<?xml version="1.0" encoding="UTF-8" standalone="yes"?><ns6:JednostkaOp xmlns:ns6="http://www.mf.gov.pl/schematy/SF/DefinicjeTypySprawozdaniaFinansowe/2018/07/09/JednostkaOrganizacjiPozarzadowejWZlotych" xmlns:ns10="http://www.mf.gov.pl/schematy/SF/DefinicjeTypySprawozdaniaFinansowe/2018/07/09/JednostkaInnaStruktury" xmlns:ns12="http://www.mf.gov.pl/schematy/SF/DefinicjeTypySprawozdaniaFinansowe/2018/07/09/JednostkaOpStruktury" xmlns:ns8="http://www.mf.gov.pl/schematy/SF/DefinicjeTypySprawozdaniaFinansowe/2018/07/09/DefinicjeTypySprawozdaniaFinansowe/" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:schemaLocation="http://www.mf.gov.pl/schematy/SF/DefinicjeTypySprawozdaniaFinansowe/2018/07/09/JednostkaOrganizacjiPozarzadowejWZlotych https://www.gov.pl/documents/2034621/2182793/JednostkaOpWZlotych(1)_v1-2.xsd">
   <ns6:Naglowek>
      <ns8:OkresOd>2020-01-01</ns8:OkresOd>
      <ns8:OkresDo>2020-12-31</ns8:OkresDo>
      <ns8:DataSporzadzenia>2021-06-17</ns8:DataSporzadzenia>
      <ns12:KodSprawozdania kodSystemowy="SFJOPZ (1)" wersjaSchemy="1-2">SprFinOpWZlotych</ns12:KodSprawozdania>
      <ns12:WariantSprawozdania>1</ns12:WariantSprawozdania>
   </ns6:Naglowek>
   <ns6:WprowadzenieDoSprawozdaniaFinansowegoJednostkaOp>
      <ns6:P_1>
         <ns6:P_1A>
            <ns8:NazwaFirmy>Fundacja Instytut Spraw Obywatelskich</ns8:NazwaFirmy>
            <ns8:Siedziba>
               <ns8:Wojewodztwo>Łódzkie</ns8:Wojewodztwo>
               <ns8:Powiat>łódzki</ns8:Powiat>
               <ns8:Gmina>Łódź</ns8:Gmina>
               <ns8:Miejscowosc>Łódź</ns8:Miejscowosc>
            </ns8:Siedziba>
         </ns6:P_1A>
         <ns6:P_1B>
            <ns8:Adres>
               <ns8:KodKraju>PL</ns8:KodKraju>
               <ns8:Wojewodztwo>Łódzkie</ns8:Wojewodztwo>
               <ns8:Powiat>łódzki</ns8:Powiat>
               <ns8:Gmina>Łódź</ns8:Gmina>
               <ns8:Ulica>Pomorska</ns8:Ulica>
               <ns8:NrDomu>40</ns8:NrDomu>
               <ns8:NrLokalu>-</ns8:NrLokalu>
               <ns8:Miejscowosc>Łódź</ns8:Miejscowosc>
               <ns8:KodPocztowy>91-408</ns8:KodPocztowy>
               <ns8:Poczta>Łódź</ns8:Poczta>
            </ns8:Adres>
         </ns6:P_1B>
         <ns6:P_1C>7251872505</ns6:P_1C>
         <ns6:P_1D>0000191928</ns6:P_1D>
      </ns6:P_1>
      <ns6:P_3>
         <ns8:DataOd>2020-01-01</ns8:DataOd>
         <ns8:DataDo>2020-12-31</ns8:DataDo>
      </ns6:P_3>
      <ns6:P_4>
         <ns6:P_4A>true</ns6:P_4A>
         <ns6:P_4B>true</ns6:P_4B>
      </ns6:P_4>
      <ns6:P_5>
         <ns6:P_5A>Zasady rachunkowości przyjęte przy sporządzaniu sprawozdania finansowego są zgodne z:
-	Ustawą o Rachunkowości z dnia 29.09.1994 r. (Dz.U. 1994 Nr 121 poz. 591 z późn. zm.)
-	Dokumentacją przyjętych zasad (polityki) rachunkowości ustaloną 
        i wprowadzoną do stosowania postanowieniami uchwały zarządu   
        Fundacji. 
Przy dokonaniu wyboru zasad i metod oraz sposobu prowadzenia ksiąg rachunkowych spośród dopuszczalnych ustawą, dostosowując je do potrzeb jednostki zachowano:
-	zasadę rzetelnego obrazu wynikającą z zapisów (art. 4 ust.1 UoR),
-	zasadę przewagi treści ekonomicznej nad formą prawną (art. 4 ust. 2 UoR),
-	zasadę ciągłości (art. 5 ust. 1 UoR),
-	zasadę kontynuacji działalności (art. 5 ust.2 UoR), zasadę kompletności (art. 20 ust. 1 UoR).

Wycena aktywów i pasywów:
-	Rzeczowe  aktywa trwałe – wycenia się według cen nabycia lub kosztów wytworzenia, lub wartości przeszacowanej (po aktualizacji wyceny), pomniejszonych o odpisy umorzeniowe (amortyzacyjne), a także z tytułu trwałej utraty wartości; amortyzacja: wartość powyżej 3 500 – podlegają umarzaniu w równych ratach (metodą liniową) na podstawie aktualnego planu amortyzacji według stawek amortyzacyjnych określonych w ustawie o podatku dochodowym od osób prawnych, stawki te określić należy na dzień przyjęcia środka trwałego do użytkowania, amortyzację nalicza się jednorazowo za okres miesiąca na koniec tego miesiąca; środki trwałe nabyte ze środków z dotacji państwowych, samorządowych lub ze środków z bezzwrotnej pomocy umorzenie następuje w 100% a koszt zakupu stanowi koszt statutowy danego projektu.
-	Należności długoterminowe – wycenia się w kwocie wymagającej zapłaty, a więc łącznie z należnymi odsetkami, pomniejszone o ewentualne odpisy aktualizujące ich wartość. Odsetki od nieterminowych płatności naliczane 
i ewidencjonowane są w momencie ich zapłaty, lecz nie później niż na koniec dnia każdego kwartału.
-	Inwestycje długoterminowe ¬– wycenia się w cenie nabycia pomniejszona 
o odpisy z tytułu trwałej utraty wartości lub według wartości godziwej. Wartość w cenie nabycia można przeszacować do wartości w cenie rynkowej, a różnicę z przeszacowania rozliczyć.
-	Długoterminowe rozliczenia międzyokresowe – wycenia się w wartości nominalnej, ustalonej przez jednostkę na podstawie poniesionych wydatków.
-	Należności krótkoterminowe – wycenia się w kwocie wymagającej zapłaty, a więc łącznie z należnymi odsetkami, pomniejszone o ewentualne odpisy aktualizujące ich wartość. Odsetki od nieterminowych płatności naliczane 
i ewidencjonowane są w momencie ich zapłaty, lecz nie później niż na koniec dnia każdego kwartału.
-	Inwestycje krótkoterminowe (środki pieniężne w kasie i na rachunkach bankowych) – wycena wg. wartości nominalnej.
-	Krótkoterminowe rozliczenia międzyokresowe – wycenia się w wartości nominalnej, ustalonej przez jednostkę na podstawie poniesionych wydatków.
-	Kapitał (fundusz) własny – wycena wg. wartości nominalnej.
-	Zobowiązania – wycena w kwocie wymagającej zapłaty, czyli łącznie 
z odsetkami nałożonymi na podstawie not odsetkowych otrzymanych od kontrahentów
-	Rozliczenia międzyokresowe – wycenia się w wartości nominalnej, ustalonej przez jednostkę na podstawie poniesionych wydatków.</ns6:P_5A>
         <ns6:P_5B>Wynik finansowy ustala się według zasad określonych w art. 42 ust. 1 ustawa z dnia 29 września 1994 r. o rachunkowości (Dz.U. 1994 Nr 121 poz. 591 z późn. zm.).</ns6:P_5B>
         <ns6:P_5C>Sprawozdanie finansowe zostało sporządzone z zastosowaniem art. 46 ust. 5 pkt 6, art. 47 ust. 4 pkt 6 oraz art. 48 ust. 5 ustawy o rachunkowości. </ns6:P_5C>
      </ns6:P_5>
   </ns6:WprowadzenieDoSprawozdaniaFinansowegoJednostkaOp>
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            <ns8:KwotaB>10403.49</ns8:KwotaB>
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   <ns6:InformacjaDodatkowaJednostkaOp>
      <ns6:InformacjaDodatkowa>
         <ns8:Opis>W załączniku do sprawozdania finansowego znajduje się dokument Informacja dodatkowa na dzień 31.12.2020.</ns8:Opis>
         <ns8:Plik>
            <ns8:Nazwa>04_Informacja_dodatkowa_2020.docx</ns8:Nazwa>
            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5iEvgm8ESaEW/gNz4DRIoKKPxt9JAzg3dgaTQA+RStd18wumRP+3PfE9ONAKWQoHQZ/dvkz1DXbktMsnnH0xSEh2iGb/jCfAcIhR+l1SA7PgH/W4m4UHdlw4joBPgSeP+DPN94ELOaIW8gD6KQFVSBzExMv5kM+kwJ4Wxjkz5ZTOpI3eYvPkzA3s9zhvRfx1MHXQM84/kYJKezN8HMwBoAngcLPnTO7BQyhf8OTV6dbBILdv6MnzE6yjCkJu5chyIPX4XriRgt85d8GyxvPnXkuHafMAHC82VLlxYy4T4f3rtRg4+QHzIVzeXB0z9asdsZ9H60WG3eCPR5o49/4K+/Trxtn5jnw9xtv5swW/mo9vGuhFQrXU7SBn+Hy4ZclGsGPh99n8B4COAsD4pf++H4lfut25QTObHjvIQ/N/eDTb8ON+/B3NFnecKPBC/Cx5WxMhkKw+8vV5nby6bfRDHy7eIQVAj8zzMVzW2gDxwXGHJ6kO0XDOxhgDBrcEkbA+7xGK88NNmvw48z8h38MPbRxbtzN3HOHG/qwYIP/ufIFAblTQVO871nimTA4BVfibiqAlSKbH7GyElbKfaLi9hKzI42VJQAvB8uoJlzOPZaNaSVBq/8yuAVe2mCPqIwlqGBOg1HJobLxETM8mjro4XdnhLm97CRuiJhQM5WyY+9AhZtIssRO7+iF3W5wkCf9HESuDsWyNWIhxFgBy91i8qbmCiUU4X14J5uljBSbPYnseSqRaM9ytQLz0rwcDIiX44AHUihignl48/CL//A7hK3Ryh0vQLPyZugGJPcQ9Az0o3/vrsDtuhl7U/RDsAEBvwHWfxU4Q5Da4JL14e8WGocf3wcuCYETdYQT4FgzAz1iNPcWDlEMllOscswcFLjOhGDYp98Q2NP3Ln7KCi1n3j3+YGqTb8BiwpFsYs0DU3qxoeNMwVr9P9/4585wTLXA6LNgksefJJgT2zKUKDsX+pl1tr+z6v/EK2yx4uUiCNMzRPeQT/YKtvPTr2g+DkW9I6H1cLLtgMSWyw+2aZ1f9fa4x6YARFjiUg0NjEisrxVV1I5GLVHNgH8aMWoLKWqxifqojdry6gynBsL+7tN65ExbH41XfojNxg0gMZh5YzDIxoE7WlMgxlAP+UzYmhtiKQHW3pQCFcZpZzT1Zh42I+8//TqED4Gd54CE+HW0cdgr8LiZM9r4/EcEU9AnGTCz0F9h+7WFbh9+gUeTEal5iQeCTAmIP8cmL54zWswffnGGZG4txAkXbKUuIXRI7cYWclDojB9+d0XTFRRnsJlvZ96n30K8uhXy4Kc3xW6EJTOXwVCVWMJsKu6tjwIQf879Mmnh4imukX/78f3DL/Cc0cRBY+fh95F7D79D+GLgeQJGJUC9NGKW1KT7okg5IqTo48ZCYn9uv8FFW7saYFcigQHO7VcIIdWYsg2q4lKoYwvfm+HCW83EgF0SgAPejCFPEczl8XbiuKkauu+tyLaNKNIy035rx4KvTzVgyjboMLvRf4Z+XBOB4oAVRME7lohYCQ/8DZaP+F2wW8Db/PA7iDwfxNsIgH4IMg+t1iMnHGNxtWH+WCxYNghIzAFRxRyb8EFIE4b0NX/16VcRhBMi4DGTiXB6RYQHIJxtbiGOnnKWes0+iCEhDv0kYkamRcJZfJBhmw+AkZuZQeFnFjLK3MMElXCyQ/w4cYN22x291yZ22OMLGTVvvErl0Fnbbl9d8vZpeX0e6K7/w2Y5dx9+AUUWq78uGmG88BGEOiBHFeuXaO4syD+bYyAuwyZihK0DWwGfKIuAivR5TSHhUuvY7cxMZ/HjhJz1Xuf80uDJWY0qVPzwV6dL0Nr4JAoaVyW0LCU3tkhO7VE0ItBgtlyPXYEC3SUEjnVhaudX1bggdyOk01ohnBuEgpSjL+Gja3LD+nN/4Tkj51TYGnx2+HyEmL1Igjsplu0nU+sfCcXCwpLEWYkOo+dIz1aXHyqOWeTtZTMTOiMojMJgBeoY+CCwmjcEz7Rw7gmWSPtWi3Mqt0N9XfvwztTtlpHKxo6Mvqb3pP/hHThwtv75oVuV4OWBV/FMJQRf2J9n2CcUTONvlED3AyWpRKdJhZl2pZ8ZVN0iPFcuTowVihezlQu3XXAWCk7duPUhZwJ8bv6Ko1/7wztN01oakBicMDZkZt4YKyAIR3TAb0YMG/BGjZ25FwLtL8GYG4NFMoLHgAcL+6a+CZbzNXrx3etX1y/hXs0z+JqfNE7AUVcsr1LV4pO5HpkTSGdcKho+W5CmQC1zUlnZpoqm1d8k8CpzAnveFQQ5PmDm3mArmEUEk9QTS3QSsNY75qWgb5d0X2YfjhTK6d736o66vYO2QqPZM6R3aHqzbmAVZgM3QnEaFnAWOKex43cMYU1gJMg/noHvwJ9hlhzNITyKN4tzCPjgUwCfgUvYEC64UTZcKGHD+ouuxYa1h88+6bpsWHta9diw9vDZu5LBhmBy+jf3n37DRAkaD5EAEOCPBQBkBwrYfyQ67HgCd6CuaeiLIlArx/rap9xfhIdlvv6XCHvIAdJIFA4nfIY0PXPmgxoCEAbxrLmPbKx+4DQS9MUcImqf/gO+5C4ADUOSW4IjbF/S+Nc6saWiWKDXnDn1X41Y8D+8e/hFNjCTDXWH7oPDZ4O3I3OPYh2N3yQIM8Ie/QZpNDi0ijdJNkdiHNDLVMo3Z+MGPrqF6hMb6dmo2qIvsQPMHwdrjEag0q7QEEiLEtSKaKQQKoWcXxyVxVnKU1GJyLTJGZNFine+/zPtMIpti13ZBU/fGqkPR985EzePRM2eOTg75x1ISvgXSIHSSN7YF4NOG0okVGePfp6BZdjdHbZ7Q2sneLFKWnTb1AfZlijSeCV6xthZ4tsBI6y43k+XaOKPnclSNheCXnWPJ3smCT0wEyEY02cghPjOH9FfUYNdBgl/BIuQAng7aAoAPtqsAepduInC+yo6TFEogOyi+5R5W3uW1YH7wxmHKX6cHCbn0GbhrhIeJOaxof4+r3S2OiZFehkrVnEYT9IVcDtfdQip6zXh6UzyZZNDY4++3sPmMAYtf/Hwy3qXVa5yP4ij1dLMltUj3rACPk6RbtSQ2SPSKhgZN0rA5R/+xH2bDIU4Rqq2BfWsuxTjVJpEIcEKYFbO+6tqh2p5OxVNInuHMpwtz1AcZ31CDkI1ZNQ/0jIO78jKo2HAe1K0fCDH4WdEjIqciIp2pK4rUdE01DsUEfHuqfC+NeGeOmqXYKqR/Ch6dzZKiihhHlXSavrYVxU7jvJcO9Ra2OVnAe91lssDrT68Y2kkNqJOIppCDdYwXJC8g/IIUMogLr8ANpEDrtYRKacQJ6DoFiSGWHgG5a1izt8pklp9AziZQkFM4G0qoZK6HpkOG3Eh1w0u8biaHNY8ns1V5Geqz0z7oDQx/Yp5MuQJtSKbSbyfJRxmOUssnzTHyQfOyi7/HKmPzEi4jpOJf1n3FeqkocKCmCtGkqLLnHb+TeDD3RDOZ5p030W+T+xWN9u6MaDlFNnTK21RX88bRFUS5Id3XQMCoV2t3ep9BnmQVlu71DNd0SIjSjiruI+wffLE8yANo6NfCVSqJC4oqHjj4OP7cJyVH5lL2nXDUn1b67VssfQrByXU5d/pmHq7Uyc2SZzZeQthxMhhpZItTmaT5k2hdgQ228+2OcU3yHHEE1JYFzRLYIwv4S2jAmEk5PTTD6+lgQYVAUhS9loqTWJd3ui1mS7f4qYNxU/gaiCUX/OHdz5Lu/VHyF98fH8DFUA2cIGQ3niPctL1bhQna0HGxMaHK4MQSYEbRLIDoIRWmwpSVU7j4BXew/qPj60iyCeSLQWPlK5opIScwRQb4b1cDZ2pJ91LFeQS9mOS0Ht2yyTZUXkrrr+3BYxHUTAxDbHdMQfd7PrNghJUW451n7ocu7rSLjpCGRslVMkl+R9KiulYN7M+vLMtvdVrJ+lUtVQh0qwl5T+KZbU3G7InnRmpRQU3MR/+AW4X8MVss8uIhu1A4nrTq5WuUw3OGB/edXqdltlLroO3E2prINmyGfus8oZtCsZlY1LKYYBWnWr7uGgNYv47fG/3xmFlTmUD46Nsao/zxqytc/UJ5+uoY1ktu5M3VFPLyyEhVcdZQDJCcm2vdxn5e3ifoygzawvB3h9eCPa/TZpqQupYkgars3E2ZiVS05LDRaipiPay5xDrhrLR1YiGjm23LKmnRdEK6cXSAiwm+ht5FhPfISzGXsKHXz51L8cTWUZhi3yQRRzhdDOP2Yl9TNFlHZ1JLuBYnrozq4UAU5mIyXFEXk9nC9UYPJvvEUhbw+p8eAc3EVtG+2mkKDbufmTkUv6QIwZNOdzSR1n+4Thjp6CHsWfrLRM82ziCm7h+vY0Dk8JQvPthGxamPgkE9ZOXkDC7vC0Ppkrgp7hHunFL/vGSRCFjnbC5DXcIe602vZbf4isv5FmjGCLabZDbJklJkFoiFEpMZIHirneqJQ/smWoaV30fL9Xkq7wJlTTWDoEUdN1omfD7sSWH7EPFEi2va0qtx3h2tmphPrZ4Nk6FXkLJXrSC0M0CKpHEZC1Tw7DRo1mdM0O4QkiVsDJ6O5bc7S5oWd221TJT3sxI68PDcRdCGXhUGi77SPIdf4JvXSTulP5bdvWAFry8KXALJsFrXM6V+E5d/4d58sRj2axmJXdEJQ8nm1YYt+SSTJpYSw6NPeKk8uiOm94NrbEYAqRTWsquUseWldXptKwU71c/NnBzyHCLCqbam9bP8YRirEpnH5XdmAJ2hcjtvJPm0oZOGXGDvz8gDtSgnZ/WizH6AgrlO6HzJZq50AJTRkz4pGuzQDbGQPR74oSQN+G5UGU/o9xE9RVmD3jaMJxZELHs2EarZ+TtZm2+yV5cQZOLnWWkdHCCVXznD8hQ0Z5Q/KxN9P0CXLZfCk8rs2UR29bbqG2arV43j8Kbqj2RHLP67qVkWxGfOscrxwgBrSVQIh1bsGfKuz9L+FaVu8kzTMccUlQ+PI0bJGXXzgvQHHcon9JBiilI5J7e0ZFhai2zS9xSiZPJ3CZZOcq0n77GzvULmLkijjCru2bUrrDbvHHbl7F8o8xe/uHYHROZt5AIi9MvoWXw1hjkzLWKfs79+rH/wMeYoWGljIpT9JVhguNaM1p60UuNYiEm3uoUGZYoyabR1i2LZNOXbWLR+NHluMXLM04JEVz+4ZgrM47zFLU7qAt5I1obGzgCuBfR2Sgriqe24zzZh7H4VJrqUX5Pog3PXChT5iOjJV855TR/pWui4rGMFRGtCWLkKQWlzHOAXrL1AetwgYdEK1UP+slCNUuQLZC9uW1ehQuSRbEHgZ65tAHiXxMcXGo98tlbl1QxhcsW7XPNvBQuTZU/fMzkuVf70i7laoMA3kvvQOG95fhBsEtKUmA/1wxWt5g8MlG1lPxWEKrW0mnlbpmqxeQefsKnTEVE2itXlfLKB7vYqiMopxNKvMjhe880TCvODSY6CHuJk1nz1+EaCmuzYhdnpNI2tIxbhCekbkJhI4H2NgPUjr9RwuZPlmyA6dw5s1tvdvv8xLQ7dCo5OkoZdswWLGWegNHpmvbVw1f4CjBd5olxYq3k6BJUTlavHENtZNIOFxznAQSyIR3Dhowvuy3id6bWkEn7R1JbnZbndo7gFNNBUSrMO8zGqXAewDVRuD2K8wgjdUYkwIQ+02sb55fJlotpwC/JM4X0CdXnU1C9UD0shJE7UKzAyBWhBYmiPL1jeJQHnbFWVXDosiectPsSdFVw1GoLbuVJgYIjl1yvRApwtwcLOBYTU+O0B/Edoj10rtq9waCaB+OQLowyG7tF60yP8OsQWklQfSS2epjvwICbWHadYgkRUiazXDInInNNW3WnISErPLkFcBi+zE/qY2M8zyN6NhER22rPrg+bce+OwyV6Sa7GumP0IyiawRCM5cuxj9t7eNAIzIdOebStxYU7C4PlFH37lx8ufpLNV9EJSrZuW2tNNj4GRaNrty8Eu7kM2WLQxe5LCwIc2o6rU/UPgfi7RcjL1CITNMChi/jOEV2en0C3rekRXXh0iVn94d8/vh9t4BZ8Ds8XYC3VUMTDjLQqSKPQEhdxLLD66oo+KU5vmHrLkuYrKVolvZNZAFgYWEYnygGL+M4RWI7AklJbksxSnTMkAj85QESmlEvqC/oYGMFdN3KnoPq8mEG3VUiRXoLuEzgr9PIGurWH7mQx9tLduZSvNzbre2B5mrre0rs4CHfkY5b8BL1s+VrCefXWj+bHz9PJKXYdu89P5tCGxw3euid9lGV+JNlMOV0nB1DNxxto346jfPPlzQQarc5wV2NoZPwSgXd59fH9PfIoWw/v/Rn0LFyj8M6bjRGUBxpj68s/DJPHTROP/H3k79KtwSUi87Pk71hOX46WY2d4j/srU8+E+/D3RbjC8X3oaAsoBz2UZ5BcBtZP6A7voA86mvqj9Rvoh4771d26cPUC11p075OQpBzzYlluQJokTuHu9KrJckHZiZDzqKhvBTyf11LS1SNhogRxAPmVaXxf3y305ByYiQ1r/EQSLmOFlsDJ5TLw5w7OIBr7E9dD//1v/wl1WqGV8S2oGC4auhOsMown3hTq0bKyrdDt+NNv4FZZzrx73ALYg3bv9/A2bumOn3IP9bzv//vf/h9KeTeUww5rRmFBVUBIa4Z7IwVBR4xSCBl7A+P8Srz3xwURS2dgfvbxi+7AMmyanspSnUqCErjmaaS3Vvyi9jQk2JilYIBVwYIJSSCI5BV2zJsD85wrsUflWu1p9iMT3UWDVClPfvj6IDFcj/a/vuxjWN5/+pVAU2JCKVG1mLuTSZY7vMET+cYH9YxcdnVvC80vHYNrbnbZ+5kbgUtgoyLCzZ5IsRgXB8AVMaZnQb0qXbNa3dQdeZ5pmlk6dU8nSCOW6WqCeAXuusvv/Yjv0Iy/bQM0pRndZYRDpPNmxgjFOV9TKk28yJkN4jv1l8jokGZ9VE+953JNhBVwilLVISC0m81zP/k3pEz0hjiRcrLI8yiWu8VQcytwCDqjjfIpzjvUum1kWu2WCdVtctJ0Gti6IrfrRJpSQ4JxGqw3eTsBaCINqzSaOQLvvRhFr5nkRWCN+BuqE2fZuTZK3OUfjslFpGB5EXkDukrQnAPSnnvsYDXCh5TWTYEUpyZOt8QR5aQtl9+0CEkLwE35h0uBBtzRXFNArhNFuhQkopUgET4xbMJxrYWXgXu7nPgr6AgiXnPBJbZGM28pKjN7ExYx3+3kVB2zb0VOfbRMmC1bdOuZpj8zNEMTT+VgDbWDhBBLWQw4fyatkMskikLuSNwje4R0a3yOdMsnv6Pk1YfIFSEkncd6CFTXk7YMkBFMDe0tJxtaNlol8kwVKykgJeosS4z/FRis0qqy8alkmcAmdIDicqNx36EC4ZKJp1kOGLUkC3Wmceg74x5V5oQOAvApdElerOpBdXTTalmkbIAgpx6hMDgSo5CMAyfEuCdU48BmUMMZ/iphL9+NnZMfyyerCjnxXCtwLCBNiMBYXVDf4Y9iOVxHbI1M+f22is8WjJHms85MmZJGPFJoK3XAq8V/GJdc5xBQM8PIINM5DPpXyD5P7WZ+cr8iyOjzPJ6K2WbOqeEdBc2XC+za3R6kkB9hhVysV6CyxZEHpSxZCVZ2se9+6D8CE4Su3VuP5kwWmVnDXJC9o9vLLAP3BvcI/ittpzBzoOMjTrzY3pYGUQxVmls6zcQSHTJHDXMf2dWqEDqWzo+XLHdomCzn2BWpUCaxmzcgB+5oPcRpBbt29IAaBM7FKjS95rdLQY7DHqQNZ5N0bDNqJCP6m4oDn3gljM8RE02X+sHknFhPlXh5BlftS5AqyORShJkS6ZkJU5jR4rbzXOcWvQOFAWk8SuBDSkPwMxySwE5IMkDDWLHCKR2ZqSSsaQJLOfk+wB+86pgXNr3AHTLtbksPQ7iG7gbMDx+9jUfFY9NrBOHwR3je6vlJz4aSR/DPcD2HSzCjnx38NUi0v4tjxsOJ6wT4I0N/4sPgzjL08Z9vvMmE/UUjVdGz5/BmsPBG19IVsZbH0ee4jAtxA+reqNQttgmx+7RELPVAdaKiTaHIN4ANuaJVMNgxB0INrVf+bYB7FUDaLTu4EhrK6nTiLMJrdzZyA3f0yrl1zwPXGRMCkKSBvJi98YMpXBRwkQ9u8WAJ1REC6F+0gS9OvA0EXGf4YkGkeuCQCO5utBg7OHHEnSK4Ioge/gnNbUcuXNoDtTNcT+HnYgN+2duP7ycz/+EfQw+yg7lxoqfhLtOrtT8KPv12MwOVG4+0ufUhnAsTwGO6c2/hTCHHeAH1c9fwGrzlIMNCY8gyDsm/IcUSBYkoGhdNwCSbbsitdM/Dvi+vWMPk3bkNvjG+vIfiGUAyNo6MR7sNF0V+X4fjpXA5zIMTXgHLz6AKiecMPbeF/MDZyI9mG6BfjOHhIyiXMQSvno/bgpO7ociD1o4huWUy93GZps2nX4fkEKPe85heogtq8EZWftoRQIFE5Q3eWNkchiIEQM/OjEFbqAVcAgW3UuXGD+8oxjAkuqGSogDgrE6XMCGSlbSAOnsTglVwkORBWC5SocRfiVD0cBBs/VdRqjjCFbYJ+eHUMUMTxHMCBERBdE35sk49xtw9gGlKVA/AKnlde87vr3C/oGFM7tZ027YN3udmBtdTdcSaGUcOwVgENLpEu2smKa+ZNbaktXkaX2MuAe2dt3bnUp+322daD6u1RHNtnt37ooH5SNEHMu1BPyuQ93huQ0GyuPwrg8vEi/lq/uGlVIZAEukh3b2uOOpGD5ci/VZKgdoqqmegzZKOhOCmBVXXH81BuwrxHbpMvS2JLeIa2gPLHpxVA29uDZB8TYMtydEqIRn3YIkYTA4TLQoD2Xm3c96rKI+4kftNyj1+HK2XtxqtY4IBUv+AmhNw/FpsK7eqtarFtHILtNeR1vxiUmI5ojIqDlSxTpRcjk3fAtCaKS07IK/OrVhelYVWVYW4wUilvp/YwRI6NwuMAfAbdo+o/BP3TYhnCvfdnp9Ycd5C9Ek1xkg1l2cgnjDbVQ7DyjxWtDUKo3geGIjWHBOrXGVUYkBVqRON57oDIXSje67XxyGoE9lJ6fTRttfVQ3nuldaLI4MoWs2OPathGfFLscxcEdFVtJhWrpa+J1RN85xCpQrfCpHxFwX19PAlWV6isIDONiMX5oZueYzn4Fw0TCT+HGVwnvKXRyDdCJwfxsOemZskD4Zqlm3agj5WkkDUZHrWnoaETmXcgUFzcK53BnFVCyZ9ak+kyarKtSdXYZcy9bOGJhJZXSjv2NJKd1mKhRwgqwclmTToG93NVb2bWXyGvwbE4xzrZUJwke1ypE1QRGfLj17ksPTiyux0upHSfMRS4r9nKmQZEsFnwTz20S4LW19dfy7GfoURHINYHo1Un2hdUG9uZsW2MDZ88ETE3k0Rzqf8EGVIBNsXcYZklNScC1pUzO6HnnKuLuTNsaF94jOpU8Wvog3ZO8GwXOq8/UjbIWVJpG2BedgzepB1lTdQMzws4ZRiF1HyphSdGSd6xI8/OtFjgFikaR9NuG0Oo+cH1dFdQhm5WhdTLpQPmuCLnbKv+gSqyrTqI0r2ObHkLFlVfcxYLBUYJWLkZrWbqLB63oQSSm2zEypV4D3aIyKg6uoMJQmi0W3Yl63Vgxu9IElbXakDs9FlYheZGIsubmp1uu3O+XlkUPHJzoXkXRw02FkMpbRf6ijQSI4xM+5kyUVPQqBFAEO5gJFcLfxXkG9eexoSpItsJpksYFBQ1ycpGb1omVCus28F9wG2DYcNL7CfrAurWImQFjlt9IBIRVPZzmEBzJJoRJapXz4WrjrIRm10vUl8Sim/Oy6OMylUAyyUXWFqCjD2pKW0pcoJJrt0qLCsI0BHmi1Nv1CiWvZbuUVc6y9B+nhFgkuC2QXVN8MwetmamvCOxDPRoKZWKyHkMJ6FFAzlX5SrzfpVDXNRDNSehoQAI5UFnXs+9A4JbnGLsBcyeYF5udfu6BBXrAHL0sc3y2uFwLb+6gwoO23qdquryXax2WXuBVKOOQusQO9ic7EATiWpcnFyHFGrt3G2koijUUyvwWDRlbukGp05EVlJi9rT2IU428obOwtcJDmp+t5IJrUvbNAhLm9bUKAj93LHmWVeDOo0eJasMrmNooipfeC4qmQBZxSDWHHwhO3DBV+OOVTDCGBSl/jKKOqV8ai+SKyJR5zWIRJN7ZlJ+CSr26KO/gVdvPgejSYO3KTFrZI27C5s+vatjM/wQribMtW8L5I5542ZyDen+kdDE1klzX7Bd5OZcdTQTArEwPOgqLqM6esG1KCH5BWoJJF3LPvcjIKBgsSGcDAsviOxNI9qoUq1sAYFVkTc6iNKUCk2L2V8QLGoNpD3T37cTP0hXLDD5SSgMNrm029wDw/KSjgrUmkCKm0AZA83uB8ErVqAK1oMN9Dym9QUdnHDzRUup+ZAs4gQPgx/ByHUvFihV/5kMXRPkktQvlmxEgqVDyl6VONaYU8jiXlk5RMTiuWQPJmcsggNaVTVaaWq+6j6iBJWTpJ/RFgCtVUfNc7sQM01qGyehWWbpELzuwnobT2aGlVjp2OcIXqK1YZ65EWbaCY0SQ5UxHck+sHRE00C+yz/OtMdw99lqXHGj0UBkDEERY3a97f6aVNNNqIKFpSkYvgoSrpCr7HGgaJQPC2cVGBGIpjuIeZbe+clUgKKG8yhUtgarTwHV8dDD787UDKovFHYUMAjxj7hUDKTpjLNMzat6LzKAuBneCOvgUxdRP4TTihRYqW2wZBNvnoHVO8u+GehBGTe8HmkUQO0i/lPRUnL5+2JV/6OMlh9bKY2KlVV5yPAYXKTpm5WJ7Vs8s+l+QTZNSfAffTq+uVLBK0EVx/f41bzi3AdLof3tEo7Cu+82RjBBe0xrjfosyrTRNLKWLbZTSshUhJRDmFe0QkfRcrp0xQpfb0Nbl/L3OX2bcjdjX1FWSU3E7du2bWvDGo7s6zBmR3lgxPpwd0Ri2wWoYAtXH6YeyH05VqE1LNS3MBL1Z4pUUnmMIlDcSBDFfS9iktbMjcpBrSv0LbRmRtXXN2giRMiXCv49uEXqK0qQzouVKZcOLBJ5g3N0YvS4FY2xCZ0wgRl01NKz+iGuADL+PlwyrPeQaZhtYz8Yjip0i4lh5GIZeBsWmu5QDESkYt57VDcn6b5O3Xp49Hz9x/BHcN4ONFAOcFIYqjvWsZIJWm7f305eIFe/nSZByAJ6lU0tISt8iaSWbsrDSZl90DHyYGG0WrvyP/hJbGqA5DsAoCLsBGZvhARO9iMEtcaOcVV/PjeoeYz9LLsBKdIoaMsU7+KTEUHsuJpSGg2hrGoOMU2g/BHkDPBELKYL8f+zJ96Xq5Re8iiEIpOSrJFkuyX6lphn0Sl9VbbrGZpCFgekYlizKihYzQRGM6E0mzf4WOtCFpjR+GM75zZLbQMeN5g6F21VZbNTltTLa8yqCBHE0pVpkJROwrTF0tKi12NZNOhnFh77OydAkNFAj0Rz2MbVVUV1DbcvNfKrrOSBShZbVJ74k5d0Tb3Czh1nham7FTPNFLPBtAz+uQfDYVKd3YaQCvQlbeZQdx1n+yn2x1oONq1Wj3pDVMZF1RiwozSguoZTsLppNlVAQdMJi8OIMumexX5VnmvjPjxY8xOfcwOKuQNrsw6FxZHEXclJE2mUSa9T1V3GhK69EfIX3x8f4PeeFAaAyCA9FmDDmsL8BQnJqw+sJIcIF/Il3eXAL5oBfCF8Vd160ayuUnx3pBGz+liquMsKT9sJFPhNxyW4hr/fGRGw3D3xgsW4V+8GbSnZKnxFQIDeNdpydJMjuNT5iL6k4mdshSohPW5462welCDJNQZs36c5i7vNhZtTLb2XXZb9NzLLYo2X7LqQjyZ6F4kzCjaCs75kCGFuUOLiE9V7DNSb+No6ZPmSdUWeP9VnlC50G0DKrpHZygcbHX478eh2G0fTGlRU0VjZpP3v6CXr14V0+JVtU6ywbNnm2ZL348lnaHEFxerCb7OZ2H2YUwWjIVLGJIVkHorpxI8wU2EPbaa+ZPjhtrRWKwAS3HcU2l22fS8X1KGaowF7l1SCGlovUnxlDJQVRFDVb+Q2JF8hy1qGm3dqtp+tjKtSxlJURO//it/4y/CJFM0QxHQq9mFi4isbiHy527gDNf3cM2wkK9GFcqbrXaq21vdBed0oaJCUtV5JZkqU2CIlSJ2EDa3rZVlQ3mYbJ6wgc72Q9a4BfganA4zuCrrr/ZNzHark6o493lRc8+yOnbc74SnZvEd4jI8LDVncqM4y2uKB4kXOfVNfIcsir2Ej7Umi3qFc/5yG31LuZebqSDzFI2LExC3qp/QB13vIaHJOHRksDULWb1Oqwu5RoCbLVS4D7B4Bk/lyOBUyKY3eDrREOJB5IWCxbhsZqvfWPrDmVkGODot22qZoMHSQyvYYLSJM1NWxiOV5N2oo4OxXnGmi461BOWUf7jUfbfl6OKElBTtohukPgxFO4IJHcjS6MAPzey2rA5O+ik7usLNQuVaMj5qrjiESz7OxOnQKoUMM1en5c9oyy0lvfFp8iw/OCbM2JZK0GPmdGThOEWTkTg9YCr37jhc5uUl8p2jLtxZGCyn6Nu//HDx09YuBMecrgMLdq12C9eUSvIgPgqiHkU4QO5/iIqjEsXriNvzwF24wVv3pE9vJyPOpC9Ch/IglSJK3BZQQVFWbJF5HYY/cnq48Wyx5QRT6yDLbrfabSyIilSZbIALlOlFpSXA/jqi5EdtywP2VlokfOKKyF4CwCiZ9p0pHPbBlAr6lTS7VbGsut5AQTQokhau/BZyR8sxFLh0kIeccbiG5DLyV3Tf2gPWXOCwM5Rb++avL+EvWiUNfbELdHZ0fVC01v43gbNYBL4fLgpN6CAw+GUkShLUujexvgPQdkn9faIS8eA8MQsvOt5dFJjfgUAVRyS7k2Yi4kH4IEpZ1dtwO64L1qZ2QCEfJ2U85b5mRykecKYQFxgor8A8OYuTVURJ1dxK8fueJPHAHa2HuPnVLhgk8zkMAH21U13c02Ypa1mlSGpI1OvYd613bGTYvVa793lCtrIGR80hcoqv96NOPCUvXCHk2YcxSL2ChaZzGCA8D5bjhTuBclroby9e/C802HiQvwK1sp3HgpABs1I37iPexpmDyDwRrjAeLjbuLZjUUwgK3iN36i1w9s+tfyirb5dZVwvzjiYauWRTTc+M684vd9E2xvjDIMRW9ONqZzpYa2C1Hc4nW8NcK5EMzN9rwewB8ZY4osbY5RhRox73usaWROOMvZSXP3z7Al27zoR5JH+4/MrQTA38lKOHX5a3fugGU2/mr/A9uKE7wTXVVmjjjCF+A77K8cSbOhCXW6HLZeBDqWL08F+BPxpDBtt9C/24wFltBKY9cGjC8+AP/Bb64uLy9ZcttIE+EbhhxO3H95PZegqdJoYeyEpoEwGIH3MvPJ3dgTc01DZ6Ldt6oizSqKjgmeqoHlMHZxTIFaK2TbOU0PtzS7yWDsRrQ9rwAU27HR7qGuh/JO0qyR9PzRtWosnklvANHfDaNnutrn5A0m+Qts1eFIGOuKCiLnSE7UPCthP6wfqrVIXsWPuwbdTWrBakTjxJ/TyiTfgNYvFgN9XLm3LbnIejb052dz3W55VkHeDCV8PNM2REIdfot2BH7y2u3ijlHj0sNTwsjz8IDiaj1TNxB5IjaF8vJ1A4xFmG/gmRs0eLcQ77cTjf3xa0WS1nhDVlQ+8cyXUCNW6O5Iqv6kHS3ZvLAGd7huvDkmu6OdyOTm1fIVn/slinPioUpIUhUUK2eu6ec3uJdqdb+IZSlzTrOorKI/Y8fuzJ7WslAEsGjO4pAYm01yo0l8OEHzMbf21dd8LMj/Yeuzd/EHjGV5kPDs/K4gepq8wlPKZPzGLfXkxm+n7xvlTJJKGdhEdLqJR3seE4hG4jrQOFQKS9VPYRRAPN4zCYc6RsaalgII7sLIItZedduRfOM0MS7ye/UqwggR2caE6qVuF6UkWmeBj5nG0opYqgpdOT6yCBgdpts9UjnUkSW7MTgaphT4Hia2yJmRH96MWyBXCaY/qdLus6RfmfmAAsUU1fJmLqUHMXrv1bHavVoVlDeyHobLwEvTpcTwsUvW+C1huMf9fKcP2sndBK6l2nwb0SyEpoMq56nVXwHnU6SOth3sHhE4F19mYNKgPpKEkj5oSdIE2Lu8BKo0+WsFKOdH1Yb3VM1xnV3G1kxo7OJ07Uj7X4eXmIOoz7m7dhwnW4hCRlpBesGt6EtoJzmw1Nb9mHrE9UAuZq66J7kyP7XFTDBhpPtCN6pWwy8x/+MfTQjsLlW9cuXDG1NbtlkZumB7K/yh9JVUOgBLhUHQL70Ggh7AIlqqE+Je4R0IPfVRSrsobu57fRcQHwjJLJkKNZFD2tC1M7z+wkJr5zsAq6QLhCcDgTLsW5XlO5JK/fLX5c8dLK9L6JuJIuCn6GQxIOD0lKWhg7m3DxCbGnDFujWHz/e1Kl4qpjXkClZ3zLI2TS6X4YZbwOoTKgG5xA+hMejb2NR8Vj06ZI4fBH+PTq+UnPtjsn8E+adzH62cFfW50u7kbx0yauE+CPDP2JD4OT1Cr48403mWwTrci6WMMleDNYeKNr6YoSy+QYXXyHnFq33dF7bbJUFpqKbZtd5Vb0lDVUAiN428akmxTf38N/0yxuumQKp1WoIiVE2Q5w93fKP3x1mtMNsv9i9sYPplCay0U+1EiF29vhEm4eo7G/2IQQt8kwFv7gVMsR6NmZMWhbmB0wiRMCvepoV5c2T6AlqGzLtTd+eFeRqIpWIK9EVLkPB+Dof4vpZo2EGuOGJlARR+VSULiy9LOrAdlGBlnFCX/XHCVuIaEMet6EuSNWPjdcNNnW9A/vehbc+pQ2RT3IvtG+S1AOvqBP9+pM000iT4gA4PgmA9i5TS1fq18J3wCskeOE39lZD4p6kWSTH+ObvLCiGNDLLAkvI1uqH5lXxhUTnoxwywgpzN1RcC5/nEY3SpohgHmi09YvOlo12IjOH68TuNDqgkatw/XVbie52krIyT0+mwJS/uYETtod47wrtKEtDonc4EXagX9unMvWU/fcIuGWYtIdLogk/fAqMTvV6CXKqIrmK6EzBdNRjRuYdx/ZTrQNQ7uklkZpKc+zWw9pueqPKsjCacwKTrYSpkgILenn4QBNKZ3XgzSR7h6JEh9REPyOlJG66JV9SEzv8ElBElxTauMEm0+/jpa5cpZpEiJqNa9eYJhIj6KSZPM4SBWn6pCeYXaNltbOG609MNtnFS2giHpAlck+daxrFPCAd8Ddcn4e2bd8C7GjBo/NerhLt23rwHnCifNkLeUgCn76hX5mUU9BHQGTfcBck0gZkclmoUq2N4NX0k1Vqf5rLfPzaQ7ISV28R4pwpYjM1S6Mq/OiDgAOXf+QDgAOPspyrEIByJBrG2IqOxdV6CGqFo1i5V4gxbL0lpEr8Jmw3TNsyqRAJZrq52j8e8aeREIp53wU3yH6/uPDHqz3Y0qYR3yAt0+c+TU9usSL+QtlHyZPpsGqEtEJQUspnu2U647n7JtopcKyUtygaFxZqCKjHapltlHbMlqdx9BZs/njimyHBk8mGkJqnuzDGc6xAiPs4qTFLaCgSzw9GgXYSmNmq/wInNam2UFGr92yScWuAhZeAj0E3osY8vFBSrT/j5FGd/iCpcqGsPUc7FWikEdElSTrrgdFngv6HI4USXNuyl9OLO/K+1xpzuhBCSyIn5P7fEcUBD2you4WAa1UUnNWKzMdC3ue0iLxyUNdS6M6YlWSs9rapd7N8reKqEiMFm7/HqvDhJvi/giwqO8iPbmnTn+mqbd0cm8tiwCBl4/Jpmemftk5y+KwjIhG2i3wiJJN95PzxPaL00erOYYGzgwnmD78M/j4HtosONBbYbPyPv02htY2uDeQB81g/YV/A/0UVuuxD7nuCyjUA2+8Wc5Gy8VmCbmp0HYhhF4Kt77MJ4l9JIkDphqOqlUc2apQVvqOQKGlGXabpqs/VsGVzmAr69dmCbAO1NxYeM4oIuQk6XKMVXaETcwS6+0dJ92AZjpWp0Oa6iQHiwx6yhT117jL22uY9uCMT8YruUSJn8OT2tAcAFTf2OxR73FuxMoJQrh09uk/cmeQjrCVXHcfMj0RVK69BaBEm6kHQAiwiPLTqDlhxXStsqPmP7/d0GkGIqgmopVp5C65quzTJPnpIFbQvbsI0RwuPGygE8/Gn61xHx7+giGcdSR5Pv0ap7WLc8ZuqD5htj/8ZR7Tss/NXkH9Ki0InoZ+VYYEM12U/18AAAAA///sXMlu20gafpWCgbkpaVEktRgdAY4cD4JBYwxnMAFyo0RapkWxBC5Rk6dGAGMeYE5BLn6Hvubktl9knmS+v7iIpZCyqCVWlotlkkXWX/++1F8vjppNVdNfqr2j/q/zY+/co5/hL+LvwBe/fszmx+8N58VRq3mU3hn48r1f8neD/mv3kntTY3RtMddggTU1AhbGkT8x3Gh0xWZejB9u/vXnnNm/4sWgT3/FxB6+6vm2eUFwDRS9pes7g4v9PnWO/Zkxsl4czTzLt7z31lGfzbhrW77NBWwT7scBARazIArChw8hU6pAPPf2gby/ASDTCCYhMzlhic+tMWfcZNz/688hu7SBvFjAyj0jZv6M+3wYsnlEL/G54doGe/jkcXNCy5iJb8T3NyPCfMyUtT//XFo26DMTVApGyY+gViCR60RVXnVOjjIKJuhRlKbaVbKb/xIoO+uoA70r6BqkDHc9ythpZLmB5RGbEWekj2lWXI0S7gxGbzF6/uKop+sd+nQQzUBT83cj5c4rM/+aYxkeDRlxh2NyIww4XV7aDthZXKUzpd+e4WHOgKrW7AzUDPiLZEVnJ01FFdOKcafWpRE6QYFf0y+c0y2t2dLbyVJnCfDEgLY7xiDHdgG12m7SBHRxETq4kQE1P14gZciDq2RtKULqiCTRLpk7EbEUjppCfZ5KbbSOaCSCUY28gqqpsxJSFUsMLHEpSFckX6etDDrNov6oO9kK6ZuzVrPVXDX9Ku7ZHAEVWsx7DhXg2tx/+BCxVVBtjxS9dXerq2pDeYLV9+9u44cPZboJTF6kfW/Qbr7SctH9UaT0H2S/DkxEHxGi/TLrtyiiBaOxgbonJdm9u9X0TqPTW4Xcr6qfILWrYBl0tU7rVS6ukqXdua60Wcz9wCBNuXCbhK/qWYZjx/Bc7z+ykeWQB4WBAZyGOflPZ6Fr4qG9jv7RtA58nEwlFfRPT3pycF5C4ukta1MJ5tQRkhdysXqJ6WCiZX1HKJUCu3Y0UnB9MkokrFUAZ+OPk6CVekVLLsoj+k/pMcl46xo8C6WhN9c2dWXESWO6bNV7JM4KL9V7E0SOBRhE8HjOx144tC2EW4kvO1wEkXlcmQ1+PNLcO22/tKXbEVaB39TuNRuqwqAN2V60EJCyIkKDT6Srp7lS+g4itNIVVfO+PDzRvV1NT5MfqWJyw2kSItnOeyfjx5RB8ex1HlwqWhqm5m/UCO5sl77jWJcIHdUkjL0y3DFCw+Ra6LpUNw3FBcRldwrwy5zPI8JaN3R67boWswuZIPvhM8ztlOSf4xFyE5OAKf/747+dBru2Hj5bjs2mfAyrPIRdZrYf8MCNRIKDEh/zGZ649zf3/6GkEkeaADbaR46GDDKbGtf3N5T/sK4hWJe2a7i+uBBJEoqMJvndCNOZLjyASakhXy1CWsIuIJ2I/qtFSD1R2noSfGZZjIWmPKQkR+mKOqqinYnExHKSQx4uREhttRVNE3H2xra9DntVav4U6l07jKnbZ6yMq7/0KOosCWq7PLBP0gzkIVS5zwkLbr30/jyaGDGcYoPFUxuZWsigZ4yuQhdSFU2rZqdMT7ul6qfLib+tASrHx77RUD6rnSZlCRMsRHQwskM5j82yzPESoYhXhdObaQyRFSxTIl9d5BKrUodLawhe/Y9L7vQqdnvZUs4Gi9Cqiv83g+BYmvlHpV4dpqhUXYvYKNcj1nGl/JJc9HSl00sMieT51ASnr93dNhXkQPSuijhKomghRbxbxhHRmjTV+szTU1uqtsh+FII1pdsctNqZx35Y1jaFenNr2z+X8FUgDTFDa6BpiAIzvZlQa+s5y/V7XttIam/wHFczqjZAaWHnsPX1u1s4jXe3LfBtt7LuWGlBtkZOkl2XiFLKxGeD5ql2Vk6ajF4FJpaHf29M/G5u33+c+DHiGkPyCTJeosyhyQOUbe9v1jAvMrYuJL7/4ZD7jHk8duxRgt0pMG3GEZ+geg8ZLWJbYtolTXJyqrY6L8vZdXPtVa5JKu2bRMddzzpnkzkf2Vbl7EJn7EdpKVBaWvvuttNsN1rdKjrsdfmUT1sjJ7+KD0okSx7+3amtKfKw17tTWzK2HlVb8nCB3PSWiJZq75VI/cU6nmJlNLO1HS1XDc+eQDrLIcl2YEV5Tqxac+xVcJ9Sb+mNXuenthJObNnmoy0EqtRnlPOGj+oHefjOlG/9pEANLVH/45TzSMpMVZxIhrs04fGlktps+jU8UpkWT0W6w1DtKbkWqVFLRuCS6ynH7zLqdu0E7sK8bMRD5UZGRf6lCeewp/UaeqsSuCr7shEk/eVtJgesig6Dn8tpl5a+swj2kWxIqooyF7qKonUWTIqxBebpttRGW69Sjruaac3c3dI6CxkOWUMKa1XQz09bFCsAsoFNR4na8IMLyzUtzzLPjbH1EpukJqIQHfTfFYOIrAKyqJXUS3zISJT2E0n50adG76719uq4YGkj645YvlzsBQUjhsCQmyi3G4GLcroZ21QVdFz+8GlEhbCHzxG1J8zCISVmXGpPqBLQ/aUqyxfwaDyxI/T1Ydy0LnZoKS290a0MI2j5XzONvZIOWxeoybiukWVJ58msQUFLyk+eVIxL/QIZvsxZk3fXPbKcZPBWKYzD2+VYLmv5rgjaopBtYly1hQAbczKHYidV9MMgV+Kn7pVom04hVdTlMOWA+X/T1VYH6guhTB2g+tTaUZE7NT9fALTpmonCIs5CxVvrdRpdFA/XCoEOQ3bq02HfRC5s6M50FYIfYFfvIhrR1Fajg30FP1GcbpCtvR+VGHbXBdOfvFzozYaApEou6K9dPMVWv7R+CCZvdlDM66lao6euWVc7DAJsqkNrqJRNpyCuT1Iq34wVPjzVXO6FppmqdXaY7cn4airkpa3BMlR22+1q5vkxGv2TZhofjQKO6KMpSvzdbVUkvisQirP9NIPbmMGUcwtuRg+uRVfDLgo0Cv3E7Ta43Wlecsm8HXYGYOZxfvnK86AnklMxxp4xfRMYXnAknDV6UOhcSddWSGnWV/xk3ZLM4ZLyKYXllWvuE5JyK7FBSjN3iRBfqWoH+5t67YbeIZeoweREG3kQIuWT4Zbyft8Q16wDf2I/dIWaPfKddAVRkJ8kub1FmPu0FZAUtgKT1y1FvRWHfYg+XRZjv+dNjAR4zAb//Pfr02fIfSFjjt42P7i/mdnUVp40r1ksNsYe8uVia6hoURuhzdwaG0E0pwYbamlDH5yB4srUtqmvLW1oQ2tb1sN2fwPvPG88Z79RMj5i1EHnGgFHp44fZB+S3ufeGGcBoZc9ukbX3HP2Lm95h1jODTOmT5jiqCHaShkbvmFGLAywFXoqDhG6ssfo1aM2oKEderHVwJhJOEPzHk8PGLLRhnfl4eAknE3Eh1izdf2cncMV43PXHkUNNsFRSvgeXsRJRjQrWvwAZI427EOyhlF22465Q818DYYh+Ju9jZZBvDfhbmCgYzAWkxlTm9E30U/IntE+0MJ3JnPDMzDYBVXkfHWhOC/x88acMfSSQli51nlbwHTaUwV6EflSygMXdFIWqJ0fPIAcqcevLVr7vMGmtotzXfLPcObHE+4IdopNlGRAFDRVg1wjkJODnPSGPQ2nzLQc8BkdwSU6IFPsRWxoxajgfEItj3h2gUycIxXT9uWEeOLsqIzp5DkwMMBBXtjrjG7uGVjnOVusk7OraOhF6HhfNG7SN8ELBhhpBC7DrOjxvP845BO7pHSEtcr2y59ZjlNtwLaXbYePJgDYDR+zXgKSKvO1NRzlLCQoAv4Q1CYxflvUPyNoIkQB1LBHPIEW2BHUhY9d0rkiIe0ReMaENgfniuad4WEvukmyiH78h894D5yDc9ACIaUPH/LXPyJpPzc94+Ez+DYrBRLxc21m0EEZIYEAxqPTM8QZZFCHQrmFzJ+EQXIUWUHNFWuKaOjNOE2W1sQs4W+ho52uhs4XxvbkRGkOShto5CfCLrXRsXh2Wt6uOrQgkDiEq6XlG+O+5hFdmSX2rVFwnrtq5E7I63iD53T3VGtr3TOxlEvOcW7ahXWJOr0LM5P5f9Z7yz1i3rFtvjjyXpu9xPmqGm0mp5kVXlDSzvfZ+A2dGIZT1xSl1xQtSVf4v91Vu8knZ+PfDOF28hmNUZPDl+zxFSBVNEU07OEcM9gsXDc74gS1pP09e3plGdhl8OKo0+yRi5HAmF+OwwALxKqT6XCgGx1BmJ7n12mmUODQvL97tmitx4lq53YwApQqzliDogZ2E8SKf4fcjMQ/eCWc4tS5/v8BAAD//wMAUEsDBBQABgAIAAAAIQBijYkcwgEAAJQFAAARAAAAd29yZC9lbmRub3Rlcy54bWyklM1SwyAQx+/O+A4Z7i1Eq6OZph7s6Hj14wGQkIYx7DJAGvv2kjRJq+l01F4IAfa3/2XZnd996jJaS+sUQkriKSORBIGZglVK3l4fJjckcp5DxksEmZKNdORucX42rxMJGaCXLgoIcEltREoK701CqROF1NxNtRIWHeZ+KlBTzHMlJK3RZvSCxaydGYtCOhf83XNYc0c6nB7T0EgIvnK0mns3RbuimtuPykwC3XCv3lWp/Caw2XWPwZRUFpJO0GQQ1JgkW0Hdp7ewoygO+N1aLlFUWoJvPVIry6ABwRXK7ML4Ly2EWPSS1seCWOuyP1ebeDbyN4T8mxwsLa9DKnbAEe7AZWRbI11u76HJ7y6rP4kxOxZMl5EGMWj4jYTvPnslmisYMP+7mv3LDRVxyvt+tFiZQY5Rp9Ge4GNgNYX5B2Xsuq28/dDcnwCj0n0puJEk0iJ5WgFa/l4GRXU8i5oXSRa7ZhHVid+YsOmk4ZZ7tCQsqSwlk7g9Z8JvaEbZc0oYu7+dXT1cNifapaXMeVX6vZ2GbJthwNHFnLZrYTTtvGtTh0QIBK+gaqv25acgdoqeg+Qj2oLavp0uvgAAAP//AwBQSwMEFAAGAAgAAAAhABAn1w7CAQAAmgUAABIAAAB3b3JkL2Zvb3Rub3Rlcy54bWyklEtOwzAQQPdI3CHyvrUDBUHUlAUViC2fAxjHaazGM5btNPT2OGmTFlJV0G7ycew3bzwZTx++dBmtpHUKISXxmJFIgsBMwSIlH+9PozsSOc8h4yWCTMlaOvIwu7yY1kmO6AG9dFFggEtqI1JSeG8SSp0opOZurJWw6DD3Y4GaYp4rIWmNNqNXLGbtk7EopHMh4COHFXdki9NDGhoJIVaOVnPvxmgXVHO7rMwo0A336lOVyq8Dm912GExJZSHZCo16oWZJshHa3roVdpDFgbiblXMUlZbg24jUyjI4ILhCmV0ap9JCikWntDqWxEqX3bzaxJNBvD7lv9RgbnkdSrEDDnAHNiPbLNLlZh+a+u6q+psYs2PJbCvSIHqHvyj8jNmZaK6gx5y2NfubG1rinP/72WJleh2jzqO9wLJnNZ35DzN223befmruX4BB674V3EgSaZG8LAAt/yyDUR1PouaPJLO90yKqE7824auThlvu0ZIwpLKUjOJ2ogmv4TjKXlPC2OP95ObpupnRDs1lzqvS731p0La59Dg6m9J2LFxN+9wdVAc1BIJXULWN+/ZbiZ1jdJB8zC4Id6pu9g0AAP//AwBQSwMEFAAGAAgAAAAhADaPof5SAgAAEQcAABAAAAB3b3JkL2Zvb3RlcjEueG1spFXbbtpAEH2v1H+w9h1st5QkVkyEMI3yUqFCP2Cx13iF96LZBcPfd9Y3kpJGQF5sa3fmzDlz8+PTQZTenoHhSsYkHAbEYzJVGZebmPxZ/RzcE89YKjNaKslicmSGPE2+fnmsotyCh97SRJVOY1JYqyPfN2nBBDVDwVNQRuV2mCrhqzznKfMrBZn/LQiD+kuDSpkxGGpG5Z4a0sKJczSlmcRYuQJBrRkq2PiCwnanB4iuqeVrXnJ7ROxg3MGomOxARi2hQU/IuUQNofbVecCZinfiNp6JSneCSVtH9IGVyEFJU3B9knErGkosOkr7j0TsRdnZVTocncXrJV9SgwRohaU4AZ7BvZOMrHESZZMHV99TVf9FDIOPxLQVcRA9h0sovI3ZMRGUyx7mttS8Ti4Ow2f6+xnUTvd0NP8c2ovc9lhuJq9gFozryXstzVwFcDa6y4JqRjyRRi8bqYCuS2RUhSPPdSSZ4J7QXhXhfsl+xyQI5snoYTwi3VHCcror7fnNwh3dj+/myV0DsoAaa2mPJUPvPS1jsrRKbynx3U0OVLAF4FUFVMeEYsoldhKaTmVaKJxtyw7WHRTdAa6QjWuTKjpMS77BBQh8U9Q2R1yGDTA0keFN5F84/GAsKHl0Vj4qdGb41q2543SNKyoos1lBnYL2a3XUmMs1cxzbIDXq9dBcItcVyncbNjKapgisgRkGe0Ymi+nz3PMc+96w0XRjuP8oYViPXodLlYO/vTuShx9hMrusO7jMMK91dWPyfRy0POpiNUzwiT+0yV8AAAD//wMAUEsDBBQABgAIAAAAIQA5TdHPewIAANMHAAAQAAAAd29yZC9mb290ZXIyLnhtbLRV226bQBB9r9R/QPtuA7XrJCg4ioIb5aWymvQD1rDAyuxFs2uI/76z3JLUaWQ76gug3Zkz58yN65tnUXk1A8OVjEk4DYjHZKoyLouY/H76MbkknrFUZrRSksVkzwy5WX79ct1EuQUPvaWJGp3GpLRWR75v0pIJaqaCp6CMyu00VcJXec5T5jcKMv9bEAbtlwaVMmMw1B2VNTWkhxOHaEozibFyBYJaM1VQ+ILCdqcniK6p5RtecbtH7GAxwKiY7EBGPaHJSMi5RB2h/jV4wIGKd+J2nolKd4JJ20b0gVXIQUlTcv0i41w0lFgOlOqPRNSiGuwaHc4P4o2Sj6lBArTBUrwAHsC9k4yscxJVlwdX35eq/o0YBh+J6SviIEYOx1B4G3NgIiiXI8x5qXmdXByGz/T3PaidHulo/jm0B7kdsdxMnsAsWLST91qaOQngYHQfS6oZ8UQaPRRSAd1UyKgJ557rSLLEPaG9JsL9kv2KSRCskvnVYk6Go4TldFfZw5u1O7pcXKySiw5kDS3Wo91XDL1rWsXk0Sq9pcR3NzlQwdaAVw1QHROKKZfYSWh6K9NS4Wxb9mzdQTkc4AopXJs00fNtxQtcgMCLsrXZ4zLsgKGLDG8i/8ThB2NByb2z8lGhM8O37s0dp1NcUUGV3ZXUKei/nvYac7lhjmMfpEU9HZpL5PqE8t2GjYymKQJrYIZBzchyfXu/8jzHfjTsNJ0Z7h9KDNMUqGVvxKDcsTlmq9kqSdp6H5O6JpJqDUrlryrQRHYZOiX2fyhg2FFjJVyxXYLO7+/k6nuY3B3X31xmLlWuP2MyWwQ9j7bdOib4xF/y8g8AAAD//wMAUEsDBBQABgAIAAAAIQDt9YAGswYAAMEbAAAVAAAAd29yZC90aGVtZS90aGVtZTEueG1s7FlNbxtFGL4j8R9Ge29jJ3YaR3Wq2LEbaNNGsVvU43g93p1mdmc1M07qG2qPSEiIgjhQiRsHBFRqJS7l1wSKoEj9C7wzs7ueiTckbSOooLnEO/u83x/zzuzlK/cShg6IkJSn7aB+sRYgkoZ8TNOoHdwa9i+sBUgqnI4x4ylpBzMigysb7793Ga+rmCQEAX0q13E7iJXK1peWZAjLWF7kGUnh3YSLBCt4FNHSWOBD4JuwpeVabXUpwTQNUIoTYLvD1ewQZXifEjVFNycTGpJgoxDSYyApVVIvhEwMtAiSU+4aGpdkvF/XQDmTXSbQAWbtAMSO+eGQ3FMBYlgqeNEOauYvWNq4vITXcyKmTqB16PrmL6fLCcb7y0amiEal0Hq/0bq0VfI3AKYWcb1er9url/wMAIchGGx1cXk2+mv1TsHTAdmfi7y7tWat4eMd/isLOrc6nU6zletimRqQ/dlYwK/VVhubyx7egCy+uYBvdDa73VUPb0AWv7qA719qrTZ8vAHFjKb7C2gd0H4/515CJpxtV8LXAL5Wy+FzFGRDmWRaxISn6pSUS/BdLvqA03iGFU2RmmVkgkPI7S5ORoJiLQevE+y8sUuhXFjSIpEMBc1UO/gww1Anc34vn33/8tkTdHT/6dH9n44ePDi6/6Nl5FFt4zRyqV58+9mfjz5Gfzz55sXDL6rx0sX/+sMnv/z8eTUQqmiuzvMvH//29PHzrz79/buHFfBNgUcufEgTItENcoj2eAKGGa/4mpOReDWKYYypS7GZRhKnWEup4N9TsYe+McMsj46nR4f4HrwtoItUAa9O73oKD2IxVbRC8rU48YA7nLMOF5VeuKZlOW4eTtOoWriYurg9jA+qZHdx6sW3N82gixZp6RnejYmn5i7DqcIRSYlC+h3fJ6TCujuUen7doaHgkk8UukNRB9NKlwzpyMumOdE2TSAusyqbId6eb3Zuow5nVVZvkQMfCVWBWYXyQ8I8N17FU4WTKpZDnDDX4dexiquUHMxE6OJ6UkGkI8I46o2JlFU0NwXY6wT9GobGVRn2HTZLfKRQdL+K53XMuYvc4vvdGCdZFXZA09jFfiD3IUUx2uWqCr7D/QrRzxAHnJ4Y7tuwv7sCTu8Gt2jkqTRPEP1mKipieZVwL38HMzbBxLQa6O1er05o+neNm1Ho3FbC+TVuaJXPv35Uoffb2rI3YfeqqpntY436JNzx9tzlYkzf/u68hafpLoGCWNyi3jXnd805+M8355Pq+fxb8rwLQ4PWs4idt830nZw2fE8oYwM1Y+S6NPO3hC1o3IdFTW6Oo6Q8k2Ux/NQFDXI8XCSwoUGCq4+oigcxzmB2rweaSSRz1pFEGZdwdDTLlbw1HuZ/ZQ+eTX0ksQ1EYrXDx3Z5RS8XJ4+SjdEqMqfcQtCKZnBWYSuXcqZg2+sIq2ulziytblQzvdGTVpqsXWxO6uDy0jRYLL0Jsw2CiQi8vAoXAlo0nHkwI2PtdxujIiwmCucZIhnjMcljpO1ejFHdBKnIlQVDtB02GfQx8hSvOdJamu0bSDtLkFxxjRPEFdF7kygVGTyPEnA7Xo4sdYuTpeiwHbSay80AhThrBxM4LsPPJIOoSz1OYhbBTVSohE37U4vZVPk8mq3CML8I6nARYv2+YLDXBzIh1RaWsU0N8ypPAZZqSVb/5Sa49bwMqOhGZ9NiZQ2S4V/TAvzoh5ZMJiRUbrCdFe07+5i3Uj5VRAzi8SEasanYwxB+napgz5hKuPUwHUE/wE2d9rZ55TfnvOjc+zGDs+uYZTHO260u0aKSLdw0pFIH8+SoB7ZV6m6Me3VTTMmfkyluGv/PTNH7CVxCrIx1BEK4NxYY6UppB1yomEMXymIa9gXMD6Z3QLbAbS+8hqSC22vzX5AD/d/WnOVhyhrOkmqPRkhQ2I9ULAjZhbZksu8UZvV877IsWc7IZJSjrsys2iNyQNhQ98BVvbcHKIZUN90kbwMGdzz//Oe8gkaRHnLcevM6Wbn32hr4pycfW8xglN+HzUBT+L9UsRwP5ruqpTfkxd7rGqJfzMesRlEVIMzZClp52b+mCq+41dqOtWDxcrNQDqK4aDEslgNRBldJ8BFEQU6EVITMfgLRG+qQ70FvRfApQzODtIGsvmAHD6QbpF0cweBkF20yaVbWtfnopL1WbNbnPOmWco85W2t2lni/orPL4cwX59XieTo797Dna7t2oqshssdLFJYmxXnGBMZ8Q3M/b/HRXQj0Fnw6mDIlTTLBVyuBYYYemDqA4rcSDenGXwAAAP//AwBQSwMEFAAGAAgAAAAhAPSsZJn0DQAAcjkAABEAAAB3b3JkL3NldHRpbmdzLnhtbLRbS28ktxG+B8h/EHTOWnw/JpGDJtmdOPDaRuRccmvNtKSBZ6YHPa2VN78+X89jZe1+bRgxcpKmiywW611F8i9//Xm7ufrQDYd1v7u9ll+J66tut+xX693j7fW/fmzeheurw9juVu2m33W31x+7w/Vfv/7jH/7ysjh044hhhyug2B0W2+Xt9dM47hc3N4flU7dtD1/1+24H4EM/bNsRP4fHm207/PS8f7fst/t2XN+vN+vx440Swl2f0fS318/DbnFG8W67Xg79oX8YpymL/uFhvezOfy4zht+y7mlm6ZfP2243Hle8GboNaOh3h6f1/nDBtv1fsWGLTxckH35tEx+2m8u4Fyl+beR5uy/9sPo047eQN03YD/2yOxwgoO3mtN1tu959QiPNF4g+sforsPrmtPbNhArTpTj+90r5YfPFfCLtkxS/Xd8P7XASMxRgomK7XHzzuOuH9n4DpXqR5vpraNR/+n579bLYd8MSQoI6anF9MwGwmf7hbmzHDuDDvttsjvq53HQtkL0sHod2C826vT59Oc45jB833Q/trmuO6tesN2M3YOyHFqTrRshpYrvZ3E3jDlhs+r18Poz99vIJxvCygI6AmDefjqgP3+z+dQDxx0FPXTuZzJtRu+ftfTd8/nWctvxm3Go9dMvxROVkUN/v/vm8uxD0JfCHdmix3/3T/JDvLiufd/Ulkh8nKi4IJqYNr+ufJ439Xv/97baOLPqwPqw/30I78XYHRh039l27nXCfZbfqHtrnzYgV74DyIgAvwkm0Tx/3Tx2mwg7/DQ9zgRtlT/DlE/a7BPq7fbsEd3K/G4d+cxm36r/rxwxvMkDZTzMe+n7c9WP3wzCpzuUXJqxXt9fv5NtB589HWm9eR5/mdrvVK6Lzj8/wvP16QfNm4snXTbSc/rs7+U0g2oFR0Nlf+sL3/aqbtO55WH9hYLMGOk04qjXs6Kj7fKEefn5Yr7qj8I+SasDMu/V/umq3+gc0fw3vepTE76Dg1wiAnKE53yMq/Phx3zVdOz5DbP+nxY6a0WzW+/frYeiHb3YrmPHvXQwq8ipOBM3VYZLr9M8/oXUXMQgRpKmiPvFigr5ChJQmKgpRSsVEIcak+mwPn2EzVtsZiK8Ux2aNrThtXgXZUAq8jomv403tCp0TVPaeQzRmUUjUpeG0JVU8309WTeLrZOMbvp8idJ0pBcXLUM1C+JxGVsrROY2JmmNrbFacb42t1dk7vpW2FD43Zwf2GUQKHeYgZgaidOX4Olo5SaUgjSkN3Y90RigqU+kgbKrx0tvaz0CcKlRyMojMeS2DFIlTEHQTI5OPDCbPUB2stFSmMjifOa+jkprPibY4TkH0aYY7lWgS50FlUsV3WtnoOW3JaXsOyZ/pTpaVsZQ7RdWCU118nuEOJJqplcjGQ3/ZOsgv64rathLaco6C04Zb8ORGM8emVCMpD5TSdaQ8UMp5S61EKS+bOUhlqV4rLXKegdgUOHeMNJ5TbWUoHJuXZoYHXktB/Y4KWtfnBOKthqhgXeY7jTp7qqOqkk7zOdC2Qq1EVa5KnIKkkuPyycYozh14f8OxFeUi9WKqaGn5foqOhdqCKk5LKjktJt/HNB4ykEFziJEN3Y9WyvLYOLlrvlOtfMVtTmtVWxo1tdbJUPvRBgbMqTY2acodbed8CCCNLZQH1hUe0bWTqlCt0k4hSaLYvAncu2jvVUXtRwdTuI7qYIXmMkXuMrMObIH7Xl3ZFKkt6ORi4Otkb3guposOie+n6BQ5d4qtuG3r4lLivEZUcNRKdK3rwmVau8izGtTiwfKdNqqZ4U5jkqR8M5NhUdtGfmJ5vmOERX7LdMdIKbkXA6TiMdhI32hqJUbpyKOMUSZmao0Gts2tBH7P8AwfkMgzB+NELalMjUPJTa0eECOp7gDScMkZj/hMvZgJKFk4r6NU3Fua6I3j3EnCciuBflSe7zQhbFJ9M1mLGb5lJzPfT5GFe39TVOLZuik2Cmo/piDboNyB12l4nmiFcVyrAKkczQatcCJxiBROUe210tU837EShSPltdUmNXw/04aoTK01KVBNtM4Vnm1Y5wP3O4BUXBOtV4nHYOu9l9SL2aC9ph7Wwl/PrJOF4t7SZlNXnAe1a6rMPJJDr7yhtDnUX5LyzQktK5o9IZzaQPcDSAx8HQXL4tiUrBXdj1NK1NRfQ9lsof7aKZsT1R2nNeoCyh2N3JL6Kqc9AiqdYyDtOUjwnGorEZooNms01yrnFZo1dI7XJXC+RYMamc6JDmKlkAoWzGmrtCqcAnQCDPVvLqFTwrmTvK65vuWpzqG0ZRUy16qiXTUDgUy5hhRTeFbjiv3UYX5by7ga8ZnzoEErjVLt0dDjPPBCoZ3HduqhoY5yBwWY4Rk+XEtVDMWmHUIDhUzBjGqItyrxfqJHB7Cm3t9bXxLnARwCr8Q9QiOvT72bq+e8F5WiERC2OBMXALGOajzSeCOphngwm2cOHt2iGb6hv5O45KKKnlNQCZ+4fCpoPNeQLIThvJ46Mnw/BVU151vxgluWr6VxHFvjIo+aQQih6BxAcqE8CMJVPJoF4UVD9TpI2fA+UpAq8Axlvrce0ITkvc6AyHQ5cXrrD4LSDedO0MIEKlNAHI+NAek6zzoBqbh3CUijeSUejEfXgVk9itDAqym0LU2g/g1NnJD5fqy3jnr/4FTD43ZwVvF+CCCWd2RgWJLXc4BUM5Jzvi40NgaIjp9jhKCBkPItWM27XyGij0PjT4gW3SeKrZIzPYdQacc7p1DqmWiG0h0tZ7pOtobH+lBQtXHLqlUpXKa11dz7R/Sr+DpRoPEvGW1RwCnT+ANIzaNZhJ3yTlaUyCk4NiUTj6dRORxOUdq0QpOYQlA589wyGmMi5RsgSEg5NmRpNEeKVmSeOUQUTZFKLlrjuKeI1leORoyI7hfPDwBJNdXrCGuckalDFqDoToOJFfUhMVjPq9AYnZjRA+QAjmNLuuGnYziGFLwCA8RGrqNZ5hm+ZVO4T4wZrRIun4xm0cw6fqZTElHP8a5hbETNY2NsZJzZaYNTKxoXYoM6ZwaCPI3KFKkLWllM2oBUPNuocN7oKHcqpQP3ltVUz1FNrLSsPadA65las9K25t3JSvtSUQuujM68e1zBvfEKuXLWNdSHgDBUm5Rv3s/0LavgcYRL56B7wLPbCszOnIIKMYtLIcnMayYcsOBQgFKQ0MXhGpKVEdTzVUU0mmMrWIbPqS2OfSkFzdSPYJAksA7daQLXeE6e0IHkNy0A8fzcLCnhuOdLSja8T46wnSvq/ZMRjvdU4cQa3j1Gc7LineBkUX1Q75/QUeV1MFwi2vuUo6hOeZ8voWrjuUtCechPy1PwiUfNFGXFT75TQh1MK4mUcOLIqU6+8O5XysLMcCfLmufxKRtVU7+Tiqn5OWAq0F6uicir+C0DtIErXuWkBgfPVONRHHreD0E7UfAaPUs5c4acUbxzW8jSKn6DCJBY0ViSlRXcW2YNY6ARPWucTlEvlq3KuP97vLj2tjZDCLaaRozsVM2r6oxslGdCCNuBn15mFFpcr3NwhvuDHHFNiNMWZZqRD+K5pj4xRzNztpsjNkS9co5oe3D5JIHbEZSjcBX8HCPn6XYRnZPVjFfORSBdp3OKdzx3ybXA8SWdg0jCa+fc+MIlV9CZ4xQUiRKZ2nZR2nN/UKZmOOU1rgVEfpcNbUstaLZRkG1EGucKKv5As4BiPNI+xp2CuMDvPRU7d3IHV2V4dYj2aNJU2gWVhORUO1fz3L/g1iA/yyk42eUZPiCBZzUFpVHhtFUK12cod5AJ8TO9UiGF5PKpdM271CUJFficJD2vmUoyjlfVKDAEj1mApEh9SMGp4sx+CpI0avWl6IrXJaVGycT1DVGOd0pqYXHCzXgNA7aOWkmNyxn81itakLi2R7FJ3CikPqRWSF34HOTdvNasUYjzXlpt0QHk61hc56M2VzuveWaHS25I8el+cP2NVwW1NzjhpnMCQjqnoJjIM3y0VhL3iXVtkBLTdRqN28czkDjD68ZUvIfSCPRQ6DqNdIHbXKMkbmEwCkAari5yiJdJUwi6/tyyGgeqaU6BS4gNz7gaL2t+O7DxOvP+ThOgBlSrmig8t6wmSvQj6H4qxG3Og4wWCrXgJjtcP6PYsnc8E2qKnLmL0zQin/oHuOk+JWO4375dTE+bphcRp/+mRwNX29ODg9xu74d1e/V+evyEDG67uB9+SuvdBX7f4fFX90vI3fP9Bfju3Qlw2OIZToNXHhfA0fVuF6v1YV+6hyPazft2eHzFex4x0K94cfKPT7iml0Td8Lehf96fVnvB25nTY4DLcrg7d8a33o3frreX74fn+7vLrB0eMP0C9Lxbff9hmBDevLLnZTHi3RveGwFLu3u83Pnfb9798O00FG8HNsPd9Daue9/u93jMgiH3j/L2erN+fBqPr2tG/Frhjdzxx/2jOsPU9EhixK8JdvzRLqedYfT5n2nA6V+MOv/z+k1fvunXb3gBdhpnXr/Zyzf7+s1dvuGN3ssC73W6Ac+vfsLzlMu/0/eHfrPpX7rV3y8fb6+/+HRiwvFhxje75eZ51UEbVv0ST6mmx12HI48OT+2+g9inR0PQvn5x/HB+RXS4+rDofsbTsG61HvEycb9ebduf8WIJVywm7OfRm/Zj/zy+GTvBpsH7N1+vVu3YTg+eJkm+mYzfeGr2lpaXxapbrqGtdx+3969vkP502tdmfRjvuj2eK439AI4cX+T8+Yj59bHk1/8FAAD//wMAUEsDBBQABgAIAAAAIQBc9IqdBgoAAP9GAAAPAAAAd29yZC9zdHlsZXMueG1szFxbc9rIEn4/VfsfVLw7XIzttWvJlm2cjauyjjc451Sdt0EajBZJw9ElBP/67emRBiFpoAfJVScvBmmmv75+Lcg0v/3+MwycHzxOfBFNesMPg57DI1d4fvQ66X1/+XT2a89JUhZ5LBARn/S2POn9/vGXf/22uUnSbcATBwREyU3oTnrLNF3f9PuJu+QhSz6INY/g5kLEIUvhbfzaD1m8ytZnrgjXLPXnfuCn2/5oMLjs5WJiihSxWPgunwo3C3mU4v5+zAOQKKJk6a+TQtqGIm0jYm8dC5cnCRgdBkpeyPxIixmOa4JC341FIhbpBzCmrzTqS1GwfTjAV2HQc0L35vE1EjGbB+C8zXDc+wie84Q75QuWBWki38bPcf42f4d/PokoTZzNDUtc35/0XvwQnP3EN843ETLQbXPDWZLeJj5rvLm8jZLmbW5S39CXkAGLXkHsDxZMeuvg7PnLPoi+NPc9kMzis9ltDzb20YLib8mStbZLraqYDQGD8M1UFoFT+OKLcFfcm6VwY9KDTMSL3x+fY1/EkCm7azMe+p99z+MyZ4t10dL3+H+WPPqecG93/a9PmID5ZldkUTrpjS6vMBJB4j38dPlapg7ARSwE5Ce5AYIHKV7CQX2yCghe/F+BMJTuAD82CV1yJovKQXXfQe5I6mulybn1jrH1jgvrHUAFlnZcWe8ATrPEuCbvcBkmE3n9Fz9JnacsnPNY7iFkhjnHUBYGqb0YjFwrMS9+GnCiTdR4zLJ5+h5iWZAB6wAJEPU1x2AK5NVayJ3wts4L/5k6n/wY8uMxAqpLW4udpbGIXpvF+DuWHSGXnE51D+F6yRIf2jApn6mxf5FN1Pkj9j2iYHOQngPm8qUIPB6jm6XArOSBa6z3ugfMEp+EM1szFxi+WbmScOwAddlUN3zxX5epM1tiOzkKdmloW2ZLlHxJJceFG0w5Jtwcw5KbLg1ZaBb+J/f8LCxcY+q0ZQhsgfVQkCFQxTpJliGQjk+AQC43PCyU5SNPnyqfoD/24xPkyxhTQoDd+1T5BP2x158qH/PjcHytmWIKn4EcUnldWdfuvQhEvMiCogaOVvCVdQVrCJoJ1kWs5ZNI4sq6gvfo07l1XWislDy1jsWORy1QrMOhULDY6LZYB6XKrBYWWQeogjWywGrHtRZA1qT7jf/w5VcssiDbPWhgX3hmMXuN2Xp5tMDPDT6hPm38lQnT82ypC40MLEhFeYzgq4CEOzS0c0MtUtHyDENP2qRXu1ZokV7teqIFULvmaAFkyA/zg5buknSQ9u3SAsuaqHVfw7Qjc/WVNVdrILum0FEnJTyRGarXnAv1TkpAsQ5QvZMSUKyjU+luwyLlCFiddVIClqFrmGNU5lQbo6w7aRlIkzfBom7ImwDUDXkTgLohbwJQe/I+DtIdeROwrLlBc2qZvAlAuMTmw6cGKpM3AciaGxTb5d8iFSSEUg5/3O2AvAko1gGqkzcBxTo6JvImYOESm0yoYGmqI2B1Q94EoG7ImwDUDXkTgLohbwJQN+RNAGpP3sdBuiNvApY1N2hOLZM3AciaHjRQmbwJQLjEhhsayRur/t3Jm4BiHaA6eRNQrKNTIVT9kErAsg5QBUuTNwELl9gkQ46FyW1jVDfkTbCoG/ImAHVD3gSgbsibANSevI+DdEfeBCxrbtCcWiZvApA1PWigMnkTgKy5oZG8sRjfnbwJKNYBqpM3AcU6OhVC1TxHwLIOUAVLkzcBC/OlNXkTgHDJqUA2FnVD3gSLuiFvAlA35E0Aak/ex0G6I28CljU3aE4tkzcByJoeNFCZvAlA1tzQSN5YI+9O3gQU6wDVyZuAYh2dCqFq8iZgWQeogqWpjoDVDXkTgDAxW5M3AQiXnACEVWQTpm7Im2BRN+RNAGpP3sdBuiNvApY1N2hOLZM3AciaHjRQmbwJQNbcIA8PwwnSw8dTS6cahoYkoJ4zKE41kAFHhiBRAXMDv/EFj2GKhx8/HdISsLDQAtGQHlQT74RYOQdOlpfCd25IEDKUPw98gcdsttVzO+dXB0Y9Xr7eO5/VuEdtH6bU/pgGzM+UR2HkBAmOVoGe6XYN8yjr8mkfGJORg0P5fAsufIRpFzWzEm1xqkWOscBuHOTJh1nwf25zXHwNQ0eI9FYsHI2VScnbvRw7ws3qWmnAB/HqGrpLUNFN1QiDQcOpCLdBxNw3F85BrRhbsbWfZjV98/khRx9xcuQglFJtd3KqUDCfuNk9fKFt+y0PLoEFBs1TeahcRsmgNQwjwexb7ImNybUOnks3KQgnyVGlYxpCrOeBCgm8gPP+oBKMr+F/t6ks8H4yJQru3/Mg+JNhAFOxNi8N+CJVd4cDbJ0VUXORpiI074/xrDlq0iQA3FpWRr2VRpj9HeGkS35M3uDzO/4WwPHzJoerg7MqyLrUQX/MVqqvzdrt5bGbJeCcmZxPq1YbZE0GNSviuo6lW6jmnME02lc5XIY6GqoAl8IQpgw7rhsMfh2Ob6/PZcjN+ursxeyWPADJCJOQZzOfpStWKy64W4xQNClXTvaDGu1n6x2MPcIEqaQFlY1ogZymzOd/3iY99U0aTEgUk32uPKoMU4RZKlRa57l60l6dxyftLrL8pM0+jFl6/HMRN1ur1fZ/n7ZdFZx2v3p7uP72esmBDM9puJZBxfWG9Di/HI3vHlQwYfRTpoOMrhyL4dOHwsKBWrC781S94/0NhfdNMo+iQQwLbgMDc8F598Ik0vsH8p8Sn3TS1vacpUtsBkneUFsLASdlYwVfKXrdnBu8Nr2+GE7v97wGVa2Kic0L2+QpddVd1wLGd8cX55dqC6wt1mAay1aGS64HcHQQ8GRSoLzCefAXTTnSxbW5MJsIxS0nx+pkt2av3FGU3mg4ne12brDV76u3ESzyuSdWQs6Ds/itTnwsioQa8HNi/XTcEI3r0fDu8k7ZUntCGuY+Lz8hqWugM642696cSi98laQ0tVOYBmz08X5yBX60KhKiIv2/EVvllu01moM2j3RBlZ4Ki2I8YjO1mzbpKbOz/BiLa5ydq5ydNZViO5RzB7xz2DP2gYXfPNhpW6PRUj4m2fxv7jbHtuIZpWMk50Lzx4TGBftW7imy89r+w0ZDDsyxPOb3iSKRzmJd16cea1jTHOsDph0OYF6gmxs7sw6UrbcNG7rAHQsCAb8lIId3lUaV9DxSrijVIkpx9Wci2BJ+HkJ2geIHIPQF/N0H9Q5Du+uRbYjNqsh31tVjDkzo4P1Sae+HG1Yop9OI+//LNbqfPsNXCtnc59CyarSQD2ijffUPuzCXjXf2PsbvUfntw8XFQ/7VRN6+usj3W/ysjh/Kairjt4PP+hsKVPBgytftghmlY3aNx9PbC7UqfwL08SOy/NAw6V0VXcqFrwqg8DIW5MPYIBeoG7fsKLx4lXz8BwAA//8DAFBLAwQUAAYACAAAACEAa7mlO4YVAABopgEAEgAAAHdvcmQvbnVtYmVyaW5nLnhtbOxd227jRhJ9X2D/YSAgjxnzfjHiBBIpLSZIgiDJIs+yzLGF6AZd7MxrfmY/IZ+VX9jiRRpKxe5mNy9ueWofdmJJpNTNqu7Tp05VffPdn8vFu+dku5uvV3cD870xeJesZuuH+erxbvDf3yZfB4N3u/109TBdrFfJ3eBTsht89+2///XNy+3qsLxPtvDBd3CP1e72ZTO7Gzzt95vbm5vd7ClZTnfvl/PZdr1bf9y/n62XN+uPH+ez5OZlvX24sQzTyP5rs13Pkt0O7hNNV8/T3aC43RLfbb1JVvBdH9fb5XS/e7/ePt4sp9s/Dpuv4e6b6X5+P1/M95/g3oZ3vM36bnDYrm6LH/T16Qell9zmP6j453jFFo2i4nvzK+P17LBMVvvsG2+2yQJ+w3q1e5pvPg9D9W4wxKfjT3rmDeJ5uTh+7mVjOuj7TkOu8wzi7fQFHsXnG6LbVUzGQ37RcpHPQ/p8Pz/VyzuaBm8wxRNJb3H6DXV+wvl3Hn/JcjpfnW6jNjXlyQWXaGLf/9muD5vTz9nMm93tw+qP071Sz5T4ZYaXeV55aDupGyDX/fVpukkG75az2w+Pq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