Rs3btAOj4yMDA4O5nK5Cn4jVxbtMIAI0Q4DAAAAQHTKGDscd1FWj2iHwdhhAHWKdhgAAAAAokM7nAi0w6AdBlCnaIcBAAAAIDq0w4lAOwzaYQB1inYYAAAAAKJDO5wItMOgHQZQp2iHAQAAACA6tMOJQDsM2mEAdYp2GAAAAACiQzucCLTDoB0GUKdohwEAAAAgOrTDiUA7DNphAHWKdhgAAAAAokM7nAi0w6AdBlCnKt8O/+zEsDl84mcV3mpRjpw2zeL2feS0aZ4+Ev0RAQAAAKhztMOJQDtcSNeWBYbO/QdGRkZGDtzv/MvjPaZfd8GWLnUPC7Z0dW1Z4HvmwP3q0vYWpV12bVlgGPcfGNFtoRi0wwDqlGEYz1bW358YNodP/H2Ft1rkjk93Frds52mz6GUBAAAAoGxKqVRwedrhWNAOF9K9o8FoaD3l28bUxMjIyMih7xnG9w7Ja3iP6dY91dogt7tdW29qaPl4rHtHg9Gwo1va0kTHSsNYflBa1li5cqVx83ahBD643DAadp4c0W2hGNlstoLfyJVFO4wEMA2jvMR94EhTO1wK2mEAAAAAVUE7nAi0w4WEd65FtMPKumOTR1caxjKvHj643FhxeEy/n5M7G9RlG3Z+0rHSuGmrWw8fWGYYDS0fB2yhCLTDwJzQDidXtO1w52nTNM3TnWplLH749yeGhf84CZWt8IT9qFo8//2JYec5cStBta91NKZpDp844bTDf39i2Dx9wl45aFPF7Ze2GQAAAIAP7XAi0A4XUul2WF3nwDJjZceEvOyB++3pI8Y+bmkQBgofWGY0tHw8dnJng1cPd22/2SqH7S1svV+Z/KIg2mFgTmiHkyvCdljoUAPbYc3jXmsrruw96i2u3VPQ2OXO06a/tHbaXa/Y1W+qiP1KKwIAAACAhXY4EWiHC6l0O3zgfsOw+mDrQ7sc9pbt2rLAMFYes+auGPu4xWuC7XLYetCZcOLgcrscHune0WAYxk07rZksfDNYBEp1O7zuaL/v099/dJ23wAvd0iPrjvbLzwc+GOKFbtPsfqHwcQVsUzmkUjde6tFizmiHkyuqdrjzxLCpK1SVD4PmClZmfug8ramH3X+r00Topo2QH9O30JpVnY+L2S+zVQAAAADwoR1OBNrhQqzONejOcoXbYb+Vx+xJi0dGRrq239yw86SzbMOOg1sWGEZD6yl3gbHDK5yph7u232ysODw2YnfG1oQTB5YZ9oPW3lYenRyzVpSHHYd/DVTwG7myKl2fvdAt967rjvbLVWuV2mHffot6qsiNo9poh5MrmnbYJtex+pkl3Oke1FZWncrB+ljzL3lqCpsyelg3N0TAaGT9pnRHEHiQAAAAAGCjHU4E2uFC9Helm7U72FLuSneqtUFuft070jnL2uy21zLRYd+ErmvrTe6Y47HDK6z5iLu23+w+2L2jwbCrZvfDYqYhrp92WO2GNao1drh8tMO1h3Y4uSJqh093SlM5hM07bHNb4tOdz4YWr/ZTuro2/KCKbIeDNuXbL+0wAAAAgILqpB3u2rLAN540SWiHCwkvWU/ubFDb4a7tNxvSeGBn3bHJ2WMr5emADy53ymF75O8x89hKw7hJ/EqasG5CJ5bDbmcsPagcKe2w4oVuU+pV5Ukn7PZXLIJf6DatNcQHtWt5S5um2X/0qFPgWiu+4K1i776YDlr6ULfxYk5BWoJOOSq0w8kV5V3phH64cDtscWZnkKplZdKGztP2zBXOI8rCWsVMVVFgU4X2y8wSAAAAAHzqpB0em/R6VWc8aZLQDhcSXrKOHV6hTt9wcLk014O07sSU1A8fWOaNE3ZG/lqLiL9pOLmzwVh+8OBycWCw7kHa4TDrjvZL/ag0BNd70q1WxeW9vjVgLWlUslsqO92sVCzLe1GPUNsOB2y84CnI58x0xNGhHU6uKNthaxixrym252/QTd0rDwgOuuGbPcxYmUbY7Wn1DW/naW8V5a506gDgoE3p98td6QAAAAAEq5N2OOlohwspULJOdMjDgbu23GTIcz3I60580trgrODekU5e1lrE64fHPm5puPmmmwx3mHHAg7TDwdRu+O5169apz7ulsD3aV3OruqC15Nke5KJWeULYS5HtcODGQ0/BtyJzUkSHdji5Im2HpbJVmo9YmJTBm3jYNP1FrbOCtAux6fUvHDb411ngRMDY4fBNhe+XahgAAACAD+1wItAOF6K/s5zX3k5Mmadab/Yev6nllHvTOV1BOzb5X60NhmEs2HLAvSOdsqy9iNsPjx1eYRhyOWzfdU56kHY4iK8bdrgTNpimKQwZtmha3YC11LLXvbFcUOFbSjscuPGwU3BW9GH0cBRoh5Or8u0wAAAAAMBBO5wItMOFiHOHSNvw5hGRFhHnFxmbnNXMN2ItPjs5MTmrbMT9cGxyVtzSxJTpn7hEWca3N/3ONdLeDuu7YatVFSd9kCaUkG5gJ0/y4F8rpnY45BR0KyIytMPJRTsMAAAAANGhHU4E2mHUdDt811ytPdJvmrkX1IdfyJn9R9aKH1ofrz3Sbz/hPiQ8GLTWCzlpH+6H3tbukrajPK48q3wYtPGCpyCcASJVdjsc94HjLsMwNgMAAAAAoqGUSgWXp6qLBe0wstlsBb+RK2uu9VlANyw3p2uP9Jumrx22Hg7uW8W17nohZ7r7eSFnmuW0w5qth2688Cl4Z6BuHhVFO5xc5ODJ8AAAIABJREFUtMMAAAAAEB3a4USgHUaa22GrTFW55aqt/8haZ0Su1Ns67arwoH4t6Zn+I0fKGjt8l1vyWscojg3Wbbz4U/CWmePlhB7tcHLRDgMAAABAdGiHE4F2GGluh+tRUPWMyNAOJxftMAAAAABEh3Y4EWiHQTucLmuP9Gsn00BkaIeTi3YYAAAAAKJDO5wItMOgHU4Pe64JyuHqoh1OLtphAAAAAIgO7XAi0A6DdhiYE9rh5KIdBgAAAIDolFoq5XK5y5cvx12U1R3a4To3ODiYy+Uq+I1cWcadABAZwzA2AQAAAACioZRKBZfPZrPnz5+PuyurO7TDda6vry+bzVbwG7myaIcBRIh2GAAAAACiU2qpdPjw4Z6enqGhobjrsvpCO1zPhoaGenp63njjjQp+I1cW7TCACNEOAwAAAEB0yiiV3nnnnZ6envPnzzPFRNVks9l8Pj8zMzNbT2ZmZvL5fD23w4ODg319fSdPnnz33Xcr/o1cQbTDACJEOwwAAAAA0SmvVHrttdey2Wx3d3cWQGSsb7HXXnstom/kSqEdBhAh2mEAAAAAiE68pRKAiqAdBpBatMMAAAAAEB3aYSAFaIcBpBbtMAAAAABEh3YYSAHaYQCpRTsMAAAAANGhHQZSgHYYQGrRDgMAAABAdGiHgRSgHQaQWrTDAAAAABAd2mEgBWiHAaQW7TAAAAAARId2GEgB2mEAqUU7DAAAAADRoR0GUoB2GCggW664Dxx3GobxDAAAAAAgGkqpFPfhAChHvN/ItMNIANrh5KIdBgAAAIDo0A4DKUA7DBRAO5xctMMAAAAAEB3aYSAFEt4OP3mk31T1H3nSWyCTkx558ki//HzggyEyOdPMZQofVynbLF6pRxtOuT7QoR1OLtphAAAAAIgO7TCQAglvhxWZnFx1PnmkX+5xq9QO+/Zbo5JynDGjHU4u2mEAAAAAiA7tMJACaWqH1W5Yo1pjh5EmtMPJRTsMAAAAANGhHQZSID3tcCZnSqWtPOmE3f6KRXAmZ1priA9q1/KWNk2z/8gRpx22Vsx4q9i7D+mgj+T8m5b26p5B0PLBR6tprHUzbziLBe/Ud0ZKH15vQ45ph5OLdhgAAAAAokM7DKRAWtrhJ4/0SwWm1Gd6T7rVqri817cGrCWNSnZLZadflapaeS++I3Q2qO5e8++g5aVTEPaiXoHwaxS6U/8Z+S5MPZXDtMMJRjsMAAAAANGhHQZSIB3tsK8ZffLJJ9XnhUY1I98zzns2YC156KzcAitP6Hpb7TEGbNz7sODGSyxppXk3St2puELdlcO0wwlGOwwAAAAA0aEdBlIgDe1w4KhZdzYId2oG3WwKapnrW0ste916VDN6N7wdFh90+tZMzrdx7Uac5YXHvSMt1NZqhlYXs1PhQ+mk66scph1OMNphAAAAAIgO7TCQAslvh/XdsFWcilMkSBNKSANp5RGy/rVqth2WTza4JPbfrq/0dtg56zosh2mHE4x2GAAAAACiQzsMpEDS2+GAccNK++nWo3IRrN6qLmitsHkYSmqHlQHL7pS+ysjloEkegic1ltb0P+xbPmynAe2wdQRH6rAcph1OMNphAAAAAIgO7TCQAsluh0PnlJDureZrh62H5QeD1rIG59r7Ue5KV1o7XMm70iltcDGVtP4J3cZ125SOqJ7QDicX7TAAAAAARId2GEiBmNvh78xNuzhFsCvXLj/V37mmPWc9vKaz3+zvXGOtvaaz3zT7O9cID+rXkp7p7+x0Hpa2JnyoPC4+25kTD1J8Tn08aHlx49L5+/aovz7y6YdsXP+hfOD1oex2OO4Dx3cMw9gIAAAAAIiGUirFfTgAyhHvN/Jc2+Ek0VbGFVy+CtZ09tdjOUw7nGC0wwAAAAAQHdphIAVoh6sl+e3wms7+2jqgaqEdTi7aYQAAAACIDu0wkAK0w9WS6HbYmoWiZg6nymiHk4t2GAAAAACiQzsMpADtMFAA7XBy0Q4DAAAAQHTKK5VeffXVbDbb3d1d9tttAAVZ32K//OUvI/pGrhTaYQARoh0GAAAAgOiUUSq9/fbbPT09fX19ly9fHkFVZLPZ0dHRq/VndHQ0m83GffljMzg42NfX19PT884771T8G7mCjCUAEBnDMJ4GAAAAAERDKZUKLv/6669/9NFH9MJVls1mx8fH8/n8jXqSz+fHx8fruR22DA0NffTRR4cOHargN3Jl0Q4DiBDtMAAAAABEp9RSqaurq6+vL+66rO5ks9l8Pj8zMzNbT2ZmZvL5PO3wyMhIX19fV1dXBb+RK4t2GAlQ9gwvcR84aIcBAAAAIEKllkq5XI6Bw9WXzWZv3LgxOztr1pPZ2dkbN27QDo+MjAwODuZyuQp+I1cW7TASgHY4uWiHAQAAACA6pZZKVHWxoB1GNput4DdyZdEOIwFoh5OLdhgAAAAAokM7nAi0w0h3O7y6s9/s71wtPdaeM03TzLXPeePiftrbVxdeKvy4kFC0w8lFOwwAAAAA0aEdTgTaYdRZO9yeMytey5ZR9dIOpwjtcHLRDgMAAABAdGiHE4F2GPXUDrfnKj1mWLOTqFZBraIdTi7aYQAAAACIDu1wItAOI6Ht8Objw5/9U+HyR2hh9dXw6s5+5+vCfdJaqV3zjLi4/bjwSH/n6iWrO/vNXKf9WK5daYHdD8XHpZkudMej7jiCghtzQDucXLTDAAAAABAd2uFEoB1GfbTD7TlT06qu7uyXa1nr31YT65S33hOaqtctiKWl1aI5pB0WD0H6QCyzfQsx7LiW0A4nF+0wAAAAAESHdjgRaIeR/nbYNE2zv7MzZ6ozDiujid0PpTJWaXJ143Z97bBmXc2m7OHJ3tNBva866jmiCTJQJtrh5KIdBgAAAIDo0A4nAu0wktUO/9Nnmk/o8PHNQeXPaqF/XS13sUuWtOekD7XTPiyRPrQmgTBNuZ1V22H9ur5d+LYU0PrKs1nYGD1cO2iHk6t67fD+94fMoff3l77A/sOH7QcPf2aa5meH978/5Pxf6Abjs//9IdM6Nu/gnYc/O2yfRozHBwAAAKBaaIcTgXa4kK4tCwyd+w+MjIyMHLjf+ZfHe0y/7oItXeoeFmzp6tqywPfMgfvVpe0tSrvs2rLAMO4/MKLbQjGS1Q67Sp93eImvHy69HV7irWnxzThRSjuca1/SnhMOKKQdpgyuYbTDyWUYxobqePH9IXPo/RdLXEB58MX3h0zTDN9O/F58f8j87JD2jA59Zpqm+dmhuA4NAAAAQHUppVLB5WmHY0E7XEj3jgajofWUbxtTEyMjIyOHvmcY3zskr+E9plv3VGuD3O52bb2poeXjse4dDUbDjm5pSxMdKw1j+UFpWWPlypXGzduFEvjgcsNo2HlyRLeFYmSz2Qp+I1dWpdthZVpgqZpVZpYIb4flFcpsh63HhYMIm1mCerh20Q4nV8La4WRJ9MEDAAAAqATa4USgHS4kvHMtoh1W1h2bPLrSMJZ59fDB5caKw2P6/Zzc2aAu27Dzk46Vxk1b3Xr4wDLDaGj5OGALRaivdnjJEvEGdSF3pdNVusrYXrnhFTajzF6h3LFOHZ4sDGgOOB5lzDNlcY2hHU6uaNphe4ivaZreOFmpKi20gDXEdmjIXWro/RetIbnv22t+dshd3vrHIW+T3tBccT/aIcfyAv4D8m8yZHV7Id/xOPstYoMAAAAA0oV2OBFohwupdDusrnNgmbGyY0Je9sD99vQRYx+3NAgDhQ8sMxpaPh47ubPBq4e7tt9slcP2Frber0x+UVBC2+EiaYfjtgs3qNNNABwy/tebeNhU5qiwt+DfobQHZzILaTHf5MjK8SiPUw3XGNrh5IqgHX7x/SFd5Sv/K2wB8XmxMrbKVbdWlZeXl7IWOvSZsniBTlbdsb7ZlhZXZ72QJpTwF+LhGwQAAACQOrTDiUA7XEil2+ED9xuG1QdbH9rlsLds15YFhrHymDV3xdjHLV4TbJfD1oPOhBMHl9vl8Ej3jgbDMG7aac1k4ZvBIlC622EgcrTDyVX5dliqZIWP3UI0fIFD1g3dnOLU1w7L44J9bbL0+ItS/VqokT30mbDjoINUN6irm7XtcDEbBAAAAJA6tMOJQDtciNW5Bt1ZrnA77LfymD1p8cjISNf2mxt2nnSWbdhxcMsCw2hoPeUuMHZ4hTP1cNf2m40Vh8dG7M7YmnDiwDLDftDa28qjk2PWivKw4/CvgQp+I1cW7TASgHY4uSreDuumanDnhXD+P3ABm6bq3aAdq+sfouv70JqkQthP8GEHzUgRuLK3bbHo1R1YkRsEAAAAkDK0w4lAO1yI/q50s3YHW8pd6U61NsjNr3tHOmdZm932WiY67JvQdW29yR1zPHZ4hTUfcdf2m90Hu3c0GHbV7H5YzDTEtMPAnNAOJ1ck7bC29RTb4cAFzM8OyWN459QO27MX61cXSbsssGzQ+qZp2iVxUDtMGQwAAADUnzpph7u2LPCNJ00S2uFCwkvWkzsb1Ha4a/vNhjQe2Fl3bHL22Ep5OuCDy51y2B75e8w8ttIwbhK/kiasm9CJ5bDbGUsPKkdKOwxUB+1wckUzs4SuB5VmlghdQFxiLu3woc+k/QTtV/t40MKFzjxw3uFyNggAAAAg8eqkHR6b9HpVZzxpktAOFxJeso4dXqFO33BwuTTXg7TuxJTUDx9Y5o0Tdkb+WouIv2k4ubPBWH7w4HJxYLDuQdphIBa0w8kV1V3ppAl8laq04ALiEsL8vGW0w8od7fz9bOC96gIOUqRMHaw5HnGJIjYIAAAAIHXqpB1OOtrhQgqUrBMd8nDgri03GfJcD/K6E5+0NjgruHekk5e1FvH64bGPWxpuvukmwx1mHPAg7TAAlCSCdniDPMuuduRvcQu4Ha9pmp8dKmPeYWHO4aH3X9TcCE6alFg5Hu1BKrSTGvsPQKi3C2wQAAAAQLrQDicC7XAh+jvLee3txJR5qvVm7/GbWk65N53TFbRjk//V2mAYxoItB9w70inL2ou4/fDY4RWGIZfD9l3npAdphwGgJNG0wwAAAACADRtohxOCdrgQce4QaRvePCLSIuL8ImOTs5r5RqzFZycnJmeVjbgfjk3OiluamDL9E5coy/j2pt+5Bu0wgDpFOwwAAAAA0aEdTgTaYdAOA3PCvMPJRTsMAAAAANGhHU4E2mHUdDu8GKh5ZbfDcR84FhuG8RQAAAAAIBpKqVRweaq6WNAOI5vNVvAbubJoh5EAtMPJRTsMAAAAANGhHU4E2mGkux1e3dHv/wLo71jtPun8u+StlrUi0oh2OLlohwEAAAAgOrTDiUA7jPS3w0qPu7qj3zSz+/RPlr1V1C/a4eSiHQYAAACA6NAOJwLtMOquHV68eF/Wqodph1EJtMPJRTsMAAAAANGhHU4E2mHQDntL2rL7lC2oj1srdmRN+Rlnu8JS0qaQTrTDyUU7DAAAAADRKbVUyuVyly9fjrsoqzu0w3VucHAwl8tV8Bu5sow75uqJji/MLzqeEB/alzVNM7tPevKJji/sx4L/bXW/3sPudr2FhEWsh90PkGJlt8NxHzjuMAzjpwAAAACAaCilUsHls9ns+fPn4+7K6g7tcJ3r6+vLZrMV/EaurMq0wz5OZ+u2w1KrK3yo6Za9rXoreIspDTLlcF2gHU4u2mEAAAAAiE6ppdK//Mu/9PT0DA0NxV2X1Rfa4Xo2NDTU09Pz+uuvV/AbubIiGTuseXJfVlooqDUO2qrwodsJUw7XD9rh5KIdBgAAAIDolFEq/fa3v+3p6Tl//jxTTFRNNpvN5/MzMzOz9WRmZiafz9dzOzw4ONjX13fy5Ml33nmn4t/IFZS8dthphSmH6wjtcHLRDgMAAABAdMorlV599dVsNtvd3V32220ABVnfYq+++mpE38iVUsV2WFyqqJklAtphqxfuoByuI2V/H8Z94KAdBgAAAIAIxVsqAaiI+miHi7ornfDvsHbYmeqYcrhu0A4nF+0wAAAAAESHdhhIgTpph++Q7l8nFbu6x0PbYfWedUg72uHkoh0GAAAAgOjQDgMpkPR2OA7MOVxnaIeTi3YYAAAAAKJDOwykAO1wyZ7o+CJwtDLSiHY4uWiHAQAAACA6tMNACtAOl8KahYJuuM7QDicX7TAAAAAARId2GEgB2mGgANrh5KIdBgAAAIDo0A4DKUA7DBRAO5xctMMAAAAAEB3aYSAFaIcBpBbtMAAAAABEh3YYSAHaYQCpRTsMAAAAANGhHQZSgHYYKMA0jPIS94HjDsMw1gMAAAAAoqGUSnEfDoByxPuNTH2GBKAdTi7aYQAAAACIDu0wkAK0w0ABtMPJRTsMAAAAANGhHQZSgHYYKIB2OLlohwEAAAAgOrTDQAokuh1+ouMLUy+7rwLF0hMdX5hfdDxRxJL7sqZZ5KIRHwkiQDucXLTDAAAAABAd2mEgBRLdDgui6E+L3eYTHV9Upo6e85EgErTDyUU7DAAAAADRoR0GUoB2uLrbLE/tHEldoh1OLtphAAAAAIgO7TCQAmlth8VJJ5xxvdYyHVn7YaluDV7+Cecf+7xFhJHCuhULHFZ23x3qrBj2MrqpMrL7Ao98X9Z3KNGOYa5TtMPJRTsMAAAAANGhHQZSIJXtsNfBSs/Y3av1hLhMyPJuO+x1ssLSASsGHZf3kdTrSluRVxX3I1XI1uO+zVAOR4F2OLlohwEAAAAgOrTDQAqksR1WhtS6HystrL6qVZb32uESVgw6MG+DTzwRtIy4LX3dLS4v7JFyODK0w8lFOwwAAAAA0aEdBlIghe2wbnoG84uOJ3wlrF2tFl5eWdH5MHDFgCPT7V+/njqaWG1+vVLYfYZyODq0w8lFOwwAAAAA0aEdBlIgpe2w9hZuIe1w+PIh7XAx94rbl/UtbhXDvjHF3nHJ2w1uh52nKIcjRDucXLTDAAAAABAdpVQihKQgVf4xYiyqlMc7vjC/6Hh80aJFixa1ZU333+oyZrZN/DDbVmD5LzoelzcuPh60oqota37R0ebsznngcfH58IMPOgD3NDqEjaPSym6H4z5wLDIMYx0AAAAAIBqx11iEkIqnyj9GommHrRrY/cjtWx+370rX5i5jF6ohy4e2w0Er+rRZc0i4/a24pH1U3hFqWt7H7bvSPa4eubAByuHI0A4nF+0wAAAAAEQn9hqLEFLxVPnHSETt8CK3MjVNU+5hv+jocGb7lerU4OXD2uGAFf3assoO27LiWm1Z08y2iQ/K2ww78uBOGRVCO5xctMMAAAAAEJ3YayxCSMVT5R8j1a3P1AY5LR5nWolo0Q4nF+0wAAAAAEQn9hqLEFLxVPnHCO1wBTze8UUKz6qW0A4nF+0wAAAAAABAzaIdnhtpPmJEhXY4uWiHAQAAAAAAahb1GRKAdji5aIcBAAAAAABqlnE7AETGMIy1AAAAAAAAqEm0wwAiRDsMAAAAAABQs2iHAUSIdhgAAAAAAKBm0Q4jAbLlivvAQTsMAAAAAABQu2iHkQC0w8lFOwz8/+3dyZIcR2Kg4XgvdZNstkiRlPQCs880QQDcMUvfdJwmNoLAA+iiUxeKAOoBdNAJKFTpKjPds+okneYFYg65uXt4RG4RSPfC91mZsTLSw8OziNNvbp4AAABQLHWYCqjD9VKHAQAAAIp1eB2+d3bddlyf3dt437NnizHPLtu2vXx27+y6bS+fDT1ni2m3Wl7btm17eZZ94L2z64FVcBTqcL3UYQAAAIBijVOHk2q7ofN2b1ok3MH4u2cdHpoht05xuETqcL3UYQAAAIBiTVKH59uBhxrrHql3gjrcc0UcLo46XC91GAAAAKBY76AOB2c7zC8FF67P7s2D7NniWmdENM312dllcnZF0qGH6m5upc8uo0vicJnU4XqpwwAAAADFmqQOLw4SXr677K3B7+FN8xS8brLReQ/rgfNhi5uCMVEeHqy7fR17fU0cLpQ6XC91GAAAAKBYE30r3TKxJjt7Vy87dXg9KD2UYvk6GbaeIbhhuO7mz6YI8rA4XCp1uF7qMAAAAECxJjpZYilzcMP12b1uHY6373asDqDIVOMg6m6ouz0rXa1RHC6WOlyvpmn+CAAAAECRiqzD2en66/DyrU11t2/qxSLF4XKpw/VShwEAAACKNX0dDt/sPVkiGZObLxkWvVx9sd1g3e1d6bPL9vrsmThcLnW4XuowAAAAQLEmrsN930qX7vxNNxivL6xicd+30q3vaTfU3f6VPrtsr6/F4XKpw/VShwEAAACKNXUd/tvoJOHkC+rmVzIThIcPx1uMzy67U63u2FB3B1b67HJjW+aI1OF6qcMAAAAAxTq8DpfBocE3mjpcL3UYAAAAoFg3pA7fO7se3L9M3dTheqnDAAAAAMWqvw5H5xFzM6nD9VKHAQAAAIpVfx3mPaAO10sdBgAAACiWOgxMSB0GAAAAKJY6DExIHQYAAAAoljoMTEgdBgAAACiWOgxMSB0GAAAAKFbzN1C8vb+V7tgL52+apvk/AAAAABRJHaYC6nC91GEAAACAYqnDVEAdrpc6DAAAAFCsA+vwvbPrNu/y2Qhh6d7ZdXt9dm+Lkc8u23bLoQMz7LLo7dfGwdTheqnDAAAAAMUab+/wFLV02znvnV0fnKN3rcO8Q+pwvdRhAAAAgGLdjDo8BnW4YOpwvdRhAAAAgGIN1OG/+6d//9d/2D4CpSU3PHRiWV3nY84uF5ej8Ns//t7yl2frIUHHzd2YLqzv3Itn66WcLevwvbPr9vJscdN84L3Mg6PPu2kNHEYdrlfTNP8bAAAAgCJNVIfvnV1nGu8yogbJdTFmYPyqDq9rcjC658bBVS7HP7tcTznPxKs6HDbennUmn2qHNbAzdbhe6jAAAABAsaapw+kpDcvXUUcNbhkav67DO9zYI+zBydj1E5JnJVM+C7cY77MG9qAO10sdBgAAAChWtw7/w792zmFo23//p7/bFIGCOpw7y6G9PrvX2Vi7CKmbxyc3Ll/23ti3wFxhDl7H2Xe1xnRYtKSd1sB+1OF6qcMAAAAAxZpk73Dv6QoDdXh4/EAd3jLERtuGc2s5pA6LwRNTh+ulDgMAAAAUa7qTJXLFNLN99/LZhvFDdbj3xkR22MYjI7L35k+WkIenpQ7XSx0GAAAAKNaU30oXnfAbfLlc37fS5ccP1uG+G9OFZQ8CfnbZRt9Ql6/DW34r3fAaOIw6XC91GAAAAKBYA3V4R9momhzDOx9zdrm4HCXb/vFDdbjnxsCzy7YjSrmLK2c9e4eTR6zWvMsaOJA6XC91GAAAAKBY49XhbdykM3pv0mcpnjpcL3UYAAAAoFjq8L5WhyYzPXW4XuowAAAAQLHU4X0sDqQQh98Vdbhe6jAAAABAsd5tHYa9qMP1UocBAAAAitX8NRRv7zp87IXz103T/C8AAAAAiqQOAxNShwEAAACKpQ4DE1KHAQAAAIqlDgMTUocBAAAAiqUOUwHnDtdLHQYAAAAoljpMBdTheqnDAAAAAMVSh6mAOlwvdRgAAACgWAfX4R9fXbep61c/psOeXrbt5dPdps1Ms/vacpPsOvmui2ds6nC91GEAAACAYo29d/jpZTYOHyewqsM3hTpcL3UYAAAAoFjj1uG+NqwOcxB1uF7qMAAAAECxxqzDTy/buKI+vVwdNfFqGVh/fHXdXr5aHEcxHxwcTrG6Owq44ekVfZW2f5JXl+nN4eTxyRhBM+5bfDBklOMv2II6XC91GAAAAKBY49XhH19dR+023Ec8L62rwBqOC28Lfl+H12jenh4bjgk2+s6fFXXgJPJGu4KDWQYWrw4fgTpcL3UYAAAAoFhj1eG0DSenMcRlNngjObThaWeXbnqqQ+6Uh6ETJJJFXL/6Mfzlxx+z8wwtXh0+AnW4XuowAAAAQLGaL8bww6vrtr14mly5fvVD9PriafeNpxedYdevflj/8kN08MPqrIcfvgg9vUienl9EZ/Lg9mjubRefjmMqe9fhYy+cL5qm+Z8AAAAAFGmMOtxtw+PW4Y0Bdv86PA/DyzF9D1WHj00drpc6DAAAAFCsw+twrg1/0Sm2q5eZfbvJy3hYMqB3CbkxG+tw0qZXz9py8erwu6IO10sdBgAAACjWoXW4pw1/sdiWu3hnvkU3F1ijCYLf18N+eHUd9OF8LN44yRfRy2x6XpxhEewp7i4+c4M6/C6ow/VShwEAAACKdWgdjs7sXYm6atu2169e9Wy//eKLVZcNbkyGhYcP99XYjZPkzx0O1n/96odwz3Bu8elzkr3HTEUdrpc6DAAAAFCscb6VbnwObSCgDtdLHQYAAAAoVsl1OHtgBe8jdbhe6jAAAABAsUqsw4szHcRhltTheqnDAAAAAMUqsQ5DQh2ulzoMAAAAUCx1mAqow/VShwEAAACKpQ4DE1KHAQAAAIqlDgMTUocBAAAAiqUOAxNqmuYeAAAAAEVSh6mAc4frpQ4DAAAAFEsdpgLqcL3UYQAAAIBiqcNUQB2ulzoMAAAAUCx1mAqow/VShwEAAACKdWAd/uHVddtePM1c7Vzs9fQiM8W2D79+9cNOtzx9utP4vZ+1Gr/HIulQh+ulDgMAAAAU69C9w7k8vFscfnd1+JBQu/e96vAY1OF6qcMAAAAAxWo+P9D3L6/b65ffJ1cuftl+hl8u2p3GDzx63PGj3HvIQ1nauw4fe+F83jTNjwAAAAAU6eA6/Pnnv1xE+XMdh79/ed2mlhn4l4vFheuXL5d1OAmp0ctgrlVJng94edGZPDc+uLCcNFxfmKd3edb8+i+dO1aLDz/F/EPn/jj68TB1uF7qMAAAAECxRqjDcR7u2zn8/cvrVTr95aLNFdPeOpzeGxTYpPUG5TUctL4c5+blQoN3dnzW0PW4DkcPjPZLR++Qow7XSx0GAAAAKNYYdTjMwz1xOOzByVESmaK6fqOz/TaUVNXVsOSoil9ye5PT4yyWr3d91tAuYYkVAAAeZUlEQVT14JdfXl6HG4S///77dHK7h4eow/VShwEAAACKNUodXufhbBzuK6jB68E63Hcw8cD4dP60MucOvWivX36/87M2Xs8dU7H+qzlbYjvqcL3UYQAAAIBijVOHl0E2F4ejbcOff15OHc722Gnq8MUvyZ9hHobDDdfq8BB1uF7qMAAAAECxRqrD8yL7SycOd9Lw8uKmkx8+7y+wn3cGJC+Th/aeLLHFnBuftVUdng8IHpn0677FsKQO10sdBgAAACjWWHX4818u2uvrOA73ftvaLxdt9M1vyxdhJQ2/7m2bb5nr+xa7nm+Zm1+PjkLe61k71OHgkd0Pqg4PUofrpQ4DAAAAFGu0Ohwl3/WFzNG+8ZvXL1+mzXZ5Sm+4wzZ3fG9vHe4Zv3pqGH8zx/7u8qxd6nDah9eP7jvPggV1uF7qMAAAAECxxqvDMBl1uF7qMAAAAECx1GEqoA7XSx0GAAAAKJY6TAXU4XqpwwAAAADFaj6D4u1dh4+9cD5rmuYHAAAAAIqkDgMTUocBAAAAiqUOAxNShwEAAACKpQ4DE1KHAQAAAIqlDgMTUocBAAAAiqUOUwHfSlcvdRgAAACgWOowFVCH66UOAwAAABRLHaYC6nC91GEAAACAYh1Yh797edW2F08yVy+efPbdy6v26uV3n61/6Z/gyUWbmWi3deQe8d3Lq54nb/DkYmg9JXy094k6XC91GAAAAKBYh+4dzuXhRRzeKqF+Nu+wB/XT9RNzb+wZVg+vw59N+9HeK+pwvdRhAAAAgGIdfLJEN4+ueuaWCXVKTy72Tauj1GFGog7XSx0GAAAAKNYI5w4/uYj66Hqza5JQX8430iabab97eZW5Gl1fvTGf50nnjt5E2xeH+x76ZLnE+WrD0zHCOy+eHP+jvV/U4XqpwwAAAADFGuNb6aI8HJyEECXU9dm5wWEU4bkU4Wbd6LyKdSDtm6cvoebjcDh5uoDlLPNMHB2PEa3l6B/tPaMO10sdBgAAACjWGHU4zMPhMblxQl132o3HMqSnOixf7zhP/tDhZPLVy/h6vs92n3ikj/a+UYfr1TTN9wAAAAAUaZQ6vM7D0Xeo9SXO1cues33DkxdWoh27w/Ov3+7ps+lREZm5cwdk5H47zkd776jD9VKHAQAAAIo1Th1eJtcoDh+UULNFdLeE+uSi7yzi3epw9OkWQ4780d476nC91GEAAACAYo1Uh+cB9UkUhzcn1KHjF3LXd5qn7xvpksl7TpaIX3Y+3XE/2vtHHa6XOgwAAABQrLHq8GdPLtqrqygOb06ovV8Q993LqyCirorqLgm1Lw4Pfytd9Hswwfz1DodmTPnR3kPqcL3UYQAAAIBijVaHo7g6tzmhfhadxNu5OTyYt3PjcELtOXS4O3n00EUEbturly+7W4l3OTRjwo/2PlKH66UOAwAAABSr+Sso3t51+NgL56+apvkOAAAAgCKpw1RAHa6XOgwAAABQLHWYCqjD9VKHAQAAAIqlDlMBdbhe6jAAAABAsdRhYELqMAAAAECx1GFgQuowAAAAQLHUYWBC6jAAAABAsdRhYELqMAAAAECx1GEq4Fvp6qUOAwAAABRLHaYC6nC91GEAAACAYqnDVEAdrpc6DAAAAFCs8erwk4s2cPEkeOu7F1ft1Yvveu65ePLdi6vkjl189+Kqzbt4kZ34uxdX+z+NY1CH66UOAwAAABSr+XQMP79t2/btz8mFqxffzl99++Jq/SL27Tzt9ry7q86Dvn1xFS9scS25ROH2rsPHXjifNk3zLQAAAABFGqEO97Tf4PJAHR5X90H5K+JwZdTheqnDAAAAAMU6vA7319af3y727c4T7Yu3qyMfFuO/fXHVvn2xOBhifu3b4JiI9ZWw7+a2A4fvpRn657ed28Xh2qjD9VKHAQAAAIp1cB3ecGrE1Ytvl8l3OWqdd+fX1602Cr/R3esnDO5Dzr4Z5WFxuErqcL3UYQAAAIBiTVmHV5uHk+2+cTVeX1/tNc7cHqbl/kMq8u8GeVgcrpM6XC91GAAAAKBYU9fhzO7foV3BHcm4DScY97y9ysPicKXU4XqpwwAAAADFeofnDm9Thzd05k1fb9f3fnC7OFwjdbhe6jAAAABAsQ6vw31fExeU2u3q8Kc/v22H8/DPm+pubz3e7nZKpQ7XSx0GAAAAKNYIdfjTedftHBm87rRb1uF5Z15diGPxz2/bts1V6FD/3uKf37ZXV+JwrdTheqnDAAAAAMUapw5/+ukq3y5EGXbbOvxpfPhw/FanQGcMnDyxze2USh2ulzoMAAAAUKzx6jBMRh2ulzoMAAAAUCx1mAqow/VShwEAAACKpQ5TAXW4XuowAAAAQLHUYSqgDteraZpvAAAAACiSOkwF1OF6qcMAAAAAxVKHgQmpwwAAAADFUoeBCanDAAAAAMVSh4EJqcMAAAAAxVKHqYBzh+ulDgMAAAAUq/kEird3HT72wvmkaZqvAQAAACiSOkwF1OF6qcMAAAAAxTq8Dj9+27ZvH2++tsk3L67a9u3jx2/b9b3fvLhqr158k8ycXBpdbiWffPLJN48ff9Ozqt2mnnj5N5E6XC91GAAAAKBY5dThxW1xkE067DcvrvaZd3eDK9m/Dr+z9d806nC91GEAAACAYhVVhzsO2KU7snHqMHtSh+ulDgMAAAAUa+I6PA+pj19ctQtXL76ZH68wl+zOTS9HHTY3IJWfOro1Wlm8LXlxT+dB33TXP7iqzqdevCEr70sdrpc6DAAAAFCsd1CH22jTbfoyCLLdJhz/NnAccTpfOncwevlOfHn1auNKtlhV5lNnizTbUofrpQ4DAAAAFOtd1OH1u5mXVy++6c6xfL1xwMBCojXk9hpng+/GlWw7OPcx1eF9qcP1UocBAAAAivVOTpaI9u1mXsYHP2TOcOgdkDw0PSpi8Xr+HXOdEykyO4M3rmSnZafPUYf3pQ7XSx0GAAAAKNbhdTizNTd/IEP/y95qunFAqL8OByPiSLy4pXe9uY+0w7LTl+rwvtTheqnDAAAAAMU6vA6nVfaTcDvxdnX4k8dvu1uBtxqQPjUYk9vT3Hnj8dvF18cFF4ZXstOyk5fq8L7U4XqpwwAAAADFGqEOz7fk5g8X3rIOz+9ZvbOqrhsHRHq+lS7JxPEaFtuJk9VnHhTMssOy4/Hq8L7U4XqpwwAAAADFGqMOf5Kc17tNDu6+DKfo7NLtGzCwjvTr4nruTdJ2/4PWHXm3ZavDI1CH66UOAwAAABSr+Uso3t51+NgL5y+bprkLAAAAQJHUYSqgDtdLHQYAAAAoljpMBdTheqnDAAAAAMVSh6mAOlwvdRgAAACgWOowFVCH66UOAwAAABRLHQYmpA4DAAAAFEsdBiakDgMAAAAUSx2mAk6WqJc6DAAAAFAsdZgKqMP1UocBAAAAiqUOUwF1uF7qMAAAAECx1GEqoA7XSx0GAAAAKNZ4dfjx2zbw9nHw1te/XrWpq1+/zr/RuRvU4XqpwwAAAADFGqcOP36bJN3Hb5cBuGf0/L2vf73qHQUr6nC9mqa5AwAAAECRRqjDPYm3r/yu27A6zJbU4XqpwwAAAADFOrwOf/3rVc9JEI/fds+IiHcZq8NsRR2ulzoMAAAAUKyD6/BA4O2+9fWvV1EwVofZijpcL3UYAAAAoFhT1uF083Dahvu+lU4vJqEO10sdBgAAACjW1HV4/Va3Dds7zJbU4XqpwwAAAADFan5/qLu/XrXnj3LvPDpvV+/c/fWq7Q67++tVe/Xr3YPXwA23dx0+9sL5fdM0twEAAAAo0uF1uCf8RuW3Z4g6zHbU4XqpwwAAAADFGqEO/36+Sziqv4/O23ZjG1aH2ZI6XC91GAAAAKBY49Th3/9+EYRXOqm44/zRohtnv5dOMSagDtdLHQYAAAAo1nh1GCajDtdLHQYAAAAoljpMBdTheqnDAAAAAMVSh6mAOlwvdRgAAACgWOowFVCH66UOAwAAABRLHQYmpA4DAAAAFEsdBiakDgMAAAAUSx0GJqQOAwAAABRLHQYmpA4DAAAAFEsdpgK+la5e6jAAAABAsZqPoXh71+FjL5yPm6b5CgAAAIAiqcNUQB2ulzoMAAAAUKzD6/Cj87Ztzx91riWXdnf39Kq9Or174Cz7enTettM//u6jR3eD550/unt6td+f7u7p1TtY77Gow/VShwEAAACKNVIdTopm9XX47unV4R9gm4cEH/Du6VW7d5F+Jws+HnW4XuowAAAAQLHGqcPnp6dXYdWsvg6/Ezf+A45HHa6XOgwAAABQrIE6/Md//Ld/+fvN8WdRgh+dB6UzrMOLLbELV6d3u1l0cZzC3dOr9vx0MXz+8ur09Hx1b9Cbg0kXV3vmzC9gOfxRZ5q+8anuApZzrhbcWU00Z3Bl+TL47Ok94R8zt+ybHprV4XqpwwAAAADFGq0OR2cbrOtwtIt4VWzjmLl8Nc+h8ejVsOBA3vBs3jgCd+fsWUD/5D3jI/kFLHNud5EDa4hWkCbquAnfHVi2OqwOl0odBgAAACjWeHX444/vro6XWF27ezcqlquImYbR1cW+QNrXe8NnZeccWEBu8r7x+U/cXcAuc3bq8Pre9GiOMMFnH6EOq8OFUocBAAAAitWtw3//L23Xv/3jH/viTxgyl8dLZPppclRDvB02/e3jjwdeRmdYbDVTZgHDz8osOP7E2QXknhoH3/41dHc+dyy3V+eWrQ6rw6VShwEAAACKNebe4Y9Xx0vEJ0u02Qa6aKzBpUPrcG7OvgX0Pqt/weEn3q0Ob7GGnnMxUuqwOlwbdRgAAACgWCPX4cXxEqdBF0176er1o/PFF6x1j9cdfBlNkjy/M2ffArZMz8mzsheHTpYY/CP01+H8cwf+JuqwOlwqdRgAAACgWKPX4dURCqtds/EXrwURMxy4HLBFHe77UrjsnH0L2CY9dxYcjt7hW+l65wz+dGnevXt6FYf04WWrw+pwqdRhAAAAgGIN1OEtderwItEurgXH7V6d3s0cxZv5jrXNL4ODeQeePbCA/smHFryWW8B8ktPz7sL65ly37EzeDQ8f7tlirA6rw8VrmuYWAAAAAEU6vA6zdNMT7RGpw/VShwEAAACKpQ6PRx2ejDpcL3UYAAAAoFjq8HjU4cmow/VShwEAAACKpQ5TAXW4XuowAAAAQLHUYWBC6jAAAABAsdRhYELqMAAAAECxmt8BTKZpmi8BAAAAKJI6DExIHQYAAAAoljpMBfb+VrpjLxx1GAAAAKBc6jAVUIfrpQ4DAAAAFEsdrt3D87Zt2/OHx17HpNTheqnDAAAAAMUarQ7fOZ21bTs7vXPYFPEED88PnXP7J955+HCy58QP7TzokI/58Pz84e9+d+f09EbnYXW4XuowAAAAQLHGqsN3Tmft+fn5QZtY0zp853Q28Z7Y1RO7YXrqJ8aXDviY9g6rw0VThwEAAACKNVIdfnjetucP75zODumU7yzRdp94zDrMZupwvdRhAAAAgGKNU4cfns9PRojz8LyEPjydtQvrcHxnfXF9qMKynD6MtyAv9tbGt0QTZmdLDDwxWOGGcBtPMn96frXZwXe6DwoHLWfJrupO58+YhOYb3Z3V4XqpwwAAAADFGqUOL+Pw7+I8HB9FHLwVBdX19VXf7Lzf2Y8cPqdnts4Kh564TVrN1Nj2/GHPavsGR9c7f63gj5j24+6fUR1Wh2ugDgMAAAAUa4w6HObRMHgmpXadYu90zt1NEm0wYy4Or2v07/pniy5ueuK2dTh7bEZutX2Dwwclu45XrzN/t+yfUR1WhyugDgMAAAAUa4Q6HEfOoGUO58v5t6mFBy0EAwYqa353cHe2/EJ7nrhdWl1P0F1SZ7X5wcln7FgeItH/d1OH1eGqqMMAAAAAxWo+OtSD827jbM8ffPTRR7efz9rZ89vLgeuX81uWb62uh+NvP5+15w+W/4mfFsz5Uf9smUX2PzF/18aPvFxa32q7g4MH9T6z9+/W/+camu4m2LsOH3vhfNQ0zR8AAAAAKFJzYPq5/XzWJkV0dakvXz44jzLmKvhG428/n7Xnz+PcmknD/bNtM2bPOryeJcrDz3NxOBkcPii71I/U4Qx1uF7qMAAAAECxmsPKTyYOry8O1OFoG2+bq8PLd1aTZx/1Uf9s24yJtzP3ld1gkmDI8Gp7B6dNeT1HvpJv2IIdfyp1WB0ujjoMAAAAUKzmoPDTU2wX1fNBb+UMTqOYPb+d21fbmTx3gMXgbLGNT1wMyKwjP0uaYrt/ip7BwYM+WlXlaMy2dTi6+/xBskH6RlGH66UOAwAAABSrOXY76pc9xbdYda22NupwvdRhAAAAgGI1x25HvW4/n1W0Fbau1VZHHa6XOgwAAABQrObY7SinrkN061ptndTheqnDAAAAAMVqjt2OYDN1uF7qMAAAAECxmmO3I9hMHa6XOgwAAABQrObY7Qi4ydRhAAAAgGI1x25HwE2mDgMAAAAUqzl2O4LNnCxRL3UYAAAAoFjNsdsRbKYO10sdBgAAAChWc+x2BJupw/VqmuZ/AAAAAFCkZrQI9OC8DZw/2O6u2w8e3B5hzO3ns7adPd841X73brPIKayf++C8bdvzB7efz4b+tLefz/b9IxROHa6XOgwAAABQrGaUALSIl8mFjaFym5q5VfG8/Xy2dY/e9d5jJdfkubefz9pNf1N1WB0ujzoMAAAAUKzm8PrT0yS3SJWj1eEpFVKHJ7qlEupwvdRhAAAAgGI1B8ef/r23D87XG4oXW1+DcyeCK4uiGY+ZPb+djpnXzwfri4vZs1W0MziZMHPvfovM/0k6h2zMH/T8PHdnZ1mZD37+fHGtMyL6I2ceEf5/GPwfVi51uF7qMAAAAECxmkPbz8B+1dVbuUMSlu11dT1qmOsDdrv1NnrVGRM9vU3D78C9hyxy4A8SzRO33SAbZ37vfvD1o6InrwdGHzkY01l1bXFYHa6YOgwAAABQrObDA331fNbOnn+Vfe/Bm7Z982A+5s2D4Xu/+uqr7FvRmOezNpgoOyaaIRk8eO8hi0wv9s2TW8Dyj7SwejnwwZNbor9z7hHhDX3LK9vedfjYC+fDpmn+OwAAAABFmroOL9568GZ5CkJYJrv3rse1bb4OB+M31+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Po provedení výpočtu se potom zobrazí při každém načtení výsledků výpočtu z archivu výpočtu modální okno se zobrazovanou hodnotou prosté doby návratnosti navrhovaných opatření v letech. Tento údaj se propisuje do protokolu INFOREG do pole "Náv. Inv." v závěru tohoto protokolu.
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Podle toho, které všechny typy konstrukcí u tohoto opatření zatrhneme, se objeví i všechny zadané konstrukce spadající pod tento obecný typ konstrukce. Z vnějších konstrukcí se zobrazují konstrukce, které jsou přilehlé k exteriérovému vzduchu a k zemině. Z vnitřních konstrukcí se zobrazují konstrukce, které jsou přilehlé k nevytápěnému prostoru. Podle zatrženého obecného typu konstrukcí (stěny, výplně, stropy a střechy, podlahy) se objeví i popisová pole, kde je možno vyplnit bližší popis navrhovaných opatření na vybraných konstrukcích. Pole jsou formátovací pro libovolnou úpravu formátu textu a také každé pole má katalog pro ukládání a následné vyvolávání vlastních předdefinovaných textů navrhovaných opatření.
Pokud u některého obecného typu konstrukce opatření nenavrhujeme, zatržítko nezatrháváme. Pokud navrhujeme, ale ne u všech zobrazených konstrukcí, tak u neměněné konstrukce navrhovaný součinitel nevyplňujeme. Pole necháme prázdné. To je signál pro program, že součinitel prostupu tepla konstrukce v navrhovaném stavu je shodný s původním (výchozím) stavem.
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Pokud chceme vyhodnotit i prostou návratnost navrhovaných opatření, je nutno zadat 2 typy údajů:
-u konstrukcí, které navrhujeme měnit, zadat paušální cenu investice do opatření v EUR/m2
-na formuláři zadání PROVOZNÍ NÁKLADY vyplnit průměrnou cenu použitých energonositelů v EUR/kWh
Po provedení výpočtu se potom zobrazí při každém načtení výsledků výpočtu z archivu výpočtu modální okno se zobrazovanou hodnotou prosté doby návratnosti navrhovaných opatření v letech. Tento údaj se propisuje do protokolu INFOREG do pole "Náv. Inv." v závěru tohoto protokolu.
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Při požadavku změnit současně nebo pouze i další parametry u technických systémů (např. vytápění, chlazení, nucené větrání, úprava vlhkosti vzduchu, příprava TV, umělé osvětlení) je nutné zvolit způsob zadání navrhovaných opatření vždy PODROBNĚ. Toto nelze umožnit při zjednodušeném zadání, protože bychom defacto museli na formuláři NAVRHOVANÁ OPATŘENÍ naprogramovat celé zadání znovu, tentokrát pro navrhovanou budovu. To samozřejmě nelze. Proto v případě navrhování opatření mimo stavebních konstrukci nebo nad jejich rámec je nutno použít zadání podrobné.PODROBNÉ ZADÁNÍ umožňuje definovat výsledné parametry hodnoceného objektu pro libovolné kombinace opatření, nejsme omezeni počtem zadaných opatření. Navrhovaná opatření se však musí realizovat společně! Jsou možné dva způsoby jak při podrobném způsobu zadání navrhovaných opatření vyplnit do tohoto formuláře NÁVRHOVÁNÁ PATŘENÍ údaje pro stav objektu po jejich případné realizaci.
1) ručním vyplněním (funkce doplněna 19.12.2017)
1) ručním vyplněním (funkce doplněna 19.12.2017)
V tomto případě je nutné vytvořit jeden samostatný soubor zadání hodnoceného objektu (pomocí funkce "uložit jako" a uložení např. jako: Navrhovaný stav.dkp), který představuje stav po návrhu všech doporučených opatření, která jste zadali a popsali na záložkách "Stavební prvky a konstrukce budovy" a "Technické systémy budovy" v souboru zadání pro výchozí stav na formuláři NAVRHOVANÁ OPATŘENÍ.
Po provedení výpočtu souboru s navrhovaných stavem je nutno jeho výsledky přepsat ručně do zadání souboru pro výchozí stav. Konkrétně se jedná o níže uvedené hodnoty. Tyto pole se objeví na formuláři zadání NAVRHOVANÁ OPATŘENÍ u souboru pro výchozí stav, pokud zvolíme způsob zadání opatření PODROBNĚ:
![](data:image/png;base64,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Hodnoty měrných spotřeb energií získáme z protokolů výsledků souboru pro navrhovaný stav, konkrétně z tabulky 7. Hodnoty energií z obnovitelných zdrojů a produkci CO2 získáme z tabulky 8. Hodnotu měrné potřeby tepla na vytápění získáme z tabulky 1. Prostou ekonomickou návratnost je nutné stanovit a poté do příslušného pole vepsat.
2) načtením z programu VARIANTY (zatím není dostupný modul pro SK)
Program VARIANTY umožňuje pohodlnou práci s navrhovanými opatření i v jejich alternativách, vzájemně je porovnávat a podrobně ekonomicky vyhodnocovat. A poté zvolit výslednou doporučenou variantu opatření, kterou lze pohodlně načíst do souboru zadání pro původní stav. Konkrétní popis práce s programem bude popsán, jakmile modul pro SK do tohoto programu bude doplněn. Při podrobném zadání je nutné do té doby použít postup uvedený v bodě 1).
Při použití všech způsobů zadání navrhovaných opatření se navrhovaný stav v protokolech výsledků souboru pro původní stav objeví v tabulce 6 a v příslušných polích protokolu INFOREG.
leden 2017
Změna vyhlášky o energetickej hospodárnosti budov na SR (324/2016) Změna vyhlášky o energetickej hospodárnosti budov na SR (324/2016) |
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3. 1. 2017 | Autor: Ing. Martin Varga | |
Od 1.1.2017 počala platit změna vyhlášky MDVRR SR o energetické certifikaci budov na Slovensku - vyhláška 324/2016, která mění vyhlášku 364/2012. Změna vyhlášky je vyvolána zejména předepsáním náležitostí pro zpracování energetického certifikátu pro samostatnou část budovy (především byt), dále aktualizací některých hodnot emisních a primárních faktorů paliv, vstupních hodnot pro výpočet umělého osvětlení a také aktualizací některých textů původní vyhlášky, které nereagovaly na zpřísnění požadavků na úroveň výstavby dle období výstavby budovy. |
listopad 2016
Změna STN 73 0540-2 v modulu ECB programu ENERGETIKA a v modulu STN programu TT1D Změna STN 73 0540-2 v modulu ECB programu ENERGETIKA a v modulu STN programu TT1D |
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8. 11. 2016 | Autor: Ing. Martin Varga | |
Od 1.8.2016 začala platit na Slovensku změna normy STN 73 0540-2. Změna reagovala na dosavadní zkušenosti a ohlasy projektantů s projektovým hodnocením budov, zejména po 1.1.2016 (požadován globální ukazatel ve třídě A1, používání doporučených hodnot na součinitel prostupu tepla jako požadovaných). Článek byl aktualizován 7.2.2018 - aktualizace se týká zobrazování splnění energetického kritéria - viz níže. |
květen 2016
Současný stav hodnocení energetické hospodárnosti projektů na SR Současný stav hodnocení energetické hospodárnosti projektů na SR |
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30. 5. 2016 | Autor: Ing. Martin Varga | |
Pro všechny členské státy Evropské unie vyplynul na základě povinné implementace evropské směrnice o energetické náročnosti budov požadavek na "certifikaci" energetické náročnosti budov. Směrnice předepisuje určitý souhrn obecných požadavků s tím, že každá členská země EU si v rámci těchto požadavků zvolila svůj vlastní systém prokazování energetické náročnosti budov a tempo přibližování se ke stanovenému cíli směrnice. |