Datasets:

portuguese-benchmark-datasets
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BLUEX

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question stringlengths 31 2.75k	number int64 1 90	id stringlengths 10 15	alternatives sequencelengths 0 5	associated_images sequencelengths 0 13	answer stringclasses 5 values	has_associated_images bool 2 classes	alternatives_type stringclasses 2 values	subject sequencelengths 1 3	TU bool 2 classes	IU bool 2 classes	MR bool 2 classes	ML bool 2 classes	BK bool 2 classes	PRK bool 2 classes
I. Surge então a pergunta: se a fantasia funciona como realidade; se não conseguimos agir senão mutilando o nosso eu; se o que há de mais profundo em nós é no fim de contas a opinião dos outros; se estamos condenados a não atingir o que nos parece realmente valioso –, qual a diferença entre o bem e o mal, o justo e o injusto, o certo e o errado? O autor passou a vida a ilustrar esta pergunta, que é modulada de maneira exemplar no primeiro e mais conhecido dos seus grandes romances de maturidade. II. É preciso todavia lembrar que essa ligação com o problema geográfico e social só adquire significado pleno, isto é, só atua sobre o leitor, graças à elevada qualidade artística do livro. O seu autor soube transpor o ritmo mesológico para a própria estrutura da narrativa, mobilizando recursos que a fazem parecer movida pela mesma fatalidade sem saída. (...) Da consciência mortiça da personagem podem emergir os transes periódicos em que se estorce o homem esmagado pela paisagem e pelos outros homens. Nos fragmentos I e II, aqui adaptados, o crítico Antonio Candido avalia duas obras literárias, que são, respectivamente,	64	USP_2019_64	[ "a) A Relíquia e Sagarana.", "b) O Cortiço e Iracema.", "c) Sagarana e O Cortiço.", "d) Mayombe e Minha Vida de Menina.", "e) Memórias Póstumas de Brás Cubas e Vidas Secas." ]	[]	E	false	string	[ "portuguese" ]	true	false	false	false	false	true
O gráfico a seguir indica a temperatura de ebulição de bromoalcanos (C_(n)H_(2n+1)Br) para diferentes tamanhos de cadeia carbônica. Considerando as propriedades periódicas dos halogênios, a alternativa que descreve adequadamente o comportamento expresso no gráfico de temperaturas de ebulição versus tamanho de cadeia carbônica para C_nH_(2n+1)F (□) e CnH2n+1I (•) é: [IMAGE 0] Note e adote: P.E. = ponto de ebulição	41	USP_2019_41	[ "a)[IMAGE 1]", "b)[IMAGE 2]", "c)[IMAGE 3]", "d)[IMAGE 4]", "e)[IMAGE 5]" ]	[ 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]	E	true	images	[ "chemistry" ]	true	true	true	false	false	true
A reação de água com ácido clorídrico produz o ânion cloreto e o cátion hidrônio. A estrutura que representa corretamente o cátion hidrônio é	35	USP_2019_35	[ "a)[IMAGE 0]", "b)[IMAGE 1]", "c)[IMAGE 2]", "d)[IMAGE 3]", "e)[IMAGE 4]" ]	[ 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]	A	true	images	[ "chemistry" ]	false	true	false	false	false	true
Se a função f:ℝ - {2} → ℝ é definida por f(x) = (2x+1)/(x-2) e a função g:ℝ - {2} → ℝ é definida por g(x)=f(f(x)), então g(x) é igual a	47	USP_2019_47	[ "a) x/2", "b) x^2", "c) 2x", "d) 2x + 3", "e) x" ]	[]	E	false	string	[ "mathematics" ]	false	false	true	false	false	true
Observe as imagens das duas charges de Angelo Agostini publicadas no periódico Vida Fluminense. Ambas oferecem representações sobre a Guerra do Paraguai, que causaram forte impacto na opinião pública. A imagem I retrata Solano López como o "Nero do século XIX"; a imagem II figura um soldado brasileiro que retorna dos campos de batalha. I [IMAGE 0] 12/06/1869 II [IMAGE 1] 11/06/1870 Sobre as imagens, é correto afirmar, respectivamente:	89	USP_2019_89	[ "a) Atribui um caráter redentor ao chefe da tropa paraguaia;\nfixa o assombro do soldado brasileiro ao constatar a\npersistência da opressão escravista.", "b) Denuncia os efeitos da guerra entre a população brasileira;\nilustra a manutenção da violência entre a população cativa.", "c) Reconhece os méritos militares do general López; denota a\nincongruência entre o recrutamento de negros libertos e a\nmanutenção da escravidão.", "d) Personifica o culpado pelo morticínio do povo paraguaio;\nestimula o debate sobre o fim do trabalho escravo no Brasil.", "e) Fixa atributos de barbárie ao ditador Solano López; sublinha\na incompatibilidade entre o Exército e o exercício da\ncidadania." ]	[ 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", 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" ]	D	true	string	[ "history" ]	false	true	false	false	true	true
Considerando que baterias de Li‐FeS_2 podem gerar uma voltagem nominal de 1,5 V, o que as torna úteis no cotidiano e que a primeira reação de descarga dessas baterias é 2 Li + FeS_2 ➝ Li_2FeS_2 , é correto afirmar:	38	USP_2019_38	[ "a) O lítio metálico é oxidado na primeira descarga.", "b) O ferro é oxidado e o lítio é reduzido na primeira descarga.", "c) O lítio é o cátodo dessa bateria.", "d) A primeira reação de descarga forma lítio metálico.", "e) O lítio metálico e o dissulfeto ferroso estão em contato\ndireto dentro da bateria." ]	[]	A	false	string	[ "chemistry" ]	false	false	true	false	false	true
Uma empresa estuda cobrir um vão entre dois prédios (com formato de paralelepípedos reto‐retângulos) que têm paredes laterais paralelas, instalando uma lona na forma de um quadrilátero, com pontas presas nos pontos A,B,C e D, conforme indicação da figura. Sabendo que a lateral de um prédio tem 80 m de altura e 28 m de largura, que a lateral do outro prédio tem 60 m de altura e 20 m de largura e que essas duas paredes laterais distam 15 m uma da outra, a área total dessa lona seria de [IMAGE 0]	52	USP_2019_52	[ "a) 300 m^2", "b) 360 m^2", "c) 600 m^2", "d) 720 m^2", "e) 1.200 m^2" ]	[ 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]	C	true	string	[ "mathematics" ]	false	false	true	false	false	true
A metropolização de São Paulo foi induzida pela industrialização no século XX. Nas últimas décadas, o deslocamento de parte da indústria da metrópole e o crescimento do setor terciário avançado revelam a primazia do capital financeiro, que se articula com o setor imobiliário e produz, por exemplo, os edifícios corporativos, sede deste terciário. Carlos, A.F.A. São Paulo: do capital industrial ao capital financeiro. In: Carlos, A.F.A. e Oliveira. A.U. Geografias de São Paulo: a metrópole do século XXI. São Paulo. Adaptado. Conjuntos comerciais verticais lançados no município de São Paulo de 1992 a 2015 [IMAGE 0] Empresa Brasileira de Estudos de Patrimônio: Embraesp. 2015.Adaptado. Com base no texto e no mapa, é correto afirmar que	10	USP_2019_10	[ "a) o crescimento do terciário avançado indica o aumento de\nestabelecimentos industriais, ambos dispersos em São\nPaulo.", "b) a produção industrial em São Paulo está concentrada nas\náreas centrais, o que induziu a proliferação de edifícios\ncorporativos.", "c) os edifícios corporativos concentram a produção de\nmanufaturados e, em São Paulo, estão concentrados nas\náreas de maior densidade populacional.", "d) o setor terciário avançado ocupa os edifícios corporativos e\nestá concentrado em poucos distritos da metrópole de São\nPaulo no momento atual.", "e) a desconcentração industrial em São Paulo foi\nacompanhada da dispersão do setor terciário avançado." ]	[ 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]	D	true	string	[ "geography" ]	true	true	false	false	false	true
A Litosfera é fragmentada em placas que deslizam, convergem e se separam umas em relação às outras à medida que se movimentam sobre a Astenosfera. Essa dinâmica compõe a Tectônica de Placas, reconhecida inicialmente pelo cientista alemão Alfred Wegener, que elaborou a teoria da Deriva Continental no início do século XX, tal como demonstrado a seguir. [IMAGE 0][IMAGE 1] Wegener, A. The Origin of Continents and Oceans. 1924. Adaptado. As bases da teoria de Wegener seguiram inúmeras evidências deixadas na superfície dos continentes ao longo do tempo geológico. Considerando as figuras e seus conhecimentos, indique o fator básico que influenciou o raciocínio de Wegener.	6	USP_2019_6	[ "a) As repartições internas atuais dos continentes no\nHemisfério Norte.", "b) A continuidade dos sistemas fluviais entre América e África.", "c) As ligações atuais entre os continentes no Hemisfério Sul.", "d) A semelhança entre os contornos da costa sul‐americana e\nafricana.", "e) A distribuição das águas constituindo um só oceano." ]	[ 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Op4x73Ib55wHSxuPLYblcmPDD/vrP6UAXKKjZpDGCkY3HqrtjH5ZqKR74AeXb27HvunYf+yGgCzRVLzNTPH2WzX3+0M2Pw2DP50f8TP1s/wAmoAu0VS8vUzz9rsx7fZmOPx8yj7Pfty1+gPpHAAP1JP60AXaKpfZLtvvalMP+uccY/mpo+wzHhtTvGXuMRjP4hAaAJESOG/kw+HnQPs/3cAt+RUfhVmsbUNOEKJeC6uz9nJZ/3pzsx82P5/hVz+zl/wCfu7/7/GgC7RVL+zUP37m7Yen2hl/UEGj+y7f/AJ6Xn/gZL/8AFUAXaKpf2Xb/APPS8/8AAyX/AOKo/su3/wCel5/4GS//ABVAF2iqX9l2/wDz0vP/AAMl/wDiqP7JsP8An2X8zQBdoql/ZNh/z7L+Zo/smw/59l/M0AVZ9PttWGr2F5GJLefajr6goP1rm/BHi7xBouoN8P8AVZLc3cJWPTbuXgyQnIHsSBjHfgjnFdFZ6VYteagTbr8syoOT08tD/WsLxr4CTXrKO502eWDWbRg9rPJcO2MHO3JJI9QR0NAHrWm6bDpVs6rI7s7GSWWU8se5J9K4LxX8V0gvk0LwXapr+vyNjZGC8MQ6EswIzg47gDPJHfgfDOjeLPist2NT8US6XZ2cn2S70+GaV5GIHJZWYgZyRnOPlIxXrXhr4aeGfCkO3TLa4jnZdklyLmRZJB15KkcZ7DigDD/4Qnxj4st8+MPFMthBIATp2iARKvfDSHJPPbkcda3fC/wz8KeEgH07TEe5GM3Vz+9lz6gnhf8AgIFb39jwr/q7m+Q9z9skb/0JjR/ZK/8AP9ff9/zQBoVmeIdFg8ReHr/R7kssN5C0RZeqk9GHuDg/hT/7KI5TUL5G7N5obH4MCPzFH9n3Y5XWbwn0eOEj8cID+tAHmvwX8Q3UEd/4D1gBNS0NmWLk5ki3HPXrgkY9mWvWq8j+IPhTV9J8R6f8QdJuTNNpozqSIgV5LdeWIXIDYXcCCQSMY6V1/hXxT/wmWkjUtH1WxmjB2yRPZukkbf3WHmnB9+R6ZoA62qYMM2rHgmW2h4OeP3h5H1+QfgfeoZJNVgieWQ2GxFLNneOByeecfkaq6YdY8t7mWwsw90/mtm7bKggBVx5fZQO/XPrQBuUVAjXRcB4YVXuVlJP5bRTpJXRsLbyyDHVSuP1IoAlorPOpSoT5ml3yDscI+f8Avlifzo/tm2X/AFsV5Ee++0kwPqwXb+tAGhRWf/bulD79/bx+nmuEz9M4zVqK7tpyoiuIpNwyNjg5FAE1FFFABUVxcR2tu80hOxBnjkn0A9z0p8jpFG0kjBUUFmYngAd6zZriEKdU1CVLawt03p5zBQvXLvnpx0HbnPJwAC3aQeWrzyAiebDSbjnbx90H0HP6nqTXmnhyG18f/FO/8Xhd+naEo02wPaWUZZ5Me2/j6qe1cv4++PNpd6deaN4VguWuJS0BvnAVducFowCScjoTjGc1e+G3ip9D8FWel+HfBPiDUZeZJriSJIIpZj947yxGAAAPoBQB7dRXnT6j8VtVgIs9D0LRtw4a9u2mde+cICPbBB5rFfwF8Utadhrfj6K0hbgppqsMjoRwqdvrzQB6dquvaTodu1xqmo2tnEuMmaQL16YHU15nqPxiv9avfsHw88PzazKpAe7njZYV56Y4/Mlasad8AvCkE63Gp3Go6rNncxuJ9qsfcKAeuT1r0S3tNH8MaQ620FrpunQKZH2KI0Qd2P8AjQBwT+CvGHja12eN9eGn2bDP9m6IAnzdMvI24sME5XkdK6Dwv8M/CnhEpLp2mI90v/L1cHzJfwJ4X8AK52L40WurvOnhvwxrGreU+zzdqRRE/wC8ScccjIB9qrXniT4nazETpunaNoSHOPtcxml9j8qlR+XY+1AHq000VvE0s0iRxqMs7sAB9Sa8n8TfGd/7WbRfBGljXL5cbrjloFP/AAEjcPfIHua53/hVl9rUiz+LPFWoalIP+WaOQq9MgFs8Z9AOgrtNJ0vTtAtBpejWaRrGpJAPGe29uSSfxP4UAcvqXhzxJ41gibxnqhALh4tK04iOCMj+JyclsAkevOAea6jQ/DWleHoimnWscWRglVGcemep/Ek+/ArQt7byi0juZJm+85/kB2HtU9ABRRRQAUUUUAFFFQS3ccUoiAaSU/8ALOMZIHqfQfWgCZmVELuwVVGSScACqizzXh/0fMcGD++ZeW90B/mRj2Ip32Z7iXfdBCiHMcakkfU+p/DirVAEcEEdvHsjXAJySeSx9Se5qSiigAooooAKKKKACkZlRSzMFUDJJOABUAu1eZooUMpXIZ1I2qfQnPX6A1GtrLOwkvHVsHIhT7g+ueWP1wOnFAAt1LdOPsqAQg/NNKCA3+6Op+vA9M1LBaRwuZCWkmbgyyHLEenoB7DAqeigAooooAKKKKACimGQmYQQxSTzkZEUQycep7KPckCtFNBvJpAJZUt4CMkxtuk+mCMD680AZryqjrGAzyv92ONSzN+A7e/StW10G4mhc3s3kM2Nq25BK/VmGD+XHqa17LTbTTkZbaIKW++5JZn+rHk1aoAr2djb2EHk26bVzkksWZj6knkn61YoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKrXthbahCI7lNwByrBirKfUEcirNFAHMXOh31plrWT7bF/wA85CElH0PCt9Dt+pqkz+WsZmV4TISEWZShYjsAcZrtKZNDFcQtDPEksTDDI6hlP1BoA5CitK68ONGS+mzCNf8An3lGYx/ukcr+o7ACsqZpbSRY76FrZ2O1WY5Rz2Cv0JPOAcHjpQA+iiigApskaSxtHIiujcFWGQfwp1FAFLyJ7Tm2cyxDrBI2SB/ssf5HjpyKlS8hZULsYmc7VWUbCT6AHr+FWKbJGksbRyIro3BVhkH8KAHUVS8i4tObVvMhH/LBzyP91v6HjtkCpYLuOdim2SOVRkxyKVI+nYj3BIoAsUUUUAFFFFAEU9ulwgDZDA5V1OGU+oP+c9DxUCzXFswS4QyoThZokJP/AAJR0+o4+lXKKAEVlYZUgj1BpaqSWK+Y01s5t5mOWKjKuf8AaXv9eD70Je+W6w3gSGVjhSCSj+mGIAz/ALPX+dAFuioLi8t7UqJpQrN91ByzfRRyfwqH+0Gf/UWN3KO5KCPH/fZU/lQBdoqlu1KX7qW1uDyC5MrfQqNoB+hP49aPsdzJ/r9Ql91hVUUj9W/WgCzPGssRVnKY5Dg4Kn1qlBq0Ana2uLm385P40cBW/DJKn2P4Z5xKNKs85eIzY6efI0uP++iatLHGsYjVFEYGNoHGPTFAEE17HCwUx3DMegSB2/UDFR/a7t/9VpzrnoZpFUfpuP6UbpbD75ea1/vfeeP692X36+ueSLaOkkavGyujDKspyCPUUAVM6m/Gyzh997SY/DC5o8jUG+9fRL/1zt8fzY81dooApf2e5+/qF4//AAJV/wDQVFH9lWh+8ssn/XSd3/mTxV2igComl6fESY7G2QnrthUf0q3RRQAVUjYWcxhZQluxzG46Ak8qfTk8fXHbm3TXRZEZHUMrDBUjIIoAdRVW3LW7/ZpX3A5MTMfmYeh9xxz3H41aoAKKKKACiiigAooooAQgEEEAg9QaqaaSkBtXJ32x8vnqV/hP5Y/EGrlVZYnXUYJ41yGUxS49OSp/Agj/AIFQBaooooAKKKKACiiigAooooApWP8Ax96l/wBfI/8ARUdXapWP/H3qX/XyP/RUdXaAOB8V6Jrei6+njTwiSdQjULeWQXIukHsOpx268Ajkc+h+B/H2n+MbLyyPsWswAi702Y7ZYiMAkKeSuSOcd8Hmoq4vxp4VvLm4g8SeGpPsviOxO5JEOPPQDlG7E9ueCODweAD2aivPfh/8VdN8YL/Z98q6br0R2S2cp2+Yw6lM++fl6j3616FQAUUUUAIQGBBAIPBBryPxT8NdU8P62fFvw6K29+Dm40wYWGde+0cD/gP4jBxXrtFAHkn/AAteVbGOy8Y+GtV0J5HCz3DWztbsgI3YOM4P3e+N3WvQNL8ZeGdaZE03XtOuZHGViS5XzMf7mdw/Kr0FuJby8uJDHIkmIUAORsUcg++4vn6CuQ8S/B/wd4mbzZdP+w3GSTNYYiLHjqMFT09O5oA7yivGW+G3xB8Jr5vhHxpJeRJyLG/6EA52jduX/wBB6nkVL/wk/wAarP8Ae3fgzS54umyCQFs/hKx/SgD2GivHR8VPH1qTDefC7UZZlPL25l2Y7YxGwP51LD8f9HglWPWvD+s6YX+6zxBgR68kH24BoA9dqrLplhOGEtjbSBjk74lOT+VcXYfGjwFfqCNcFu+MlLiB0I/HGD+BNbafEDwc6K48VaKAwyN19GD+IJyKANP+w9NH3LRYx/diJRfyUgUf2RGv+pu76P1/0l3z/wB9lsfhiuJ1X44+BdMLpHqMt9ImfktIGYE4zwzYU59jXNT+PvFXxPxpfgXT7nSbXJ+1apd4XYnYKRnBPPAyenQZNAHR+LPGltpBksbLVTrWoq2BpqIk00sqsCECxBSAMEsTnhcdSa4668CfEL4oKl/4n1CPR7AsGi0sBgQPUr2PJ5bJHpXofgb4YaF4IjE8KG81Vh+8v5x8+SOdg/gB56c88k121AHDeGPA+k+Do4/sPheF7pAM3azrNKx9dzhcH2AArqf7VCf8fFhfQn08nzf/AEWWrQooAhguo7hFZFmAbp5kLofxDAYqKbVNPt3ZZ7+1iZTgh5lUj8zXN+MviR4f8F27LeXIuNRIHlafbkNM5PTI/hHfJx04yeK81ubz4jfEbIuJf+EX0N/+WMWfOkX3PDH/AMdB9DQB6TrfxP8ACeix4Gqw6hdElUtNOYXErN6YU8H64rz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]	D	true	string	[ "geography" ]	true	true	false	false	false	true
Sim, estou me associando à campanha nacional contra os verbos que acabam em "ilizar". Se nada for feito, daqui a pouco eles serão mais numerosos do que os terminados simplesmente em "ar". Todos os dias os maus tradutores de livros de 5 marketing e administração disponibilizam mais e mais termos infelizes, que imediatamente são operacionalizados pela mídia, reinicializando palavras que já existiam e eram perfeitamente claras e eufônicas. A doença está tão disseminada que muitos verbos honestos, 10 com currículo de ótimos serviços prestados, estão a ponto de cair em desgraça entre pessoas de ouvidos sensíveis. Depois que você fica alérgico a disponibilizar, como você vai admitir, digamos, "viabilizar"? É triste demorar tanto tempo para a gente se dar conta de que "desincompatibilizar" sempre foi um 15 palavrão. FREIRE, Ricardo. Complicabilizando. Época, ago. 2003. Com base no texto, é correto afirmar:	60	USP_2019_60	[ "a) A \"campanha nacional\" a que se refere o autor tem por\nobjetivo banir da língua portuguesa os verbos terminados\nem \"ilizar\".", "b) O autor considera o emprego de verbos como\n\"reinicializando\" (L. 7) e \"viabilizar\" (L. 13) uma verdadeira\n\"doença\".", "c) A maioria dos verbos terminados em \"(i)lizar\", presentes no\ntexto, foi incorporada à língua por influência estrangeira.", "d) O autor, no final do primeiro parágrafo, acaba usando\ninvoluntariamente os verbos que ele condena.", "e) Os prefixos \"des\" e \"in\", que entram na formação do verbo\n\"desincompatibilizar\" (L. 14), têm sentido oposto, por isso o\nautor o considera um \"palavrão\"." ]	[]	C	false	string	[ "portuguese" ]	true	false	false	false	false	false
Uma bateria de tensão V e resistência interna R1 é ligada em série com um resistor de resistência R. O esquema do circuito está apresentado na figura. A potência dissipada pelo resistor R é dada por [IMAGE 0]	20	USP_2019_20	[ "a)v²/R", "b)V²/(R+Ri)", "c)(V²R)/(R+Ri)²", "d)(V²R)/(R+Ri)", "e)V²/(R-Ri)" ]	[ 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]	C	true	string	[ "physics" ]	false	false	false	false	false	true
É difícil acreditar que a Revolução Francesa teria sido muito diferente, mesmo que a Revolução Americana nunca tivesse acontecido. É fácil mostrar que os americanos não tentaram uma semelhante ruptura substancial com o passado, como fizeram os franceses. No entanto, (...) as duas revoluções foram muito parecidas. Robert R. Palmer, The Age of The Democratic Revolution: The Challenge, Princeton, Princeton University Presse, vol I, 1959, p.267. Com base no texto e em seus conhecimentos acerca da Revolução Francesa e do revolucionário processo de independência dos Estados Unidos, assinale a afirmação correta.	87	USP_2019_87	[ "a) A revolução norte‐americana repercutiu pouco nos\nmovimentos liberais da Europa e, mesmo na França da\népoca da Ilustração, seu impacto foi mais de ordem\neconômica do que política.", "b) O processo de independência dos Estados Unidos foi\nmarcado pela ausência de divisões internas entre os colonos\ne pela exclusão das camadas populares da sociedade no\nprocesso político.", "c) O processo de independência dos Estados Unidos foi\nconsumado pela redação de uma Constituição, cuja\nelaboração ficou a cargo de notáveis, que representavam os\ninteresses das classes proprietárias.", "d) A guerra da independência norte‐americana caracterizou‐\nse pela ausência de radicalismo político e social, o que se\ndeveu à menor penetração dos ideais Ilustrados nos últimos\nanos do período colonial.", "e) A revolução norte‐americana repercutiu não só na\nIlustração europeia e na Revolução Francesa, como\ndemonstrou de modo teórico e prático a viabilidade de um\ngrande Estado republicano e democrático." ]	[]	E	false	string	[ "history" ]	true	false	false	false	false	true
Em uma garrafa térmica, são colocados 200 g de água à temperatura de 30 °C e uma pedra de gelo de 50 g, à temperatura de –10 °C. Após o equilíbrio térmico, Note e adote: calor latente de fusão do gelo = 80 cal/g; calor específico do gelo = 0,5 cal/g °C; calor específico da água = 1,0 cal/g °C.	21	USP_2019_21	[ "a) todo o gelo derreteu e a temperatura de equilíbrio é 7°C.", "b) todo o gelo derreteu e a temperatura de equilíbrio\né 0,4 °C.", "c) todo o gelo derreteu e a temperatura de equilíbrio é 20 °C.", "d) nem todo o gelo derreteu e a temperatura de equilíbrio\né 0 °C.", "e) o gelo não derreteu e a temperatura de equilíbrio é –2 °C." ]	[]	A	false	string	[ "physics" ]	false	false	false	false	false	true
O consumo calórico de um animal de sangue quente é proporcional à área superficial de seu corpo. Um animal com massa 3,5 kg consome 250 kcal diárias. O gráfico relaciona a área superficial desse animal com sua massa. [IMAGE 0] Considerando o gráfico, conclui‐se que, se a massa deste animal dobrar, o seu novo consumo diário de energia, em kcal, será, aproximadamente,	14	USP_2019_14	[ "a) 130", "b) 250", "c) 310", "d) 390", "e) 500" ]	[ 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2SPtS8cng/wCFJ/bmm/8AP0v5H/CrX2WD/nkn5Uv2aD/nin/fIoAqf25pv/P0v5H/AAo/tzTf+fpfyP8AhVv7NB/zxT/vmj7NB/zxT/vmgCp/bmm/8/S/kf8ACqdnq+npLcMbpAGkOODWv9mg/wCeKf8AfNUrG2hMt0fKTHmkcj6UAO/tzTf+fpfyP+FH9uab/wA/S/kf8Kt/ZoP+eKf980fZoP8Anin/AHzQBU/tzTf+fpfyP+FH9uab/wA/S/kf8Kt/ZoP+eKf980fZoP8Anin/AHzQBV/tnT84+0r0z0P+FU73VbJr2xIuFwspzwf7prV+ywYI8lMH2qlewRC9sMRpzI3b/ZNAEn9s6f8A8/K/kf8ACl/tiw/5+V/I/wCFWfssGQfKTj2pPssAJPlJk+1AFb+2dP8A+flfyP8AhR/bOn4z9pXH0P8AhVn7LBjHkpj6UptYDjMSce1AFX+2dP8A+flfyP8AhVHWdVsZNIuFW4UsVHGD6itj7NBknyk5/wBms/WreFNGudsSDgdvcUAOg1nT1t4gblc7B2P+FP8A7b04Z/0peOvB/wAKmgtYDBETEmdg7e1SfZYP+eKflQBV/tzTf+fpfyP+FH9uab/z9L+R/wAKt/ZoP+eKf98ij7NB/wA8U/75oAqf25pv/P0v5H/Cj+3NN/5+l/I/4Vb+zQf88U/75o+zQf8APFP++aAMez1ewGoXzfahhmUj5T/dHtV3+29Oxn7UuPXB/wAKis4IjquoAxpgMnb/AGRV/wCywZz5KflQBV/trTgQPtS8+x/wpRrWnEkC6Xjrwf8ACrP2WDn9ynPtR9lg/wCeKflQBV/tvTcZ+1Lj6H/Cj+29O4/0peenB/wq19lgz/qU/wC+aPssHP7lOfagDFutVsTrdg32hcBXGcH0NaP9s6eP+XlfyNV7mCIa5YKIkxtfjHsa0fssGAPJTrnpQBW/tnT/APn6X06Gj+2dP/5+V/I/4VZ+ywYI8lOTk8UfZYOf3Sc8dKAK39s6f/z8r+R/wo/tnT/+flfyP+FWvssHH7pOPak+yQYA8pODnpQBkavq1jJpzBbhSfMjOMH++KvnWNPHBuV/I1DrFvCumvtiQfvI+3+2Kv8A2aDcT5SZPtQBU/tvTgAftS4Psf8ACj+3NN/5+l/I/wCFWvssH/PFPypfs0H/ADxT/vmgCp/bmm/8/S/kf8KP7c03/n6X8j/hVv7NB/zxT/vmj7NB/wA8U/75oApnW9NII+1rz/sn/CqmnatYxxzBrpThzzg9PyrWa2g2nMKYx/dqlpcEBimxEmPMPagB/wDbmm/8/S/kf8KP7c03/n6X8j/hVv7NB/zxT/vmj7NB/wA8U/75oAqf25pv/P0v5H/Cj+3NN/5+l/I/4Vb+zQf88U/75Fcz4m8aeGfCg26hKpuCm9LeFA8jenHbPqcCgDb/ALc03/n6X8j/AIVz+qeLtB0fV1vb7U4oYPKx0ZmY5xwoBJ/KsI33jLxigm8O2cPh/TTjFxqMX7+T1KrgjGD36+tS6Z8NtFtvEEL6sp1i+MZkkuLrO12/65524A7HNAGfqnxB8ReIcx+DLFYbIkD+07wBPqVVuoz3wenSrFp4K0O9Iu/F+sza5fuAzKzvHBG3X5FXH68H0FekraW6qqrBGFUYUBRgClFrAP8Alin5UAUYNT0i0t44YJYYYVGEjjTaqj0AA4qX+2dOGf8ASV468H/CrP2WAf8ALFPyo+yW/H7lOPagCr/bmm/8/S/98n/Cqmoaxp8sMYS6XPmqTwf8K1vs0H/PFP8AvmqWpW0HkR4iTPmr2oAd/bWnIApulBA9D/hR/bmm/wDP0v5H/CrQt4SoJiTp/dFL9mg/54p/3zQBU/tzTf8An6X8j/hR/bmm/wDP0v5H/Crf2aD/AJ4p/wB80fZoP+eKf980AVP7c03/AJ+l/I/4VFc61pz20ii5UkqeMHn9K0Ps0H/PFP8Avmobu3txaSkxJjb/AHaAM/TdY0+OwjDXCr14wfX6Vb/tzTf+fpfyP+FJpUEDadGfKQjnGR71c+zQf88U/wC+aAKn9uab/wA/S/kf8KP7c03/AJ+l/I/4Vb+zQf8APFP++aPs0H/PFP8AvmgCp/bmm/8AP0v5H/Cj+3NN/wCfpf8Avk/4Vb+zQf8APFP++aPs0H/PFP8AvmgDEttX09dVupDcoFYLjg81of25pv8Az9L+R/wqG0toP7XvP3SYwvGK0fs0H/PFP++aAKn9uab/AM/S/kf8KP7c03/n6X8j/hVv7NB/zxT/AL5o+zQf88U/75oAqf25pv8Az9L+R/wpV1nT2HF0p7dD/hVr7NB/zxT/AL5o+zQA58pM/SgDHvNWsXv7BluFIV2JOD/dNX/7Y0//AJ+V/I1DewRDUNPAjQAyN2/2TV77LBj/AFKdc9KAKv8AbenAA/alwfY/4Uf25pv/AD9L+R/wq19lgznyU/Kl+zQf88U/75oAqf25pv8Az9L+R/wo/tzTf+fpfyP+FW/s0H/PFP8Avmj7NB/zxT/vmgDI1TWdOk02ZFuVYkDjafUe1T2+s6etrHuul6Y6H/Cn6tbxDS5ykUYbAx8vuKntLeE2kWYk+6O1AEX9uab/AM/S/kf8KP7c03/n6X8j/hVv7NB/zxT/AL5FH2aD/nin/fNAFT+3NN/5+l/I/wCFH9t6aSALpfyP+FW/s0H/ADxT/vmj7LB/zxT/AL5oAq/2xYNkC5XPTof8K88+DJVoPEBU5U6g+D+Jr0w28IXiJOPavNPgzgQeIAowP7Qfj8TQB6jRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFNZggLMQFAySegFed33xWFxq8ul+FdCuteniJEksT7IlxxkNg5Ge/APYmgD0aivMzc/Fy9Pmx2Wi2CHkRO25gPQnJ5psvjD4h6BCz614Oh1CMDiXTpiMY6lgN5/QUAenUVz/hXxlpPjCwa50yY74ziW3lAEkZ9x6e44roKACiiigAooooAKKKKACiiigAooooAK474qf8AJNdZx/zzX/0MV2Ncd8VP+Sa6z/1zX/0IUAbHhLP/AAiemZ6+QK2axfCWP+ET0zByPIFbVABRRRQAUyX/AFL/AO6afTJf9S/+6aAKWi/8guIe7fzNaFZ+jY/syIgYBLcfia0KACiiigAooooAz4yRrEgx1Qc1oVnx86vKT1CjFaFABRRRQAUUUUAUtS/1UH/XdP51dqlqX+qg/wCu6fzq7QAUUUUAFFFFAEF9/wAg+5/65N/I1FpX/IKtv+uYqW+/5B9z/wBcm/kai0r/AJBVt/1zFAFyiiigAooooAKpWBHm3Q4z5p/pV2qNgP310w4/ekY/KgC9RRRQAUUUUAFUL7/j9sP+urf+gmr9UL7/AI/bD/rq3/oJoAv0UUUAFFFFABWfrn/IFuf90fzFaFZ+uf8AIFuf90fzFAFy3/49ov8AcH8qkqO3/wCPaL/cH8qkoAKKKKACiiigDOsj/wATXUBjoyf+gitGs+zH/E11A+rJ/wCgitCgAooooAKKKKAMy6/5D1h/uv8AyNadZl1/yHrD/df+RrToAKKKKACiiigDP1r/AJBjf9dI/wD0MVoVn61/yDG/66R/+hitCgAooooAKKKKAEb7p+lUtMx5cxH/AD0P4VdY/Kc+ledat8TdK0CaXT7C3l1XVWlIW0ts8H0LYOOM8AE0AejVyHif4leHfC0621zNJdXbEqbezCyOhH94EjH0PNYv9jeOfGKx3Opay3huxYiSOzsMmbaezyZBBwfce1dXoXg3QfDyo1lp8TXS53Xkyh53J6kuecn2wPagDjr23+InjURmB08L6YT0MpNy6+vyjI+mV6966bQ/h/4f0VQ/2Nb698wSm9vlE0xf1DEcfhiupxRQAYrJb/kZk/64Gtaslj/xUyjGT5Bx7UAa1FFFABRRRQAVS1MZgi5P+tWrtUtTz5EWDj96tAFxfuj6UtIv3R9KWgAooooAKhuv+PWXP901NUF5j7HLkZG08UARaXj+z48e/wDOrlU9LAGnxY9/51coAKKKKACiiigDNtP+QveDHGF5rSrNtMjWLwE8YUitKgAooooAKKKKAM++/wCQjp3/AF0b/wBBNaFZ99/yEdO/66N/6Ca0KACiiigAooooAo6x/wAgqfnHA5/EVYtTm1iOAPlHSq+sYGkz5GRgcfiKsWo22sY4+6OlAE1FFFABRRRQAh+6a8v+Df8AqvEHGP8AiYP/ADNeoH7pry/4N5EPiDJyf7Qf+ZoA9RooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOW8S6t4fuln0PVYLq8gyjXa29tJJHAAQ6+ayD5RwDg9uTwa2YbzT7e30yK1Mf2a6IitPIAMe0Rs4xjjbtQ4x7VRi0zVrLxRPd2s9m+l30nnXcUqN5yOIljHlsDgg7EyCPXmqMHhi907XbFrK8WTR47ya7e2mHzwO8ci4iIwBHmT7pHHY9RQB1lFV3v7ONyj3cCsDghpACP1pF1Cydwi3luzMcACQEk/nQBWudB0y71mz1ea0jOoWmRDcDhgCpBBI6j5jwfWtKiigAooooAKKKKAK95fWun27T3lxFBEoJLyOFH61mWHjDw7qlwILLWrGaUnARJ1JJ9hmvPfihu1/x74b8Iys6WVxtnnKHG5S5BX/AMd/WovHvw38PeHdCXxFots1leaW6TqInOJNrA4Ofp2xQB7FWfqet6Xo0YfUb+3tVPTzpAufzpugai2r+H7DUHTY1zCshX0JFcpqvw3i8SeNZtX1+4W705I1S0slyoQ4GS3rzu6etAHVaV4i0fW9w0zU7W6K9VilDEfgK068S8VeHNJ8G+K9Gl8HiSHV7ify5rOF948kgkkr1HIFe20AFcd8VP8Akm2s/wDXNf8A0MV2Ncd8VP8Akm2s/wDXNf8A0IUAbHhI58J6YcY/cCtmsbwln/hFNMz18gVs0AFFFFABTJf9S/8Aumn0yX/VP/umgClooA0yPHTLY/M1oVn6MMabHySMtgn6mtCgAooooAKKKKAM6Mf8TmQj+4M1o1nID/bLkZI2D8K0aACiiigAooooApal/qoP+u6fzq7VLUv9XB/13T+dXaACiiigAooooAgvv+Qfc/8AXJv5GotK/wCQVbf9cxUl9/yD7n/rk38jUelf8gq2/wBwUAXKKKKACiiigAqjYH97dD0lNXqpWI/e3Tf9NSMUAXaKKKACiiigAqhff8fth/11b/0E1fqhff8AH7p//XVv/QTQBfooooAKKKKACs/XP+QLc/7o/mK0Kz9c/wCQLc/7o/mKALlv/wAe0X+4P5VJUdv/AMe0X+4P5VJQAUUUUAFFFFAGdZADVtRx/eT/ANAFaNZ1kf8Aia6hkc7k57/dFaNABRRRQAUUUUAZl1/yHrD/AHX/AJGtOsy6/wCQ9Yf7r/yNadABRRRQAUUUUAZ+tf8AIMb/AK6R/wDoYrQrP1r/AJBjf9dI/wD0MVoUAFFV7y+tNOtmub26htoF4Ms0gRR+J4rgtb+Jk0sz2XgvSZdeuUYpLcRRu0ER7ZYDDZ55yBx1oA9AubmCzt3uLmaOGCMbnklcKqj1JPSuI1b4mW6Xf2Lw1pdz4iuhjcbLmFMnHMgBH9Peqp+Hup+KXW68cas8pR1aKw09vLt0HcNkZbPAzwRzye3b6Vo2naHYrZaZaRWtuDnZGOCfU+p96AOBufBfifxtsm8Wat/Z9iDk6TYcqyjkFn3Y3Z9j04xXX+FtD03QdOa0021SGJXPPVm92PU/jW633T9Ko6YcpMSMHzDxQBfooooAKKKKACso5/4SVQOhhOa1ayiM+JVOcEQnj1oA1aKKKACiiigAqlqefIix/wA9Vq7VHUyRBFgZ/erQBdX7o+lLSL90fSloAKKKKACoLzBs5c9Npqeobv8A49JecfKeaAINKG3T4wOnP86u1S0r/kHx8568/jV2gAooooAKKKKAM20P/E2vFz0CnFaVZtoP+JteN7KMVpUAFFFFABRRRQBn33/IR07/AK6N/wCgmtCs++/5COnf9dG/9BNaFABRRRQAUUUUAUdYAbSpwemB/MVYtP8Aj0i/3RVfVxnSpxkjgcj6ip7T/j0i/wB2gCeiiigAooooAQ/dNeX/AAax5PiDHT+0H/ma9QPQ15f8GjmHxASMf8TB/wCZoA9RooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvPPjJqd9pvguEWN01s13epbSyKcEIVdjyOQMqM+2R3r0OuB+L+pRWHgZopNPivjeXCW0aS5wrEMwbgg5G04we/pxQBkxfAfw00SGXUtWeTA3sssYDHuQNh4/E1c034KeG9L1Sz1CC91VprWdJ0DyxlSysGGcRjjIrE07RPjHbadbW8OsWVvFFEqJDIInZFAwAT5Zzj1ya1NL034tpq1k+o63YSWKzobhFSLLR7huAxGDnGe9AHp9FFFABRRRQAUUUUAeQ/ERl0j4s+FddvD5enhUgaXsrb2PP/fQrV+KXiTSJ/B02lw30ct5qO2K2ij5LljgfzrtNe8OaV4lsfseq2onh7DcVI9wRXOab8JvCemX8N7HZSyzwOHiM1w7hCDkYBNAG54ajGk+HdJ0y6dUukt1TyyeSQOaw/G3xAj8OTR6ZpsSXutSkEW7HCopH3mPT0796m8QaJd33j7w/qMCTeTarJ5rhsIAR0PvTdb+F/hzxBrc+r30NwbyYKGdLh04AAxgHHYUAZXg7w/ZWWuzeJdZ1iO7129Q5QOPLgDEEqg9umc16R2rhbX4S+GLO7juIY7wSR4K5u5Dz+dd3QB5rdS/FoXMgtotFaHcdhZOcf991zfjaT4mt4O1EazDpI04ovnGFfnC7h0+c969urjvinx8NtZ/65L/6GKALXhVdS/4RbTAskIXyB1XJ/nWuE1PJ/fQY7fJ/9eq3hM58KaZ/1wFbNAGft1TbnzYM+mz/AOvS7NUyP3sB9fkP+NX6KAKG3U8n97Bjt8h5/WmOmp+U2ZYCNpyNh/xrSpkv+qf/AHTQBi6Uuo/2bH5csHBOBs9/rV7ZqeR+9gx3+Q/40aN/yDI89ctkfiav0AUAmp7j+9gx2+T/AOvSbdU2/wCtgz/uf/XrQooAoFNTyMTQY7/IeP1o26lg/vYM54+Q8/rV+igDDVdRGqSKssO4qDnYcfzq6V1LLYlgPp8n/wBekjGdXlPooFaFAFDZqeR++gxj+4ev50bNSwP30GTnPyHj9av0UAZ+3VOvmwdemzt+dLs1LB/fQe3yHn9av0UAY2oLqAjhzLCf3y/wf/Xq0V1MYAkgPvsP+NO1L/VQf9d0/nV2gCgV1POBJAffYf8AGjbqeceZBj12H/Gr9FAFDbqeQPMgA9dn/wBejbqZb/WQAf7n/wBer9FAGTeLqX2K43PBt8pv4T6H3qPTV1H+y7fZJBjYMZQ8frWlff8AIPuf+uTfyNR6V/yCrb/cFAEZXVNvEsGf9w8frQV1THEsGf8Ac/8Ar1oUUAUGXVAOJYD/AMA/+vQV1MYxLAffYf8AGr9FAFHZqX/PaDj/AGDz+tU7IaiZLgLJAD5pJGw/41tVSsceddevmnigBoTU8n97Bjsdn/16Tbqm0/vYM+mz/wCvWhRQBn7NUyP3sGO/yf8A16XbqeT+9gx67P8A69X6KAM/bqm0kywZ9Nh/xqneLqH2yx3Sw5Mhx8nT5T71uVQvv+P2w/66t/6CaADZqe4/voMdjsP+NJt1TB/ewZ/3P/r1oUUAZ5XVMLiWA+o2f/Xpdmp5x50GPXyz/jV+igDPCaptJ82AHsNh/wAap6ymof2Tc7poNu0dEPqPetys/XP+QNc/7o/mKAGRJqZtoyssA+QYGw+n1qTbqeR+9gx3+Q/41at/+PaL/cH8qloAoBNTyczQY9dh/wAaTbqmz/Wwbv8Ac/8Ar1oUUAUCuqZGJYMd/kP+NG3U8kebBj12f/Xq/RQBhWyaiNRv8PCHLJk7eD8o96vFdSyf3sGO3yf/AF6bZY/tXUMHI3J3/wBkVo0AUAmp5H76Dpz8h6/nQF1PAzLBz1+Tp+tX6KAM/bqn/PWDr/c7fnS7NT5/fQe3yHn9av0UAYFyuoDW7HMkJba+PkPofetALqeMmSAn02f/AF6ju/8AkPWH+6/8jWnQBQC6njJkgJ9Nn/16Nup4/wBZAT/uH/Gr9FAFArqYX/WwEn/Y6frQV1PHEkGf9zp+tO1TVbDRrGS91G6jtreMZZ3P6AdSfYcmuFvvH2r+Ikkt/AOlvfjGx9SmXyoYmPoHxuIBBx7jg0AdD4lvpdM0KW61C7tobdHQs7KePnHvzXLz/EPWtbkNv4J0w6sy/fupoTDAvtlmUk9fT8aJfh3Je2S6l4y1GbV9TLRjyw5SCL5gPlVduTjqeM+lejWNjaadZx2llbx29vGMJFGoVV+gFAHnMvw21TxJJHe+LtZku5dwkFjbtst4j/dA6n0yMH3rtrDTrjS7KKysYrW3tol2pHGmAB+dbFFAFDbqf/PSAf8AAf8A69BTU8cSwZ/3Dz+tX6KAKDJqQ3YlgIxx8h/xqpp41ArNiSEfvDn5P/r1st90/SqWm8pMw6GQ4oATZqeB++gznn5Dx+tJs1Tn99B1/uHp+daFFAFDZqWD++gyBx8h5/WjZqef9dBjH9w9fzq/RQBQC6nxmWAevyf/AF6zGXUD4gX95CZBCedvGM/WuirJb/kZ0HYwGgCwV1LLYlgPp8h/xpAmp5GZoMY/uHr+dX6KAKATU8LmaDPf5Dx+tJs1TH+tgBz/AHO351oUUAUNupYP76D2+Tr+tVNRGpLDH88LfvV/g/8Ar1tVS1L/AFEf/XVaAGhdS7SwYxx8n/16Qrqm3Ilgz6bP/r1fX7o+lLQBQKanuAE0BHc7P/r0gXVCT+9gHp8n/wBetCigDP26pt/1sGfTZ/8AXqO6TUjbyAyQFdpz8n/161Khuv8Aj1k/3aAMvTl1EWEWx4AOf4Pf61b2anux50GPXYf8afpf/Hgn1P8AOrlAGeF1TkmWD2Gzr+tG3VMD97Bnv8n/ANetCigChs1PdjzoCPXyz/jRt1PH+tg69Nh/xq/RQBg2q6h/al2okhBwpPyHH86vBdUJ5lgHvsP+NNtB/wATi8bthRmtKgDP26pn/WwYz/c/+vQV1TnEtuffYf8AGtCigDPZNUzxLARj+4f8aXbqnH7yD3+Q/wCNX6KAMK7TUftun75oN3mNjCH+6ferpXVOf3sHt8n/ANei+/5COnf9dG/9BNaFAFDZqWT++g6cfJ3/ADo2aluH76DHf5D/AI1fooAoBdTwMywdefk/+vSFNTwcTQZzwNh/xrQooAxdUXURp0+6WArgfwdeR71NbrqX2eLEkGNv9z/69T6uQNKnJ6YH8xU9qCLWIEfwigCts1Pcf30GPXYef1pNuqbf9bBn/c/+vWhRQBQK6nkYlg56/J0/WjZqfP76D2+Q8/rV+igCiF1DPzSw4PUBDx+ted/Bkt5HiDfjd/aD5x9TXqJ+6a8v+DWPJ8QY6f2g/wDM0Aeo0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXCfFq0ivfBoie21GecXKNbGwh8x45QrEMwyPlxkE9iwrqNfg1W50W4i0S6itdSO0wyzLlAQwJB4PBAI6d65Cf4njw7JHZeLdGvrG6zsNzbxiS1lx/GjZBweuMEjPNAGVpPxU1qLToYtT8F61JdRxqrzRQtiQgctgqMZ645rW0/wCJtxf6la2Z8H65AJ5kiMskJCx7mA3E46DOa1rf4l+DbmISJr9qoxnEuUI/BgKy9U+Mfg/TsCK7nv3PVbSEnH4ttH5GgDvxRXG6RqHirxDrFnqTWiaPoMe7da3PN1c/KQpIxhFyQcZz8vcEV2VABRRRQAUUUUAFFFFABRRRQAUUUUAFcf8AFPH/AArXWfXylx/32tdhXHfFT/km2s/9c1/9CFAGx4Sz/wAInpmevkCtmsXwl/yKemc5/cDmtqgAooooAKZL/qX/AN00+mS/6l/900AUtF/5BkXXOW69eprQrP0bnS4j3O7+ZrQoAKKKKACiiigDOQY1pzk4KdK0az42H9sSrznaK0KACiiigAooooApal/qoP8Arun86u1S1L/VQf8AXdP51doAKKKKACiiigCC+/5B9z/1yb+RqLSv+QVbf9cxUt9/yD7n/rk38jUWlf8AIKtv+uYoAuUUUUAFFFFABVKx/wBZc9M+afrV2qNgP310w/56mgC9RRRQAUUUUAFUL7/j9sP+urf+gmr9UL7/AI/bD/rq3/oJoAv0UUUAFFFFABWfrn/IFuf90fzFaFZ+uf8AIFuf90fzFAFy3/49ov8AcH8qkqO3/wCPaL/cH8qkoAKKKKACiiigDOsh/wATXUD0+ZOPT5RWjWfZ/wDIV1D13Jn/AL5FaFABRRRQAUUUUAZl1/yHrD/df+RrTrD1m/tNL1C1vb64jt7aJHLyyNhRxXKN8Qr/AMVSS2HgXT5JZEbEmpXqbLeMeo6knnoRnvg0Ad3qWqWGj2T3eo3cNrbr1klcKPoPU+wrhP8AhYGqeLHktfA2ltJ5blJdQ1AbIEHYqASWzz2yOMjmptF+G8ss63/jHVZtdu8s4tpWLW0LE87UPB9OgGD0ru7a0t7K3S3tYIoIEG1I4kCqo9ABwKAOD0L4ZkyJe+MdSl8QXindHFcO7wQk9dqscNnjqAOOld5a2lvZW629pbxQQoMLHEgVV+gHFTUUAZ+tf8gxv+ukf/oYrQrP1r/kGN/10j/9DFaFABRRRQAUUUUAI3Kn6VR0wYjmGSf3h5q833T9Ko6WCI5ge0h6UAX6KKKACiiigArJYkeJlHYwGtaso5/4SVcHjyeRQBq0UUUAFFFFABVLU/8AUR/9dVq7VLUwDBFkf8tVoAuL90fSlpF+6PpS0AFFFFABUN2M2kozj5TzU1QXmBZy56bTQBFpZzp8f4/zq5VPSxjT48dOf51coAKKKKACiiigDNtP+Qxec/wrxWlWdaDOrXjd8KK0aACiiigAooooAz77/kI6d/10b/0E1oVn33/IR07/AK6N/wCgmtCgAooooAKKKKAKWr8aVPxngcfiKntP+PSL/dFV9YO3SpyfQfzFWLUYtYwf7ooAmooooAKKKKAEP3TXl/wb5i8Q8Y/4mD/zNeoH7pry/wCDefK8Q56/2g/8zQB6jRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFIVDKVYAg8EHvUV1dW9lbvc3c8VvBGMvLK4VVHuTwKyv+Ey8Lf9DLo/8A4HRf/FUARXXgXwrezGafw/p7SMcswgC5PqcYzWlp2i6Xo6Mmm6da2atjd9nhVN31wOapf8Jl4W/6GXR//A6L/wCKp8Pi3w3cTxwQeINKllkYIkaXsbMzE4AAB5JNAGxiiiigAooooAKKKKACiiigAooooAKKKKACuO+Kn/JNdZ/65r/6EK6+SRIo2kkdURQSzMcAD1NedfEnxRoN94A1a2tdYsZp3jULHHOrMTuHAGaAOt8JEHwnpmBj9wK2qwfCdxEPCmmhpow3kDI3Ctn7TB/z3j/76FAEtFRfaYP+e8f/AH0KPtMH/PeP/voUAS0yX/Uv/umm/aYP+e8f/fQpktzB5L/vo/un+IUAV9FAGmR46ZbB9eTWhWXo1zD/AGZGDKgOT1YZ6mr/ANpg/wCe8f8A30KAJaKi+0wf894/++hR9pg/57x/99CgCWiovtMH/PeP/voUfaYP+e0f/fQoAqIM6xIfRBWhWUs8I1lz58eCn94VofaYP+e8f/fQoAloqL7TB/z3j/76FH2mD/nvH/30KAJaKi+0wf8APeP/AL6FH2mD/nvH/wB9CgCvqX+qg/67p/OrtZ2o3EJjgxNH/rk/iHrVz7TB/wA9o/8AvoUAS0VF9pg/57x/99Cj7TB/z3j/AO+hQBLRUX2mD/nvH/30KPtMH/PeP/voUANvv+Qfc/8AXJv5GotK/wCQVbf9cxRe3EBsLkCaPPlN/EPQ1FpVxCNLtgZowdg/iFAGjRUX2mD/AJ7x/wDfQo+0wf8APeP/AL6FAEtFRfaYP+e8f/fQo+0wf894/wDvoUAS1SsD+8uh/wBNT/SrH2mD/ntH/wB9CqVlPB51y3nRjMp43D2oA0qKi+0wf894/wDvoUfaYP8AnvH/AN9CgCWiovtMH/PeP/voUfaYP+e8f/fQoAlqhff8fth/11b/ANBNWvtMH/PeP/voVRvriE3th++j/wBY38Q/umgDToqL7TB/z2j/AO+hR9pg/wCe8f8A30KAJaKi+0wf894/++hR9pg/57x/99CgCWs/XP8AkC3P+6P5irf2mD/nvH/30Kz9buIW0a5AmjJ2jow9RQBo2/8Ax7Rf7g/lUlVre5g+zRfvo/uD+IelSfaYP+e8f/fQoAloqL7TB/z3j/76FH2mD/nvH/30KAJaKi+0wf8APeP/AL6FH2mD/nvH/wB9CgCnZYGq6gMYO5Oc9flFaNZVncQjVL8mRBllwSw5+UVofaYP+e8f/fQoAloqleavpunwGa81C1t4h1eWZVH5k159qfxN1LUrxbLwRpH9pMH2yXlwjLbr7ZyvvySPbNAHpF1d29jayXV1MkMESlnkdsKoHUk155J8Sr7xDqU2l+C9Ge+wNh1KZzHDCx43EEcgdeoJ7A93Wvw6t9SvrfU/GGuSazexHcsG8LbJ3wF7jIHpnuK7+F7OCJIoWgjjQYVEIAUegFAHm9n8Nk/4S211PxPqTa5ezBmZZYgsIwvA285A/Ae1emxxRwxLHEipGowqqMAD0ArKup4f7dsD50eNr/xD0Naf2mD/AJ7R/wDfQoAloqL7TB/z3j/76FH2mD/nvH/30KAJaKi+0wf894/++hR9pg/57R/99CgCprX/ACDG/wCukf8A6GK0Ky9ZuITprYmjP7yP+If3xV/7TB/z2j/76FAEtFRfaYP+e8f/AH0KPtMH/PeP/voUAS0VF9pg/wCe8f8A30KPtMH/AD3j/wC+hQBI3Kn6VR0vPlyg9pDVlrmDaf38fT+8KpaZcw+XLmVAfMPVhQBp0VF9pg/57x/99Cj7TB/z3j/76FAEtFRfaYP+e8f/AH0KPtMH/PeP/voUAS1ktj/hJkyefIOB61o/aYP+e0f/AH0KymuIf+ElU+bHjyTzuFAG1RUX2mD/AJ7x/wDfQo+0wf8APeP/AL6FAEtFRfaYP+e8f/fQo+0wf894/wDvoUAS1S1PPkRYGf3q1Y+0wf8APeP/AL6FU9RuITBGBNH/AKxf4hQBoL9wfSlqFbmDaP30f/fQpftMH/PeP/voUAS0VF9pg/57x/8AfQo+0wf894/++hQBLUF4AbOXJwNpp32mD/nvH/30Khu7iA2koE8f3f7woAbpQ26dGO3P86u1naXcQrYRgzx5GerD1q59pg/57x/99CgCWiovtMH/AD3j/wC+hR9pg/57x/8AfQoAloqL7TB/z3j/AO+hR9pg/wCe8f8A30KAKNoMaxeEdCF59606yrSeEapdsZoudv8AGK0PtMH/AD3j/wC+hQBLRUX2mD/nvH/30KPtMH/PeP8A76FAEtFRfaYP+e8f/fQo+0wf894/++hQBUvv+Qjp3/XRv/QTWhWXe3EJ1DTyJo+JG/iH901f+0wf894/++hQBLRUX2mD/nvH/wB9Cj7TB/z3j/76FAEtFRfaYP8AnvH/AN9Cj7TB/wA94/8AvoUAV9XyNKnwMnA/mKntP+PSL/dqnq9zD/Zc+JUJwOAw9RVi1uIBbRjz4vuj+IUAWqKi+0wf894/++hR9pg/57x/99CgCWiovtMH/PeP/voUfaYP+e8f/fQoAkP3TXl/wax5PiDHT+0H/ma9LNzAQR50f/fQrzT4NEND4gI6HUH/AJmgD1GiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooApatpVprel3Gm3yF7W4XbIoYqSM56j6Vw938JvANhbPc3kBtrdPvyzXrIq9uSTgV6LXmvxsVZPCemQyTGKGbVYUlbOAFKSZz+WfwoAw38PfBtHKnUoCQSDtvXI/MGpNP034SWet6a+n3Zlv/ALXELZYppX/e7xtz2xnHWofH/hzw/wCGNc8HSWukWkWnG6aG7DRhg6HywN2cliBvIJ5zV/xPpWk/D/xX4b1XR9OtreG7uzb3iFd+4HbtZA2dhX5j8uKAPWaKKKACiiigAooooAKKKKACiiigAooooAhuraK8tZbaZd0UqlHHqCMGvJfH/wAMfCujeCtT1KysPLuoVDo+/odwr2CuO+Kn/JNdZ/65r/6GKALPhXRrCTwtprtCGJhHOa1/7D0//n3H51W8JY/4RPTMDA8gVtUAZ39h6f8A8+4/Oj+w9P8A+fcfnWjRQBnf2Hp//PuPzpsmh6eI3P2cdD3rTpkv+pf/AHTQBiaVo1g+noTAOp7n1q7/AGHp/wDz7j86XRSDpcWP9r+ZrQoAzv7D0/8A59x+dH9h6f8A8+4/OtGigDO/sPT/APn3H50f2Hp//PuPzrRooAwF0WwOrOvkDaE9avf2Hp//AD7j86EJ/tmQY42CtGgDO/sPT/8An3H50f2Hp/8Az7j860aKAM7+w9P/AOfcfnR/Yen/APPuPzrRooAw7/RbBI4dsAGZlHWrf9h6f/z7j8zUmpf6qD/run86u0AZ39h6f/z7j86P7D0//n3H51o0UAZ39h6f/wA+4/Oj+w9P/wCfcfnWjRQBj3miaetjcMIBkRMevtUemaLYPptuzQAkoO9at9/yD7n/AK5N/I1FpX/IKtv+uYoAi/sPT/8An3H50f2Hp/8Az7j860aKAM7+w9P/AOfcfnR/Yen/APPuPzrRooAzv7D0/wD59x+dVLLRrBpbnMAwJCBzW5VKwIMt1zyJT/SgCP8AsPT/APn3H50f2Hp//PuPzrRooAzv7D0//n3H50f2Hp//AD7j860aKAM7+w9P/wCfcfnVK80awW8sQIBgyHPP+ya3qoX3/H7Yf9dW/wDQTQA3+w9P/wCfcfmaP7D0/wD59x+daNFAGd/Yen/8+4/Oj+w9P/59x+daNFAGd/Yen/8APuPzqjrOjWEekXDLAAQB39xW/Wfrn/IFuf8AdH8xQBFBomntbxkwDJQd/apP7D0//n3H51dt/wDj2i/3B/KpKAM7+w9P/wCfcfnR/Yen/wDPuPzrRooAzv7D0/8A59x+dH9h6d/z7j8zV2eeK2gknmkWOKNSzuxwFA6k1wWp/EuG9uW0vwdbNrWqsCBsG2KP/aZ2wMfjyeM0AbTWmj2N1qM960NvboU+eWQKo+UdzXG614vhubptP8FaIdauwyh7hVZ4I8juwIH6gdeafovgXVPEt9cXfjy+lnfIL6ZBJsiB2/LuKHnAx0PXuea9K0vSrHRdPisNOtkt7WLOyNOgzyT6k+5oA87sfhQdYdL/AMX381xOTvFhbNsghz/Dnktj1BH1Nd5F4d0qCJYobOOKNRhUQYA/CtSigDO/sPT/APn3H50f2Hp//PuPzrRooA5250exXWrJBAMMr559jWj/AGHp/wDz7j86bdf8h6w/3X/ka06AM7+w9P8A+fcfnR/Yen/8+4/OtGigDO/sPT/+fcfnR/Yen/8APuPzrRooAwNX0awj05mWAA+ZH3/2xV7+w9P/AOfcfnS61/yDG/66R/8AoYrQoAzv7D0//n3H50f2Hp//AD7j860aKAM7+w9P/wCfcfnR/Yen/wDPuPzrRooAzW0PTtp/0cdPU1U0/R7CSOTNuMByBya3GOFJPpVLTeUmPYyHFADP7D0//n3H50f2Hp//AD7j860aKAM7+w9P/wCfcfnR/Yen/wDPuPzrRooAzv7D0/8A59x+dZp0ex/t8R+Qu3yveujrKJ/4qQD/AKY+v9KAJP7D0/8A59x+dH9h6f8A8+4/OtGigDO/sPT/APn3H50f2Hp//PuPzrRooAzv7D0//n3H51U1DRrBIYyIB/rV71uVS1PPkRYGf3q0ARLoenlQfs4/M0v9h6f/AM+4/OtBfuj6UtAGd/Yen/8APuPzo/sPT/8An3H51o0UAZ39h6f/AM+4/OornRdPS2kbyBwvrWtUN3kWkuBk7TQBlabotg9jGTAOc9z61a/sPT/+fcfnUmlZ/s+PIwef51doAzv7D0//AJ9x+dH9h6f/AM+4/OtGigDO/sPT/wDn3H50f2Hp/wDz7j860aKAOettHsDq12nkDaFUgZNaH9h6f/z7j86S0z/a956YXn3rSoAzv7D0/wD59x+dH9h6f/z7j860aKAM7+w9P/59x+dH9h6f/wA+4/OtGigDAvNGsFv7BRAMM7A8/wCyavf2Hp//AD7j86W+/wCQjp3/AF0b/wBBNaFAGd/Yen/8+4/Oj+w9P/59x+daNFAGd/Yen/8APuPzo/sPT/8An3H51o0UAYeqaLYJpsxEAyAO/uKmttFsGto2MAyV9TVjWMf2VPk4GB/MVYtDm0iP+yKAKn9h6f8A8+4/Oj+w9P8A+fcfnWjRQBnf2Hp//PuPzo/sPT/+fcfnWjRQBnf2Jp4BItx+deffBhQlvr6qMAX7jH4mvUT9015f8G8+V4gycn+0H5/E0Aeo0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWL4n8M6f4s0Z9M1FGMZbfG6HDRuAQGHuMnrxzVjX9PutV0O7sbK+ksLmZNsdzGSGjOQcjBB/Wud1Hwjrl34L0/RoPFV3b6hbSh5dRVn3zDD/KcOD/ABDqT90UAV7z4ezaz4DTw9rWqG6urZybO9CYMYHCZHf5eDknr1yAaxtM8DeLtd1+xvPHOpwXNrpjmS2hhVB5jnHUqq4GVU85PbjJqra/D3xPexu9p8T76dEcxs0UsrAMDgjIl6in+GfCur3upW97a/E251O3s7hGuLdZpG3BWyUYGTjOCORQB65RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXHfFT/km2s/8AXNf/AEMV2Ncd8VP+Sbaz/wBc1/8AQhQBseEsnwnpmRg+QK2axfCQx4T0wZz+4HNbVABRRRQAUyX/AFL/AO6afTJf9S/+6aAKWjADTI8DAy2PzNaFZ+ikHS4serfzNaFABRRRQAUUUUAZ8eP7Xkz12jHtWhWfGudZkYdkANaFABRRRQAUUUUAUtS/1UH/AF3T+dXapal/qoP+u6fzq7QAUUUUAFFFFAEF9/yD7n/rk38jUWlf8gq2/wCuYqW+/wCQfc/9cm/kai0r/kFW3/XMUAXKKKKACiiigAqjYj9/dH/pqf6VeqjYMDLdDuJT/SgC9RRRQAUUUUAFUL7/AI/bD/rq3/oJq/VC+/4/bD/rq3/oJoAv0UUUAFFFFABWfrn/ACBbn/dH8xWhWfrn/IFuf90fzFAFy3/49ov9wfyqSorfi2i/3B/KuU8S/EjQfDV0tnI017fMwUWtmodxnpnkD04znnpQB15YLySAPeuI1v4naPZXDafpQl1fVSdqW1pGX+b0J6flmseTw7418b3Udzq+pvoWivl0srV2FwVP3Q/YHB5yTj+76d3ovhvRvD0PlaTptva5UKzxoN7gf3m6t+JoA4Wy8JeLfF0pm8bX7WliJONKtGVRIvXDOh+6emMk/Su80Pw9pPhuxNnpFklrAW3sFJJY+pJJJ/E1p0UAZ1n/AMhfUf8AeT/0AVo1n2X/ACFNQP8ADuTH/fIrQoAKKKKACiiigDMuv+Q9Yf7r/wAjWnWZdf8AIesP91/5GtOgAooooAKKKKAM/Wv+QY3/AF0j/wDQxWhWfrX/ACDG/wCukf8A6GK0KACiiigAooooARuVP0qjpgISYE5xIavN90/SqWmZ8uYHHEh6UAXqKKKACiiigArLI/4qMHn/AFPpWpWUT/xUoHH+p/GgDVooooAKKKKACqWpf6iP/rqtXapamAYIv+uq0AXF+6PpS0i/dH0paACiiigAqC8z9jlx12mp6gvDizlIxwp60AQ6Uc6dFxjr/OrtUtKIbT4yO+f51doAKKKKACiiigDNtM/2vec8YXitKsy0z/bF4DjGFxitOgAooooAKKKKAM++/wCQjp3/AF0b/wBBNaFZ99/yEdO/66N/6Ca0KACiiigAooooApauAdKnB6YH8xU1p/x6Rf7oqDWCBpU+7pgfzFWLQ5tIif7ooAmooooAKKKKAEP3TXl/wax5PiDHT+0H/ma9QP3TXl/wb/1XiDjH/Ewfj8TQB6jRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeefGO8u7XwlZw2t9JZi81GO2mlRiP3bK+QcEccDI74r0OsXxV4as/FmgT6VeEor4aOReTG46MP88gmgCTw94fsfDOjQ6Zp8e2KMfMxPMj4ALH3OK828bWVr4G8WeG9U8Oxixe9ujDdWsDFY7hMr1XOP4j26kHqKu2/hz4neH7aPT9J17TL2whURwG5i2uigYAxtPGP9o9K0NC8Aas/iK38Q+LtbGqXtsD9ngjTEUTf3hwB+SjnB5xQB6EOlFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcd8VP8Akmus/wDXNf8A0IV1V7O9tYzzxxGV442ZYwcbiBnFeHeM/iNr2r+FdQ0+68Hy2kEoCtcGckINw5xtHp60AeveESD4S0wjp5Ararl/C19cr4X04CzyBAvO/r+la5v7oA/6F2P8f/1qANGis0X90T/x5d8ff9vpSm/ugufsX/j/AP8AWoA0aZL/AKl/901Q+33X/Pke/wDH6fhSS31z5Tf6H1GPve30oAfo3OmRn1Lcfia0KwNKvrlNOjUWecE5O73PtV0392M4ss+nz9f0oA0qKzRqF0T/AMeR7fx9/wAqPt92ACbLjv8AP0/SgDSorM/tC7/58e5H3/8A61O+33WP+PL0x8//ANagAQH+2pDyRsH4Vo1gJfXA1aRvsp+6Mru/+tV77fdf8+X/AI//APWoA0aKzf7Quv8AnyP/AH1/9al+33X/AD5f+P8A/wBagDRorN+33WcfYuf9/wD+tS/b7r/nyP8A33/9agCTUv8AVwf9d0/nV2sO+vrhkgDWhH79f4v/AK1Wzf3IOPsZ56fN/wDWoA0aKzf7RuMZ+xnHT73f8qP7RuOf9DPHX5v/AK1AGlRWd9vus4+xHP8Av/8A1qT+0Lnj/Qzk9Pm/+tQBavv+Qfc/9cm/kaj0r/kFW3+4Kp3moTmwuM2bBTGwzu9vpTNMvbkabABaZAQYO7r+lAG3RWb9vuv+fI/99/8A1qX7fdf8+X/j/wD9agDRorO+33X/AD5f+P8A/wBak+33WM/YuP8Af/8ArUAaVUrEfvbo9/NPH5VH9vuv+fL/AMf/APrVUsr6433OLPP70n7/AP8AWoA3KKzf7QuxjNl65+fp+lA1C7P/AC485x9//wCtQBpUVmm/uwD/AKF9Pn6/pQdQuv8AnyPf+P8A+tQBpVQvv+P3T/8Arq3/AKCab9vusc2XP+//APWqld307Xthm0IPmMR83X5T7UAb1FZw1C5x/wAeZ/77/wDrUfb7of8ALl/4/wD/AFqANGis3+0Lnp9i5/3v/rVm634utvD1mbrUljgTGVVpPmf6DHNAHSVx/j3xjpPhvR5oruYNdSKPLt0Yb25H5D3rk08UeLviFA6aFZf2PpEhaJ76U73Yd9gGOee35irukeCbDwnpF1cC1a91JuZL+f74yQDtHO0de5PJyTQAy3Xxt8QdPjdZf+EX0Z1GzaS9zKB3z8pCkj24PcV2Xh7wXofhuNDZ2Ub3gHz3sqh55GP3iXPIz1wMCrcF9diCMfYv4QPv+30p/wDaF1/z5H/vr/61AGlRWab+7xkWX/j/AP8AWoOoXQcr9i+h3/8A1qANKis0ahd8f6F2z9//AOtSf2hd97H1z8//ANagB1mD/auoE45ZO/8AsitGuftL24Gp3zC0O5mXjd0+Ue1Xv7Quf+fI/wDfX/1qANKis77fdf8APl/4/wD/AFqT7fdf8+X/AI//APWoA0qKzvt90eRZcf7/AP8AWo+33I62R9Pv9/yoAbdf8h6w/wB1/wCRrTrnbi+nOuWRa1IZVfjd7H2rRGoXDAYszycct/8AWoA0aKzvt9znH2M89Pn/APrUn9oXGM/YzzwPm/8ArUAaVFZv9o3H/Pm3HB+b/wCtS/b7nvZHjr8//wBagBda/wCQa3/XSP8A9DFaFc/q9/OdOIa0I/eRn73+2Par51C5wCtmSDn+L/61AGjRWYNRus4+xHpn73/1qd9vuu1kf++//rUAaNFZ32+6/wCfL/x//wCtSf2hc/8APkf++v8A61AGi33T9Ko6WT5UoI5EhpjX93g4suf9/wD+tVTTr658qQizyS5z83/1qAN2is37fdf8+R5/2/8A61L9vuv+fI/99/8A1qANGis77fdZx9i5/wB//wCtR9vuv+fL/wAf/wDrUAaNZRz/AMJID28n1/pT/wC0Ln/nyP8A31/9as039wPEIza8iEnAP/1qAOkorO+33X/Pl/4//wDWpP7Quv8AnyP/AH1/9agDSorN+33WM/YuP9//AOtR9vuh1sj/AN9//WoA0qpamT5EWBn96tR/b7r/AJ8uP9//AOtVTUL65MMQNnjMq/xf/WoA21+6PpS1mi+usAfYv/H/AP61H2+672R/76/+tQBpUVm/b7r/AJ8j/wB9/wD1qPt91/z5H/vv/wCtQBpVBdnFpKcZ+U1V+33R/wCXL/x//wCtUN1fXX2WUGy/hP8AH/8AWoAt6Xj+z48e/wDOrlYem31wLCMrZkryfve/0q19vuyP+PHnOPv/AP1qANKis06hdgE/YfTHz9f0o/tC6/58ux/j/wDrUAaVFZv2+7GP9B+vz9P0pP7RutufsJ+m/wD+tQA6z/5Ct36/L2/rWjXPwXlwmq3RFruyBxu6YH0q8NQuicfYj0z97/61AGlRWb/aF0eBZHP+9/8AWpft91jP2Lj/AH//AK1AGjRWb/aF1/z5H/vr/wCtS/b7r/ny/wDH/wD61AC33/IR07/ro3/oJrQrBu76dtQ0/NoR87EfN1+U+1XPt91n/jyP/fX/ANagDSorO+33X/Pl/wCP/wD1qPt91nH2Ln/f/wDrUAaNFZ32+6/58v8Ax/8A+tSf2hc/8+R/76/+tQBLq+P7Lnz6D+Yqe04tIs/3ayNUvbltMnDWfGB/H7j2qe3v7kW0Y+xk/KOd3/1qANais77fdf8APl/4/wD/AFqPt910+xf+P/8A1qANGis37fdHpZH/AL7/APrUf2hdf8+R/wC+v/rUAaJ+6a8v+DefK8Q55P8AaD/zNegLfXLHBsyB3O7/AOtXnvwXObbXyRj/AImD8fiaAPU6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDkvibPBbfDzV5LqGWWDZGjpFIEYhpFXhiCB19DXK63p3hcfCXwzbas+pw6ZLJBJALd0eUSSRuwViVAIAZuQB0Fek6xpNprukXWmXyF7a5TY4BwR3BHuDgj6V4f8Rvh3p3hDw/ZXFpqupSQvfJD5VxMpRAVclgAo546+5oA6wfAbwt/z/wCsf9/ov/jdWtN+CnhvS9Us9QgvdVaW1mSdFeWMqWVgwziMccVFB8JbG5t454fFevvFKodGFyOQRkHpVzT/AIVW+n6la3q+JNclNvMkojkuAVfaQcEY6HFAHoNFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcd8U8/wDCttZx/wA8l/8AQ1rsa4/4pnHw11r0MS5/76FAGv4S/wCRT0znP7gc1s1i+Ecf8IlpmOnkCtqgAooooAKZL/qX/wB00+mS/wCpf/dNAFLRTnSouc43fzNaFUNG50yI+pb+Zq/QAUUUUAFFFFAGfGwGryrnkqOlaFZ8eDrMnOCEHHrWhQAUUUUAFFFFAFLUv9XB/wBd0/nV2qWpf6qD/run86u0AFFFFABRRRQBXvv+Qfc/9cm/kaj0r/kFW3+4Klvv+Qfc/wDXJv5GotK/5BVt/wBcxQBcooooAKKKKACqViP3tyec+aR7VdqjYH99dAgf608/lQBeooooAKKKKACqF9/x+6f/ANdW/wDQTV+sfXL+001rO7vJ0ggjkYs7nAA2mgDYrP1PXNL0aDzdR1C2tUztBlkC5Ppz34rhbz4k3+uTy2HgXSX1OdcZupAUhT1ySV59OefepNP+FsOo3aav4vvJdT1Bz5jWobbbxk87QOrY6Zzz3BoAqXXjLxX4rvha+DNL8qxBIfU7yMrG3OMoehH0BPtWtoXws0TTL7+0tRkn1nUSATLe4ZFb1VO34k4xxiu4hhjt4I4YY1jijUIiIMKqgYAA7Cn0AFZ+uf8AIFuf90fzFaFZ+uf8gW5/3R/MUAW7f/j2i/3B/Kpajt/+PaL/AHB/KpKACiiigAooooAzrP8A5CuoAgZ3JyP90Vo1nWf/ACFdQPfcnH/ARWjQAUUUUAFFFFAGZdf8h6w/3X/ka06zLr/kPWH+6/8AI1p0AFFFFABRRRQBn61/yDW/66R/+hitCs/Wv+QY3/XSP/0MVoUAFFFFABRRRQAjfdOPSqWmHdHKe/mHNXW+6fpVLTDmOY+sh49KAL1FFFABRRRQAVksM+JlJPSA4HrWtWS3/IzLntAcCgDWooooAKKKKACqWpf6iP8A66rV2qWpjMEXJH71aALi/cH0paRfuj6UtABRRRQAVDd8Wkp6fKamqG7/AOPSXnHynmgCHS/+PCP8f51cqlpQxp8fOevP41doAKKKKACiiigDNtMf2xedd2F/KtKs20/5C95x2XmtKgAooooAKKKKAM++/wCQjp3/AF0b/wBBNaFZ99/yEdO/66N/6Ca0KACiiigAooooAo6vn+yp8dcDr9RVi1x9lix02iq+rjOlTjJHA5H1FT2n/HpF/u0AT0UUUAFFFFACH7pry/4N58rxBnr/AGg/8zXqB+6a8v8Ag1/qvEPOf+Jg/P4mgD1GiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK4D4v2EOo+DEhkg1CaQXatCLGDzmDhHwWXI+XGRkdCRXf1i+KPE+n+EtFfVNR8wxBxGqRAF3Y9AMkDoCevQGgDgNG+KWr22l29vqPgvWZLiGJY2lhhbEhAwWxtG3PpWxp/xOnv9StbM+ENcgE8yRGWSEhY9xA3HjoM1gP468a/8JJ4aa8tbTT9J1q6UQQqA8jQlk++STg7XHTH0FdJF411LSPGzaF4lsBBbX9wV0m7hAKuucAOc9eVHAzk8jBzQB3lFA6UUAFFFFABRRRQAUUUUAFFFFABRRRQAVx3xU/5JtrP/XNf/QxXY1x3xU/5JtrP/XNf/QxQBseEsnwnpmRg+QK2axvCWf8AhE9MycnyBWzQAUUUUAFMl/1L/wC6afTJeIX/AN00AUtFP/Eri9i38zWhVDRudMib1J/mav0AFFFFABRRRQBnRj/icuR/cGa0azkyNakHGCgrRoAKKKKACiiigClqX+qg/wCu6fzq7VLUv9VB/wBd0/nV2gAooooAKKKKAIL7/kH3P/XJv5GotK/5BVt/1zFS33/IPuf+uTfyNRaV/wAgq2/65igC5RRRQAUUUUAFUrH/AFt0e/mnn8qu1RsSfPuhx/rTQBeooooAKZLLHDE0krBEQFmYngAVynin4j6F4VlS2uHmub1yQLa1UO4PvkgDrWD/AGF418aypJr91Houiv8Af062O6aRe6u3bI9/woAva38TLNbsaT4aQ6xq0vyRxQDKqx7lvugDvzx3xWJZ+C9f8RXltdePrpnilmYLpcLhUA28FmQ+vQA9uvavQdA8L6L4YtpINHsUtkkbc53M7MfdmJOPbOKs33/H7Yf9dW/9BNAD9L0qx0XTorDTraO3tYhhI06DPJ68k+5q5RRQAUUUUAFZ+uf8gW5/3R/MVoVn65/yBbn/AHR/MUAXLf8A49ov9wfyqSo7f/j2i/3B/KpKACiiigAooooAzrP/AJCuoeu5Mn1+UVo1nWWP7V1AYwdyZ56/KK0aACiiigAooooAzLr/AJD1h/uv/I1p1mXX/IesP91/5GtOgAooooAKKKKAM/Wv+QY3/XSP/wBDFaFZ+tf8gxv+ukf/AKGK0KACiiigAooooARvunPTFUtMAEc2OhkOKut9059Ko6YB5cpHQyHFAF+iiigAooooAKyWx/wky56+QcVrVlHP/CSrjp5JzQBq0UUUAFFFFABVLUziCL/rqtXapal/qI/+uq0AXF+6PpS0i/dH0paACiiigAqC8G6zlHqpqeoLwZs5R/smgCHSs/2dECckZH61dqlpWf7Piz15/nV2gAooooAKKKKAM2zI/ta8XnI21pVm2nOrXjeyj2rSoAKKKKACiiigDPvv+Qjp3/XRv/QTWhWfff8AIR07/ro3/oJrQoAKKKKACiiigClq4J0qfBwcD+Yqe1x9ljwMDaKg1cZ0qcH0H8xU1n/x6Rf7tAE9FFFABRRRQAh+6a8v+DWPJ8QY6f2g/wDM16gfumvL/g3nyvEGev8AaD9PqaAPUaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArzr4z280ng61uo7b7RFZajFczpjI8sKynPtlgPxr0Wq99LaQWFxJfPElosbGYzY2BMc7s8YxQB5D4v8AEukeIPE3w7v9Ou4niF4XkQuu+DLQ8OAflI5/KpfHmpWXjLxp4X0XQbiK8uba5aaeeE7lhXKk/OOOiknHoK4/xFr3w0uNVkay8MXciByGlgn+zo/PVU5AH4L9K9N+GWqeCb+GePwzp4sLuNQZo5lzMyk9d5JLLkevHHAyKAPRB0ooooAKKKKACiiigAooooAKKKKACiiigBCQASTgDqTXFfFG6t5PhxrKrcRM3lrwHBP31rsLq3W7tJrdyQsqFCR1AIxXjXjr4XaXong/UtThvr+SWEB1R5SVJ3Dgj8aAPUPCTL/wiemYYY8gVtbl/vD865rwtpscnhbTWLOpMA4DVr/2VF/z0k/OgC9uX+8Pzo3L/eH51R/sqL/npJ+dH9lRf89JPzoAvbl/vD86ZKy+S/zD7p71U/sqL/npJ+dNk0uIROfMk4U96ADRWH9lxDIGN3f3NX964+8PzrE0nTIn06Nt8mDnAz7mrv8AZMOMb5MemaAL25f7w/Ojev8AeH51S/sqLOfMkz9aQaTECcSSc9fmoAvb1/vD86N6/wB4fnVH+yYcY3yY9N1H9kxZyXfPrmgBI3X+2JBwfkGDmr+5f7w/OsRNOj/tZ13vygPWrv8AZMWc75M/71AF7ev94fnRvX+8Pzqj/ZMOCN8nPXmj+yYSAN74HTmgC9uX+8Pzo3L/AHh+dUv7KiznzJM/71A0mIdJJB/wKgBdRYeXByP9enf3q7uX+8PzrG1DTI1ih/ePzMverf8AZcR/5aSfnQBe3L/eH50bl/vD86o/2VF/z0k/Oj+yov8AnpJ+dAF7cv8AeH50bl/vD86o/wBlRf8APST86P7Ki/56SfnQBNfMv9n3PzD/AFTd/Y1HpTL/AGVbfMPuDvVe80yNbG4PmSf6pu/tUWmaZG+mW5Mkn3B3oA2dy/3h+dG5f7w/OqP9lRf89JPzo/sqL/npJ+dAF7cv94fnRuX+8Pzqj/ZUX/PST86P7Li/56SfnQBd3L/eH51TsWXzLn5hnzT35qC6tbOxtZbq5ujFBEpd3d8BQOSSa81t/E2peK9RvdM8H2DiFpMHWp2IjiGMn5dvJ7DnPfFAHo/iDxNpfhnTZL7UrlY414CKcu59FXua4O51Pxl8Q4VGgpJ4f0Ziri+uHKTzL/shecc564OB81auj/CvTreX7Zr15Nruo8/vrsZRR6KhJH559sV166RCihVd1UDAAOABQBj+G/A+h+HESWOCO61I/NLf3A3zO+OWBOSufQfrXTbl/vCqX9lRf89JPzo/sqL/AJ6SfnQBe3L/AHh+dUL5h9u0/kf61u/+yaX+yov+ekn51SvNNjW8sRvfmQ9/9k0Abe5f7w/Ojcv94fnVH+yov+ekn50f2VF/z0k/OgC9uX+8Pzo3L/eH51R/sqL/AJ6SfnR/ZUX/AD0k/OgC9uX+8PzrP1xl/sa5+YfdHf3FO/sqL/npJ+dUdZ02NNIuGEknCjv7igDXt2X7NF8w+4O/tUu5f7w/Os2DS4jbxHzJPuDv7VIdJiIwZJD+NAF3ev8AeH50b1/vD86pf2VFnPmSZ/3qBpUQJIeTJ680AXd6/wB4fnRuX+8Pzqj/AGTDjG+TH1pf7KiznfJkd91ADbMganfkkfeXnPX5RWhuX+8PzrDtdNiOp36B5Bhk/i/2RV7+yov+ekn50AXty/3h+dG5f7w/OqP9lRf89JPzo/sqL/npJ+dAF7cv94fnRuX+8Pzqj/ZUX/PST86P7Ki/56SfnQBFdMv9vWHzD7r9/Y1p7l/vD86wLnToxrdiu9+Vfv7GtH+yov8AnpJ+dAF7cv8AeH50bl/vD86o/wBlRf8APST86P7Ki/56SfnQBe3L/eH50bl/vD86o/2VF/z0k/Oj+yov+ekn50AN1ll/s1vmH+sj7/7Yq/uX+8PzrE1fTY005iJH/wBZH3/2xV7+y4if9ZJ+dAF7cv8AeH50bl/vD86o/wBlRf8APST86P7Ki/56SfnQBe3L/eH50bl/vD86o/2VF/z0k/Oj+yov+ekn50AXWZSpG4dKo6YQscw3A4kPehtLiCkmSTp61U07TY2jlPmSYLnHNAG1uX+8Pzo3L/eH51R/sqL/AJ6SfnR/ZUX/AD0k/OgC9uX+8Pzo3L/eH51R/sqL/npJ+dH9lRf89JPzoAvbl/vD86ySy/8ACSqd4/1B4zVj+yov+ekn51mNp0Q8QrGGbmEknPNAHQ7l/vD86Ny/3h+dUf7Ki/56SfnR/ZUX/PST86AL25f7w/Ojcv8AeH51R/sqL/npJ+dH9lRf89JPzoAvbl/vD86pamQYIvmA/er3pP7Ki/56SfnVTUNNjWCPEkn+tXvQBsKy7R8w6Uu5f7w/OqC6XGVB8yTp60v9lRf89JPzoAvbl/vD86Ny/wB4fnVH+yov+ekn50f2VF/z0k/OgC9uX+8PzqC8YfY5cMM7T0NQf2VF/wA9JPzqK60qL7NJ+8k+760ATaW6/wBnxEkDr396ub1/vD86x9O0yJ7CPLvjkdferf8AZMXHzycdPmoAu7l/vD86N6/3h+dUv7KiznzJM/Wk/smEAgO+D70AXt6/3h+dG5f7w/OqP9kwnGXk46fNS/2TDnO98+u6gCO0cf2teDI4CnOa0ty/3h+dYVrp0LapdgSycAcZq/8A2VF/z0k/OgC9uX+8Pzo3L/eH51R/sqL/AJ6SfnR/ZUX/AD0k/OgC9uX+8Pzo3L/eH51R/sqL/npJ+dH9lRf89JPzoAbfMP7Q075h/rG7/wCya0Ny/wB4fnWHeabGt/p43vzI3f8A2TV7+yov+ekn50AXty/3h+dG5f7w/OqP9lRf89JPzo/sqL/npJ+dAF7cv94fnRuX+8Pzqj/ZUX/PST86P7Ki/wCekn50AGrkHSpxvA4Hf3FWLV1NrGcqPlHesvVdNij0udi7kADjPuKntdMia1iIdxlRwDQBp7l/vD86Ny/3h+dUf7Ki/wCekn50f2VF/wA9JPzoAvbl/vD86Ny/3h+dUf7Ki/56SfnR/ZUX/PST86ALpZcH5h+deYfBr/U+IOc/8TB+fxNehrpsSHdvc47E1538GE2W/iBfTUH/AJmgD1KiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK84+NMBn8IWO9ZjapqcTXTRKTsi2uCxx2yR17kV6PWJ4o8OJ4o0oafJqF7ZR+Zvd7STYzjawKNxyp3cj2FAF/SxYrpVqmmNE1isSrbmJty7AMDB7jFea/EqIv488HvpCh9ZW5JkSFQX8rKcvjkKBu68YLe9XLP4OWWnRtHY+JtftUY5ZYLhUB+oC1DH8EdKhuGuI9e1pJnGGkWVAzfU7cmgD0/NLXGeHPh5b+HNYTUY9b1e7ZEZfKupwyHIxnGOtdnQAUUUUAFFFFABRRRQAUUUUAFFFFABXHfFT/km2s/9c1/9DFdjXHfFT/kmus5/55L/AOhCgDY8JZ/4RPTMnJ8gc1s1i+EsDwnpmOnkCtqgAooooAKZL/qn/wB00+mS/wCqf/dNAFPRudMjPqT/ADNX6z9GGNNj5zy38zWhQAUUUUAFFFFAGfGR/a8ozztHFaFZ8YzrEh6YQD61oUAFFFFABRRRQBS1L/VQf9d0/nV2qWpf6qD/AK7p/OrtABRRRQAUUUUAQX3/ACD7n/rk38jUWlf8gq2/65ipb7/kH3P/AFyb+RqLSv8AkFW3/XMUAXKKTNcz4i8d6N4fUw+eL3US4jSwtCJJmc9BtHI/GgDpWdUQs7BVHUk4Arh9Z+I0f2lLDwrYP4hvnwHa0bMMG7hS7gEYz7gcHJFZMGg+KviJZ58XSPommDmOxsfkkmz3k3FsYwOCO54Fd7onh/S/DtiLPSrOO2i43bR8zn1Y9WPuaAOJtvhxf+INXt9b8b6mt7NEAY9PgjCwR4OdpP8AEPXjn1IrudMjjh8+GJFjjSQqkaDCqBjGB2rQqlYY8y56Z80/XtQBdooooAKKKKACqF9/x+2H/XVv/QTV+qF9/wAfth/11b/0E0AX6KKKACiiigArP1z/AJAtz/uj+YrQrP1z/kC3P+6P5igC5b/8e0X+4P5VJUdv/wAe0X+4P5VJQAUUUUAFFFFAGdZ/8hXUPXcmR/wEVo1nWWP7V1Drncmc/wC6K0aACiiigAooooAzLr/kPWH+6/8AI1p1mXX/ACHrD/df+RrToAKKKKACiiigDP1r/kGN/wBdI/8A0MVoVn61/wAgxv8ArpH/AOhitCgAooooAKKKKAEb7pz6VR0sbY5cHI8w4PrV5vun6VS0wYSbnP7w0AXqKKKACiiigArKOf8AhJVAHHknJrVrJb/kZl5x+4PHrQBrUUUUAFFFFABVLU8+RFgZ/erV2qWp/wCoj/66rQBcX7g+lLSL90fSloAKKKKACoLwA2cuTgbTU9QXhxZynGfl6UARaWc6fFjpz/OrlU9L/wCQfHjGOf51coAKKKKACiiigDNtf+Q1ef7q1pVm2n/IYvOOy81pUAFFFFABRRRQBn33/IR07/ro3/oJrQrPvv8AkI6d/wBdG/8AQTWhQAUUUUAFFFFAFLVzjS5yTjgfzFT2gItIgf7oqvrBxpU5xngcfiKsWn/HpF/uigCaiiigAooooAQ/dNeX/BoAQ+IMdP7Qf+Zr1A/dNeX/AAaOYvEHGP8AiYP/ADNAHqNFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVh+KfDi+J9Mjsm1C8sRHMJfMtH2scKwwT6fNn8BW5WH4p1LWtL0yOfQtJGp3TTBGhMgTCYYlsn3AH40AcifhDF/0NniD/wIH+Fc5P4aHgnxvoY1jxFq11p95MPs8iTlfLlRlIWVTuDI2QOMd66T/hL/AIif9CEv/gUP8ayrnRPGvjvxRo03iLR4NL0nT5TMQkysznKkjhicnaB0GMmgD16igUUAFFFFABRRRQAUUUUAFFFFABRRRQAVx3xU/wCSbaz/ANc1/wDQxXY1x3xU/wCSbaz/ANc1/wDQxQBseEufCemZGP3A4rZrG8JZ/wCET0zJyfIFbNABRRRQAUyb/Uyf7pp9Ml/1T/7poApaL/yCof8AgX8zWhWfow/4lseOmW5/E1oUAFFFFABRRRQBnRkjWZBxgoDWjWchP9syDHGwVo0AFFFFABRRRQBS1L/VQf8AXdP51dqlqX+qg/67p/OrtABRRRQAUUUyWWOGJ5ZXVI0UszMcBQOSTQBFff8AIPuf+uTfyNZE3iDSvDnhy3vNWvY7WHYACwJZifRRkn8BXL678Rf7UjudK8F2smrXpjcSXKDbDbjBGSzYDH07H17Uvhj4d295b2useLJW1fVCoKpKxMEA7KqDAPvkYz270ANfW/FvjiUp4aiTSvD8gIGrTjMsmDgmNM5HcDI7ZyDxW94W8AaN4Vmlu7cTXWoTZ829un3yNk5PsMnn19Sa6lVCKFUAKBgADAFLQAUUUUAFUbEfv7ojoZT/AEq9VKwIMt1zyJTx+VAF2iiigAooooAKoX3/AB+2H/XVv/QTV+qF9/x+6f8A9dW/9BNAF+iiigAooooAKz9c/wCQLc/7o/mK0Kz9c/5Atz/uj+YoAuW//HtF/uD+VSVHb/8AHtF/uD+VSUAFFFFABRRRQBnWXOqagec7kz/3yK0az7PP9qah3G5Mf98itCgAooooAKKKKAMy6/5D1h/uv/I1p1mXf/IesP8Adf8Aka06ACiiigAooooAz9a/5Bjf9dI//QxWhWfrX/INb/rpH/6GK0KACiiigAooooARhlSPaqOl58qVT2kPSrzfdP0qjpmfLlBGD5hoAv0UUUAFFFFABWS2P+EmTPXyDitask5/4SZeMjyT+FAGtRRRQAUUUUAFUtTAMEWf+eq1dqlqZIgiwM/vVoAuL90fSlpF+6PpS0AFFFFABUF5j7HLnptNT1Dd4+yS5OBtNAEOlDGnxgdOf51cqlpQxp8f4/zq7QAUUUUAFFFFAGbaZ/ta8x93C/nWlWZaE/2xeAjstadABRRRQAUUUUAZ99/yEdO/66N/6Ca0Kz77/kI6d/10b/0E1oUAFFFFABRRRQBS1c40uc+w/mKntQRaxA/3RVfWCRpU+Bk4HH4ip7P/AI9Iv90UAT0UUUAFFFFACH7pry/4N58rxDnr/aD/AMzXqB+6a8v+DWPJ8QYOR/aD/wAzQB6jRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcl8RfFF14T8MC6sYRLe3Nwtrb7hkK7Bjkjvwp/HFdbXF/Ezw5qfiTw3BFo5j+22d2l2iu2N+1WGAemcsOvHFAHN+NfFPiHwf8PtNsr26V/Ed+0iPcw8hVDZJHA+bDIvA4ycdBVK2n8U/DXxHpK6/rkmsadqz+RKHleQwuMYKl+nLduoByMgVZSy1/4i+MdHvNY0GTSdN0X55EulIM0pwSEBHzLlF9sDrzirGv2mo/EHxzYWkOnT2elaBdlrm5uflW4O9eIwOvCHBz0bnHAIB6oOlFFFABRRRQAUUUUAFFFFABRRRQAUUUUAQ3dx9ls5rjynl8pC+yMZZsDOB714t44+Jqaz4Q1LTf+Ee1e2MwC+dNCoRRuHJO72r2/FcV8UoIU+G+sssSA+WvIUZ++KALnhXVNnhbTVWxu2AhGGVAQf1rX/tY/wDQPvf++B/jUHhLnwnpnGP3ArZoAzv7WP8A0D73/vgf40f2sf8AoH3v/fA/xrRooAzv7WP/AED73/vgf40yXVSYnH9n3n3T/AP8a1KZL/qX/wB00AYekaoU02JfsN4cE8hB6n3q9/ax/wCgfe/98D/GnaMc6XET1O7+Zq/QBnf2sf8AoH3v/fA/xo/tY/8AQPvf++B/jWjRQBnf2sf+gfe/98D/ABpP7WP/AED7z/vgf41pUUAYCapjVZD9gvCSgx8g4/Wr39rH/oH3v/fA/wAaWNv+JxKMnOwcVoUAZ39rH/oH3v8A3wP8aP7WP/QPvf8Avgf41o0UAZ39rH/oH3v/AHwP8aT+1j/0D73/AL4H+NaVFAGFf6oWih/0C8GJlPKD1+tXP7WP/QPvf++B/jUmpf6uD/rulXaAM7+1j/0D73/vgf40n9rH/oH3v/fA/wAauXV3b2NtJc3c8cEEY3PJKwVVHqSa83u/G2reN2n0rwLE9vsZhNqt2u2MKDjEeAxyeCCQCB27gA3vEnxG0jwt5K6jb3vnzf6uCONS7DpnBYcc/wCFco2meKvGeppe+I/tum6NtA/smzdsyrnOJeQOe59OwrrvDXw/0rQibq6B1TVnYPJf3g8yTcB/CWzt/n6mutoA5uEWGk6RcWum6FJZwlGJWGBUBO3GTg8nAHPXirGm6oV063H2C8PyDkIP8a1L7/kH3P8A1yb+RqPSv+QVbf7goAi/tY/9A+9/74H+NH9rH/oH3v8A3wP8a0aKAM7+1j/0D73/AL4H+NH9rH/oH3v/AHwP8a0aKAM3+1j/ANA+9/74H+NVLLU9s1yRYXfMh4CD/Gt2qVif311nO7zT+VAEf9rH/oH3v/fA/wAaP7WP/QPvf++B/jWjRQBnf2sf+gfe/wDfA/xo/tY/9A+9/wC+B/jWjRQBm/2sf+gfe/8AfA/xqneaoWvLE/YLsYkPBQc/Kfet6qF9/wAfun/9dW/9BNADf7WP/QPvf++B/jR/ax/6B97/AN8D/GtGigDO/tY/9A+9/wC+B/jR/ax/6B97/wB8D/GtGigDO/tY/wDQPvf++B/jVHWNTL6RcL9gu1yByUGOo9636z9c/wCQNc/7o/mKAIoNVIt4x/Z959wc7B6fWpP7WP8A0D73/vgf41dt/wDj2i/3B/KpKAM7+1j/ANA+9/74H+NH9rH/AKB97/3wP8a0aKAM7+1j/wBA+9/74H+NH9rH/oH3v/fA/wAa0aKAOftNTKalfH7FeHLLxsHHyj3q/wD2sf8AoH3v/fA/xpbPnVdQPYsmP++RWhQBnf2sf+gfe/8AfA/xo/tY/wDQPvf++B/jWjRQBnf2sf8AoH3v/fA/xpP7WP8A0D73/vgf41pUUAc7c6mTrdi32G7GFfjYMng+9aP9rH/oH3v/AHwP8abdf8h6w/3X/ka06AM7+1j/ANA+9/74H+NH9rH/AKB97/3wP8a0aKAM7+1j/wBA+9/74H+NH9rH/oH3v/fA/wAa0aKAMDV9ULacwNhdr+8j5KD++Per39rEf8w+9/74H+NLrX/IMb/rpH/6GK0KAM7+1j/0D73/AL4H+NH9rH/oH3v/AHwP8a0aKAM7+1j/ANA+9/74H+NH9rH/AKB97/3wP8a0aKAMxtWO0/8AEvven9wf41V0/VCscn+g3hO85wg/xrcY4Un2qjpbbo5TnnzDmgBv9rH/AKB97/3wP8aP7WP/AED73/vgf41o0UAZ39rH/oH3v/fA/wAaP7WP/QPvf++B/jWjRQBnf2sf+gfe/wDfA/xrMbUW/wCEhWQWN4B5JBGwf410lZRb/ipAMj/U++aAJP7WP/QPvf8Avgf40f2sf+gfe/8AfA/xrRooAzv7WP8A0D73/vgf40f2sf8AoH3v/fA/xrRooAzf7WP/AED73/vgf41Vv9ULQxg2F4P3q9UH+NblUtS/1Ef/AF1WgCIasQo/4l97/wB8D/Gl/tY/9A+9/wC+B/jWgv3R9KWgDO/tY/8AQPvf++B/jR/ax/6B97/3wP8AGtGigDO/tY/9A+9/74H+NQ3WqF7WVTYXgyvXYP8AGteobr/j1l/3TQBk6bqbR2MamxvGxnkIPX61b/tY/wDQPvf++B/jUul/8g+P8f51coAzv7WP/QPvf++B/jR/ax/6B97/AN8D/GtGigDO/tY/9A+9/wC+B/jSf2sf+gfef98D/GtKigDn7XU8andt9guySB/AM/zq/wD2sf8AoH3v/fA/xpLX/kNXn+6taVAGd/ax/wCgfe/98D/Gj+1j/wBA+9/74H+NaNFAGd/ax/6B97/3wP8AGk/tY/8AQPvf++B/jWlRQBgXmqFr+wP2C7GHbgoOflPvV7+1j/0D73/vgf40t9/yEdO/66N/6Ca0KAM7+1j/ANA+9/74H+NH9rH/AKB97/3wP8a0aKAM7+1j/wBA+9/74H+NJ/ax/wCgfe/98D/GtKigDC1TVS2mzD7BeDgclB6j3qa21UrbRj7BeH5eoQf41Z1chdKnJ9B/MVYtQRaxg9dooAqf2sf+gfe/98D/ABo/tY/9A+9/74H+NaNFAGd/ax/6B97/AN8D/Gj+1j/0D73/AL4H+NaNFAGb/apPH9n3v/fA/wAa8/8Agw26DXztK51B+D25Neon7pry/wCDRBh8QY6f2g/8zQB6jRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFYfizxRZeENCk1S9VnAYRxRIcNI5zhR+RP0BoA3KK8jf4x61FLaxP4A1BZLsE2ytM4M2ACdg8r5uCDx61d034o65qXiKz0WTwTdWU87qX+0TsGSLcAz7WjUkAZ/KgD0+iiigAooooAKKKKACiiigAooooAKKKKACuO+Kf8AyTbWf+ua/wDoYrsa474qf8k11n/rmv8A6EKANjwnn/hFNMz18gVs1i+Ecf8ACJ6Zg5HkCtqgAooooAKZL/qX/wB00+mS/wCpf/dNAFLRRjTYxnPLc/ia0Kz9F/5BcX1b+ZrQoAKKKKACiiigDPj51iQ+iCtCs5MjWX54KDitGgAooooAKKKpanq2n6NZtd6leQWkC9XmcKCeuB6n2HJoANS/1UH/AF3Suc8XfEHT/DEq2EELanrUhUR6fA3zc/3iAdvHIGCTxxjmub1HxDrnxBj+w+H7S40vRXkCtrEykO/p5aZHfvnp6V13hDwRpfg+wWK1QS3ZB868dR5khPv2HtQBzMPgTU/GGow654yuSsfJi0WMHy4OcDLZ+YkDJ46nrjivR7e3itbeO3gjWOKJAiIowFAGABUtFABRRRQBBff8g+5/65N/I1FpX/IKtv8ArmKlvv8AkH3P/XJv5GotK/5BVt/1zFAFyiiigAooooAKo2B/fXSkf8tT/Sr1UrHHm3J7+af6UAXaKKKACiiigAqhff8AH7Yf9dW/9BNX6oX3/H7Yf9dW/wDQTQBfooooAKKKKACs/XP+QLc/7o/mK0Kz9c/5Atz/ALo/mKALlv8A8e0X+4P5VJUdv/x7Rf7g/lUlABRRRQAUUUUAZ1n/AMhXUD33Jx6fKK0azrL/AJCuoHJJ3J2x/CK0aACiiigAooooAzLr/kPWH+6/8jWnWZdf8h6w/wB1/wCRrToAKKKKACiiigDP1r/kGN/10j/9DFaFZ+tf8gxv+ukf/oYrQoAKKKKACiiigBD0NUtN5Wf/AK6GrrcqfpVLTc+XKDjiQ9KAL1FFFABRRRQAVlHP/CSDrjyfWtWso/8AIyDg/wCp/u/1oA1aKKKACiiigAqlqZPkRYGf3q1dqlqX+oj/AOuq0AXF+6PpS0i/dH0paACiiigAqG7GbSUZx8pqaoLzP2OXHXae2aAIdKGNOjH1/nV2qWlHOnxHB79frV2gAooooAKKKKAM20P/ABN7wY4wpzWlWbaf8he8PbC8VpUAFFFFABRRRQBn33/IR07/AK6N/wCgmtCs++/5COnf9dG/9BNaFABRRRQAUUUUAUdYJGlTkDJwOPxFT2n/AB6Rf7tQ6ucaVOcE8Dp9RU9qMWsQzn5RQBNRRRQAUUUUAIfumvL/AIN5MXiHIx/xMH4/E16gfumvL/g3/qvEGTk/2g/8zQB6jRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFebfGtf8AikdPmeB5beDVIZJwq5wm1wc+gyQPqRXpNVdRSyk065TURCbIxt54mxs2Y53Z4xigDyz4n6tbP/wiXivS7mO7srC+O+WBtyjOxtpx0OEIx71N8SdatT4g8G3ej30Vxfx3pEa28gfdG5QNnb2OAPfJqSz8TfDSW1h8GafFJc2V9OI/JWOTZvZhzuchhzjkdMcVY8I6D8ObbxZcwaMu/WrCR1Mc7yExlSVYqG+VsHvyR7UAeljpRRRQAUUUUAFFFFAGP4i8TaZ4X05rzUrhIxg+XHn5pD6KO5rlNJ+MGh6lqUFlPbXdg07BInuk2KxJwAM1h/EBRqPxk8KaVdAPZhEn8o9C/mN/8SK3/ixpFjJ4Iur77NGLmxxLBIowVYHNAHfg5GQar32oWmmWj3V7cRQQIMl5GCj9azvCV3LfeEdKupyDLLbIzH1OKw/GPg1/FN4Wv7yX+x4rZibRG27pR0JI9s0AbvhvxLY+KLGS808loUcoGP8AF7itmvNfgpHHD4QnijGFS4ZR9BXpVABXHfFT/km2s/8AXNf/AEIV1xljBwXXP1rj/ik6t8NtZ2sD+7Xof9oUAbPhI58J6YcY/cDitqsbwln/AIRPTM9fIFbNABRRRQAUyX/Uvn+6afTJf9S/+6aAKWigDTIwOmWx+ZrQrP0b/kGRfVv5mtCgAooooAKKKKAM+MkazIOMFAa0Kz041mQEfwDmtCgAoqlqur2Gh6e99qV1HbWydXc9/QDqT7DmvPrjxB4p8eXAg8Jq+l6IHIk1eZcNMOn7tSMge4weOq9CAbnif4hWOikWWlwnWtYfcq2Vk3mMhXGS4XJUc9MZrJsPAd74ovrbXvHMu+9icGDTrcgW8aDkKykEk5znk54ByK6jw14M0TwnFIulWnlyShRLM7s7yYzgnJ469BgV0FAFC+jSK3t0jRUQTIAqjAFX6pal/qoP+u6fzq7QAUUUUAFFFFAEF9/yD7n/AK5N/I1FpX/IKtv+uYqW+/5B9z/1yb+RqLSv+QVbf7goAuUUUUAFFFFABVGwJ866U9PNJ/lV6qViP3lyf+mp/pQBdooooAKKKKACqF9/x+2H/XVv/QTV+qF9/wAf2n/9dW/9BNAF+iiigAooooAKz9c/5Atz/uj+YrQrP1z/AJA1z/uj+YoAuW//AB7Rf7g/lUlR2/8Ax7Rf7g/lUlABRRRQAUUUUAZ1l/yFdQPfcmfT7orRrPs8/wBq6gOSNyY/75FaFABRRRQAUUUUAZl1/wAh6w/3X/ka06zLr/kPWH+6/wDI1p0AFFFFABRRRQBn61/yDG/66R/+hitCs/Wv+Qa3/XSP/wBDFaFABRRRQAUUUUAIwypHtVHSxtilGMESHpV5vunHpVLTBiOXgg+Yc5oAvUUUUAFFFFABWSQP+ElB4z5P41rVlnP/AAkY648mgDUooooAKKKKACqWpjMEWf8AnqtXapamMwRf9dVoAuL90fSlpF+6PpS0AFFFFABUF4cWcpGPunrU9Q3ZxaS8Z+U0AQ6WQdPjI9/51cqnpf8AyD4/x/nVygAooooAKKKKAMyzJGr3inphSK06zrT/AJC12fZa0aACiiigAooooAz77/kI6d/10b/0E1oVn33/ACEdO/66N/6Ca0KACiiigAooooAo6xn+yp9vXA/mKns/+PSL/dFQ6vn+y58DPA4/EVPajFrEM5+UUATUUUUAFFFFACH7pry/4NYEPiDHT+0H/ma9QP3TXl/wb/1XiHIx/wATB+PxNAHqNFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV5x8ap2i8G2cBuGgt7nUoobhl7x7XY5/FQfwr0euX8eT+G4vDvk+KeNPuZRCr+WWMchDEMMAkEAHn/GgDiPGmkaZo3iv4c22k2kNvbC+O3ygPnG+HBJ/iPuc5p/xNs4NH8Z+E9V0mFLfVrm8KOYlwZxlB83Yn5iPUhvasiX4VeMJ57G50zxPb3NlZkS6ZJdTy7oU4K4GwheFXgccdK6/wd8PNQ0/Uxq/izVTrGoxcWoeV5Ut8nJZS/fpjgYx+QB6JRRRQAUUUUAFFFFAHk3xPguNG8a+HfF6W8ktpaFYrpkGdkYYknH/Aj+VVfG/xF0TxdoyeHfDk0l/dajIkTBIXXYpYZzuAr1+e3huoXhniSWJxhkkUMrD0INULTw7ounzedZaPp9tKOjw2yIfzAoAztP1HS/DaaL4Zubny76WDbBEVJ37RzyBity+/48Ln/rk38jWJqvhw6l4u0jVmWHy7FH5P38kcY46V0TKGUqwBB4IPegDzj4MHPhW646XT/wAzXo5FQ2tla2MZjtLaG3QnJWJAoJ9cCp6APPLr4ZTz3Ekq+JNTXexOPPPFcz45+H8+keCtQvG8QahOkKqxiklJVvmHUV7TXHfFT/kmus/9c1/9DFAF3wrYI/hbTWFxccwDpJWv/Zyf8/Fz/wB/KpeEv+RT0zAx+4FbVAFL+zk/5+Ln/v5R/Zyf8/Fz/wB/Ku0UAUv7OT/n4uf+/lNk05BE5+0XP3T/AMtKv0yX/Uv/ALpoAyNI09G06Mie4AycASY7mrv9nJ/z8XP/AH8pmindpkZ9S2fzNaFAFL+zk/5+Ln/v5R/Zyf8APxc/9/Ku0UAUv7OT/n4uf+/lL/Zyf8/Fz/38q5UVxcw2ltLcTyLHDEhd3Y4CqBkk0AZKWCHV3BuLgHYMfvOtYfiTxZpWgztp1vcXWoa2wAh06B2LuTjgkAheDnntXOX3iXWfH2oXOm+ChJbWo+S41abMYTHUIRk88e/PbrXa+GPBOmeHLeKQot7qoyZdSnXdPIx6/MckDHGAenr1oA5bSvAOreJCb3x7dPPHktb6XHKQkBzwWKkBiBkd+DyTXfQ6RBbW8UEEk0cMSBERHwqqBgAD0xWhRQBS/s5P+fi5/wC/lH9nJ/z8XP8A38q7RQBj6hp6rHD+/uOZlHMlW/7OT/n4uf8Av5RqX+qg/wCu6fzq7QBS/s5P+fi5/wC/lH9nJ/z8XP8A38q7RQBS/s5P+fi5/wC/lH9nJ/z8XP8A38q7RQBmXunoLG4P2i54ib/lp7VFpmnq2mW58+4GUHSStG+/5B9z/wBcm/kai0r/AJBVt/1zFACf2cn/AD8XP/fyj+zk/wCfi5/7+VdooApf2cn/AD8XP/fyj+zk/wCfi5/7+VdooApf2cn/AD8XP/fyqllp6mW5xcXGBKR/rPpWxVKxGZblv+mpH8qAD+zk/wCfi5/7+Uf2cn/Pxc/9/Ku0UAUv7OT/AJ+Ln/v5R/Zyf8/Fz/38q7RQBS/s5P8An4uf+/lUrywVb2xHn3HMh6yf7Jraqhff8fth/wBdW/8AQTQA7+zk/wCfi5/7+Uf2cn/Pxc/9/Ku0UAUv7OT/AJ+Ln/v5R/Zyf8/Fz/38q7RQBS/s5P8An4uf+/lUdZsFTR7k+fcH5R1k9xW3Wfrn/IFuf90fzFABBp6G3iP2i5+4P+WntT/7OT/n4uf+/lWbf/j2i/3B/KpKAKX9nJ/z8XP/AH8o/s5P+fi5/wC/lXaKAKX9nJ/z8XP/AH8o/s5P+fi5/wC/lXaKAMS0sVOp36efcAKyY/ef7INXv7OT/n4uf+/lR2f/ACFtQ9dyZ/75FaNAFL+zk/5+Ln/v5R/Zyf8APxc/9/Ku0UAUv7OT/n4uf+/lH9nJ/wA/Fz/38q7RQBg3Ngg1uxXz7jlX58znoa0f7OT/AJ+Ln/v5UN1/yHrD/df+RrToApf2cn/Pxc/9/KP7OT/n4uf+/lXaKAKX9nJ/z8XP/fyj+zk/5+Ln/v5V2igDF1ewRNNf9/cHLx9ZP9sVd/s5P+fi5/7+UzWv+QY3/XSP/wBDFaFAFL+zk/5+Ln/v5R/Zyf8APxc/9/Ku0UAUv7OT/n4uf+/lH9nJ/wA/Fz/38q7RQBSOnJg/6Rc/9/Kp6fYIVmHn3HEhH+srYb7p+lUtMz5coPaQ0AL/AGcn/Pxc/wDfyj+zk/5+Ln/v5V2igCl/Zyf8/Fz/AN/KP7OT/n4uf+/lXaKAKX9nJ/z8XP8A38rMawiHiJU8243GEnd5ldBWSxH/AAkygjkwHBoAs/2cn/Pxc/8Afyj+zk/5+Ln/AL+VdooApf2cn/Pxc/8Afyj+zk/5+Ln/AL+VdooApf2cn/Pxc/8AfyqmoWCLDGfPuP8AWr1krYqlqefIjx/z1WgAXTk2j/SLn/v5R/Zyf8/Fz/38q4v3R9KWgCl/Zyf8/Fz/AN/KP7OT/n4uf+/lXaKAKX9nJ/z8XP8A38qK606MWshM9yRt/wCelaVQ3ZAtJSem00AZum6fG1hGVmuQOePM96t/2cn/AD8XP/fyjSjnT4yPf+dXaAKX9nJ/z8XP/fyj+zk/5+Ln/v5V2igCl/Zyf8/Fz/38o/s5P+fi5/7+VdooAw7axU6tdp9ouMBVP+sq/wD2cn/Pxc/9/KitM/2veemF5rSoApf2cn/Pxc/9/KP7OT/n4uf+/lXaKAKX9nJ/z8XP/fyj+zk/5+Ln/v5V2igDEvbBRf2A8+45dusn+yavf2cn/Pxc/wDfymX3/IR07/ro3/oJrQoApf2cn/Pxc/8Afyj+zk/5+Ln/AL+VdooApf2cn/Pxc/8Afyj+zk/5+Ln/AL+VdooAx9U09F02Y+fcdB1k9xU1tp6G1jPn3P3e0lS6vn+y58DJwOv1FT2uPssWP7ooAg/s5P8An4uf+/lH9nJ/z8XP/fyrtFAFL+zk/wCfi5/7+Uf2cn/Pxc/9/Ku0UAUv7PQA/wCkXH/fyvOvgyAINfAJIGoPyevWvUT9015f8G8+V4gz1/tB/wCZoA9RooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvOPjVZzX3gqCG3sbq8m+3IUW3BJQ7H+YgA5GOO3JHPY+j0jMEUsxAUDJJOAKAPHdN+KniWy0y1tbjwHqNxNDEsbzAyJ5hAxu2+UcZx0zWrpnxS1u/1azs5fAmoW0dxOkTzvI+IwzAFjmIcDOeoqbxR8ZdB0KU22no2rXSsVdYX2Rrj1fBz/wEGqmmXnxE8Y6vZXktsvh/Rbe4jleFyyy3CBgSp43HgY6KDnvQB6nRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXHfFT/km2s/8AXNf/AEMV2Ncd8VP+Sa6z/wBc1/8AQhQBseE8/wDCKaZnr5ArZrF8IjHhPTBnP7gc1tUAFFFFABTJf9S/+6afTJf9S/8AumgClo3/ACDIzjGSePTk1oVn6KQdLix6t/M1oUAFFFcJ4q+In9l6vDoOgWH9sa1KSrQxyYWA9t5AP4jIwOpHFAG74r8Wad4R0lr2+cGRgRBADhpmHYfpz2zXHWug+IPiHLb6t4hmuNI0kMAujRk5uIxzmQ5HU8YIzgduta3hf4e/2Zq82u6/f/2zrMpBWeSPC257hAT78HAwBwBzXc0AYum6fZaXfva2FpFaQBciKCMIme5wO/vW1WfGM6vIcdFFaFABRRRQAUUUUAUtS/1UH/XdP51dqlqX+qg/67p/OrtABRRRQAUUUUAQX3/IPuf+uTfyNRaV/wAgq2/65ipb7/kH3P8A1yb+RqLSv+QVbf8AXMUAXKKKKACiiigAqjYZE90Mn/Wn+lXqpWH37n085v6UAXaKKKACiiigAqhff8fth/11b/0E1fqhff8AH7Yf9dW/9BNAF+iiigAooooAKz9c/wCQLc/7o/mK0Kz9c/5Atz/uj+YoAuW//HtF/uD+VSVHb/8AHtF/uD+VSUAFFFFABRRRQBnWZ/4muoD/AGk59flFaNZ1mf8Aia6guBwycj/dFaNABRRRQAUUUUAZl1/yHrD/AHX/AJGtOsy6/wCQ9Yf7r/yNadABRRRQAUUUUAZ+tf8AIMb/AK6R/wDoYrQrP1r/AJBjf9dI/wD0MVoUAFFFFABRRRQAjfcOPSqOlnMUuRg+YavNwp+lUdLIaOU/9NDQBfooooAKKKKACsljjxMoxnMB59K1qyjn/hJRj7vk8/WgDVooooAKKKKACqWpf6iP/rqtXapamAYIs/8APVaALi/dH0paRfuj6UtABRRRQAVDdf8AHrL/ALpqaobsA2koIz8tAEOl/wDIPjx7/wA6uVS0oY0+MAYGT/OrtABRRRQAUUUUAZtp/wAha8Oey8VpVm2mf7YvATxhSBWlQAUUUUAFFFFAGfff8hHTv+ujf+gmtCs++/5COnf9dG/9BNaFABRRRQAUUUUAUdXBOlTgEjgcj6ip7P8A49Iv92odXz/Zc+PQfzFT2uPsseP7ooAmooooAKKKKAEP3TXl/wAGuIvEHOf+Jg/P4mvUD9015f8ABrHk+INvT+0H/maAPUaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDzGXW/iDocuq6bJoy6giRyzaffRI8m758hXweSFOAOD8v8XWuHtY9I8RakI/iJrfiCy1FjvWG7iFvAmT0XO7A98LX0LiqWq6Np2uWZtNTsobuAnOyVc4PqPQ+4oA8T+I+neGdP0Xw+nhkWLQfbNsktrIshcgDG9wTk9ep9a96zXk+rfArSJS82jald2M2/eiS4ljX0A6MMepJNT2XiL4l6Vr2nabrWg299aTzLFJfWkTNhSwBclThQAc8qvSgD1GigdKKACiiigAooooAKKKKACiiigAooooAK474qf8k21n/rmv/oQrq7q4S0tJbmX/AFcSF2+gGa8b8dfFTQtc8HalpltHci4mAjTfHgZ3Dr7cUAeoeEv+RT0zAx+4FbVc34V1K2TwtpqvIu4QDOK1/wC1bT/nqKALtFUv7VtP+eoo/tW0/wCeooAu0yX/AFL/AO6aq/2raf8APUU2TVLQxP8AvR900AGjc6ZE3ru/masXl5a6favdXlzDbW6Y3yzOEVcnAyTwOSBXK3HjTR/Dfh8TXtwDKoJjtkYebMd2AFXOTya5O2s9U+I0q3viuV9N0RWJg0mIlGfB4MhPJ/zjHcAuXWveIviBqU2laBHNpnh8ZEurmNg1woOCIm6YPtzgZyOldr4Y8KaX4S037HpsON2DLM5zJKw7se/U8dBnirNpdabY2cNrbFI4IUEcaLwFUDAFTf2paf8APUUAXaKpf2raf89RR/atp/z1FAEaD/icuRn7gzWjWKmo2v8Aash81cbR3q7/AGraf89RQBdoql/atp/z1FH9q2n/AD1FAF2iqX9q2n/PUUf2raf89RQAal/qoP8Arun86u1j6hqVq0UOJV4mSrn9qWg480UAXKKpf2raf89RR/atp/z1FAF2iqX9q2n/AD1FH9q2n/PUUATX3/IPuf8Ark38jUWlf8gq2/65ioLzU7VrK4XzVH7pup9jUemalapplsDKOEFAGvRVL+1bT/nqKP7VtP8AnqKALtFUv7VtP+eoo/tW0/56igC7VGwXE90exlPNL/alp/z1FVLLUrVZLjMq8ynHNAGxRVL+1bT/AJ6ij+1bT/nqKALtFUv7VtP+eoo/tW0/56igC7VC+/4/bD/rq3/oJp39q2n/AD1FU7zULZrywIlUgSEnnp8poA2aKpf2paf89RR/atp/z1FAF2iqX9q2n/PUUf2raf8APUUAXaz9c/5Atz/uj+Yp/wDatp/z1FUdY1G1k0i4RZRkqP5igDXt/wDj2i/3B/KpKz4NTtVt4gZR9wfyp/8Aatp/z1FAF2iqX9q2n/PUUf2raf8APUUAXaKpf2raf89RR/alp/z1FAEdln+07/JB+Zeh/wBkVo1iWmo2o1O/fzV2lkx/3yKvf2raf89RQBdoql/atp/z1FH9q2n/AD1FAF2iqX9q2n/PUUf2raf89RQBDdf8h6w/3X/ka06w7m/tjrdi4lUgK+efY1f/ALUtP+eooAu0VS/tW0/56ij+1bT/AJ6igC7RVL+1bT/nqKP7VtP+eooAZrX/ACDG/wCukf8A6GK0KxdX1G2k05gsgz5kf/oYq8dUtAf9aKALlFUv7VtP+eoo/tW0/wCeooAu0VS/tW0/56ij+1bT/nqKALjfdP0qlphBjlPcyHNKdUtMH96Kp6dqVoqTfvV5kJoA2aKpf2raf89RR/atp/z1FAF2iqX9q2n/AD1FH9q2n/PUUAXayWx/wky56+QcVZ/tW0/56isw6janxEr+YpHkkZz0oA6CiqX9q2n/AD1FH9q2n/PUUAXaKpf2raf89RR/atp/z1FAF2qWp58iLAz+9Wj+1bT/AJ6iqmo6latBHtkBPmr0oA11+6PpS1RXVLQKB5o6Uv8Aatp/z1FAF2iqX9q2n/PUUf2raf8APUUAXagvMGzlycDaah/tW0/56iobvU7Q2ko80fdoAm0oY06IfX+dXax9M1K1TT4wZgev86t/2raf89RQBdoql/atp/z1FH9q2n/PUUAXaKpf2raf89RR/atp/wA9RQBHZ/8AIUvPwrRrCtdRtRq143nLgha0P7VtP+eooAu0VS/tW0/56ij+1bT/AJ6igC7RVL+1bT/nqKP7VtP+eooAZff8hHTv+ujf+gmtCsa81C2a+09hKpAdifb5TVz+1LT/AJ6igC7RVL+1bT/nqKP7VtP+eooAu0VS/tW0/wCeoo/tW0/56igBNYG7Spx7D+Yqez/49Iv92s3VdTtX0ucLKM4HT6ip7bU7RbaMeav3R0NAGlRVL+1bT/nqKP7VtP8AnqKALtFUv7VtP+eoo/tW0/56igC4fumvL/g1nyfEGeD/AGg/8zXon9p2jZHmivOvgyQ0HiBgcg6g5z+NAHqVFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFGKKKACiiigAooooAKKKKACiiigAooooAKKKKAEIBBBAIPY1xfxQt4Y/hvrJjiRT5S8hRn7wrta474pnHw11r/rkuf++xQBr+E1X/AIRPTOh/cDmtnav90VjeEcf8IlpmBgeQOK2qAE2r6CjavoKWg0ANKr6CuK8X+ObfS5X0LR4zf+I7hdkNtEMiJmGAzk8ADrj6ZwDmsvUfGeo+Mr+TQvAsoTymxe6rKg8uNT08vqSThucduPUdJ4a8F6V4VsZDbI0t7Kpa4vJmLSSt1Jyegz2oAw/BHgaNHh8ReIf9M8QEk+YW+SHgqAqrhent16V6DsX+6KpaN/yDIvTLYPryav0AJtX0FG1fQUtFACbV9BRtX0FLRQBnRqp1eUlQcKB0rQ2r6CqCD/icuRn7gz7VoUAJtX0FG1fQUtFACbV9BRtX0FLRQBR1JV8qD5R/r07Vd2r6D8qp6l/qoP8Arun86u0AJtX0FG1fQUtFACbV9BRtX0FLRQBWvkX+z7n5R/qm/kaj0pV/su2+UfcHapr7/kH3P/XJv5GotK/5BVt/1zFAFvavoKNq+gpaKAE2r6CjavoKWigBNq+gqhYKonugUX/Wk5xWhVKw/wBZc/8AXU0AXNq+go2r6ClooATavoKNq+gpaKAE2r6CqF8q/bbDgf61v/QTWhVC+/4/bD/rq3/oJoAvbV/uj8qNq+gpaKAE2r6CjavoKWigBNq+grP1xQNGueB90fzFaNZ+uf8AIFuf90fzFAFq3Vfs0Xyj7g7e1S7V9BTLf/j2i/3B/KpKAE2r6CjavoKWigBNq+go2r6ClooAzbNR/auoHaMFk7f7IrR2r6CqFmP+JrqDccsnQ/7IrQoATavoKNq+gpaKAE2r6Cjav90UtFAGXdKv9vWHA+6/b2Nae1f7o/Ks26/5D1h/uv8AyNadACbV9BRtX0FLRQAm1fQUbV9BS0UAZ2tKP7Mbgf6yP/0MVobV/uj8qoa1/wAgxv8ArpH/AOhitCgBNq+go2r6ClooATavoKNq+gpaKAGso2ngdPSqOmBWjlOBnzDnir7fdP0qlppBWfHTzDQBd2r6CjavoKWigBNq+go2r6ClooATavoKyWQf8JMpCjAgOa16yWx/wk6ZPPkHAoA1dq+go2r6ClooATavoKNq+gpaKAE2r6CqWphRBFwOZV7VeqlqX+oj/wCuq0AW1Vdo+UdPSl2r6Chfuj6UtACbV9BRtX0FLRQAm1fQVDdhRaSkgfd9KnqG7OLWU/7NAFfSgp0+MgDv296u7V9BVTS+dPjI9/51coATavoKNq+gpaKAE2r6CjavoKWigDMtADrF4Cq8BecVpbV9BWdaf8he844wvNaVACbV9BRtX0FLRQAm1fQUbV9BS0UAZ18q/wBoadwP9Y3b/ZNaG1f7o/KqF9/yEdO/66N/6Ca0KAE2r6CjavoKWigBNq+go2r6ClooAoauEXSpyQMYHb3FT2iqbSI7R90dqi1cgaXPn0H8xU9oMWsef7ooAl2r6CjavoKWigBNq+go2r6ClooAaVGDwK8w+DWfK8QZxn+0H6fU16gfumvL/g1/qfEGDn/iYPz+JoA9RooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK474qf8k21n/rmv/oYrsa474qc/DbWf+ua/wDoQoA2PCef+EU0zPXyBWzWL4S48J6YM5/cCq3jHxnp/gzShd3YM00jbILaNgHkb+g9T/iKANnUNQtNLsJr2+uEt7aFdzyOcACvNJ5tc+Klwv8AZVxdaN4YhYrJPuZJb7PB2gcbRjHJx83Oeguad4W1bxtdwa54xlKaccS2mhoTsTujSdMsATkEZ57DK16LBbw2sEcFvEkUMahEjjUKqqOAABwBQBV0rRtO0SzFpplnBawD+GJAu44xk+p9zzVuX/UuP9k0+mS/6l/900AUtFBGmRgnOCf5mtCqGjf8guHHT5v5mr9ABRRRQAUUUUAZyZGtPzwUFaNZ8bD+2JB32CtCgAooooAKKKKAKWpf6qD/AK7p/OrtUtS/1UH/AF3T+dXaACiiigAooooAgvv+Qfc/9cm/kai0r/kFW3/XMVLff8g+5/65N/I1FpX/ACCrb/rmKALlFFFABRRRQAVQsMie6BPHmkgVfqlYffuT284/0oAu0UUUAFFFFABVC+/4/bD/AK6t/wCgmr9UL7/j9sP+urf+gmgC/RRRQAUUUUAFZ+uf8gW5/wB0fzFaFZ+uf8gW5/3R/MUAXLf/AI9ov9wfyqSo7f8A49ov9wfyqSgAooooAKKKKAM6yH/E11A8DLJx3+6K0azrMj+1dQGADuTn1+UVo0AFFFFABRRRQBmXX/IesP8Adf8Aka06zLr/AJD1h/uv/I1p0AFFFFABRRRQBn61/wAgxv8ArpH/AOhitCs/Wv8AkGN/10j/APQxWhQAUUUUAFFFFACMMqR7VS0wERyqccSHoKut90/SqWmcRyjAGJD0oAvUUUUAFFFFABWSxH/CTKMZJgPPpWtWUc/8JKuOnknNAGrRRRQAUUUUAFUtTBMEWD/y1WrtUtTz5EWP+eq0AXF+6PpS0i/dH0paACiiigAqG7x9klyM/KeKmqC8x9jl3dNpoAi0sY0+PHTn+dXKpaUMafHj3/nV2gAooooAKKKKAM2zb/ibXi4PG2tKs20H/E2vG9lFaVABRRRQAUUUUAZ99/yEdO/66N/6Ca0Kz77/AJCOnf8AXRv/AEE1oUAFFFFABRRRQBR1ggaVOSMjA4/EVYtDm0iz/dFV9XONKnJ9B/MVYtQRaxA/3RQBNRRRQAUUUUAIfumvL/g1zD4g4x/xMH4/E16gfumvL/g3nyvEGev9oP8AzNAHqNFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXHfFPB+G2s+nlLn/vta6u6hee0mhjlMTuhVZAMlSR1rxnxx4B1bS/CGp39z4uvbuKJQ5geMBW+YcdaANTTvHGpXWmWXh/wjpT3d2IRG+pP/x7W7YyeQCGwM9SOfXpXS+EfASaBqE+talfyaprlyCJbqQYABxwo7dAM+g4wOKm8EaQbDwdpsVnOscZi3f6sEkkknn6mt/7JdkYN76dIxQBeoql9lu+T9s68H92KPs12Mf6Z04H7sUAXaZL/qX/AN01V+y3XH+mdOnyCmyWt2In/wBM4IJ5jHWgBNFGNMj5yMtz+JrQrE0m2uf7Oj23eMFsfu89zV37Hc/8/jf98CgC9RVH7Hc/8/jf98Cj7Hc/8/jf98CgC9RVH7Hc/wDP43/fAo+x3Xa8Of8AcoAamDrEnPIQcetaFYi29z/a0gF0MlBk+WKvG0uicm8Oe+EAoAu0VR+x3P8Az+N/3wKPsdz/AM/jf98CgC9RVH7Hc/8AP43/AHwKPsl2DkXp/FKAF1L/AFUH/XdP51drI1CC6EMIN2D++Qf6setWvs95/wA/g/79igC7RVL7Ld/8/n/kMUfZrz/n8H/fsUAXaKpfZrz/AJ/P/IYoFtdj/l8/8higCa+/5B9z/wBcm/kai0r/AJBVt/1zFQXlvdixuCbwH92x/wBWPSotNt7ttLttt3geX/zzFAGxRVH7Ld5J+29eP9WKX7Nd9rzp0/digC7RVL7JdcAXhwOnyCj7Ldf8/nXk/uxQBdqhYDE90exlPP5U77NeZz9s69f3YqnZ290ZbkfbAMSk/wCr70AbNFUfsl0eTeHPslH2O5/5/G/74FAF6iqP2O5/5/G/74FH2O5/5/G/74FAF6qF9/x+2H/XVv8A0E0v2O5/5/G/74qleW12LuwBvMnzDg+WPQ0AbdFUzb3Z/wCXwf8AfsUgtbwY/wBN9P8AlmKALtFU/s15jH2wf9+xSfZrvdn7YOvTyxQBdrP1z/kC3P8Auj+YqT7Nd4H+mDt/yzFZ+s292ukXBN4CNvTy/cUAbFv/AMe0X+4P5VJWdBa3Rt4/9M42D/lmPSn/AGS6PW8Pp9ygC9RVH7Hc/wDP43/fAo+x3P8Az+N/3wKAL1FUfsdz/wA/jf8AfAoNndY4vSD67KAGWR/4md/wPvLzn/ZFaNYlrb3R1S/xdAcpyIxz8oq99lujnN5yev7sUAXaKpfZbsdLzoMD92OlH2W7GP8ATOnT5KALtFUvsl1/z+H1+53o+zXZzm869f3YoAhuv+Q9Yf7r/wAjWnWDc290Ncsf9L+ba+D5Y9DWj9muzwbz/wAhigC7RVL7Nef8/g/79ij7Nef8/n/kMUAXaKpfZrz/AJ/B/wB+xR9mvP8An8H/AH7H+NADNa/5Bjf9dI//AEMVoViavb3S6c2bsEb4/wDlmP74q8bW7Of9M4P/AEzFAF2iqJtLo8m8OfZKPsdz/wA/jf8AfAoAvUVR+x3P/P43/fAo+x3P/P43/fAoAut90/SqOl8RSjBz5hzmlNnc7T/ph/75FVNPtrnZMBd8eYc/IOaANmiqP2S6KgG8OP8Acpfst3uB+28j/pmKALtFURaXYH/H716/u6Psl3wPtvGf+eYoAvVksM+JlOcEQHj1qz9lu8gm85H/AEzFZht7keIkH2r5/JJ3bB/KgDoKKpfZLrGPthx/uDNJ9juf+fxv++BQBeoqj9juf+fxv++BR9juf+fxv++BQBeqlqefIiwM/vVpPsdz/wA/jf8AfAqrqFtdLAn+l5HmqRlBxQBrr90fSlqiLa7IybzkjnEYo+x3P/P43/fFAF6iqP2O5/5/G/74FH2O5/5/G/74FAF6oLz/AI85ecfKeag+x3P/AD+N/wB8Corm0ufs0n+mdu6CgCbSeNOjwc9efxq7WRptvdGwjxdgDkYEY9as/Y7n/n8b/vigC9RVH7Hc/wDP43/fAo+x3P8Az+N/3wKAL1FUfsdz/wA/jf8AfAo+yXQ6Xhz7pQBHZn/ib3gI6BTmtKsO2t7o6teEXWOF52Cr32S7xj7bxn/nmKAL1FUTaXZGPtuMdD5Yo+y3e4t9t5J/55jAoAvUVS+yXW0qL3g/9MxSG0uiP+Pzp0+QUANvv+Qjp3/XRv8A0E1oVi3kF0NRsSbvJLtj92OPlNXPsl2Vx9t/8higC9RVH7Ld7s/beQOP3Ypfsl2AQLzqO8YoAu0VRNpdYx9sOO3yUv2a7yD9s5A4/digA1ckaVOQMnA4/EVNZ/8AHpF/u1m6pa3Q06cm8yCBkbPcVPbW101rH/pnGAf9WKANKiqJtLw5/wBN69f3Ypfs151+2cnr+7FAF2iqItbvIP23oMf6uj7LdDAF5wDn/VigC6fumvL/AINcQ+IMHP8AxMH5/E16Ibe7HP2wdD/yzH+NedfBkEQa+Ccn+0H5A96APUqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuP8AimP+La61/wBcl/8AQ1rsK474qf8AJNtZ/wCua/8AoYoA1/CX/Ip6Zxj9wOK2qxvCWf8AhE9Mz18gVs0AFFFFABTJeIX/AN00+my/6p/900AUtG50uJvXd/M1frP0YY02MZzy3P4mtCgAooooAKKKKAM+Ij+2JlzztFaFZ6DOsSH0QD61oUAFFFFABRRRQBS1L/VQf9d0/nV2qWpf6qD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]	D	true	string	[ "physics" ]	false	false	true	false	false	true
TEXTOS PARA AS QUESTÕES 66 E 67 O povo que chupa o caju, a manga, o cambucá e a jabuticaba, pode falar uma língua com igual pronúncia e o mesmo espírito do povo que sorve o figo, a pera, o damasco e a nêspera? José de Alencar. Bênção Paterna. Prefácio a Sonhos d'ouro. A graciosa ará, sua companheira e amiga, brinca junto dela. Às vezes sobe aos ramos da árvore e de lá chama a virgem pelo nome, outras remexe o uru de palha matizada, onde traz a selvagem seus perfumes, os alvos fios do crautá, as agulhas da juçara com que tece a renda e as tintas de que matiza o algodão. José de Alencar. Iracema. Glossário: "ará": periquito; "uru": cesto; "crautá": espécie de bromélia; "juçara": tipo de palmeira espinhosa. No trecho "outras remexe o uru de palha matizada", a palavra sublinhada expressa ideia de	67	USP_2019_67	[ "a) concessão.", "b) finalidade.", "c) adição.", "d) tempo.", "e) consequência." ]	[]	D	false	string	[ "portuguese" ]	true	false	false	false	false	true
TEXTOS PARA AS QUESTÕES 68 E 69 Sonetilho do falso Fernando Pessoa Onde nasci, morri. Onde morri, existo. E das peles que visto muitas há que não vi. 5 Sem mim como sem ti posso durar. Desisto de tudo quanto é misto e que odiei ou senti. Nem Fausto nem Mefisto, 10 à deusa que se ri deste nosso oaristo, eis‐me a dizer: assisto além, nenhum, aqui, mas não sou eu, nem isto. Carlos Drummond de Andrade. Claro Enigma. Ulisses O mito é o nada que é tudo O mesmo sol que abre os céus É um mito brilhante e mudo ‐ O corpo morto de Deus, Vivo e desnudo. Este, que aqui aportou Foi por não ser existindo. Sem existir nos bastou. Por não ter vindo foi vindo E nos criou Assim a lenda se escorre A entrar na realidade, E a fecundá‐la decorre. Em baixo, a vida, metade De nada, morre. Fernando Pessoa. Mensagem. conversa íntima entre casais. O oxímoro é uma "figura em que se combinam palavras de sentido oposto que parecem excluir‐se mutuamente, mas que, no contexto, reforçam a expressão" (HOUAISS, 2001). No poema "Sonetilho do falso Fernando Pessoa", o emprego dessa figura de linguagem ocorre em:	69	USP_2019_69	[ "a) \"Onde morri, existo\" (L. 2).", "b) \"E das peles que visto / muitas há que não vi\" (L. 3‐4).", "c) \"Desisto / de tudo quanto é misto / e que odiei ou senti\"\n(L. 6‐8).", "d) \"à deusa que se ri / deste nosso oaristo\" (L. 10‐11).", "e) \"mas não sou eu, nem isto\" (L. 14)." ]	[]	A	false	string	[ "portuguese" ]	true	false	false	false	false	true
Um organismo multicelular, fotossintetizante, que possui sistema vascular e não possui frutos ou sementes é uma	28	USP_2019_28	[ "a) alga.", "b) briófita.", "c) pteridófita.", "d) gimnosperma.", "e) angiosperma." ]	[]	C	false	string	[ "biology" ]	false	false	false	false	false	true
Dois corpos de massas iguais são soltos, ao mesmo tempo, a partir do repouso, da altura h1 e percorrem os diferentes trajetos (A) e (B), mostrados na figura, onde x1 > x2 e h1 > h2. [IMAGE 0] Considere as seguintes afirmações: I. As energias cinéticas finais dos corpos em (A) e em (B) são diferentes. II. As energias mecânicas dos corpos, logo antes de começarem a subir a rampa, são iguais. III. O tempo para completar o percurso independe da trajetória. IV. O corpo em (B) chega primeiro ao final da trajetória. V. O trabalho realizado pela força peso é o mesmo nos dois casos. É correto somente o que se afirma em Note e adote: Desconsidere forças dissipativas.	16	USP_2019_16	[ "a) I e III.", "b) II e V.", "c) IV e V.", "d) II e III.", "e) I e V." ]	[ 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]	B	true	string	[ "physics" ]	false	true	false	false	false	true
Se log₂y = (-1/2)+(2/3)*log₂x, para x > 0, então	53	USP_2019_53	[ "a) y = ³√(x^2) / √2", "b) y = √((x^3)/2)", "c) y = -1/√2 + ³√(x^2)", "d) y = √2 ∙ ³√(x^2)", "e) y = √(2(x^3))" ]	[]	A	false	string	[ "mathematics" ]	false	false	true	false	false	true
Uma alteração genética é determinada por um gene com herança autossômica recessiva. O heredograma mostra famílias em que essa condição está presente. [IMAGE 0] O casal III2 e III3 está esperando um menino. Considerando que, nessa população, uma em cada 50 pessoas é heterozigótica para essa alteração, a probabilidade de que esse menino seja afetado é	33	USP_2019_33	[ "a) 1/100", "b) 1/200", "c) 1/1.000", "d) 1/25.000", "e) 1/40.000" ]	[ 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]	B	true	string	[ "biology" ]	false	true	false	false	false	true
A figura exemplifica o comportamento de povos indígenas que viveram no Brasil há 1.000 anos. Eles construíam suas casas escavadas na terra, faziam fogueiras e manuseavam objetos. Escavações revelam hábitos de antigos povos que ocuparam o Sul do país. [IMAGE 0] [IMAGE 1] Folha de S.Paulo. 20/03/2016. Adaptado. Com base nos dados apresentados e em seus conhecimentos, assinale a alternativa correta quanto à época geológica desses sítios arqueológicos, quanto ao elemento químico analisado coerente com as práticas humanas exemplificadas na figura e quanto ao método de datação.	1	USP_2019_1	[ "a) Holoceno, silício e datação por quantificação de isótopos\nestáveis.", "b) Jurássico, carbono e datação por decaimento radioativo de\nisótopos.", "c) Holoceno, carbono e datação por decaimento radioativo de\nisótopos.", "d) Jurássico, silício e datação por decaimento radioativo de\nisótopos.", "e) Jurássico, carbono e datação por quantificação de isótopos\nestáveis." ]	[ 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", 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KTqPMjcqPQk0ACLJvJYH5afE6rJvzk+lMDPOmMlJM9M9akkiaWRZCI4kXr5fegCZssox+VIDgYqMHzTksRUwOBjFAHFJEADkHNSrasT0OPrV7ZED8y5PapEBH3BxQBWSyCGnmzz846GrmKXBHPagCjHAFfAUjPerUVsGbDZ/A4p5bAzjmnRTbWyaAB4FRvl4piRASh25AqV2WSTdnilURnvzQA/DBM5+X0p4I8rK8Uz58YP3aQnA2jpQA9GcjJPFWEI2571X3L5ZAPNPVsr70ASh+KAQDwOag8wbsd6crc9qAJ97etSptK84yarg56U5QyNk9KAEKHzBtJFShduNwzUgCldw60/5QMtQAwRqeaXaAPvU1gpOQ3FIUJX5TmgB4LKeDxQXLnCnBp4AaHjqBUAOxePvd6AHlypw3Jp6OO1RriT733qmEQA9qAJ05XNOxTEYBQKcp3HAoAcCR0oJPrR3x3pwjZu1ABGSGpGyW5pR8j4NNYjOaAEbO3O78KhEjM2AuakKA8jrUTiQdML70ADEj7/Ap4C7AR+dRgg/6wbqmIHl/LwKAIyzFcE0zJ9aGYDg00uBzQAuRSbgKhZgTkU1pAB1oAtEgLmmiQkYzx9KrmcbcZpFlBoAJnOG57Gud1mdYbKWd+UCneOxXHIrelyee2efpXPeJrYyeG9UCck2zlefY0AfOurQC4v5pbeEhGYkYzinPrMs9mtnKgwv3cDmtaF5tRMcVuAIoxhziri2mnaXBJLNbh5P4WOetAHIGwnJyy7SexrsPCn9l2cv2XVrJJPP+USkkbfyNdloXh6y/sgX19bCedhkqSRgVwF1Iia7PY25HkBicnnA+tAEPibw9ceHNVBC/uN2UdeV/Ovobw1di88L2EySLJmBA2D0+UV53O51DwYwltvOVUG0N1+tUfhRqtxb6je2UjM0AT5YyenJoA9oT5FALZxS+anpVQM5AIGFI4FH40ASvIxPynFIDkcnmoiSOlAegCUbQc96Y8hPU8U3fUb5PSgCUMMdaRzxkHpUYV8daCCoyxoAkDBkLdMdvWqNxeOI94+UA4xU025oxKeAO1ZczB42ZicHnFAHJ+KLhtL1W11eAZV22SL14OKNIuWvfFM8zfvW8oNGCAdvXOKdqCx30clvOpKk8e1ZtlpSaVdy3UUkhZgFHzHpQBreM5Ebw7KTEu/cBzVDS7h7vxFbLNwbS13jjo2eKq+IHaVrOAyHy5ZASD+Gf51o3cS6LriakEL2ksYikYc49KAOnhuDIhOS31p32hwOpFSwPby2qTW2xkbGSpqOaIE4HU0AULu7MsbRSnfGwwy1wGpF9Iea0RPM0649eQv412t0m2YxcbiOnrWHPblna3kXerH/VnpQBy91q73egNpkMiCEbYy2McAj/AApY/CtyLH7bDdR3EUYBaNcZaunXSLC1tjFHbI6t95T2q/aeE7VkDW4mtnI4YOdp/CgCXw3qyXcEaOyRTIu1Y8YPFdCt24R2dsAA/jWHZeErXS9Rju5J5JZ+SMvx09Ku3heZwqkYz0B60Ac1431GWXSo7ZT8s8ijHrzXXeH4vsmh21sq7WhUbvxrltU8Oz6jrFi3zCGNwzA9sc120MRgs1B5kcgP7CgDVK4iWRTj1xSvKd3ycCq6NJGgSTOD0p44HUUASLI2eTT/ADB61XyPUUo57igC0GBHWkLDHWq+4jjNIXOOtADG/wBYZG+92NZl7G0gJzyTWpMhYAp+NQGFmYgjigDmpI2AK4pq25znbzW/JYBpNwWlWyI/hFAGKtoGwxXkVM1ruGStbSWqgcqM1KsCYxigDBSzGPuCpo9PGdwXB9RW2Ldf7uKkCxou3FAGG+jWt3Mr3FtG7DoxHNX4rFYwAgC47CrfBOBT1TAzmgCFIxGSCAWPU1i+ItJ+2xLco5S6hz5Ui9V/DpW3JIdzBADtHJrLnusk4bjoQaAOMj1mKJxDqsGXQ/LMowfxxXT2V/pNyFaG8TOP4m5rmtZh8m+E1uAI2/1gIzmqWzT5/u26xt65NAHoscsO4L9oi2/3tw4pJ7+0t+tyjfQ1508K269cx+ik5qFpkUfu1b8TQB31zrsH2c7GBPYmsK1vhrepR28zF4QcuCeuOn64rBiS4u1CxKdw6j2roLC0gtlUxZErcOaAOuSYRwLGDlF+6PSpor0yYUEg1gpM6D5STV23YlA/8WaANuK4AYB8EninsiockcE1RiiZl3ntzV+MiSI7+o6UAQyxk8H7o6CoZYkkTBUE4q2u4L82Kaxj980AY8lkCPu1TlsMclOa6MFT1FMkiVug4oA5KS2AJKp8x71Tlsgw2snFde9iDztFQtYZ6JmgDlFtHWUOpIOPWorjRbe6TEkKM2c5xiuu+wJ3XBqJ7HaCyigDibfT/sEjfZWeCT13E/oar/21rmlzz7913HnILID/ACrsZ7UMR+6zTWsFC5jA+bqDQByaeLbKfyEulaJyfnXkCuig1vTREskdwgI6DcKY+g2czkz2scmfUVXbw1Yq3y2aBfTn/GgDTtb9byXzxIjq3EYX7w9a0J5/kit0bZg5YN1Nc5LoEOxPKeSHb0WNiMVXOi6gsheDUpR7P81AHRzCNSIlIER5ZfU0ZVXjK8ooJI9q5yCx1uNW8y9DHPGVFXGGpRafMMiS4YhVxgfL3oAvSkzTojLmKRixHsOMVPHIjTSv/wAsolCKvpXNLNr0TqohBTGOo4FLNr7WMjxSwvhxztXPNAHSGPdcQIv3RlqdDG0txK7HgGuatfEzXE4CJIrAYwUxV2DW5EVwqsWz82RQB0QxvPJJpnC3L9cEVkDWJwC5jGKBrbSIzhOT7UAbczJ5SMOxz+NQzsGtDISd27OazY9WZ1CNH+lQXWtSR/6O0R55GBQBftGJkk3fccYx70k0ZRsP/qz2rnrnxIsLhBHLx/dQmmjxBNqC+XDHIX7bkwKAOhIVsMTnAwPpU0bLgZJKnjFcmLjXCxxCNg+lXvtl21nGudsgbnigDoLaQ+a9uB8rjHNNhunMMlvztGQB3FctdtqrzK8Fztx344qrHpty7ebcXkpkBz8rYzQB1c18lqIpvNXehyx6VHqWq2MyrcLNHgjLYasI2UXzljJJu4IkbIqqdMtIyFMQIP8ACuQKAJX8WQpIUiBl9BjvVAa1ruo3SrM5t2z1VQK1xY28UYMNuiNVkRRMRmLLf3s0AU/sS3LBZ90p/iJY81fs7CC3b91CqfQVdgt8MNwzVuOEeZwKAKy24Iww4q1Esca8Kv5VHK+3pVXzzuwTQBpiQDkdahe65IkOaqCfJxnpUEoeRyR0oAfJdsXbY2FHaoRKztycmnRxp83qalWAA5oAYYgxyaeCE4K59KmK4p6LxyM0AQEK4yeCOlOhgaf5n7VY+zKeelX7a2WRd5GAKAIILPevTGDiteGxRCmBwetNSIFAQMANir3lkSRrnkigCs0arcIFGF3kGraoh5x0Y5ppXa4Zuzk1B5jLvGerEigCzNKqL8gGaiTdMhYnZj1qr5wUkuelU7q9kl+620CgC1czhFODyKybq4DqCPXmobm43IFRs+tUnLFcIcnvQBFN/pU2CT5Y/hzVUswlIj+UL6d6stFISCBg09YASNwwaAIIrfblh1PWtWygL4Xbj3pYLXocZrWtojIRsUAUAMtLD5m8znjOSelS3M0On6dNeyuBaxqSW7nA6CrErC1WSaRsRRRtIx+gzivIdS1m/wDEuomXzWTTQ+0QjgNzQBsXvj/U7pQNGtvs8R/5bOoJHvzWZN4h8UTKwn1ybYenlqg/pVWRxEZE2kgD7meKdGEe0DFgSeijjFACxzX4XcNWug3+9UV1LqUjfNq94T/vf/WpsJGcEEfU1NKSlyCuShoADrniCC2CQa3dIo4OVU/qRVWx8V+INA1NAl5Lc25PzI4DAj8qsMRcI43qAD9096hurfYFIjI6cnvQB7DoOt2uuaML+KQ+auN6A9K6JGQxqfMPIFeIeD9VfQPE0cJbbY3RKuD03V6+bS9clombyzyvHbtQBR3g+hpyuM1EYwOho2Y70ATs+DR5vbNRMCTnNPKr5Yx96gB+75c4pNx9KarYXmnq4NAD1cbeaUOueOtRnBalAUc0AWC3yUwHIqPf+7z70pJC8DIoAeelORsUxZAUOVoBB6UASkxnquTSR/6zgGmDiplYbMtQA5HyfpVlTvOKqArHye9TByigg80AWccbM4FSH5EGOapmQsuSeamV2CDmgBWO7B6VKudgxVd2PP0pxlZVG045xQBOwJI2dO9IzR5NIG2gY4z1pGCjqKAHKVzxjNWT9w1XUIFyBzTtzEY7UAOXpThkdKh3MCB2qQNiVR2NAEsbfNzUjTBCcHionXFxgfdxRIAZFHbFADyd43U2k3ERuB0HSohI2cZoAeXwcUqkSHDHAqsZGMhyKAWZiAKALRKJ0GaZJJlemBUEkvlQhiOc9qQylxnHy0AJvJf1pzudv3aaBHn5T82Kie4dTjAI+lADWbjmoGbJ5qSQqV3MSD6VDujIwCS1AC7hQJz93HHrTaFXnJP4UAPONpO7nHSsvVE2aJfsTn/RZDj/AICa0cgyBVXGetZ+ojdpl5H1zbyA/wDfJoA8c0qCOzs/tIX90+d69yay7tpbm6jtZTuaRwEHoK1rF91nhhwjFSKj0K0S88Zxq/Ij9egoA7rxBqS6FpCyIP3pTywteYTWlvBJDaJ81xKwDSZ9a2PFGtyXuqXDSlWED7Y4gODW3o/ga3lsjc38kv2ojKkMPlP5UAdBGi2lm9s7IsCKV+orF+H1hH/wmWrPEQ0axEgD6mrE2ira2Fw1zdzyskZb5iMfyrZ8BaTBpmhRanFuNxegl3Jz8vpQB16yFowfamF8Hk044zimNtA5FABvFO6jNRfL6Ub9iknp2oAloqFG8xd27ApfMz8qnJoAe7F/lXqKY8oVNrdc1FJM1uCVwWNZ5ummmKlWLgZ60AWZ7hlbyyflPOKo3VxhlVfugYNUr7UiiYMkfnK2NuecVRl1E7/nIQkcigB1xsa5yBgYqEREnLfdqqmq2ksjIZkLJyQOuKki16wlLpG24r2NAF0aVaXwK3yErGNyMhwRmq1z4VhkiBt724RJD0dsqfaqkvi5bXci2RbIwTnrWbP48m2eSmn/ACdgxPFAG9oWizaLfOTetLlcCE/dHvW085DEyN85rgE8b6ht8uPS4yB3Oc/zqreeKNXvHWNbZYD6qpz/ADoA7CW8iF9IHYbthxn1yKrm4hhVftPDv0IrlJIZ7pAZpZjOOQwrRi89raPzSXePoWFAHWWdvbKpDSI+eQCeaivPF2l6YUt5mZmzjavRa5QF4pmlaXYW5JPaq8llYXcvmTXIfP39vU0AdRqvjnS7WNCoMu7oynlas6ZrmlahYvcmUR7AWJJ54rj20jSIVZ4GY5H/AC0Oa5nTVsZdTngvb6S1g3kfu+OPxoA9tstUtL60M9nOJ8Dn1qy+sWFpaCSaUZYgFB1NeOWOqx+G9ahTS78z20rhXEgzwevSu4a0sLp4LiO7E0zNnax4WgDsoNWsvNXddKN4+VWNWm8yNypC1wN94bS8kWZp5PMXoY2xioLiPVrc5bU7on8P8KAPSCG2EkCmqwx9wV5nHeXpG1tXuufp/hUoup0+9rF3+Y/woA9ILHsKRmIUmuKtNTaIxsdTuJFPVWx/hV1NduHu2CbDHngN3oA6pX+Sk3E1zNtqt612wkKCPPRRWnDqBaJyFDHtmgDTBOelLWPZ3eofaHNykYt/UDkfrUNx4s0+zkaOUkbT1IoA3qM45rN0/WbPVAWt3Yr61aS4R2KeYv49aAJ/MPrRuB5NNTYv+t79MU5V3bgiH2zQA5SNwp8jnbxUXlP8mUYZ9KQyhW2YOfegCG5LJAXBwT1rIu1Lwr5fBPUituaN9oD4O7t6VXnswirtxz2oA5gwl32uu761HcaNFOQNuw+orpFsAWzjBqX7EHwrc0AcXN4anTBjm4NS2fhRxJ5k8xK+ldl9hVSOD+dSraAjkcUAYkGmwW5zGoIIxmpksgGzt61r/Z0/1YHIp3lhflIoAzVsxnOKuQ22ABVlI1z0peQ/HSgAU4Gz14qwnCVHsUjPRuxpA7LxnNAEwUMu7P4VGHIbBHFM3A8gkH0p+WK/dH1oAk+SmNGxOVzilCrt96RDIB14oAAjKcnpT/lpfNBG003alADGjDHIpph46VLg/wAJ4pRuHOeKAKpiX+Jab9njPIFW2IbrioW4JA6UAQC2QtjFK9onpUyj5hUpUEUAZxtI89KQ2iY4FXyFzjHNIUCjdQBnCzHpSGyBHStDhulGMcUAZT2R/hXmq76epGWVQ30rcKg9qBHznywfrQBzzWSKhdYgXHU4pgsAVL7B83WuiaPJPAG7qKjFugAGOBQBgfYCfl2fLStp4RcKldCI1HYU7yVK5IoA52OxBPzLQbFnDBkG8dzW+YUx096r3EElzIltCdryfxDsB1oA56OG2maSFWUyx8kYzVyOxjESsNu70A61jXqHQ/Ec13E4WzGyFtwzvJySf0rpdMubXVLdpIH3Kh4YdDQBnTRGLgL1qu0OPlK1tTxGZsFcY6Gq7Wzt9aAMgWgMgJPFD2x3/KOBW3HYrt+YHNP+wZGQKAOeaF+m2litPNJyvI6VvfYie1KlltYHHNAGWlnt++KkWyCuOK2fs6sPmFQMoZty8CgCEwBF3Y6VCzlBu9atzSq0W1eveqE53xhR1oAiZGbn1pi2/wA/Iq0p2gButWIogRuagCiluDIeKkaDbxV3MSHoM1C5DEmgCskKr1HWiRD/AA1KV3EGpFQnFAFVInLc1pW9lvTOOlPitwetXo2WJCB3oAgS2VRyKn+zbk3L8ooEit1xQ0+FxnFAE0f3QmOnNSGTMobP3Riqscw2ly2MVVlvm3Hy8e9AFyWcqTmqct5xwarNeGRiGINUJp8ElfyoAtTXeep4rPmn3H5W4prsSueue1RBFHagB2d4+U5PepIYWJpsMYBOwYJrSiQBFx97PNADY7UMRxVyLT1PJXpVmGJAM45qdOhHftQBClui8YqZQIeFprfuzljVZ7or7+9AD7z/AEi0ltpT+5mQq/rg15DJaDSNfuNODH7NnegruvF2pzWPhm4uYpNsoYBWHbINeU2t/Peaul1eSMxCE7j6CgDdlUMzL/E1RxDou9V2dQajhkutTcDT4Rn/AJ6MM49604/C9ucG5u53mb72CAB+lAEEhjcY81FP1qk19DtcCUFlrWi8H2azHzLidlxx8w/wrkLix87XHs7CN2TIQseee9AFyO9WSMSlQyjqwNWn1QTuojEkw9MVqeIPA72FgbrTCxiRB5iE5+YDmur8H2dtqGiQzw20RcAbyRQB59eSTTusn9nSoyEbGGeor1zTdf1H+y7PdbSbvITP12itNbS3liWOSCPCkH7vere1BwFAHpQBRUsfvCnHjrXkUXjvxHpw/feVPCSM7lO78Dmuz0PxxpmsELNm1nA5EpyG+nSgDqhyMjBpgbEhz0qFpSIg+V8s9PLpylXUEE4NAEruD92hCTzUZwBSo1AEoJ3VL/CR3quH+b2qUNxQAbT5eO9SCRsBcCo94pvmfNQBbypjIIqNQc4Wmh+PakWT5uKAJmOwc9akUGSHC9TVRpCH+bpU0TbiMHAoAkuFYldnbrUx5GBVcSFG45qXzg3UYNAEwRgualTkVXViTjtVhOBigBWUn8RQwAkVO+c0xpMMfalRvM/eelAEqnfMFHrTp0bzCBUSnYd1BkMkhbsaAJo+m01IAc4FMRxjHenK/wA1AAVbcM9qc6ner9hQ8g3e9MLHPtQBdAEw3r2FRtwUY+lNhl2fJ60sh8uUBulAA3yo/wDtGoARmpJ23MMfdqLtQAvzZJAGKaxPrt9xSmUBcDrVeTnknFAEjSFYgoAcg96awbbv4A9B2qLj+/SI7OzpngUAPRwSSRjHpURuQr8Lmo13oxxyaV5MqcL81ACyuXBJQYqL5cZxg0rMdmDxTA2RQA7NM3IpJ3HNLULfeNADvNcyDAGM0hi8zzVk+64I49DTc4o3mgDyG6gOleIbiwuBsilctGTUHhl1XxllCGDqck16fq3hiy8RfNeQyJMg+VkIGRXIan4ds/C+raXcWaSFXG1y5B5zQBw2rsP+EtvGWRFeJwQpHB4FdXZ+O7hNg1CyBDDloga47XokbVdR3JiZpsDHpgVXsxcLdyxwzsFQ4G7kUAd9rPizS7vQroW058112bGPPNbvw9v5n0CSxkZSbUKy+yEV5PeaZeC3aVhAwHLFBg4rtLPXU8Ki11KKASW15ZJG+eRvA5/nQB6pFMHAAYZxQ7n7o5b0FchoXjeDUIGZ4BEw6H1q3beJDdXEkTMsPUCQ9KAOgEqZxuGfTNOd0WJvMdRj3rjG8KW1y73Mur3JZiW2xyAdasRx2dpbCzknZlHG53+b8aAN6O/hUNiRGQe9ZsniSw+0GJGcPnBNU47aztk/0dwwP8TNmqk0aK5cCFT60AQ6z4q1GKfbp8ETgdWcGsr+39buJ43lZYgPvCMHJFaD3UYJ3tGfotRm7sm42yMf9lcUAZN1ZreX/wBpiS6aXgk7uP5Va+xSzSF5QRxghnrRihD/ADw2t2R6hsU7mNyrWWCf+ehyaAKVhpmmwyvIZEDNwcHPFTNZ6TAzmNiC3cCpjI8bYjgts9flTmoft1zu2+Wg+kdAGfcGDcFhUufdaiNtPKwC2Af/AIDW0GnZfnMYz0wuDUyBUj/eTOpPo2KAOf2SWvL2sKf71OOqPEm6UQRJ2O2tv+zI7skmKVv9onIqlc2Gn2JJv5khjP3fMIPNAFOHWgSP3odScfIuDUst9ckM3kSiI9GY8VRutb0Cy4hY3JzwsYAArLm8Y3Mefstkoj7eaSw/KgDft4JL4DMZOfUZBqRtPisZBJN9mgX+Jj/hXKTeKNa1BNj3MUCsMYiXbgfnWdPFLOgM1w83rlqAOp1DVdBg3lrt5nA+URYxmuKVIrmWaTa5DMdvPSpHt7eFCTkH0zmixAMZx0yaALcVhEkcDIu6RpFALfWuu+ymGTb5bRui5GOA1c9dQldBEsZ5Vwf1rY0HxSLiaPTtcQCN/lhmUYKt2z7UAdFo+oOwKWzkSjqrnmtr+1rxBtkigmHQ/L81c5qGmy6fdpcSvsdxmKSLow96mg1GJ5wb0GG8P3ZE6GgDRuLizI3QhA56hh0qlLcNGMmCJh644qKW/jWZ0uYUjnPVh91qgEsLg/aI5VXsyn5aANG2uYZDt+wwu3qDitKOG33KX02QE9ShzWLb6W0kYeyukYHoO9aMa6zaLue1mZV/iVqANEz6NHNtbz4ex3f/AKqlS70hDsW+UDtkiqq6rbTx7ZriIS45jlTnPpmqk9jBck+dp0RU874jyaAOjtbi1ZSRNvXsVan7dJljYSwbmJ6sN1coLLRLdCDPc2ze54H6VINK+0Rb7LV1lU9FL4NAHUQLosBZElEbnqAAAKbHomky3HnLfv5p5C7xXHtpGq27GT7LJKf74OQaYbySP5J8wMO+3BoA7q80iScKIb3y9vTmmT2moGxMAvNr4/1q9642O/8A7t4p/wB41aj1G4zwySD/AGXNAFoaZrVu6smvPK4PEZHWtSbVjZxxxX4ZpD/EoqjDqLZXzbWQL3datrqVhKf9JlMYHQsM0AR33iCG1WNreJ5i45B7Vb0bVP7SSV/JKNHjO4UsVzYysGhvIZMf3lxUhsRKkhXLmT/nm2KALgbzegJHtS7PLcAsoB7msr+z9VsLN1s/lMneQ5xWOw8Y2hMaSWlyHPKupJA/OgDrGlLSFVG4D+IdKcrkOFOBWFaajrEenyreaenmpyoiyN1WIdajGnNc3sf2YrxlqANdxsHmEge9MU7xu6+4rKsvEuk6m4tYrkPIemeFNarI8JVZBtB6behoAcpANOOCNwqOkDFH3Dn2oAeWA+8SBSBhn5OfrSOwkGSMN6U1flagCwp3DBQZ9aNjKwJbj0qNZ2zt28UrYLA7ufSgBxc78jpUjSgCoadlW+WgBQAwLCm7m9aQgocetFADxKwAFOZmKZOMVFSF/wCE9KAF3HtQMmkH+z+tIzFep5oAkAxzT/MGKp/aPm207zKALOVJz3pHY7SO1V/NxQJeeaAHcjpShj3603zFpDIoGc0ASg/hRu/2jVb7Su7FO89KAJWZs8c/WhWO7kDFReelIbhAKALW5M9KeGVhgVQF2uOlAuueKAJpmSJGklOI0BZj6AVl6FrCXmutcYdbbymSBiPvvxUt9NDLbSwzlhFIhRivXkYrBspLqxt00l3RTBJ9qsZW4yy/wn6g0AbmreGpbq1SFAvnvIX3OMgAjv8ASuftbh9Au7jS5WBtomG2VEwGr07Rns9Z0fz5JFWWT5Z8N3HpWb4i8M2kul+VboJxkEAMNx5oAx4Lk3MZO0CMY+apUdN+ODXIadczR3lzb/PGEfG1jkda6JJ8L8wUH2oA1DGSQwxt70uSCABxVBbxgwGRipftgPpQBdwKZI4Sq/2k+1RTTlsdKACS4wSBVYyFQQmDSt83WqV/NLYoXjiDDvigByMWYjvUMGWZnYfKKr2GtaXezeXFMRL1YMa5y68ZPBrhtxEptwcZxQB2kRSUbsGh7jYdtZk2p28Votz5pVGGagj1qwkjD/aAc880Aackozy4Gal5UDODmsNta01zzICR0rStdStblR5Thn9M0AacMZZN3Y1OsYFRRS5QccjqKf5mKAFln8o7aRZ2ZeaRykvJqNmVcAUASrKR1qKW5C85yPamGQY56VQvr2DT7ZppWxEORmgC3JdAkDdgGovtBVvkwfXNec6l8SZUnMVjaxGEdWcHOfzqxonxAS6n8nUIlTJAUrQB3q4JL5qtnMrFQSQelThgyBl+6RkVG2xiNueOvNAAAc52Nk9sVKLYnsaYsjL0YfiacJ2P3nQf8CoAsQwCMkucVNCNswJ+7VP7TChy88f4tViK4in/ANVKpwM8UAae7LDB4oublYUGD81ZxuG7Gondn+9QBM93I+Q2Me1VTclTgcj3px549aj+zr60Ac34vhvtTitrG1G6CSQGY46f5zXOeI9Hj0aSzWAlo8CNs9SDjNej+VsPD4qK6sbW+RUmgEhHQ0AZ2nWcENkEgUiHHQdaufZ1EYHUds9RV6G1SFPLp8kIIAAoAoJGI+gB+tVbXS7SzeSaGECVpN2TWt5HHSpI7PB5FABayF1kWVd8T5yvrmreh2EOmW/2SzTZC3Uk8impGUIVFyD1rShiWNcscHFAEqYBZR/D60de4qNHJ+ZhgNSExg430AeDTFg53Ekk9TUM9vHNKrMDuxwQatzgMwPSgpmRaAO5+H/hjxfrOnyX+m6nYmzjnaAw3cjqSQFPZW4wRXoP/CI+KTGAbfRge5W+lH/tGj4IjHgy+/7CUv8A6BHXpVAHmv8AwiHijGPI0f8A8D5f/jFC+EfFK/8ALDRz9b+X/wCM16VRQB5v/wAIn4pP/Lvo34X8v/xmk/4RPxWD/qdH+n2+X/4zXpNFAHnH/CK+Kv8Anho//gfL/wDGKUeFfE45Nro5Pr/aEv8A8Yr0aigDzv8A4RfxRjH2XRv/AAYS/wDxihfC/iheRa6P/wCDCX/4xXolFAHnb+F/FD9bXR//AAYS/wDxilTwz4oUYFro+P8Ar/l/+MV6HRQB58PDfigdLTR//BhL/wDGKU+HPFB5+yaPn1/tCX/4xXoFFAHBroPikLj7Ho+fX+0Jf/jFOGieKgP+PTR//BjL/wDGK7qigDhG0PxSf+XLR8n/AKiMv/xinR6J4ojUj7FpBB/6iMv/AMYruaKAOHOjeKW/5ctHx/2EZf8A4xQNG8UBQPsOj8f9RKX/AOMV3FFAHEHSPFH8Njo4/wC4jL/8Ypy6V4pX/lw0fPr/AGlL/wDGK7WigDijpPiljn7Do+f+wlL/APGKDpXiosD9h0fHp/aMv/xiu1ooA4saZ4pDhvsOjkj/AKiMv/xinzaf4pmwTp+jgjv/AGlL/wDGK7GigDjf7N8UYA/s/Rz/ANxKX/4xTG0rxUTxZaOP+4jL/wDGK7WigDiF0fxSGJNjo7Z/6iMv/wAYofR/FDjH2DR8f9hGX/4xXb0UAcG+g+KGHFno6+/9oy//ABiiPQvFMQ4tNHyep/tCX/4xXeUUAcJ/YnioNn7Jo+f+whL/APGKyp5tSsNdGmajbWscrW32hXt7hpQRu24O5Fx0r1CvOfFn/JQYf+wUP/RpoAiZ2Y8mkBI701TnPtS4IOKAF3tTGJJ4oVtwOO1JGQySHPTpQA58bVI7sAadsXfj/ZJqOPm2B9HH86mKkOCeBtIoAVlO4TDPyrgJ615b8RNcCajaaZCMtbHfI+fU16XdXYtdPmvipdIBkqO9eIux1Oa8v7vma5PyjrgUAWfGfh/7Cy66k++C4YN5e3+tYulo0V1cysM7k3itW8g1bUdNisbm+3W8Z+Vdnb86z5p0ttReMlUi2bQc0AWtQulWFCBhJV2N+NN0i4g1jTToN5wtvIWilB/Dp+FZ9xqUNxY+Sis0isCCBml0rSLqZWljsJ1lLZEm7AI/KgDOvUkstQms4hLJ5blQQeTitXTfDnibVUBtoZEjzjLkiuj0XQNaguvtq21sZSclpW3Y/DFdJLp+r3T+ZL4hmh3HLRW9vtUH0HzUAZ0Hgi1tbAHUdd2XSjLoh5z3HWud1G08OqzImpX0sw4wsYPP1zXUN4JsxObi4Mtw7HLPLJjP4VpWmjaLbKBFAquO6ruzQB5rBp+rSL/xLTcmPsZOK0ovDOtXYAnvyM9VAyf516OtxHDmJYsY7k4/SoJbgA5SNEb+8vJoA5zR/Dj2LneXuGH8MowBXQxwyQgsEgg4/wB7NRT6oTsR5j05JXFYmo+J7WxlCSyoyEfwnJoA3xaT3eZPtWxBxgDApslpYQLvubrDYyD1zXFXXjy3X5LWGW4Q9QzbAD+GazpvE13cYaHTYoVxwWfef5UAd2sttkssLuvZ2+UVVvNXs7Bd8rwxeynca4S71fVLqDyptSYRg5Ea8AGs6Kye4ZiyyyuPqaAOsv8AxraOyiAS3BHb7uP51SHjKcSZi0pQ2OGeTOP0qO08H61fReZaaU4VRksflzV228DeIJjtdY4h3yNxFAGVe+Itav0KPcmNP7qGsaQeYS1xcsx9G5r02x+DN5ekPJqssTHri34/9CrG8X/Cy88KQQ38t0b62d9jAJtK9+eT6UAcQkkJYpGjM3baK0LWx1G7IhisXbd0Jrf0nR4bXZqmnRrc7RtkgfsPUH8K9q8F32g67Zq8FpHBdxcPCQMigDxrS/hl4g1CRAUSDPc84rrbT4GXUwH23WvL9QkOf/Zq9sSNEGFUL9KdQB5PD8CtIRf32oSzH3jx/WvKpdHtrLWL+wViVhneNT9CRX1XIcRsc4wDXy5qRH/CU6lIGzm7kx/30aAJdS0yS18N+YFMkfmANxjvWHJHHPaCRTkggEd0969PtkivdD0cSxhke+iifnsXA/rR4v8Ahe+l+bqmkSbkVS0kJXhh3oA43SvFf2GzGlauhmtWPyXCnlPw/wDr10OoWBs4Y5QFntpVykq+nvXEG0jvY3WOPa6H5om5OfarejeLLrQ4jZ3UQvtPJwYnbaR64ODQB0Mtq32dWYmSD++PvD8KWZWskQ3EZktm/wCWqdR+FaUcD6fB/aNjIt7ZuM7W4IHoRzVm2jjNm01mgnVvv2snb6H/AOtQBXXTlTFzFOdnUeWOtaMep3dtCski+fBjqDyBWfb2Fxa/vNNujJC/3oHH3fbrW5py2rjbn7O/8Skb1J/SgBrtDfW+82KvGRklW5H6VUttIspZi1nfyWz/AN11yB+tWjpmJnkSWWwYk4ZPnV/w4xVG8WWBsX1rtTP/AB9QP973244/OgDSksNQiXy8298MfxDH+Nc7dSwW92Y7vT5bdx1aNsr/ACrZtJ7tIN2mTrcwjqHG1hT/APhIYJ1NrqduqOODkdfxoAoWlyC4Fpq8mztG6cD9anuzebS7RwXH8zS/2HpN+M207Wzk8ADP9arSaJqemuWgnadF/iHWgCpI4zunswg9Eb/61Ri401zhTLG3vH/9eh7x45SZgDIOzrzU66iLpAJ4gFPHy8mgCaKz8xN8d8VT19PwqyqXMa4Fx5o/2o//AK9U1tLEjdGjKf7xfBFWUimVMx6nPs/55+XuH55oAmK3EicwW8o9jtNQtcSw8HTXXHdJf/rU+MXO7dEY5JO4c7TTpL26gIa4tG4/55vn+lAC2+u20XyXEl5b/Vdwrag1TTrmP5NXPzcfNHg/zrEGr2s42TOB/sSxA/rmlWysLn5lgiAP8StigDpoo4ZExDqcDnsCME/rUVzon222NvIYpI25IBrnTotvuBiEiN/eQ5xU8dlND93U5U+q/wD16AJJPA9lbwr5UPkyKciRTV5Fv4EjT7WHiTlgRziq0Z1QuEi1Fbkf3HG3/GpBDr6FnfT4jH6pIc/yoAzp/HFhbXTxzRTqE4LbeK3rHULfUokmspVkDDpnBrHv4o7uCS1u9NeNJAMyDqP0rGh8M29vLv07V7m0Yd9u7H4ZFAHeO8Y4bAk7Z9aRV8uMmVgSx4xXNJ9v0uDzfto1Q+kieWT+pq1a65c3Em65sY7eNec+ZnH6UAbpwsgCnIodcuMdaoQ6payyIq3CSSMcBVOa0Sjh8su3HPNAEYZkb5jmn5BbcvFMx5nOcAU7AU4BzQA4lmxzzUuFVcEZNRLwc0FucmgBpbHQbie3pTmKRrk8n+VNJETmQHKnse1VpHBYlDkHrmgCWSX5ciqbXZB2k0krkDAqoVLHJ60AWftAznHNH2sj1qqUxzSgDGTxQBMbw+ZjPFKbyqxQfezwagcjzOtAF/7ZTWumboapZX1pQCeR0oAn81t2c07zm9agwcUKrknaMgd6AJ/tBHWmvdYXJzVZnRT87hfqagnvbBEIlvIxQBdWUsN27inC4b+EcfWuduPEml2ox9o3j/Zqv/wmekpGG3S7c8cUAdRJOSjFwBx1Nch4unuH0bzYpCJopAVI6gc0r+OtJk+Qx3Dj0xWZe+MNOl8yMWEjxsvG5u/5UAcfaeINejBjtrmY85IXNaNtrPi2ZiVnucAE961/BF5bnXZVFqoEinapPHUV3s11Hb6gltGkex+JBjoKAOG8DaxPcX01nON1zJli7Hnjkj9K9CV8jJDD6iuO8TaNHpQfWtKiaKWE5JHQg8f1rAHjzWpgFEkagDGMZoA9S8xegY7uwxS+aQQPL5+teVf8Jhqrk/6WgPstN/4SnVWH/H62fpQB62ZZQOtRNK55dsYryQ+I9WH/ADEpjUTa7qkx+a9uG/CgD1xr+KMcyL+JrG1rxhBp9oxiRJmIxjzP/rV5s13dSZ8yWdvzFU3MJkwY3fB5BoAsXGrtHcrdwoImPUBs5psWpxlDLOd7sfyrNuBHImUhIG7Faup6JHaWcLRAu7DkUAdSNc0k6RHaXEzOdoG4Cuavr2G2UiznkZc8Aili8N6g8SbbHjAOS3/1qsJ4f1RVdvsaFUGeT/8AWoAyINbu9+1Yy9TQeIb6wvkmjDLk5KZqfSbZ11BpJVVV27to5qbWdOYvDLARlhnBGKAOvh+IkSxZk06QyEDJEmP6Uv8AwsmN/lXSnz6mb/7GuFjjvPt32eTYG3BTx0NdND4FnmmJfUPL55Aiz/WgDQb4jnbtXS8N/wBdv/rVA3xFuug0tAfUy/8A1qxtT8KzaTKJDcNLAf4xF/8AXpD4f+1WXn6dfmdx9+Py8Mv6mgDXl+IV7s3DT4R25k/+tXP+IvFd9q9qkMsSxIOoVs5qxpeg2uoy+VcXTxsvDArzn862Lr4e2yW0hW9dn6oCnX9aAPNvs8zr5iRsUHcCmLvjcE5Ug5Ga9Y8J2cMlpPplxbR7oiWLt3FNi8O6Rql/NCLf5UOC6noaAORt/F2rNGo+1lVVduKP7b1CU/PqDZ+n/wBetPUvCVnomuW6TO8llL/FjGD+ddRaeEdIJDG3DqRkN1yKAODGpXjMQ14zVE1xdN/y1lf6V6e3hbRoShFinzdDipo9GsYBlLZB9RmgDym3ivbyYRKswYn7xr1Hw7pb6bY5eQvKwxyMVZjt0jlBWONcdwtWgSsgYHcPTpQBIrYBB6jrSKSxJJ47Ux8h39COKmVfKt139cEnFADlTccZx71OLcAY+9SJHk7enG78Kuoixrjk570AUTBtPXNOjg2nIFWxAA3BzmphbnigCiYQWyetBj5q6YwJNh60phw2KAKghGKesLyncpwKteWFHNSQKIlxQA1Il2fKMMO9SCHzI8McmkLrvwnTvQrujEnpQBHM5SNEPaqhhYsTnrV91Uxh37VHkdulAHiEqCSXPpUPKvjrUxyJQP7wphIMkn+zxQB7x8DxjwVef9hGT/0COvS680+CH/Il3n/YRk/9Ajr0ugDM1vxBpXhyzS71a8W1gkkESuyscsQTjgHsDWhDNHcQRzwurxSKHR1OQwIyCK8r8Y2yfEHxvP4WikKrpWnSz7ifkNy+0ICR2AYH861vhDr7an4S/su53C+0lvs0qt125Oz8gCv/AAGgD0Giiuf8SeLrLw3JZ20lvdXl9esVt7S0QNI+OpwSMD3/APr0AdBRXL6f4uuZ9XtNN1Hw1quny3ZYRTSBHi+VC2GZW4OFOBikuvGbrrF3pen+HdX1C4tGCySRxokOSAcB2Ydj6UAdTRXJaF49stY8QzaBPp9/p2qxRl2hu0UA4/ukE54OenSnan45t7TxK3hyw0y+1PVViErx2+xUjBwfmZmGOCD+IoA6uisjRdal1Y3KXGkX+mzW5UMt2q7XyDyjKxDAY61iWnjq71a3+0aR4R1u4g5xJMIoAw9V3PlqAOyornfCXjPTfGNvdSWEdzDJayCOaG5QK6k9DgE8cEfga6KgAorkLnx/anxDc6DpOl3+rahbD979mCLFGe4Z2YAEfz461JpHjuy1LxG/h67sL3TNXRC/k3SrtfHJ2MrENxk57gGgDq6K4zxH8S9F8L64+lahDeGVbcThokVg+TgKBkEk/lVq28ZltC1DVb7QdWsY7MKwimhHmTK3TYM9fUcYoA6miuKu/Ht5YWDandeENai01V3tMfKMir6tHvyPx6V0eg63aeI9DtdWsd/2a5UlRIMMMEgg9eQQRQBpUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV5z4qG74iQL66V/7VNejV514o2j4kWxZguNK6np/rTQBVU4VvrTyRlfpWfPqdjaJKbm8hXnsfes648c6BFjyZpLiRRjZHHkmgDcj4SSnoqiPCLlmHNcj/wAJjc3UbrpOg3rTHo86qE/nULz+Nr+MLi1s1P8AcOGH5CgDsiEjjAaQbtwO0tiqGo+IdL09m8+/TIH3Ad1cjJ4Qv7ld9/rFy7E8qJCRViz8K6FZMJJkE0g5znJz+NAEGreN01PTrrSdOsppRKn30bb/AErldP03XZY1iktIrdUGA8oya9ASbTLJm8uMdMY2hahbxBbl8JNCpA6ON1AHOr4N1aRP3+pfuz2iTp+tTr4A0nzFe4M0+Ou5sZ/Wtr7dxnMzKf7nyj+dQi5VyfLwPZjmgB1poWi6cP8AR4Yw57eWGP61ddxBH911T/e2j8hWdNrFpbITM7A/7wx/OsSbxjYWzNulD89EGTQB1nmuYg6oipjhgetVv7R2E7ZgB0yBmuCu/G8BZ/s8E7En/lrjH86yn1/VrlStuNgbkLGnP8qAPSrjU0jG+RXceskvH5Vj3Hiy2hc7buKMj+CNOR+NcTFomsai43W95I7c5ZsA/ma39P8Ahj4hvEBSGGHPdyc/yoAZdeNXlmKxWzznsxfbmqM3ibVmwQ0dsh/4ERXa2fwavioGoajCp9EY5/lW7Y/CPSbbaZ5FuD9Sf50AeM3F9e37ky3c8h7bAcGpbPw5qmoJug0mafnG8kivojT/AA54c0lMC1QuOzKOK011O0t1C2cKKByQFAoA8R0T4TeI9SwziKwi9HTca7Wz+CFqApvtbnlP91I9o/nXdjXJJQXjQhF4IOKpXOuKz9GGPSgClp/wo8LWbZa2e4bHV2JretvD/h/SV2w2NpEfUxgmsRfEckDEbm2nio57zz/3rksPQ0AdiLy1jCxiVADwFA4qJpLGKfcI13n+LbXJRX44JPA6e1Lcai83BmbA9KAOtbVLePgGsnWLu21LT3t5IBLbs2HDf0rnXuJD91i31pfthVMZIIoA43U9Ifw5fnUdJDGyI2yREcr3yPyotgZpRr+hXZtblOqA/wCsPfIrqpLuJy3m4IYbSCOCK4q/0a90m8fUtOUNbk5ZFP8ASgD0fw18RbXW2FheR/ZdQGQyhsgkdcflXUDV0xyo49DXickNtq0Ud7pLRRatGN2M7Wz3H5ZrZ0rxZJdOllfI1tqAGFDjCPj3oA9Rm1mH7PIcfwnHPtXzdKv2rWL6QdTcSH9TXp01xLE8kZeTeyner9B9K8vhJE9yyHB89+fxNAHaabIYtA0f/Z1OA/8AkQV7FdanAqtGybgwwQe4rxgPs8H2T/xJfxHP/AxXavqUN1HG6GTeMZGPvUAc74y8G2c0x1TQpxb3vV4SOD+teWOsV0doTypAfnQ+tel+I/EcCSC1tYjPqJ/5ZH7q/jXA6no723+kXFzjUnO4RjofSgCHRvEOoeHJSF/0i0b78Lngiu9iXYq6lo1x5sB5kHUr7V56T/aGFRVjuR95ZOM0mkave+HdQ82yd2h/5aRHoR9KAPVrdobw+bYEQTH76k5BpA7zT7IUUXSnBDHhzWZbC31KAalocvmE8vbg4ZPwrQ32uoRKLkmK4AxleGU+9AGvp+rR3l1/Z8oHmqMMsnQEelW50SCPDIHiYkCM81y12+7bb6uhiZeIbqIcn0JNXLfW7nSCsOpqxgYYjnI3IwoAsSaNbGXzrS4ewnbpHHyrfWsq/W4t5jHqtgt2o6Tpwa2ZYXkj+36XL5it1TOQfpTbfXIdptrpTBL0IcCgDBisoJGE1jeOJD/yxf8Ahq+uqajY4WfPH90ZFSXukW12TPCAGbnzE71ludXsFIt2FzCvVH6/rQBpy3FlqQDXFomehcHmmnQrKcb7C9ZB/dYd6zE1CwuiFnWWyuu/GFP5Vb2TwoGXZcIekkJ5oAiuNN1O3bb5SzLjOarJqBtn8qbzYmPYdK0or+8gICMSp6pL1q+9/bSQeVc2qoW6tMoI/DGaAMuO5EjAgxN7kYP5iraXch+QK6/7QbcP1qJtDsLnP2O5WKXqdpwtRyaXq9ov7rZdIOuG5oAsySxyjZLHbSn3TDfnTBp1sy821xF7xy8D8Kof2mID5d5aSQn+8yjH6Vaglgl+a1uju9ENAFuG3KHy7XVZI37RyLn9c1NJHqMC73SO6qu0jFdsyxSn/aHzVJFIqjaDLEP9mgCuLyRZPMayMD99pq9beJGikVTfTRnsGHFNjuSkuI50ZvSYc1PIY54yLq0VgerooIFAGomtzTxf62C4B/hYAZqA3Fu77ZdLjUt/Ep/+tWX/AGbpUvCq8Df3kyKni0iZcfYtWDuOkczHFAFtl0922bWiIqO7sYJoDGz7kbg9jUMtlrMeWmghmPpD1P6Co/PmTAubGeIDuRnFAGVc+E4YofO06d7a4WRWD5zWlpd1qVlp0iahdtdyvLhWYYOKn+12RXBnIY/3gRUqlZQpEkLhehzzQBfW4jV1idCC1PXAPy5xVR2MimYYaVRwK5241jxJPcJHHp6xRg8nigDsWbamartNVeS/kRkSSEgnrjpTGu7Jzj7TGrf3S1AErTbztzioiwRutQlRJIWjYEeoPFIqnJDdR0NAErPuphpAh9TSFWz1oAVjhcjrTWO9MnilVWz1odSwxQBD90bc5A700qCc1KIuOwpfLPrQBFsHpS4A4qTyzS7PWgCMde3TvWF4lm1G3sFi0+N3kcnJjOCK6HGORTctuznmgDyifSvEcwGYLxyepMpxUUfhXW5OZLNz7O1et/MDkM3505clgWJP40AeT/8ACH6qy/8AHiF/Gs690bUdNA+1Wm2HOA/UA/Svb847n86gkijuFeNollXHzqwyMUAePS6JeR2SXcMizxMRlo1xsq5pnhmLVCVOpMr4yV28/wA66s6e/ha7a7jJuNPn+SSJefLz3wfpVqbSrC/jS70uQWs/9+LjPsaAMSLwItgRNb6jN9oz8hAxj9arXVvNpGu2YN5Lc3UxIkRzwePrWhq+sa14WiVtRjinEw2wvGck+9cU9zcXkv8Aaf2phMGypz90+lAHrFlbvPZC1vXLRv8AfjI7VxniHwfbadOl7ACLd2w6dgPrWxoPjK1urXyr/Mc4XAIAy9bR8zUrKcTRFYZEIWNh6d6AMHT/AAxo9xAjm0yGHDZ71qQ+GdIjwpsVPPU0eGGMugRRN96OQ/pW1soApDQ9NQfJYQn6xinDTbJSAbK3T/tmKt7fc/nShckZb86AKUmk2TKSIIB/wAVwF7Ypa6zdQRorZXOMdK9MdhgtgBV5JxXnQkWXVru+V/kYHAP8Q7CgDCEQSzljkChlmULx1zitbUox9ktpEbazOFINZ8NlNc3KzzjaqnIU+tXdX+Wwj3f6xW3LQB6JCrG3h2S/wLn5fapHVzA6KVYuNpJFcTF4i1mfyhCsUabQAPwqzF4l1OCc/aYUeNG52dc0Ac3Zwt/abI56hl/U1cvI/MtlRfvRgH8KqzzFZ47iIr8krK6j73rz+daKgSyKvRmTBPrQBnXUanVI7pOFkeNh/wB8jNeoQwYfIGd2D+leaRqZryGy24KSgL7ivUlDAx7vl2HDe9AEM8cUsJjnQFD/AMs8Zrn7nQ5dMmGp6HF5Mqj54zyGHrXV7QCOBSx5RiyDJxjb60AcdBZ6d4lia9QGz1FTtmROhb+9U0v9t6KyqyxarEf4tu3HtVu/0Kf7ebzSWCXB5eJTjNSNr1vFi3v4pLG6HXzfun34zQBxuu3x+2RzQWlxZzyLtaJGJDD1o8KRajdXl3bxGSKMFWkfOT3rpdX1rTmtmIuoGnC/KwGfyqr4Pdp5dXFsyl2EbHB68GgDoJtKtr3TxZXTmYEfK56qa5m11lfDt5JpN+5khA/cup+6Pf8AStC+8QSabZSQ3MTR3rcROB8rVxs0bC2e4vQGklOZSecD2oA9LtrlLyyimhkEkYPX0qwU4rhPAt6bWS4s7gusFzhrRn6cZyK9BWJ2PzjaOxoAq+WCakWGr6W6qMEAn1p/kr6CgDOa3MkeRU8dq0iqrd/lq6kaAYBxUg+XAj5OcjNAEEcPRvU7KmWI7hk0u2SMDcowDn8aehLDJoAfhVxQ+e1RgM569KlLBVOeuKAExvT/AG6Bgr7jrSR8Ju79aUng4HJ6mgBI28w4pw6VDv8AIbJWpg4YcCgCJfvmpX6Uhj6kURsF/wBZzQAm7efLpfLxxQqYYsOtS7Cec0AeEM2J4wfSo2X95MenIpZTmVX9KFPnPL7YoA94+B//ACJV5/2EZP8A0XHXfaxqlvomj3ep3RIgtYmlbHU4HQe56D61wXwR/wCRLvP+wjJ/6Ljrf+Inh3VPFXhc6TpVxbwPLOjTG4ZgrRrk4+UHncFP4UAcD8NdT1CzTVNfufDer39zrFwZRPaxoU2AngFmB+8W7dhVjwpM+l/Ga/efTr7TLbXLd3ggukVS0oKsx4JHaT/voV6rpOnQ6RpFnp0A/dWsKRL7hRjNc9448M3+vHRrzSJLaLUdMvVnR7hmVdmPmX5VJ5IT8AaAOtryjUZHf9o3SVmLBY7JhAOx/dSZ/UtXq9cb408H3utX1hrmg3sdjr1gSsMsoyjoc5VuD2LY4PUjvkAHY1xUfji71rX9Q0bw1paXEunsUubq9m8qFGBIwNoZmyQew6Gk0bSPHr+ILS88Q63pxsLbeTa2CsPOYoVG4lRwCc9xx071lt4H8UaD4s1PV/CWo6atvqTGSe3vw+A5JPG0HOCWxyOuOaAMaL+1f+GgNJOrx2Ud01k+RZOzoV8uTGSwBz+HpXQ634P1+z8dv4u8M3NoZZoQl1aXRKiUAAbVIB6hV64wRnPNV9I+H2vWnxAsPE+p6xBfyLFJ9qJypDMrKFjXGNoyOpHfitPUdL+INvrl5PomtaXLp9w2+ODUFfMJxjClVPH4/hQBP4d+INnrI1SC8srjTb7SYzJewTEMFAzu2sPvYx6DqOtQaR4w1zxbZvfeHNGtI7AOUSfVLko0hHXCRq2MdOtN8J+AZdNi1m6169W+1PWVZLp4htRUOcqvA9euB0HFZGh+EPH/AITtJ9L0TVdEm04yF4WvFk8yPPXAVcfhkigCr8J/tA8b+OBdLEk/2seasJJQP5kuQpODjOccV63XB+AfAt94P1nW7m6vku4b4xmOQsxlYjcWZ8jAJLdia7ygDwz4Tv4qksdYn0iLRnlkvM3TahJKshbGf4ARjJbr3zXU3HhHxdq3jnRfEOpPocA09gri0llLPHkkj5k5PJ7jrTrvwFr+i+J7vWvBeqWlqt8265sr1W8onOcjaD3J9MZPOOK1tF03x22uw3niDWdNFjEG/wBDsIziQlSBuZgCMEg9T0oA5bVbSC7/AGidLS4iWRUsxIobkBlRyD+Bwa9D8S+I7Hwpocuq6gJWhjZVCRKCzEnAABIHv17VhXHg/UJfixa+KhNbCxhtTC0ZZvNLbWHAxjHzDvWv4x8NReLfDVzpMkphaTDxygZ2OpyDjuOx9jQBgalqXi3VvClzexabo0Gn3Vi8nlz3UpmEbITyBHt3YPTOM96n+EX/ACS/R/8Att/6OkrKTwp4+vdHt9A1HW9LttKjhEDy2KyG4ljUYCksABkDkj9eldT4F0G68MeDbDR72SGS4t/M3NCxKHdIzDBIB6MO1AHRUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV458VNJu9X8a2UNretaBdPDSMHK5XzDxxXsdeQfE7UF07xvZu0M0pbTsKsQzz5h6+1AHN2vgvRre8SW6uZrzb95ZCWBP0Nbdvp+lWjmS0sdhHTagFYsPiG5kYCLTUikP3WmfFVL/AFXUGYpdXscOe0Iz/OgDrZdSjs03GSNF9JWyPy5rIn8UW+9gZBOD0S2Tp+eK4mS902Cbzbq4kmH/AE0bj8gae3iiyjXbY2MjHsY4+PzPNAG9c6nLKfMtrC7j54aRwB+OCaqzzX08ZE15aoMcrDnzPzwOfxrNgXxNrTgWmnTfNwDI2AK1I/hX4x1HBnubK2RuuHbI/wDHaAMiUaQnN5f3MuP4WkP+NMfxdpVknlWlvGQP4vKDN+Zq1rfwr/sOONbzVRcXs5xHDHn5vzFd1afDrwt4X0xJNVQzXDLlkBySfYUAeWSeKp7hj9ltbqQ4zh+V/LNVoJfFOvofsNsyR/3ol2j9K9bufDV/qljLJpOm2Wk2OzIedczOPoAf511Pw/0iPTPBlmg2l5FMhbHc/wD6qAPni28D+Ir/AFs6XPj7SE8w72JGPyrsNO+Cd+XV7yRCp6hCR/Su98NXEV5rd/4ouAy5/wBHiGOoGc1uHxGkxkVGI7UAcVa/B6xt33yGNh1Adyf6Vsx+FNPskCloUReAIk+b86uS6qTuG88GqX2vzGO5/pmgDStk0+2KlgsoXpu5NWJNejaQRQRBEHbArlj5izFmf5c1KIwhNwHzmgDVn1grelMFeOoGKoXGqyrPtzJg981UkuBdsWI27e/rSAtcrkjCr3NAGgZvNjB3EsevNVZPMQjaxFJG624+Y5B6Gkc+YRIM7aALULyouA/ynk1FKX3n07GmtMEQYqCW6DKPXFAEzorKDKQFHTmjzU27d4xVV5A0QD5257VEWhPZqAJppXRlVc89MVPA7xtmRSeOlUTJI3zIwwvrU8U0zx7wQ2OooAlMomfYpKH34FSRhXJjBJYdSelUZJkkO3O1qkVpIlBI49aAJ7mzVkwzLj2NJbWj+SYQ+Ub1NNALDfvz7VNHNsA3UAcjrXhptPZ9R084miO8oCRuyecVGNQg121NrcxGO+AHlSEYMZHrXWXc32kAqu3y+uf4q57V9IW/kF9ZYtbxeQH4ST1oAZHq95ptsLTXEZsAiG5Xlenc9a5K0USee6Mrp5rPuXpjJrpBqi6pazaPqkBimYbQ5+6Meh/CsRbW50FZLXyle3kPEueKAOh+QeFbZt3AvYi2egG8dat6n4ia8caXoqDzJPla4/gTPBOetULuP7X4CKKPKkmuY13HpjcKhivtO8P2J06xje5vbgbWfHQ+3NAFqWws/D9lsuJvtOpzfN5q849smpdI8Nyzu1zq6h3bmNM5Kf561LoegvbSfbdbcT+ZzGkZyV+ua6NpHExEpUt6r6dqAOD8UeGCxFwihHHKsnr71ysrJcuIpF+zyju3Ct+NexSmOTMcihlbgg1w/iPwjJFHkssg6rJH2+tAHJ2N3e6HqIvrBzEyn54s4zXodtcWfiKManpcypfMN01tJwS/fGK4ORhNKsU6+VcAYLHo30qjbyXmjawLuyYo8b7tp4BoA9XivIZ4DaTqxfoykZYGoVNxpyskwW60+Tja/wA238+lVdO1Kx8UkX9g/wBn1VFHmwScBz3xjPfNaEM6s8sDxupH+tik459qAIbKSbTnabS51W1k5FvITnPt2q7PNZa2nlXX+j33Ta4wT6dKzLq2+yjzotzwZ+VR95D9KrmRbl1M4Iuh92YdMds0AWFt9W8O3pA/fQHoAcjFXU1SxvZDvLW8n8QIwKbbazNZxCK9ja5iT/loByaZdaJb6sDe6bKqo/WN+DQBZm05L2Le8aSxdAycms4aVfabI02mTosXXynYg/lUdrdX2iBoZQzLuyAORWvFqVrf5Eoa3n/vfwUAU11SNoyup2riRuPMUU6C1VgXsLuN0PWOckn8OtaVzaiSzAljSaP+/H1rGfSwrbrSUo391jQBLLapbuXlikjLDho+Vqe0nuoQQk6zxN/yzB+b9ahiv7ywUxXcHnr1z2FNE2m3smY5XtJf72PlFAF19Wgf91dwMo9HXNVX0TTL1/OtJ/s0p/iBwv6VdNtKLbLLDdxf3lPzVShtYGlJj8yE/wB2XhaAE/sbU7YboZ4boDpyc/qKji1G7t3K3FtIo7tjIrQE11ayDADx+sZzVk6pEybLiEFT6gZoAzU1C2u5SpKMPcYNWIColBt5njx2JytRXGjWU48y3f7Ozd26VGmjalafNDNFOvsT/hQBrEyFf3xilX0Q4JpitE58tI5IwPUf1rNa7ktwVntZN3qnIqW31OPcAX2sf4WFAGvbyXCNthvUUejEg1px32oIuGiWZfXhv51gmRVG4qu09weaSJ5BKGiu5QAfusOKANqaWyuM/bdPO49WRRVT+zNLlP7iZos9A3GKkTUplIDJHIPUd6WS9sZAVktpI3PGR2/WgBi6RMv+ruYyB0wxpy217HvMiB/Qqc0Ktq+BFeMjejVdiW/gT5biCQe55/lQBRadmQJPbyY78VzN14Ss7h2lSdlc9BuNdk1w7n97A5+grNdoDLwCpz0NAGBZ6lH4cSK0vYbh8nG9FDD8810Frc21/bfabdwVJ+6Tg/lTnSKQ7pYhKq8YI6VzFz4Sv1v5bnT9TjtwvziIk4/lQB1/2diwUAZIyOagaFvMYFduPWqenW1+lr599crKU4/dZ5qOx8UxXmpy2AtZlKNtycf40AaAiJbAxSNEwOOOKtoAkjL0OaHjyfegCoImx2pCmBk1a8viomXtQBBx6UnlsxyOlTCMVIsfy8DigCr5Te1L5Bx2q00ZAyRQF+XNAFTyjjPFNO1BljgetWscVnatZXd1YSR2Uqxzn7rNQBFe6xp2nypHc3SI78gcmmHWtM+8t9Ep79ea5CCFrC+eXV9OubmcjapUKQf14qUw2EWZbnQb4IxzuUgn8s0Ab95rmjtA8X2yMiQbWXaT/SuQsru70rUpP7MjluraQcgD/Gtu2vvDicx2c0TetxFx+ma1I9X0dMPFKkbD+6OPyoAzoNOvdY1FdQ1O1EVrChWKGQ5OT3x+FcvrXhi40a8aeGPzbKRt2xTz+ArtrrxNA2Rbxz3c7YVQqgIKzJF1ca/pY1JohBM5xEpycY70AYnhvwxc3GqrqM8QS1j+Yg9fbivRXkcxZcYARtv0xSvtitpQgIXjgD3pLkqTGq5AMDnn6UAZHhNB/Yyyf35GFbpABwcA1i+DsvobKP8AlnKa3jGpOWBLeooAj20GIFWOfmA4FS7GpuzEhOfmCn8qAMbX7trPQ32Z3MMFh09K4QBUligXgKR+NdL4o1iym017G1Y3EwPzEdq5KxmS6v8Ag/dOaAL025zMR1Qg4FM1OBrxowOAq5OaW3Jb7Sw5GOasXMhL4Ufw0AQmJx9l2YHyinxfNPO/Qo+4HFPLnzIhj7qimw8idv72aAKVxZRyM7RDE8pyWzxmrZIjaDOc7cZHqKF/4+I+O9TeUJthH8OaAKocRarb3R/5YuCcenWvUGU3CxuMbZDuFeWMryu0aJlmxg16jYRy/YbZXIVhgc0AOKmgRkjIOD61Z8kjpSiLigCsYgR8pKv3YdTSS6bb3UeLi2hn9pVBP5mrWwDmpAQRxQBztx4Q0aVtzWipnsoGBWZpGnw6R4lvYoF2o8KsAK7IqSjZrm9v/FWzf9ew/nQBJqFhDqNq1vOobP3GxypNcFPosunarb2urTf6CWIR15H0avSQMsPqtYvi6GObw/qG5csmGUjsc4/rQA/UdLt9T0u2gs9kTW5JgkH3Tx0zV7w5qj6nA1hOCLu2bDeh96wvAt4bnRhDMx220nPryDitTTFW18c3HkjiW2DY991AHWKqnp1HBBoABOKAM3LuOjDp70J/rDn0oAVWUnAWnsoOMcGohgn5etPAYMM0AIQT95jQCEyDQ/UUP96gBVOzJPelOGGaQrlRTVYrwelAEwZTCQOtMQkKfUUxsscr0p28ZCigBu4yffFKB/dNJKNnNJhj92gCUMwPzEUSDcPlFJEhwd4J9MUMzDoQPrQADeMZxT9zf5NJS/hQB4KTnax9aehwrOP4hk0xhiL6NTrbmL5uOKAPevge27wTdn11GT/0XHXpdeZ/A7H/AAhN3jp/aMn/AKLjr0ygAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArxL4w6jc6d4z0+S1heV20/BCruOPMavba43UYYpviUoljRwNI43KDj98aAPmrVPFF5eyGJYCswPfgisGTUNRvZBBLO248Bc17b8R/AKQTv4g02BFRPmuFGBjJxkD8a80l0pJInu4YT5owVx3yQP60AUvDfhubXPEdvpyBpcktJz0ABOK+htC8D2tkkfmWsUaoB8oAOaq/DTwXH4e0wX1wn+nXShiTyVBHSu9oAhhtILcARRIv0FU9W1q10iJfOf9/L8sMYBJduw4960s4rjPEOnTWXiK219ka6toiPNQnPlL3YD260AUZbZoNSj1/xChN+52WVivzLnt078962NF8MytcHU9ck+0XztlYycpEOygdKz/F+qW7SeHb+2dZYvtYO8DIA46+lds8qIMswAoAWQZjYYHTFcr4Xv2fwDHMWw8MTKfYit2fU4bYoszqpIyfpXAaJqqwfDPVpeyvIF49QKAINMcx+GbS3lfykLGT65xWet+qX0qRj930DetVLy/Wfw/psKMVkQEP8ApiqjyOlpGEALjqc0AabXDs5PmcKcNTTqIfDxfMB1ArCjupWaZQerHqafZvJbo2RweDQB08U32tA6HOBytSpIZNyfcH92sTT55beYMillJya1rgSyYkiXl+cUAJJxmJP0pQ7xxldxC+lLCRHxN/rO4pszKxO0/hQA4o0iLzwKfCxiyrcp6e9V2uBCFRgQTSrOu9d54PSgC4QANzD5T2qtdDIUwpjNTKWdiuBgU/eAuzggUAVo1aSMKRg1IY1RecVDdSvEqlR1OOKY0rlMsCBQAFlOV+XB9DzTo5EtDvXfg8EEcVVjTc24LjPcmrTL5iFWlUjsKAIpmjmmDoOM81N5zEBScqO1EFuVjI6ntTPs9wnLRHB6GgCwrArhTiq5d4pNzsSKeUlRA5QgZ6mmuPOTaqszfSgBwnSVSu6mefC0LwzhyB0IHSkax2BWBwT1zVryHNq0caqxPckUAYOuafb39mrwyETpyjYxj/IrjJ9bu7uA2JUukb7S2O2a9Jk0+Q2pEjKuFOTuFef6SyK2oRbAzbmwaANTUpLqTwbbQQcpJMoQg9DkVpeH/DhsWN1elZLnqpJyVrGEbf2HpuJCAbpRtPb567aG0nR5GALjigBUdpSwzjFEF1bnIdjv9KlurWfajW8TH+9xURsTkSGJgO5xQBIELwuGYAno2elJFcRuhikcLxzkZzUd3bFyDE7bR14xVZ4PMGWypHoKAOf1zw0ZS3lLuOf3eDyK5S4cgi1vkMdzF8obH3setepbpFtwRGGduuT92sPWtMj1SAI8IWcDAm6fnQB54GvNM1BLy1YxXaNuCqeDXp2m+ILDxnbRBZFt9dt1G6MjaJj356V55d2ktoGtL0NHKDhJex/Gs+RLm0uI5rZjDcR8rIpxuoA9h2yrcbblRBeLw8bfdI7H0qhdWcgneaFS0Z6p3BqtoPiqy8S6bBYatOINVg4VyCDJzxk1uyxtbusVw4inAwkvVXXtyOKAMW1uNymCQFgpOV7/AI0QpcWErz2b74CeVzwlXLqyVpjLG4guf7p6P+NQiR1l8vytkn/LSInAf3BoA0k1KC/Ahuo0jnx9xhwR65qncaa6hzagSwnqrHBU+1V5reK7OGYpOvTsRS2+qy6eyW99GTz8kgGcj3xQA+wvZtPykTtJH/HHL1/Cr8d5Zz58weVKemabcJbapE0u9d6D78f8P1ql9inhUl4zPH/fXnH1oA11jlWDDql1Ax4YdRWVcaLbSbjbv5ZbrGe9P06eSGaR7Rw+MbomOMfnVyS8tLtWFyTazA8dRmgDKijv9KkDYkUfwj7yt+XSr7a/DdqINWtljA6NEM/nir8P2i3t8OFuIG6EY4qm1haXG542WNu6kdaAHQR+Yd2m3sZH/PMnr9c065LOuNQsHjx/y1TkVlXWmy2RWaAGFSfvqcg1aj1m9gRVuYvMjHRiQc/hQBOoSWIJazrMP7kvyn8M4qVPPthuKyRKOvcVAJ9N1dghfypuuUBXFWIor61BKTfbYV6q3H86ALIvFYDzFV1+lV7jT9Pv3YYCMejLwRUcr21z94vbuO204p6xTMgEJWdO+CA1AFL+w7uybfBdeeg52Oc1OLi5hX/SrWRI+5AGKsktA6qrPCSf41zUqTSA/OBKP97+lAFNL23lOIGIX24P61aW4GNnmIWPA3jJ/OmTW2nXTEzK0TnsoK1XOkXsR32cqvEvO1sZP4mgC2I492XXB9RUwQq2+OZj9TVAXV3F8s1sVHcjmpkvYdv+ORQBpLqN8Dt2qR+FPN9ayfLNagN/exVJbnHO35fUUrS7v7pFAF4Q20sZAuMA9qT7O0e4xsHVhgn2qiVjAG/cnvg1bhjdo/8AR5Vb2LYoAYjkQtCV4zwK5GK+j0TWbxp7W4kd33K0cZOBXZPb3SYYwk+45FRiVVEgOFkPBDLQBDpms2erWyXUUvzt8vllSCCOOa0o3PMC7Wc9c9RXn954OuE1CW802/eIE71j3YBPetrSvEIaRNN1O3kgv04EoU4b8RxQB0xUIdoJOOuaY+1FLEU5d3clj60pTzY2PZetAEPVd46U5H8xcLxzTFIKhR0Jp6KFU7OecGgBWO1dpOSaj7Yp+d4OfvU0qR1oAcoBRj3oK/Iu0c0iuArDuacHAC+ooAb5TFtxUE+4BprJtbLKD9RmrXzbd1VnYs9AEEtna3Q2TW8bKf8AYAqgfC2imbf9iXP+8f8AGtZMB+adkbt2eBQBUg06zsQRawIrZGVxWH4nc2txp+pOoCQTAMx5AB4rqG8t0QqSCX5OOa4jxterNay+H7Zw88zBi393Bz1/CgDbuLyztkMhuVUONx8w8flWLf8AjTScgW7NdThGXaiEDn6iuHa1fzM3c8txIowEYkCnxNGsjLGFaU/diiXJ/OgDrvAmqx/6XplwDBNK/mxq46j0/Wu5RSQFFeO2mqGy8SWtxKpi2TIkgYchc17MrKqgqc98igBrqAwAFYfivV4NK0ySGM/6bcKUTA5APGa3WIZsg1xnjqzla4tr1VBiQbHOegPegDH0vw4BbeY0uJWO7cDktWJeadJpGpiSKP5CeRWpDqN3pLwnAkgVflYnOaq3txLfXQmmIUZyRQAtmFV5QrcSHlalnYB0A6lf61CkkSzbwwCZ5NXrHSL3WbkNZxFkC43k4H60AV3TBEkhPTsaFkDRME+bt8orrrTwRA0AN7O7yjqFPFblrpFlaQCJLWNsfxEc0AedQW0rSAi3lPHGBSMxhBilV4WGeSK9QNuisrRoihe2Kp6jo1pqzbplCn/ZFAHJeEbU3N2zmISxxnG71rvPkkVsDBB4qDTbC30m28m1jHPU+tWsDOfzoARer+1MyTtxUijlj603G1cntQAcYpH+XpxSODtDDpRI4OKAGyB3UiM5cDOPUVzFzcLB4sG4hWurYBA3A4PNdO0ixqWY7V28tXl3iq9fX7+BLV9gsdytKvGQT/8AWoA7O41bTtOBa4vI1b+6Tk/pXLa/4qs76wntrBZJ5JhhiFIxgg9/pXNLbJDIXnDyns8rcVItzJ872sJcoMkInA/GgDofh3Isz6quwqSIwFPYjPNdBocy3XjS+mUZS2tvLLf7W4VyPge5RX1i5ww2QqxH+1uP9K6/wTbEWF1euPnurgnP+zgf4UAdfIoXgcMRmm5wnAy3emh1Z8sTxxTw2HJH3aAGjjkU9W9TTOTRigCQkEdRmo803cM4704qRQA9GAGCcUGMN0aojtz8xxTgpHKnNAEgbYu1hg1Fs2qWDZJ6VKWDj95wai/1YIJ4PSgCQ4LqH5B9aTDJzSTEnay9BQp8wdaAJUkJ6VE3Lc1IqgAlenrUZBEm1vlY8gHvQAqSnzMDaVpxK5PzVkXuu6Rpjf6VcDz+gijBY5/Col13UJFDxaTI0bDKEr1HagDyaT5Yn92pyjMQ+lNmBMJI4wafEc2Zc8Y4xQB7t8DRjwRd/wDYRk/9Fx16ZXmfwN/5Ee7/AOwhJ/6LjrrvGevHwz4R1HVkCtLDHiIN0LsQq5HcZIP4UAbEt1bwOqzTxxs5wodwC30zU1eIeHfD3gjWdDTU/F3iO0utavl82V5dTVGgz0UDcOQMZBBA6YrZ+FetXaXHiDw2t8upw6axbT7jeHDpkgDcO3Ckc8ZNAHqMlzBDIkcs0aO/3VZgC309alrwbwfo3hjxGuonxxdSJ4lkuSrR3tybeRQQNuxSRk5zxzjjivQvGM8/gz4WXQ028m8+0hjghnmbdJy6pnP97aTg+1AHYm6t1uFtzPEJm5EZcbj+HWpicDJ6V5bp3wZ0aXQY31Ke9OtSoJJLwTENHKeeB0ODxzyfUduo1rw0L7wdZ6Xq2vTxW9qsZvrrd5f2lEQhg5J4B6kknpQB0cN7aXEhjguYZXXqqSAkfXFSmRFdULqGPQZ5NeG+LNF8C6BpCa34T1ayTV9Pmimiih1ATGb5wCNpYnvnjsDXUfEywWLUPC/i4B1j0+9iF26/wwlwcn2BBH/A6APSyQoLMQAOpPQUBgyhlIIPIOeK4/4kap9l8E3FtalZbvVdtjaxqc+YZflOP+Ak/pTNY8F2MvhLTNHu9Yn0/StPRRcmOQRicBcfMx4AJ5/GgDrYLy1uSRb3MMpXqI5A2PyqevAfHGkeDvDunW2s+C9atodTt51/d2uoCYspzk43E8fljOa9B+LXiS78PeEAmnyNHe30wt0dOGRcEsV98DH40AdvFd200rRRXEUkifeVHBI+orj/AIUXM934Dt5bmeSaQ3EwLyOWP3z3NZUnwb0qysI5dCvbyy1m3G6G980/M4/vL0wfb9avfB7d/wAK6tdx+bz5s/XeaAO2mvbW3kEc91DG7dFeQKT+dTg5GQcivKJPBHw2heeLW9dt7nVWY/aLi51RUl8z+IlQwAOexB/Gtr4UXry6BqGnfbPtlvpeoS2drcbg2+FcbCCOo547YxigDvaYZEVGYuoVfvEngfWn143oXhB/F/iHxPFqV/MuhWutXDfYoW2+dMW5LH0AC4/HpzkA9hhmiuIllhkSSNujI2QfxFLJIkSF5HVEHVmOAK8j8N2p8FfGWXw1p8kg0i/tvOjgdywRghOee+UYfQj0rpPF/hPw/qesJqXinXHistgjgs5roQQhh1OSRknI6Y/GgDtYLmC6TfbzRyoDjdGwYZ/Cpa8PgOi+FvitoMfg/UYJNN1BRDdW9vd+em4kjLHJ9VI+nvXuFAHLeL/GkXhO40qKSza5OoXHk8ShfL6c9DnrXTq6uMqwI9jXi/xl8PaefEGhX+2Tz9RuRb3B38FF2gYHY4NduNK0n4Y+D9XvNLik2IhnKzSFt0mNqjPYZxQB1s13bWzIs9xFEXOFDuFLfTPWpc/jXiHhjSPB/iLSG1nxr4gs7rWL4lis+pLEbdckABQwwe+CMDgACuk+FE729/4k0KHVRqWl6dND9hlEokARw5wGHH8I4HGc0AejvcwRRu8k8aIn3mZgAv1PalE0RRXEqFX+6wYYP0rwrw14NtvGfjrxfDqN1Oun2epSO1vC23zXeSQKSf8AZCt7/N9a0vino8HhTwP4d07TGkaO01AtD5xDNk735OB3NAHsfnwmfyfNTztu7y9w3Y9celNnure2CmeeKLccL5jhcn8a4rwn8OotGv4Nf1O9ubvxA4Z7iYyfIWcYKgY6DPH07Disi88DeBYL65bxV4hS71OYl2a91FYWQE5G1dwIA980AeoghgCDkHkGuRvf+Slj/sDj/wBHGuT+EV4bTxB4i8O22ofbtLtH8yzk8wOAu4jgjjkYzjjIrrL3/kpY/wCwOP8A0caAIPG5A8G6nuIA8ocn/eFeNaEYv7WsDcMPs3mJvz+n64r1f4hXkR8G6lBHNGZSijaG5++K8WK/YzbO7gYKHbn6UAfSMc8OAiMMY4A9KcJYySAy5HvXnttri+XBIkwIVeQDVhdcLyFo5EAJ9aAOxuL+CElXJO3niqNzfJLazecVe2mQoQOqgjBrnLjUcxs7SKfoawJtYbcyJIQp4PNAGdq3hvV7eKS10m4FxAr+cu9wAg/H6V0661LIiJfSlbqKP7q8g/iOKxZNQcwlFlxuXBwe3pVY3Jxk8tjFAF3Ur+6uG8+VioVMgVq6D4WmvPhfNYrKv2i9DSq2eAT0FYUchuLN1kQscYGapaYdb0wL9i1obF6QNjC+1AGc97Gt6tnfxG1e1G1gw+8f8ipxEJfnhO5O1TeIb3WNZgaO80i08xuBcRA78/nUXh/T721s/s1wrCRTk59KAIodOeSeRz8p3HA9avwWJyZJU47Cty2sZJYy4hIBPBxWg+ksiq3PK+lAHPxptHyLtHvVtZjEFK/M3eotQt54HjRY2KZ+ZgOKbHsWVj5gKdqAGvLuvGf+MjlaaqhZd4OWPaork77oNEee+O9WGVdomkKw47McUAJcr9rQFB80fBqn5buqr/EDUb65p2nTSyT3sRDfwK4JrCvvHaib/iW2ZkA6sRQB2NmzbJIW/wBb2FPjSSMBHjJYda85fxjrEk3mR2qRn1INRL4k1+WRmMuCT0FAHp8m1Y90gWMerkAVj3+u6Rp+DNeiYtxsiBP8hXn95f6zfp5dzcOI/SorezB5PzP60AdZP42077ttZSkj+8CKz5/Gd0q7obFV56lh/jWIbdwWLdvamxovdaANqPxxrCn5IEH4irieONVkUA2kRI6/N/8AXrAe2UJuAqWDMcgJQbNuPxoA2/8AhO9WAKxWkQb35/nWfL4r16ZyQyR59AKrboyGwPnJ/SpY1HlscDNAFZ9Y16Vj/pff2qvLf6zvJe9kB9jxWjtURhsc+tRPCXj3CgCh9t1ZxtN5IwI6E1d8PwyMtw4cbgTnmmrCVVi3QCm6HJ5aT7UJy5oA2NXlMXhmyMS/OLgEN77qp/2x4hiuHkiuAFUZI3Cr+roV0DTWbKxGcHYf96s2ba8zPGeA3KigC3F468RQ/KSr/gKsD4g68DhrdCPfArOB2jPl8/So5YhIC5X5iOaANlfiRqana9jGfbiph8RIzxc2LL/urXMiHjAX5uxqwssWzY0a7vpQB1C/EHRduGtpx77DUiePPDzsMiRfrG3H6VxQQCQhgCPpQ9tEreYsYP4UAdPqmt+HtXtXtLi9XGP3cgibK/pXGiVIm+xzyLKmcRTDpj39Kn+yxsMCHiozpQlDgDbQBRvLKe3n3xsPMHKOp+8K77wr4z06/wBFi0XX5Cl1ESIpipPfjkVxsEghxa3SnYOjn+Gql7pp3+ZBneOQy0AeyyW8UMaQ3Z3ED9zIOQw7VVu4YbiPZcuY5V+5Mo6enSuf8FeMrSa2j0XXGVJEBWO4kOMc8V1U9o9sShxNE3MbjlXH1oAxnVo0WO5JScH93OOQw7ZNWZW+RLa8Ea7x98ch/oR0q1JCjW3klTJETkqfvKf8KpMTpq+T5DXtjJ/y2UZMHqDjpj+tAFOKyu9OuJHseYxyY2YDP+NaNlrEMhMUbskv8aMDg08wIiRx+abm1PKzxclPY4qpqGnC4UTI6rIn3TFyD9fegC5cW9tK4dH8if8ARqjmmZEEd/bBuPkkFZttemPMV6pBH3S/A/Cta3lUxklftURHTuPpQA7TJprcSG0kFzGfvRscbfpmrUdxZXLmKQtBK3ZgRWY1og/fadK7tnLQDh1/CpxcpdkJexCKUDhsYagDTjtbuEmNNk8XXbkVVngs7tzGGaKcfwlTj8+lRRS32nOZYM3EZ4x1arX260vV2XDJbSnseDQBm3Gl3EMZeeJSi8+ZCwz+lQ2lxcrKGinMir1jYbT+vWt5IJ7dP3CmZPRuRj2pjwWdzG4dHtpcfeIwR9KAITqluUEd1FtLdTimpaQeZ51jd4k7IeKhk026isXY7biPP3v4gKqtARGjW7E46r0b9aANsXV2g23duHTuy4J/SnAabP8A6uZo5eysD1rMi1Oe3VS0LEL13A1aW4sb7liIpD36UAXBaXYGRCk0Y/iDDNQNLFC+Hlkif+4VOKWJLm0Be3n80dsHNTw6ojZj1Gy3buC5BGKAJIpy6fdVx60yWCynTDrsb1xTxYWkx32eoBD2j3CopY7xJStxasYx3jGTQBX/ALEcAm1vA7dkJwDRML+zAE9gzf7SkH+VWQkJH7m5WI/3ZTg1ajuL6MYaNpU9cZFAGONUhlk2ecUb+5IhAH44xVsRxBfM7/3o2yKvPJp12Cl1ahPVgMVXbQrff5ljf7QeiEjFAE1te3kQGxw6dgxqdr2CU/vrZRJ3IrOe2v4GwbbzUHR05qMnY25i6N3WQYAoA0DHp7ncZiCf4cGmT2MTsJJI1d/4WXmqyPHKQWKt/uHNTKZY2zG5VfQ0ASmW4gkUKu5QOTUizq7OIznI+b2qASOVPzDJ9KW1hEUbsxxnqaAHquBF9alUY3f7xqKKeBwV8+N3H3VjYE/jSFnK4I2tnpQA5fv06XtUaEqOevrSkk9aAEyKTvS4ooAl875cVD/FS0owo3GgBO9C9GpUIZw3anfLv4HFAFDVdTh0fRnvpWwUJVR6k/8A6q8ma7mAk1K4J+1Tv+7X2rtviMD/AGdZgZED3ID+g4PWuFuyraqm5v8ARoFyG7ZoAdrF0zxxBBi6k+ULXa+EPD502wSS6t1Nw7bt5IJArnvDekS6nqyandxFYYjlQwwDXocjrFvmUhViAPJwMUAeZ+NbYQeJZbjGYZ1yv1yK9ctCosY+w2DOa8n1W6HinxZBa2yEwI4j3IMgAkZavWrdUVY0yGSMYJ9aAFKofutVa7slvLWS3nUNbuCGPcfQVNgB8UdHz3FAHCXfgO+Yk2FyskYPyxuwX+dVJPBWvzN87RKO+HWvRj80m45z60+MAb+vFAHFaV4CWJ/Mv7jzI1P3FFdpFFFZwrFFEscB4Gzk01GO360gGB8vegCQHKuOcUiMEGKQ9TzTetAEnL5IOPamhyvG2m5Ip28nsKAJlOVB9aU9KiD7evejluQce1ADo2+XrSKQ5K+tM3leMUm4hsgYoAk/2KibrTtxDhjSTFZOVwPmyB7UAcx4x1oWNktjGT9quFyg9q8+y9oYrZTmSTLTH0rf8ZuB4sjefK7bf92D6butc9DMPMur2X75YLCn9/jtQBHLb3Ot6nb6daZdUb5jnFem2+lW+l6e9uIV3rHhmHOeKx/B2jyWFo95cRf6ZdtuRGH3BW7q1/Bpmn3V1NJ0XBBPU+lAHB6BZL5WtoJdsoG7b/s8133g/B8N24HZjXmegx6rrOqXEthAwhuWEUj4OFHWvW9NsI9M0+Oyjk3NGcsRQBdjO1m3U5gxOR0pqv5hJVcj1p67/SgB/ams22ndqjn/ANUcdc8UAOIB+YU0S5OKaSQqqOuKYKAJ2Kg896UZ4I6VEVJUH0pA5HGTg0AWGQykMnQVHKwMi+3WnxybRhTx6UjqOoHPpQAEfPu/gxUWShwKVST90/N3VuBVG81yz01cRIb65bpFD82364oAvNtgQy3LqkQ5JZwBXKXnii98QObHw8jGPODcyLtwO+M0p0G+11jc61dtECcraxdMe9dDbWkdvGIreBbeMD6GgDO0zQtO0uMPM3nXmMs8ilvm781p/am7M2PbpSSz26LtjcS47VX/ALQmHAshjtQB5Q6ZRV9aiB2QY7ZqV2wIznnFQ4/cxr6lqAPefgcQfBN2R0/tGT/0XHXTfEHRZ/EHgbVNOtV3XDxh4lHVmRg+B7nbj8a5j4FjHgW6H/UQk/8ARcdem0AeWeDfEHhS28N2mneIbWy0zVrKFYp4dQthE7AcBhuHOR+Oc12Gja1oN1Z395odqXgt13PJbWZQTYBOE+Ubzx2z1HrW/JBDMVMsUblTldyg4+lSUAeX+NNc8DeKfCd6zz28upLERbR+Xtu1l/hUKRu+9gEdMZqncaTr17+z8bC7s7uXVEC7Ldo2M2xZxgFeuQnbrjFesGCEzCYwxmUcByo3D8akoA4TS/il4fl0OKW8uZI9SRAs2niJjP5vQqq45yen645rJ+Is93qumeFLq5sbuDRZbuObVoJI2BhjyvEoHIAG/PvjvivTfIi84TeUnmjgPtG786eVDKVIBUjBB70AePfEK98ISeCL2z8OWFldXJVD5um2qutsgdSWd1GFGBjrnn616J4hsG1PwLqNjHD5ss2nusSEZy+w7f1xW1FDFCmyKNETrtVQB+VPoA8C8JX17458S+EdPnjlWHw7D5ty5B++jfJn/viIc/7VdP8AGCKaXU/Df26K5fw2lxvvzErFFG5Rl8dPlJx9TivVgoBJAHNBAI5H1oA8U+KF74Wn8Ivb+HbG0nkSWNpbrT7VTFbrnHzSKMAk4AGa6b4yaDfax4UtptNt5Z7iyullMcSlmKkEEgDk4O0/TNehpDHHGI440VP7qrgflT6AOMn+JmgSab5ukSS6tfSITDYWsTNMx9CAPlA7k/rWX8N1vovhNMtshXUF+1iNMciUM2B/31XoccEMTM0cSIW5YqoGfrTwMdKAPJfBVz4FsPC8R1WOyOtgsL6K9h8y7afcdy7GBYnPYD9c1q/CSRJoPE8sdq9rG+tTMtvJHsaIEDCFf4SOmO2K9C8iLzvO8pPNxjftG786eAB0GKAFrhvh0D9u8YnHXX7j+ldzSYx6CgDyvUQf+GjNI/7B7f8AoEtUdYj0xfjddz+MI8aT9mRdPkvUP2cuEQkZPykZMnXjP4V7FgZzjn1pskUcqFJUV1PVWAIoA8U8QXOi3XxT8INoFvbiyScK1xawhYZH3glVYDDFRtzjONwr26mqioqqqqFXoAMAfSnUAeWfGiGdLfQNTS3lltrG8Mlw0ak7F+U5PoPlPNdLrM+n+PvA+r2mh3kV2ZISqlMgCQYZVOehyB9M11pGeCKbHFHCu2ONEXOcKuBQB5T4D1nw3YeG4NK8T2dpperWQKSLqNuI2kUklWBYc8cfh7iu78OaroGqG6Ogxx+VHtEk0NsY43POAGwA2MHpnGfetmW3hn2+dCkm3pvUHFSYxjHSgDy74WceNviDn/oIj/0ZPTPjmD/YOjcf8xAf+gmvVAAM4GM96CoPUDFAEV35wspzbAGcRt5YPTdjj9a8V+HMnhjTbPUpPF0USeIDcMZU1OEtMykAjYrAkknPQZP5V7hTDFG0iyGNS69GI5H40AeRfDB1k+JviqSOxlsInQMltLD5TRqWBXK4+XjBxW/4nupLXx4GiHzNpAH/AJGNegYAJNeOfFTVbvSfGtnJalSH07a8Z6uPMJwPxoAw/FU2qy6fdmC28/ONwTJP3h2FcBrN7c3EEavp80MgVRuZCOld5Z+NI2jFtfae9nG/WQKR+prQgv8AS9RVo7e7s3I6LLIuTQBxnhS4u7iRopN2COBXbQpCsYjKfvR15qEwlXJjtVjH/PVBx+dSbY4hvEgZ+5zQBWvmljiwEIBNVZYY/s5dDl8dBWqN8y4kUhD3I4rPltPsz+ZFlsHOBzQBnRCbcN6MPwqSUScBeT6Vom5ErKGTB+lNmgEMwlQ7j6UAGnO5lWMgDPrWuumhLk5UZJ7CshQFnDOdta0eplZ1GflB60AaI0cTMFkDKB8wIHem22ms145KOSeMle1Xv7dji2liuO9bNtf6fcQBhdwxsR3cA0ASWen+VZKjooFTy21oVB3qCoxjIrPTUhJK8Md9BJtOMBwTSrFLcXQSVCkZOd/QGgDnZ5d813E0ZMAJAbHNcTd+INJsp2tmeQFTjpXqkulyLfsFiPknqccUk2iWbqWFmGx3EYOf0oA8in8Z6LZRM0O+SbHAxXGah4rvNVuG82QxKeg6YFe/todpLvcWUQ2j+OMYrDvNK0+dXM9naqF/i24oA8PjEBkBlkSR27s3FasVopUGOQKp/u8itfWtH0NnlCSRRyj7oDiudtruXTGaFkLQMeGI4/OgC3LamPqTID3WnRpEqg4IxU0TrJH/AKOwIbr7U0xlVbPJBoAmSKKdQBxTfs4hUyIeAcGkRHKLsznPanhXFlJuz98daAI4wZN+aPIUJ2JzSxglGx1qONJFkywO3NAC24PmlZPuD0qVrceS0gY7d3Aqs822R+e1SM7/AGRB/eNAE9wiG3jdF6nBpg+WFs9/SnNlI1VuBjioVDK+WztoAkcb4AE696QOUgAYc1IImVg/O00TnKYUfL60AQOxNu5HTFVNGkdEmYAHDn+dXhCDbvzzjpVHSB8s6/7Z/nQB0WtOs3hjS93BM3/s1YpAinbbk4OcVr6/E0fhzST28z+tZ8WHmfHLbelADo5DIvAx9aUEIAX/AIvSq6OTIVbiia7tI1WGS5iUj1YUAS3A+ztvYfLjPFZkiSwpHdPLuDHlPatOV0uIdqurhhjIOayYz/q4rq6gESEnG4An9aANA4lG5amgUNGfao1wIFkUgq3TFBJSMBepoAV3MJ+70bb071ZRcorEjcxwQKLgI1uV/j8ykWN7d0ZwQu44zQBHcCMS+T5Idj1qi3+gSmByXtm5EmOQe4rUc+dqG6MjOMZqrdQlQYZPmyc59KAMC/08NPmNjtPKuO9dr4I8bi1jGh6yQYhxHM/BX8a5qUSacVGN9pJwWI+4frVa/sopE3od8YHySLzk+5oA9ju7cRTLNDJ5kbrlZU5Uj04piM77zEqxt0lg6+Z7iuF8CeNDopbStWPmWkjZR5D9zPHX8K9CurZHC3FpIstq43JPEd232yKAMl7aTT995pqs0X/LW2xkr65Hai3ZJIzc2IGM4lgJyc+taQRbkBnl8iZR8jg4E3sfWs66tpw/260XyrpflMXZh64oALm1h1ODDRHzR/yzxgr71iOs+kSfKzSJn5vWP61twul8v+kS/Zb1OQSdu6rAc3YEc0cUFxHwJJPlWYfj1oAqW9zBqLqxl8udR8ssXH5ipmkcv5GoIqqfu3YGAfaqF9prI3nQK0Mg/ujhvpUljqDODBeIUcDkSDANAF0wy2X7xJWkgPSVecU4fZNQGy5gw/8ADOhyR9ajidrdi9rwp6xk5DUjiOUhoz9nm7qeAfzoAlH9p6EBLDKL62HGeuB+FXLbVbPVGVXkCyns/wAuPpVC3upre4K3CNHHjjIwpqxLbWWoxMpQRMekicYoAvrayW0heIM6Hse9Q7UlcpcQtET/AHl2/lVKJdW0g7mka6tu20biPyrVtdUttQUQ3UiyZ6xudrCgCpJp0sMbm3fCkfck53fQ1Q8iAgiUGGXsG4Brfk0s2w8zT5TJF1aFjkke1QSyLs8u4UIDwVlGD+GaAMe3M1uxLyMmPu7vumrUepyPJsuogVPG7HFTfYEC7rJiPaQ5z9KqPG/Ikja2buSODQBofY7aZd0UojJ6YanJeanph4DSxj+JlzmstoxNgQxgsP40arEN/NBgODcr6nqfwoA2UvdL1JMXVqquf4wcYpDYzR82d/5if88zVUNY3o+a6jgb+4SBUZsLq3O+3kZ19V5oAtG6ZX2X1oYox/EqnFWBBY3C/wCi3Ayf4S2DVSDVpoji4iI9XccVZZdJ1EgfcuD0kVsAGgB/l39oP3Zcp9M0gv4phsvLZXPc9KjEOp2BzbTG4j7D71WRqltIgW/smil6MxUgUARHT9Nm5t5zAx/hzkVXls7u3b5AJ0/2eatvYafcIZbW6Tf2TeKgEV9bYPzFR/dFAFVpJMgtA8XqCpqXzCwXaRjHOasrftn/AEiMsvoRzRL9kuT+5xHntnFAHN3nh0fbVvrG6kgcfeXqDW3ab3jPnOu5Rzz1qR7RklYpJuXZgfWuVfVtU0K/lW9spZNPc5WURng/WgDqWPzA42j0bjNLkVUstQstVtluLOZZVBwRuyUPpVqgB1GcUgobrQAuRSDlsH7tJThQAr/d2pR91Md6F60r0Ac142gefwlcIYyzK4kXaMkAA/415xpNu2r6rb6cATHI2WbHQDnn8q9ozEMi4UNCylWz0rhfBNrAJdQuQAGMxCN6L3oA6mO2jhto4EUBIscr3rK8Syfb5ItIspCJ51Ktt7Dqc/lWjqt9Fpdu90v8AxFCeshPHA71R8NaTJFBNf3O4Xtwcru6qKADwf4UXw5bymcB7mRsFm7D2rqCkasqofkHWm53Dax3jbgOOmabGgCnJ5oAXOWz70nViaUdKQCgBec05SFLe9N70rdTQAxeBinU0daXOKAFPJNJilHNFACEUA4paYwJ6cUAPA3k47dabkjpSR5Uv709F3ZoAXefQUhOT0ptKKAAgkYHWnLHh03feCY/GkBxSyvtw9AHnfxJjkW8065kjx8jRu4HAGc1n+GdLGoXhndC1raYCE9Czcn+Vdn4wEE/hq6aYK2FGwd85qn4UhEPh5AFwkgBI9xQBsuWFv8AIRlWwCOwrk9dsLjxZdTWlpKBb2gB3DkSOff25rT1zUJIVWzsBvubj92UXkr/ALWPxre0rSodGsIraIgnGXb1Y9f1oAZoOjw6Ho9tawjDsD5zY79RWgDt3rsGG6nvUjZCA1GHMn3higAiUIhAbgelPQgnhjTSip0Oc0hGzk0ATlgtMZt+AKYDmgqdwxmgBxU+cGJ+XFAQg0jK2O9JuoAcwIUU3AOBSg/KeaaQScDrQAu7YecipjIqxEykJERkuTjFVi3DNIcrEMk1ik3Gu3qh3MdinJHQNQAXF/fa3m3tYjDAp/1wGMitSx0y30+PYjoV6ljyzfjTopFeEpBtjROkfc0xx825AWf+6KALDagsX/HtEAOwbkiqcjSyMZHkJY9hVuPTnI8yQGMHk7hilkltoxiEK7D0OaAKUNozDdsKd+al8tRx59JsvrpvmDqv0xUo0uHHzXKg9/moA8hmjHy4boAaiJ+5/sZ/WpZhtKj/AGRUYGVNAHu/wNOfA93/ANhGT/0XHXpleZfAz/kR7v8A7CMn/ouOvTaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqK3ure7Rnt54plVihaNwwDDqOO4oAlooooAKKKKACiiigAooooAKKKKACiuQ8a+MpvCl9odvFZx3A1K5MLF3K7BlRkf99fpXX0AFFFFABXhPxuyfGGmAZ/48ef8Avtq92rwn42ts8Y6Y38Isef8AvtqAPO7O/ngwN+9f7r8g1JK9pdqVeIQOed6HHNVDt2ZTpTF5B3DIoA6HSbzV9Ljzb3kV/D3t1IZquP4pVGzfaNc22f4ypx/KuSjmkQ8EoucZFaEerSxrsljEqDru60AdZaeJNNkYZ1OJY242PxitbzYSmYrm3mDDjy5ATXAxnTr+UiYhEIOFK96rNoUkMyyW14Q2QUBPf86APQHIcBXiZcfxEUkxKwfu/mb1rlYfE+paayw6nCTGoxvXnNbVjq9rqFwBazoSf4GODQBKswuH2yDB6c1cikfaYnj4HAYClit45ZiiqS49BxWDr3iO30YNBC5kuGHAHagDea9trKFlv7iFYu5ZxmuH8R+JbeScw6XKzjP3lNc3J9ovpDJcyMST93rVlbUxKEEYCn+LvQBXjF+X81LyQSNycPzWgl74gQAnUZgo6EvxSpD5S42AhR1z1q0u5okO3hhuFAD4vE/iuBcR6jI4x65qRPHvjC1iCh2Ybu/eoNpwD5uM9sUyZFSKFzlsuRmgDUh+KnieANFdWxePPO1Dmn6v8SJNRtBbW1s4uG4K4rJeQNKxC4Q9Ko3ln5qmeFsOOc0ANjtZpJxLd5WQnJVu1Xp7dZ1EZ4RRmqtt/pKJ+8zKv3s1cNyLRT53AIwM96AMw209rIZbYM6jqBUza4VTE1syN3JHFamm+Hdd8SFpNHtiYgcEyfKM12ekfBSecLPrF8qOTkxIu4D8c0AecrqgkhG104OcA4NWTfwtDtyvP+1Xvmh+AND0QHy7ZJWIwS4zWz/YOkj/AJh9v/3xQB81eZDsUpcAt3VVyRUq3EQhKypKB2YxkD86+kY9D0uJiyWMAJ77BSahZaULN1vIoEg77gAKAPmNwkqt5U0TgcnkZFXGx5aAcjAIqjrhtbHxRdmwG+2yQPTGatrOk1skq8LkLj3oAnnIM7A9ABimFlP0p12h81yOwU1WRWeMyDoKALwlJUIBkY6UpIeKSPbtIQn9aqpcFJIycYxn8hViRxKZHj7pigCoMxyID0MZzUOlLm0nYfe8w8/jViQYjTd94xkCq2jyKtvKhPJkx+tAG94gl/4lGioeiyDI/GqkIVdSkcYCleKseJYimlaZ/eZxj86z1ZlmjJ6MKAKuqTtbqxgi8yVuFAGazLfQ4pQTcszSnqfStxXTzTkc1ECPOPv0oA5x9P1K0l+zxM3kk8MO1aEGi6c6OskweUA87xnNWtUuDHbsEzuJ2ilbR4hp7YXEoDFXB5zQBR1OG5s9OtorTzHXqxAyRWpblzaxGUYkwM5+gqWNjJawZ6vHxTthMBfoqnJzQBQ1XU0srsRDDM7c8/d961ZrkSpHHnPANcnfWzXt2Lps/v3Yp9O1bclzFa6VbXUhwdgB+oFAF6Nwl6kZ4B6mm6rdW9tOB5qAt0yetR280N5bpdqcKR1Nc7fwtqM9zeBj9ni+VD6mgDo38m4SGKTgHOaypFm0i8ljALW7dD1BFadgySadAsn3ygAI+lSPErw+XMMgnaPY0AYt1axXCCRDuiP93nBrf8E+L5fC1w9jfZaymPBc5VQf/wBVYeZdGvWIUOjdV9qddW8VzB5sJ3wSckkcoe9AHtCiC4tt9u8c9tJyHiIYKT9OlUzD5GILlvkJyknp7ZrzHwh4nuPCl8Le5ZnsZTyfTNeuRG1v9O+02z+daS9x1VvpQBm6hZLcwqjbVk/5Zyno/wCNU4WKp9g1SMqn8Lt3+hq4kf8AZrzW9yxktrjG1u8dLJClrbrDO3nQScxTAfd9jQAkTtbJ5QzeW56GP5vL+uOlV7uyWaImKZJF/hZCCVPoaaJJNElHT7NL1Ycg1aESu5vNNAYkfvIWPb1oAxLY3NlIdykBuNzD5SPatFfJntjC5EgJzgHkH61bVY7wN5Q/e9HiYYC+uKzLyya3k2xxlLccsh+9n1oAvwyvAFimH2m3xjYoyye5qMQGK5M9hMs694VOWH4VDZ6jvjEUhEeeFl7t7EVZmt3k2GCMwzg/LJ2b1oAltbkxykpJhj96NjzU91ZWOp2josixzn7oJCkGoGuYcC2vovJlI+WccgmmyK1uivKnnRryGTtQBFbPq2lqImR7mEHJZBkqK6CDW7G9iWCV4i3QrLww+lZtreSON0j74zwu3qv4U+60qz1SIyRMEmTnI6mgC9PpiRyedpNypJ6xO3f2pheRBsuraS3kbgmRSFNYcM97phHmxmWIHhl6j8K6Ow1m3u0VZJPtCtwQ3BFAGZJpdvJ+9tjiT1U8VDunaPE9sf8Arsi8Gt2XSxPl7OUIP7j8VQlneBEikR0AP3SOKAM5Yto4CSg9j1qS1ea1bdDceV/sTDGfpmr17BDIimNMg9warKk1sNtyfNiboNvSgC/FqcU+BdWpij/vY/rST6dbXSH7FcxkHsGG6qCxGLK2zh0HRWNMUxySYkJgkz94fdFAFyI39j8hhkKj+LBNXodVD4jnUEdMsKq2+oXljjegng7MD1q7v07VcPFIsUrdUfjBoAr3NnaSyeZBKqseiqabGL61bcu9l/OmXOlXduxKrvUch15FNjvZIcI+SaANH7ek6YuIfLfuStQPZ20oLRTqWPbdVm2vIZYdsycfrVWXTVmczWkgGP4ScGgBghkh4OT9OaQ3G2TE6Fo2GNjDihZZ7VsSIWPtU3mR3cTH7snQA0AZUUenWt87RtHAZOdoOAavRTW7szJIGx6HiszVLaNtqz5VgPvLyKzdL1uxjilsl8wy7scigDpOfNPPHtTmOOahgAAXk8j+KppRsGWPHtQAnDjipYcAEN6VDkbcqKI2JyaAJNw2t60mT3pgOCQe9OoAzdauFttNuJWbaAvUnivJNO17UdM2mNcx7yduOtep+J7ObUNAura3G6YgFV/OvMR/o6Czu4DHcKMAmgDQtvFJ1LxVZ3er5itoicZGFBxXp0d7aXkKyW8qSo3eNgcD3xXkUlvE8cNmhWSSVx36V0lvp1z4VvYb+GQy2hXE6D+EH0oA9DVpY0WJSnk5yMetOFUrDULW+tftlkfOt24Pqh9xVsOuM9qAFNHajr0pe1ACDrSmkA5pc0AFHakLAUbhQAhbbTGkHrTyAaiaAE9aADzfelWUk0wRAnvTxGgPvQBJSgkd6SjpQAoFNLYYL60bwKBhju7igAb92ee9Ox++w3K7c4pMbuvakMmyXc3QrgUAcR8Qrp4dFt1gP75p8bfbFcpYeMNT0qPyGjEinBwoztro/iPEUt7G4Q7mEhGwdxXKxRWt+c7vIcH5g3WgDpfCGv2Mt/e3l/cR2t7KQIzOdox7Zr0JHjkCyJIJN4+Z0OV/A15DbaXHrevQ2iKGgtxiRxXU6TcSeEtUMN/IzafctthccgYoA71W4yMFR3qPINRjEkZMTho2+ZSO9IqljgGgB7DJGO1BfseaZ8yHmnblNAElGTuBpvmLSB1LAetAExnAXaRyeKjETKMnNDIOppxZiOvFACMRgY4qJid4wce5pWkVF3Go5mABY/dCkk0AVb+7t2TyPNUyFsERnrUyxqw2rC6bR8oweap2KxtvnEYIc5U1rfa/JBAG9iO/agBltaZk3XeIvcnBqVru3to9lmpdv7zDmqohlmOZWJGelTBIoZd1w4U9gKAI1S5vWDTeaQO4+6PrViKC2tX3Tsrr/sHNU7rUpd2R+7h9ByWqsbK8vxuJ8iE9yeaAJL7VyXIgYuM4Eact+QrONxqRORatg9MjmtGK2hhPl2wDzjguaia3m3HdKu7PNAHl0mQBn0GKT1PtSH5yM9BxUgyrYxwR1oA9z+BZz4Guv+wjJ/6BHXdeIr+bSvDOqajbhDNa2ks0YcZXcqkjPtxXDfA4Y8E3g/6iMn/oEddf41/5EXX/APsHT/8Aos0AcFo/jjxr4z0qEeHdPtIp4EzeXtyCsTSf884xzzjBJP6cZ3vAfji/13Ur/QNesktNbsBukWP7rqCATjJwRle+DkEUfB2eKX4a6dHHKrPC8ySKDyjGVjgjtwQfxrP0e4huP2gNc8khvK0oRuR/eDQ5H4dPwoA0dV1L4g6hrF3aaDpdhY2Vu5Rby/YkzY7qB0B+h+tReDfGusXvii98LeJrOC31W2j8xJLcnZIvHuecEEH0zwMVlWGs+J/iF4i1a30vWF0TR9Ol8ndFCHmlOSAcnp90ntjgc9ay9A0+60v48/ZL3VZdTnWyJa4mUBjlBgY9qANzxR498Qab47l8N6RZW91LLaqbSNkO5pWIJLHcAFC7j+HWtjTNQ8c2nhzU5tY0y2utUjZRZRWzACXdgfNg8AE5PTgH61z8n/JxkP8A14H/ANANdh468Qz+G/DMt3aRh72aRba2DdBI/AJ+nJ/CgDldQ1X4oaHZPrN9b6LPZ24824tINwdYxy2CfQZ5yfoa9E0vUYdW0qz1G3z5N1CkyA9QGGcH35rzfxD4T8VJ4T1W91XxxczNHZTSTW0VsqROAhJTgjg9M4H0rrvh7/yT7Qv+vNP5UAafiG+m0vw1quoW4UzWtnNPGHGQWVCwz7ZFefaf4w8c+MdPgn8NaZZ20CRKJ7y9yFlm2jeI15+UHI7/AFFdx4y/5EbxB/2Dbn/0W1UfhxcRT/DzRDDKsgS2VG2tnaw4IPuKAKfw+8cS+K4L201G1Wz1fT32XMK5CnkjIB5GCCCOcfjXKr8TPE19r+seHdK0y3utUS+khtCFKpFCjMGeQluTwuOnU+wMvgtlvPjj4svLbm2SFomK9N+6MfzR6l+Ff/I8eP8A/sID/wBGzUAb+o+Mb3wj4Dt9U8UW0f8AbDkxfZYGG2R9zbcHJAG0Ak/14rEfVPitFp/9six0iSAp532AK3mqhGcduQO2c+1VvjC4tvEfgu+uP+POG9JlJ6D54ic/gp/KvWC6qhkLAIBksTwB65oA5SHxFqviPwJa6x4Xhs21CdVJiuWOxGBxIuRjkEHHrXA/D+fx+thcLpVppD2R1GUztOW3B9w34w3T0rrvhMN/h7VLtAfs93q9xPb8dYztAx+KmnfCo/8AFPamPTVrkH8xQAvivxrqNp4gt/DHhmxivNalTzJGmP7q3T1bGOcc9fTrnFZbeMvFfhDWbG18Z29hNp18/lpfWW4CJvRs9h9BxkgnGK5uHR7vUfjZ4jsY9cu9IuHj81JLc/NIvyEL16YOfwrp9S+FF3rNuttqnjLVruBXEgjlUMARkZ69cE/nQBreN/Gd7omoadoeiWcd3rWokmJZThI16bm6Z6HvxgmuU1nxb8SPDerafpt/HoUjag4jt7gI/l7sgbScjHJHUd+tO8dR3k/xS8PWvh0xJrdnZtIJLl8Rug3YQ8ckgP8A99duo0B4X8WeL/E2l6l4rjsrCw0uTzYrS2fe0r5ByTkjBIHfpxjkmgDX8S+Nb/wxo+lW0tlDeeJtQCxx2kDHy/M4DH125OB6+vU1h6j4n+IPhGCPV/EFjpd5pbOouEsiwkgycDk+/HcdsjNZvxBs5br4z+HYlv59N8+yEUd5Dwyvul4B9TuA/wCBV0F58MtT1C0ktLzxxrE9vKNrxSAFWHuM0AbPjDxXJpfw8m8SaOYpSY4ZIDKpKlXdRkgEdmrndA8W+M/Fd7p+o6Vp1sugiWOC6aX5XkIx5roCc7Rkgdenc5Af4/0eLQPgnc6TFK8sdqkCB3HLfvk5rrvBX/Ii6B/2DoP/AEWtAG7XB+LPFOvnxLB4Z8I29tNqAiM93LcDKQIcbec9T9D1Fd5Xn3hBvI+KPjm3mYCaRrWVFPUpsbkfTcooA4HxrfeKZPEHhiw8UWdtHNDeh4Lm1J8udSyA/iCB6denr6r458aQ+DtMhkFu11f3b+Xa2y/xtxkn2GR06kge9cj8YnX+2/BiEjJvmOPbdF/jV74iXEFp498AzXJCxC6nBY9AT5QB/MigCtd638U9J059bvdO0iW1jXzJrKLd5kadSevYe5+ld14W8SWnivQLfVrQFFkyrxscmNx1U/56EGtK7uYbOznurlgsEMbSSMegUDJz+FeZfAi3lj8IX07KVimvmMYPfCKCf6fhQB6pXhHxvwPF2nZ/58P/AGo1e714R8b93/CW6btGT9h/9nagDzOIhnZfSnqvJFVVcjk8HJq0kgaE5ODtHNAEMY3RSH0YU+KRg0oI4oiYIpI5BNG4gSN69qAGsrbg6jtRIVdUGcGno3yhs1HcAEgigBZgFABYt7VWKRs/ykxtjg5qYuVZQaJx+83YHSgC0/jTXDp405Qqp03DrWYLB7fNxI+8k5JNMYBNWjl/h3DNa6jy0+bkHtQBBGhtwGjG4mnvKZpArDBqUrkbg20dqijYvLhhx60AW0jzG4HQLTEnMTQqBn93SxA+dIMnAWmoArITg/JigCKbAVXQ89ammBaytWbqXbimRxh4WIXkGljBU4JyAuQD2oAXkKoA6kiiWFYl4PzHtSGZxcWoK4Uk/jViYKsSScZMjfzNAGZe2txFClxGoB9utXvCl/o39pmXxGX2RjKKBnmp/tCtaNwNwPWqctukyGQqCQOpoA9qsfih4Qhs1jiuTEiDAXZVuH4oeFJmAGoAE/3hivCVtIJiX8pMqnPFJbx2rQRq1vGTjqR70AfStj4g0rU8Czv4ZG64Dc0/V9asdDtDdX84ii7epr5gvNMCyK8H7ts8FeMGoGN7c3saajdSTqOFEjZxQB6t4j+MDzH7N4bhLNyDLKPywK86vb3VNevH/ta9YkAuEB4z/k0JGiybQBgdKV1jUuxGOOtAFUwCOPywhw/G41Us90F20TdAwrZVhJbKCScHvVWKOP8AtItIjKu04JPegC1nzLyc9gFFSLHsjKdM1Wj8vzJf3wUE5604M7nEcqmgBZ1QPENh4Vv5UrOBAUQYIxViQ5s5GEmJFAA/MVDe7ozGVGflyT60AVWYmCNT94qapacjLFI3pJ/WtWZUk06OQYDjPNQacynSUTHzNMQT+NAGx4hYnR9HJ/56D+dZs2SLcD0NaHiIeXp+lKecOP51n7ubc+/9aABGXay/xVWjjbzEJ9annx5TEYz5mKY6s0cYUkEE5/OgBmoW/wBotZUBAb+H61Wkv7mezW1SBklIIZj0xWlAQYZc8kURXCrGUZR7UALbFXa2QdAuKzdaeWOERKrFGc7yo7VdgXE0eOuKdKHZAMnljQBUTVLFzEmCgRQoDL0qr5EN8s9oGyiSkgj0J4rTkt824z96q6qkFwQqANjkigChqqnTdOjtYSRv4H9aTUI/sug29sp5YgH61cntVub6KeVziPopqDU1a71e0gQfu1G84oA0UAsoYd//ACzAz+VZttejy/tDElp7g7Vz0AzUviC4CaewXkuwWsfToS+qQxj7sSAn64zQB0d7biSIbzhj93NZURubCZjHyv8Ay1Q963opAQVkAYjoTVO6tDOXcnc6fdz6UAU7i2i1C2e6tQTAg/eRnqp/yateEfEtz4SvwZAZLSU4YelZW+eyuFmhPP8AEPX61bbbeIZoUGcYePt9aAPaY5rLXrJbu1kDRkZYehqtEZLOUxkBrduoavI9A8QT+FtQ81Mm1mIEinoMf/rr2WwvrDxFYia3IMeOR3BoAqI0Vr5kttF59q/Ekb/w+4qm1r9kf7fYuWRjhkPapZhPp1xi6yFJ+T3FWyjzulxbYDY+dB0xQBGJItXgxEfLu16U6C6ck6dqeBcD7k/Yj0qG5tEuQ01r8kyfeApIrhbyMWl8o+XoT60AR3+myJGZoolj5wrf36zreW4sbkPIGR24ZSeCK2xLcaXIWP722f5TnnipbmwgvbfzIW3J1K+lAEVvNZ3cbW5QsH+8jD9RVSSwu9Kf7RaSGW3/AIoz1x6VUuopbZRNIWa1U4DD76n61o6dq0kAVpdssZ6EdR9aAGLNZ6wd1s/2SePkof4j6U+aVo5I0ul8p8/I69zWjf6LaatEt3EFEo5DR8MDWZbXVzpkjWupRefbvxuxytAGql9s2xXahgekqd/rVe/0OGc+ajFWPKsn9aj+wPChu9LlEsDctH2HrSW14gbdZs0cv8SE8E+lAEAu9U0ridPtEI7jritqw1dLtAWIliP8J6in293bXB2r/o8vct0JqpqWiQ3OZI1a3uP+eicZoAvy6REx82xn2nr5Z71TLpE+25Vw/wClZK3OoadiPU4GeEfxp1roLfVHeDEkqXEBHCdwKAKawK1yyvjPqOlRvGVcqEDoexq7JYxyoHtH2n+56VDIrx4SVCpHVqAKUHk+YwaRo5AeF7VLKrO5FxCM/wB4dxViNBMjLIquvY96qvDLaruQlo88A80ASR/a7Zd9tcZjX/lme9XI9XguF8q7t9j92FZ4KXDKz5jPtU+2VVwg3p6mgC2dPgl/49puvQmq8sNzYSBWBIP8QqIpGwDRsyy/3ewqzFqN7BF+9USxr2NAEsd43l/Pgr60Yt5hnPPqKlgksL1GMv7tz0UdKgfTtgzC2VznAoAintVkiMTH5DzXO6todk00V7udHj4wB1FdEG8p9ki1GzB5ck8UAVbK9sb1QsMhLKMHdVuMfORnIrA1e5l0XU7e4itUeCU4O0c1rW8/nRyyRpsWZRw3UfSgCy8wXiozJgdarqCm4Mck9DUTI23Gec0AWWmxTPtHvVcKVQ5OaYyFhgUATyyyGPMBxIDmuZ8cxRXemRXky5a3ZfM2/UCt4wPsyDWTrNq11pVzbbMl0/8Ar0AcxrOmabYWUWraXc+XKACEb1q9a+ObSfS3Nwpa7CbcHo1cfY2wTzDNGZPLJ4J6VNptjHq81xZMVjcjdF65oALLUbvTLoapDIY4zKGMI6MM9K9Q0XxTYa3GogJSfGShry66iu7FBZ30XQ4iI9aktNI1Vka+gUxpbDexHtQB7GLo+tOW5zXKaTqlzc6XFJcY3ZGcda14pPNJZQygUAa32j2qTzTWapMmKkDkvigC40vSmebWa9x5LMSaia8wN+Tj0oA2BKi8k043SEfKa5w3RYHmq0l46g7SaAOqS4HPNJ5orlRqThV5NacV5kDJ7UAa/mA96XzF9azjc7iMVIZhtoA0PtApRNnpVGNsinbvmxQBc8316Ux5QT5a8huRVYiT7i8k96ryXD2VtNK6F1jBww7UAY2pCHUfGFpbmdVS0gMhDfxNu6VieMbKPVdT05LeHyJrhmVyOm0Y5rn2+z6jLc3k0rCZpCEI9K2fBUb3er3Hmu84iQBC5zt69KAL8vhu78MXSXejy+fAqg3APU8c/wBar+IPFdneaa1tbxEyz8GNv4D7V3OGiJUAtnjJ61yHirwstyYr22KpcR5bA/ioAxvDviOfwrOkU7edaSj5h3Q9v516VpusW2sW5ltz05rxq7aaeUQzQkXanoO4rS0saz4fuI7sDakh8sJ2Pf8ApQB655oPB7UeYPWqlp5xtIjP/rWG4j61NtJ7GgCx9oHrSF1kOfSq+0+lCghwMcGgC2mG79Kl3fLmqyJh+tPDYUigBOGbmsfxHeS2ttDBH/qJJFV29ATWrF8shLehrN1mNJdEmDtx2HvigC6EjW48m3OYl71aGwck8djWbp4ePSrdNuGKjJHetFYnktwOAO5oAbLfvEMKtMgsbu+G+BQI++/rVlLi2sY8RKJZP9rmoJp2kG65dvM/u5oAeTZ2YKIDLN39jUUk7un71/wFS29rM4JYbVPOal8yG3JSCNXfuSOaAKpieVBvXyrf+/3qwsFuFACuwx1x1p6/um82Y7u+DUZ1ZQxxgDNAHjoPVfU1aBD7U9BVQY+YjsakLZVSO1AHu3wRXb4Mvh6anL/6BHXW+Nf+RE1//sHT/wDotq5L4Ic+DL3/ALCUv/oEdejTwRXNvJBPEksMilHjkUMrKRggg8EH0oA8b8EfDrS/EngDSdQFzd6ffsJo5Z7N9jTJ5rjDevQc+w616T4V8H6T4PsHtdLibMhBlmlO6SQjpk4A9eBxzWxZ2Vrp9qlrZW0NtbpnbFBGERcnJwBwOTmp6AOF1b4W6RqOtzataX+paXc3JP2j7DNsEuevbjPft7Vb0X4caDoGu22raaJ4poLcwbN4KvknLtkZLHPrjgcV19FAHPt4QsG8ar4qM1z9uWDyRHuXy8YIzjGc4PrWhrejWfiDR7nS9QjL29wm1scFT2YHsQeR9K0KKAPO0+EGlSwGDUdZ1nUIFjZIIp7nKQkggMoxjI7dvUGu20bSoNE0e00y2eR4bWIRI0hBYgeuAOfwq9RQBieMv+RH1/8A7Btx/wCi2rz/AMO/DLSdb8JaNqcF5faZeTWaCd7KTaJuOrD1+lerzQRXMEkE8SSwyKUkjdQyupGCCD1BHakt7aC0t47e2hjhhjG1I41Cqo9ABwBQBm+HPDWmeFdLGn6XAY4s7nZjl5G9WPc1V8P+ELDw5qusajaTXMkuqzedMsrKVU7mbC4AwMueue1dDRQBR1fR7DXtMl07UrdZ7WUfMh4+hB6gj1rgx8GdIYrDPrWszWCnKWjXA2Adh06fTBr0qigCCztILCxgs7ZBHbwRrFEgOdqqMAc+wrh7r4TaTca9c6omp6pALqc3E9tFMAjsW3Ht0yT+dd/RQBzfirwPovi9IjqMciXMPEVzbttkQdcZwQRnnBFYdn8JtLjvLe41HV9Y1T7O4eKO6ucoCDkcAZ7etegUUAeN+Kn07XfjJBo/iiWO30iytg1uJG8tZ3ZVPL8HGSR1/gx3NUfiN4e8D6DoS3WgSx22tiVDbLaXbOzfMMkjccADJyMc45r2PUNE0nVmRtS0uyvGjGENzbpIVHtuBxVe38K+HbS4S4ttB0uGaM7kkjs41ZT6ggcGgDOl8N2/i3wZp1n4mtjJdG2ieVgdrxzbBuIPY5zntWAnwd0wosFzr2uXNiv3bV7kbMeh4/livR6KAMPWfC2n614Vbw7KZYLEpHGvksNyqhUqAWB/uitHS9Pi0nSbPToGdobSFIEZyCxVQAM4xzx6VbooAK5Txd4C07xdcWt3Nc3Nne2oKx3FqwViD2JxnjnHI6n1rq6KAPP4fhFoESwSPdajNdR3KXL3UkwZ5WTopyPu8npz711mv+H9N8TaW+n6pbiaBjuXBwyMOjKexrUooA82h+DGiq8cVzqur3dhE25LKW4GzPvgD9MV6Ha2sFlaxWttEkMEShI40GAqjoAKmooAK8I+N+f+Et00jtY/+1Gr3evDPjSM+L9PB/58P/ajUAeWADyyT1BNOmi2RFT/AHAf5UrKBlR3p0jbpZQegiX+lAESK6wAL1NSRqTAd/enF1EKfQ00PmIY6UAMeJ12gHindSBilkJLKBSkgjHegCO5Co6g9cZqedAYiR1UZNQ3KEtk9lqRW3o49cCgChdQk2bt/ErBs+1aduwuGUHuMiomQT2roB14qC1kb7OpU/MvGaALLYdzH2FClgxRvuin4CFBj5mp6JvlfigB0TCN1PaRflqSALIw6fKpB+oqksnl3kSt0BOM1KpYzMyn5SW/nQBNGSIXC03bkrtI3bMmrEW17NgAN2Kpwhlu8En7lAD5bo7bdJBwhP8AWq7u3mKp5XeW/A1LdoDHFt65P86d5YE6bh6UAMZSIpQvYg0W7lVYN0281NKuTcAdMD+dI0J8pyP7ooAcsTRP5g/1bR0vlI8MTxj+En8qfbv+7VW/uVFZzCNmVjldrY/I0ANldvkDevFVruPzI3cH5oxmpL1hvVicLxilRDyOokFAENrIPsqy/e9QO1FxexRhsnJZeBTtG0O/1LWxpsEgiSUjODivb/Dvwu0PR9s11Cl7cbefOQMoPsDQB4tpej6/rbrBp9lJg87yMDFdxp/wVurpBJqmobSRkovODXs8FvDbRiOCKOJB0VFAH6VJQB5fD8ENDTHmXUz+vH/16sSfBjw+0eEkmVvXFekVFc3MNpA09xIscSjLM3QUAeO6l8Gruztpn0jUTI/BRJOO9cFqVvrOi6mLbVQC2NuVPFen+Kvi5ZQQXFnoiPNdH5RLjABzyRXk8ran4geaW9uZDOPmAZiaAH3LbbURbsN15707Stv9lQgg7vPPP4moIpmuLRoZlTzIh97vU+mll0iHj5fPPP4mgDW8UKy2mlgkE7gf1rHdtpgHdSAa1PEmTbaWQ2V3D+dZz4JjHfdQA8qdmDjl91SxsInIccZyKZLlVHNSTKGtlZD8xFAFaON1Wb/aGRVqSJGt9yrgiokOHAYdRg0krGOTyznB7UATpAyurnkAYqKRnSQIRxnIqeWbfEoBwQelReYHlTI6dqAK0srbwnI+arDwhpHfuAPxp920LLsCBZAeKzNQ1BrG0d8FmJwKAKFxLrHmvthXy88CptO1eQubW5QJLjHTrV/T7w3dnbzsMFs5H41V1iyS5UywjbcLyGHBNAEOpW5mkt405AYsaj0uAhZ7kHlpCB9BWhps8N3puZGUXCgqwPWnw28cFosa44Of1oAtcFFA+9imRFpLiRR1AB5p0nyOn0qayIkuAhAyQefWgDMu4PtARwCrHI+pFZh82FzLH8si8Eeorp0VZA0MyhSjnacVnS2iuzrIdr/wn1oApI66hBuZcsvDLSaRq134W1L7TaMfLkPzr9P/ANdQtHNaTNtHlzL27OPerC7dQjJRVWcffQjgj2oA9r0TUrPxVpXmRMJJFX58/wAJNZk1nPo1ycEiJ/un3ryjTtTvvDdyLm0mkjiZh5kSMQGx7V7J4f8AEeneKbFfNAZyMFWGSnvQARr9uiJQbZ4xkY/iqIwpeqyMNs6+vGTT9RsZtJlE0EhMeflYHp7VLHNFfRL/AAT/AN8dTQBl2lxPaTtFdA4PBB6H6VaaCO1YXlhJ86nJjqa4hZmW3uwCW/1cvoaplJLCb5VJYdXPRqANaG/ttWYiUrFcgYH+1WHfaRJa+ZJGnkuxyPR6ugRXq70jVJ16EDFWINRKyra6kPN/uq/I/D0oAxLK8lR0SMNBOhzs/v8AtXTWmp22pxta3IEUuOnrVTUNFikje6icsFGcr96L3FYju1tErXC7skBZV+8PqaANK90WexnF3phKspyUB4OKuW2qadr6fZtRUWd790EjGW7VXttTm010Fw7XFrKBlgc7RWjc6TZ6pG08YjdQMo5A3A0AUZ7G+084uI/tVv8A3hzgVLb3ksIH2Sbzov7jdqg+16vpY2hmmth1UnPFXLNdK1qPdp8i2twf4BxQBpW7pIhMMxRz1ifvWVJ4dspZGkiBs7k9+mTVcvJYzmLUUfcDxKvUVbW/uUYG9UXEH8LdTQBl/ar7RZPKvoTgf8tBWxaXi3EQkEoeNuqk1eVxdwh/kurc8BX5I/Osm60OK4ctpztBN18voM0AWJbeN5sQkq3XA6VDO8iAI4O4d+1UBd32mKba8ibzAfvjritO3uIru3MgfzFA6HrQBCu5xjCnFOVJI/nUn6Ukq4jSWJdinsKcszBRkUASpcwy/LeLt9wKdJphdPMsJg6/3SeafA1vPEEljGfXFRSWLwP5ttI6oO6kigCpK+1hFcxmJvVh1qZA8ChoHz7VMb6SMhdSt0uom6OQCy/nVlbOzu13Wc5T2bjFAFb7UZU23CYb1prQRsmUIqSe2kt18mT94Tzv64qsqENt3UAU9RRf7PkM7FYo+QwpbeNEsIGgkMgbqW7VZu4I5LKWGclkYjC1maReRPPLZbWTYPkBoA1CFZFH8QppTEvPTFK3ytinFgV5HNADDFuYEYqN4sZI7VOoO72psn3WoApEhA0rMBjtWNqWqmKJn4EYHJq3qLbk2LkEHmuC1J7lL0rOsstmx+ZFPJoAz/sd3q97cS6XbMYe7dqs2dhe6NqdpfX1kyQISpc+44rcg8QzxWf9n6ZpwtnbjLAAEe+KZ5V5qcoj1G/eTbyIN5K8e1ADtQvEl8QacgIljWVZHY9FXPerOqas+tXUWnWRIiLASY6EVm/8I69zqYeCcrHIdjqD2rsNK0yzsoxFFABJ037eaAIY9LVUhRRtCEZxWlHbsrHDZWriW4yOKl8oLjI4oAqLHx8oxUMzCMk1oSJuB8sflWVNGzAigDOkJmf2qsSxfbg4q95LBWCjk1IkIZMbRuoAz8cdKjMbHIGK2lshjpSx6eGJIFAGOLYlBwM1Zjt3yK2BaKoGVFOFsB2oAoJCVxmrSxFgPSrccK45AqUKoHAoAYsSqOaNi4yOgPNSDpVaebykYDqTQByvi7UtRsNTiexOISgy3YHNUhY+ItUtsyagEtpOoViRWtqU0crfZpEDxkZLH19K551urKTZp968OeRCxO2gDmtS0650Wb7Lc5+YlkfHBFdb4DhaDTbu4ZtrPICvuBmsnU/7Z1JBbXio5XnzCckewq7YyS2kMccTElSMjtQB3sd0hXCnr60nlLcCSOQKcrlTnpg1jW7SSYIJyea0BCzwzRvIyNIhVWz0NAGFZ3sMniO7upExFaw7Mnuc/wD1qk05R4i1z7Vcqy2MILRkjjdSWnhKC1Bku72V/mywBJ3fWtv93bW+yBRHbf3AMZoA0xPvOXxuHygj0qUrjGTnNY1vIXB2cKDwK2rdWkZS3QDNACAZoG0MCRUshUuNo4pXdCAAvNAEWCXyOlRgFpCB2p/JPFNh5Zz3oAjujtQFeuDXP605MNrA5+aWZQMfWtmefKMh61z+sy7b3S52+59oUfrQB2ErKHXYPlC4pipvQeY2NvYd6H+9S/KCGJ6UARQxF5SdoVfWrOR/rHXc9QPIZuB8v0qRmCxc0AOaUuM7ju7LUc1zFCnzMFf070xpd6DZhcfx9xVVVjlJ3MkeOfOloAQvNI25xhD2PWnfZ88+U3NYd/4wtIXNpo9k+oXYJU3D/dB9s1jtJ4skYv8A2mY9xzsDn5fb8KAMHaArD1GabGxG0H+KnqpUybuenWmwgM3IHANAHvPwRAHg2+x0/tKX/wBAjr0qvMvgYc+B7o/9RCT/ANFx12viXxJpvhfSvtup3Bgjd/JjYRs+ZCpIGFB/umgBlx4w8PWmrrpU+sWiXzMEEJfkMegPYH2NbdeE/CHUPCtxEbPWYba68QXV80sL3Fr5rkbVIPmFTg7gx69a9O1T4heGdFvr6yv9Q8q5sgpljMTHlgCAvHzHBBwP6GgDpndI0Luyqo6ljgClBBAIIIPQiuJ1LxJ4S8WfD7UL68uJjoayLFcsEdXVg6EDA56lOnHP1rpNCGm2/hvTzprbdMW2RrdnJ/1W3IJ3cjj1oA06K4a7+Lvgy0vDbHVGl2nDSQwu6D8QOfwzXXabqljrFjHe6ddR3NtIPlkjOR9PY+1AFuiiigAormvEXj7w54WnFvqd+FuSAfIiQu4B7kDp+OKveH/FGj+KLR7nSL1LhIyBIuCrIT0yp5Hf8qANeiuM1f4qeEdHvXs5tSM06Ha628ZkCn0JHH5Guh0TX9L8RWP2zSb2O6hztYrkFT6Mp5B+ooA0qKwJ/GmgWmp6jp9zqCwz6dGstz5ilVRTjHOME/MvAyeaq+H/AIh+GfE169np1/m5UEiOWNoy4HUrkc+vrQB1NFcWPir4POsNpp1TEiyGPzTG3lFs4+/0x79Peu0BBGQcigAoqtf6hZ6XZSXt/cx29tEMvJI2AK46L4v+C5bz7P8A2nIoztEr27hD+OMge5oA7qiuf8T+KtJ8O6Kt5fXoijuVKW8kalwzFSRjaDx71x3w5+JGk3Gg6TpOqavNNrk0jxt5scjlmaRtgL4x90r34oA9RqlZatY6lPdw2dykz2kvkz7M4R/7pPTIrB8aeLtC0Gyew1PVprG5uoj5f2VS0yqcjcvB29Dgn046VB8OtR8K3GiGy8M3BcQNunEwxO7nrI+cZJ456cY7YoA7KiivK/Gcp1L4t6H4evtSuYdHuLLzJLeOdo0mfdJhWIIznYo/QcmgD1TINFeM/E7R7HwVYaZf+FWl0rUpLoQ+VaSsvnpgn5hn5sEKP+Bc17HCXMKGRQrlQWUdj3FAD6Kyte8R6Z4atYbnVJzDFNMsCEIzZcgkDgHsDWLqXxO8JaVqx0261QecrbZDHGzpG3oWAxn+XegDr6K5rxB488O+GobaS/v1P2lQ8SQDzGZD0fA/h9+/atPQ9e0zxHpy3+lXSXNuSVLKCCrDqCDyD9fWgDSrwr42nHi7TgD1sP8A2o1e614V8bf+Ru0//rw/9qNQB5qi7SpbnnvUFxyLlxkfL/WpoDulVW5yajfDSTKOjAigBB81mP72BUavtUr1xn+VSeWTbrtYAEU1YvmwSCTn+VAD3bhT/silAyzY7JmnzqvkgjqABTUIBGf4l2igAkzvUHnigLk4HGTRONkqgihlOMq3OaAC3yDKuTkPxVLTXzcywk9SQBVskq7EdS2aqxAJrcca/eZsmgC9HL+8CMMsD1NTIxS8dskK3QVEqrM7unBJwKnlTEUOPvZIP4UARzqpvBlRTlkETuMccgCmO4M6tzjFSQMkskm4cc4zQBbs9qWrKQMsOtMjiG4knJ6ZqOJttu8Zb5z0NRQCbdsL8+tACX58rYQf4qt4E0keBzxVC8jcTrGxDYOc1bhk8ueMnoO1ACyRb2kUsVKvjjvVZ3kBKZIO/BHqMVPczCSVnTIPmcVHywaR/vhu3pQBI5xYBhwwTqOvWo7dRLD0G4K2T+FOXLwY9RgfnmogxiVwpxjIP5UASXEIYIhAOADTEfMqoOMVYMqzRoVHzAck1HLbH5ZEIBNACzJOs63FpO9tNH/HGxBP4it3SviL4r0z928gvYgMDzDk/maw/njikEbb3Ayd/I/Cq8F0JLbEqbW3cFOKAPRbT4zXcfy32j/8CRq3bX4x+HZpUinE8DEcllGAfzrx2WU9CxKn3qtPaxzWzByC5Py4UZ/OgD2TX/i5ptqixaOftVw3TjgV5vqniPxBq9039r3c0cUnIt0chCPp0rB0hPskxhkijLEZDEfMPpWrcyI0qgu0p/vOc4oAowwBAJERc+YQQBUljO/ms54INLbB4JFwC6mQn8KntohIkzLhWPQfjQBS1qxKW5vIRtI+9t4zUmlHd4chZjwJjkfiafJOxs5kl+ZFHIpumFRoaKT8pmPA7ZNAGh4jCta6K6H5SwyPxrOBM07KqDAzz6VoeIfLW10eOPnDgZ/GqdtJ9luJ4pF3MwwD6UASxxbrZg3zNnqe1RyEx2yr3DgZqaKKTyJX3rhTyKbKBJFjHIYMaAGujt86jocU6VdwWRhgk4FRlmUdTgnPWnXAKxiTsaAIi4dW2kjZ3qRo34dB0OOKRgjQhQgGTkn1py8NtLEDORQAsi7gsjDBJwPWokginilSZFkXA4YZrQSCI/M7BvQGsXV7mWwtJJIByxC/SgC3BHHEsaJGoQZwAOlS3EUYOY8HPX2qjpk0txpkM8nLnOffmro2+WHTncMkUAY91oaSSyTxSNGTz8vFVILq40+RIroF4SflkNdKrrFG2RlWAOPqKrXIjmgMLopXryKAJrks1ujqo5C8061QAxvnDgHpTLdhb6esWWcLjBbk4p0cschEuCMcUAMa4dcO67vnPJokX7RiQnkdPakkyIlRsFSS1AidRkHC7d2PagCK5VbgL5vLDgMeorHu7aW3lDBip/hZTjNb00O6KMjgmkmiDRrHIqvn1GcUAY0Ej3yGGVVEy8g4+8KdZ313oN99ps5HR14kRTgMKl1DS0iZWt3kBAySDyKggkN2jQy7RMBlWI+97UAeweFvFFl4isAjoGkX/WRNyPqKl1rS5dJZdTst0lgxwy91NeMQTXmi3CXFo7wzg/MAcBhXr/g7xbFrlr5Ug3uFw9s/Kn3xQBbtblbxVjuWzBKPlYdVNJIk1u5huCJbQdGPJ9qNV0hdKIvrFmkgLfvIychfoKS0uI5Bv83zYT1RjnbQBWuIDYoJ7Zi8ZPzewqys0F2qZAaNuNzDkGprhTAgmt13RNw8R9PpVdrWHCy2jZxyY16CgCQPdaVNvidprcfeUnPFav2Gw1qAtbiNJQuSAMKfrWJHcsZDklkH3k9alkhkhiF1pjlCpy0SHANAGdc295bXBFoQhjP7+3f7rL/sin2N4lzK0ti7wmPlrZm6kdQK37DULLWA0V1EguAMGUDDqaoXWjqjOGjMTH/V3UfDZ7GgC7Y6lBf5hb91J0IfvVS/0CJmEsBNpKDwYvlJ/Ksdbw2tx5GrQAJ0W4jGD9Sa1be7vtPnIvXM9s33ZTzQBFb63d2Uv2fW4VmjPAdxu/nWxLpSSwfadJuCVxkxyHIqVra2vrfLxxyBuhmAOfpXP3lnf6ZcA6VNMD1MUrHH4UAWrecSSlY2NpMvXHGa0YNUi3eTqEJTHAmj4Y++aqabrGla2/2W9iRJxxvVcNn3NPurGe1ZhHJ5sI+4G5OKANR8Km6/jW4gfmNlHzAe9ZVz4eLq0+nTtGr8hFOKS2uZG4tpWJX7yMcj8q0obqC4yrloZhwdnAzQBzhv7q0YW19GcIcbq07ZkuIDIrZX0NaQji+ZL2FLhT/HtyapXmjxqpl092IP/LMHgUAQP/x7o68DJqX7XOERo2JUfw54NZi3csB8m6jbI9OlaUBjdAV+6fTtQBdW4s7uIRtGscx7gVDNp7W/zKfkP8S1F9nwGIAwehHWmRXU9qfLLGROuH5oAet1PCPlHmqOqvzVlHtbpPnURy+ijFLGYblfNKhGHGB0qOazBG9SPw60AMms5ljdlO7HINYGr2jPHDc2ziG4jPzN0yPettJJUOxXYDvuNU9TDfYpSERmA4D9DQA+AyvbxNIUkIHzFTUjEdk2+xrm/D2sNPdzWNxAsEgG5SD1HPSt4SBxxnjuTQBIGwc54qGa4VvkHFQzTBQeapTzjy92cGgCW4Ean58YIJPvXPSqksTvGoO1uOKnluWndVcnaOvNI8aRRqsXCk80AUgm8bSAM+1Edsy3K7Fyf73pV2GzWSYZLYrajsRGAIgM+pFACWFpHAgK43v1OK1BBtQHjNJb2yRx5/iqYqzD7woAUMNmO9PZg0WMDOKgCMsmSeKNxBJ5xQAkWUPU0wqH6oB+FSuRt3Dj61GHJPzLQAwW6r0A/KgQKDkKM/SpwU6gEfWl+X0oAYEH90U9U+U44+lO3LvC460jtgkZxigBgIHUZopyjDAEZzQy7T1oAYThsVJtBAIApCVRcsM1FJNwCvAoAncqq4wKoSx7lZj16CnS3IY+gqGa5RY8jr7UAYV1AWZgwwB2rFuEZnViPlHAFdFM3nNkkYrOnQGQqwGBQBmyRbpo8E7SMk+9WorTzZMR/dXuKtW9nvGcDyz2rYsLEISEA2980AO0+3LR7VUEjqcVcnVFaMHnb1+tTKPIixEAD3NU7uVPJzzvPU0ANkky/H3T1FRyKZ3FEUbSR596v29vxnjNADLe0UMp6eoHerpkaNsJ9OKSNACS3b0p6HDn0xQA2pIwDnIqPOTipUGzr3oAYOuKQDGccdc0Fto3dhQn7wHHHHegDKIDXRDDj1rN1CATxG3ZRjOY2P8AC3Y1pTZR3z0J5xVC8YyOAowoFADPDmq3LyT2N7OryQA7Wbq2K3Ud5I455FO4n7gPFcJqCQ2l5b3YJjbcC5U4zzzmumn8R6XaQRyG7Lgj7qn5qAN538xR5YDuP4EGDVO/vbbTo/tF/cKtufuqv3vyrkH17W9Zm2WsYsIP+eyDa5H1FSw6PbvO3215bth/HM279DQBHL4m1LVGZNJs1S3zhZX9PcUraXJsBvNQnvZD1j3nYK0oVSO1nSOFEw2Bt4H5CpTGPse1cb168YoAhtraC3QrFCkYx/CMVGVGelW41+T/AHjioGQhiMjg0AcUkhJnz6j+tI33uOKBw06sMZIx+tIeCT6UAe8fBAY8F3g/6iMn/oEdeganbQXWnTJcQxyqEZgJFDAHB55rgPggc+C70/8AURk/9Ajr0W5RpLWZFGWZCAPfFAHl3wKtbd/B1zcNBE06ahIFlKAsB5cfAPXufzqrYaTYav8AtB6/HqFtHcxwWiTxpIMqHCwqGI6HAZuvrXR/CXw9qvhrwncWWr2v2a4e9eVU3q/ylEAOVJHVTTdH8Oara/GbXdemtdumXVkIoZ/MU7mxDxtByPuN1HagB3xTsrWy+FmtpaWsFujtC7LFGEDN50Yycd+BzWR4nuHt/wBnq08tnVpNOs4yynBwfLz+YyPxrq/iNpN9rvgLU9N02Dz7ubyvLj3Bd22VGPJIHQGq1x4Tn1j4VW3hm5cWt19ggiYnDBJIwpwcdty4OKANfS/CmiaVoi6Vb6dbG1KbZA8YbzfUtnrn3rz/AOHSf2J8T/FPhyzLJpcYM8cOSQjZUDBPPRse+B6VPaar8VNMsRpUnh21vrhB5cN/5yhcDoWG4Z49dv8Ajv8AgfwhN4bS/wBY1q6S41u/YyXc44RF67R0HXknA/IUAdrUc8nlQSSYzsUtj6CuA+FviHXvEw1q91S58+wW4Edk3kqnA3FsYAJGCnXNehnGORkUAeRfBmwttbtdV8TanFHd6rNetGZ5VDFRtVjgdBkt27DHSu01uwsfC2g+Idc0ayhtb97NnZ4lwGZFYqdv3eCSenPeuMg8P+Mfh3rN7/wi1hDquhXchkW1aQK0R/Eg8YxnnIHPNdZ4es/FGsWeqDxmlrFa3sfkx6fBg+UhBD5cZOSCP4j07UAJ8OvDmlaX4L0ua3s4vOvLWOeeUruZ2dQTkntzjHSuS0y2i8L/AB6Ol6Sgt7DULUyTW6fcB2M3A7crkY6biBxU2ky/EnwZaLo39hW+t2cHyWtxHMqEL2B5zj6jPua2vBvg/VIdduvFfimaKXW7hdkcUX3LdMYxxwTjA7/Uk5oA5iDQ9O179oDXrfVLZbmCG2SdY3J2l1WEAkD7w+Y8Hik+LOhabF4q8JvBapA17cG2uDD8hePdGMfLjs7DPoa6bSPDerW3xn1vXprTbplzZiOGfzFO5sRcbQcj7jdR2o+IvhzVtd13wpc6baedFY3hkuW3qvlrujOeSCeFPSgCL4meG9HtvhhdpBp8EY0+OP7MVX5o8Mq9epyCc5znqea6vwe7SeCdBd2LM2nW5JJ5J8taq+PtLvda8Dapp2nw+ddzRqI49wXcQ6nqSB0FX/DNpPp/hTR7K6j8u4t7GCKVMg7WVACMjg8igCDxdLoMHh+abxIsTadGyuySAsGYHKgAdTnt+fFea+K/FNtr/gi7gs/A+orpnklra8e3VEix0dcZwAfQ9PrXZ/E3wldeMPCos7GRVuoJhPGjthZMAgqT24bj6Vzl+PiN4o8OTaLLodppMf2do7iZpUc3GF4SNQcLu4Geg7EUAbPgdE1D4QacbyNJylrKF8xQ23azqMZ9AAKT4SWFm3w50a5a1gNxmY+aYxuyJnxz1rV8CaNd6X8P9P0nU4DDcpHIksYYNt3Ox6gkdCK5nwfB438LyWnhc6Jaz6Vb3Lf8THzQP3LOWJC5yT8x7f40AZGja/qP/CXeIdXXwld63dpqElpFdRuALeJDhY1BBwe5I65qeH/hI9W+Keka7D4XvNJiEfkXjSEFZE5JLcD1HvwPStjUtN8VeEvE17qPhbTYtS0rUW+0XVm8oRknP3mUkg4OAe/U8DitTQNV8b6trUUmp6Ha6RpKK3mo83mTSNjjGOgzjqB0NAHZ15Z8TYV8R+ItP8L2Gjw3OrtAbhb6aRkW0jJIJ+Ugk5XPOR04JNep1534r0XxTYeNYfFXhe2t7xmsxaXVpK4UuoYtkEkAfw9D1XocmgDl9e07WfAOqaPr+uzHxRYW2IhJMGD2bcfMo3EEnszA/dA4ODXstldwX9jBeWzh4J41ljYfxKwBB/I15brcHj34gWaaLc6HBoWnM6tdTyzCQuAQQFA56jPvxyB19O0vT4dJ0q0062z5FrCsSbjk4UYGfyoA83+PJI8GaeQSCNRQ/wDkOStvX/Bnh2w+HOrWdtpVukcVnLOjYy4kVCwbefmJyPXpx04qD4ueHNW8TeGLSz0i1+0zx3qysnmKmF2OM5YgdSK6vxBaT33hbVLK3TfcT2UsUaZAyzIQBk8Dk0AcH8H/AA9pU3gyHVp7KOe9uhJDLLN8+Y1YgKA2QBgDgelVfhdCmm+PvGelWo8uyhn/AHcWchcOwGM+xx+VdZ8NNG1DQPA1np+p2/kXcbyM8e9WwC5I5BI6VmeDPDeraV8QPFep3tp5VnfS7reTzFO8byegORwe9AHoNeEfHB9vivT/AHsP/ajV7vXhPxvCnxbp27/nw/8AajUAeZQ5Z4sdcn+VLb48/DDJJb+RpqEpGhXqGOD+BpFLiSN/Y8/hQBJIVCBQvRSaijVmCMPQ0+Fy+8E5OKGPzRAcAHmgA52kH0pJODHj1FAIE8iseM8UOQzLn7oYc0ASZaaQBh0pFC7WOec9KkJHmyBOgHFQAYhHqc5NAA33xWfdyfZNdikPHStEH94mfSsrWMkpIeT0zQBswjEsZH3WOamRvMkiX/bam2qhoYH9DipVAWSEgYO9qAEkiCyKPaodu1WI45qzINzAv8ox1qPK/ZwMAjfgNQAxrfbHuBOcetWLceZCNv3lHJpucLCjfxE02JzboGB4LnNAEUuTLluWzUh/1i0y4bdO8o+6SBj8KcVIIfP4UANbr/wOp403RzD3qORSOUGSecelNhlJJGcHoRQA5j5aJ9ahY5SQ/wC1/SrjBSoyOlVDjYeOsgH8qAJIB+6Y/wCzQs5bYme9OIIjwvHB6VWA3RqRw2etAFoAiS4z02D+tUkG61AHUNV1cqJQxyTGarRLtt3GOdmaAHWwElwqNzTpI0jWSRT86twDTgFjmyowcio5c+ZcED3oAgviDFHdpxKrYcD+76/yqaC7t8ebJjyn4J9KSJfOVUdOGQ5469KzLqzaCQCJHaMHOztQBrJdwxTQpCGl+YgBck9KnttN1eeZjaaNdEP0Yq2K6zwT4y8MaakMOo6RFaSqMGdoy/OOvevVbHxZ4duola11O02noCwU/lQB8+3PhzxPDFIZ7B44CDuyB0qrpKMNI8o/89cH25r6O1trS+0a7McsUh8ltpVwe1fOGnv5cRjkVjmU5I780AWdeDQDTVBzGsgOfxpkM0d1Nc7MGUAbcVsqtpLrfh0XCr9ja6TzVkPG3dzmpviLH4Zsr6KTw64F045EDErnNAGRHtFncKT+89M1UMjo7o/DADr9KgsbtpoGhuRtus5GRgkVPM7STs55c4BH4UAPJ3wg5wfT1qRpAbRN5GCduKZEFMg3jkdBUMyjzYAB8pPIoAvSQooGX2/WmSeVKm1Gww4J9akLh5Tv5HvSPZ7n3R8Z54oAiwQ7RE58sfrUbqssciyYKgZOamjlU3TAqMngmsbWp5I42tbc5kbLOR2WgDUs5IxFF5WDGQcY6Uxt8O0x8gpz7VV8NS7bGOFxl0J/I81fkduQq4GfSgBk7gxjacjav8qbdDZbyOOoUVJNEn2aQ9HG3j8KYzFoikigqVGc0AR2rmW255qSIbYX+tWIoYrJ0gYAiSHeD9SR/SovIIxEG53gE+tADpF3iNQP4Sf0NPlVvKEgztSHn86gmeS3utgJOGI/DbTPEdw8OlQtHlN8QB29+TQBBPrNqQuWG5VqSz1OK8fy1wSOlcVJHJkEo2T0yOtPtZpbecMm5GB5xQB6FIg83G3tWZeacjoJIuJt3ykHpVqC7+2WKEHDqOT3NLKSlmjKOWbB96AMmO4Ls1vekNKPuyHimLJeaNei80+Zopx1Ze4+hq7eWSXNq7bNrrggiqFrdbZPsupf6ojCv3B+tAHqfhHxnHrcBt7hlEuz54yB83rWlqukx2Nv9u0tWUZHnRZJyPoa8XdbnS7tbuykMUqn5HHRhXpfg3xumqt9l1BsXQH3Txv+mKANuw1FWmEkZza4xKDyRVqW2ij3T2HyHqcHqPxqLVNPj+ytfaaAJxyyr0I+lUtPv4ZFHkI8TL/r45M/pmgC9GsV3BI8S+VOozg/xVVgupbaQiP93/eDc7qumJblfOg+VV5X1zTpY472ILKAsi/dPQ5oAYlvDdsZ7dBDcD7xBxt98d6fb6tNBOLO9yyuceYw4YfTtWZmaG8xKrZX7ki9vr61p200dwJYdSCiSQYSTHDenSgC3e6ZBeWplt4xNb94W5P4d6wJYb6zT/RWNxZD71u43ED8eaupLfaZP5i72gH8HU4rZgez1NfNilC3B6gcZ/CgDC80i3S4025MiDkwk52fga0rLVrTUpgLlioHBPIas640tobhjEfss56MOFP17VWiuYJW2albm0uBwsw4DH8KANG80W3ZjLLbqqt9yWI4b8cVRTUNR0a4SK6LT2bdGxkqPc1dgub3TJD9pG8Y5I5BFasUVrqFtIbSVBK3JV+R+RoApRpZ3URuI28p25AjJ5+tVVkkE7LMMYOA3TIps2nGFnNuzW06n5s9GPtUNnqZVzDqa+UwONzLw3vQBrpczRYETb4+/ertuwnQm0YW8o6g9/zrK8vnfFJhDyoB4aljkaZ9rkqy9+lAGmqwXDtBqUS7v7+MZ/KqN3pklkWayJaDsBzUwu8sYrkB4h0Y9fzqxCXRS1q5aPsp5oAy4L6RCFl+X6itBHgnGCAx/vU2UWbNi7jxIfyqKXTriJS+msGHVh/+ugCSW0KDdCST/dFRBpo/vEqfQ0yK5eMFssky/e3VYS+WXiZQ3+0RQBCZmkcrKBkdG9arXMX2hGDtwBwvrV+WOGQb4249M1l3bSKxEZAbB2k0AcXqsd/b69b3ESFyUIAUdBXXxt5dvGGPzFcn2Ncv/b2oaVqjLqtv+6k+WORQOn4VsrKpXKOGDDcDQATyDd8xwtUHPmt85wo6VOf3isr96jeAxgY+YHtQBVlA8sMB3xUkMLMys33asR2xIG5auQRfMFI4oAtQW0axh9o4q2oHUUyNcYHYVMMAcCgBQexqUKoTOagxlhUirg8nigADbuKHLIh2jrTgAKZKzgfL070ANKq0eWODT/MP90UyMKww/WjPNADic9sUh9aQ5ozQA5uFSTHakkRWBY8GlzkBT0FLtDIc9qAF3MrKFGeKj83yx85596RpSneqrSBz83NADpZiynB6VRmumEfWor2f/SVtkONwzxVduWOeg4oAdLcuw61Ulkk2nDE1NGjrIYz8w9TUywLuKY5NAFCPzCmcmp1tGd1Zh96tOC1EQ5AOau28KZwQPagCva2ixrsIq6qrAOMDNNxsZs8mq00+DjrQBJc3IQgcVTkTz5Y8fd70PGWYFuatQRY5AoAmgjQjaB0qTBLfL0p0ahfYnrT8BT8poAcSpTjrTU+9QSfTFKOCKAGkbWqVW3EVFLywx0qRcZXFAEbcxH60KSjU7A8ts0gKjgHJoAo3SnDEDOazpFYyYxWxdgrF0+9VSSMHaO/egDnbuEOrwTwrIjcCq9hpGmxNuFqruh/jYnH61tXaMkqYQEZ6iqU0MLyM0eVk9jQBeZDjdCQMfwkcVXjOS7/So7S5G4xTn6ZqwsYiiuB1wowaAHAYt3Pq9O/5ZSU51CwqOzAGmRghpAenpQAkTfu1/wB+opH/AHjfU1L9ww+7nNIwXe3A60AcHz5k+885GP1pFOd1Cjc+CepqVIRIHXOMUAe6/BHjwZe/9hGT/wBAjr0qvNfgiu3wZej01GT/ANAjr0qgAxRRRQAYooooAKr39lDqWnXNjcbvJuYmhk2nB2sMHB7cGrFFAFPS9LstF02DT9PgWC1gXbHGpJx+J5J9zVyiigAoxRRQAYoxRRQAUUUUAFFFFABRRRQAUYoooAKKKKACiiigAooooAKKKKACjFFFABXhHxvGfFun/wDXh/7Uavd68I+ODY8Waf72H/tRqAPNGBFquzoDmpFKfukPdTTYji32np601CBOueRg80ANSEq7FTQ4PlgjqGFKCxclemajaUjaCP4qAAfNO2/25pu4bvL7E1ZmCqxPtUDAFkYKTyKAHodk8gHTgU4jovbBNMPE8hPTIp8hwhP+waAGL8zKx7HFQa1CpsUI64zVlQRCjHqWNF4glgKHstAD9IdW0YSs3zryBVqNS0iZ6KxNYuiSFtOkj3dOgrYaTynULzzQBJI3nKAw4UYGKhbC2yID/wAtOlPUjB5HWmxIJryON2AXdnNABPIvnQYPQmngO8G0rxnNV/Lzccn7srY/M1ohwIiDxjrmgCggJR1YfxZqRRvIBzSsc57Z/WmxnDfSgCUAx6gFx8uzNVhtAkkB+bdV+fa06OCM+XiqaW+5gpPB5NAEsbI8BYthvSoD/wAexYdfMH6YpJI2inCc7fWlXDKyZ439aALiFUDlhlAhz7VVljVESRCdrZNWA4/fq3KFcAjvULoY4Ub7yENx6UALKSGZv+mX86YMBCT3TFTyLu3Y5/dDH61E0e6PjjjFAETShiHJwSwFDbi8pByGHNQ+QdijPO8VY3GMum3NAEvH2VSjEOOKZCrRoWYkt70jDy4AxPfpVmMrNFzww7UAUiokkxJGv40z7Jbu5Yx4f++GI/lVxV8ybgU0xbI3I5PpQBTklvLFHkttQnAAI27yRRpisbCCZnO7zOfzpJMyQSA9cdKTSi32e3Qg7fM/rQBp6+olt9NAJBLckfWs2CBLUk7N5ODuY5xWrrTL5uloOMOM/nUU8KDHIzgCgCrfxi4VbxOLhRjIp0RW6kSVMbmHzj0NOH7m4WJuVbrVVd2maiYSPlY7gTQBa2lpzu4xSSFi0XAyOlOkf9+wHU80jy5dABk0ANO9i+37wqawuneNg5+ZeMU2J8XLMRwRSwwiOOWZTnOTigBhKRo8r8AMct7Vm6aovbq4lfBM+QD3C9q0dqTacu/kM3NVv7Ht0uGMTyRgdNjdKAIoFWy1kQIcIYwAfXFXd0zMu0Aqec1Rj0+4mu8pcbvL5BfrirweSHYp6etAFiZAbeVj97io5VA+z5PEi/MKlfm1m+YEn0qK6z5NtgdEoAnkEctlaXDZ8w+ZEfYKRt/majlCwsgDEnh8+9SRJ/xIWI5aK4Bx7FTk/wAqYXieNS/3ucUAQuWuGdtozyd34YqvfFpEgtZgCo24z9ad+8DOUOFFO1Ha9sj9JlAIHrQB7f4c8GaNdaDZte6XAzquUfJyQfXmvNfiv4N0PQJbaex3x3F1uJiydoAxz+tdt8NdV1rXNLuLW63W8drs8uTyyNwOeOfpV74k+DbzxNZ2UlgiPc227O843A4/woA8Rgh8vTEaKRd/8Qq1HJvgjBByDyDUl1o2qaJIw1DT3AHUoDtFQmbzFjYbdhYYx2oAtzfuiCoBBHINY2o28D6eXA3Pvxz2FblwVwhJB4zis+WESWeVHV+hoAx7WcQA216PMt2GFJ6oakmtZNOuY57SUb15SQduO9S3lqDEw2kjIz6qKpRXAtwYXZpLVuCx+8PpQB33hPxvLc3kdjdMgnx8pI+VsdvrXZXWnw6ni6tD5d0g+dff39q8Tnhe2WO5t22opyrjqvvXYeFvGU0dzHb3bq0jfdlPAkHoaAOotNUmFyYbvEU6NtCgYDfStlV+2ZcYVo+Wz1OPSifT7PXk8/b5V0ikjYeAQOPrWLFqMttdpBeApKpAQqMKx96ANqSXI8uRfkfrxVJrRokJGZIV556qPatJJFuuJU2SN0x0/Co5opbQ8nKfxA+lAEFtezR8zMssJ6OPvKPepJ7NRJ51gdh6jBqrNZlcz2zEE8mM8g0tnds3zRZyODGR0+lAGjBqkV0fJ1KJW7Z6U270IzxkhzcwDpu/hpk1pFOgkXJbuBS2uo3Nl+5O1k96AMuQ3tnFvjIuLNflZD9/Pf8ACp7TZJD51i4DMMtET8w9q3P7Otb5vMtJWjmI5ViNprnpLFrHUHK74pw2S38LGgDXtdShuwLa6XdKox8wxim3elrOhDqksQ6B/vD6VmiS2lu8TBobg9SOhPtWj9oe2ws4JXGBKvpQBmi0urP/AI8X3ovWOXqv0qe2u4bhvLkPl3HdW4rTUQzoHTOe0o7/AFFZ11p0dxKWmJR+00fBoAsTxNFtCDcKcJggXa5VvQVTgvZbQ+TcL5qdAwHNXo7dLpfOt2+buvpQBL9rSWPbeJn0YUiRTwYa3k+TOcZ61BIJIm2zoKWNpE5jfK+9AE7SxX06i6TYQMZUYzTHtU+YQHOPWj7RHLjeuGHGR3p0iPE6NC2Qw5oAqN5luP3oxn0qpdb7iJxA3zYOM1oz3CuMTLkj0rOniXh4yy49KAPObiy1M6i0V/cmT5sxoe1dbZpsRRtAAXGKbe6IbvVYLsythAcjir0Ng8RJLgj0oAQRIQSRzUtvCJGII6U/y9xAwRVqJBGOO9AESxjoRmpY4VDA4pwXmpVXFABtAprDAyDTzTX+5xQAuPkB9abzuAzxmnHiE88gdKQf8e5Y9aAHPIVOAKXd8v1pqfOMmkU/MRQAhjGc5pFPNS9qiXrmgBx+8B2pgJ87b2qU9M1Ggyd3egCQ9aQyBRjuelGar3ZwFwcN60AQzTfMVz81VZHZc4qRoyTk/e/vVE4OeRQBXMfmSB2HzDoaeIAxzVhIwRU6xACgCusY24Ax704QgHPOfWrIiGamEXFAFUMeKPtKrOBkirRiGD7VAYIrmIyLww4oAR5iTx0qFvmIOOaVUZeOTU8cWeSKAFij3t84xVxI41DYJpI1G6jZhyN3FABHlmI7ClIwfl6UufL6YOaA+zjrmgAYgjrzSUFQPmz1oJxQACkDbWpEOSMg06XjaR0oAMjbjsetDxqhDJxUbMduRU0Z3od1ADXPnqN/8PSqskQ3hgascg9OKCB3HvQBnyIo4AyR0zWabdi8jyIFI6YrdZEdtyjFVGRpmYEcD0oAwJLfzPmxhu1SwyyrvSYff4rTntxHGAoyTTJrdEHzDJ9qAI58kxgdMD9KbNuU5UfeXdRkqcnkY4pDNucBhx5eKACUZMXsN350hOTmlm+8n+6KTmgDgcMG4HOamjztYA4PWosN5nP945p4OJCO1AHu/wAETnwZen/qIyf+gR16VXmvwR/5Ey9/7CMn/oEddb4y15vDHhLUNXjRHlt0Hlq+dpdmCrnHbJFAG5/KvO/CevapffFPxRpl1ePLZWozBCQMR/MBxx6GqXhnwfqXiXRrTxJq3inW4dUu1M8YtZwkUSn7oCYPGMEjgc496ofDVL6L4q+Ko9SmjmvFj2yyxrtVyHX5gO2eDigD2GjtXkdzrjeNvGOs6LfeIDouhaY5iAt51gluJAccu2cgFWOAPT61Pp8kXhLxloVjpPim41bS9SeSC4t7m7S4aJwuUZSoG3J/l3zwAeq0UV5R4svdZf4z6RpGnajNbxXmn7JAJGCopMu91HTeFX5SQeQPSgD1eivKPEvhS78D6VJ4n0XxDrVzdWUiSzQX115kc8e4BlYAD1/IHvg10HxG1eaL4YXWq6fPLBIy28sbxuVYBpEOMj2NAHb0fjXC6b4IvJ72z8Qa74h1Q6qjLPLb204S1TBz5YTBOwdDzzz61z3h5tU+K8upX19q99pui28xgtbbTpPKLnrlyQdx2lfxPGO4B63XDfFTxVf+FPC0U+mFFu7m4ECyMu7YNrEkDpngYznrXNa3Lqnwr1fSJbXV77UdEvZfJuINRk81oyCMlGGMcE47ZBzmqPxv0IW1rb6sNS1GVrq8VPsss+6CLEZ5RMcHj17mgD1PRNDuNGaUSa3qWoxyAYW+dXKEdSCFB59PatmuK1PRX8K/D7xCLbWNWu5DayypPeXPmSRkJ/CwAwOM1ueEpZJ/BmhSyu0kj6fbs7ucliY1JJPc0AbNFef/AA6vru71/wAax3F1NMkGrSJEskhYRrufhQTwOBwPSub8MJr3iXxj4x0r+3ry00yDUJPNaKQmcDzJAqRs2Qi8HOB2AoA9koryNP7R+H/xJ0fRrbV76/0jVlCtHfyeYyPkglTxjt+Z68GrniLVNV8UfEseCrK/n07TraETXs1qdszjaGwG7D5kH4nOelAGz8V9Y1DQ/BEl5pl09tcfaI08xMZwc5Fatxca/ceCrS40Q2smrSW8L5uwdjZALHjv1PpXmXxM8KXnhjwVss9cvr3S3nQTW+oSCRkfJKsjADA65Hvmur8a3dzZfBQXFpcS2862loFkicowy0YOCOenFAHc6Wb86XbHVPI+3eWPPEGdgfvjPOKt15rrnjG98MfB/RdUhcS6jdW1tEks+X+do9xY56nAJ574zmpNL+H+qLZQaq3i3Wk1+SISOzzh7cORnaYyOVHTGfy6UAX/AIY6xqGtaPq82o3T3EkWqzQoz4+VAqEKMduTXb15t8FvN/4RnV/P2+d/bE3mbem7ZHnHtV3W/A9rqN495rfi/V4nZyY0iuo7eJFzwqrtPQHGc5NAHeUV578N728XWvE2hzatLqdlps0P2SeaQSPtcOSC/f7o/Ws9BN8SvF2vafcarfWGm6JKsEUdhL5bSuSwZnJBzgxnHHQ/XIBs+NNZ1DTvGvguzs7p4re9uZUuI1xiRR5eAf8Avo/nXc141r2gXXh/x/4Htm1i81CxN0/2cXrB5Yj+73AuAMg/LgdsGul8ZatJd+LdP8LjW20e0e1e7vbmOZYpGTO1ERz0JIOfagD0CivFdea1+HtlFrfhnxXc6nc/aFjntLy/S4jkjIOflUA5yF5zxzXslrcLd2cNyn3Jo1kGfQjNAE1eEfHFc+J7P207/wBqmvd68I+N5H/CU2IPQ6fj/wAiE0AeZIStvBG3Cs55pFAW4Mf8ODzUk43WtsBxtbOaSRPlODy3GaAHf6twR0yaiZBJGrnqGNS4ItFbGeaa67YowD940AH+saTPYf0p6KViTj+IU1gys7LyO9adpo+p3+ly3djYT3MELYlaJN+zvyBzjHfpQBl3A3OxFIwDR59ENPmBRCxGG7g0wghR6EYNADw27YG4+Y0hIaYl+mMU1m3FdvY5p00LEAkgDrkUAY2knyL54X7HFdPHCpiJB5JrmLpfI1qNzwJMZxXTwnET5PCcr70AUzJ5UUyOMtvIzSxQu0y5PbIq2Y0mtHlYfOz1IijzyRztiHWgCkF3yGQfwmrZKyR3LPwfK/qKqQyeX5qdR97J+tSzI7faCn3fK/qKAGFtxi/3V/lTBwAfdqmSLMUTHg4UfpUK4YqpOMswoAY0hjxIxzlhVtJlaJ5B6/1qrJCJLcgsflbNSQoPsuz1oAnaQTOemA39KhW2MsMmw4welSQRiOTPUFs801nKPK8bYG7G3tQBFFMpiWJjtIbGfWg5S1uMScEjrT7qKNAjlcEc/WmzxR/ZZypOQUIH1NAE9s/97+5TS/7mPbz89NiJZORtIGBikhjkjZEYfuy/WgCNHZpnGOrCrXknz+opt1EIJn8vkZByaSYlJSVckgDr70AJdKEicNycf1ofcLx9p4xUckm4vG/JIyPzFSXWYL5xnjFAEkTmJ9zdKXhZUccgsf5GmttuLc9jjjFVreaRpFSQAIpPzDr0oAjz5spI7bj+hqTR/m0+LP8Az0b+Zo8sW/mOPmUA9fel0xT/AGTE6dBK38zQBN4nxDe2MofAG0/ypftkBV2Lwn8eah8W7GW0cjPTI9q6bwR4c8F+JohBcy3Md6T9wSAAn2yKAOa3wOd3mYb/AHqoanKssoLSZZV4Oa9pk+CXhpzkXOoL9JF/+JqFvgX4dbpf6mP+2if/ABNAHk+n3ceoWm+NcXSjH1p7I0dyD/s16Lc/BGOyYzaLqkwcDhLgggn6gCvP2leC8NvfWz29yPl/eDC0AFlMroFkX5sUQo6xy4Py5NJA6K54BZODRKZRamWLv1FAERhdbBWjPy7ulOgYtNL/AHQcGkEyyWhjUkFQG/GlgDlpmA6LuI9aAEiIMs3lccc09NsllED78/jTCBHMdvG8EH2qNk8u3h2Enr1+tAFjyzbjavIPPNTzMGgUHHSomfCoDySOfaonLSQyPnBjOAKALlhIVF1EeksOB9QRj9KoTbVjiyDnOM1Zgcx3EcsoCqhUnH90qf64qBnWdZISMYmLK3fBGRQA6JSWFtGu6WeQIn1NexeGvhfpth5F9qZlurzYMxyEeWp9gB/WvKfDVobjxfp1o2SPNWXPcYOf6V9L0ARw28NvGEhiVFAxhRipKCQOpxTQ6t0YH8aAIrqytryF4rmFJEcYYEda8C8eeHY/DGuKkUZFjcNujyc4PpmvoSuC+LenR3ng43JXMlrMsin26GgDxmV2e4QqMYHT2qUNujjHbfSORIEuIVG0Ls/Gkj+VV9mzzQAtzlbp0AByPSs6TTQwdo13P/zzPQ1rzKHuhJ3K5qGRP3ZkViG6cUAc7HK9qsiSgtbniSNuo+lPurYfZ47i3YmPPy88rV66Q3BMhUF4x/319az/ADHt1ZgcxsfmT/CgDq/Cnja6s7yGzvShO4Kkx/QHnpXpRisvENtNuj8q7UE46Bj/ALNeGPawzWy3CMTF1wDypro9A8YXNne2tvqLZiR1EUy8bfQmgDskvbizvI7e7LbVPyuw5X2ro4L+O8UQXKgK3COO57VUe4tNcBhuNonZcoV4JH96sqaO60eREustCT+7b+ooA25oJbGX5fmX35qI28Un7y3ZlnPQDvU2n6oky7Lld0XZx1qabT5bZvPtyNx5UjnigCjDcmOcxyMIrj0/hNTbo5PlZcP61IYLTUovLmBjkBzuXrmqNwslk4jvVIi/hlUcmgB4FzbTebC5IFaiXdvqaKl2QjEYJHGKzhc+SQr48sjKuOhH+NTSWCXEYliYliMhAeaAI72yQT/ZrhT5Y4jnHXHaoC8tqnluRLEOAT6VoQ6gH22d4gO0YHtRNZ+US0fzIexoApRuQgMD/KeqHtVuOQOuGxn3qg9uzSs8GVcdV7VLBNHc/uJcxzj06UATyQ4B2fdPWoI43icvauVk/iB6GpYZHjykvGOM+tS+QGDSq2D7UASW+ox3eIdRUJIvAYcZFLcWBi+aBi0VUZ0WRlE3XH3hU9vczWiFUIlj9G7UAISiD5geelOiZiflPHvVlI4dRjLwnbIvVT0quIJEkMf3W96AElVGBPcdaxr+9aIxwohPmZBOOlarTJCNrgluc1kRXUWo3D+Wrr5Z6kcGgB9ratCDLJK75/h9KsquTxUiddhOBShQOhzQAgSnA7aNxGABRIuACKAHJ96pKhBI6VIrE0AKehpqdDTsZFIowKAGEEtn0qTdvXFJt6+9Crs6c0AIo4oX7xpoYjtTk6mgB56VGv8Aq6kqAsU4xxQBK33FpFpwKsoGeRTCdp4oARiBVacecAPSrciDb1qBRtY8ZoAhxlPL7imuvOKmEeJN/OT2pWQZzQAxI9oqZUJ5pyKGUVIFxQBGeCKe77VAHU9KZJuzlRkU1vnljYdV6igBxbYMn7xqtgo3y9DU1wQZQ/fHTtSqoA9aAFjUAH3p/amg809higBOlFOC570bfegBtFOK0zNACP8Ad/GpJeqUwDcMGpHG7Ge1ADlG+RPoahz/AKOR6NUkbMhzgcCo9oxtBzk5NAAP9XT87Qx9qRhhcUY3Kc8ZFAEhcNCmO1EgyAPUVEPlG0DIHSnM5I6UAIwEcWCMnHWmpGUXd61Ir5Tayg+9MHpk4oAg2bjxULQtn5quKNvQUyZSLgIvzL6mgDPkhViNoNVprfHTNbMsSKfl7VXeINnPFAGWfl4cZpmH7YxWg1uxPKg0zyJP7tAHnTnczlTu+hpGBZzj+72p6IAZdvbGaYn7tju64IoA92+Bv/Ij3f8A2EZP/RcddJ8RdGuNe8B6pYWqlrgxiSNAMlijBto9yAR+Nc38DQR4Iuwev9oSf+gR16ZQB5X4M+KHhyy8C2cOp3f2W80+Fbd7cqS77RgFeOcgD6Hr61Q+GN9LqfxP8TX81pLZvcwLL5Ev3kDMpXP1BB/GvTX8MaDJqX9ovo1g17nd55gUtn1zjr71ci02xgv5r6Gzt47ycASzpGA8gHQM3U9B19KAPEk0nw/4e+J+s2XjGxiey1KRrmyvJ8iNMlmIzn/awT6qPWu10aL4ZReJLGDRU06TVWZjb/Z90mCFLE55A4B6122o6VYavbfZtRsoLuHOdk0YYA+oz0qtpvhnQ9Gk8zTdIsrWXp5kUKq3/fWM0AateMeOtXTQfjjoWpywvLDBYgyhASVjPnBnwAT8qktj0U17PXmmu6Je3nxx0S+/s6abTFsHimmMRaIZWYbWOMc7hwfWgCHx3460bW/D48P6FeRX+oau8dtGsZOI9zDliRx6Y681f+J1oLD4PXlkrbhbx20QbHXbJGM/pXV6f4V0DSro3Vho1jbXHOJY4FDD6HHH4VoXlla6hata3ltDc2743RTIHVsHIyDx1AoAc8YltmjPR0KnHuK8c+HXiCz+H93qvhHxI/2KRLppobmQEJICAv4AhQQfc9Mc+0dOlZ+p6FpOtIq6nptreBfu+dEGK/QnkUAeU+MtVtviZ4k0jw14fY3Nvbzefd3qKdka9DjOM4GfqSAK0Pjz/wAivpf/AF/j/wBAavSdO0nTtIgMGnWNvaRE5KwRhAT6nHU06/0rT9ViSLULG2u40YOizxBwG9RnvQBT8U2M2p+E9XsbcZnuLOWOMerFTgfnXF+FfiX4ZsPA1hHf3wtruwtUt5bVlPmbo128DHOcfhnnHNel1j/8Ip4f/tM6kdFsDes5kM3kLuLHndnHX360AcL8H7w6jf8Ai6+MLwm51IzeU/3k3FztPuM0nwv/AOR8+IP/AGEf/as1ek2um2VjLcSWlnbwPcSGWZoowpkc/wATY6nk8mktdMsLG4ubi0sra3mun3zyRRBWlbJOWI6nknn1NAHmvxB/5Kx4I/66/wDs4qnrd+vgf42vrupKy6Xq1sIvPCkiPCop+uDGpPs2a9VuNK0+7u4Lu5sbaa5tzmGaSJWeM/7JPI/CnX+m2Oq2rWuoWkF1ATkxzRh1z64PegDx74seN9M17w9JpOi779Y3Se5uos+VCM4UE45JJrofH/8AyQw/9etn/wChx12sPhrRINLfTItIslsXO57fyVKOc5BIxyc9zVu506yvLA2FzaQTWZAXyJIwyYGMDb04wMfSgDynxlotzq/wM0GS1RnksbW1uWRRklBFtb8t2foDW7a/F3w43hiC+MzPqDIF/s6NSZWlxjaOMYz/ABdPx4rv4YIra3jt4IkihjUIkaKAqqBgAAcAYrNtfDGg2WoG/tdGsIbsnPnJAoYH1BA4oA4z4NGY+GNaMsBin/tictCx5RtkeVJ9jxXJeFW8K60mr6p8QrqJtbjvHjaK7uGQxxgLhUQEcBiwwAele3WtjaWIlFpawwCaQzSiJAu9z1Y46k4HNUL3wvoOo34v73R7G4uhj97LArMcdM5HP40AcB8I20+TxF4uk0m0e1052tWt4nBB2YkweecHr+NQ+G9QsPAfxF8V2eu3ItI9TlS7tJ5FIR03SMRn1+fH1U16pFY2tvczXMNtDHPOFEsqIA0gUELk98AnGelVtV0DSdcWNdU062vBESY/OjDbc4zjPTOB+VAHlPiDxdpvif4neEIdKLzW9leMpudpCSMxTIXPXAUZPvV74hW2iab8QtJ1jxJaLdaPe2jWb7lYiCRW3Bzjrw2Mdep5r0iPQNHiFoI9Ksk+xktbbYFHkk4yU4+UnA6elWruztb+2a2vLaK4gf70cyB1P1B4oA8xuh8HrSBZTHpkxcgLHAWkck/7IOR+NepRxpDGscahEQBVVRgADoKyLHwh4d026F1ZaJYQTj7siQKCv09PwraoAK8H+OIB8Waf6/YP/ajV7xXg3xxBPi/S8f8APj/7O1AHm8hH2aEZ70ToxAI4Ga19K8Ka5r6Rrp2lXUi9pCm2P/vpsD9a7S2+D+pi2+0a5q9hptunLMTvK/Ukqo/OgDy8u62yqf73NSv8yQ45wR0rupdJ+HehyM+oeI7jW5F6W2nQ7Q3/AALJH/jwq3p/xB0DSCW0XwLbJsH7ue4ugZAex5Vj/wCPUAcvpvhHxFrD4sdIupI3IxI6bE/76bAr2T4ceDtV8Jm6a/mtgl0qjyYnLEMucZOAOhPSvNtU+K/izVEkWC7t9Pj6FbWH5sf7zEkH3GKwNF8Q3On+MbDWb67u7xraZWd5pTI+w8NjJ64JoA+j9e0nw/dWM1zrlnZPBGpaSadB8g/3uor5l1e8029vGk0nTZbCz6JHLP5jHk88jjjHGT9a2/GnjzUvGzRRyIbHTE5W0R929h/E7YGfYY4rlB8yYPGCKAGA+W3qM81PKwDjOdmDximmNSr885pTIBcSRyD+Ec0AZev24UxXCnpjitiJi9ojHgMo5/Cqet25Nmxz06VPpz/adJiU8bAB+lAFlJMRNH6vx70RXBju51YY+XaM05oNogIP3GOagugZLlHxjLmgBY4w7Tndg7RVhbnyluI2XrFgH8RUSxnzZ8f3v61IzIYnWQZagBDNsMA/hKg5/CozHnY6njLUyaMi2jJ6EHFNjfZEO9AE8YBtpSeoNPtE3wbsdDUGcQn/AGzVm1by7cp3zQBGzbZQM45pjDakgHJL5/lSyoWcGnldrCgBL8eYidiFpJYSttOc94zj15ouQWidh/ClRvNIbdyB0C/zoAlzt+bofSmve77cLswVkH9adbf6RMpbggUx4eZAf+eo/rQBJcS/uZCBkn9KrzkrIxHPC1OyGPzAeVIxSXTolwVA4wtAEOwTiQ52uAMfnU8kRF7N5rZGOtNugqBpU67On4ip5cSQ3Eo+9gZoArRExjafTNKNrllT73WpwitcgZ/5Yj+VV0tWS5klU/KvB/GgCMSCSGWM8YHU1LpUnl6HGmM/O38zUE4WG3kDdWFS6Ud2jr/wP+ZoAXXog13YsGDA7fl9ahtd1tqEVxaM0E0UgdT2JByKfqabbjT268r/ADpy/vtyjgl8ZoA9b8IfE6PULqPS9WjEN0eFl3/K36V6VXypJA3nATS/Z5kOYpAOtdxY/G3U7OyS1utEWeZBtNx5+0H3K7f60Ae4k4BLYVR3JryTx3r/AIS1G0nt7oh75AfJlt/mye2TXIX3xA8S65vt2u0jifqsIxxXORQW8sbeVky+poAdp+oKx8mWAq+OST1q3G7IjA/6sk8mqV2oWOOdfvj5SKsxv5yJCeFxnNACgxNczIiYG0c1atxsNwpGcqMVVQBJ5wOcKKltWc3DY4//AFUALLCHnjYY74/SmxIGVA3GM1Ehk86Dn+//ADqeLbNDhjhhmgBsgJk4BIB4NMVS1tOB1LcVZhfGSeg+WoUBDvEOp5FAEd0JEiGV3B4wnHbBqJp1mlBiQggLke4GKt3V0LeyMbrufsazvC1hf6zr32azdVmblQwyKAN7w9dNb+L9IuUjLyM4RkHVckjP619F20xmEhKkbXK4P0FeXaboenfD5X1nxBex3GoN/q4YxjH6n3roPAHjJvFk+ps1r5CpIGQbs8YA9KAO3ZQwwRkUyOGONiUUAmpKjeZIgWlYIM8Fj1oA4nx546HhO7sYreEXE82S8e7GF4wen1/KtS31Kw8a+GLqOAqWkiKOmc7GIrxHxjq8uqePLyQujpCwjQL6V3PwYWQSaqcERggAH1oA88B+ywSWZTBhlKtn1pHH7sY5+lamtwRR+JdYtm7y5FZzxtCgA5FAAr5kX/dpXH7nnpkUSRhYxID2pzsHtYx/tCgCiRguRUE9lFIhmXIkA5THDCtF/kWTEX61Gp3IN6haAOa3PbSmSPmPqyGrYSK8hzC4XPVOpqC92pNIg6ZOKzbeWdJ/3A5HagDs9E8SS6Y8UV4fMiDhVnzgxfUdxXp8N9DqVqLe7jBWbiOUNkHPfPb6V4QtyLomB12k9a39G8TXWkNHbXDGaz3ADnBT3oA9Ju7a60R9xTzbf2rX03UkEW8P5qN/DnpVK11eO4hjt71llglUGO4XgAehFQ3Ol3Gjssqg+U4yFPagDcks1uMzQSAEclR1pqXEUsfl3yZQ9PUVRtL8JiSMZz1Ga2ZLGLU4t8R8sjt1oAxFtr6LU7nTdO0u51aOFElkMZRRGHztHzMM/dNWbe08TW0pePwxqJyepeHj2+/W78O948S+JFkOSsNmM/8Af6vRKAPI7mx1i4Qt/wAIpqqTf3g0J/8AalMt7fxNCu1/DGpOP9+H/wCLr1+igDyGWx113Dp4W1RWH+1Dz/5EqGfS9enbf/wi2pJJ6hof/jleyUUAeNJYeJuA/hfUGH+/D/8AF082PiILhfDGpj/gUP8A8cr2KigDx5rHxBJt3+FtS4H9+H/4umpp3iBEZR4Y1Pk5+9D/APHK9jooA8dXT/ESHcnhnU1b2aHn/wAiVO8HiKVAJPCupbh0YPD/APF163RQB45c6f4guoireFtSR8YBDwn/ANqVl2Hh7xVZhkbw3fMpbOd8QP8A6HXu9FAHjP8AZniLIP8AwjGpf99w/wDxdL/ZviL/AKFjUv8AvuH/AOLr2WigDxr+zvEX/Qr6l/31D/8AF0n9m+Iz18Mal/33D/8AF17NRQB41/ZviL/oV9S/76h/+LpV07xEP+ZX1L/vqH/4uvZKKAPHfsPiH/oV9S/76h/+OUv2HxD/ANCvqX/fUP8A8XXsNFAHjv2HxD/0K+pf99w//F0fYPEX/Qr6l/31D/8AF17FRQB41/ZviP8A6FfUv++of/i6VdP8RD/mV9S/76h/+Lr2SigDx37D4ix/yK+pf99Q/wDxdN/s7xEfveF9R/77h/8Ai69kooA8ZXTfEak48Mal/wB9w/8AxdP/ALP8Q9/C+pf99w//ABdex0UAeOGw8REY/wCEX1L/AL7h/wDi6b/ZviH/AKFfUv8AvqH/AOOV7LRQB41/ZviH/oV9S/76h/8AjlIdM8RE8eGNR/76h/8Ai69mooA8cXT/ABCo/wCRX1L/AL7h/wDi6U2HiL/oV9S/77h/+Lr2KigDx1bDxCFwfC2pf99w/wDxdRppniJGY/8ACMaic/7UP/xdezUUAeM/2Z4hP3vC+pf99Q//ABdL/ZviL/oV9S/77h/+Lr2WigDxoad4izn/AIRfUv8AvuH/AOLpzaf4iP8AzK+pf99Q/wDxdex0UAeOiw8RAf8AIr6l/wB9Q/8AxdL9h8Q/9CvqX/fUP/xdew0UAeO/YPEX/Qr6l/33D/8AF0z+zvEef+RX1L/vuH/4uvZaKAPG10/xEP8AmV9S/wC+4f8A4uobK7W+s47lI3RXz8r4yCCQc4+le1V4Voj40WL/AHn/APQ2oA0N4fjGKQDDDnNQxMWJzU6LhutACt2psvykcU81C27+PkUASZBUYIJpKjQgOAoqaIAo5zQAgPHIx9aaE2mlYb+aXd29KAEpQduXIzikoZwImH96gBOT86jcDTRGG/iogfyYhF1NOEeDkmgCNkYZpmGq0elN5oA8jTcPPPuP60hOWpQdrzjO4Ej+tJ647UAe8/BHjwZeD/qIyf8AoEdelV5r8EP+RLvP+wjJ/wCgR16VQAUUUUAFFFFABSYrCvvE9vY+L9K8OtbyPPqEckiygjagRWPPfnaagvfHGmWPjO18LSw3ZvrlQySLGpjGQTyd2f4fSgDpaKy9f1uDQNLa7mRpZGdYreBPvzyscKi+5P5cntVHw/4sh1nUr7Sbm0ksNWsSPOtZWDZU9HRh95enOB1FAHRUUUUAFFFFABRRRQAUVXjv7Oa7ltIruB7mIZkhWQF0Huo5FWKACiiigAooooAKKKKACiiigAopCwUEsQABkk1DaXtpfw+dZ3MNzFkrvhkDrn0yKAJ6KKKACiiigDM13XIdBsUuZbS9ujJIIkhs4DLIzEE9B/unmvNPEXxFXTtct573wHtvDBm3mvpkWVUyR90KxXnPcGvXa8L+Nhx4v07/AK8f/ajUAZus/FvxXqCvHay22nRn/n3iy+P95if0Ariry8vtUcS6le3N5IOd1xMz4/OofMG9ge9OzlMjoOtAEeYxcNGBgYzSwsyBmzxnGKcWjF6QRyV4pq5MbZB60AJyHdl+7nkVLKytIxAxwOlMGVRlwTu6UjR7JCc9QKAJLlNoUg1EXzG3GCDVu5XIX0qv5WX9qAIxudCc4JqSXDzTZGCqjmoiSjEAce1Skhp5yDkFRg0AF9ukVoeuR1qvpDsbSWEDDRsPxq1cnbKr9cnFU7BjDrUyEEK5NAG3832Z5V52ueDVGa4JuLZAo+ZuauRyhLCZT/fqjIii8tjnuCfagC7j5Z37mQrTVx5R43E+tEhxHKB3lY/hmkiH7sBTk9eKAGSs22ONhxjg1G8IACgnmnTsDJGegApx+8nPQjNACIiyNCm7GCR+VLG5MroVwAaQqYbuM/wgtk1JHIhaRDwxPBoAa0uxdxAODSSy7wGXpVO4mFnvSYhmPzBQc8VWTVbV4QojkAPGcUAbUIiuEeEMdzL+VEGFgmRgM8AkdgKoW9xb28W5JlO8888itXSdKvdevRb6LFIxP+skYHaAe5oAorJGkodWyo7jpQ11blDIs287wdoFevaF8JtNt4/M1oLdXHUbCdo/MV2EPhjQ4I1SPTLYBenyCgD52a9hd8Sgoj9CR3p93siAlbBjbAz9K918X6Hp0/hi9H2KIyrE3k7U53Y4xXzRe2Ou3Ea2a2dyzI2SgQ5FAF86xYyyyIzYUjGc1pW8kMkcz+ZlXHQdq4O70y/09h9rtZoSem9SKuaLfva3SiYs0b8YoA62GMlBcBj90Jj26U5ZAYrldxyGH86EYxW6RAZLMNuB1pvlhLiZWIyWHFAEd4POgfKgbV603Rww0ZSBnl/5mpr07LeTbz8vao9KcxaHGWBAZmAPqcmgCTWEYPp2RjIBqKEFS6jpu61b1aQTSaacYAUA5p8UaOs+0gkelAEMtutzG3msZDGQF7VmahaqbUTMx8wHA9MVpwbkWXJ6sP6UyWIXFqdxAAzQA11hkWNyBkj+HjFIIBAjJGOTxu71Rs/MeEjBLL2q+k+5cuMGgBq2jtxnKAdx3qvZyxyStayEpIrdRVoSyynYh2gHJqG+gWZhc26FZVGGwOpoAlVCt5IoOQeM08HyrgHOCzYxVO0vAzHdw46g9asS5klhcdN2aAGqjpcwbSWALfzpwytwSD+FTxgh4+M8tVdwyztxQBbjBkhZhxhqiBxOZOjEYxTbeRxlNpwTUjqBKpLAc0AV5MTARyjk55qCztJ7OKa/tLt4J0QspUdfmxir00aOwlDDaudx9Kfp+2doYXICOjgk9OpxQBUVp9Qto5724lnlbOS5zitjwT4i1vSL681HT7AXNrH+7miBK5xjnOKyY0lt45o2VkZCSoI7djVvwvp2oSaddahBKzxrN+9iQ4LdO1AHp0fxVvLqH/RfDM7TejTcD/x2se6fWPFMqNrF01pF5gCW8YPGcd6igv1kZE+xS2zbeAzAE+tUNU8Q3bvBp1pCU8+TyzK46Z44P40Acz4m0yDQvE6RpEcyDGS33jxz+tel/CKUW1lrAlkysThicY4xWB40+Hs2maJZahDNcX11G2XwucA45q1ocV54W+H2rahqUZhk1DEUSn72WBA4/wA9KAOK1bURea5qF8o+/McD2pXvMwkMg4AOc1mr8lpIrKdwI5x6mrc8DGFsDqoxQBaJDW7qpzioUyLUezCi3cRGUOeNvWoEudysnagCxI7KrYbINZ11eFSAOQo61JPO0cRGCR61i3cn7h2J9qAKU9yZXaRuCTwBU8dpc2sa3vBQ84xTLCykvrtAEOwMMntiupe3h2tEMnIxg9BQBz0sMc0YuIT845OKtweTfwsEwkqLlkPOahu7STTZA8XMJOWFQOClxFd2wKuzAFTxn2oA3NM1u50qMxOv2jTieYicFT6g16jpviKK7tYYr6dZreXCpcE8qewIrybdDen9ziKYcPG3GT7U3SdQl0a6dnTzbRjiS3PJHuBQB65eWE2myEIpJU556MPaptO1SUyfISD3XPFZuh+J0uLZftMv2qzXiN+pj/3qv3ljPE6z2u3awyCD1oA67wDOtz4o8RyKgTMFmCPf99XoFeafDCXzde8RPjB8q0B+v76vS6ACiiigCtHqFnNdyWkV3A9zEMyQrIC6fVc5HWpZp4reF5ppUjiQEu7sAqgdyT0r58v4NS0rxpr/AIz007xpOrsl1D3aJjj8uoPpkHtXqfijV7TXvhNqeq2LFra5sGdN3BHqD7g5B+lAHX21zBeW6XFtPHPC/KyROGVu3BHBqWuF+GN1BY/CXTbu5k8u3ghnlkcjO1VkkJPHsKhb4t6WLN76LQPEc1guf9MjsR5JA4yGLDj60AegUVmaBr+n+JdHh1TTZS9vJkfMMMrDqpHYitJtwUlQC2OAeMmgChFrFtNrlzpMayNPbQpNM4A2JvJCqTn7xAJxjpzUGg+JLDxIl3Jp3mvBbTmAzMoCSMOpQ55HvXn9joHjaH4deIopLUDxFql80hImTcYmCA4bOBwHAGeB0rqdLk074d/Dyw/tZltVtoFEyqdxaZhlguPvEsT/APqFAHXUV57D8YdCb7NJc6Xrdna3DBUu7m0Cw/XcGOfwzXR+KvGOkeD7OKfU5JC0zFYYIV3SSEYzgZA4yOSR1FAG/RXAj4t6LFdW0OpaXrelpcnEc9/aCOM++QxOORyB3rpPEfia28NaXFqE1pe3sUsojVbGMSNypYNjI4+Xr7igDaqpPqljbahb2E13DHd3IYwws4DSY5OB3rjtP+K2k6hrFlpn9ka3bT3kgjia5tkRc/8AfZOPoK0tZGgnx94eW9tJ5NXdJ/sUyH93GFXLbvmHYnHB/CgDqqKwNf8AGOkeGby1t9VleEXEUsqy4BRQmMg85ycgAAHNYFt8XNCmurSO40/WLGC7fZFd3dsEhJPQ7tx498fXFAHWa/rln4c0W41a/wDM+zQbd/lrub5mCjA+rCrtrcx3lpDcxEmOaNZEyMHBGRXHfF3/AJJfrH/bD/0dHWTa/FfQdL0i2t0tNTv0s7WJbi4srcPFG20DBYsO/wCFAHplFZuia7p/iHRodV0+bfaygnLDBUjqGHYiuTHxa0icztp+ja/qNtDnfc2llujwOpyWBA+oFAHfVzcPjnR59f1XRlM4udMgae4Jj+XauN2DnkjcO1S+HvF+m+KtDl1PSFmm8rIa2YKkocDIXk7cnsc49+tcnpPgzWLXSPEmq3sUb+I9dSSJUjkG21STgAt0IUkE4zwoxk9QDsfDHijT/FuknUtNEwhErRETJtYMMZ4yfUVtVh+EfDcHhTw1aaTC28xjdLJ/fkPLN/h7AVuUAZHiTxJp/hXSTqWpGUQCRY/3Sbjk9OPwrXrzf43f8k9P/X3F/Wprn4w6DAs80Om61d2ULbDeW9qDCT7MzD9cUAehUVU0/UrbUtJttTt3P2a4hWZGbghSM8+9cb/wtbTXiluLXw/4ku7OMn/S4LDMTAfxBiw4+uKAO9ornR400uTwU3iq3S4uLFY/MaOJVMq8gMCCQMrznnscZrX0zUIdW0mz1G3DiG6gSdA4G4KyhgDgkZ5oAtEhQSSABySaradqdjq1mt3p91FdW7EqJImDKSDgjNULDX7LWdX1fSIYZ2OnFY7iRlHlsXGdqnOSRgg5AxWd8P5NCPg23uNAt57XTWeRlS5OXBDEMTyfT16UAdVRXBH4r6W8UtxZ6H4hvrKMn/TLaw3QsB1IYsOPqBXSeGPE+neLdHGp6Y0hh3mN1lXayOACQeo6EHgkc0AbNFFFABRRRQAUUUUAFFFFABXhGiKTpER/2n/9Davd68I0Z9mjw8dWf/0NqALqgCpUXHOaiWpVYetADj0qJYyDlmJFSFh60hYMMUAGEBGBzSqmEYZ61Gflxz1p6scc0AIrbBjGaReST0pMGkJoAkwe1NeJvl9BUkeG7imhjFwxzQBGxRpgQevWpZOSAtAiRzuUYpqSHzcYNADuo5pvPpSSt83FSr90fSgDx0EK0u3kORigfKpJ6Z7UJgOCemaniKHeT0PSgD3P4InPgu8P/URk/wDQI69B1G/t9K065v7uTy7e3jaSRvQAZrz/AOCXHg29x0/tGT/0COtT4spNJ8M9XEGcgRFgOu0SLn9KAGad4t8ReJLH+09A8PQDTcnym1C68qW4xwdqqrAc5GScVpeEfGdp4sS8iS1ns76xcR3VtPjKNyOCOoyCO3TpXGeEbDx3eeEdKn0rxLpcdibdRDG1oCUA42k45IIIPvW94J8E6r4f8RatrOq6lb3U+oAbxBGVG7OSfT/9dAHd1wa+P73W9evNJ8KaML02LFbm7upvKhUgkYXAJOcHH06Y5rumDFG2H5scfWvKPgQ0a6FrFu/F6l7mYH7wBUAZ/EPQBCddn1j42+GYbzS7jTr20guEnhlKspJikIKMPvLjvgV12oeK0tPidpXho6ZFI91atKLwv80fEhwBj/Y9e9Y2vTwyfHbwrEkiNLHaz+YoOSuY5CM+lVNd/wCTifDn/YPb/wBBnoA63xDNe3Oq29pZeFo9Qntis8V7euscEDnoVOCxYY5AHHFYkXif7D48stO8TeHbW21a6j8uz1G1cSq6kn5dxAZRnjvyemDmpdV8Y6xqPjG58J+FrezS9tYfNuLu/LeWo+X7iryT869e+eO9cX4jg8R2/wASvBq+Ir+xupTdoYvskZXaPMXOcjv/AEoA9B8aeOj4Q1LRrX+zZL1dRd1Iib5wQVACrj5iS3TIrP1nxz4j8NQRanrXhiKPSZHCube7Ek0Gem4YAJ+hxnjNZnxQ/wCR9+H3/YR/9qw1v/FkA/DHWcjPEX/o1KAIj4w8SanpZ1fQfC/macELoL2cRTzr1yiDOB6ZPPYV03h3XrTxNoVtq9iJFt5wdqyABlIJUggE9wau2YAsbcAYAiX+VcH8G95+GkGwjf5023PruoAtab421TxYZn8K6PE1lC5ja91KYwq7DsioGJ4wcnHXpV3w941XV9ZvtAvLJ7PW7BS0sJbMcg4+ZG64OVPIHDDrXn/w2svGV54Mt20HxBp1rZpLIpgltg7o24k5OOc5B+hFdT4e8D6/aeOz4n1vV7S6mMBhZYIim7gAZ6DjFAHJeG77xDH8XfEk9vottLqDwYmtmvdqxjKch9vzduw616B4y8Zz+DvDmn6nc6ckk1xPHDNCJuIiUZmw235sbcdBmuZ8Jf8AJdfFgPU2+R+cVO+PP/Il2H/YRT/0XJQB0+g+IfEWt3ttdN4fjt9Cu1MkNy90pmCFSUZkH97jgHjPtUC+MNW1vUr208LaPDc29lKYZr+8uPLhMg6qgUEt9f8AEZ60RlLIR26qhWPbGAMBeOK4n4PPEfh5axLxcRTzJcg9RJvJ599pWgC1pPjsv4oHhbXLA2OsFS8bRvvgmXG4bWOD0z2/hPOeK7OvJPHG26+M/hC3s8NdxFXn29ow5bB/4CHP4163QBy3iLxmuj63aaDY6bPqOs3kfmwwqwSNVyRudz0Hyt0B6fSs7U/HGp+E5rY+KtIgjsrpwiXenTmVY3/uuHVT0ycjsOAawvFEesS/Gm0h0fUbWxvZdGxHJcRbwyiRyVAx14J+gNSa/wCBfHXifTf7P1XxHpktt5gk2ra7TkZwcgZ7mgDqPHnjL/hC9GtdRFmLtZrpYCvmbcAqzZzg5+7096yrrxx4gfRm8Q6b4XaTRUTzCLqcR3DoBkuEAIC46cknGcYrE+Nlu1p8O9ItmfzGhvIoy+PvYicZ/SvTdTVToN4uBt+yuMe200Ac5/wlc/iLwUur+HdOF0s4kSWK5nELRAAgngMCc449DXH/AAWu9aj8NrBa6VBNpzXz+bdNdbGQ4XOE2nOBg9ec1e+EGT8LLwf9N5wP++BU3wMI/wCEBm9r6TP/AHwlAGx4j+IB0DxVFoEekT311c2qy2qwMAZJGZhtOeFXC5Lc49KmHivUtE0TUNU8XaVFp8NtsMX2WcTGYtkbQOMMDjrxz7VSKK3x2UsoJXw9uUkdD5+Mj8CfzrL+OyTN4ItWjz5S36GTHpscDPtkj9KANuLxN4svdL/tmy8MW5sCvmR2814VupU6hgoUqCRzgnNbHhPxXp/jDRv7S09ZUQSGKSOUAMjAA44JHQgg1y1lpnxFuLC3mtfFWkm3kiVoitmMbSMjHHpWn8PPBt54Os9Qjvb2K5ku5xN+6Qqq8c9aAOzrwj43OE8X6ax/58f/AGdq93rwf44jPizTv+vD/wBnagDzOMeY65PJYmnxA7XQ9d2f1qNRtCEdafGSs2T0KgmgBr8Xgc4+XinFiqMGP3TuP0ouowXZl9RmkuULREx8Hb83vQA8Flt1btzTQRLhR94CnK2bMAdsVFCCtwD7GgCw0nmx+WCd3TmoHm8ohWPfBqUD96vvVaVQ75bnvQBYO0v5Sn5/SmEG2hy44J7U+PZ9qDMmWx1p/mItoxCZ5780AMc5MI75qjezfZtRhmPTcQauZw0bYPB6VS1yLdCsg/hbNAGr/wAuTHsWzRFEsj78jIAApoYvp0ZUZDAE0WmDJnPTqKAJFDszhumDUcDFLlVXpsq9kSM6gYJBwaghh8idN5ByMHFAENzHmFCD65/OpHjO2Tjn5D/KmzHZL5HBBPympbiQQq4kH3toBX8KAIZ43ww3D7wqvLKiGSMqzzP02joPWrNyp8xQsg28M5PaotL0q81nVHltmAhjIVm9aAIYNKY2weNJLkF8yTBfuj+7/n1rXsbCxs9SQXiH7HONsbbc4J4Oa7y2sE0y0it7dQUZsSIe5x1rJ1S1tbjw5qEIB+0WkzSKQOmVBxQBd+FfhbRNQg1CW6tlnmt7jaAw4AOSK9btLG1sUKWtvHCp6hFxXmvwfKrLrSIcrmFvxw2a9SoAKp3pZZrMh8AzYI9eDVyqtxHHPcWwMqho5PMC55OAR/WgDO8USCPTIi1wtupnQF2OAOtWbL7DBbCcTQtvPMvHzVxHxknK6DYW43lZLsFtg5wFb/GvHptUvoriC2F/P9jLZEePmB9+1AHunxFXR7vw5NDcz2yzgb4t5Gfw/Ovm+w0u6nklu7eLzYoW5x0Arq5tJm1S58y4upZWAxHG3p/nFdLoottJtX097RohONjMBkc0AVNF8B+I9YtYtQtJNPaFhmMGc5X/AMdrWX4VeJXfzXnsEk7/ALxjn/x2tPwbqZ8K6wNFuzm1mYrDOPujuK9VPEXBzwOR3oA8P1n4beIrPR7meS6smREywV2yf0rkdPdRoFnDKDvSdufxNfRPilgvhfUC2cCL+or53tHRrBVUZzKxyfqaALB0q41XVNJsLeSMPcNhS54HNde3wq1yPekFxa7yN3MhAP6Vk6BZeV4x8NlmyfNUj/vqvfPLHm7887dtAHin/CrvFJBBOn/9/wBv/iarzfCfxU8QXfYD5s/68/8AxNe7U1kVyM9jkUAfOrfDnxbY3M23TjKPWNsg/Tio7nwzrtoyO2i3yKDyTGD/AFr6QpF+6B1wKAPmK9upIpsXNrco3bMOP61W/tKFRn7QE9mTBr6fnsbW6/19vHJ/vKDWHd+A/Dt6zNNp6Et1wMUAfNFzJG919st5o3ycuinkmu10bwX4h1+CK7s4oYrWQBl89ipwfwrY8W/DnSfC1xDq1uXNqZcPDt6V6UI/9DtpbTC2XkqYtvZccZoA4m3+ENxKim7volJ+8IyT/StIfBrRMfNdXBPr/k16DajEKDJbIzuzU9AHmcnwa0wA+RqE8f1XP9ax7n4S63asTp99ZzKOglZgf5V7JRQB83axpt9o1yItUtPIuT93j93IPUGsibdFcQSAYVnBdR0XntX0f4l0Sy1vSJYrxFO0bkcjlTXgF5bRwvdWe/cY8oh/WgB+uMZNTfZnbKibD/s4x/PNTeBCkgvtP850meYhPQ8Cqs0yvBpkxGGSA25/3gzHP5EVueDfDNzrGl3Gq6TIpvbK8K+U/CyAgHqM+tAHQy2cdhCJmjNxNzzj7tZSafJqniHQ7ZV8su7ykH+6Cv8AhUmqeMbfRT9l1WzvY7kqflCLhjnqDmpvBviXT9a8eWMhSW1FvbPHGJwBvLZ9CaAPT9a1EaVa26mJpFkdYjtGcDjNeU+O/F1v4rkh0zTkc21nJ5srOAMsoI/qa9rkijmUCRAwByMivmCOYRXWoonynfJu/OgCEozRySO33toVfxq8HIRFYYqnbt/pCEjcNhGD61Ykk85olUYbkn8KAK8y4Lx9mOahuEFvbsQevpVjY81sJEALE8g9qztSuVhtCsv3z2FAFCSdtpLS/J6VXhikvpRGgIjzzmltbdtUkEYZY0HcnmugtrVbQCML07jvQA+ziFmixjt6VPL8zbhQAHJwQD70x9yR9icdqAIdSAlsW9iKoyRKk1sW6b1z+dWbyQLYvuzmq0rgyW7N03rx+NAF7UtO839/HhGz8rdKp3B81tkkfl3B4Gf4j61rLMzpIhwyZ4z2qrLbLfDl8SL90+9AFLSb+fRNQaVIy8ONs0Hr+FejaB4ot4LYCLzbrTmOXUAeZEfp6fjXnjv9okXK+TdKMFj91/xqC2u7nSr7z7Q4HSWM/wAVAH0d8OzE3iXxHJA6SRPDZsrJ0x++r0SvHfgZdwXtx4imtgyxEWu1G6p/reP517FQAUUUUAed+CbWC+1vx9aXMYkgm1Jo5EboykMCK5Yagvh7wt4t+Ht5KHmsLaWaylAwJIXAkwf9ob8n8fSvRvC3h280TWPEd3cyQNHqV6biERsSVXn72QMHntmsD4lfDi58XXFpqGkT29tqESNDKZmZRJGQeMqDyMkdOQ3tQBL8Pr2y034M2N5qRUWcME7TBl3Ar5r5GO+emO+av6b4ru9f0iO60jwpdTaZMpRGuJ4YdyjKn5Nx44IqvZeBrofCX/hEbu4hF15Lr5sRLIGMhdeSAcZxnj1qtpOlePtK8KW+gWqaJFLbx+UmoNcSNhcnG2Py/vAHGTxxQBS+BIx4JvxjGNTkGPT93FXqFcb8NvCV94M0C706/mgmeS9edHhJIKFUUZyBg/KeP1rsqAExXlnxZgS/8T+B9NuGJtLm+ZZk7N80Q/kzD8a9Uri/iJ4Kn8X2Fi+n3UdtqdhN5lvLISF5xuBIBI5VSDg9KAOtntLW6tTa3FvDLbsMGJ0DKQOgweK4XUo49S+Nml2t2A0On6U93bo3I81pNpP5AH6rT7i3+Jt/p4shPoNhLwst9E8jOw7lFK4B+v4Yqz4x8Ma3qOv6Pr/hy5srfULAPHILssFljbGFO0Hj73HH3uoxQBN8T7G2vvh3qwuVX9xF50bHqrqcgj3PT6E1B4C1hLb4UaZqeqTeXFb2r73bsiMyj9FGPwrN8R6F468ZafHpN4dJ0uwaRTdtDM8ryqCD8o29ARnBIycc1f8AGfgi71bwNY+G9Bmht4reWIMLiRlV4kUjBKqcndtPTtmgDO8GG+8ZeLpvG13D5WlRRPa6VBKPnHI3SYHAJwwJ56kdBWh4i/5K34L/AOuV7/6Kq1pVt4009LOzNl4Zh0+DZGUgmn3LGMA7cpjOPXvVvVfD93feOfD+txPCLXTkuFmViQ5MibV2jGDz1yRQBgeMtPtNU+J/gu0vYEnt2W7do35DFUDDI7jIHFW/i9GjfDDViUUlDCUyPunzkGR6cEj8a1NW8P3d/wCOPD2txSQi201LhZlZiHbzE2jaMYPPXJFO8d6Fd+JvBmoaRYvClxceXsaZiE+WRWOSAT0U9qAOe+IkjzfBO5ldiXe2tGYnuTJHmul8MaPp9r4LsLCG0jW1mtEMseOHLoNxPqTmqPinwze618OJPD1tJAt20MEYeRiEyjoTyAT/AAntXRaXbPZaTZ2shUyQQJGxXoSqgHH5UAeZfA+4S18GauZ5dtvb3ruzMeFURrk/Tiuh0LxuNcsi3hjwxfT2ULGMSOYreLjsuW5/KqvgnwFe6H4R1vRNUuLcnUXlAe2ZmCo8ezPIHNV/C2heOfCXh9tEt4dEukBc2901zIoiLc/Mvl/NzzgY+tAGb8H9y+KPG8Rh+zhbxcwAgiM75htBHBx0/CvW64L4eeC9X8K6nrt3q15bXb6i8cgkiJyzAuWLAgAZL9q72gAorgfil4h1PSNM06x0K4ePWNQuxHCsaKzMoBz1BxyU5rvqAPOPjd/yT4/9fcX9a7tdLsk0k6WltEll5Rh8lV+XYRjGK574jeGL7xb4VOmafJAk/npJmdiq4Ge4B9fSusoA4P4VXaQ/CiwuLqQLDAs5d26KiyOST7AVd0vxZd6rp0VxoXhW9fT8bYZJpYrdWUcDau4nb6cCk8NeD7jTfhs/hfUZojLJDPC8sBLKBIW5GQDwGqnpFn4+0fw7BosNtoTy20IhhvXuZNoUDC5QJkkDHfFAFf4ZWsd94a8SWNzbiOCTWLuF7cEEIpVQUz04yRxVfwL4ng0LwdrmnahKZZfDEssMhH/LVAzbNufUgqPwrofAHhvUvDGk39vqt1Bc3NzqEl0ZYScMGCjJBAwSVJwPWuN8XfCzXNU8S6pd6NfWVvp2qhPtUUrsGyCrE4CkH5l3depNAHT/AAqtnHgpNTuAftmqXE17cMw5LM5AP0wAfxqD4UTw2vwqs7i4cJBF9oeRm6Kokckn8K7exs4dPsLeyt12w28SxRr6KowK5Tw14PudO+Gz+F9Rmi86WG4heSAllAkLYIyAejelABo3i6fV9MiufDvhe6k03lIpJJYbdW2kg7V3E4yD2FZ/wkXZpHiBfIEBXXbkGEEHy/lj+XI4OOlN8OaP448M+FovD9nbaG7QB/KvZLqTaNzFuUEeSRu9ccVseAPDWo+F9K1C31S6huri6v5LszRZw25UBJBAwcqeBQB1lFFFABRRRQAUUUUAFFFFABXg2kfNo8K56M//AKG1e814Roif8SiJs93/APQ2oAvA5FNVcMaWJeuTS/xhaAFoobhsUoGTigBMAkUMSOKHXBFKTgUAPPSoyM07eSKanzOBQAi/uuaQDzOae6eYh5ximxHYMUAOilAbbTgwSTJqLy8PuBqRk3nOaAEIAJIpu40Yx3p2R6UAeQ7fmxnualTGCppnl7ZDn+E80pO2Q+mM0Ae8fBH/AJEy9/7CMn/oEdei3VtDeWk1rcxrLBMhjkRhkMpGCDXnPwQIbwXeEdDqMn/oEdel0AeZw/DPW9Dlli8L+MLnT7CVixtpoRKEz6EnH6A8ck11XhXw1deH47p77XLzV7q5ZS8twcKuM8IuTgcnv6V0VFAB2rznVfhjcjxJPrfhnX5tFnuiftEax71YnqRyOp5wc89MV6NRQBwGj/DC20bxFpWuJqc9xeWzTPdy3C7numkQqDnPygZJxz9a1L/wZ9t+Ium+LPt+z7FbmH7L5Wd+RIM7s8f6z07e9dXRQBwniP4ez6h4mXxJoOtSaTqxUJK4jEiSgDHIz6ADnI4HFUo/hU513StcvPEFxeana3Kz3E00eRMFIKooz8gGD69a9IooA5XxR4NPiTXvD2qC++z/ANkXPn+X5W/zfmRsZyMfc9+taHi3QD4o8L3ujfafsxuQo83Zv27XDdMj0x1raooAZFH5UKR5zsULn1wKwPBXhg+EPDcWkG7+1lHd/N8vZncc4xk/zroqKAPN5vhhfaVqdxe+EPEk+jx3DbpLUxiSPPtk/wAwcetbvhjwrqWj38+o6v4kvNWu5Y/L2uNkUYyCdqZIzwORiurooA8/8RfDm7v/ABU3iTQddk0i/lQJNtj3h8ADPUdgOOemaueLPAs/izwjpui3GrlJ7Ro3ku2h3mZljKk7dwxknPU12lFADQMKBnoK8+1T4c6nH4gvNX8MeJJdHa9YPPbCLdGzd2645OTyDyTzXodFAHH+FPAkeg6hPrOpX8uq65cDbJeSjAVeBhV7cADr27DiuwoooA5Hxj4DtPFc9tfx3k2nataDEF7ByyjOQCMjIBJIwQeTWRH4B8U3jpHrHjy8ltEYZitYhEzj0LA/zBr0WigDlPHvg0+N9Eg04X32PyrlZ/M8rzM4VlxjI/vdc9q6S5t/tNlNbbtvmRtHuxnGRjNT0UAcz4H8Jf8ACHeHTpTXgvA0zSmTytn3gBjGT6Vz+h/DK98Oa752l+JrmDR2uBcPYCP7+P4S27kds45HWvRqKAML/hHf+K6PiX7V/wAw77D9n8v/AKab927P4Yx+NX9X0iz13SrjTb+IS2067XXOPcEehBANXqKAPM7X4ceJ9Ij+w6N46ubfTedkUluHaMegOf5Yrs/DOhSeHtLNpNqd3qU0krSyXF025mYgDj0HHTNbNFABXg/xw/5G7TR62P8A7O1e8V4V8bAD4w0zP/Pj/wCztQB5eoLDCjlRzUjgAY/i2j+lEborP9P60XOdwdem0UAOZgSV9ACaZIxCkgfKVxmllUEM+ewolbZHGmOooAFx9k49qYu5Z038ZBxT1AWyG05pJjkxM/GBxQA8HMq/7I5qAqSQccU8pglwe1NDZC0ATIQkodug4p42yWzKvUHmq/mDfsPUmliYhpUFAEjMkuzHG081U1IMbeQMCBn5ferEkfll2H92ib/SbeNT15FACafcj+zI1zkYxUsX7uQnPBNZemH908PdHxWgW3bkz3zQBbR2EpGSCelLFdxbZIjG8lwOMKCTUE0imNZM8AYzSaHqWr2eq40i2WaSQ4G+INn8SKAL1tomua9LFBY6dJydxd8AD86bqEV9pN3No2pQxiePGTkdxnr+NekL4v8AFfh3T0l1XwuzA9ZY2XAHuFNcp45urLxVeafqOnwzNezALLCsTAg9MZI9qAOMvJo/I8hHJaQ439q9P8FWFtpFlHasQ8s6eax9OQP6VyuueF9atLCBx4fmSJWBZiFz+hqe71zZFCLd/s8iQrHIWBBHzZoA7i+YR6jsByPMB47cCuajuEjuPEEVwMEnjPoVFXLLXGvIWi06wkv5AgaSZR0PTqa5W+vpZxel0aKeSYROr9hgf40AeifBzSp7HRb+/uRgXco2En+Fc/412uu+JNN8P2RubyYDrtReSx9K8I0rV/EV1pY0qG9eKC3bDLG2GIJ9a6G10CNvLuru5mlbpicl+fbOcUAa998RdY1iMx6HppSM8PM7AEZ6YBql4a+3W/jLTpr7VJbiaYlWiJOFziroX7EmyCHANUTL9h1vSdTnyuy6Cceh/wD1UAdj46urGzuNJm1KJprcTMNirk5x6VxOu6fd+IbSSLSfDcdojHdHduVVyPTHWux8YXdqPEOhxXk0cVuWZ9z9M4FQ33jjQ7Nm+0alC6xDC7ATn9KAPPfD0FxDMYLwYurQYfJ6g/8A6q6KTUdMeFpLiaFlHDbTkiuG8X+INNudTS/0i5lPmArKFDCuX+1QCTZGJWLcsMHrQB3XiHxPYXOmGwi3HbjyZgORggjNdh8M/H9zq93HoeoKWkCHy5QM5wM8/gK8UnjnuiDBaSDufmrqfDfi1vCredZ6aHmxhmfBOenFAHv/AIrYL4V1Jm6CE5r5zsXWTTU2cMZDj8zXR658VNc1PSLi0NokUcy7WOBkCuYsk8vSLORfvGX+tAHT+HHf/hM/D6ucnzV4/GvoGvma61SfSdW0nULXaZomDAHvg11Np8adWcYfSxIwPOMCgD3CivIx8ZrkD5tBf67/AP69WIvjXYqpN5ptxCc8BVzQB6pQOlebx/Gzwu2PMNymfWI1vQ/EjwjOQI9ahyexRx/MUAdVRVC21bTb5fNt76GRRxlZBirqurjKMrD2OaAKeraTa6zYPaXabo2/SuQtG1XwsJrR4/tliM+VFnkL26+1d5g561l65p895a77RgtwhyoJ4b2oAoWHjHTHs0e6WWybOPKeJjj/AL5BFXk8S6PIcLernryjD+lcvHfW/wBuzqI+zahENrW7L8jD1GOKsSz6bO29Y4A/0FAHRjxDpRP/AB9j/vhv8Ke2uaco4uVJ7AA5NcFqD7ZTIJEiiUfwmsb+0bi5fytOia4lb5VYdj680AbPjfx0fsb2ekxSyyDiQqp+WvH2vGYvNISJicsp6mvoTwn4aOlaVJ/aEMct5O++XIB/Cq2v/DvQNZl897cW0oXaGiXaCfXj60AeK20P2rw5PM33recSbe+GwK9K+DbeVBqtsuPLMokH4qKyB4BuPDU1xDJMJre7hfBJ6OM4H6Co/hBPeQ+Jb60kjKRlCGz3IoAtfHO23zaDKgHmZmXd3wNledwySJdwX8cjGS0dWPGMjOf6V6f8aracro94g/dRNIhPoW2/4V5kUkEUg6gqAcfif60AfSmhapDrOi2t9CwKyICfY9xXzvruly6Z4r1a3ZDh2LJ755ruPhP4kWytLzRJ97yqwktlCk7s5yM/gK0/ipoMk2nxa5ZxfvoPlmAGPlPf3oA8pgGyVQfvBCcU5CEljmByDuH8qnJjdo7hR8zRlWHoapr/AKiL/fNAD48x2Ideck8VzTRNqN80fOMHn0rqInVNNyeu44/KsXR0IkeY/dJINAFFNLliYGGY5HpWlbX2oWgwY0mX1JGasxxZXK9NxpqxrtR17HmgBU1W3kkxcK0LE4xirSqZmIibePrVS4jjmfDxdsZxVNLa5t33W0zAA5C5xmgCfUBdeSyLDuHU1nT3crRKrW5BXBzitSLVbpQy3NsWToWUip4r6wkjwsqqx42yqeaAKNjPPIpbBxWpJ8yK0PysB8wqZfLMPyGIey1GkRU45yfWgCtdIL6NUI2Rjo4HOaqybZX8q6Hkzr92QfxfWtWKEqxzxnjIrRm0RNRtY0lAiCj5ZB1NAHdfs+IUPiRSu05ts/8AkWvba8c+BVrcWVz4jguF2sn2bHuP3uDXsdABRRVXUzfDS7o6asTXwibyBNnYXxxnHbNAHE6x4x8US+KtQ0TwtoFtff2aIzczXE4UZddwABZfcd+hrtdMmu7jTLabULVbW8eMGaAOHEb45GRwa8b8Py/EMeL/ABObCDR21Avb/bxKW2A7Ds2c+mc12HiDxlr0niA+GPC2nQXWrQQrLezznbFAGAPGSN33ge/XoecAHf0V5bceLvGvgu5gm8X2djdaPLIsb3lkfmiJz26nof4fxrovGXjf+wNO00aVbrfajq7iPT4ycI+cfMTxx8y8ZH3vrQB2FFeP+JPFHxK8IWUN9qY0SS2nkCF40ZhCxzhSMgngHkbun0zt+KfFfibwx8ObXVbpdPOryXCxyeUrNFsO4ggE5zgL+tAHotFVbS4efTIblwN7wrIQOmSueK4/4a+Mr3xR4VvdV1k28bW1y6FokKqEVFbJ5PqaAO6orzSDxL4y8aSXF34QTT7LR4JDHFc34Ja6I6kAA7R9QOvU8gbfg3xNq+p32paL4isYbTV9PCM3ktlJUfOGHJ9Bnnv25FAGxpmuHUtZ1XT/AOz7u3+wMi+dOm1Jt2eU9QMfrWxXKeHPEV7q3i/xTpdwsQt9MkgS32KQ2HVidxzz0Fcrf+N/F91401vw1oFlZT3FuUMJkG3yo8De7Etg8sox79OKAPVaK4mO98f2/hJC+l2F1rxujGR5qrEsOCfMPzDPPGAQec4rA1TxN498Ei21TxINJvdKlmWGWOz3B485OQSB6H1/rQB6rRTIpUnhSaI7kkUMp9QRkVk+KfEEXhfw7c6rLC05i2qkKnBkdmCqPzP5ZoA2aK8zmvvitBZvrElpooiiG9tMBJkKd/mzjOOfvdunaux8KeJrPxboEOq2asgclJIm5Mbjque/Xr3FAG3RVXUr6HS9Lu9QuN3k2sLzSbRk7VBJx74FebWevfE3xJbDWNI0/S7PTmHmW1vcNl517ZOe/Tnb/WgD1OiubufEtxo3gh9c12wFneRREvZrKHzJnaqhlz947fXG7noa5l7r4rfZX1Z4NFhjjBkOm5JkZRzt3DIyR/tf4UAdnL4c06fxNFr80byX0EPkwlmysYOclV6ZOSM1r1heEvE9p4u8Pw6raKUySksR5Mcg6rnv1Bz6EV5/pXjPx/4u0W1n8PabZqYwwurubCo8gP3UUnpgjJ55z07gHoXibxLaeGtOWeZWmup28q0tUBL3EpHCjH4c9qzvDPiu7vNQm0LxDaR6fr0QMghjJMc8XZ0bnPoRnPH1wnia78atqMdn4a0uxFuUDPqF7KCqt6BAd3Hrg9awNM8X+KND8Y2Ph/xhbWLrf/La3lpnlumMemcDoDzQB6ZRXBeO/G1/4V8R6BaWtstzBes4liWMtK5BUKqcjBJNYes+K/iJ4XC63q+m6c+jtIPMtonDPbqTwpYHlu2RkZoA9ZpD0J5rzO91v4j6pE2r6Bp2nw6UQJLWKdg01zERlXPOBkc7cgjpzXZ+FNeTxN4W0/V0ADXEWZFUEBZBw4Gecbgce1AEvh7Wjr+lC+/s+8scyMnk3cex/lOM49K1a5bwT4kuNe8I/wBr6kYY3WSYOY1IUKjEZ5J7CubXX/HniuWXUPCkWm22h7mW1mvPv3AUlScckfMDjIHGKAPTaK52xv8AxMvhFrm+0aJ9ejDD7JDOqpKQ2FIYsQBjB5PrXI3+o/FexsJdYltdEEMKmSSwQkuqDknOeePRu3AoA9QorlNN8c2l98Pm8VvA6xxwu8sK8kOvBUH3PQ+hrmNL134l65pkXiHTrbRGspiTFYFjvZAcfezjP1YfQUAepUU1CxRSy7WI5XOcH0rl/HXjJPCOnQeTB9q1O9k8qztucO3GST6DI46nI+oAN3V71tN0W+v0QO1tbyTBCcBiqk4/SsjwL4lm8WeFoNWuLeOCSSR0KRkkDa2O9cVqeo/Eiy8PajNrulWN1YXNnMkyWjgS2mVI3EZ+Yc5IBbgdRWh8KL+20v4Tx315L5VtbvPJI+M4UMSeByaAPSaK8ytdf+IHi6FtV8O22mafpOT9mF6S0lyASM8ZxyPbr1PWtzwV4zuNeub3R9Ys1sdd08/6RAh3Iy8fMp59Rxk9RzzwAdjXhWhkf2PEM/xP/wChtXuteD6D/wAgyL/ef/0M0AXjlSMdKeSCyEGkb/XBP4aYeJSo6UAPbl6VeGzQKSgBZDyOaR/u01uoqRhkYoAYnI4pU4lyeKTHldaXrzQA8EbGGetRHIHQ06gndQARHOc04tjpTAMdaWgA60lKvNNPWgDygnzDIQCp96QDzGOD/DUgKt5vPQjH61GP3ZO3uKAPdvgb/wAiPdf9hCT/ANFx16ZXmfwOXb4Iux6ajJ/6Ljr0ygAoryv4p3/9upP4e064w2m20uqX8kb/AHBGhCRnHdmYEg9AAa2/hDLJL8NdNaR2dt8wyxzx5jUAdzRRWTqnijQdGkMWpaxZW0wAPlSTKHweh29cfhQBrUVnaZr+j61n+zNTtLxlAZlgmV2Ue4ByPxrRoAKK4DXfh1deK9eurjW9fvP7LyBbWFq2wKNoyWJBGc57Z9+w5XRoL/4dfFWx8NW+oz3mj6jHvWKU5KA7gDjoCCnUYyP0APaaAQehrzX4iaze3/iPR/BGmTyQtqTBr6WE/OsBJyAe3yhyfoOxrE8U/DRPB2iy+IfCmpajb3tiBLIGlDeYgPzHgDp1IPBAPFAHstFVNMv4tV0q01CD/VXUKTJz0DAH+tOvr+00y0ku765itrePG+WVgqrk4GSfcgUAWaKwbrxr4Xsrn7Pca/pyTBirJ9oUlWHUNg/L+NTX3irw/psUcl5rVhCssayx7p1zIh6MoBywPqKANiiqem6rp+sWv2nTb23u4M7S8EgcA4zg46HkcGrlABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV4P8AHJtvivT27ix/9qNXvFeD/HMZ8T2Pr9g4/wC/jUAeZTKPKdk4OwH+VOdyqR7+FKrTRu2SD/YA5+op9x86oHGAFWgB8sYBPPynHPpTJWLIOPujrSyqdjDPynGDTY3Aj8t+h70AGR9mXZx61LeFHjjYD7q8/WonwMKOlOuAAqqOhGKAGLkKjH7pXJFMlRiqmPgVJtISMHhduKeAdiigCHKhgSPmHenRAlJX75pzxjfgdc0yNv3ci+poAdIxCORggrSkYRcfw0jQk2zsCMbfWmbW2nn0NAFGB/s2pTRsMeY2RWkY1jkZ5pFRRwc8nP0rN1S2J8u5iLFh6Ct7wlcaLLeJLrDozlh8jtgfrQBBJp96ttDLPayQ6fK4/wBIccFT39elezaNr3hbQdOt7PSYpL2RBjdDbtuJ+pArpZNN0jxDolvb4ils1VSioQQABwOKuQadb6fbLHYWsSgcD5cGgDJGv6ncR5Hhu7aJhxueMZH0LVnah45i0AK+paDd2sROFdQh/ka61I3UfMdzsO/asrxD4fj17RGsnCCVfmRiOh7UARaX410TWgI4LkxysM+XNGykj8RimeIvCGi+KrbbMED42iWIjP6VhaPDpUlt9i8RG3tr+y/deZKRF5i9iM4z1rB8SxW+mPBF4X1qe4uXbd9mtXMo69SVyBQB6L4W8NW3hbShZW53/MSXI5NeNfEGaO38Z6rbvHlH2SjaRwcf/Wrqrnxl4u0OyhTUILKN2TIaWZQ+PUqTmvH9bu5tX1eS+Mr3F5K3zOOFHtQB0llrenaVrlvcQXCNBOoFwhU/IR+FdhdeMvDelhWj1DzvNHMaIxOfTpXjZ06RkWS4c8n5lHarMVkkc4aFPMGOpPSgDu9V+ISyqBYWkg93XFcnf+JtS1Ga2Mj7Y45Q2F9aHkZVCuQQaoXMPysUI4+bANAHpfxVuDr/AIa0y+traQNCwLOOm0rXmFrFDMQAC397NeyeG/FmiXfw6/s7UpoEuIovL2SMAWwODzXkZCNfzm3H7sZxigDSitrdBuSNcAdMVJcWyRXTMiD7m4DFJaHfAQeG9DVi7ZDO5Dr/AKsDPvQBBO37gLErLLxkCobwq5t0VSjZ+bPeplSe5AihguHY9CsbHP6U8afc3dxHALedZAed0ZFAEU1uGR9/QL2p1ouNKt2HQOcfnT9RsrjTFfzQxBXH0p2n4bQYScA7zjP1oAi1SNfP0+Tqc9PxpYoxtkVfkI7im6iH+06erKQMjqPerDjyzIfUigCknnGRVaRsFsZzVsKfsTZbILHJNV1bfLH7Oc1bjVfsLKWAyx70AcPqN0ftDRIQVHGcVSBkYEgNtHcVe1OykgvnypHPpXvOmfCzTo/CALYkubmMbWA6EigDwzTbiR2AFzLEf9ljXZaXr3iXTsfYNTlkjGPld+P1rnYNDkstUntpvleFtpB4rbSGVQfLOFHrxmgDuLH4w6laFY9SsRIFGCU6muosvi74duXUXTy2qkc+ZCxAP4A143tbJJxkfjTJVS7gMbzqG7LtNAHsus6npXiCMy2kkV4rfdlQhWUfjg1w9/ojRyed/aMscbdBkn+VcGkNzahlgaSMDncGxmtfSvFV/ZRiK7g+0wA/ePJFAHUwaJKyRyfa5ZYW9TXpPhLR4bSBJxFsGcKcda4nQdb0bUriKFbxLZH+8szBNp/GvWdOihhso44ZFljHKupyD+NAFzFNJD7gD0PP86dSAAEkdzmgDE8T2wuNPjYj5Y5Vd2H8Kg81xmnXK6b4tsrjyPKhnZoSwH3s5KmvRr2E3FhdREffjZR+VeW65fSpbae2AJLe6T6/LwaAOh+LFvHP4PYlsSJKpiUfxHI/pXj5jeymK3cbxl1BXcPvEjFeu/EJpbyz0GGIZe5uVO32wCa2dX8K6Xr9nFDdRhJIVCh1GDnAoA8m8CXMOkeNbOW5cP8Aah5SKvO0njn8692urWO8tJbaYBkkUq3HY14L4l8E6v4alglt1kkijlaSO4jUsRjB5x0r1PwJ4ui8S6aInYC9gT96pPzH3xQB4jdobDVr23AyEkZAp7Cqsg8u2Qjkhs4+ta/jCEW/j3UoBwoO6slhuOOdg79qAKt/J9nslAOTgnFM00LDarER97liexp99h2ijP8AEQPwqYBQXwO+RQAJGPK3Bj1PFRAbRAMcMxFPjOyEA9c5xSI4Mdvkchif0NADZJWSZWYYXdjNJJlpQ4GRnNSs6zjaRtwT1pQiqgXcMn3oAZIE8xdo6jmoTDDNGoeMEsSM+lTyARle/X+VNtkDwgk45PWgCi2mPv8A3ErLjpzTorvUbcksnnAe/NaEKbXO80QBBI7KenWgB9hrdhPOouJDA2R95TXXoqyuJIXXyx/Fng1wU1jC7u5Xd6+1LbnUdNCvaT+cndGPT86APe/hU/ma34iYAj91adf+2ten15D8EtRfVLrxBcSJscJaow+nm169QAUUUUAcJ4P/AOSj+O/+u1p/6LaqWg39pbfGvxZZXEqpc3UVsYA3G8LEu4D3wRx7H0rsdN8PWml61q2qwyTNPqjRtMrsCqlFIG3Az3PUmsvxX8P9E8XSxXN2s0F7EAEurZwr4ByAcggigDD+NV/aw+Bn095Aby7mjFvEBlm2sCSB9OPxrmviDE9hongDS3dLPWbdY9l3PIFigKIgbccEfeCnP+z712mhfC7RdH1SPVbm4vdVv48GOW+k3hCOhAx1Hvn2xXPfFB0vvGfhzR9aY2vhtz5090w2q0nzDYX/AIeAO44fJ6CgCrdWXiP4jT2Oma5f6Ha6ZBKJJRYXSyPcMAR8oDHHBPXGM554FbXxthJ+Hg8tPkiu4icdFXDD+ZArn/F/h/4YxeG7ybSLmxGpqn+irY3xlkaT+EbAxyCfau78K6ddaz8NbHT/ABTbyyTTQNHcR3AIcruOzdnkNtCnPXNAF631zS7TwTa6tcXsUdh9jRvOJ4+709Sc8Y654rzb4W20978HfE9raqWuJnuY41HUsbdAB+ddPpfwd8PadepNLcX17bxP5kVpcygxK3qVAGf85zXSeFPCdj4Q0+4srCWeSKe4a4YzMCQxAGBgDjCigDyz4ZeHbrXvCqtZeMdUsHglZJrK3bCxEkkHGe45+ufSvQ/DHgo+H9autUuNbvdUvLiBYWa5IyFByPftVPVvhdpd9qkuo6df6ho1xOd0/wBgl2LKfUjsevT1rX8K+DbHwn9re2ur26nu9nnzXcodm25x2H940AYPgj/ko/j7/rva/wDoMlZfhL/kuvi3/r3/AKx13mleG7TSNb1jVYJZmn1Ro2mRyCqlAQNuB/td81Bp3hCw0zxZqXiOGa5a7v0CSI7AxqPl6DGf4R3oAzviDruq6TaaXZaJNDBqGqXq2qTzruWMEHJ54znb1B78V558UPDutaT4RjutW8W3Wp77lE+zPCEQsQxyAD2wa9Y8VeFdP8XaSun6g0yIkomjkhfayOAQCOCOhPauWk+EGlXlrLFqes6xfyMgSOW4nDGEBgfkBBwTjB9jQB3Gj/8AIFsP+veP/wBBFcZ8YYpH8ExzLI8UVvfQSzSJ1RMldw9SCy13dtAtraw26ElIkCKW64AwKh1LTbPV9On0+/t1ntZ12yRt0I/oeAc+1AHDQ+BNSvbRJ4fiFrc1vMgZHWQFXUjg9a6DwR4VtPCGhyadZ3j3cb3DStI+PvEBSBj02/nXNr8HdNh3Q22v67b2LElrWO5AU+3Tp9RXbaFodj4c0eDS9OjZLaHO0OxYkkkkk/UmgDP8exvL4B15YzhhZSseewUk/oDTfAmo2d/4E0aW1mRo4rOKKTB+46IAwPpgg/8A6q6GaKOeF4ZkWSKRSjowyGU8EEd685l+DGhfapHs9R1SztZj+9tYZxsYd15GcfXNAEnxRmj1n4d/btNuRNaRXkckk9ud2FVyrEY64b+VLbeBtSvrOO5t/iHrctvMgdHWTIZSOvWuwtPDul2Xh3+wYLVV00wtCYdx5Vs7snOecnn3ri1+DunQForPxBrtrZOTutYrkBSD1HTp9c0AdF4I8KWng7RZdPs7yS7SS4aZpHxw2FUjj02j9ay/g/8A8ky0v/fm/wDRr10+g6DY+G9Ii0zTo2S2iyRvYsxJOSSfqaZ4b8P2vhfQbfSLKSaSCDcVaYgsdzFjkgAdT6UAcRrfiPxDr3xEm8HaDfxaTHawiS5u2iDyNwpIUH/fXpzwTnFctr2mXWk/FLwja3viOfWJ/tSMRMAGhBdcDAPfr+Fej+Jvh3pXiTVItV+03mn6nGoUXVnJsZgOBnj07jBqra/Cnw/Z3unX0ct615ZXH2lrh5Qz3D5B/eEjkDHQY6mgDD+JX/JSfAf/AF+D/wBGx1ufF/8A5Jjqv+9D/wCjUrZ1zwhYa9rmkatdTXKT6XJ5sKxMoVjlT82QT1UdCKteJPD9r4o0G50e8kmjt59u5oSAw2sGGMgjqBQBF4N/5Efw/wD9g23/APRa1z/we/5Jrp//AF0m/wDRjV2OmWEWlaVZ6dAztDaQJAjOQWKqoUZx3wKp+G/D1p4X0OHSbKSaSCIsytMQW+ZixzgAd/SgDh/A9vNefBjULa1UtPNHexxqOpYlwB+ZrT+D88Uvw002JJFaSBpklUHlGMrsAR24IP410vhzw/a+GdIXTbOSaSFZHkDTEFssxY9APWuV1b4S6TqGsXOo2mo6jprXR3TxWkgVGPfAxxnknr1oA1/Gvi5PDXhS91SzEd1PDILdFzlVkP8Aex6dcevHFcZd6T4nvfBE+v6144eBJrMzfZ4IkWLayZVM5GScgdO/eu6tPBWiWvhE+Gfs7S6cwO8Stl2JO7cSMfNnByPQVz9j8INDtnRLq+1S/s4iWhs7mcGGM+u0AA/y9QaAKvwnjs5vhSsGoeV9kmmmilWVgFKs23BJ9c4/GsjXNG1z4UWr6t4c1QTaGJQZ9PvCDgsQPlPGew4wfrXdWXgHR7PwZL4WY3Fxp8rFmMrjfksGByoHQgHp2rDg+D2jCeH7dqmr6haQNmK0ubgGNfbgD9MUAdzpN+uq6PZaikbRrdW8c4RuqhlDYP515x8WZ4rHxR4H1G6G2ztr52mkIyEG6I5P4KT+FeoxoscaoihUUAKoGAB6Vm+IPD+neJ9Jk03VIPNgYhgQcMjDoynsaAKHjXVrDT/BOpz3V1FHHPaSRRMTnzGdCFC465z27c9K858P21xefs638NsrPLiZ9o6kLJub9Aa6jSvhDoWnzB7q6vtRSJSttFdSBkgz1KgDGenbHHSuo8M+G7Twrocek2Uk0sCMzBpyCx3HJzgAfpQB5p4B8MXeveELO5sPHGrWyoDG9tA+FgYH7uM8ev411/hXwHD4c8S3urya3dalf3EHlSm4I3bSVIY9/wCAAfQ1UvPhLpLX8t3pOpano3nnMsVjNsRvw7dTx054Ard8K+CtL8JfaXspLqe4utvn3F1Lvd8Zx2A7ntQB0deDaF/yC4v95/8A0I17zXg2h8aTGf8Aaf8A9CNAGi2c4x+NKY8FeeTUcUxbqKkSQNJg8Y9aAEBGG9qbu9qRs7WwKaCPWgB/3mzT89PamLyTinH3oAJcSmgZxg0gAA4OfpQXB6kUALSAYoyKMj1oAcSCOaauW6Cl27gTnpSI2DxzQAvA+7zRmPu3NAXZnHOaYYQSTu60AeUIo/f4OTkf1pO/tRndJOV4wRn9aTruoA96+CP/ACJl7/2EZP8A0COuq8aeJoPCXhi51SXDSj93bxn/AJaSnO0foSfYGuV+CHHgu8/7CMn/AKBHXe6po+na3arbanZQ3cCuHVJl3AMARn64J/OgDyTSJdC0r4X6/LdeINMuNf1e0nmuQLyNpGdkbbHjOSRnp6k10fwa1Kxk8CWOnpe2zX0Zmke2WVTIq+YeSucgcjn3FW/E3w/8Or4W1ZtP8O2pvRaSm38mDL79h27QOSc4xUHwm8NRaT4Ttby60k2eruJY5nmhKSlPMJAOeccL+QoA793CIznJCjPFeGfDXX4Be6v4j1DRNY1LVLu5IFxZ2LTrEuM7Qw+6fmxj0Ar3WvIdHt9f+F+vajaQ6De6v4fvZTNC1ghkkiPYED2wDnHQEHtQA6wie8+Mul6zpegaxp1nNBLHfPcWLwIzbHIJ4xydn1IHevXK47Q/F+s67rkdsPCWo6fp4VjLdX4MTDjgBCOcnHeuxoAp6pqlno2mXGoX86QW0CF3djjp2HqT0A7mvOvBOk6j4l8Z3XjvWrSW0j2+VpttKpDKhGA2D22k89yxPpWB4yvvEup+PozeeGNXvdC0u43QWtvbOY7hl6OzbSGBPb047k112nfEXW73U7S0l8Ba1axzzJE08iOFiDEAscoOBnPXtQBjXJ2/tIWfmcbrM+Xnv+6bp+tegeMWRfBOumQgL/Z9wCT/ANc2rk/iJ4c1P+39H8YaJavd3emMouLWM/PLEGzhfU4LA9T83A4rK8S+IPFPjfTf+Ee0rwlqemrdkLcXV/G0aomckZIA/rjjHNAHb/D1XT4e6EHBB+yIRn0PI/TFZnxf/wCSYar9Yf8A0cldlaW0VnZw2sC7YYY1jjX0UDAH5CuU+Kdldaj8O9TtbK2mubhzDtihQu7YlQnAHJ4BoAu6f4I0Cy8NnRU0+F7aSPbK7oC8hI5Yt/e/l2xiuS+DvhvTR4Vj1me3W4v7h3jMsw3bERioVc9Bgf5GK9QThFB9K434W2N3p3gO0tr61mtp1lmJimQowBkYjg89KAOc+GX+ifEPxxYRAJbC6LrGowq/vH6DtwcfgK9WrzTwLpWoWfxK8Y3d1Y3MNtcTEwzSRMqSDexypIwfwq+PGGrT/FpfDVnDbzaXFDuupUUs8R2E8sDgfNtGCO9AHeUUCigAooooAKKKKACiiigAooooAKKKKACiiigArwb455PivTsdfsP/ALUavea8K+NoB8X6cD1Nhx/38agDy+fdtlyCPlH8xUhBkDKeuwf0pzN5sbK3JpuCszMOm0UAV5fMU7TmpYwCq59adKQxckdFFLEowc9QARQArp+8H1pL2NtsbDsaV5RtjPcsaUy74Vyf4qAIsk26Z/vGnBuFokGIFx/eNRg/u8jrQBKTyzVEoxED70uT5QHcmlXmCIf7XNADpVKwNjpilADj5f7gpHYmJgaeVUhccEgDAoAajHcAVyMGqdxZW8se7ymU7uWAq3JGWkJBK49KarN5W0sRhsfWgC1o+u63oTbdO1JxEhzsc5GPTBr0fR/jEwIj1exb3khGRXlhVJlkL9aIvMgkZQ5AHagD6O0vxt4f1WINFqVvG5/glkCsPzrdhmjnXfFKkiHoUYEV8uExTkGaNVb++nyn9K1rW+1vRB5mj6hPJDjIRm3AfhQB7n4jstEuIhJrP2WONB/rJWCn6DNeTeIPG9jpLSWXg+wiCH/WXQGW3ex9MYrjdW1zWPEV0smqTyPt4EfQD8KWGFRDuRRgHGPSgCOaabUXN3qVzLc3LcYkPQUiosabEj2k9wKtyxLNENvDd6fafJmKRQw9TQBk+TNC+Gbcr05g0RG0detXpkVJGC9G7ntUSxMpy0iMD0waAIJPnHrUO1U4bvV3ydoJ3D6GotsUh+aRVI7Z60AVvsccgzjmrdnaFexxUkccmQIbO5nY9PLjJz+QrXt9E8R3JRbXQr5Ax5MsDDj8RQBDY6YLy+gjJcB3CkqO1exWHww0KzljlYSTFeSrng1j+FfCt5oFwdV1AxJEIipjlxwxI556dDXV2Piyxu7m4hgu4rtoR8y2x3kHPTigDV/smxUAw2sMbL90qgGKytY0gXEEk8FtHHOh4IXG6tKPVUaVY57ea33DO6VSAOPWoLrXbIkRRLJdbsjMKlgPqRQB5n4oso7nRbhP3fnouTzz1rgbQ40SE/3JD/OvVfEHh6abT76/jjaFEjLYcYzXk9q5bRwo/ikP8zQBNrbbp9Jf1Ud/emSAMYgcfe/vVr2Glw6vr2g6deJ+6fCkqcHGa9Nk+Efh51ADXC47h+lAHjWRHc4AGKtXTwC28uMhpC2fLXkmu91/4WaNpOmS3w1G4AjGSHYc/Stn4feBLLS9IjvdQtxLeynzAZh9wdhj9aAPMbbwPr3iW4Dx6dNboeN0yFR+texWPii1t9KRL22ltp7YBFhMZ/eEcDb611/8qrSpE0yl4k2p8xZ1GB+JoA+ddX8O+I7OWbWr/T5VEr5fKHio7eZGVDMuA3IFey3mtad4w0vUdLsZlFyi5VG6uB3HqK8PhbZO2ZFDRkq4kONpzQBIVUXEyg9zULoYJVwmQRnOKHK/aXZSZST1Q5FZGs61NC4hjK8DHuKAOkKRXEQ3FQcdzVQ2jK37tAy+3NcK+pXTsT5zD6VpaT4guLaVI5JMxk8k0AdObWNyFkVUOOvRq2NF8V674ckVbW4a4tUP+rlORj0rLNxG4F1Htdj93JzUUilSLp2JLdUzwKAPePCXjvT/ABNDsZltr1fvQucZ9xnrW/qWrWGjwRT6jcpbQyyiFZZDhdxBIBPQcA8nivmjz97JPDKbeSP7rI23Fe8/DG6bxP4FuItYEd8guXgYSqGVlCIefXrQB0kV7a3FoLqC4imt2GVljcMrD2I4NeLeNlmGslLYMd06GNAMkhjzXXa34F1zwq8114LJuNMk+e40mRySG7tGTz0A4znjv0GP4ab+3dfk8QazEdPh01PJeO4+QBh2OccjNAGl4/uZdPj8K3IBAikO7PY7FrV0/wAUJLKVmwASHBJ9q5Lxp4iTxfDHa6bC5t7eTJmK8Of9k+lQRB4re3WZSGbCZHpQB6NNrdnJC6XexoJOAM1zHhzT7DR/iM32HiO8sn/Pcp/pVW0ilSR4nHmIPu5rUitBF4y0WeH5ZWjdXU9Nu05oA82+JUf2X4gXbNx50QYZ+tYKSExrH/ervvil4YvNU8W2stqMs9uwXjqRyR9a8+uDJp8piuImjkhXJ3qRQBXkkSTVY4xyEXn2NSzBxcEr92s6xdm824K/NI2Qa1C+Y0Pc4JoAaQG3E9dtQx5Ow+lTSDMrYP8ADTYP9WrHtQAgIZju44p0qjz4PqKbMgdsqe/OKbNzcQ7ORkUATTKPM49aijB8sfU04ygzFG6jkUq/K3lnpsJFACxuJC59AKYrFJpm9RTbcbZJE7EVIqh4nyeduaAAEAzse60g4Vh7CnGFSrbiRkCk29TnOaAPXfgOu2fxIP8Ar1/9q17LXjnwKO648RnGMi1/9q17HQAUUUhIAJJwB3NAENxe2tpt+03MMO77vmSBc/TNeam6uP8AhoNbcTyfZzYZ8sOdh+TPTpVPwz4P074iyah4u8QrLOt5cPHZwLIUWOFPlB45zxj8Ce9ZvhrQh4b+OqaVFPJNbQ2jfZ2lOWWMpnaT7EkfTFAHoM1p4pPxHhuU1S3Hh4Q/PabhvPyEdMZ+/g5z0/KuX+K17cajr3h7wnDeta2t/Nm7dGwSu4AZ+g3HHrj0pbn/AJOMs/8AsHn/ANAesL4geFNKl+LGhwNHJ5erybrseYfmO7HHpxQB6V4T8EaD4VtnXTU+0O0hf7ROEeVcgDaHCjA4zj1JroUvLWS4a3S5haZfvRq4LD6jrXkfjaK18D6VpvhDw9dtpsesXZkurqWb/VJ8iElj0B4/BT61U17wr8PbHwzNcaD4hs4tas4jNBcR6orSTOozjAbGTjA2gckUAe2M6opZ2CqOSScAUxrq3R4keeJWm/1YLgF/p69R0ry3Utdn8R/s/XGo3R3XLQCOVsY3MkwXd+OAfxqDwH8Pk13R9K8Q+ILy4muo1hNjHFIAsEMWAgxjnOAT/jmgD1uWaKCIyzSJHGvVnYAD8TTLe6t7uPzLaeKZM43RuGH5ivK9ZuPD/i/4g6hZeJtUtrXSdECRwW010IBcSuCXYkkE7cYwPbpk5pi58O+DfiB4fHg6/gks9WlNrf2tveCdByojbqSDlyRk9jjqaAPZC6B1QsoZs4GeTUa3ds9y1slxE06jLRBwWA9SOtedfEu11C+8X+D7LS702V1c/bIhcAcxoUj3Ee+3OPfuOtc9498Caf4I8N22v6BLdQ6naXUZe6eYszg5BJHTOcdumRQB6j4t8Qp4V8NXesPB9o+zhcQ+ZsL5YL1wf72enarOhaxHrmi2WoIqxm6gSYxbwxTcAcfrXA/FOxs9e+F8PiC4jYXdtBFNBtYgL5rRhgR34q/8M/BejaVo+meILWKUX93YJ5rNKSp3BWOB25FAHeXF1b2kXm3M8UMecbpHCjP1NOiljnjWSKRJEboynIP414jo974f8feJNV1bxhq9omnQSeTp1hcXwhAXP38bgTxjnuSfQYu+Hf7O8NfFiw0rwtrEV1oeqQyNNbRXImWF1Rm6gnB+UYJ5wSKAPX57mC1iMtxNHDGDgvIwUfmafHIkqB43V0YZDKcg143r0FhqfxfubbxvJJDoqW+NOE8jQ27ttUn58gZ5bv1AHoD6J4R8O6N4fsZzoNw8thdyeciifzY14x8h9PxNAHQkhVJJwBySa5Twn44g8UXur2wtRa/2dceSGaYN5oywyOBj7vv1rodT0631fTLnT7tS1vcxmOQKcHBHODXh/wAOfAeha9q/iFL+GZ1068EduFlK4G5+uOv3RQB7y8iRRtJI6qijLMxwAPXNR295bXaF7a4imUdTG4YD8q5Txn4Y0bWrm1vPEWsSW2l242m1e4EMMjk5yzE9cccYPvXnuoWHhvw3488LXXgrVoMXV8ltd29teicbGdRz8xOCCevtigD3F5Ej273Vdx2ruOMn0FRfbLX7V9l+0w/aMZ8rzBv/AC615f8AG554rXw7JbMFuFv90RPQMAMH86p+MfhVpGj+DbrVbGe8/tayUXDXUkxJlIOWJHbuRjnOKAPXbi8trQKbm4ihDHC+Y4XP0zU1eX6Z8NLXxXpKa14qvbm+1TUIhKrxyFEtlYZVUXpwD349u50fg9rN1rPgKM3kryy2k72wdzlmUBSMn2DY/CgDt7i+s7RlW5uoIS3QSSBc/nU6srqGVgykZBByCK8xvPBvw3TUr19d1e1uNSnlaSU3WpiN0LHOAoYYAz0Oak+Ed/uXxFo0F211p2m3zJYymTf+5JYLhhwRhARjjmgD0gTREORIhCEh8MPlx6+lJBcQXMfmW80cqZxujYMM/UV4f4c8MTeLfG3jCxudQmg0WDVZZbm2hba1w5kcKCf7o2k/l9Rdt9KX4e/GHS9P0maZdK1aLElu7lgD8wx74IBB68kUAa3ja4nT4u+Doo5pFjb7yK5APzHqK9LW7tnuWtluIjOoy0Qcbh9R1ryH4qW97efEjwtbadci1vJUKRTkf6sliN34VB47+G9h4W8Kf8JBpN5erqtjIjy3TzEtKWcKW9jlgeOwPXrQB7XVeW/s4J1gmu4I5m+7G8gDH6A1wfijxvdaZ8JrLXIWCajqEEKRtgYSR03MwHsA2PfFU9F+D+iXfh+KbXjd3Wr3SCWe5M7BkZhnAGcHHqwOTn6UAeoVXmvrS3lWKa6gikf7qPIFLfQGuG+GDXenDXvC95cyXMukXYETyMf9S6/IB6D5Scf7Vcf4V0nw3r66rJ8QZI4vEL3rL5d7dtBIsZVSoVSw4yWxwfyoA9xorP0TSodE0a1023mmmht12o8zbmIzkZP44rQoAKKKKACiiigArwfRBnSIx7yf+htXvFeCaO5XSYsd2f8A9DagC6p2Kv1p5H7zNMb5nVew5pxY5PtQBKKr7DvanrISelKDyfegBiHYBnualc7l/Con5Kj3p5JVRQAyNtnBFDJk5xSldxzT93GKAG5C0hdX4Wgpk0bQOgoAWNWQEMetPUeWaRFycknilkYsKAEYlT8vSnBVIyetR+aY+MZpc55zQB5LkszEdWPNOCEK20c96arbWz6Gp4pNqs2M5oA90+CGf+ELvM9f7Rk/9Ajr0qvNvgmc+Db0/wDURk/9Fx16TQAUUUUAFFFFABRRRQAUUUUAFFFFABRiiigAoxRRQAYrF0Hw1ZaBPqVxb7nudRu3up5X6ksxIUf7IycfjW1RQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeEfG7jxfpn/Xj/7O1e714P8AHD/kbdO/68P/AGo1AHmr/u1IA6jOaeFBwnZlGTTJTlU/651Mg2tGf9j+lAEBAf5P7xx+VJvAmK4+bAGO1PSPlH92/kaiZcuD7j+dACPgbEI+6xqaRBFDGRnk5NI4DsT3ApC5ymegU0ACSLLanjG08Z96jKNH8pXgmn7laykA65FPDNFjzO54zQA0IC6gjGOaFOyDeBkq3FLIGefg8YqTav2L/gVAFdjlsD1p6MfPA7ClC/vjj+9Qy/vJfrQAskhEp4NKE3qvH8VMQDDBm5pYlaOcLnIIzQBGUKrIR/nmpn+dWcdaY5KwNj+9SqjCI/7p/nQASnMUZwc4p1q8pyFcrn3phz+6B9KfAAZcmgCnLuh1ADPUjOa2LNN7vwdoPIrB1h/LuAR0zW9pTx3qgs+18Abz0FAEcz7pyqYXaOaf/wAsQ54z3NNvg321YkBun/h8oZ59OK7HRfhzruspFc3xFrbnH7thzj6UAcZcpGDFvcYIzgHk1Y0nRNY1u6a303T5Qq9XdNo/M177oXhPStBgMdvbozMQWdxk5HpW4M9MY+lAHi+k/B6+uJi2rzhE7BXBJ/KvQNE+H+gaLGwjs0mdsZaUbvyzXU0UAV4rCzgx5VrCmOm2MCp2IVSx7ClrnfG+tjQPC9ze7sNjav1INAHm3jvxtPrb3fh+xHltE3zSE4Hcc1Z+B2nQQWl3c+ar3DnDDPSuK8PXFpdwzz3Un7+8jdRuH3nJGP61y+n6xqXhfV1CO8LQTbmT+8OlAH168auMFQfqKSKNYkCqqr67Riszw1rEeuaHbXyHiRAT9a03TcVPof6UAZviUA+G9Qz08k18624R9JQKMfvG/ma+ifEny+Gb/wBoDXznZndpafVv5mgDpfDqlfGfh0lgRuHT61771r598Krs8VeHP+ug/nXvt0Ha0mEf3zG23Hrg0AcV4j83xB4tsNFhQtbWrCe6GeCOuDXS2ztfalJIh229ufLAHRj1z+uK4zwd4g03Rvt9lq9wltqCys8nmnBK9utX2uJNJUR6PrVnMiksbd5FySTn+tAHc15z8R9X1FPs2jWzLF9tcR7lbDEHiud8SfE3xNZym3fTEsM8bic5rlb/AEv7NZNqWo6hvuwMx/Nk5oA9W1uGz0W+0MWKILuCUI6pw7ocZz6jrXI6rodjb/EfULC8jjEephZ4x0xknP61yvgTWtauvEcskCPc3MsXlB252def1rq4NJ1bwv4ijl1kC5F64xOTnac9M/jQBs6l8HbKdGaxuWhc9ACcZrxHxf4Q1Pw3qbQXkbHcTscchhmvr0fdFcF49s9RttR0/wAQW0S3Ftp7b5oT1x60AfLBRg20gg+lJ0r1v4u39jqaabeWUMcaXaGRiMZBGBg/lXkpHWgDq9NnEmmRkSKCgxjPPWpopmmyJGwB2NciokhKyYIB5FdBp939p2qygnpQBoeeAwCgcdjXtvwt8R6VoPgC8u9TuorZDqD7E6s58uPhVHJ/CvGWhHTFQurRcJ0NAHtvjbxfqOreDLXxH4buJU0yK4aHULYoA+DgDcRnAwRwD/GK4zTPDtpq8X26wvZG048zWgY4U98j8qf8KPFKaTrb6NqJDabqn7pg/KrIeAT7H7p+o9KoavaXHw0+IUlojsdPkxLGM/ehYnGfcEFf+A0AdhDp8UCLBakNFj5QB0qxJB5URSZDuI+QkdDXQaTDFqlst/b7fJkGQB61bDwlpIJ0wMYUn1oA5uwtGglhM8g+c85apvE93Np8+n6rCh8iznUysO6HKkD86uNpIdsjDEHpV9Yftym3uIwIzGY23dMH096AKXjjdceGrbVbQHzLWVbhWXrtwciuG+J5sdY8EWOrWyRrO8mxyowW+U5H8q6W28A36aoInv2OjBvMEW7ksOlcl8VpLWCOx0u2ACxzZwPof8aAPPbSLbaQj1HSpwcqoHQAUqjDD6UicWw+tACj/Wtn+7S24B2qe9MxufP+zSRMMrn0oAUnZI69iCBTSfLnhHuKUMuxqcVzMn0oAUqplfON2DzTY5QtyARnMeKbIChPutCLseM+vFADoxidvpTYzhHY8fJVhkwfxFRjaSVb0oAUv5i+2KSPB+7SywlVUof4aS3/ANUKAPX/AIF5+0+Is9cWv/tWvY68c+Bf/Hx4i+lr/wC1a9joAKRlDKVIyCMGlooA8p8A+KdL8IWF54T1+7Sxu9MuZAhmBCyxsdwYH8c49CKzND1qDxB8eU1OzVzZS2ji3kdSvmqqlSwB7blYfhXsskEMxUyxI5U5UsoOPpT8DOcc+tAHldz/AMnGWf8A2Dz/AOgPSePP+SweC/8AeH/odeq4Gc4GaNoJBIyR0NAHlnxf0+a3vNA8UR2v2q30y4H2uLbuBQspGR6cMP8AgQrZj8ZfDl9PF4brSlQrko1uPMHsUC5/Su7qMQQiYzCJBIer7Rn86AOD8cX1jqXwb1C80xQtlNAjRAR7OPMXt2rb+H3/ACT7Qv8ArzT+VdIQCMEcUuMUAeUrJo/g/wCJeujxHDCtlrXl3FndTxb0DLnepODg5b8seorp7XxN4Ik1qysdOm06e+uHIh+yRKxUgEkllGBx711rorqVdQynqCMg02KCKBdsUSRqeSEUAUAcR4s/5Kb4D/3r7/0UtRfGf/km93/13i/9DFd/gZz3oIBGCAR6UAed+LLaW6+BJjhQs4021kwPRfLZj+QNXfhr4o0fVPCuk6XbXsbX9vZqstvyHXYApOPTOPzruMUxYYkkaRY0V2+8wUAn6mgDxXwLLpHgvXta8M+KIbWAibzrS5u412SJ04YjuMEfj3Fd/pvijwVceILXTdJlsZtQmDeWbWAEKApY5cDA4B711NwsDQt9pEZiHLeaBtHvzxSwiIRL5IQREZXZjGPbFAHH6r4u8Eao+oaHrl1bKbaQxzQXq7ASvdT39sHNcz8GlKaj4mXTXmbw8LkCzMucE5bpn/Z25/DNeryQxTACWNHAORuUHBp9ABXi3gHxBpnhXxb4wsdbuls5Zb3fH5inDgM+ccf7Skeua9Y07XdM1e6vbWwvI55rKTy7hEzmNskYP/fJ/KrzxRyMrPGrFTlSVBx9KAPH/HEloPjLoo8TEf2EsGYRN/qd/wA3Ldvvbc57YzxVbxTq/hrUPGnhO18OW9swttWg+0XNpAqxZZ12puA5PBP+TXtTokiFHUMp4KsMg0BFVQqqAq9ABwKAPLPjX/qPDf8A2EP6Cuw+IP8AyT7Xf+vN/wCVdIQD1ANBAIx2oAy/C/8AyKWjf9eMH/ota4L4F7h4BvdmN/8AaEm3PTPlx4r1LFIAAMAACgDxzwFfeCrTQLmfxK+nr4gFxMdQOoIrTF97fdDAk8Y4XvmrvwduLa81nxldWabLWe+WWBdm3EbNIV47cEcV6mYIWlErRIZF4DlRuH408ADOB1oA8x+F/wDyOfxA/wCwp/7UmqHxvz8ZfBv0/wDZjXqgAGcDr196NoJBwMjoaAPK/HP/ACWLwZ9f/ZjXQfFn/kmOs/SL/wBGpXaYBIJAyOh9KCAQQQCD1FAHkfiPQrnXvgPoq2cbSz2dtb3QjUZLAIVbHrwxP4Vu+H/ir4ZuPDFtdahqcdrdRxBZ4HB37wOdoA5B7Yrv8UxreFpRK0SGReA5UZH40Aee/Di7OoL4n8YTQyxRahdZiRl5MMSfKR6/eI47g1R8WeIvhz4s8K3F7d3Vq90kDCAldl0j4JAA643H3WvVMVGYIjKJjEhlAwH2jcPxoA4z4SjUB8O9P/tDfnL+R5nXys/L17dce2O1dvRVK61awsb6zsrm6jiub0sLeNushXGcfTIoAu0UUUAFFFFABXgWk/8AIJh/33/9Davfa8E0QZ0uL/ef/wBDagC8f9YKOpansCw6VDsdcgDrQA6P71OHWmoHTmnKCo6UANb7wpz9qYRhwfWnv0FAC0UUUAFFFHagAHFPXDHrUZOOKao2c0AJICWp46UdeaKAPJ9wL4x1Y1IhwxFI4CuxA6Himvw5I9M0Ae8/BH/kTL3/ALCMn/oEdelV5p8Dm3eCbwnvqMn/AKLjrv8AVor6fSbqLTJ47e+eIrBLIuVR8cEjmgC5TXJCMR1ANeYah8MtUGl3F+3jTWpdYjjaRJPOKxkgZwFByB24P4Vt/DHxHeeJvAyXWoP5l3DI9vJJjBfaAQT74YUAUfg5rmpa94Uu7nVbyW6nS+aNXkIyF2IcfmTXolfPvwu0DXPE2gXVgmqSadoKXTPM1scTTylF+UHsoAU++e/bqfDUuueDfibD4RvNSn1LTL+FpraSdiWjwrN3zj7hBHToeKAPWaz9dm1C30K+m0qFZr9IWaCNujPjjivMPHcuvXnxa03Q9G1aexN5p4UlZWCIN0hdto4LbVOD16citweFrzwZ4K8UuNfvr8y2LvEZmIaFljfLKdxxnI9OgoA7PRJtQuNDsptVgSDUHiVriJOivjkdT/OtCuFuteutI+CsGsiWR7waTAVmY7m8x1VQ5Jzkgtnmud1j4d3+n+EbzWX8Xa22sW9o9zK32o+WxVSxUAc44IBz+HagD1yiuG8HaZfSfDrfa67fyXepwCaO5vXMrWzMgBC+oByRWPqPwtu4dMuL238Ya6+qxxs6yyXB2swGcYHIz9TigD1Giuf8Ha1N4h8FadqtxgTzwHzCowC6kqT7ZIJrzbwboXibx34XtJtV8Q3tlpMStHAttIfNuCGOXdiegOQAfToOpAPaaK8x+F+savFrWueFNZvHvJdMfMM7kliu7ByTyRypGemaz9SudZ+IfxDv/D1lqtxpuiaVlbh7dirSODgg477sgA8AKTjNAGz8Vte1TQ49COmXj2xnvdkuwD5l44Oa9Fr58+IGha54cudFsLvVZNS0f7WHtJbg5libjKMe4xjH9K734i+JtXi1fSvCXh6UQanqXzPcd4o8kZHp0Yk9QF4oA9GoryXWfh5rPh7R5tY0Txbq8upWsZnlWeUlJ9oy2B+Zwd2envXdeCNem8TeDtO1e4RUnnRhIE6blYoSPTJXOPegDoKKp6rFfTaTdRaZPHBfPGRBLIuVRscEjB/rXnWofDHUV0ufUB4y1qTWkjaTzvOKRswGQAo5A7dePTtQB6jWToHiKy8Rw3ktkJQtpdvaSeYoGXUAnHJ4+YVxvg+71D4hfDIRXWq3VnepOYXvLZtkjbCGB49QQD61y/w/8EXWq2+qTx+KNXsxa6tLC0dvKVEpUKS7c/eOefpQB7c7CONnbOFBJwCT+QrlPBlxrGr3Gp67qi3lpDcTGKysJ12COFejlTzuY5zn044xWN4gj1Xxf47m8OWWsXGnaVp1rHJfNanbI8j5Kpu9NuD6deDxWTeLf/C/xZoqW+q3t/oOqSeRPFey+Y0b5ALA4GOCDx12nPagD1yuT8ceNB4RtrKK3sXvtS1CQxWlupwGYYBJP1ZeO+a6yvP/AIp6Bd31jp+vaffQWt7okjTx+e4RGyVP3jwDlBjPByRQBl6j448e+F4YtS8R+HdPOmMwWT7JId8WemTuYfpjPfmvS9PvoNT062v7Vt0FzEssZIxlWGR/OvErzx1c/E+20/wvm20f7U4N7PNJ8sm0gqsXqSRnB7gDPWvbNNsINK0u10+2BEFtEsUYPJwowM+9AFqiiigArwf44nHivT/+vD/2o1e8V4P8cv8Aka9O/wCvD/2dqAPNVG9V5/hxUwYFFzxgYqKHlVxzxSEcoPY0ASxODCR/dziosEnHsDUWCqtjOR1qZXIbn0FADFQks3sTT3DGVRgcJmhHO1gByVNDyfvMf9M8fpQA2eFRb/Ln5sGpJ2V1jDfe7UyRs26028GHhcdhQArL+9GTzinY/wBEAB701XMk24cnFOjObUZ9aAE+5Icf3qVCXklDDvTnH7/2JpSAsknuaAERPmcY4oiYCfaOgX9acsmGYEdTUbLs3MOSRQAxGPlEHuaec/Yy+eeR+tMxxF7jmnsQLBgT3P8AOgBq4AjB64pqlhPjjkcU4JkxNnoKjZ90npxwaAINXgLW29f4TzV3wtp76oVSRytmW/eFeoNI4SVUR+VA+b3qKO3RJne0uHgI6AdKAPobQtG03StKgGkQJKS43uTz2rqcZHIr5r0jxlq+iHDYuADkMeMV6V4b+Luk3yCDU2+zT5wCehoA9LoAxVezv7W/h821njmT1Q5qxQAUU1nVVyTWbcakEkADDFAGmSAMngCvFfHGq3Wt+NE0UFVt4xuVX6Mx4/xrvp9cy8iO+Exya5W78aeEDOt1dRA3tpwrMev40Acjqmk29p4nsNHLspjZU4xg56n9BVzxx8P7rVNeibT2iIn+UNu6kDpWPrPj2LW9ZMsNuPKV928DH607WvHwtNHtbK0ibMbmbzQeQx//AFmgD2zwRoraD4bgsXcM6DDEetdHXjXw1+JNlJs06/uz58p+XeMc+ma7fxZrmo21s8WlBA4TeZm52gYoA1fFj7PCmpPjOITXz1bRpHoltICdzluD9TXeXV74vPhW/wBUvpVuLOSLYY9uMAkDcK89dXh0WxODjJJ/OgDp/CiM/izQ125KfOo9SCa9lB1Z9SjLoqW4PO3mvEdA1KK08UaJM+5to+6vXrXtmjeJ9P1qd4LdisydUcYNAHk2srpuoeNtUudVVVW2KjJ4DdKg0TwlfeLNO+12Vla21vvYLJIGy4z161u/FPwA+oSvrFjKFfb+9jJ4bFd74MIPgvTdyhB5WCOmOTQB82eJNDmsZWSYPDdI2GiY/wAqqmdfJkt5SzOjBcNXolxpd54+8arqMqFdJacIGA5wprU8TfC2ebxcur2pUWwmVnXHagCD4fXGs6NfW+mwafbbrpPN3uDuC/n7V2WspJ4g8W2OlkKYrP8AezFexJ6fpVfwUJNU1y+1qZgEgT7PEOwAyT/OtTwPZ7hqWsu+6XULl2x/dUHgfrQB1wGAAKZJGksbJIoZGGCD3p9MlKLGXkYKq8kk4oA+ZPi5pcej+M5YoRi3lRXROy5A4FecFuvvXqfxm1y01nxGtvZgN9nTa0n97ivLWQrjIOaAPV/DGl6fqnhCzjuo8SurgOP94iuN1rw7e+H9VCLlo3f5CO+a3fDmsGxm0WCUhbYxHOf9816jLFY6pfN9nZJEjwSOu3igDxyG4Ys8M42TJ1FW4QrD5gSh7jrXY+NvDMeoyw39qnltbja+P4jzXLLa3Fqv2xULwqMSL/dPvQBWkVAcdR2zXo8+nzeP/hQt3gSazoLmNWBy80IAOD3zjp6lD61wVyIpY47hBzIMhR6VqeCvEUnhXxPb6gCxtn/dXKD+KM9fxHBH096AOp+Deptm+spHyhCsoJ6EZ4r0983SEyRhWif5cd68y8aWUXhDx7Z63p7p9g1vMq7DwHGN2PY7w3/AjXrNnIl1ZwzjB3oDmgCKG1VnMv3SewqZLZVlLlifQHp9anAwMCigCOTKxOQcnBxXzZ4vuxe+KkhzkQ5JP419HajL5GnXEufuoT+lfKTStcavqV0TkliAfxoAuqoDrz97NNVQbYj60LkrF7Co0ZhHtx60AOU/MAOm2lhRcE9wKS2O6KZj2WiEEWZkPBoAeEAABGAwpRxISOqjinMwkhhI64ppIEkmTgnFAAT5iKT3GKjnXDxY6qRUif6tKbcfeX2INAEhlyBnGSwqKLLQ7iOuRSlQ2xj2YUsMn7gD3NAAUZVByemKbErKuOKlaUFAAetR7Soz2oA9f+BX/Hx4jz6Wv/tWvY68a+A+fO8R59LX/wBq17LQAUUUUAcxqHxA8NaXZTXV3qIRYrmS12bCXaRDhgq4yQD36c9an8M+NND8WxSNpN3vki/1kMi7ZFHrg9R7jNc38M9OtBqfi7U/IQ3p1y5g84jLCMENtHpyxPvx6CsfxbEum/HPwxe2wCS3aCObb/FyyZP/AAEgf8BFAHceIvHfh3wtIIdU1BUuCNwgjUu+PcDp+OKTw1498PeK5Xh0u93XCDc0EqFHx0yAeo+hNU/EHjrR/DutHTobG51DWp1Ba3sYA8mMfLvP0+vHtXAX2s3Wr/GTwvd3Gh3ekTYEe25GGkXLc/TkigD1jUfFGkaVrFppV7deTdXSNJEGU7dqgkkt0HQ9ap6F468P+I576LTr0uLJd8skiFECf3gTjjiuD+JenW2rfFLwlY3iF7eYbZEzjcu/kfjXq1ybKz02U3IhisoYT5gcAIsYHII6YxQBxtz8YfBtteG3/tCWUA4MsUDMg/HHP4ZrsdN1Kz1ewhv9PuEuLWYZSRDwf8D7VwyfEqPUopF0Hwnq2q6cuYvOjhCRN6gD0xjrj6Vm/Adm/wCEW1NOQq35IU9vkX/CgD1auQ174meF/Dmomwvb5nuVOJEgjL+X7MRwD7da2fFF3Lp/hPWLyBis0FlNIhHZghIP51yHwUsYLbwBHdIq+ddzyPK+OTtO0DPpgfqfWgDs9F1/S/EOnC/0u8juLfOCwyCp7gg8g/WuZ1D4ueD9PvDbNqLzspw728TOgP8AvDg/hmqHxikXS/AF2bOJIXv7qNLh40Cl+pyxHU/IB9K67wnp1vpXhPS7O1RViS2Q8D7zFQS31JJNAFjS9d0zWtM/tLTryO5tMHMifw45II6g+xFcp/wuLwT/ANBSX/wFk/8AiaxPClrHpXx28T2FoPLtXsxOYl4UOTE3T6u2PrWp8Q9/ifUdO8EWEzrLcSLdX7oeIrZc/e9yxBA9QPWgDW1nVfC/iP4fXGpX8rzaBKAXdUdW+WTAwAN2dw/yKs2Gp+H/AA74EttRtGeLQ4IFeNtrMwRjxx1zlqyfiPZW+mfCTUrK0iEVvBBFHGg7ASIKxdU/5Nzj/wCwfB/6GlAHSap8T/CmkxWrz6iXa5iSZI4oyzhGAKlh/DwRwea6LR9YsNe06O/0y6S5tZPuuuRz3BB5B9jXPfDPTbOx+H+lG3t0ja5gWaY45kdupJ7/AOFcv8Ho1tfEHjWxhG23t75VjQdFG6UfyUflQBn+Bdf0zw34i+IN/ql0kEK6gAueWc+ZP8qjua9C8M+PPD/iyR4dLvC1xGu5oJUKPt9QD1H06Vwvwv060uPiH41vpoEe5tb5lgkYZMYeSXdj3O0c/X1qfxtElv8AGjwfdRALLNhHYcFhuI5/BiKAO88ReLtD8KwrJq98kLOCY4gCzvj0Uc/j096zvD/xJ8MeJb5bGxvmS7bOyGeMoXx6HoT7ZzUnijxho3he9t0nt5bvV7ldlvbWsW+ZwTwM9gT7884BrzzxVr15rvjHwW954bvtKMOqRhJLof6wGSPgcdsUAeraz4j0zQZrGLUJ2je+mEEACFtznHXHTqKy9C+Inh3xJrL6Vpl1JLcKpcExMquB1IJ/riuP+OECXUHhyCTOyS9KNjrghQa9XjjSKNI41VEUBVVRgADsB2oAfXJ6/wDEjwz4cvTZXt8z3a/fht4zIyexxwD7ZzXVsdqk+grxD4Z6/q2ieEkTTvBl5qKzyvJJeRTBRKc4xyCeMY/OgD1rQPEuleJ7D7ZpN2s8YOHXGGQ+jA8j+vatavJvDFlr118W5/EEvh250mzurZknErAgtgc5GM5Kg/nXrHWgDmPEXxB8OeGLoWmoXxN3jJghQyMB744H41T034qeEtVv7axtb+U3Ny6xxo1vIMseAM4x1rjPCfinRfCnj7xla6zcR2z3WoPJHOAXUje52ErnBG4fjkdRWl8Pi2s/ErxR4lso3TRpl8iKQqVWZwV+Yev3SfbfQB3tv4n0u58T3Xh2KdjqVrEJpY9hACkKc7sY/jX86Nf8UaV4ZS2fVJ2iW5l8qLbGWy34Vwmi/wDJxXiP/sHJ/wCgW9M+N/8Ax5+Hv+v/APoKAPRNa8QaV4dsvtmrXsdtCTtBfJLH0AHJP0rm9L+K/hHVtQSyh1B4pZG2xmeFkVj256D8cVreKvEuieFrSC+1fBk3EWyJGHlZsc7PTjqcjr715Z8TvFd34g8HiOXwpqlhbi4SSO6vECgHBGMdsg0Aewa9r+n+G9LfUdTlaK2VghZULHJOBwKyz8QPDp8SwaAl4ZL6bAXYhKhiMhS3Y+1cp8T2Z/g3auxyxFqST9BXZ+C9Ls9I8H6XbWUQjRrdJWPd3ZQWY+pJP9O1AFfxN4/8P+ErmO11S5kFzIgkWKKIu23JGT26g964/WPE2k+KPHPgK70i8W4jW4uQ64Ksh2pwwPIrW+GKJd3XivWJVBvJ9ZmgZz1EaBSq/Qbv0FV/GdlbRfFTwReRQotxcSzrLIowXCqu3PrjcfzoA6/xF4s0XwrbxTaxeCATZESBGZnIxnAAPqPzrM8O/Ejw14nvvsNheOt0eUimjKGTHXb2PTp1qz4q8Yab4Uaz+1W1zd3t2WS2gtYt8j4xnHoMlfr6HFeXeN/EV9rfifwfJc+H9Q0kwX4MbXQx5mXj6e42j86APX9X8SaZod3p9tqE7Ry6hN5FuAhbc+QOSBxyw61Q0jx3oGu+IJ9F027M91CjOzKh8sgEA4bv1HtXE/Gy2jvLrwpay58ua8eN8HBwxjBr1Szs7ews4bO0hSG3hQJHGgwFA7UAT14Lon/ILi/3n/8AQzXvVeA6KNunRntl/wD0M0Aa2aYzZc08PlKilG3BXv1oAdT6h3EOB2qcEFaAGNyRUW8sDntT2dg4A6VEM7W4oAkkO3pQuT1qMnLc1NgYGKACiik3D1oAQrk59KAfM4NL2OKYnB5oAk7UYozmk4oA8qUN+83nPTFJFh2JYZwppVkyZvqOv40jdeOKAPdfgZz4Huv+whJ/6Ljro/iRql/o3gLU73TWZLlVRVkXqgZwpYe4BPPbrXPfBAY8F3g/6iMn/oEdejzwRXMEkE8SSwyKVeORQysD1BB6igDy3TLXw0vw4t9d1zWbm/mktQ0k1zqErkSleY1UN1ByMYzxU/wO/wCSfXX/AF/S/wDoCV2UXgvwxBci4i8PaYkoIKkWqfKRyCBjAPHUVpWOm2OlwNb2Flb2sLMXMcEQRSx6nA78D8qAPIPgd4l0yz0y70O7uFgu5blrmLzSFWRdiggE9xtJx/8AXrTl1e38Q/HnRxpjLc2+l2swnmiIZQSjg89wCyj6k13kvg/w3NaLayaBppgQkon2VAFJxkjA4zgZx6Vb03Q9J0cONN0y0s94Ac28KoXx0yQOe/X1oA881r/k4vw5/wBg5/8A0Ceu28a/8iLr/wD2D5//AEW1aT6Xp8upxalJY2z38SlI7lolMiLzwGxkDk/mfWp7iCG6t5Le4iSWGVSkkbruVlIwQQeooA851eWSL4C2hSDzUfS7VJfk37IyEDuB6qMkehGe1c1bt4ZujHazfFHUp9KY7Wsp2kQuh4KM5x8pHBGOld38Q7G8TwdDHpFqz21pPE9xZW3yebaqCHiAH8OMcegrk5/G/wAPZ7J4bXwms2oMhWGzOlJuL4+VTgcc46ZoA6zx3qLaN8ML268PPHHGkKRwSWpG2ONmVdyFemFJwR061QvtJ8H6b4UOp6hqc18pgyt5cajK7TMRxgb+SfQCrHww8MXuj+BDp2uxBzdSvIbSb5xHGwA2FTxzgkj/AGvXNb0HgvwvbT+dD4e0xZM7g32VDtI5BGRx+FAGR8LP+SXaR/1zl/8ARj1H8IP+SYaR9Zv/AEc9dhaWVrYWiWtnbRW9vGCEiiQKq5OeAPfmizsbXTrRLWxtoba3TOyKFAirk5OAOOpNAHmXg3/kt3i//rl/7MlU/B+oW/hr4ueLNM1SVLZtRnM8DynarZdnAyfVZP09a9Vh0vT7a/mv4LG2iu5xiWdIlV5B7sBk9B+VQan4d0XWnEmp6TZXcgXaHmhVmA9AxGQOaAPJfi74l03VNV0XSrGcXE1pdh53jOUQkgBdw6tweO1X/Hc//CNfF7w54muww09ovs7y4JCH51b8hID+Br0ePwr4fitltk0PTVhWQShBapjeBgN06479avX2n2Wp2xtr+zt7uAkN5U8SuuR3wQRQBz3i3xfo2k+E7y8OoW0pmt2FskcqsZmZcLtA6jnr6VD8LLWez+GujQ3MTRSbJH2t12tI7KfxBB/GtKLwR4WhkMieHdL3E5ybVDg+2Rx+Fbw6CgDlPiRqt9o3gLU73TWZLlFRRIvVAzhSw9wCee3WuW0+08MJ8N7TXdd1Oe8uJrTfJcXN/KztKRygXd1U/LgDtXqE8EVzBJBPEksMilXjkUMrA9QQeo9qxovBnhiC48+Lw9pay5DBhap8pHQjjj8KAOP+BX/Ih3H/AF/yf+gJUnwz1Gx0628TWt5eW9vPHrlwzpLIFIBCgHntkEfhXf2Gm2OlwNBp9lb2kTOXKQRhFLHqcAdeKo3PhPw9e3xvrrRNPmuictLJbKSx9Tkcn60Aefz2Wg2/xf1m18RrDs1O3guLJ5pSi5VdhXII5JU4z6V0s3h3wDaX1mk8GnC6klX7NHJOWZnzxhS3PNdFqOg6Rq7K2p6VZXjIpVWngVyo9iRkVVsvB/hvT5kmtNB06KaNt6Si2Tep7ENjIoA2680+Ik9ivjnwfBrrR/2G7ztIkx/dNIFAXeDwQCV68cntmvSxVPUNI03Vo0TUtPtLxEOUW4hWQKfUbgcUAcT8SU8KjwDc/aF0/dHAV07ywm5X42iPHIGQM44wOa1fhnJqEvw90mTU5JZLh0Zg8zEuULnYST1+XGPbFXYvA/hWFyyeHNLyf71qjY+mRxW+AFUBQABwAO1AC0UUUAFeEfG3B8Y6WD3sv/Z2r3evCfjcu7xfpntZf+ztQB5s6lP9VwvtUeQ8bEdRUjEqdo6VED8pGBycUAB+9KPUD+dOZSkgzzwKYwJlceuKlf5mBOc0ANDjapXgj/GnMoIz/EadtWPbtXOOtQO7i4XC9TigB7p+720MN0sQ7AU5JF3qsg+YtimRswyz464FAEsIRJWxjNMT/j3j/wB40wJslLAkg05NxiXb0BzQAFsFKkcZJNRuAXXHapAc5x6UAMzlKDwW5/goJVY1I70BlckHrjFAEYb/AFX1pXXfbZ9z/OjyyG56Kc0qyAKsY6EmgBOVaMD2/lTMAoufU/zq0VXcvr/9aoREMDPYmgBCdu0VGciX5ehqSaMvFG6fe7ipIdsitgfOo5zQBC4JwTUcvlOAHt1Y/wB7FWplYmMDuOaY4xGPrigCa0u7/S0Eum6jcWzZz8khUfiM1vaZ8VPEmlS5vbj7fEePmHQfhXMlV2SrjpjFQrGsiMrDp0NAHqtp8V7DVAY7hvsz+xxmrRvm1EhrS6Mqd9rdK8TksgT8y5PrirVib+03GyvZ4GPZXIBoA9K8S22py6U8WnSPFdMQA+SOO9cnpHwx1K7uBca3K5Q/wh8sx+tJZ+O9f0tgt0qXcfT51ya9A8PfFfRbuRItTthauo4Y9M0AV7fwrpHkfZYdPQNGeWKiqtl8NY7rW1u/lNln95C4BXH0r0bTtW0O91qawgYm4Nsl0AybQyN3B7/wn/gQ966CKCGKPakYANAHml/8G9BfUY7uzD2saHeQhwKyryfV9avNRsdBcvCkW0yNzgKw7/hXpPisXL+Gb9beT7PJhQr5xxuGf0z+dc1a3Z0bRX046Y1s8iiNLlBguWIGScUAeeT+JvFt1pd1pEq/6MilHbb/AArz/Ssu9ureLRbOKRtpaPvXsPiDw1FYfDq9tLWPfcpGG8wD52O4Z569M14/4JhtvEPiLT7PULdJo432tC47A9DQBT0DxDZaV4nsLybbJDbsGJPbFemW3jLQdU8U6bLoduq3DuTMy8EjHOcV2E/w+8H+XvfQLBUT5yREBwPWuf1XwLon9k3GpaLYjTLq0/fRyRfKGC8np2IBFAHQ6rZPq0MttOWDzR5jAJ44ripNXs5vCFzpt1e3Gn6hYRtGsYkK7+4OO9d5pFzvsre7dSzGEfMarar4f07UbjfdafDNI3PnOg3Y9M0AWtCtYLTQoPs9ughWAMo29Wxya0VkjMGZFY7hzmoFkaJ4hH8kcYCiNeAavwsuNm7LDtQBxmrWz+DbmPU9ORm0yU7bu2Ayoz/F9f8ACqeg6iq+NGg0J5H0y4XzZomzticnnA7V6Gyq6lXUMD1BGc1xdzqmpXGu3WneHbS0h+zHE8kihcnn0oA7CaaG1iknmlEca8sztwK4yOG/8U6jcXF5O0Xh9GIjRW2iYA8Nn0rJ165vY9tleST6peyEH7NAxEKn0Yd6xvE2vjQ0Sw1KeSRgg/0C0bbFGP7pA/KgDG8b+HbbxH45tdK8OQxeXFGPNaEDaOmSSKteO/hbb6R4QtJdPj3XFsD9okxy5POay0+J2oW8ywaPpVpY2yrgARfMffIqtqXirxbrdo0LTSmOQAMiKQD+tAGn8KvDNhr8zPqdp58cFvhA/QNuPSte6tLXw78QprK3idbe5gRtoJxnaK6T4OaXPY+FpZrqExzSTEDcMHArhfibrqad8Rbzg+bHBGqNngZUH+tAHRDVeJYpwGAlwoNVdatl0u5t9QijH9n3CgXkP8LDPUiuDs9eLqJbhpZgGyuz1rY3614snWJxJbWGNpXJBbHNAFnxVpEGkSQXdh8+mXaBrd158vPVR+tcvLMYfkViAe1ex+ALS31TwtdaDqsSS/ZJ2WIMMlUIGCPfJavNvEuif2FrM9jIpHO+Enun+c0Adh4Mt18eeDNU8MX0qNd2arNpsshy8WeoB7KCFBx2b6V1fwy1uXUPD8ml3qumpaVIbe4V/vdTtJ9+CD7rXjek6xc6Ffw39jI0V1EwYANhWHdSB1B6V6t4n1eHQdW0Hxrp9u8Wnaqnk6oqD5ScAozAdXGX5/2cd6APRKD0psciyxLIjBkcBgynIIPenfhQBx/xM1VtI8E3cqNtkk/drj1INfPemQsdPaR/vSPnNerfHO/A0vT7BW5efcw9gDXmKqxgi8s4AwMfWgCQDEMZ700j5TTd2LcBTyp71Jty7L2AoAgtv+PKf6ipGJMGzsRTYk2Wso7FhUuFJCdiDQBC4ESW23uq1YKpJekHrg1GUVkTk/KoxR5ZW7EhY7j2oAcOCo9KJP8AWn6U2XfG6nHGaGbzJXx02mgB8gUqv1FRGMhotpwN1PIAcoSeFB/Sm4/fKGJCg0ARqyhORzuNSu/7g02ML5algMEmmgMcL2NAHsHwH/1niH/dtf8A2rXsteM/AVgza+3qtrn/AMi17NQAUUUUAeKeHh4w0/VvE2reHEi1C0/tu6huNNlbbkhgRIhJ684P0HB7dD4a8Ma7rXjU+MfFNulo8Ufl2VgH3+VxjcfT+I+uWzxiuu8N+HV8PDVdtyZ/7Q1CW+OU27C+Pl6nOMdf0rcoA8w1nR/FPh/4k3virRNJh1e2v4Eilg8wI8eFReCf9wHjPXkdKpt4e8Za18QNA8T6pYR28EchDWiTI32ONem45G4sSx4Bxx9B3WieIptU8UeItKkgjSPS5IVjdScuHQsc/TFP0jxTa6v4i1jRoYJ0m0tkWSRwNr7h259jQBznivw3q2pfErwxq1pa+ZY2f/HxL5ijZyT0JyfwrqfFOinxF4X1DSVm8l7mIqj9g3UZ9sgZ9q2KKAPJ9AX4j6VoMPhe20KztmgBjTVXnUoiE53bB1bk8/mOtbPwp8Map4W0jU7TVIfLd71nibcp8xNoAbgnGcdDXf0UARXNtFeWs1tcIJIZkaORD0ZSMEfka8m0nS/Hfw7kutL0jTI9c0uaQvau0wXyvXIJGM8Z7Z5B5NevUUAcFH4W17xR4P1Ox8YXEC3d9IJIEgAK2mANoHryDnk8E881iaXdfFDw1pyaKNBtdVEI8u2vPtAxtHTdlgSB2zg16xRQBwPgvwdqmhjVde1aeO78S6gjEnOVjHUJn6hc44GAB0rkPDemfEnw7f32pP4Wt9Q1O9P728uryIuF4+UEScLwOPYegr2RNQspb6SxjvLd7yJd0lusqmRBxyVzkDkfmKs0AcHrlp4n8TfC/UrS/wBJittZnwqWsMysCBIpB3biOgPeo7/w5q03wWTQI7TdqYsoozB5i/eVlJG7OOx716BRQBh+DtPutK8HaTYXsflXMFsiSpkHawHIyOK5v4eeHNW0PxJ4uu9RtfJhv7wSWzb1bzF3ynOASRwy9cda9AooA8/+H3hvVtE8TeMLvUbXyYL+8Els/mK3mLvlOcAkjhl6460eL/Derap8RvC2qWdr5llZNm4l8xRs+bPQnJ/AGvQKKAPM/F/hvxBZ+PrHxloFlHqRii8qazdwrYwRlSfUN25B7HNUdT0Xxz4n8QeHtZ1LToLS1stShdbCKZWeKPcGeV2zyflAwOfYd/WqKAPP/id4b1bxC+gHS7X7R9lvfMm/eKuxeOfmIz07V6BRRQAV5LpeleOPh1Jc2Gk6bHr2hvKZIAZgkkWe3J498AjPPGTXrVFAHJ+GL3xlqOozT6/plnpmnmL9zbpJvlL5GCxBIxjPp1HFdXS0GgDxDStB8Ta1r/imXQbjTl0ltWmJGpW6SrJLuO4r8rcDI544I75roNI8U+JfDfi7TfC3ia206SC9Xba3FguwL2AxwMZGMYGM960Lr4cX8Go3d14f8W6jpMd1M88lsEEkQdjliq5UCr2g+AINM1RdY1bU7zW9VQbY7i8OVhHX5E529T347YoAwfFnhvxNpXj1PGPha3jvHmiEV3as4UsAAvcjIwq9DkEZ5rF8T+GPHfjBbHVr21WFkukEWkxzLiCPndIxJALEgepwa9pooA89+JHhTWNXvdG1zQkiuL7Spd4tZiAJBuDDGcDOV9R19qwPFth4/wDHfh+SJ9Fh0yC3ZWFmZ1eW6kyBnccBVAJPPcd+3sNFAHAeO/Dmq6v8MrfSLC186/jFuGiEij7oAPJIH612OjW8lpodhbTLtlito43XOcEKAf1q9RQB5je2Hi3wb4r1G88M6UuqaRqjfaJbZpAnkzn7xHORnrnGOQO1VY/D/jnVvHPh7xBrkMKwQyyFrSCRdtmm0Yzk/MzHrjP3R7AesUUAcD410vX7fxVo3ifw/p6ajLaRSQT2zyBflboVz35bkeg4IzXO69pPjjxjq2hald6BFYW9heoy24uUd9hZS7sSR02AAAZ617BRQB5/8SPDera9qPhmXTLTz0s7zzJz5irsXKHPzEZ+6elegUUUAFeBaR/yCY/95/8A0M177XgGjf8AIKj/AN5//QzQBpJlVpc7qaD8tNBxmgCQ+ppIie9NzSqfloAe20896a3CmmhiCaUMcigBsYDqS3WiMncwPTtSsBuYA0gyoXPegCQ1ERjpTw4LYJpm2gBUc96cy5pMA07OKAFj6U09TSg46UlAHlikAzqRg5H9ab0JPpRkmSff1BGP1pF53fWgD3r4InPgu9/7CMn/AKBHXpVea/BHjwZe/wDYRk/9Ajr0qgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArwv42YHi7Tyegsef+/jV7pXhXxt/5GzT/APrxH/oxqAPNGYEls8dM01AMc924onjxA7jg7hTTuQru6AUASMv71sUsePNw3A96aG3Stu7dKR3PmoO3H86AHswIY7j14xUTlS8RDnO4Z/OnOFWL5eofinPGpi3jG72oAYiMbtGKEoGzn2pkiP5bHB65H0pyTP5eM+1LM5ARV9MfhQAh3bVwCTTmB2Ag4HpSoclip5BxSI4kZUf+9igA3rgE8DpmlHyOwHNQgH7Kxbs/FPLHzTjvQBK5HlrxzUKgGTI6+lP5YsD0Bpyxq0jZ6AcUAKGDFt3AFRnaGXaucUrKBx/e60hGLjA6DFAEm/M4UjGDyKRmUlACOppZGQzFmHJGPSmNGqrGBQBDKXjlXYcr3FSoQXLr8pIxj1oyCqjHQmmINpUjsTQAr+YsiHk4HPtT5OEAPUHJpA7Fju6EAn86W9XJ3L3AzQAhBDSE/dwDmmqMYYfdPelmDtbL5Z+YjBohObAD0xQBIwRmwoyaaF+fCge/rTYQVuAfrUwA8wHuetAEcrKgxnaenNdT8PPC9t4n8XQWt7BFJbwIbmZWX76qQAv0JYZ9s1yUw8x/m9a9L8A+N/DvhGwYTafeS6lcf66dFXG0H5VGW6d+nX6CgDqvjNobL4Zt9Z0uJoLywdY3mtjsZbcgjHHUBtuB2yfevMPDvxM1XRnWLULm5uY+od3LcfjXtnjjxxo/hpl0vVrC4u4r23YssYUqU+6QcketfPF8tiLm5/s4TLYu5MKzY3oh5CnHp9aAPV7f4p6JrVrNZXC+WzJ1f7p71Lc+MdO1rRZLFIpzMFG2UAYUgjoa8Va2t5du+LP+0pxTopLi0k32N5JHIn3VbkGgD2vRfGUDLPpurXLAeX8sjnn6V5G+2z+KNsumXDRQyXagTxnBGW60weKdTRx/adpbXUfcmIZ/Ot7T9Y8L6rtQaelneD7kyMcq3Y4zigD0O/uvFmmWqx3Pk3djNJ5byZPmCMnBP5V0Ws6jZf8ACIXrWsiyx+Q0K7T/ABMNoH6iuBMGvX0Qih8WF0VcYeFB8vpWJc6B4j0eyVU1bdp08yGREUf3hz0oA9S0XU7T+zYLL7XCZI4grLnkGugIJcBgMDjOK8W26Vd6kLS2Sa22LumuQ5y7V69oExudEt3Zmc7cbm6nBoAuPbISD3HNNtodrGRgdx7GrAweRS0AI3TqePSuS1XwMmoajdXsGp3Vo9zjzBCxXP6112cd6qXV6sA4IzQBU0nRLHw/ZBYFy4Ub5X5dyO5NeI+I5ZtD+Jt1fyael7HPIZIo5BkEE+ley3GqMYvmIzjpXAeJFj1aYGUeXKn3J14I9qAIxqGtw251ZvCGleW4yIzGocAfhUdh8YAIwo8OxxupIKxsBj/x2saxuLj+1TBr2r34ssbUkV8cVkeILKDw3r3l6fObnTZ0E0Uzctn+Ln6mgD0G6+JmtSwqbPRFhDDG+V+F9+lcFqcUd9fb3tRqGr3L5lmkO6Mew/DAp0V14q16yBjid7ONSMquNyjp+mBWzol1DNpUKQWq280T4dT1OCaADTNNu7JxBe2NpECMqEUV0MVuYyg3blbOCOAo9Km1SPz7+3l9IRSrJ5ejvLnBEpX8MZoAXw5K9t46hSBwYLmIq4HqMnNP+LNhH9ntNSKAup8otjoDk/1qx8O7WHVJ7zXDFsWOUwQL/dwBk/jmtzx/bW9x4NvzOuRGm5eehoA8Bji3Xiq3zqGXGO+TX0rZabp+seGRpF3brJZT26rsI6HHUejA8g9iBXj3wp8Ox67e3N/qEe+GzKCJTkAscn8egr3FAIwAg2hegHagDhPh8+oaVe6v4S1WYyy6W6tauzcvA2cED+6ML9N2O1d0SF5JwK4z4lW1/ZxWHjPR8C90vMd2oX/WwMRkH1AOfpuJ7Vd1TxFBdeAZ9csJcRy2xdD3Vscg+4PH4UAeI+PtWOueNJVL7oLcYUZyKxzuWRQOEyKpWYknM11KSXkJ5q9uOEVjnFABJHmM7TjmnFdsjnd0WmPIrEADGDUrbTJc+u3+tADYCGtJM9SRTc7Zx9DTAGWKkXLMrHtQBJuwoB4OBxT2UtOrbu9RON1xT/8AlotAEzAvFJnnHeqxJjjLDqeKmUtskAPFRyOqwKpHJNADyA8xbP8AAP5VHI264CngCjbslkHt/SnvHm5YDjigCFWZ7cKO2amhPNuD0I5qNEaNTzU0a7hFx2NAHrHwEAVvEIHTFt/7Vr2evGPgGMHxAPa2/wDatez0AFFFNdgiM7cKoyfpQBwF3P8AEzVLu4l0uDSdMso5GSGO83NLIqkjccAgZxkdOMdep1vAviW+16yvbbWLdLfV9NuDb3ccf3SeqsOT1Hv2z3rC8PT+L/Gtq+vweI10fTLiRxaWcVlFMwRSVyzMOuVPr+FSfDuK4t/F/jOG7vTezpcW4e4MaoXOxv4V4Hpx6UAWvCH/ACUXx1/12tP/AEW1aXh/W7nUPGXinTZY4Vh0+S3ETImHbfGSdx79OKzfCH/JRfHX/Xa0/wDRbUeEf+SkeO/+utn/AOimoAztR8deIm8Yav4Y0TS4bu+ikT7PI4KxwRmMFnkOeeTx0/HgGkPiL4i8KapPovivT4r3UZYVlsP7P/5bFm2hD6ZIPOM8dDkVu+Esf8LL8dnHO+y/9FNWL4iGf2hfDGR/zDz/AO16AIb7xz428JalYXXirTrFdJvn2lbbJa39s5PzAc45BwcH07zxf4qtPCHh+TVLlTKxYRwQqcGWQ9BnsOCT7CuP+OwH/CC2vtqEZ/8AIclZvxjEo0vwnO0pjtknxLJtDBWKqQcHg4AbrQBeuNZ+KNppLeIJrHSPsqJ5r6cA3mpHjJ/EDnrn27V0yeMk1P4b3fijTECyR2ksoil+by5EBypxjIyPbIofw34inhZG8cXbxuuD/wAS+2wQf+AVlz+FIPBvwn8QaZbXUtyrW1xMXlAByY8YAHbgfmaAMXR/GfjrxnpEUvh2zsoXtlxd3NwpCTSnnZGDkcDGcnqR077Xgzxvq/ifSdZsZbOC38SaarJ5bZETPyFyM5HzLg8/SrfwjAHww0fHfzv/AEc9c/4HAX4yeMgOBjJ+u4UAcrpEnjgfFnWmtIdLOvm0H2pXJ8kJ+6+7znP3O/rXqHirxXqPhbwvp0z2UV3rl48dsttEx2Gdly2B1KgjHryOa5rw9x+0N4mz/wBA8fyt61fGbrB8R/A091/x6edcRjPQSsgCfjnGPpQBlahrfxQ8O6edc1O00i6so8NcWcGd8S9zn29ctjOcV1Nz48sU+Hkni+3ieWARBhCTghywTaT7McE+nNbPiKe2tvDWqS3ZX7OtrJ5gbuNpyPx6fjXnvwp0GDWfhRNp+rQmWxvLqRlTcVyoK4wR/toTQBc0q/8AiZe29lrTQ6M9lcbJP7PUlZPKbHIJ4BAOeW/DtXpIryvWbXxP8NNMi1HT9bOpeHbFlWTT7yNRIsbMEAEgGTjIx0x6EcV6fFcRy20VwDiORVZS3HB6fzoAlooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr5/0c/8S2Mf7T/+hmvoCvn3Rcmxj9Mv/wChGgDSU5FIThsetOxikGGOaADPIpU5FRsf3qingbelAAeDzSj7w+tNYbiKbIcEDFAEhADsQaUYdVB4xTB9+kP+soAVkxJweKUU4dBSA4oAUUo56c0zO0H3pYjsoAQnmkzT+q5pg6UAeWKNz4Pc1KkQfevpUIyDwOc1NGWCnB570Ae6/BEY8GXo9NRk/wDQI66fx7NLb+A9amgleKVLVirxsVZT6gjpXMfBE58GXp/6iMn/AKBHXSfET/knuu/9ej0AcR8O/Dd14u8KQX/ijUr28s/nSytftDRqoDEGRipBZs7gMk4GfbGloTal4S+JcfhifVbq80a+tHmsUuGDtG45K7iM8BH4zjkd6tfB3WbXUPAVrZRSL9psWeOaPPIyxZTj0IPX1Bqpd3UHiD45aXBZzJIui2U0lwynOGbK7c+xZM/iKAINc1u/8UfE4eDLa9ms9Igi3X72zBJJCFDYD4yBkovHq1P8WeGIPBvh251/wtfXtnf2YVihummSVSwVt6OSDgEn8K5m98O6XJ8d7vT/ABFaefZampkti8rRjcVBBypB6qy49a6fxR4F+HvhXw/cavdaA0kcJUCJLyYM5ZgMDL9ec/QGgC14g8Y3t18GG8S6ZIbW7liiy6YPlsZVR8Zz33Ad+fWq2k+EvC3iDRRcaXr13d6u0O5b06jIZo5ccMyBuMHBwRVybUPD2i/CaC7/AOEeuP7CmVSbCU72RZHyGYsxOCSCOc8jp2ZJ8K/BV5pqX2kiWwOzzob62u3O3jIb5mIwOvb60AaWlt4s0X4f6pLrtzBd6tbW80ttJF8xIWPKhvlGTuB9c1xfgWHQ/HGnm68SeILm71yWVh9ne9aHyufl8tFIHoeBjNXvhl4w1Wfw/wCJLjWbqXU7TSE3wzbRulVVcsA38WQoPJz83WrOheEPh/490dtYs9JNrNO7CQQ3Dq8Dg/3QdoOMEcY5oA2PDGj+JfDWq6impauL7w3HGzWxuJC86YweTjoBuHXsCAK5TwkdW+Kl5qGo6xqd3BoUE5jgsbWTygxPOGZcE4BXrySe1VtJk1fTPiPc+BrbXbnU9JmtpUf7QRI0OYWIy3UEHA4wOelX/ghqUVpZar4auyIdRgu2l8l+GI2hWA9SCnP1oAb400/Vfhpb2+t+GdUu/wCzjMsdzYXMhmjGeQRuyQDjBxzyOa7Lx2vi24022g8JFEllk/fz70BRMY43euc5HIxXOfG7WbaHwpHoyur317OhWFeWCKc7sfUAD1yfeovij4i1bR9R0DQdN1FtNtr3Ec92AMhdyr94/dwDk4IPNAG1efDLw2lm8kl7qVvOF/4/n1B94P8AeJJ2/pS/C3WtQ1bwndC/uvt09jeSWiT8ZlVFUqSe/XqeT3zUd/8ADbwNY2Et9rFvLLHAu+S5u76bIH1DD9BWX8FriJPBesz20DmJdSmkjhTltvloQoyeT2oAzfBcWh+NraW68T6zcXGtvO4aykvXgEAB4EaAjjHp9K7HwpoXibQdevra61Fbvw4AfsSTSF5o+QQMkZIAyOW7A4rG0jwp4C+IWnz67FpTR3FzK5nxcOskcm45yobaCevTvWT4ZvNU8PfFoeD7PWJ9R0VUYmOciQwARlgu7tg4HGBz0oA9ioqlJq2mw36afJqFol4+Ntu0yiRs+i5yau0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeEfHA48Wacf+nEf+jGr3evCPjgufFen/wDXiP8A0Y1AHmzuHt3XPO4YofDsqNxwKj27VZv9qlm5kV/9mgBsyvHK2eh/wpRyVP0/nT5cteICcqQP5VEUKz8HjAwKAH4ypB6F6WVXicbDuXHNMRuQH6ZNTK26QgfcxQA1yvlbtuM0xlbKkjipFYGOQEZA6UyPdLtDHAoAijZk3D1anom2RGPBLGnFcUrks8YHY0AMiPmW7oeoelYFZT6CgbVgmK/f303KusmSc7RQBJ2k9e1SRkGF29sVHGUMzjOcCmIT9lmx60ASP0U9sZpGk2yFhyCAacQJLUeuwVCQQoH+wKAHTHfAGA5NMIZJ41Y9qkP/AB6L9aQqWvAT6CgAJw+CMUiAtgAcjJNSyBWlHsRToSqzSf7poAiYfuhj723+tSHLqFxztyaZNkbWTps/rTsfJ5gODtwaAEL7AMdDxTIwBZkj1H86dkJHECM7iaRF22jEHPPSgAjbE6k8A5xUw++B6VCx3JCTxtzSkEEuD2oAY4Jbjpmpo8CRS3QA1CrfKPrTywLbT3xQB6j8cF3+IdLGM/6G/wD6GK8ukEYjx3zivUvjeSPEelY6/Y3H/j4ry9lXyzkcg80AQiV/KVRgYOOBTmAeYqwBx0NIqfuwe2ak24uST0oAiOQdv8PpUJgt3YHywG9QSDV4oC1RSW/lnP40AJE99a5NhdyRkjBBbIP51o2njTWNPKQ36iaIcYCAVnKw6E8etTbohjDEk9CwzQB3Wi+N9Ful8i8gtdpPI8sIx/EV6rpusadPHHFasiR7flXPSvmS7gjZvngRz6qMfypIJ9QtBusr+aIj+DecUAfVwdEG0tke1QPNc7dyIAo9a+edL+KnibT3CXkxljHB/dqePyr0zQfijoF0ixXEpt3PHzk4oA62W7kuvmibaF4NZU8zGXDknmtNI/tP7y3ljkjbkeW1Jsty+x1Bfp0oA5aeaZtSdJiRbgnbjjiq1xaCd2O8CHPAIzXWXGlxTKVIGapjS2VfKNruX+8aAOVGk/aVEVwY5bbPCOtO8P6Rodzq93oerafGYwfMtNzEAL3AOfU12FvZQbPKltQFXuOtUtU8O2WrRBlEtvNH/qXyQQB1GQe5oA6uxsLXTrNLOzgWG3jGFRen/wBevGfikjeGfE9pqdioWOcfvYgODgeldI+oeOdLQQxrBdwrwsjYLY7Z4rkta8F+M/EdwdUvZkkbPyRBunbpigDe0/UItW023vYpFdnGwxAcxj3psVs2u6qui2Dt9mUB7qQHo3oD9MVS8M/DTxJBdPFfXUMOn3HMywth/wCXH516hpOk6V4XsfstmiQRYMkju2WY9ySaALmm2FrpFmlnaRCOJFzwOvqT71x/iWebxbqR8PabMPsqYN3IBx1+6D+VQ6z4mu/EWrx6N4bm32zYW6uEAxjuAfpXYaJoNjoFiLayj25OXcnLOfUk0AO0bRrPQtOjs7KIIigZ9WPqa0aKKAFj8qZZbedFeCVTHIjDIYEYIP4GvBfH9pqPgZr/AMN2rN/YWosLizDDdsyQHQE88fywe5z7zXF+OdOTxj4dn0qFgdZ09Be2y4BMijKso/T8dtAHgsMZWFI8YCgmlVMSK3JGCeadFIZ4TKTiQDaRUXmFdoPof6UAPkEXnbQDjPOKdHyiNjknn3prxNncvOWqWLjC0ARy5EfuSKTozA8cU64+8n0FAPmSP6gcUAETATDI/h5zTpmA5Ucio15ck9dlL/e+ooAViZFXA2nBzQy/uEyMkDOaJmbd/wABP8qfvbyIs/3aAI2P7h2zlywp0J5fJycnmmgZNJa/ff60APV1EDqQSx4BqZVUy8kgAcAGq2wmDcPWnxbi557UAeu/AjiXxD/u2v8A7Vr2SvGPgISW8QE/3bX/ANq17PQAUdRg0UUAchbeAk0wywaPruqabpsrbjZQOhVCeuxmUsgPXg96v+HPB2l+FrjUJdM89RfMjSJLIXClQRkE/NySSck8ntXQUUAZOm+H7XS9a1bVYZJmn1R42mVyCq7F2jbxnv3zRp3h+00zW9W1WGSZp9UaNplcgquxSo28Z7nrmtaigDJ07w/aaZrmratDJM0+qGIzK7AqvlqVG3AyOp6k1VvfCFhfeM7DxRJNcre2UJhjjVl8th8/UYzn5z39K6CigDB8W+E7HxjpCabqEtxFCkyzBoGUNuAI7g8fMat6t4e0zXNIGl6nbC5tBtwjMQQV6EEEEH6Vp0UAcfbeBJrKBbOz8V69BYKMLAssZKDsquU3AVsN4cs28MT6CZrpraeKSJ5ZJjJKd+dx3Nnnk+3tWxRQBleHNBtfDGgWuj2ckslvbhtrTEFjuYsc4AHVj2qppXhCw0jxPqevQTXDXWojEqSMpReQflAGe3cmugooA5bVfA1pf68+uWWoX2l6lLH5U89o4zKmAMEMCB91eR6Vc1rwlpniDQrfSdT+0Tx2+1o5jMRKHVSocsOrYJzng56Vu0UAcVJ8O476FLPWPEGsappyEMLS4mADEdN7KAzfnXQXHh6yl8PDRIDNZWiIixm0kMbxbSCpVuucgc9+9atFAHIS+AxqCLb61r+qapp6nP2OZkRJMdN5RQzYOD16gVp+KPCtj4s0hNMvZJ4oEmWUG3YKcrkY5B4wTW5RQAgGAB6UtFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfPujNt0+P/ef/wBCNfQVfPmkjOloe+5//QjQBol97D0pzY2ELTAuEOOtNjyuSxoAEGHGeTUsjAYC96jJ3HcOMUiA4JNAEwXapPeoMl2+b1pUkZmII4FOcD+HrQA/HOaY+Qcin0YBGKAERy3BpWwFy3WouVbgVI+JE5OKAApuUE9e1KelAflAelNyPP8A9mgBRKhG0UuPem7VYnaMc0nkN/foA8uQs7MR0U5NPQ5YgdME04bSZu2CP60xf3ROOc8UAe7/AAPO7wVeEdDqMn/oEddL8Q/+Se67/wBejVzPwNXb4Iu19NRkH/kOOvRL+wttTsZrK8iEttMpSSMkjcPTjmgDyHwH8OdG8ReBdJ1R7i/sb10mjlmsZxGZV81wA2Qc8Af5Feh+FfA+ieD4ZF0yFzNLxJcTNukcemQAAPYAVr6VpVlomnRafp0At7SLOyNSSBkknknPUmrlAGB4q8HaR4wsVttTifdGd0U8JCyRnvgkEc9wQR+OK522+D/h+O9t7m8vtW1JIDlbe9uFeM/UBRx3xnHrkV6DRQBR1XSLHWtJn0y/gWWzmUI8fTgEEYx0wQCPpXCp8F9CiheCLWNejt3J3QJdIEIPYjZXpFFAGZovh7S/D+krpmnWiRWozuU/MXJ6liepPvXHzfBzw619NdWV5q2nebndFZ3IRPoMqTj2zXodFAHNeFfAmieDxK2nRSvcSjElzcMHkYdcZAAA+gGap+JPhp4f8Taiuozi5s74EFriykEbPjoTkEZ98Z967GigDitC+Fvh7QtW/tTN5qF6p3JLfyiQofUYAGfc5x2rX8U+EdJ8YaelpqkTkRtuimiba8Z74OD19CCOnoK3qKAOBh+EmhfaIZL/AFDWNUjiOUgvrsPHn6BQf1rofD3hWw8MTak+nyz+Xf3BuGhcrsiY5yEAUYHIGDngCt2igDgLz4R6Fc6vdalb3+r6fLcuXkWyuVRckknGVJxknjOPStvwv4G0XwkZpLCOaW6n/wBbdXL75XGc4zgADPoOe9dJRQBy974E0u/8Z23imWe8F9bhQsaOojO0EDI257+tdRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV4T8bzjxdp3/Xj/wC1Gr3avCPjfz4v04f9OB/9DagDzRyNgH97k0ONxZeyqMUkqjZH7imsW3OR0KigBdrRXCgnK4/pRgef8uePWnfecHOSB0pSQDkDBoAZIikc9fanxYEbjvihl3DNBXaCF5OKAGWwPky5HFOxmNWTg4pIH227q/BNKSIoAQc0AJkmQq3ShmCFW96JuJdy9KawEiAD71ADpo0jWRkJyX704RfJIR345qKRnCtkdWFSSM5gXsWPHvQBG2Y53wOdxFOhzskjPQ5NOnYNcNx/GcU6HbucZ55FACKcRbY+hTmkwGT5uoUCoiWj6DjGKdnCZPXbzQBM6AQqozjrTYm3zknsuafvVkVc87c1FagkOf8AZx+tACS/JLIfTBFOAyjuvUxk0sgVllOeQBTYCdjgj/lmaAIzMVtY9w4K/wBankjAQKD8pWoJ03W0asNuFB/Wp24i2g5XHBoAax+VFHVM4NRg7bU7epPNOiKhSrnr3pXVUXapyDQA+ZUe3gPIxnOKjjbMKk/dOakcAJGufvVGiFYFUj5QSM0AMcERgxevel43Kx+8MVIgIiA96HiG8etAHvXjfw1ovjLUbW7/AOEpsrQ28Rj27kkyCc5++MVzH/CqtGJYf8JvZfNyR5af/Ha8pQ4aQDvUqgCUtnLAY+tAHqA+FOi7Ng8cWRGc/wCrT/47Tm+FWjMMHxvZf9+k/wDjleVJlJjnoTmpd33n9+lAHp5+FWjDOfHFl/37T/47Q/wq0Zxg+OLLoB/q0/8AjteX3I3rnocdqac+WxJ5Cj+VAHp4+EmiAH/iuLM5/wCmaf8Axyg/CfRMAf8ACcWQ/wC2af8AxyvL45CNw4wfWkk+YYHpQB6i/wAJ9EJBbxzZD/tmn/x2mf8ACodCLFh45s8n/pmn/wAcrzO52mCNWAzTQvlnqcYzQB6ePhFoSrj/AITiyx6+Wn/xyo5fg54dmGD41sQfURJn/wBGV5uihgiqAc9c0u0MCVIDelAHrOkfD230WQNZfEmMAH7rBCPy8yusGVjCS+MtAlwMbpLcZ/ScV86xKNxySfXNJOoQ/KOtAH0ZHDvOIfFuhH2S3z/7Xq4uh6pNh11/TpBjgiycj9J6+XjbKW3AFG9VOK29J8TeItEINhflkX/lnMNwNAH0X/Yurrg/21pvH/UPf/4/SyaRq03XWtLP009//j9eP2nxq1SFRFq2lQvzy8GR/M13uhfETw5q0KMLgW0h48uXgigDbPhrVGbI1vTwPQWDY/8AR1WYdG1eFcJrGl/jp7//AB+rcM8VwgkhkR0IyGU5zUlAFJdK1lCSusaWMnn/AIl7/wDx+uZ8WeFW1p0g1LxpY6e2zGyK3ERZc9w0prrLq7is7d5pmCqoJ6183+L9YHiPxDd32MpGRDF9Af8A69AHrPhvwpaeE7cx2HjfSjGW3HzoEOT+EoroxfMTgeL/AA5n0EH/AN0V83eWrRBWz8o4HrVSazjLZKbvU+lAH1PBBqdyu6DxBo8q+qWLMP0nqX+zdb/6DOl/+C9//j9fM+k3t7ogkGnX80XmAFlJyP8APNdbZ/FvxBpcUUNxb2d5Hg/NtYP+ecUAe2f2brf/AEGdL/8ABe//AMfrnrLSYtP8YjW5PGWmGYRmGa1ESqpjJBI5lJU5AOfboa5qw+M+nz2m+7spoZ/7gGR+debeIEs5fEF7dWLMYLg7wG/hz1/lQB6frXw08Oalrt5qdp4qsrKO6cyNAAjqrHrg7x1OT+NZ/wDwqjQw2T44sehGDGn/AMdry8TNgIQDj86VQrlWcDlWH06UAeoj4V6KAAPHNljOR+7T/wCO0D4VaKGz/wAJxZf9+0/+O15Z5YjMLK2eeQe1I+Qwz60Aepv8KNFdl3eOLLIGAPLT/wCO0i/CfREkLjxxZZPby0/+O15fID5sdRgN55IORQB6ofhRobSFv+E4sc4xjy0/+O0v/Cp9FAJPjey5/wCmSf8Ax2vJRJjzBtOau+d5kQUgZyKAPTm+FWiuf+R4sehHEaf/AB2g/CrRWRF/4Tixwo4/dp/8drythkuF44NJ0gQYOcc0AeqD4UaKP+Z4sv8Av2n/AMdpI/hRoisSnjmyJPX92n/x2vLlHK5plv8AupX9M96APVl+FOjBdo8cWWP+uaf/AB2kX4UaKCceOLL/AL9p/wDHa8vjZlGRgqe1PYorkAEEDPFAHsPgu30v4f8Aie9s38TaVcadd2ccrzyypEwlV2CqvzkEYLE/8B6d+/8A+E18K/8AQyaT/wCBkf8AjXyyMYAK/c/Wh4wQFAGR3xQB9Tf8Jt4V/wChk0n/AMDI/wDGj/hNvCv/AEMek/8AgZH/AI18sOo+baBnfgUkOGnbcoB5GccUAfVH/Ca+Ff8AoZNJ/wDAyP8Axo/4TXwr/wBDJpP/AIGR/wCNfLOweYcgH6Co2j2n5SO3agD6q/4Tbwr/ANDJpP8A4GR/40f8Jt4V/wChk0n/AMDI/wDGvlvAW2JwCxqNVV7RSww2eaAPqj/hNvCv/QyaT/4GR/40f8Jr4V/6GTSf/AyP/Gvlo4hxtAKkdcU0BWJ4AxQB9T/8Jr4V/wChk0n/AMDI/wDGj/hNvCv/AEMmk/8AgbH/AI18uRBBMMgHIx0qHygpRGYEFjyKAPqn/hNvCv8A0Mmkf+Bsf+NH/Ca+Ff8AoZNJ/wDAyP8Axr5WWIDHcbif0pgG1H+X73PI6UAfVn/Ca+Ff+hk0n/wMj/xoPjbwqP8AmZNJ/wDAyP8Axr5UCB7ZRgAqck1NKAuE2hjuB4FAH1L/AMJr4V/6GTSf/AyP/Gj/AITbwr/0Mmk/+Bkf+NfLMkatISMDLVJIqpsyAQD270AfUX/Ca+Ff+hk0n/wMj/xo/wCE28K/9DJpP/gZH/jXy3Ei+fJ8oA7EioYmyGPBwxFAH1V/wm3hX/oZNJ/8DI/8aP8AhNvCv/QyaT/4Gx/418sMpiWU43cjHHvTn2PLtAG4kUAfUv8Awm3hX/oZNJ/8DI/8aP8AhNfCv/QyaT/4GR/418tuCQy7QMN6Uy4VC+8DqMY9DQB9T/8ACa+Ff+hk0n/wMj/xo/4TXwr/ANDJpP8A4GR/418tyAbI1ZV5IGQKLuIRSgIRtC5oA+pP+E18K/8AQyaT/wCBkf8AjR/wmvhX/oY9J/8AAyP/ABr5ZIVsptA4znFQyERSKNoP4UAfVn/Ca+Ff+hk0n/wMj/xo/wCE18K/9DJpP/gZH/jXysiBZQxwR6YpYVUIXZQQW9KAPqj/AITXwt/0Mmk/+Bkf+NH/AAm3hX/oZNJ/8DI/8a+XjsPlfux+VRs6tPIrIABnGBQB9S/8Jt4V/wChk0n/AMDI/wDGj/hNfCv/AEMmk/8AgZH/AI18sZUFQB2ojZRkFVOT3FAH1P8A8Jr4V/6GTSf/AAMj/wAaP+E28K/9DJpP/gZH/jXyyPLBB2g5bBFSeUY5G2AbewPNAH1F/wAJt4V/6GTSf/AyP/Gj/hNvCv8A0Mmk/wDgZH/jXyyiZdwDgjnpVaS3R2Rj8jk43JxQB9X/APCbeFf+hk0n/wADI/8AGj/hNfCv/QyaT/4GR/418rR3Wo2MxFrcK6qeki5FdLpvi62KLFqdvFFcA/ejX5SKAPoT/hNvCv8A0Mmk/wDgZH/jR/wmvhX/AKGTSf8AwMj/AMa8js3stTjE1qIZh0yqipTbRM21IELdxtFAHq//AAmvhX/oZNJ/8DI/8aP+E28K/wDQx6T/AOBkf+NeUfZYRwYU+u0cU1raDoIk/wC+RQB6z/wmvhX/AKGTSf8AwMj/AMaP+E18K/8AQyaT/wCBkf8AjXkK2kauf3cf/fIp/kxf88Y/++RQB63/AMJt4V/6GTSf/AyP/GvGtHIfSIirAhmcgg9RuNWfKhQ58qP0+6KkGNoKgAD0oAco2rk0mQUOKM8UqEL1FADV+63rSxknrTmYHlRSbuOg5oAMDDYpsY+anIBkgnrSuBGpKcn3oAdTScMtEBZ1y+B9KaSHY+3SgBd372kk+9SKNz5psjHzQo6UASN90U2nScAAUKAetADwMUuRUcrsoXaAQaftBFAHlqrjzznoR/Wk6tQpBkn2cDIz+tHXd9aAPefgj/yJl7/2EZP/AECOvSq8X+FXjLw/4e8MXVnqupR2073ryKjIxypRADwD3B/Ku6/4Wf4M/wCg7D/36k/+JoA66iuS/wCFneDf+g5F/wB+pP8A4mk/4Wf4M/6DsP8A36k/+JoA66iuR/4Wf4L/AOg7D/36k/8AiaP+Fn+C/wDoOw/9+pP/AImgDrqK5H/hZ/gv/oOw/wDfqT/4mj/hZ/gv/oOw/wDfqT/4mgDrqK5E/FDwWP8AmOw/9+pP/iaB8UPBZ6a7D/36k/8AiaAOuorkf+Fn+Cz/AMx2H/v1J/8AE0f8LP8ABf8A0HYf+/Un/wATQB11Fcj/AMLP8Gf9B2H/AL9Sf/E0f8LP8F/9B2H/AL9Sf/E0AddRXI/8LP8ABYOP7dhz/wBcpP8A4mj/AIWf4L/6DsP/AH6k/wDiaAOuorkf+FoeC/8AoOw/9+5P/iaP+Fn+Czn/AInsPH/TKT/4mgDrqK5H/hZ/gz/oOw/9+pP/AImj/hZ/gz/oOw/9+pP/AImgDrqK5H/hZ/gvGf7dh/79Sf8AxNH/AAs/wX/0HYf+/Un/AMTQB11Fcj/ws/wX/wBB2H/v1J/8TR/ws/wX/wBB2H/v1J/8TQB11Fcj/wALP8F/9B2H/v1J/wDE0f8ACz/Bn/Qdh/79Sf8AxNAHXUVyP/Cz/Bh/5jsP/fqT/wCJo/4Wf4L/AOg7D/36k/8AiaAOuorkf+Fn+C/+g7D/AN+pP/iaP+FoeC/+g7D/AN+5P/iaAOuorkf+Fn+C/wDoOw/9+pP/AImj/hZ/gw9Ndh/79Sf/ABNAHXV4P8cCR4u03H/Ph/7O1elf8LP8Gf8AQdh/79yf/E15L8UvEGk+IvEllc6VdrdQx2flsyqww28nHIHY0AcK+SIc0g+6allC5jz0HFQ5wzA9M0AK4Kz/AC+lOyCvPWnOB5nyelQyDYob35oAexPl8U6Ekoxb72KBzFuXpSqRye+QKAG7UNsP7xqPByqN0pZV2wswPKtinz43of8AaAoAbvCtsamIrLPgU6WLfNvzyKQS7i20fMtAEkmPL5/v06c5S2+tNdC6j65prBiIVyODxQAkvFwg9WNOUbJnNEy5kRieQTTmxuz60AK6jyh71WmJRgPVatblCIrepps8HmCN+23NADY0wUP/AEzpLY7d4/z1pyNuwB2jpsI5bd6CgBkuQ8pFOJbymwMfu6eUUzOM9ae/zxsh6gbfwoAiGZYAD12D+dRSs6AIegHFTouxxjpspX2ykkjomaAIUUOnzVLImCB7U2JAYyT2GRT2kBKg/wB7H6UAJcoQsJHZqYHLQHP98f1qbzQ6qDjhhUTKBC2P74/rQAqN8q05m+Yn0FQKf3ee4NOyTGSepOKAGp90t74pzsVlYURj9yB3304ReZc5J/iNACsd6Bh608bRBkHvzUQDRoB/tU2MN9h3e/SgCeTLLwM8VC0mQR2wBTxI3HG3io9u6Et/tUATmMKhIPYVEh+bmpd2UNRn/WCgAk2yMoJxjtUu/O4FeOgNQbMyZ9KnhbdH/wACoAjCsjxbCTmkbIuomQ8MelSRf6y2qPG2W1/3v60AOkizKzLwM0A9mXNOwXRiGxzSqwD4IycUAMKDGffFMYFH46jrUzf6sf71NlP7yT60APUrJGS4JwPSqD2NtM5kIdX9VbFXIpP3Ug/2R/WmPGAvFAF/Std1/RFB07U3MSdElO4flXSQ/GrX7cKl5Y2r46uiMP61xUbFYWB9aY0e9OmR6UAdxr3xHj1XRpZVnP2lgEWI8DnrxXDRK0cBQkMX+fj1NMFlFJIMxhSKtOojKgdloAc+QY2X2zS7SSwxwTmoYnLRrntzVmM55+v8qAK4y0j7ey0u7KpjsDTA20OfapNuYkZfQ5oAdFLi3GaYCzOwyeBmkGPKXHoaeufNOP7lACpGGlVh1L8UyVSX56d6dDu82P8A3jSMeoJ70AMnIaVm7cYqWQ7o1NQyj91n3qbGYV+ooADIJJQSAu1SOKeioojxw2etQyx7JCQeKU8LEcj71AD9gdz67/vVXTcHkwMgVPDIA/P9+mxna03GQe9AArgIQBk5ANPPyoec8Z5qNoikbMOeQaZG+8Ee1AEsXz+Wx7NgU2EeYSrAYHegZAXH/PQ0JGxRmQ4x2oAaGMEu3tUqPukeQ9cYxTUZZOHXmm5+ZtvP0oAFbcu4nknFSM5RlyB1xVdwVWMj+9T3Jm2DHRqAFddrQsh++3NB4WQDs5oZ9i22em7rTnTAlb1YmgBN58tWpzINjMeuaZg+UvFSEjzGXPegBDFwAGPHNNYZiZu5NTP/AKx19AKjJ/ct7HmgBV2m1Kt3OaEjV2yCSAuOaEdX+XHaol3qJSpwBxQA+HYrgNyMGmBfmGOODRE48tWYZPNAIJX6UABJ8kj05qXAkhc9DwePpTVUlSCP4f60qnaZB2wKAGQgsZUYkcDpTYXf7eSwH3cCpsbSzAde3rTQwkmQgYIB/pQAy4B8x8djUq/NbID2Gc0yY4kk4zz/AEp8Z/0dPpQAjt/o6+/NQRoFjkXJAI6jtUz/AOpQUxAdre4oAtRFFiiAYnJ6nk1WlRFuv3QO7zAeTnsasIqbYhnvzUNxHtnLjOQRQAsshIZgPmBxSBBJF8v3iOajluAxwFxzTlQ7lIbHNACsPur3Bp1zkhlPXbSFT5o+tJdMUuEyOMHP5UADnIwOyCnMobbxzikkYFIyBjI5p4YFl+lAEOwhxSxti24GTup5ONzHpUceVVfc0AT+aMxgjG3g0y4ASRiQDuzTJSPJDjrupZQWiJPcf0oAcsWSPYc03ygG46ZpY5s+acfdAH6U8oS688HnFAEewEJz/HUrz4mZAKQusUagjnfUcq4l8wd6AJI8ZkB4NVxjYg+8d/WpNxw3+1imiI8AdQxNADpIw4OfkOeq96rzWiyYDxFsDqetTuxCID13VJIzeYQTxt6fjQBXtZ5tOkzY3MsLg5CA5U10Np47u1uUj1i3QADCywKV/Pk1iCIFd3qBSPBvQIeVbqKAPR7HVrTUIi0Fyhz1QtzTbvVrPTXhju3MfnbtnHpj/GvMBYBX3wSSQOvdCaWYXFzGq3VzLOFzsLdV9f6UAerW1xDdgvBKsg9FPNSlQOoIPoa8o0+a50uQyWl40TN1DjINdJb+PnASHU7PHPF1G3X8MUAdfJEXHA/OnRxlUwTUNrqdtqag204lOP8Adqxuwdp7UABWopQQvBqQv6ClUg9aAIYSxXkVJt9jUnAHFJQBE2VBNNifecGnynAA9aiC+Wc0ATF8DApqLgMfWlpR9w0AJHnJPakUZlyaVP8AVmgf62gB5wzEHtUZJycU89WpqdaAAFWRcnkU/f71AwCk9qj8wigDzbPzOQMbyKXG1S3XmiigB23zJEPQ47U90AdsknA4oooAXzG8tQD3pgXJDH+IkGiigBC37rPqcGg87AOBsNFFADWh8vynVse1LIwaZQFA96KKAFkAA5GaISFJAHaiigBkCnzZjnjaeKchDw4xg+tFFAAQRIozxQ5whOOlFFAEkwRgzbfmKDmkiTeOuCE60UUAQSAxseecDBpbfIkbngnmiigCVWG0BRtOSM0J90KecA/zoooAeABAOOtRrzLD6YNFFABcN+9C46LupQ32kg425BHr0oooAihn8qORyuc5XGfSrCMGgWTH3/0oooAiT90SASd1Kr5JcDGztnrRRQAo+eIPyPm6VED5vmducUUUAORtuWI3ADbjpQsnlrjHvRRQA9GLSMv+zmlJyFQcd80UUANdjIAOm04obDsRjG39aKKAFjO50fpvJGM0SHflCPxzRRQA0fu1WPOQ1KvLMcnhhxRRQAknKuv98k/SnEefIq5K8b/WiigBjSEv06+9NCCKQEHO/wDSiigB4m2pMCMlBnr1ppOZol54GaKKAJQNxLn8qaQS/U0UUABXcRk/dJNP875ETGRgjrRRQAiKFlIBP3cUMm0FwfQYoooAawIYyg9gcUsR3s3Y4oooAEY4KnkkYzTvKxHINx4GM0UUAAj2tsz0Xr61DIuMHJ4bNFFADkXEgXcf72afjMTD/gX+fzoooAjWHaQu7qN3SkI2qnPU0UUAOX5AT1w2cVJGm+XcCRtOaKKAHSHdgYwc5zUUrfZysYGQvP1oooAfcneFwApxniol+S3TvvJoooAevMJccZ7UoiJRZc9WC4x60UUAITtLjGccZzS4+zrtHzZ+fPTFFFADVk8uaMHnZz6UAeZKnbyzkUUUAKOQwBIzQXK5bA+Xg+9FFAAXJXHoc00P5khyMZ96KKAFeLytoDE+YdvTpTm+U7Op6ZoooATyw0XoScZprN5Xy4zjvRRQA5SBPnByVDdaJCJWEg+XAIx1zRRQAiR7DjOePSnxk7iKKKAK6jckv4VIHMVvjqKKKAHoiyBVUYBWmEmKZuc/KB+tFFAD1ypifP8AEeKYTuIOOtFFAEcpPlH2NSqpMKnPpRRQAsikAZOadIi7IsDnNFFAEIXLH/fp6/6qUeqdaKKAFDEQS4PRRUIT/RlkHBwf50UUAO3FNo96mwEj3D0FFFACuNm1x1qJnEUzBR1oooAVkwqknOaWM4/lRRQAxl8yKBT/AHzTnJbzUzgK2KKKABkKo53dx/Ko5RtmixRRQBOpzcz59BTD8j3HfgUUUAJD/rvwpZCRFKB/eoooAIlH2Ue5ppjATPuaKKALUijyPolVkJkidemAKKKAJFz5oDc7VpkY3TIV460UUAOyPtDgjPy1CgIh2570UUAP3ElQT2pUbjPvRRQAh4QuPUVMz73yRxRRQBBLAC0hBxtNPjB2hs8KRxRRQBIRh1b1G6i4CyBG6HB/lRRQBBINscY9jQW2gNRRQAjH90P9rNP6eSPXmiigCKQ5UL23VY2ZWQE8DgUUUAQNEYlkAb/WDPTpT2c/uWBwTx+VFFADn/ex7D1B64prA4XJyPpRRQAgO58dMYp4lIO8DkHFFFADWTzpgM4IanSsWldiB8qheO9FFADUkJAGOqinO5UKfbNFFACRkuwwcZGT3pyli+3PG4DkUUUAQzKvmHcM4PFEwWNGDKHVegI4oooAhFlLAiz213LCxPRTxW1puv6tFJ5ct0s6KM7Xjxn8QaKKANiPxg7uFewjGP7khGfzzTJPGYWQIunkEnGTN/8AY0UUAPj8YlrswmyycZ/1vH8qkufF/khB9gGXbaMTHj9KKKAOgkUiJZGOSRmm798eTRRQA/IZRt4PvStlE9SaKKAGykwhQOQ1NaQiSiigB24ljT2Xy+RRRQAbRIOahMIyeaKKAP/Z" ]	C	true	string	[ "chemistry", "geography", "history" ]	true	true	false	false	false	true
Os comentadores do texto sagrado (…) reconhecem a submissão da mulher ao homem como um dos momentos da divisão hierárquica que regula as relações entre Deus, Cristo e a humanidade, encontrando ainda a origem e o fundamento divino daquela submissão na cena primária da criação de Adão e Eva e no seu destino antes e depois da queda. CASAGRANDE, C., A mulher sob custódia, in: História das Mulheres, Lisboa: Afrontamento, 1993, v. 2, p. 122‐123. O excerto refere‐se à apreensão de determinadas passagens bíblicas pela cristandade medieval, especificamente em relação à condição das mulheres na sociedade feudal. A esse respeito, é correto afirmar:	81	USP_2019_81	[ "a) As mulheres originárias da nobreza podiam ingressar nos\nconventos e ministrar os sacramentos como os homens de\nmesma condição social.", "b) A culpabilização das mulheres pela expulsão do Paraíso\nTerrestre servia de justificativa para sua subordinação social\naos homens.", "c) As mulheres medievais eram impedidas do exercício das\natividades políticas, ao contrário do que acontecera no\nmundo greco‐romano.", "d) As mulheres medievais eram iletradas e tinham o acesso à\ncultura e às artes proibido, devido à sua condição social e\nnatural.", "e) A submissão das mulheres medievais aos homens esteve\ndesvinculada de normatizações acerca da sexualidade." ]	[]	B	false	string	[ "history" ]	true	false	false	false	false	true
A bola de futebol que foi utilizada na Copa de 2018 foi chamada Telstar 18. Essa bola contém uma camada interna de borracha que pertence a uma classe de polímeros genericamente chamada de EPDM. A fórmula estrutural de um exemplo desses polímeros é [IMAGE 0] Polímeros podem ser produzidos pela polimerização de compostos insaturados (monômeros) como exemplificado para o polipropileno (um homopolímero): [IMAGE 1] Os monômeros que podem ser utilizados para preparar o co‐ polímero do tipo EPDM, cuja fórmula estrutural foi apresentada, são	44	USP_2019_44	[ "a)[IMAGE 2]", "b)[IMAGE 3]", "c)[IMAGE 4]", "d)[IMAGE 5]", "e)[IMAGE 6]" ]	[ 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]	D	true	images	[ "chemistry" ]	false	true	false	false	false	true
Uma pessoa observa uma vela através de uma lente de vidro biconvexa, como representado na figura. [IMAGE 0] Considere que a vela está posicionada entre a lente e o seu ponto focal F. Nesta condição, a imagem observada pela pessoa é	19	USP_2019_19	[ "a) virtual, invertida e maior.", "b) virtual, invertida e menor.", "c) real, direita e menor.", "d) real, invertida e maior.", "e) virtual, direita e maior." ]	[ 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]	E	true	string	[ "physics" ]	false	false	false	false	false	true
Em um experimento, determinadas massas de ácido maleico e acetona foram misturadas a 0 °C, preparando‐se duas misturas idênticas. Uma delas (X) foi resfriada a ‐78 °C, enquanto a outra (M) foi mantida a 0 °C. A seguir, ambas as misturas (M e X) foram filtradas, resultando nas misturas N e Y. Finalmente, um dos componentes de cada mistura foi totalmente retirado por destilação. Os recipientes (marcados pelas letras O e Z) representam o que restou de cada mistura após a destilação. Nas figuras, as moléculas de cada componente estão representadas por retângulos ou triângulos. [IMAGE 0] Tanto no recipiente M como no recipiente X, estão representadas soluções ___I___ de ___II___, cuja solubilidade ___III___ com a diminuição da temperatura. A uma determinada temperatura, as concentrações em M e N e em X e Y são ___IV___. Em diferentes instantes, as moléculas representadas por um retângulo pertencem a um composto que pode estar ___V___ ou no estado ___VI___. As lacunas que correspondem aos números de I a VI devem ser corretamente preenchidas por: [IMAGE 1]	40	USP_2019_40	[ "a) I saturadas II acetona III aumenta IV diferentes V sólido VI líquido", "b) I homogêneas II ácido maleico III diminui IV iguais V dissolvido VI líquido", "c) I saturadas II ácido maleico III diminui IV iguais V dissolvido VI sólido", "d) I heterogêneas II acetona III aumenta IV diferentes V sólido VI sólido", "e) I saturadas II ácido maleico III diminui IV iguais V sólido VI líquido" ]	[ 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", 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" ]	C	true	string	[ "chemistry" ]	false	true	false	false	false	true
[IMAGE 0] MDIC ‐ www.mdic.gov.br. Adaptado. Com base no gráfico referente à pauta das exportações brasileiras, é correto afirmar que, no período analisado, houve	8	USP_2019_8	[ "a) ampliação do setor secundário, especialmente de bens de\ncapital intermediários.", "b) consolidação do Brasil como exportador de alta tecnologia,\ncujo percentual vem se ampliando na pauta de exportações\nbrasileiras.", "c) fortalecimento do setor primário e declínio do setor de\nmaior valor agregado.", "d) maior peso do setor primário, pela primeira vez na história\neconômica brasileira.", "e) diminuição da agroindústria nas exportações e aumento do\npeso dos bens manufaturados." ]	[ 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]	C	true	string	[ "geography" ]	false	true	false	false	false	true
Uma postagem de humor na internet trazia como título "Provas de que gatos são líquidos" e usava, como essas provas, fotos reais de gatos, como as reproduzidas aqui. [IMAGE 0] Bored Panda. https://www.boredpanda.com. Adaptado. O efeito de humor causado na associação do título com as fotos baseia‐se no fato de que líquidos	43	USP_2019_43	[ "a) metálicos, em repouso, formam uma superfície refletora de\nluz, como os pelos dos gatos.", "b) têm volume constante e forma variável, propriedade que os\ngatos aparentam ter.", "c) moleculares são muito viscosos, como aparentam ser os\ngatos em repouso.", "d) são muito compressíveis, mantendo forma mas ajustando o\nvolume ao do recipiente, como os gatos aparentam ser.", "e) moleculares são voláteis, necessitando estocagem em\nrecipientes fechados, como os gatos aparentam ser.\nNote e adote:\nConsidere temperatura e pressão ambientes." ]	[ 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]	B	true	string	[ "chemistry" ]	false	true	false	false	false	true
TEXTOS PARA AS QUESTÕES 68 E 69 Sonetilho do falso Fernando Pessoa Onde nasci, morri. Onde morri, existo. E das peles que visto muitas há que não vi. 5 Sem mim como sem ti posso durar. Desisto de tudo quanto é misto e que odiei ou senti. Nem Fausto nem Mefisto, 10 à deusa que se ri deste nosso oaristo, eis‐me a dizer: assisto além, nenhum, aqui, mas não sou eu, nem isto. Carlos Drummond de Andrade. Claro Enigma. Ulisses O mito é o nada que é tudo O mesmo sol que abre os céus É um mito brilhante e mudo ‐ O corpo morto de Deus, Vivo e desnudo. Este, que aqui aportou Foi por não ser existindo. Sem existir nos bastou. Por não ter vindo foi vindo E nos criou Assim a lenda se escorre A entrar na realidade, E a fecundá‐la decorre. Em baixo, a vida, metade De nada, morre. Fernando Pessoa. Mensagem. conversa íntima entre casais. Considerando os poemas, assinale a alternativa correta.	68	USP_2019_68	[ "a) As noções de que a identidade do poeta independe de sua\nexistência biográfica, no \"Sonetilho\", e de que o mito se\nperpetua para além da vida, em \"Ulisses\", produzem uma\nanalogia entre os poemas.", "b) As referências a Mefisto (\"diabo\", na lenda alemã de\nFausto) e a Deus no \"Sonetilho\" e em \"Ulisses\",\nrespectivamente, associadas ao polo de opostos \"morte\" e\n\"vida\", revelam uma perspectiva cristã comum aos poemas.", "c) O resgate da forma clássica, no \"Sonetilho\", e a referência à\nprimeira pessoa do plural, em \"Ulisses\", denotam um\nmesmo espírito agregador e comunitário.", "d) O eu lírico de cada poema se identifica, respectivamente,\ncom seus títulos. No poema de Drummond, trata‐se de\nalguém referido como \"falso Fernando Pessoa\", já no\npoema de Pessoa, o eu lírico é \"Ulisses\".", "e) Os versos \"As coisas tangíveis / tornam‐se insensíveis / à\npalma da mão. // Mas as coisas findas, / muito mais que\nlindas, / essas ficarão\", de outro poema de Claro Enigma,\nsugerem uma relação de contraste com os poemas citados." ]	[]	A	false	string	[ "portuguese" ]	true	false	false	false	false	true
Três pequenas esferas carregadas com carga positiva Q ocupam os vértices de um triângulo, como mostra a figura. Na parte interna do triângulo, está afixada outra pequena esfera, com carga negativa q. As distâncias dessa carga às outras três podem ser obtidas a partir da figura. [IMAGE 0][IMAGE 1] Sendo Q = 2 * 10^‐4 C, q = –2 * 10^‐5 C e d = 6 m, a força elétrica resultante sobre a carga q Note e adote: A constante k0 da lei de Coulomb vale 9 * 10^9 N m^2/C^2	18	USP_2019_18	[ "a) é nula.", "b) tem direção do eixo y, sentido para baixo e módulo 1,8 N.", "c) tem direção do eixo y, sentido para cima e módulo 1,0 N.", "d) tem direção do eixo y, sentido para baixo e módulo 1,0 N.", "e) tem direção do eixo y, sentido para cima e módulo 0,3 N." ]	[ 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]	E	true	string	[ "physics" ]	false	true	true	false	false	true
Um triângulo retângulo com vértices denominados A,B e C apoia‐se sobre uma linha horizontal, que corresponde ao solo, e gira sem escorregar no sentido horário. Isto é, se a posição inicial é aquela mostrada na figura, o movimento começa com uma rotação em torno do vértice C até o vértice A tocar o solo, após o que passa a ser uma rotação em torno de A, até o vértice B tocar o solo, e assim por diante. [IMAGE 0] Usando as dimensões indicadas na figura (AB = 1 e BC = 2), qual é o comprimento da trajetória percorrida pelo vértice B, desde a posição mostrada, até a aresta BC apoiar‐se no solo novamente?	54	USP_2019_54	[ "a) 3/2π", "b) ((3+√3)/3)π", "c) (13/6)π", "d) ((3+√3)/2)π", "e) ((8+2√3)/3)*π" ]	[ 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]	C	true	string	[ "mathematics" ]	false	false	true	false	false	true
O capitalismo neoliberal, após os anos 1980, caracteriza‐se	2	USP_2019_2	[ "a) pela prevalência da agricultura e pecuária no PIB dos países\ndesenvolvidos.", "b) pelo crescimento da concentração da riqueza e das finanças\nem detrimento dos setores produtivos e pela tendência à\ndiminuição dos direitos sociais.", "c) pela adoção de políticas que restringem a fluidez dos\ncapitais e distribuem mais equitativamente a riqueza.", "d) pelo fortalecimento do papel do Estado nos direitos sociais\ne pela diminuição do papel das finanças em relação ao PIB\nmundial.", "e) pela formação de blocos econômicos entre países\nperiféricos, que impediram a livre circulação de capitais e\ncontiveram o aumento das desigualdades." ]	[]	B	false	string	[ "history" ]	false	false	false	false	false	true
Um grão de milho de pipoca, visto a olho nu, apresenta duas regiões distintas, representadas por A e B na figura. Em A, ocorre o tecido acumulador de amido, usado, pela planta, para nutrir o embrião. Em B, os tecidos vegetais possuem maior teor de água. [IMAGE 0] Ao ser aquecida, parte da água transforma‐se em vapor, aumentando a pressão interna do grão. Quando a temperatura atinge 177°C, a pressão se torna suficiente para romper o grão, que vira uma pipoca. Um estudo feito por um grupo de pesquisadores determinou que o interior do grão tem 4,5 mg de água da qual, no momento imediatamente anterior ao seu rompimento, apenas 9% está na fase vapor, atuando como um gás ideal e ocupando 0,1 mL. Dessa forma, foi possível calcular a pressão P_final no momento imediatamente anterior ao rompimento do grão. A associação correta entre região do milho e P_final é dada por: Note e adote: Constante universal dos gases: R = 0,082 L.atm/(K.mol); K = °C + 273; Massas molares (g/mol): H = 1; O = 16.	45	USP_2019_45	[ "a) A = endosperma e P_final = 8,3 atm.", "b) B = endosperma e P_final = 5,9 atm.", "c) A = xilema e P_final = 22,1 atm.", "d) B = xilema e P_final = 5,9 atm.", "e) B = endosperma e P_final = 92,0 atm." ]	[ 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TEXTO PARA AS QUESTÕES DE 76 A 79 [IMAGE 0] For most, The Gateway International Bridge functions as it should, allowing people to get between the U.S. and Mexico. But on a hot Sunday afternoon, a dozen migrants at the mouth of the bridge weren't getting anywhere at all. 5 They had been told, once again, to wait. At a press conference the next day, President Trump once again touted the border wall he has promised supporters. "The wall is getting longer and taller and stronger each and every day", he said, even though construction has not 10 begun. The President's characterization of the physical wall was false, but his Administration has effectively erected an invisible one. It is built, in part, from situations like the one at the bridge, which illustrates the problem with this kind of 15 barrier. The practices that Trump praises for keeping out criminals also punish those who are trying to follow the rules. Those migrants who spoke to TIME at the bridge had varied stories but shared a determination to cross. Some 20 understood a bit of what could happen to them next. How long could it take to get processed? And if they did ultimately apply for asylum, it remained to be seen whether their stories would qualify. The regulations governing such matters are complicated, and the vast majority who apply 25 are rejected. But in theory, their fates would be decided at immigration courts, not at the border. TIME, August 23, 2018. Adaptado. A frase nominal "this kind of barrier" (L. 14‐15) refere‐se	77	USP_2019_77	[ "a) ao muro de Trump na fronteira com o México.", "b) à ponte The Gateway International Bridge.", "c) a protestos de migrantes na fronteira.", "d) ao muro invisível criado por práticas do governo Trump.", "e) a medidas adotadas nos tribunais de imigração." ]	[ 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]	D	true	string	[ "english" ]	true	false	false	true	false	false
Uma seta aponta para a posição zero no instante inicial. A cada rodada, ela poderá ficar no mesmo lugar ou mover‐se uma unidade para a direita ou mover‐se uma unidade para a esquerda, cada uma dessas três possibilidades com igual probabilidade. [IMAGE 0] Qual é a probabilidade de que, após 5 rodadas, a seta volte à posição inicial?	55	USP_2019_55	[ "a) 1/9", "b) 17/81", "c) 1/3", "d) 51/125", "e) 125/243" ]	[ 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(…) o "arco do triunfo" é um fragmento de muro que, embora isolado da muralha, tem a forma de uma porta da cidade. (...) Os primeiros exemplos documentados são estruturas do século II a.C., mas os principais arcos de triunfo são os do Império, como os arcos de Tito, de Sétimo Severo ou de Constantino, todos no foro romano, e todos de grande beleza pela elegância de suas proporções. PEREIRA, J. R. A., Introdução à arquitetura. Das origens ao século XXI. Porto Alegre: Salvaterra, 2010, p. 81. Dentre os vários aspectos da arquitetura romana, destaca‐se a monumentalidade de suas construções. A relação entre o "arco do triunfo" e a História de Roma está baseada	80	USP_2019_80	[ "a) no processo de formação da urbe romana e de edificação\nde entradas defensivas contra invasões de povos\nconsiderados bárbaros.", "b) nas celebrações religiosas das divindades romanas\nvinculadas aos ritos de fertilidade e aos seus ancestrais\netruscos.", "c) nas celebrações das vitórias militares romanas que\npermitiram a expansão territorial, a consolidação territorial\ne o estabelecimento do sistema escravista.", "d) na edificação de monumentos comemorativos em memória\ndas lutas dos plebeus e do alargamento da cidadania\nromana.", "e) nos registros das perseguições ao cristianismo e da\ndestruição de suas edificações monásticas." ]	[]	C	false	string	[ "history" ]	true	false	false	false	false	true
TEXTO PARA AS QUESTÕES DE 73 A 75 [IMAGE 0] What time is it? That simple question probably is asked more often today than ever. In our clock‐studded, cell‐phone society, the answer is never more than a glance away, and so we can blissfully partition our days into ever smaller increments for ever more tightly scheduled tasks, confident that we will always 5 know it is 7:03 P.M. Modern scientific revelations about time, however, make the question endlessly frustrating. If we seek a precise knowledge of the time, the elusive infinitesimal of "now" dissolves into a scattering flock of nanoseconds. Bound by the 10 speed of light and the velocity of nerve impulses, our perceptions of the present sketch the world as it was an instant ago—for all that our consciousness pretends otherwise, we can never catch up. Even in principle, perfect synchronicity escapes us. Relativity 15 dictates that, like a strange syrup, time flows slower on moving trains than in the stations and faster in the mountains than in the valleys. The time for our wristwatch or digital screen is not exactly the same as the time for our head. Our intuitions are deeply paradoxical. Time heals all 20 wounds, but it is also the great destroyer. Time is relative but also relentless. There is time for every purpose under heaven, but there is never enough. Scientific American, October 24, 2014. Adaptado. No texto, a pergunta "What time is it?" (L. 1), inserida no debate da ciência moderna sobre a noção de tempo,	73	USP_2019_73	[ "a) corrobora a crença de que a passagem do tempo é uma\ngarantia de renovação para a humanidade.", "b) consiste na prova de que \"o agora\" é a realização de uma\ntroca harmoniosa com o mundo.", "c) representa a obsessão dos seres humanos pelo controle da\nvida com auxílio do relógio.", "d) revela o esforço empreendido pelas pessoas na distribuição\ndas tarefas ao longo do dia.", "e) mostra o descompasso e a imprecisão relativos à percepção\ndo presente e do passado." ]	[ 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" ]	E	true	string	[ "english" ]	true	false	false	true	false	false
Examine o anúncio. [IMAGE 0] Ministério Público do Trabalho no Rio Grande do Sul. No contexto do anúncio, a frase "A diferença tem que ser só uma letra" pressupõe a	62	USP_2019_62	[ "a) necessidade de leis de proteção para todos que trabalham.", "b) existência de desigualdade entre homens e mulheres no\nmercado de trabalho.", "c) permanência de preconceito racial na contratação de\nmulheres para determinadas profissões.", "d) importância de campanhas dirigidas para a mulher\ntrabalhadora.", "e) discriminação de gênero que se manifesta na própria\nlinguagem." ]	[ 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" ]	B	true	string	[ "portuguese" ]	false	true	false	false	false	true
Atente para as seguintes afirmações relativas ao desfecho do romance A Relíquia, de Eça de Queirós: I. O autor revela, por meio de Teodorico, sua descrença num Jesus divinizado, imagem que é substituída pela ideia de Consciência. II. Ao ser sincero com Crispim, Teodorico conquista a vida de burguês que sempre almejou. III. Teodorico dá ouvidos à mensagem de Cristo, arrepende‐se de sua hipocrisia beata e abraça a fé católica. Está correto o que se afirma apenas em	65	USP_2019_65	[ "a) I.", "b) II.", "c) I e II.", "d) II e III.", "e) I e III." ]	[]	C	false	string	[ "portuguese" ]	true	false	false	false	false	true
TEXTOS PARA AS QUESTÕES 71 E 72 I. Cinquenta anos! Não era preciso confessá‐lo. Já se vai sentindo que o meu estilo não é tão lesto* como nos primeiros dias. Naquela ocasião, cessado o diálogo com o oficial da marinha, que enfiou a capa e saiu, confesso que fiquei um pouco triste. Voltei à sala, lembrou‐me dançar uma polca, embriagar‐ me das luzes, das flores, dos cristais, dos olhos bonitos, e do burburinho surdo e ligeiro das conversas particulares. E não me arrependo; remocei. Mas, meia hora depois, quando me retirei do baile, às quatro da manhã, o que é que fui achar no fundo do carro? Os meus cinquenta anos. *ágil II. Meu caro crítico, Algumas páginas atrás, dizendo eu que tinha cinquenta anos, acrescentei: "Já se vai sentindo que o meu estilo não é tão lesto como nos primeiros dias". Talvez aches esta frase incompreensível, sabendo‐se o meu atual estado; mas eu chamo a tua atenção para a sutileza daquele pensamento. O que eu quero dizer não é que esteja agora mais velho do que quando comecei o livro. A morte não envelhece. Quero dizer, sim, que em cada fase da narração da minha vida experimento a sensação correspondente. Valha‐me Deus! é preciso explicar tudo. Machado de Assis, Memórias Póstumas de Brás Cubas. Entre os dois trechos do romance, nota‐se o movimento que vai da memória de vivências à revisão que o defunto autor faz de um mesmo episódio. A citação, pertencente a outro capítulo do mesmo livro, que melhor sintetiza essa duplicidade narrativa, é:	71	USP_2019_71	[ "a) \"A conclusão, portanto, é que há duas forças capitais: o\namor, que multiplica a espécie, e o nariz, que a subordina\nao indivíduo\".", "b) \"Obra de finado. Escrevi‐a com a pena da galhofa e a tinta\nda melancolia, e não é difícil perceber o que poderá sair\ndesse conúbio\".", "c) \"Mas o livro é enfadonho, cheira a sepulcro, traz certa\ncontração cadavérica; vício grave, e aliás ínfimo, porque o\nmaior defeito do livro és tu, leitor\".", "d) \"Viver não é a mesma cousa que morrer; assim o afirmam\ntodos os joalheiros desse mundo, gente muito vista na\ngramática\".", "e) \"Não havia ali a atmosfera somente da águia e do beija‐flor;\nhavia também a da lesma e do sapo\"." ]	[]	B	false	string	[ "portuguese" ]	true	false	false	false	false	true
Peptídeos podem ser analisados pelo tratamento com duas enzimas. Uma delas, uma carboxipeptidase, quebra mais rapidamente a ligação peptídica entre o aminoácido que tem um grupo carboxílico livre e o seguinte. O tratamento com outra enzima, uma aminopeptidase, quebra, mais rapidamente, a ligação peptídica entre o aminoácido que tem um grupo amino livre e o anterior. Isso permite identificar a sequência dos aminoácidos no peptídeo. Um tripeptídeo, formado pelos aminoácidos lisina, fenilalanina e glicina, não necessariamente nessa ordem, foi submetido a tratamento com carboxipeptidase, resultando em uma mistura de um dipeptídeo e fenilalanina. O tratamento do mesmo tripeptídeo com aminopeptidase resultou em uma mistura de um outro dipeptídeo e glicina. O número de combinações possíveis para os três aminoácidos e a fórmula estrutural do peptídeo podem ser, respectivamente, [IMAGE 5]	39	USP_2019_39	[ "a) 3 combinações e [IMAGE 0]", "b) 3 combinações e [IMAGE 1]", "c) 6 combinações e [IMAGE 2]", "d) 6 combinações e [IMAGE 3]", "e) 6 combinações e [IMAGE 4]" ]	[ 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TEXTO PARA AS QUESTÕES DE 76 A 79 [IMAGE 0] For most, The Gateway International Bridge functions as it should, allowing people to get between the U.S. and Mexico. But on a hot Sunday afternoon, a dozen migrants at the mouth of the bridge weren't getting anywhere at all. 5 They had been told, once again, to wait. At a press conference the next day, President Trump once again touted the border wall he has promised supporters. "The wall is getting longer and taller and stronger each and every day", he said, even though construction has not 10 begun. The President's characterization of the physical wall was false, but his Administration has effectively erected an invisible one. It is built, in part, from situations like the one at the bridge, which illustrates the problem with this kind of 15 barrier. The practices that Trump praises for keeping out criminals also punish those who are trying to follow the rules. Those migrants who spoke to TIME at the bridge had varied stories but shared a determination to cross. Some 20 understood a bit of what could happen to them next. How long could it take to get processed? And if they did ultimately apply for asylum, it remained to be seen whether their stories would qualify. The regulations governing such matters are complicated, and the vast majority who apply 25 are rejected. But in theory, their fates would be decided at immigration courts, not at the border. TIME, August 23, 2018. Adaptado. Com base no texto e nos fatos que envolveram a política imigratória dos EUA em junho de 2018, é correto afirmar:	79	USP_2019_79	[ "a) O presidente Donald Trump, por pressão do Conselho de\nDireitos Humanos da Organização das Nações Unidas\n(ONU), flexibilizou a punição aos imigrantes ilegais,\npassando a tratar os casos em cortes de imigração e não\nmais por meio de indiciamento criminal.", "b) O presidente Donald Trump finalizou a construção do muro\nna fronteira México‐EUA, desde a costa leste até a oeste,\ncom o objetivo de conter a nova onda imigratória de\nvenezuelanos e hondurenhos.", "c) Imigrantes mexicanos que seguiram as regras oficiais para\nimigração nos EUA obtiveram concessão de asilo político em\ncurto prazo, especialmente nas cortes da Califórnia,\ntradicional reduto conservador e base eleitoral do\npresidente Donald Trump.", "d) A construção de uma barreira física entre México e EUA visa,\nsegundo o presidente Donald Trump, consolidar um estado\nfronteiriço, no qual os imigrantes deverão permanecer\nalgum tempo antes de ingressarem em outras partes do\npaís.", "e) As barreiras construídas entre México e EUA são, além de\nfísicas, também psicológicas, como pôde ser visto no caso\nem que milhares de crianças imigrantes foram separadas de\nsuas famílias." ]	[ 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" ]	E	true	string	[ "english" ]	true	false	false	true	false	true
A história do século XIX foi marcada pela tensão entre tradições políticas e intelectuais que apelava, ora para a força do nacionalismo, ora para o vigor das ideias internacionalistas. Indique a alternativa que traduz uma destas tradições.	90	USP_2019_90	[ "a) A formulação de alianças militares, a união de forças\nmonárquicas e abolição das fronteiras políticas\ncontribuíram para minar o poder dos Estados‐Nacionais.", "b) O 1º de Maio e os rituais trabalhistas manifestavam a\nascensão de partidos e de movimentos de massa, expressão\ndo nacionalismo da classe trabalhadora.", "c) As guerras de caráter religioso que eclodiram na Europa\ndemonstram um enfraquecimento do poder universal da\nIgreja Católica e a ascensão de tradições religiosas nacionais.", "d) O apelo ao direito de autodeterminação dos povos\nquestionou o poder das casas dinásticas e contribuiu para a\nposterior fragmentação dos grandes impérios europeus.", "e) O culto do progresso e da liberdade despertou os ideais\nrepublicanos e democráticos que contribuíram para o\nestabelecimento de federações supranacionais." ]	[]	D	false	string	[ "history" ]	true	false	false	false	false	true
E grita a piranha cor de palha, irritadíssima: – Tenho dentes de navalha, e com um pulo de ida‐e‐volta resolvo a questão!... – Exagero... – diz a arraia – eu durmo na areia, de ferrão a prumo, e sempre há um descuidoso que vem se espetar. – Pois, amigas, – murmura o gimnoto, mole, carregando a bateria – nem quero pensar no assunto: se eu soltar três pensamentos elétricos, bate‐poço, poço em volta, até vocês duas boiarão mortas... peixe elétrico. Esse texto, extraído de Sagarana, de Guimarães Rosa,	70	USP_2019_70	[ "a) antecipa o destino funesto do ex‐militar Cassiano Gomes e\ndo marido traído Turíbio Todo, em \"Duelo\", ao qual serve\ncomo epígrafe.", "b) assemelha‐se ao caráter existencial da disputa entre\nBrilhante, Dansador e Rodapião na novela \"Conversa de\nBois\".", "c) reúne as três figurações do protagonista da novela \"A hora\ne vez de Augusto Matraga\", assim denominados: Augusto\nEstêves, Nhô Augusto e Augusto Matraga.", "d) representa o misticismo e a atmosfera de feitiçaria que\nenvolve o preto velho João Mangalô e sua desavença com o\nnarrador‐personagem José, em \"São Marcos\".", "e) constitui uma das cantigas de \"O burrinho Pedrês\", em que\na sagacidade da boiada se sobressai à ignorância do\nburrinho." ]	[]	A	false	string	[ "portuguese" ]	true	false	false	false	false	true
Em uma fábrica, um técnico deve medir a velocidade angular de uma polia girando. Ele apaga as luzes do ambiente e ilumina a peça somente com a luz de uma lâmpada estroboscópica, cuja frequência pode ser continuamente variada e precisamente conhecida. A polia tem uma mancha branca na lateral. Ele observa que, quando a frequência de flashes é 9 Hz, a mancha na polia parece estar parada. Então aumenta vagarosamente a frequência do piscar da lâmpada e só quando esta atinge 12 Hz é que, novamente, a mancha na polia parece estar parada. Com base nessas observações, ele determina que a velocidade angular da polia, em rpm, é	15	USP_2019_15	[ "a) 2.160", "b) 1.260", "c) 309", "d) 180", "e) 36" ]	[]	A	false	string	[ "physics" ]	false	false	true	false	false	true
A tabela lista características bióticas e abióticas associadas a alguns biomas brasileiros. [IMAGE 0] Escolha a alternativa que lista os biomas corretos, na ordem em que aparecem nas linhas da tabela (I a IV).	26	USP_2019_26	[ "a) I‐Floresta Amazônica; II‐Cerrado; III‐Mata Atlântica;\nIV‐Caatinga.", "b) I‐ Floresta Amazônica; II‐Pampas; III‐Mata Atlântica;\nIV‐Cerrado.", "c) I‐Mata Atlântica; II‐Cerrado; III‐Floresta Amazônica;\nIV‐Caatinga.", "d) I‐Mata Atlântica; II‐Pampas; III‐Floresta Amazônica;\nIV‐Cerrado.", "e) I‐Pampas; II‐Mata Atlântica; III‐Cerrado;\nIV‐ Floresta Amazônica." ]	[ 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" ]	D	true	string	[ "biology" ]	false	true	false	false	true	true
O processo de acidificação dos oceanos, decorrente das mudanças climáticas globais, afeta diretamente as colônias de corais, influenciando na formação de recifes. Assinale a alternativa que completa corretamente a explicação para esse fenômeno. O dióxido de carbono dissolvido no oceano	31	USP_2019_31	[ "a) gera menor quantidade de íons de hidrogênio, o que\ndiminui o pH da água, liberando maior quantidade de íons\ncálcio, que, por sua vez, se ligam aos carbonatos,\naumentando o tamanho dos recifes.", "b) é absorvido pelo fitoplâncton, entrando no processo\nfotossintético, e o oxigênio liberado permanece na água do\nmar, oxidando e matando os recifes de coral.", "c) leva à formação de ácido carbônico, que, dissociado, gera,\nao final, íons de hidrogênio e de carbonato, que se ligam,\nimpedindo a formação do carbonato de cálcio que compõe\nos recifes de coral.", "d) é absorvido pelo fitoplâncton, entrando no processo\nfotossintético, e o oxigênio liberado torna a água do mar\nmais oxigenada, aumentando a atividade dos corais e o\ntamanho de seus recifes.", "e) reage com a água, produzindo ácido carbônico, que\npermanece no oceano e corrói os recifes de coral, que são\nformados por carbonato de cálcio." ]	[]	E	false	string	[ "chemistry", "biology" ]	true	false	false	false	false	true
A tabela mostra o número total de refugiados no mundo em 2017, segundo relatório do Alto Comissariado das Nações Unidas Para Refugiados (UNHCR ou ACNUR em português). Refugiados do Mundo* [IMAGE 0] Sobre os refugiados e sua distribuição no mundo, é correto afirmar:	5	USP_2019_5	[ "a) Os provenientes do Sudão do Sul e da Somália são acolhidos\nna Turquia, onde encontram oferta de empregos nas\natividades comerciais, tradição econômica do país, desde o\nséculo XVII.", "b) A maioria provém da África, devido aos processos de\ndesertificação, e tem como destino o Oriente Médio e a\nEuropa.", "c) O Irã recebe majoritariamente refugiados de países da\nÁfrica Subsaariana, dentre os quais se destacam o Sudão e\no Sudão do Sul.", "d) Os de origem síria são a maior população nesta condição, e\nestão sendo acolhidos em vários países do Extremo Oriente\ne da África, os quais apoiam o governo sírio na guerra civil\nque ocorre nesse país desde 2011.", "e) São majoritariamente provenientes do Oriente Médio,\nÁfrica e Ásia, deslocam‐se, forçadamente, devido a longas\nguerras, em grande parte para países e/ou regiões\nfronteiriços." ]	[ 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4AIrOx8USJKt3d3SmS5i37QigR+Y28o29jgptGNqngYG7NXtEtPEFta3K3dxLLM9jEY2uHRgLn94HHy9Bjyvb8c0yDxml7dJBa2UjAxGR5CwPl/IzAkDqOAM5HLD1qOPxxG9za2aWbzXF1GDAyNhHb5NwJPCkbwcAseOcHAIBmQad4kiFxKINVAnZS4+0weeXEIAO7dt2B88Z9ONvFdFoUesx396NUDujLGUlZlClsEMqKGPy98kKTnBBIzWfpnjGSextpJ7GWRm8tJmjK5WRwSqhc89ACQccjrzjoNI1JdV02O7EflliVaMk5RgcFTkAgjuCBigC9WfoP/Iu6Z/16Rf+gCtCs/Qf+Rd0z/r0i/8AQBQBy99ba7JcakmmPNEzai7TPEilyDBH5TAM6AqMAHnquCCM1LqGneKJJb6a2vLsNsuDAiSxqhYInkjB6Avv6n2PGK7OigDmtS0/WbrXQ8V3dw2PmRKVhlRR5eyTzD653eXz19Mc1g6hoPiPUrWA3EBNybOJZXDxBhL5LB/Y/Mfp6cV6HRQBwt9o+uTXUIeCW6+zSubGd2iYxN5oKtIW5K7QOmTwcjO0077L4tFhftLLdyXJkUxxRiNVfDOTtfzchSNo6KRgHB+YV3FFAGNoiy/2jrcjoUR7tNoPILCCIMQe4yMfUGrLf8jFH/16P/6GtaFZ7f8AIxR/9ej/APoa0AEP/IxXv/Xpb/8Aoc1aFZ8P/IxXv/Xpb/8Aoc1aFAHO+IbXXJ7hpNKnljEdo/lqrKFaUsAMgkZO3djJAzjPtkyaNrxNvfq91Le29jdJGXZEYM0qFExvYZKgjcWPQbiDXcUUAee3Wp62niOyt7w3lrDLcCRY1kjLbGmwqkK3zjaMEKW2g5OOMuuLXxjG8UdlBNEiGQSGOWLa6ESH5QWAV87MfKeTksBkV6BRQBwdvp3iS2Vlgivo1knlkh3TxEozSghpvm+ZdnYZPXPODXSeHk1KOK8XUlmz9oYxSTMu50IB+6rMFxyODzjOBnFbFFABWfD/AMjFe/8AXpb/APoc1aFZ8P8AyMV7/wBelv8A+hzUActZ22vl7FbWSaG2S5nNx5cakmT7SxYsGdflZc4wG4JOM7anh07xMlys73d2372FjG0sezH2kiQY9BBjj+bV2VFAHNalp+s3Wuh4ru7hsfMiUrDKijy9knmH1zu8vnr6Y5rBg0HxHdabdG/gIvJ7Exl1eIEyHyienGcq/PTj6V6HRQBwt9o+uTXUIeCW6+zSubGd2iYxN5oKtIW5K7QOmTwcjO00tvbeLkvUluJLqYC6UvCPLSIrvbLBxKW27Spxt524K5JI7migDl4VdfBetFlKoz37RgjHyGSQg/Q9R7EVi+P/APkLW3/XD/2Y12Wvf8i7qf8A16S/+gGuN8f/APIWtv8Arh/7MaAOt1Q3A1LTvswjMmZOJCQMbfapd2sf887H/v4//wATRef8hjTf+2v/AKDWhQBkSWt/MJhLZaW4nXZMGLHzF6Yb5eRyeD61SubCKz06UXWn6BBY4XzfN+WPAYsu7K44YkjPc+9dJWR4jtDeaWEWC8lkSZJYzZtGJI3U5DjzCFOCOhzn0NAGHbaBA+tR31pHpZkWJZUhhcbAhQxqRhM7CN2FztJycZyauposFyryx6P4elWT5GdUDBtpHBO3nBQcdio9KoLpviO7tgt55sLyixEv2W48rAV284Da3y/KRnafoTioLvT/ABOltp0NtFdtJFO7tN9sJIX7RkK4Mqhh5fch/TAoA3RorLJHINH0QPFH5UbCPlEwRtHy8DBPHufWrNrbahZQLBaWemQQqSRHEWVRk5PAX1rWooAz92sf887H/v4//wATVDRG1b+wdO8uOy2fZYtu6R842jGeK36z9B/5F3TP+vSL/wBAFABu1j/nnY/9/H/+Jo3ax/zzsf8Av4//AMTWhRQBk3V7f2Nu1xdyaXbwr96SWdkUfUkYqO51O6s7dLi6uNIghkICSS3JVWJ6YJGDmq3iqwv7qbSrmyW6cWs7u62hhEgJjZVYeb8vBOPX5qo6idU1fwhJYvaXragIzazy2iwBZJPKAkK+aR+7LMy5GG+U4wOaAOh3ax/zzsP+/j//ABNG7WP+edj/AN/H/wDiasWEcsWnW0c6RpMsSK6xklVYAZAzzjNWKAM/drH/ADzsf+/j/wDxNV7c3Z8QL9rWBT9lbb5TE/xr1yBWxWe3/IxR/wDXo/8A6GtAFeQ3g8RXX2RYG/0SDd5rEfxy4xgH3qxu1j/nnY/9/H/+Joh/5GK9/wCvS3/9DmrQoAzJZtVhieWUadHGilnd5WAUDkknHAqtY6vPqe/7Bd6Nd+Xjf5F0ZNuemcDjofyrcrkYbLWNMtbV4LSaTbql9LNBDMilopZJmjY5YAj5kOM5GemRQBvbtY/552P/AH8f/wCJo3ax/wA87H/v4/8A8TXJHRvETWtrNcvqUkkVpYxzQw6gUaQjP2jBDgF/u5YnkA4PNQQ/8JJP4eZrGPUZ5JLfUbVQbtd8Mv2giIszOMkKCAwJxj3oA7GO41SUuI/7OcxtscLMx2tgHB44OCPzp+7WP+edj/38f/4muV1ay8UPq0ps4bkxfbRLFMl3gCMeTlSnmqNuBJ1V+/Azk91QBn7tY/552P8A38f/AOJqhE2rf29d4jst/wBlgz+8fGN0uO31/St+s+H/AJGK9/69Lf8A9DmoAN2sf887H/v4/wD8TRu1j/nnY/8Afx//AImtCigDHuNQvLWaGG4m0qGWdtsSSXBVpD6KCOT9KbdapdWMsMV3caRbyTHESS3JQyHjhQRz1HT1qn4vsr7UbeC3sbW4kfzEclTCIW2yKwWUsQ4XjPyc/XpUGqm/1M2epaPaahFeKJIoZG8gRbDIOZA53bWCBhtG7B7HigDd3ax/zzsf+/j/APxNG7WP+edj/wB/H/8Aia0KKAMDW21X+wdR8yOyCfZZd22Rs42nOOK5zx//AMha2/64f+zGuy17/kXdT/69Jf8A0A1xvj//AJC1t/1w/wDZjQB1uqW6XWp6bHI0qrmQ5jlaM/d9VINMv7LT9O0+4vbibUBDBG0j7b6ckgDOAN/J9BT9UuIrXUtOlmJCZkGQpb+H0FUtamsNZs47R72eGETxyy+XBIGcIdwUHHy/MFOeeAR3oAqQ6jolze6RaQTX7TanbvcxI2pSKyIu3O5TJnOWxgA/db+6attceGktWum11Rbq/ltKdYkCBsZ258zGcc4rLstM06zuD/xNLmS2Ed5FHG1vJvVbhonb5+5DI5HH8YH8PPO6nob29rax2sz3rLG0MrpDOGdBGUVW3zA7SGbO1hjP3TwVAO5DeHzJLGNZJeKPzZF/teTKJwdxHmcDkc+4pkcmhTDzIdTlktxE8puE1dzGoQgNk+Z2zycYHciuevNHXVZ57i+1ph51vLCIFtZmWHzFQEDLbSAVOMKCc8mrk2mafLqmqXv24ML5XXyZbKUqm5YV6ggn/U54IOW9uQC8+oeHN93FDqs081tai7eOLVZMmM7sEEyBf4e5AGRnAIp1peaBcWFteS6jPapcsyQifV2BkIbaQpWUg8+hNZ0do8SXBXxDKZ57CO0adrKUuGR5GVg27OMSlcEluAd2eapDw/ALS5gGt5+2RXEFyz2EzkxytuOws5IYZIyxbPGRxQB2v9jWv/PW+/8AA+f/AOLqhomkWz6BpzmW9Ba1iJ230wH3R0AfAq8Nb08DHmyf9+X/AMKo6JrFjHoOnI0jhltYgR5LnnaPagC//Y1r/wA9b7/wPn/+Lo/sa1/5633/AIHz/wDxdH9t2H/PWT/vy/8AhR/bdh/z1k/78v8A4UAUNWhs9IsXu3h1e4jjBaQW97KSigEljukHAA7c+gNNvP7Ntbe0kQ6pcveEC3ihvpt0nylv4pAANoJySPTqQKg8RSx61YpZ2+pLbQmQG4SWxllWdMf6s4KkKTjPPIGOhNUNThTXEhe+msfNtbhzAsumyTRNGY9h3ISOS2WGDwMDnk0AdKmj2zxqxfUEJAJVr+bI9jh6d/Y1r/z1vv8AwPn/APi6q6bfadpul2lit1PKttCkIkkics+1QMnjqcVa/tuw/wCesn/fl/8ACgA/sa1/5633/gfP/wDF1Xt7OK08QqI2nbdatnzZ3k/jXpuJx+FWP7bsP+esn/fl/wDCq9veQXniBTAzMFtWByhX+NfUUAEllFeeIrrzXnXbaQY8qd4ury9dpGenerH9jWv/AD1vv/A+f/4uq8l7BZ+Irrz2Zd9pBtwjN0eX0B9asf23Yf8APWT/AL8v/hQBjXl1pVjq40+Yauf9QHnW9lMcZmcpGD+83csuOAQMjJFWd/h4Jcv/AG0dlqQLhv7XkxCScAP+8+XkEc1XaHRJfEkus3DmaQwwxxI9vJiJo2kO4cYJ/eenGOvNY39jKb+W+k195bnfG8LS2UzKNkjOAyl8EYbGF2gYBxQB0sMeiXEfmQarJLHlV3JqsrDLNtUZEndgQPUjFRQtocpKNqM0Uqq7tE+rPuCKxBYgSHj5Tz274IIrl9K0hok3T6msO+8WeeIWDnf5V3JMhUhsKGDDgg4rV0qyttL1ZbuPVG8rMpkjjtJVM292YB/mKnaW4IUHjrjigCSz1jw/qN7YW9jdXtyt9CJoZU1RsYIY4KmUPkBTn5eOnUHGtZQaNqSu1jqU10sbbXMGqSvtPocPwa5OHQE8rTLa68QyyWthFHCkcdnNHkJG0eR85XJDAklScjjA4G3oS22lTyT3OoC4la1gtF8mxkiURxb9uRlssTI2TkDpgDuAbf8AY1r/AM9b7/wPn/8Ai6oRaRbHX7xPNvcC1gP/AB/TZ5aXvvz2/wA5q/8A23Yf89ZP+/L/AOFUItYsRr12/mPtNrAAfJfqGl9vcUAX/wCxrX/nrff+B8//AMXR/Y1r/wA9b7/wPn/+Lo/tuw/56yf9+X/wo/tuw/56yf8Afl/8KAKF/Hp2nXNlBM2qs15L5MbJd3BVT/tNvwP5n04OGau2k6KtqbqbUibm4S3jWO9nY7mYLk/PwoJGT7juQKi1ydNTewNrqMdsLW4W4YS2Esu8joBhlx1Pr2/HO1Kyt9fghuL7Uri0vlZf+PaJyixrOJQuCPvYVAWB5Kg4wAKAOo/sa1/5633/AIHz/wDxdH9jWv8Az1vv/A+f/wCLo/tuw/56yf8Afl/8KP7bsP8AnrJ/35f/AAoAoa3pFtHoOoust6StrKRuvZmH3T1BfB/Guc8f/wDIWtv+uH/sxro9b1iyl0HUY0kcs1rKoHkuOSp9q5zx/wD8ha2/64f+zGgDsrz/AJDGm/8AbX/0Gs7X7++07UbG4Ms0Wkghbh7dEZlcuoXzAwz5ZyRlOQTnpVzVGuF1PTTbRRSSZk+WSQoMbfUKf5VDc2NxeXUN1daFo89xAQYpZJyzJg5GCYcjnmgDOm8alXsIINPV7i+aZI1e42qrRzrF8x2nAO4nOD0xg5rJbxPqUdjp1xLdMshvJ1uYYCHPl/azEv8AyxYbVHAJKZ9z06B9EWR53fwzoLNOSZmMmTISwY7v3PPzAHnuAaVtG3LAreGtCItyTCDJxHltx2/ueMnnjvzQAuk+JJNS1GGB7JYoLqKea2kWbezLFIqNvXaNpO9SMFu+cHrkN4xuxfi7e1VNP+w3UsUSzhmmZJoo1L5UeX949yAGOelbltZXNnczXNtoekQTznMssdwVaQ5z8xEOTySeajXSnSSeRPDuiLJcK6zMJcGUMcsGPk8gnrnrQADVNUv9K1iK1toLfV7KQwKom8yMuY0kUhiq9pB1AwfUcnO03xgrQzQPHczTW1zbW0puiiSh5pjGQwQbcrjOV4b9a0006aPT309NA0ZbJ87rcTkRtnrlfJwaiTRFjeB08M6ErwY8phJgx4bcNp8nj5iTx3OaALvh27nvdHWe4kMkhnnXcQBwszqBx6AAVLoP/Iu6Z/16Rf8AoAqOH+07ePy4dM06NMltqXbAZJyTgRdySfxqpokurDQNOCWVkyfZYtpa8cEjaOo8o4oA36Kz/O1j/nwsf/A1/wD41R52sf8APhY/+Br/APxqgCp4quri00Z5bO9kt7vO23SKNHaeUg7IwGB4J69OATkAE1neM/EN3oXhkvDLFDqTwuwl2bo4yibmOD1zwoB7sD0BrRv7C41RI01DQdHvFjbcguJzIFOMZGYTg4pltp11a21zbx6PpphumLTRtdsVfKhcEeVjAVVXHTAAoA2bWdbm0hnRgyyRq4YdwRnNS1nCXWAABYWAA7fbH/8AjVL52sf8+Fj/AOBr/wDxqgDQrPb/AJGKP/r0f/0NaPO1j/nwsf8AwNf/AONVXt3u38Qr9rggiItW2+VMZM/OvXKrj9aALEP/ACMV7/16W/8A6HNWhWPI94niK6+yQQS5tIN3mzGPHzy4xhWz39KsedrH/PhY/wDga/8A8aoAvSFhE5X7wU4+tcYviy6ttM0W/mK3Cz6FJfTooA3yg24XkA4BMj8AH2Bxiul87WP+fCx/8DX/APjVY914f86wvLaPQ9JtFuwPPe3n2M+Du+b9zhuc5DAg5OQcmgCCTxpc29razXOlxoZpijRLNKzCPzRGJQPJHynORu2gjGCc00+NroXEEH9kxB7ySSOzzdnDmOYRMZPk+QfMCMbs9ODUmn+GktbaJP7E0i68uRpI5JpgxViQTtAgCqMgcKAMjPXmtCbTZbiIRT+H9FkjAYBHmJGGYO3Bh7soY+4B6igDFtvGN1aaXay3kMdxNLdzpMqSMWiQXTRKRtjKkAYGWKZx6129c82jblgVvDWhEW5JhBk4jy247f3PGTzx35rR87WP+fCx/wDA1/8A41QBoVnw/wDIxXv/AF6W/wD6HNR52sf8+Fj/AOBr/wDxqqEUurf2/eEWVlv+ywZH2x8Abpcc+V9aAN+is/ztY/58LH/wNf8A+NUedrH/AD4WP/ga/wD8aoAra7d3tpdaQ1tOiQy3qwzoY9xcMD0bPHT0z05HfK8Y+J5NFmsbe2nSAtPC88sibgYjMqFB23Hcxz2CnuRWlfafPqbRNf6Bo12YTmI3E5k2H1GYeOg6elFvY3ltYLZLpWnPArmXbJeM25y+8ucxfe3/ADZ9eaANyis/ztY/58LH/wADX/8AjVHnax/z4WP/AIGv/wDGqADXv+Rd1P8A69Jf/QDXG+P/APkLW3/XD/2Y10ety6sdA1ESWVkqfZZdxW7ckDac4HljP51znj//AJC1t/1w/wDZjQB2V5/yGNN/7a/+g1oVlapAtzqWnRs8qDMhzHIUP3fUVL/Y8P8Az9X3/gXJ/jQBy2urrNh4wudY0yzuLk/Y4LQRBSUYu02G9PlcRbj/AAqzGqemjW/D6WGkQSXDJe3txbJLNGCyMs5cynI53QiU85GVXHWur1K3stK024v7q71AQQIXfbdSE49uaqtHpEa2lxqV1cafcSFkhS9v9sgOcEKQ5Bzx90nqKAMWPVPE13f3cMQ1GC3eeBUkltQWiBnKybcxKuNmD/GAMHcaIpvFs8jq95fwrDcxW6kWcf72M3EsbSnKdfLVHyMKM5wQcVtm78PCcwHxEolVxGY/7VO4OSQFxu6kgjHtUN/faVYS3sRvryaWztjcTRx6gS4AI427855B6Y5HrQBmXmreJILbTUji1B7oTOsri2GyVFuNnzgRNgmP5uDGMHIPp0vh7+0XsZZ9SuJ5JpLiXbHJEqCJBIyoAAoOCoU5JOc5qsr6QBAJtVmt5J5Gjhjl1IhpGDbcLhzk57DnnBweK0P7Hh/5+r7/AMC5P8aANCs/Qf8AkXdM/wCvSL/0AUf2PD/z9X3/AIFyf41Q0TSon0HTnNxegtaxHC3UgA+UdBmgDforP/seH/n6vv8AwLk/xo/seH/n6vv/AALk/wAaAMzxugfw4wEN5NKJo2iS1jlkbcGB5WMHIxnrxnHfFUvFd9Y6roUttFY3N7K032ZWFlNILaQxhvNZVXPyhuwzu+XIOcaGpra6Z5CFtWuZ5ywjgt7ly7BRljywGAPfuAMkgVWnudLt7GyubWTVbtb5DPbx21w+5027y/zMB0OeuST3JoA6O0AFnAA0jgRrhpQQ546sDyD65qasm1sbO9tIbq3vb54J41kjcXcnzKwyD19DU39jw/8AP1ff+Bcn+NAGhWe3/IxR/wDXo/8A6GtH9jw/8/V9/wCBcn+NV7e0S08QKEknfdasf3srPj516ZPFAFiH/kYr3/r0t/8A0OatCseSzS78RXW+WdNtpBjypmTOXl64PPSrH9jw/wDP1ff+Bcn+NAGhXF3c1ykHi+zS0vHuZpWktw1nI8ciG3iXAYqUbkMNufXird7eadY6uNPmfVyf3AedbljGhmdkjB+fdyykcAgcZIq08mhx/aN+vFfsxCz7tTI8ok4w3zfLyCOaAOb0m61jToL2GKPVXhiivZHh+xBPKk+0Zi8ljH8+5Gdj9/oOB0KpqHi2bTZZlkvkktra8mQfYwTcuki+UjbolPzKSMKqk9RXRStpa2sdxDqVxPE6+YHj1E7RFkBpMlsbFzkn+tUbjVtFtv7TR9QvPtOnlt9t9vbzXCqrFlXdnHzDn2oAk0G+1q41rZeNdmIxTm5jmtfLjgkEiiJYn2jeCpfnLdAcjOD1VYBbSY7gwT6pPbymbyI0l1IgyvhThRvyT8w4689ORmW1h0u9lmitNWmuJIDtlSLUGcxnkYYBuOh6+hoA2qz4f+Rivf8Ar0t//Q5qP7Hh/wCfq+/8C5P8aoRaVEdeu0+0XuBawHP2qTPLS98+1AG/RWf/AGPD/wA/V9/4Fyf40f2PD/z9X3/gXJ/jQBzXjS1ubi6nCWtzPI2myJprwxM4hvN3ysSowh+5hjgABuetV/FkcmtCK60l3nmeOS3tQbSVhFMsuPNVwNqEFfvNwVGQSODr6tc6do8myebVZAkLXEzRXLkQRKQDI+WHHPbJ4PHBpupz6ZokiwSPqjLHD50phuH228QIXe2WHHsMnAPHFAHUUVn/ANjw/wDP1ff+Bcn+NH9jw/8AP1ff+Bcn+NABr3/Iu6n/ANekv/oBrjfH/wDyFrb/AK4f+zGuj1vSoo9B1FxcXpK2spw105B+U9Rnmuc8f/8AIWtv+uH/ALMaAOyvP+Qxpv8A21/9BrQrPvP+Qxpv/bX/ANBrQoAgvYZLiymhhaFXdSoM8XmJz1DLkZGO2RXJf8IJMunyWkWpQxpcW09pOgtSUSKVt22Fd/7vAJAyWHTjjFdpRQBykngpHs5IBeKpe1u7cP5PI8+USbuvbGPfrxTdS8G3Wqald3M+sMYpopooozEx8oSBRj7+3jb2UE55JrraKAOSu/Bt1cW9tbJrDR28UryvH5TYcmfzQflcDj7vzbh3AFdbRRQAVn6D/wAi7pn/AF6Rf+gCtCs/Qf8AkXdM/wCvSL/0AUAaFFFFAGVq2l3N5dWd5Y3cdtd2u8K0sJlUq4wQVDLzkKQc9veso+F7mbQINJLWSRWWILN5rczOkKxiMHIdfnOGPpggEHmuqooAr2FlDp2nW1jbgiG2iSGME5O1QAP0FWKKKACs9v8AkYo/+vR//Q1rQrPb/kYo/wDr0f8A9DWgAh/5GK9/69Lf/wBDmrQrPh/5GK9/69Lf/wBDmrAg8T3q28AuIFKz3F3F9rYlVQpO6RoMKRuIAxuKg+pJxQBd1HwnDf6//bQlSO9T7N5Ehh3NEIncsM55DrIVI7deTjGRP4JvLWFPsVzFPKl3HJC86SMYk+0LK2Q0u0gYHChScUkPii6judAMsrTJPaRC4VCf9Y8TPlx5e0ZKjHzg9flIqaHxrfSRxyT6PFDC6W0jOl5vZVuMiPAMYBIYHcM4AwQW6UAPuvBNzNpzW8WqxRyTwXcNy5tSwb7RL5rFF3jbhiQMluD680up+CZ9TuLzfqcSWs9y92iC1+dJGgMHLb8FdpJxgHOOcVLbeKp5LITLbQmGCyhnuJrm5KNvkTcoCpGd3YEgDk8KcYqzB4p8zwvd6xJZFJLaSSJoNzDLq20csqkAnHJUYz04oASLw1c2viK41e1v4gbmQmaKW2L/ACHy+FIcYPyHnkcjjjl+jeHbrTdZutRutTa8eePygGRgVAdmHV2H8WMKFHHSsRPGWp2dzryXVjBM+nNJcSxrdYWKBIoiVjby/nYlmOCF64JHFbGv6/Po1/uSPzoI9MubtochS7o8QUbiOOHb86AOjrPh/wCRivf+vS3/APQ5qwbnXNQg8V6ZazyCOOUrFcW9s/mJG7K7DLGEddo/jU/7Pc70P/IxXv8A16W//oc1AGhRRRQBz+u+G5NYmnaK9W3ju7NrG7Rod5eJj/Cdw2tgsMkEfN04qvqnhq48R2kK6p9hjY70m225aQRM+QivvAB2gAkgjIyAOK6iigAooooAz9e/5F3U/wDr0l/9ANcb4/8A+Qtbf9cP/ZjXZa9/yLup/wDXpL/6Aa43x/8A8ha2/wCuH/sxoA63VGuF1PTTbRxPJmTiRygxt9QD/KpfN1j/AJ87H/wKf/43Ref8hjTf+2v/AKDWhQBn+brH/PnY/wDgU/8A8bquup3r3r2SDSmu0Xe8AviXVfUr5eQORWxXFahp2tpfauNGt7uCK5hmkJlkiCtPhQrQsG3qW28hsDjPHcA6Qy6wBk2lhj/r6f8A+N1TttcmvZhDay6NNMUEgjj1As20gENgJnBBBz6EVj3Ntr95JNLLZ6ktrJfs4tYb1I5Vj+zoqHcsgAUSByVDdTnBrG0/RPFtrbwxw2k1q0WmfZm23QIZhHEBtJlIVsq4BCKAecnrQB33m6x/z52P/gU//wAbo83WP+fOx/8AAp//AI3VXw5b3tvDe/akuooXud1rDdz+dLHHsQEM25urhyBuOAR06DaoAz/N1j/nzsf/AAKf/wCN1Q0STVhoGnBLSyKfZYtpa5cEjaOo8ut+s/Qf+Rd0z/r0i/8AQBQAebrH/PnY/wDgU/8A8bo83WP+fOx/8Cn/APjdaFFAGRdajfWEPnXiaXbxZC75r5kXJ6DJjpl5q9zp0aSXzaRao5wrT35QMfYlOaZr1tdNqGmXsNg+oRW/nLJboyA5dMBvnIHqvXo596zra11GXwNBocMUn2qCOHTZrkkAYCIssyEnJx84HcsvTHNAG3Hc6rNEksVvpzxuoZXW7YhgehB8vkU/zdY/587H/wACn/8AjdXIIY7aCOCFFjijUIiKOFUDAAqSgDP83WP+fOx/8Cn/APjdV7drtvEC/a4oIz9lbb5UpfPzr1yoxWxWe3/IxR/9ej/+hrQBXka8XxFdfZIYJP8ARIN3mylMfPLjGFOe9RNpcrTRzNoWimSMsyOZDlSxJYg+Vxkkk+5PrV2H/kYr3/r0t/8A0OatCgDnHsES9tnk0XQVuwnl25aXD7VB+VP3WcAE8DoDUkMElzAGg0rRZIflQFZiV/dMQo/1f8Jzj0NZniHSNbvtfGq2cMJGmiI2aOfnlO7dNsOcLvXEfzehPTmqml6N4jttah85rmKyWdpEELgoFM0jMHHmgfMGHOxyARjBFAG5Nov2lkafw9ocrRxeShdt22PBGwZi4XBIx05NTRWNzBYvYxaNpEdo4YPAspEbBuuV8rBz39a52bQPEJimnjudS+0mC6kRf7Rbb54mzANu/GNhIx90j73IFJHpvie5v7sSpe21pNPASqXp4UTkvsbzWIBjI6BPQLkUAa/9k2yzw2v/AAj/AIeEqZnii3DIxtBcDyvZBn2HoK0J7e+uiTcaVpcpMbREyTs3yNgleY+hwMj2FczdeH9dlgMqNefbLSzvo7SRb0hmfzwbcO27L5RVzuJH97mtTw5b65Hr2ozahBPDZyoPLSS4MqhxI/K5kcgFSvQIP9nigC7Jp9xLfpfyaLo73iABbhpSZFxnGG8rI6n8zTIpNW/t+7ItLLf9lgyPtL4xulxz5f1rfrPh/wCRivf+vS3/APQ5qADzdY/587H/AMCn/wDjdHm6x/z52P8A4FP/APG60KKAMi41K+tHiS5XSoWmbZEJL5lLt6LmPk+wpLjUr20khjuV0qF5m2RLJfMpkb0UGPk/SsnxZpGoX894trZtcre6XJYxyB0AtpGb753EHHIPy5P7scdKreItOuvEluJ9Otr6GS7gksy7rEEWPzOJDuO4dN42gkjHAOMAHT+brH/PnY/+BT//ABujzdY/587H/wACn/8AjdaFFAGBrcmrHQdRElrZBPssu4rcsSBtOcDy65zx/wD8ha2/64f+zGuy17/kXdT/AOvSX/0A1xvj/wD5C1t/1w/9mNAHcXen2980TTeaGiJKNFM8ZGRg8qRUP9jWv/PW+/8AA+f/AOLoooAP7Gtf+et9/wCB8/8A8XR/Y1r/AM9b7/wPn/8Ai6KKAD+xrX/nrff+B8//AMXR/Y1r/wA9b7/wPn/+LoooAP7Gtf8Anrff+B8//wAXR/Y1r/z1vv8AwPn/APi6KKAD+xrX/nrff+B8/wD8XTI9BsoYkija9SNFCqq304AA6AfPRRQA/wDsa1/5633/AIHz/wDxdH9jWv8Az1vv/A+f/wCLoooAP7Gtf+et9/4Hz/8AxdH9jWv/AD1vv/A+f/4uiigA/sa1/wCet9/4Hz//ABdH9jWv/PW+/wDA+f8A+LoooAP7Gtf+et9/4Hz/APxdN/sKy80Sbr3zANob7dNnHpnfRRQAg0GyErShr0SMoUt9unyQM4H3/c/nT/7Gtf8Anrff+B8//wAXRRQAf2Na/wDPW+/8D5//AIuj+xrX/nrff+B8/wD8XRRQAf2Na/8APW+/8D5//i6P7Gtf+et9/wCB8/8A8XRRQAf2Na/89b7/AMD5/wD4uj+xrX/nrff+B8//AMXRRQAf2Na/89b7/wAD5/8A4umDQbIStKGvRIyhS326fJAzgff9z+dFFAD/AOxrX/nrff8AgfP/APF0f2Na/wDPW+/8D5//AIuiigA/sa1/5633/gfP/wDF0f2Na/8APW+/8D5//i6KKAD+xrX/AJ633/gfP/8AF0f2Na/89b7/AMD5/wD4uiigBkug2M8LxSvevG6lWU38+CDwR9+uQ8f/APIWtv8Arh/7MaKKAP/Z" ]	E	true	string	[ "geography", "history" ]	true	true	false	false	false	true
O aquecimento global resulta do seguinte fenômeno: parte da energia solar incidente sobre a Terra é irradiada de volta ao espaço, sendo bloqueada, em grande parte, por gases de efeito estufa, o que aumenta a temperatura do planeta. As alternativas apresentam: I‐ o motivo pelo qual os raios solares conseguem penetrar a atmosfera terrestre, mas, ao serem refletidos, são barrados, em grande parte, pelos gases de efeito estufa; II‐ uma das causas diretas do aumento da concentração de gases de efeito estufa na atmosfera. Os itens I e II estão corretamente indicados em:	27	USP_2019_27	[ "a) I A energia solar incide na atmosfera em\ncomprimentos de onda menores e é refletida\nem comprimentos de onda maiores.\nII Destruição de florestas nativas.", "b) I A energia solar incide na atmosfera em\ncomprimentos de onda maiores e é refletida em\ncomprimentos de onda menores.\nII Represamento dos rios para abastecimento de\nhidrelétricas.", "c) I A energia solar incide na atmosfera e é refletida\nem ondas de mesmo comprimento.\nII Plantio de árvores exóticas no lugar de árvores\nnativas.", "d) I A energia solar incide na atmosfera em\ncomprimentos de onda maiores e é refletida em\ncomprimentos de onda menores.\nII Uso de combustível fóssil.", "e) I A energia solar incide na atmosfera em\ncomprimentos de onda menores e é refletida\nem comprimentos de onda maiores.\nII Uso da água dos rios para o abastecimento\ndomiciliar." ]	[]	A	false	string	[ "biology" ]	true	false	false	false	false	true
TEXTO PARA AS QUESTÕES 58 E 59 Mito, na acepção aqui empregada, não significa mentira, falsidade ou mistificação. Tomo de empréstimo a formulação de Hans Blumenberg do mito político como um processo contínuo de trabalho de uma narrativa que responde a uma necessidade prática de uma sociedade em determinado 5 período. Narrativa simbólica que é, o mito político coloca em suspenso o problema da verdade. Seu discurso não pretende ter validade factual, mas também não pode ser percebido como mentira (do contrário, não seria mito). O mito político confere um sentido às circunstâncias que envolvem os indivíduos: ao 10 fazê‐los ver sua condição presente como parte de uma história em curso, ajuda a compreender e suportar o mundo em que vivem. ENGELKE, Antonio. O anjo redentor. Piauí, ago. 2018, ed. 143, p. 24. Sobre o sujeito da oração "em que vivem" (L. 12‐13), é correto afirmar:	59	USP_2019_59	[ "a) Expressa indeterminação, cabendo ao leitor deduzir a quem\nse refere a ação verbal.", "b) Está oculto e visa evitar a repetição da palavra\n\"circunstâncias\" (L. 10).", "c) É uma função sintática preenchida pelo pronome \"que\"\n(L. 12).", "d) É indeterminado, tendo em vista que não é possível\nidentificar a quem se refere a ação verbal.", "e) Está oculto e seu referente é o mesmo do pronome \"os\" em\n\"fazê‐los\" (L. 11)." ]	[]	E	false	string	[ "portuguese" ]	true	false	false	false	false	true
O gráfico representa a concentração de alguns hormônios observados durante a gravidez de uma mulher. [IMAGE 0] Identifique os hormônios H1 e H2, respectivamente, e o motivo da queda abrupta de suas concentrações no sangue ao final do período de gestação.	30	USP_2019_30	[ "a) H1 progesterona \| H2 FSH \| Motivo eliminação da\nplacenta", "b) H1 FSH \| H2 LH \| Motivo reinício da\nmenstruação", "c) H1 FSH \| H2 estrógeno \| Motivo reinício da\nmenstruação", "d) H1 progesterona \| H2 estrógeno \| Motivo eliminação da\nplacenta", "e) H1 FSH \| H2 progesterona \| Motivo início da\nlactação" ]	[ 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]	D	true	string	[ "biology" ]	false	true	false	false	false	true
O cinamaldeído é um dos principais compostos que dão o sabor e o aroma da canela. Quando exposto ao ar, oxida conforme a equação balanceada: [IMAGE 0] Uma amostra de 19,80 g desse composto puro foi exposta ao ar por 74 dias e depois pesada novamente, sendo que a massa final aumentou em 1,20 g. A porcentagem desse composto que foi oxidada no período foi de Note e adote: Massas molares (g/mol): Cinamaldeído = 132; O_2 = 32 Considere que não houve perda de cinamaldeído ou do produto de oxidação por evaporação.	42	USP_2019_42	[ "a) 10%", "b) 25%", "c) 50%", "d) 75%", "e) 90%" ]	[ 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]	C	true	string	[ "chemistry" ]	false	true	true	false	false	true
No diagrama P x V da figura, A, B e C representam transformações possíveis de um gás entre os estados I e II. [IMAGE 0] Com relação à variação ΔU da energia interna do gás e ao trabalho W por ele realizado, entre esses estados, é correto afirmar que	22	USP_2019_22	[ "a) ΔUA = ΔUB = ΔUC e WC > WB > WA", "b) ΔUA > ΔUC > ΔUB e WC = WA < WB", "c) ΔUA < ΔUB < ΔUC e WC > WB > WA", "d) ΔUA = ΔUB = ΔUC e WC = WA > WB", "e) ΔUA > ΔUB > ΔUC e WC = WB = WA" ]	[ 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]	A	true	string	[ "physics" ]	false	false	false	false	false	true
Um dono de restaurante assim descreveu a evolução do faturamento quinzenal de seu negócio, ao longo dos dez primeiros meses após a inauguração: "Até o final dos três primeiros meses, tivemos uma velocidade de crescimento mais ou menos constante, quando então sofremos uma queda abrupta, com o faturamento caindo à metade do que tinha sido atingido. Em seguida, voltamos a crescer, igualando, um mês e meio depois dessa queda, o faturamento obtido ao final do terceiro mês. Agora, ao final do décimo mês, estamos estabilizando o faturamento em um patamar 50% acima do faturamento obtido ao final do terceiro mês". Considerando que, na ordenada, o faturamento quinzenal está representado em unidades desconhecidas, porém uniformemente espaçadas, qual dos gráficos é compatível com a descrição do comerciante?	49	USP_2019_49	[ "a)[IMAGE 0]", "b)[IMAGE 1]", "c)[IMAGE 2]", "d)[IMAGE 3]", "e)[IMAGE 4]" ]	[ 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", 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mreHxdRy6FNdSXEF3DHITbP8AdMTgglgNgAZc9j3O32yuI8SS/Djw5cL/AG5p+ixXM+ZAp09ZJG5PzEKhOCc8nqQaAF/4W74F/wCg5/5KT/8AxFdFoPiPSfE9i97o939pt0lMTP5bphwASMMAejD86xtL0vwJrGhJrVpoejHT3V386TT40ACkhidyjGCp/KtrQE0QaUk3h+KySwnJkU2UapG7fdJwoAz8uD34x2oA064L4qf8ePhr/sYLX+T13tcF8VP+PHw1/wBjBa/yegDvaKKKACiiigAooooAw3/5HuH/ALBkn/o1K3Kw3/5HuH/sGSf+jUrcoAKKKKACiiigArG8Kf8AIr2H/XM/zNbNY3hT/kV7D/rmf5mgDZooooAKKKKACsfVf+Q5oX/XxL/6JetisfVf+Q5oX/XxL/6JegDYooooAKKKKACiiigDn/Cn3NZ/7C1x/wChCugrn/Cn3NZ/7C1x/wChCugoAKKKKACiiigDm/F//MB/7DFv/wCzV0lc34v/AOYD/wBhi3/9mrpKACiiigAooooAKzdM/wCQhrP/AF+L/wCiIq0qzdM/5CGs/wDX4v8A6IioA0qKKKACiiigArG8Vf8AIu3H+/F/6MWtmsbxV/yLtx/vxf8AoxaANmiiigAooooAKKKKAMiL/kcLr/rwh/8ARkta9ZEX/I4XX/XhD/6MlrXoAKKKKACiiigDN8Q/8izqv/XnN/6Aak0T/kA6d/16xf8AoIqPxD/yLOq/9ec3/oBqTRP+QDp3/XrF/wCgigC9RRRQAUUUUAFc3/zUv/uD/wDtaukrm/8Ampf/AHB//a1AHSUUUUAFFFFABRRRQAV5D8LtA0jxXbar4k13TILvU5dSmVhcKXVAVRtuxvl4LHHGRXr1eb6p4G8T6X4guNV8E65HaxXrvNd2V6xaIysQSyjaw5wOwIxwcHAANL4Rf8ku0b/tv/6Okqn8I47OHR9fh09g1jHrtytuVbcDGFTbg9+MVzWkeDvihbeH4tBg1XT9L0+HcvyvmRgzFiQyqSCCT0K9a9L8I+F7Twh4eg0m0YybSXlmZQplkPViB07ADnAAGTjNAG5XBfFT/jx8Nf8AYwWv8nrva4L4qf8AHj4a/wCxgtf5PQB3tFFFABRRRQAUUUUAYb/8j3D/ANgyT/0alblYb/8AI9w/9gyT/wBGpW5QAUUUUAFFFFABWN4U/wCRXsP+uZ/ma2axvCn/ACK9h/1zP8zQBs0UUUAFFFFABWPqv/Ic0L/r4l/9EvWxWPqv/Ic0L/r4l/8ARL0AbFFFFABRRRQAUUUUAc/4U+5rP/YWuP8A0IV0Fc/4U+5rP/YWuP8A0IV0FABRRRQAUUUUAc34v/5gP/YYt/8A2aukrm/F/wDzAf8AsMW//s1dJQAUUUUAFFFFABWbpn/IQ1n/AK/F/wDREVaVZumf8hDWf+vxf/REVAGlRRRQAUUUUAFY3ir/AJF24/34v/Ri1s1jeKv+RduP9+L/ANGLQBs0UUUAFFFFABRRRQBkRf8AI4XX/XhD/wCjJa16yIv+Rwuv+vCH/wBGS1r0AFFFFABRRRQBm+If+RZ1X/rzm/8AQDUmif8AIB07/r1i/wDQRUfiH/kWdV/685v/AEA1Jon/ACAdO/69Yv8A0EUAXqKKKACiiigArm/+al/9wf8A9rV0lc3/AM1L/wC4P/7WoA6SiiigAooooAKKKKACvD9D1D4grNq2vaRdyavZW+qTwXGmXEhdiiDcDHnkcPjCEHIXhhxXuFc94Q8MHwtaajAbsXP2y/lvARHs2Bwo29TnG3r70AU/B/xE0TxfDHHBMLbUtuZLGZsODznaeN44JyOg6gVg/BKSSXwnqjyOzudWmJZjkklIyf1ra8YfDfRfFz/apN9lqSj5by3ADMcYXeP4gMDuDxgEU74c+EbvwZ4fuNPvbqK5llu3uN8WcYKqvfv8ufxoA6+uC+Kn/Hj4a/7GC1/k9d7XBfFT/jx8Nf8AYwWv8noA66XT7mSV3XWL6JWOQiJDhfYZjJ/M0z+zLv8A6Duof98W/wD8arSooAzf7Mu/+g7qH/fFv/8AGqP7Mu/+g7qH/fFv/wDGq0qKAM3+zLv/AKDuof8AfFv/APGqP7Mu/wDoO6h/3xb/APxqtKigDlHsLn/hM4o/7Xvd39nu3m7IdwHmL8v+rxjv0z71s/2Zd/8AQd1D/vi3/wDjVVX/AOR7h/7Bkn/o1K3KAM3+zLv/AKDuof8AfFv/APGqP7Mu/wDoO6h/3xb/APxqtKigDN/sy7/6Duof98W//wAao/sy7/6Duof98W//AMarSooAzf7Mu/8AoO6h/wB8W/8A8arJ8M6fcyeHLJ01i9iUocIiQkDk9Mxk/rXUVjeFP+RXsP8Armf5mgCf+zLv/oO6h/3xb/8Axqj+zLv/AKDuof8AfFv/APGq0qKAM3+zLv8A6Duof98W/wD8ao/sy7/6Duof98W//wAarSooAzf7Mu/+g7qH/fFv/wDGqytS0+5XWNFU6xesWnkAYpDlP3TnIxHj25z1rp6x9V/5Dmhf9fEv/ol6AJv7Mu/+g7qH/fFv/wDGqP7Mu/8AoO6h/wB8W/8A8arSooAzf7Mu/wDoO6h/3xb/APxqj+zLv/oO6h/3xb//ABqtKigDN/sy7/6Duof98W//AMao/sy7/wCg7qH/AHxb/wDxqtKigDkfDNhcyJq2zVryLbqc6nYkPzEEfMcxnk+2B7Vuf2Zd/wDQd1D/AL4t/wD41VHwp9zWf+wtcf8AoQroKAM3+zLv/oO6h/3xb/8Axqj+zLv/AKDuof8AfFv/APGq0qKAM3+zLv8A6Duof98W/wD8ao/sy7/6Duof98W//wAarSooA47xTY3EX9i79VvJd2qwKN6wjYTu+YYjHI98j2rf/sy7/wCg7qH/AHxb/wDxqs3xf/zAf+wxb/8As1dJQBm/2Zd/9B3UP++Lf/41R/Zl3/0HdQ/74t//AI1WlRQBm/2Zd/8AQd1D/vi3/wDjVH9mXf8A0HdQ/wC+Lf8A+NVpUUAZv9mXf/Qd1D/vi3/+NVn6dp1019qwGs3ylbtQSEgy37mI5OY+vOOMdB3ya6Ks3TP+QhrP/X4v/oiKgA/sy7/6Duof98W//wAao/sy7/6Duof98W//AMarSooAzf7Mu/8AoO6h/wB8W/8A8ao/sy7/AOg7qH/fFv8A/Gq0qKAM3+zLv/oO6h/3xb//ABqsnxLp9zHoM7NrF7KA8XyOkOD+8X0jB/WuorG8Vf8AIu3H+/F/6MWgCf8Asy7/AOg7qH/fFv8A/GqP7Mu/+g7qH/fFv/8AGq0qKAM3+zLv/oO6h/3xb/8Axqj+zLv/AKDuof8AfFv/APGq0qKAM3+zLv8A6Duof98W/wD8ao/sy7/6Duof98W//wAarSooA5mPT7n/AISq5T+2L0MLKI+Zsh3Eb5OP9XjHHpnmtT+zLv8A6Duof98W/wD8aqKL/kcLr/rwh/8ARkta9AGb/Zl3/wBB3UP++Lf/AONUf2Zd/wDQd1D/AL4t/wD41WlXM+L/AB3o/gqK2bU/tEklySI4bdAzkDqxyQABkDrnnjODgA1P7Mu/+g7qH/fFv/8AGqP7Mu/+g7qH/fFv/wDGqzPCHjnR/GlvcSaaZo5IG2vBcBVkAI4bAJ4PIzntWpea/o2nNtvtXsLVvSe5RD+poAztd066Tw9qbtrN9Iq2kpKMkGG+Q8HEYOPoRT9I066fRbBl1q+QG3jIVUgwvyjgZjJ/Ouf8a/EXQLPRTZ2N9a6lc6hm1WO1uFfywwwXYrnAGenf8yOe8K/GfTYIJtO8QQ/ZGs02QTQKzrMFO0KV5KtjHOcHn7vAIB6d/Zl3/wBB3UP++Lf/AONUf2Zd/wDQd1D/AL4t/wD41XJN8Sru7giOj+CPEd1LKwCG4txBEQe/mfMB/L3pVuvilqKTPHp/h3SkZiscV1LJLKg7HchKn8vwoASbx34Yg1JtPk8c3S3CyeUf9HjKBs4++IduPfOBXW/2bdn/AJjuof8AfFv/APGq+XZ/h74tg1RrD+wL+SQSCMSRwsYmJPB8zG3b7k4HfFexQ/BHSrnTrNdW1fWJbqKBEcJco0aMFAITdHkKD0HpigDvZrKa3iaWbxDexxryXdbcAfiYq8W1X4mS22uS6xp8tzcQwyNYCVniDTRgltynysKCcEZUn35wPQrb4OeCYIQkmmS3LD/lpLdSBj/3ywH6Vw2tfCVpfEMmgaNeQxW8jf2gPPDfuYi2woOpYjtnGR1PcgHqOgXH/CR6HaavY69qZt7lNyh4oAykEhlI8rqCCPTjjIretYJLeIpLdTXLZzvlCA/T5VA/SqegaHaeG9DtdIsd/wBntlIUyNlmJJYkn1JJPpzWlQAUUUUAFFFFABXiekReLfilqeo6zaeJ7rRNHima3t47Z3B4wQCisoJ2sCWJzk4HA49srwnSfiFaeDPGGsWltp+oSaDc3Uk0kD2yJNbXHRggBwyfKBg4IGPQ7gDpP+FXeKf+imax+Uv/AMers/COg3/h3SpbTUddudZmecyi4uN25VKqNnzM3GQT171yP/C8fDv/AECtc/8AAeP/AOOV2HhTxVZeL9Ll1Cxt7uCKOYwlbpArEhVbIAJ4+YfrQBu1wXxU/wCPHw1/2MFr/J672uC+Kn/Hj4a/7GC1/k9AHe0UUUAFFFFABRRRQBhv/wAj3D/2DJP/AEalblYb/wDI9w/9gyT/ANGpW5QAUUUUAFFFFABWN4U/5Few/wCuZ/ma2axvCn/Ir2H/AFzP8zQBs0UUUAFFFFABWPqv/Ic0L/r4l/8ARL1sVj6r/wAhzQv+viX/ANEvQBsUUUUAFFFFABRRRQBz/hT7ms/9ha4/9CFdBXP+FPuaz/2Frj/0IV0FABRRRQAUUUUAc34v/wCYD/2GLf8A9mrpK5vxf/zAf+wxb/8As1dJQAUUUUAFFFFABWbpn/IQ1n/r8X/0RFWlWbpn/IQ1n/r8X/0RFQBpUUUUAFFFFABWN4q/5F24/wB+L/0YtbNY3ir/AJF24/34v/Ri0AbNFFYPiPxjovheNRqF1uunwIrOAb55Sc42oOcEgjJwM8ZoAueINctPDehXer32/wCz2ygsEXLMSQoA9ySB6c1514Z+N1prmv2ml3ejPZC6cRRzLceb+8YgKCNgwCTjPbjtyJtUsfGvxIsp7OW3g8PeH5myEuoy93KFOV3L/D8yqcfKR6sOvNaD8B9QTV4ZNevrJ9PQ7pI7WRy8mP4clVwD3IOfT1AB7tRXmbfA3wwLnz4L3V7Yg5UQ3CDb9CUJ/Wrlx8NtRjEZ0vx54kt3Tp9puTOv/fOVFAF+58W+H9O8byxXer2sTSWyW4Yv8qyI8hZWYcIQCOGI6it3WvEmjeHYPO1fUre0UglVdvncDAO1R8zdR0Br5a1PQdas5l0u7sbptSa8lAj8tmeU4X5l4ywOCQR1r3zwR8MtF0DSrK4v9Mhn1kxq80k+JfLk4OFHKjaeNw5460AMX4kXmtzyR+D/AAxe6xEm4NeSuLaDIx91nHzHkfKdp9u9cR44+Hnj3xLNBrV4LC7vSohNnZsEFvGBkYLkbvmLZ5JyRgkdPd6KAPD/AAB8GnL3N14xsQExsgtBPyTwS5aNuPQDPrkcDPfQfCrwTbSCRNBjJ9JJpXH5MxFdlRQB5543+HGiXejx3um2lpplxppa5LW9sF85FUko23HUgYY5xg+pql8N/hr/AGHqLeJNQuIp7mdC1rFECViVxncSQDuwSMDgAnk5477xD/yLOq/9ec3/AKAak0T/AJAOnf8AXrF/6CKAL1FFFABRRRQAVzf/ADUv/uD/APtaukrm/wDmpf8A3B//AGtQB0lFFFABRRRQAUUUUAc/pXjTRda8SajoNnNK19YbvNDREKdrBW2n/ZYgHOM9sjmsyb4seCYJ5IZNb2yRsVYfZZjgg4P8FdVDp1jbXk95BZW8V1PjzpkiVXkx03MBk/jXN3F18O2uZWubjwubguTKZHt9xbPOc85z1zQBW/4W74F/6Dn/AJKT/wDxFdFoPiPSfE9i97o939pt0lMTP5bphwASMMAejD86wftPw1/57eE/++rat/Q30OSyc6A2nNaeYQ5sChTfgZzs4zjb74xQBp1wXxU/48fDX/YwWv8AJ672uC+Kn/Hj4a/7GC1/k9AHe0Vg3XgzQLy6luZ7AvNKxd28+QZJ68BsVF/wgfhr/oHH/wACJf8A4qgDo6K5z/hA/DX/AEDj/wCBEv8A8VR/wgfhr/oHH/wIl/8AiqAOjornP+ED8Nf9A4/+BEv/AMVR/wAIH4a/6Bx/8CJf/iqAJ3/5HuH/ALBkn/o1K3K4dvB+gjxZFZCxP2drF5SnnSffEigHO7PQmtX/AIQPw1/0Dj/4ES//ABVAHR0Vzn/CB+Gv+gcf/AiX/wCKo/4QPw1/0Dj/AOBEv/xVAHR0Vzn/AAgfhr/oHH/wIl/+Ko/4QPw1/wBA4/8AgRL/APFUAdHWN4U/5Few/wCuZ/maq/8ACB+Gv+gcf/AiX/4qszw94N0G+0G0ubixLzSISzedIM8nsGxQB21Fc5/wgfhr/oHH/wACJf8A4qj/AIQPw1/0Dj/4ES//ABVAHR0Vzn/CB+Gv+gcf/AiX/wCKo/4QPw1/0Dj/AOBEv/xVAHR1j6r/AMhzQv8Ar4l/9EvVT/hA/DX/AEDj/wCBEv8A8VWbqHg3QINV0mGOxIjnmkWQedIdwETsP4uOQOlAHa0Vzn/CB+Gv+gcf/AiX/wCKo/4QPw1/0Dj/AOBEv/xVAHR0Vzn/AAgfhr/oHH/wIl/+Ko/4QPw1/wBA4/8AgRL/APFUAdHRXOf8IH4a/wCgcf8AwIl/+Ko/4QPw1/0Dj/4ES/8AxVAD/Cn3NZ/7C1x/6EK6CuD8PeENCvV1M3FkX8nUJoY/30gwikYHDfrWz/wgfhr/AKBx/wDAiX/4qgDo6K5z/hA/DX/QOP8A4ES//FUf8IH4a/6Bx/8AAiX/AOKoA6Oiuc/4QPw1/wBA4/8AgRL/APFUf8IH4a/6Bx/8CJf/AIqgBPF//MB/7DFv/wCzV0lcD4k8JaHYf2R9msinn6lDBJ++c7kbORy3HTqOa2/+ED8Nf9A4/wDgRL/8VQB0dFc5/wAIH4a/6Bx/8CJf/iqP+ED8Nf8AQOP/AIES/wDxVAHR0Vzn/CB+Gv8AoHH/AMCJf/iqP+ED8Nf9A4/+BEv/AMVQB0dZumf8hDWf+vxf/REVZ3/CB+Gv+gcf/AiX/wCKqjY+C/D815qaSWBKw3KpGPPkGF8qNsfe55Y/nQB2NFc5/wAIH4a/6Bx/8CJf/iqP+ED8Nf8AQOP/AIES/wDxVAHR0Vzn/CB+Gv8AoHH/AMCJf/iqP+ED8Nf9A4/+BEv/AMVQB0dcJ8VtXudM8MwQWwIN5ceU8uD8gVGfg54bKj8M1F4n0/wR4Usop77TpZZp3EdvaW80jTTsSBhV3jOMjJ+ncgHnbDwbdtpF74g1m3+xLcMn2PSgSTbI0igF2PzF9ueD0zyAeFAOJ8D+JPF2v62nhuPxPewrqIYNczM07xBUZvkLHKk4xwR+le4+GvAWi+GnNzHE17qbsZJNQu8STMxzkhj93OT0655Jplp8O/DttDskt5rlsk+ZLMwb6fJtH6VP/wAIH4a/6Bx/8CJf/iqAOjornP8AhA/DX/QOP/gRL/8AFUf8IH4a/wCgcf8AwIl/+KoA6Oiuc/4QPw1/0Dj/AOBEv/xVH/CB+Gv+gcf/AAIl/wDiqALkX/I4XX/XhD/6MlrXrio/BugN4kuLQ2B8hLOKRV86Thi8gJzuz0UVpf8ACB+Gv+gcf/AiX/4qgDo6K5z/AIQPw1/0Dj/4ES//ABVH/CB+Gv8AoHH/AMCJf/iqAOjornP+ED8Nf9A4/wDgRL/8VR/wgfhr/oHH/wACJf8A4qgDR8Q/8izqv/XnN/6Aak0T/kA6d/16xf8AoIrnNZ8F+H7XQ9QuIbArLFbSOjefIcMFJBwWp+l+CfD1xpFlPLp5aSSBHc+fIMkqCf4qAOuornP+ED8Nf9A4/wDgRL/8VR/wgfhr/oHH/wACJf8A4qgDo6K5z/hA/DX/AEDj/wCBEv8A8VR/wgfhr/oHH/wIl/8AiqAOjrm/+al/9wf/ANrUv/CB+Gv+gcf/AAIl/wDiqxP+ES0P/hOf7O+xH7L/AGb5/l+c/wB/zduc7s9O2cUAd9RXOf8ACB+Gv+gcf/AiX/4qtbTNKstHtTbWEPlQly5XezcnAzkknsKALtFFFABRRRQAVxtx8KfBN1cy3EuiAySuXci5mUEk5PAfA+grsq8i1Cf4zDUroWlpbG285/JKm2wUyduNzZxjHXn1oA29U+DPhC702eCxsXsbpkPlXC3Ej7G7ZVmII9R6ZwQeal+EkqN4Qntjp0Nld2d7JbXaw/dkmRVBfgkZI2g44yDjA4rlxD8a9Rb7NLLBYxyAq0xa3AAPGcpuYfUDNd74B8IDwX4aXTWuftE8kpnncDC7yAMKOuAFA568njOAAdRXBfFT/jx8Nf8AYwWv8nrva4L4qf8AHj4a/wCxgtf5PQB3tFFFABRRRQAUUUUAYb/8j3D/ANgyT/0alblYb/8AI9w/9gyT/wBGpW5QAUUUUAFFFFABWN4U/wCRXsP+uZ/ma2axvCn/ACK9h/1zP8zQBs0UUUAFFFFABWPqv/Ic0L/r4l/9EvWxWPqv/Ic0L/r4l/8ARL0AbFFFFABRRRQAUUUUAc/4U+5rP/YWuP8A0IV0Fc/4U+5rP/YWuP8A0IV0FABRRRQAUUUUAc34v/5gP/YYt/8A2aukrm/F/wDzAf8AsMW//s1dJQAUUUUAFFFFABWbpn/IQ1n/AK/F/wDREVaVZumf8hDWf+vxf/REVAGlRRRQBR1LWdL0eNH1PUbWzV8hDcTKm7HXGTz+Fcx4j+IVrZmHTfDgi1rXbwL9ltoG3xgMDh2cfLtGMkZBxzwOa8P+K2rR6z4/vbi2vY7yyjSOG3kiYMgAQEgEcH5ix/GvSPgNpV1baJqWo3ECpDcyqtuzRbXYKDuIbGShJUDkjKt70AdV4T8Evp15/b/iC7bU/EcqbXnkYNHbgk/LEMDaMHB/HGASDteKv+RduP8Afi/9GLWzWN4q/wCRduP9+L/0YtAGzRRRQAUUUUAFFFFAGRF/yOF1/wBeEP8A6MlrXrIi/wCRwuv+vCH/ANGS1r0AFFFFABRRRQBm+If+RZ1X/rzm/wDQDUmif8gHTv8Ar1i/9BFR+If+RZ1X/rzm/wDQDUmif8gHTv8Ar1i/9BFAF6iiigAooooAK5v/AJqX/wBwf/2tXSVzf/NS/wDuD/8AtagDpKKKKACiiigAooooAK8c1D4hfEODxbceH7XQdKnu03SJFGGkYRZ+VnKy4XIwecHkccivY68l+Ems2Nlca5pes3dtF4mn1SV7hXAVpiMAgMBtb5/MwoPckDFAFLVPiB8UNFsXvtQ8L6fDbIQHk8mRgufXEpwPc1Pa+NPite2kN3beFdOkgnjWSNwjYZWGQf8AW+hr0/W9U0jStMml1q6tobNkZXW4IxIMHKhT94kZ+UAk+lcV8GJkn8JagbdZ0sRqk32OKZixjhIQhRn3JzjvmgDr/DF3q994etbjXrSO01N9/nQRjCrhyFxyeqgHr3rmfip/x4+Gv+xgtf5PXe1wXxU/48fDX/YwWv8AJ6AO9oqhLrmkQSvFLqtjHIh2sj3CAqfQjNM/4SHRP+gxp/8A4Ep/jQBpUVm/8JDon/QY0/8A8CU/xo/4SHRP+gxp/wD4Ep/jQBpUVm/8JDon/QY0/wD8CU/xo/4SHRP+gxp//gSn+NAFV/8Ake4f+wZJ/wCjUrcrlH1vST4zin/tOy8kae6GT7Qm3d5inGc4zgHitn/hIdE/6DGn/wDgSn+NAGlRWb/wkOif9BjT/wDwJT/Gj/hIdE/6DGn/APgSn+NAGlRWb/wkOif9BjT/APwJT/Gj/hIdE/6DGn/+BKf40AaVY3hT/kV7D/rmf5mp/wDhIdE/6DGn/wDgSn+NZPhnXNJt/DllFNqllHIqEMj3CAjk9QTQB1FFZv8AwkOif9BjT/8AwJT/ABo/4SHRP+gxp/8A4Ep/jQBpUVm/8JDon/QY0/8A8CU/xo/4SHRP+gxp/wD4Ep/jQBpVj6r/AMhzQv8Ar4l/9EvU3/CQ6J/0GNP/APAlP8aytS1zSZNY0V01SyZI55C7C4QhQYnAJ545IH40AdPRWb/wkOif9BjT/wDwJT/Gj/hIdE/6DGn/APgSn+NAGlRWb/wkOif9BjT/APwJT/Gj/hIdE/6DGn/+BKf40AaVFZv/AAkOif8AQY0//wACU/xo/wCEh0T/AKDGn/8AgSn+NAFHwp9zWf8AsLXH/oQroK5HwzrWlQJq3nanZx79TndN86jcpIwRk8g+tbn/AAkOif8AQY0//wACU/xoA0qKzf8AhIdE/wCgxp//AIEp/jR/wkOif9BjT/8AwJT/ABoA0qKzf+Eh0T/oMaf/AOBKf40f8JDon/QY0/8A8CU/xoAzfF//ADAf+wxb/wDs1dJXHeKdZ0u4/sXyNSs5fL1WCR9k6ttUbsscHgD1rf8A+Eh0T/oMaf8A+BKf40AaVFZv/CQ6J/0GNP8A/AlP8aP+Eh0T/oMaf/4Ep/jQBpUVm/8ACQ6J/wBBjT//AAJT/Gj/AISHRP8AoMaf/wCBKf40AaVZumf8hDWf+vxf/REVRz+J9Ct7eWd9WsmWNC5EcyuxAGeFBJJ9hya8yi+MT2d9eSp4XvZYLuRp0PmYdcII1Vl2kDPlqTzwG/ixyAesanqdlo2nT6hqFwlvawLueRzwPYepPQAck8CvPIxrnxUXzHe70Lwp8wCRtsub4EYGTjAjwTxyCePm4Kw6ZpNl4kvotc8fazplxcx/8eulJdR/Z7X5s84chycLnJIxwd3GPQv+Eh0T/oMaf/4Ep/jQBJYaLpml6WmmWVjBDZIABCEyD7nPU8ck5J71e6Vm/wDCQ6J/0GNP/wDAlP8AGj/hIdE/6DGn/wDgSn+NAGlWN4q/5F24/wB+L/0YtT/8JDon/QY0/wD8CU/xrJ8S63pM+gzxw6pZSOXiIVLhCTiRSeAfSgDqKKzf+Eh0T/oMaf8A+BKf40f8JDon/QY0/wD8CU/xoA0qKzf+Eh0T/oMaf/4Ep/jR/wAJDon/AEGNP/8AAlP8aANKis3/AISHRP8AoMaf/wCBKf40f8JDon/QY0//AMCU/wAaAIov+Rwuv+vCH/0ZLWvXMx65pA8VXMx1Sy8o2USh/tCbSweQkZz15H51qf8ACQ6J/wBBjT//AAJT/GgDSorN/wCEh0T/AKDGn/8AgSn+NH/CQ6J/0GNP/wDAlP8AGgDSorN/4SHRP+gxp/8A4Ep/jR/wkOif9BjT/wDwJT/GgA8Q/wDIs6r/ANec3/oBqTRP+QDp3/XrF/6CKy9d13R5vD2pxRarYvI9pKqotwhLEocADPJp+ka9o8Wi2EcmrWKOtvGrK1wgIIUZBGaAN+is3/hIdE/6DGn/APgSn+NH/CQ6J/0GNP8A/AlP8aANKis3/hIdE/6DGn/+BKf40f8ACQ6J/wBBjT//AAJT/GgDSrm/+al/9wf/ANrVpf8ACQ6J/wBBjT//AAJT/GsD+2dL/wCFhfaf7Ss/s/8AZXl+b567d3m525zjOOcUAdjRWb/wkOif9BjT/wDwJT/GrlreWt7EZbS5huIwdpeJw4z6ZFAE1FFFABRRRQAVx3ij4ZeG/Fl19svIJba8OA9xaOEZwM/eBBU9euM8AZwK7GkJABJIAHUmgDzKD4E+FIp45HutVmVWDGKSdArgHodqA4PsQfevRdP0+z0qwhsbC3jt7WFdscUYwFHX8ycknuTmn291b3Slre4imUHBMbhgPyqagArgvip/x4+Gv+xgtf5PXe1wXxU/48fDX/YwWv8AJ6AOul0PSJ5Xll0qxkkc7md7dCWPqTimf8I9on/QH0//AMBk/wAK0qKAM3/hHtE/6A+n/wDgMn+FH/CPaJ/0B9P/APAZP8K0qKAM3/hHtE/6A+n/APgMn+FH/CPaJ/0B9P8A/AZP8K0qKAOUfRNJHjOKD+zLLyTp7uY/s6bd3mKM4xjOCea2f+Ee0T/oD6f/AOAyf4VVf/ke4f8AsGSf+jUrcoAzf+Ee0T/oD6f/AOAyf4Uf8I9on/QH0/8A8Bk/wrSooAzf+Ee0T/oD6f8A+Ayf4Uf8I9on/QH0/wD8Bk/wrSooAzf+Ee0T/oD6f/4DJ/hWT4Z0PSbjw5ZSzaXZSSMhLO9uhJ5PUkV1FY3hT/kV7D/rmf5mgCf/AIR7RP8AoD6f/wCAyf4Uf8I9on/QH0//AMBk/wAK0qKAM3/hHtE/6A+n/wDgMn+FH/CPaJ/0B9P/APAZP8K0qKAM3/hHtE/6A+n/APgMn+FZWpaHpMesaKiaXZKkk8gdRboAwETkA8c8gH8K6esfVf8AkOaF/wBfEv8A6JegCb/hHtE/6A+n/wDgMn+FH/CPaJ/0B9P/APAZP8K0qKAM3/hHtE/6A+n/APgMn+FH/CPaJ/0B9P8A/AZP8K0qKAM3/hHtE/6A+n/+Ayf4Uf8ACPaJ/wBAfT//AAGT/CtKigDkfDOi6VOmredplnJs1OdE3wKdqgjAGRwB6Vuf8I9on/QH0/8A8Bk/wqj4U+5rP/YWuP8A0IV0FAGb/wAI9on/AEB9P/8AAZP8KP8AhHtE/wCgPp//AIDJ/hWlRQBm/wDCPaJ/0B9P/wDAZP8ACj/hHtE/6A+n/wDgMn+FaVFAHHeKdG0u3/sXyNNs4vM1WCN9kCruU7sqcDkH0rf/AOEe0T/oD6f/AOAyf4Vm+L/+YD/2GLf/ANmrpKAM3/hHtE/6A+n/APgMn+FH/CPaJ/0B9P8A/AZP8K0qKAM3/hHtE/6A+n/+Ayf4Uf8ACPaJ/wBAfT//AAGT/Crd7eW+n2U15dyrDbwIZJJG6Ko6mvOZ9X174lySWXh8z6R4cDssusMD5l0BxtiXggFs5Oeg5wcoQCHxFqmk6zcXHhfwZoljfapMojlv4oEFvZqwOXMi87lHTHf1YbTzFh8I/El5qS29zrUMVtaSCG6khnkLvn5/kBXk7XUZOOfXFez6D4f0zw1paadpVqsFupLHByzserMTyT9ewA6ACl0z/kIaz/1+L/6IioAP+Ee0T/oD6f8A+Ayf4Uf8I9on/QH0/wD8Bk/wrSooAzf+Ee0T/oD6f/4DJ/hR/wAI9on/AEB9P/8AAZP8K0qKAM3/AIR7RP8AoD6f/wCAyf4Vk+JdE0mDQZ5IdLso3DxAMlugIzIoPIHpXUVjeKv+RduP9+L/ANGLQBP/AMI9on/QH0//AMBk/wAKP+Ee0T/oD6f/AOAyf4VpUUAZv/CPaJ/0B9P/APAZP8KP+Ee0T/oD6f8A+Ayf4VpUUAZv/CPaJ/0B9P8A/AZP8KP+Ee0T/oD6f/4DJ/hWlRQBzMeh6QfFVzCdLsvKFlEwT7Om0MXkBOMdeB+Van/CPaJ/0B9P/wDAZP8ACoov+Rwuv+vCH/0ZLWvQBm/8I9on/QH0/wD8Bk/wo/4R7RP+gPp//gMn+FaVFAGb/wAI9on/AEB9P/8AAZP8KP8AhHtE/wCgPp//AIDJ/hWlRQBzuu6Fo8Ph7U5YtKsUkS0lZXW3QFSEOCDjg0/SNB0eXRbCSTSbF3a3jZma3QkkqMknFXfEP/Is6r/15zf+gGpNE/5AOnf9esX/AKCKAI/+Ee0T/oD6f/4DJ/hR/wAI9on/AEB9P/8AAZP8K0qKAM3/AIR7RP8AoD6f/wCAyf4Uf8I9on/QH0//AMBk/wAK0qKAM3/hHtE/6A+n/wDgMn+FYH9jaX/wsL7N/Ztn9n/srzPK8hdu7zcbsYxnHGa7Gub/AOal/wDcH/8Aa1AGl/wj2if9AfT/APwGT/CrlrZ2tlEYrS2ht4ydxSJAgz64FTUUAFFFFABRRRQAV4npvh5/jHq+oa/quqTRaNa3L2tlawKFcKAGyc5CkhkJPJJyOABXtleLab4gk+D2q3+h6tpM7aLd3cl1Y3cDBm2HCgHOASAq5GQR15BFAGhefArS4LV5tE1fUrfU4sPbSzSrsVwcjO1Aw6dQcjrg4xXVfDjxBqGv+GH/ALWh8vUdPuXsbknq7oFyxHY/Ng+4J4zgc9qnxy8PQW5XSra8v7th+7Ty/LTd6MTz+QNbXwt0fVdJ8KSza0HW/wBSu5L6VJBh1LhR8w7E7d2O27BAINAHbVwXxU/48fDX/YwWv8nrva4L4qf8ePhr/sYLX+T0Ad7RRRQAUUUUAFFFFAGG/wDyPcP/AGDJP/RqVuVhv/yPcP8A2DJP/RqVuUAFFFFABRRRQAVjeFP+RXsP+uZ/ma2axvCn/Ir2H/XM/wAzQBs0UUUAFFFFABWPqv8AyHNC/wCviX/0S9bFY+q/8hzQv+viX/0S9AGxRRRQAUUUUAFFFFAHP+FPuaz/ANha4/8AQhXQVz/hT7ms/wDYWuP/AEIV0FABRRRQAUUUUAc34v8A+YD/ANhi3/8AZq6Sub8X/wDMB/7DFv8A+zV0lABXl/xw1u70zwpbWNpcCEX8xjm2uA7RgZKgddpJGSPofvc7Wv8AjwrqbeH/AAraDWNe+cSIj4itMDlpGPHDEDbkc5BIOAWeH/hxbQTTan4plj1/WLpR5r3UYeKLuVjVhgDJ64HAGAvIoA8N+G2kjxB4zsNJulnm0wyG5uYUJ2Hy0baXHTGSFyf75Gea+qIoo7eFIYY0jijUKiIoCqo4AAHQVmaR4Y0PQXZ9K0q1tJGBDSRxjeQSCRu64yBxnHFa1ABWbpn/ACENZ/6/F/8AREVaVZumf8hDWf8Ar8X/ANERUAaVFFFABRRRQAVjeKv+RduP9+L/ANGLWzWN4q/5F24/34v/AEYtAGzRRRQAUUUUAFFFFAGRF/yOF1/14Q/+jJa16yIv+Rwuv+vCH/0ZLWvQAUUUUAFFFFAGb4h/5FnVf+vOb/0A1Jon/IB07/r1i/8AQRUfiH/kWdV/685v/QDUmif8gHTv+vWL/wBBFAF6iiigAooooAK5v/mpf/cH/wDa1dJXN/8ANS/+4P8A+1qAOkooooAKKKKACiiigArl/BXiO68UWWry3kMEYtdSms41jBwY1Ckbsk5PzHPQe1O8XeCNP8ZfY/t15f2/2Xfs+ySqm7dtzuypz90Y/GvPfC/wahuba/OtXGr2UqX0iQLDOgEkIxtc/KcknPPHTpQB6/a6fY2G82lnb227lvKiVM/XArnPh/4nvPFOjXtzfLZ+da30lpvsixikChSGXJJwd1c8/wADvDsi7X1XXGX0a4jI/wDRddr4a8Nad4T0dNM0xHEIYuzyHLyMcZZjxzgAdOwoA2K4L4qf8ePhr/sYLX+T13tcF8VP+PHw1/2MFr/J6AOul1zSIJXil1WxjkQ7WR7hAVPoRmmf8JDon/QY0/8A8CU/xrSooAzf+Eh0T/oMaf8A+BKf40f8JDon/QY0/wD8CU/xo13XtN8N6VJqWq3Igt0IXOCSzHoqgck/4E9ATXL6L8XfCOspOWvH09oVLlL5QhdRj7pBIJ5+7ncewoA6j/hIdE/6DGn/APgSn+NH/CQ6J/0GNP8A/AlP8a5OT4o2mpTfZfCOk32v3Xy5aOMwwx5z993Hy9O4wfWq8Oj/ABF8TpEdc1e38PWnHmW+lA+e2G7vk7cjoVYjpletAGNrvxPNj4qkvtN0We8itQ9iQz7fOG7JkQqG+XKjB5yD2r0PTfGGhanp0F4uoQW4lXd5N1IsUqHuGUngg/geoJGDXkOt/B68/tdtH0fUY5UmH2wSXzEMqj5WDFVO45YHOB1Ppz2dp8PNf8M2cC+FfFtypiQBrPUUElvI27J2gD90Cc9ATz170Adr/wAJDon/AEGNP/8AAlP8aP8AhIdE/wCgxp//AIEp/jXFr468VeHo5H8YeE5fsylj9t0kiVAoxjchY7R1O4sO3HWpdU+M3hCy0/7RZ3cuoTFtqwQwujdOpLgYHTn8gcGgDr/+Eh0T/oMaf/4Ep/jR/wAJDon/AEGNP/8AAlP8a4/TPjP4RvdNa5u7mawmVgrW8sTOxOM5UoCCOoycdOQMjMQ8b+LvEZjk8I+FdlizL/purny1ZSOoQMCQPVS30oA6HxD450fQ9GmvYZ49RnX5YrW0kDvIx6A4ztX1Y9Pc4B5HwR8SEN5D4f1LTntIUDCK/L4i4Bb5y2MegIJySBin6r8MNd8TaPKfEXiye61HYGt4IlEdpHIAcZUD5upG4AHB79Kx/BPwpa51uPxDrL2dxYHLxWe0yeYcFfnBGAAecc59u4B6hdeLdAs498urWzD/AKZP5p/Jcmss/EzwoM/6fcHHpYXH/wAbrSHg3wuCCPDejgj/AKcYv/ia1LaytbJNlrbQwJ/dijCj9KAPnfUfir49utTnuLMy2Vqz5itVs0cIvYFmQkn1PrnGBwPSdO+L+kS2FsdQstTiuzEvnhLNigfHzbeScZzii/8Agn4TvtVlvgb62WV95treRFiHqACpIB9AeM8YGAPQLS1gsbOC0toxHBBGsUaDoqqMAfkKAORj+Kfhh/vS30f+9Yy/0U1554w+JWsajrEknh6Ke2tbAZtZntsvM5O1n2spwNpYAY6cnnge71438W/BNlFBda3pkDpe3YJuY0ICMEBkeTHZtqknnnGcZJJAOx8F+O7fXfDkV1rE1tp+oI7RzRSuIgSOQyhjnaQR+OR2rof+Eh0T/oMaf/4Ep/jWf4F0zTdK8GaZHpUci2s8K3IMpUyMZBuy5AAJ5A6dAB2roqAM3/hIdE/6DGn/APgSn+NH/CQ6J/0GNP8A/AlP8a0qKAM3/hIdE/6DGn/+BKf40f8ACQ6J/wBBjT//AAJT/GtKigDkfDOtaVAmredqdnHv1Od03zqNykjBGTyD61uf8JDon/QY0/8A8CU/xqj4U+5rP/YWuP8A0IV0FAGb/wAJDon/AEGNP/8AAlP8aP8AhIdE/wCgxp//AIEp/jWlRQBm/wDCQ6J/0GNP/wDAlP8AGj/hIdE/6DGn/wDgSn+NaVFAHmPj/wAbWsV1Y2mmw/bpLR11HzonDRFkJCxZGfmPU+gx1zxlN4w1f4iY01Jo/CmmqM3081wPNmB6JFkKe3J468+jZXjuwt9e+J15BoxR5ZbWOyu5+fLS6clVVmwcHao6Z+6e4Neh/DjwIPBGkTrPMs2oXZU3LxsTGNu7aFyAeAx5I6mgC74dTwj4W0lNO0rUdPjhB3OzXaF5GwAWY55Jx9PQAcVrf8JDon/QY0//AMCU/wAa0qKAM3/hIdE/6DGn/wDgSn+NH/CQ6J/0GNP/APAlP8a0qKAM3/hIdE/6DGn/APgSn+NZ+na7o6X2rM+q2Kq92rITcIAw8mIZHPIyCPwNdFWbpn/IQ1n/AK/F/wDREVAB/wAJDon/AEGNP/8AAlP8aP8AhIdE/wCgxp//AIEp/jWlRQBm/wDCQ6J/0GNP/wDAlP8AGj/hIdE/6DGn/wDgSn+NaVFAGb/wkOif9BjT/wDwJT/GsnxLrekz6DPHDqllI5eIhUuEJOJFJ4B9K6isbxV/yLtx/vxf+jFoAn/4SHRP+gxp/wD4Ep/jR/wkOif9BjT/APwJT/GtKigDN/4SHRP+gxp//gSn+NH/AAkOif8AQY0//wACU/xrSooAzf8AhIdE/wCgxp//AIEp/jR/wkOif9BjT/8AwJT/ABrSooA5mPXNIHiq5mOqWXlGyiUP9oTaWDyEjOevI/OtT/hIdE/6DGn/APgSn+NRRf8AI4XX/XhD/wCjJa16AM3/AISHRP8AoMaf/wCBKf40f8JDon/QY0//AMCU/wAa0qKAM3/hIdE/6DGn/wDgSn+NH/CQ6J/0GNP/APAlP8a0qKAOd13XdHm8PanFFqti8j2kqqi3CEsShwAM8mn6Rr2jxaLYRyatYo628asrXCAghRkEZq74h/5FnVf+vOb/ANANSaJ/yAdO/wCvWL/0EUAR/wDCQ6J/0GNP/wDAlP8AGj/hIdE/6DGn/wDgSn+NaVFAGb/wkOif9BjT/wDwJT/Gj/hIdE/6DGn/APgSn+NaVFAGb/wkOif9BjT/APwJT/GsD+2dL/4WF9p/tKz+z/2V5fm+eu3d5uduc4zjnFdjXN/81L/7g/8A7WoA0v8AhIdE/wCgxp//AIEp/jVy1vLW9iMtpcw3EYO0vE4cZ9MipqKACiiigAooooAK8dt/EfxA8ea1fz+Eby007RLaQwRSzopWQg9SSjNuIIOAAAMDryfYq8L8P/ELQvAGt61o8Ste6LNdvc28lpEVkhc4UxMrkAgBRhge2e+FAOi/sL4xf9DXo/8A36X/AOMV2fhG08S2elSx+KdQtr6+M5ZJLdQFEe1cDhF5yGPTv1rjv+F7+Ff+fPVv+/Mf/wAXXZeE/Fun+MtKl1HTY7iOGOcwMLhQrbgqt2J4wwoA3q4L4qf8ePhr/sYLX+T13tcF8VP+PHw1/wBjBa/yegDvaKKKAOF+K/hW98VeE1i00M93azrMkG4ASjBUjJIAIDZz7Ed68s+E3gG51vWbfWtSsVfRIg5Xz0VkuHHyhdpPIBJOcEZTH0918W3D2ng3W7iN9kkdhOyNnowQ4/XFUPh1YLp3w80KBWyGtVnz7yfvD/6HQB0scaRRrHGioigKqqMAAdABTqKKAMN/+R7h/wCwZJ/6NStysN/+R7h/7Bkn/o1K3KACvKvix8OL3xNPb6vocEUl+i+VcRFwhmXI2kE4GRznJ6Y9MV6rRQB5N8JfhxqXhm+uNZ1pFgumjaCK2yr7VJUlyykgHjGB2z616zRRQAVjeFP+RXsP+uZ/ma2axvCn/Ir2H/XM/wAzQBs0UUUAFFFFABWFr9rDfahpFpcxiSCeSaKRD0ZWgkBH5Gt2sfVf+Q5oX/XxL/6JegDnfhDc+b8PLW0cSLcWM01tOkgIKOHLbefRXWu6rgPBxi074k+NtHSd9jzQX0cLtn5pE3SsP+BMg/Ku/oAKKKKACiiigDn/AAp9zWf+wtcf+hCugrn/AAp9zWf+wtcf+hCugoAKKKKACuX8eeKP+EY8PO9riTVrs+Rp9uo3PJKxAyFAOduc4xgnA6sK6ivOfDY/4TrxrN4uk806PppNto6OpVZGxiSXaffgHA7Z5SgBLfw6/hvw14ctrl3l1C41uC6vpXcsXnfJYk5OcYAyOuM9Sa9Hrm/F/wDzAf8AsMW//s1dJQAUUUUAFFFFABWbpn/IQ1n/AK/F/wDREVaVZumf8hDWf+vxf/REVAGlRRRQAUUUUAFY3ir/AJF24/34v/Ri1s1jeKv+RduP9+L/ANGLQBs0UUUAFFFFABRRRQBkRf8AI4XX/XhD/wCjJa16yIv+Rwuv+vCH/wBGS1r0AFFFFABRRRQBm+If+RZ1X/rzm/8AQDUmif8AIB07/r1i/wDQRUfiH/kWdV/685v/AEA1Jon/ACAdO/69Yv8A0EUAXqKKKACiiigArm/+al/9wf8A9rV0lc3/AM1L/wC4P/7WoA6SiiigAooooAKKKKACuH8Raz8O9B1N4Nbg0tL6Qea6mw81znnLFUOCevPPeu4ryT4VaNpnijT9Z1/XdLtLzUrnUpVkNxF5gjG1G2hWyBgsffGB2oA7HTrXwXqvh9dcs9H02TTyjyCT+z1zhCQ3y7c9VPGOe1afhq50O90aO88PJbrp8zMymCDygzA7SSuAc/LjkdhWB8Iv+SXaN/23/wDR0lVPhIlpHpPiCPT2VrJNduVtypyDGFTbg+mMUAeg1wXxU/48fDX/AGMFr/J672uC+Kn/AB4+Gv8AsYLX+T0Ad7RWLceLNGtbmS3mupFljYqwFtKcEe4XBqL/AITTQf8An7l/8BZf/iaAMn4tO0fww1lkYgkQrkehmQH9DXWadZR6bplpYQ/6q2hSFP8AdVQB/KvN/idr9rrnhJdJ0udne7uoo5d8LptjB3Z+YDPKrwOfauy/4TTQf+fuX/wFl/8AiaAN+isD/hNNB/5+5f8AwFl/+Jo/4TTQf+fuX/wFl/8AiaAHv/yPcP8A2DJP/RqVuVxTeKtHPi6K7+0yeQLB4i32eTO4yKcY256A89K1v+E00H/n7l/8BZf/AImgDforA/4TTQf+fuX/AMBZf/iaP+E00H/n7l/8BZf/AImgDforA/4TTQf+fuX/AMBZf/iaP+E00H/n7l/8BZf/AImgDfrG8Kf8ivYf9cz/ADNQ/wDCaaD/AM/cv/gLL/8AE1meHfFejWfh+zt57mRZUQhgLeRscnuFxQB2VFYH/CaaD/z9y/8AgLL/APE0f8JpoP8Az9y/+Asv/wATQBv0Vgf8JpoP/P3L/wCAsv8A8TR/wmmg/wDP3L/4Cy//ABNAG/WPqv8AyHNC/wCviX/0S9Qf8JpoP/P3L/4Cy/8AxNZuo+K9Gm1bSJUuZCkM0jSH7PIMAxOBxt55I6UAUtbU6Z8Y/DN9HOqLqlncWM6FRgrGPMXn1LMo/wCAgd676vLfiNrWn6jpumajpUiTalpN/FdxLNBIm9QfmTcQAATtJ5GdvriuzHjXQGUMt5IQRkEWsvP/AI7QBv0Vgf8ACaaD/wA/cv8A4Cy//E0f8JpoP/P3L/4Cy/8AxNAG/RWB/wAJpoP/AD9y/wDgLL/8TR/wmmg/8/cv/gLL/wDE0AJ4U+5rP/YWuP8A0IV0FcP4d8UaRZpqYnuZF83UZ5UxbyNlWIweF4+h5rZ/4TTQf+fuX/wFl/8AiaAN+isD/hNNB/5+5f8AwFl/+JrjvGfxRvNOubaDwxbW138pa4ku0ZQv91VBZTnqTxjkY74ANH4ialfahNaeCdELjUdUXddSBMrBacq7EnA5wR9AR1K57PStLs9E0u302whENrbpsjQfmSfUk5JPck15X8OPEFr/AGlreueI2kTWruVVDrGZY0gxkIm3cVAI5B6gJ1INeg/8JpoP/P3L/wCAsv8A8TQBF4v/AOYD/wBhi3/9mrpK4TxL4n0m9/sfyLiRvJ1OGaTNvIuEGcnleevQc1uf8JpoP/P3L/4Cy/8AxNAG/RWB/wAJpoP/AD9y/wDgLL/8TR/wmmg/8/cv/gLL/wDE0Ab9FYH/AAmmg/8AP3L/AOAsv/xNH/CaaD/z9y/+Asv/AMTQBv1m6Z/yENZ/6/F/9ERVS/4TTQf+fuX/AMBZf/iao2Hi3RYrzVHe6kCy3Kun+jSnI8mNf7vHKnrQB1tFYH/CaaD/AM/cv/gLL/8AE0f8JpoP/P3L/wCAsv8A8TQBv0Vgf8JpoP8Az9y/+Asv/wATR/wmmg/8/cv/AICy/wDxNAG/WN4q/wCRduP9+L/0YtQ/8JpoP/P3L/4Cy/8AxNZniHxXo13ok0EFzI0jPGQDbyDo6k8lcdBQB2VFYH/CaaD/AM/cv/gLL/8AE0f8JpoP/P3L/wCAsv8A8TQBv0Vgf8JpoP8Az9y/+Asv/wATR/wmmg/8/cv/AICy/wDxNAG/RWB/wmmg/wDP3L/4Cy//ABNH/CaaD/z9y/8AgLL/APE0AWIv+Rwuv+vCH/0ZLWvXHR+K9GHia4uTdSeU1nFGG+zyfeDyE8bc9CK0v+E00H/n7l/8BZf/AImgDforA/4TTQf+fuX/AMBZf/iaP+E00H/n7l/8BZf/AImgDforA/4TTQf+fuX/AMBZf/iaP+E00H/n7l/8BZf/AImgC74h/wCRZ1X/AK85v/QDUmif8gHTv+vWL/0EVga14t0W50HUYIrqRpJbaREBtpRklSByVwKfpXi7RINHsoZLqQPHbxqwFtKcEKAeQtAHVUVgf8JpoP8Az9y/+Asv/wATR/wmmg/8/cv/AICy/wDxNAG/RWB/wmmg/wDP3L/4Cy//ABNH/CaaD/z9y/8AgLL/APE0Ab9c3/zUv/uD/wDtapf+E00H/n7l/wDAWX/4msP/AISfSf8AhO/t32iT7N/Znk7vs8md/m5xjbnp3xigDu6KwP8AhNNB/wCfuX/wFl/+JrU07UrTVbc3FnI0kQYoS0bJz9GAPegC3RRRQAUUUUAFecax4B1/T9cvta8Ea6unzX7b7q0uV3xM5JLOCQ3JPYrxlsEA4r0evILPxF8QPH17e3fhS8sNM0e2maGKSdFJlxgjOVc7sEHgAc45NAFPRvAnxMTQx4ffWrLT9Gw0TxgK7+W7EvtITJ6ngsOuMgV6j4U8NWfhPw/b6VZgHYN00u3BmkIG5yMnGcdM8AAdq4f+wvjF/wBDXo//AH6X/wCMV2fhG08S2elSx+KdQtr6+M5ZJLdQFEe1cDhF5yGPTv1oA364L4qf8ePhr/sYLX+T13tcF8VP+PHw1/2MFr/J6AO9ooooA4Dx5HPf+NfAumI+2J7+S8b3MAVx+hYfjXf1wOv3JufjN4SsY4yTZ2t1dSN6LIjIP1T9a76gAooooAw3/wCR7h/7Bkn/AKNStysN/wDke4f+wZJ/6NStygAooooAKKKKACsbwp/yK9h/1zP8zWzWN4U/5Few/wCuZ/maANmiiigAooooAKx9V/5Dmhf9fEv/AKJetisfVf8AkOaF/wBfEv8A6JegBni/Rv8AhIPCGq6WI/Mknt28pS23Mo+ZOf8AeC1R+HGpJqnw80SdE2eXbLbld2eYv3efx25/GuprgPhoI9PvfFugrA9u1lq8kyRFcKsMg/dbfbCE/Qj1oA7+iiigAooooA5/wp9zWf8AsLXH/oQroK5/wp9zWf8AsLXH/oQroKACvHPGXhaH4jfEeSw00paf2Zbqupah98Fm5jQICMkc5OR3B+6AfQ/GniUeFvDc9+iLNeMRDaQHJ82ZuFGByfUgc4BqHwN4W/4RbQFiuWWfVbljPf3WSzTSkk8sSScZx78nAJNAEHgLwHaeBdPuYYrlru6unDTXBTZkLnaoXJAAyfc5PsB1tFFAHN+L/wDmA/8AYYt//Zq6Sub8X/8AMB/7DFv/AOzV0lABRRRQAUUUUAFZumf8hDWf+vxf/REVaVZumf8AIQ1n/r8X/wBERUAaVFFFABRRRQAVjeKv+RduP9+L/wBGLWzWN4q/5F24/wB+L/0YtAGzRRRQAUUUUAFFFFAGRF/yOF1/14Q/+jJa16yIv+Rwuv8Arwh/9GS1r0AFFFFABRRRQBm+If8AkWdV/wCvOb/0A1Jon/IB07/r1i/9BFR+If8AkWdV/wCvOb/0A1Jon/IB07/r1i/9BFAF6iiigAooooAK5v8A5qX/ANwf/wBrV0lc3/zUv/uD/wDtagDpKKKKACiiigAooooAK8Ps/Gul/C/xZq2gw41DRpblrgi0XD2chyDFhjh8bUH3hjnvkV7hXlPwltbHRdQ1zStUaAeJo76QF5V2yzw4BDIWwWUlWbjsQT1FAEn/AAvrwt/z4ax/35i/+OV2fhHxdYeM9Kl1HTobmKGOcwFbhVVtwVWz8rHjDCt+igArgvip/wAePhr/ALGC1/k9d7XBfFT/AI8fDX/YwWv8noA72iiigDgNOllv/jlrEnl4h03SY7Qt/tOyyj+bflXf15x8Pr2TUPiD8QJ5BgreQwD6R+ag/RRXo9ABRRRQBhv/AMj3D/2DJP8A0alblYb/API9w/8AYMk/9GpW5QAUUUUAFFFFABWN4U/5Few/65n+ZrZrG8Kf8ivYf9cz/M0AbNFFFABRRRQAVj6r/wAhzQv+viX/ANEvWxWPqv8AyHNC/wCviX/0S9AGxXn6GDS/jrKgkeMavo4cqSSss6PgY9xGh/X1r0CuB+IuLDWfBuuC48lrbVltWLYC+XMMSEk9PlTH4mgDvqKKKACiiigDn/Cn3NZ/7C1x/wChCugrn/Cn3NZ/7C1x/wChCsj4ja3LHYQeGNL8qXWNcJtUjbcfKhYEPKwUEhQM8/U87SKAMzSUX4gfEGTxAxDaJoEjWtiu5XWe46tKOvAyhB74Qg8EV6VWdoOj23h/QrLSbQfubWIIDjG49WY+5OSfc1o0AFFFFAHN+L/+YD/2GLf/ANmrpK5vxf8A8wH/ALDFv/7NXSUAFFFFABRRRQAVm6Z/yENZ/wCvxf8A0RFWlWbpn/IQ1n/r8X/0RFQBpUUUUAFFFFABWN4q/wCRduP9+L/0YtbNY3ir/kXbj/fi/wDRi0AbNFFFABRRRQAUUUUAZEX/ACOF1/14Q/8AoyWtesiL/kcLr/rwh/8ARkta9ABRRRQAUUUUAZviH/kWdV/685v/AEA1Jon/ACAdO/69Yv8A0EVH4h/5FnVf+vOb/wBANSaJ/wAgHTv+vWL/ANBFAF6iiigAooooAK5v/mpf/cH/APa1dJXN/wDNS/8AuD/+1qAOkooooAKKKKACiiigArybV/gm+sapNe3Piu8kZ2bZ50PmMikkhdxfoMn0+les14pbP44+Js99qWjeI10zRYb2SCCNHeGQKApUnYMnIKk5bqTgYoAl/wCFAx/9DNN/4Cf/AGdegeBvCA8FaJNpq3zXgluGn8xo9mMqq4xk/wB39a8m8P8Ahjx/4k8KR65YeMb4+ashjtnv5gzFWK4znAJxxnjmvRvhRNcT+EZGvdVv7+8F26XC3ysJbaQKoaE7mJIBGc8fe5AORQB3NcF8VP8Ajx8Nf9jBa/yeu9rgvip/x4+Gv+xgtf5PQB1M2uwwTvE1lqTFGKlo7KRlP0IGCKj/AOEit/8Anw1X/wAF8v8A8TWxVTVb5NL0i91CQZS1gknYDuFUsf5UAee/DrVbWKLxDqC2l3L/AGhrE9wkltbtMDGcFQWUEZGW4967X/hIrf8A58NV/wDBfL/8TWF8Jbdrb4Z6QHj2O4lkPHUGViD+WK7WgDH/AOEit/8Anw1X/wAF8v8A8TR/wkVv/wA+Gq/+C+X/AOJrYooA5BtchPjGK4+x6jtGnum37FJvz5inO3Gccda1/wDhIrf/AJ8NV/8ABfL/APE1G/8AyPcP/YMk/wDRqVuUAY//AAkVv/z4ar/4L5f/AImj/hIrf/nw1X/wXy//ABNbFFAGP/wkVv8A8+Gq/wDgvl/+Jo/4SK3/AOfDVf8AwXy//E1sUUAY/wDwkVv/AM+Gq/8Agvl/+JrK8N65Db+HbKJrPUnKoRujspGU8noQMGutrG8Kf8ivYf8AXM/zNAC/8JFb/wDPhqv/AIL5f/iaP+Eit/8Anw1X/wAF8v8A8TWxRQBj/wDCRW//AD4ar/4L5f8A4mj/AISK3/58NV/8F8v/AMTWxRQBj/8ACRW//Phqv/gvl/8Aiay9R12GTV9GkFlqQEc8hIaykBOYnHAxz17dq6ysfVf+Q5oX/XxL/wCiXoAP+Eit/wDnw1X/AMF8v/xNcv8AES4t9f8AAup2S2l9FIsYmSWewkCoUIYksRhcgEZ7AntXoFQ3drDfWc9pcxiSCeNopEPRlYYI/I0Ac7ofjGDUtCsbxra9mklhUyvbWkkkfmYw4VlGCAwI49K0P+Eit/8Anw1X/wAF8v8A8TXNfCOV4fCM2iThFutHvp7OUK2ckOWz9MsQP92u9oAx/wDhIrf/AJ8NV/8ABfL/APE0f8JFb/8APhqv/gvl/wDia2Koa1q9poOjXeq3zFba2jLvjGW9FGSBknAHPUigDmNB8Q2mnWusz3MF6sI1C4meT7K5WNc5O44wuB1B6VheDrl9Q8RX/jXV7S9e4u18ixht7aSeKC3GOQ4BBJI5xgZ3H+LA43UPGUXiG5g8MysNP0fWNRF5d3LsN/lu4ZU6EJggfNzzjoAc/QUUUcEKQwxpHFGoVERQFVRwAAOgoAyv+Eit/wDnw1X/AMF8v/xNH/CRW/8Az4ar/wCC+X/4mtiigDH/AOEit/8Anw1X/wAF8v8A8TR/wkVv/wA+Gq/+C+X/AOJrYooA4nxPrUNx/Y2201BPL1SCQ+ZZyJkDdwMjk+w5re/4SK3/AOfDVf8AwXy//E1T8X/8wH/sMW//ALNXSUAY/wDwkVv/AM+Gq/8Agvl/+Jo/4SK3/wCfDVf/AAXy/wDxNbFFAGP/AMJFb/8APhqv/gvl/wDiaP8AhIrf/nw1X/wXy/8AxNbFFAGP/wAJFb/8+Gq/+C+X/wCJqhp+vQJe6qxstTPmXSsAtjISP3MQweODx0PbB7109Zumf8hDWf8Ar8X/ANERUAQ/8JFb/wDPhqv/AIL5f/iaP+Eit/8Anw1X/wAF8v8A8TWxRQBj/wDCRW//AD4ar/4L5f8A4mj/AISK3/58NV/8F8v/AMTWxRQBj/8ACRW//Phqv/gvl/8AiayvEeuQ3GhzRrZ6khLxnMllIo4kU9SK62sbxV/yLtx/vxf+jFoAX/hIrf8A58NV/wDBfL/8TR/wkVv/AM+Gq/8Agvl/+JrYooAx/wDhIrf/AJ8NV/8ABfL/APE0f8JFb/8APhqv/gvl/wDia2KKAMf/AISK3/58NV/8F8v/AMTR/wAJFb/8+Gq/+C+X/wCJrYooA5SPXYR4ouZvsWpYNlEm37FJuGHkOcYzjnr9fStP/hIrf/nw1X/wXy//ABNLF/yOF1/14Q/+jJa16AMf/hIrf/nw1X/wXy//ABNH/CRW/wDz4ar/AOC+X/4mtiigDH/4SK3/AOfDVf8AwXy//E0f8JFb/wDPhqv/AIL5f/ia2KKAOY1zXoJtA1KIWWpqXtZVDPYyKoyh5JIwB70/Sdfgi0axjNjqbFbeNSVsZSDhR0IHIrS8Q/8AIs6r/wBec3/oBqTRP+QDp3/XrF/6CKAKv/CRW/8Az4ar/wCC+X/4mj/hIrf/AJ8NV/8ABfL/APE1sUUAY/8AwkVv/wA+Gq/+C+X/AOJo/wCEit/+fDVf/BfL/wDE1sUUAY//AAkVv/z4ar/4L5f/AImsH+2of+E/+1fZNQ2/2X5ez7HJvz5uc7cZx79K7aub/wCal/8AcH/9rUAXP+Eit/8Anw1X/wAF8v8A8TV+yvEvoDKkVxEA23bPC0bfkwBxVmigAooooAKKKKACuE+GuiXvhn/hINGn0+W3s01Fp7Kd5AwmiYbV6dwEUn/e6DFd3XnHw11+8W61fQPE2ou/iGO/dljuGx5kZUEeUDjK/KzAKMYIPSgDnYNY8R/Cq4vvD8Ph2fVdNmuGl0udHchVfohIU5PTK/Kc7jyGBrtfhnpur2Ph+9u9bt1tr3VNQl1BoBkGMSBeCD905BOMkgEZ5yB2lFABXBfFT/jx8Nf9jBa/yeu9rgvip/x4+Gv+xgtf5PQB3tYPjeVIfAmvtIwVTp86gn1KEAfmRW9XCfGG5SD4aajGzYe4eGKMD+JvMVsfkpoA3/BgA8DeH8DH/Ett/wD0WtblQ2lrFZWcFpAu2GCNY0HoqjA/QVNQAUUUUAYb/wDI9w/9gyT/ANGpW5WG/wDyPcP/AGDJP/RqVuUAFFFFABRRRQAVjeFP+RXsP+uZ/ma2axvCn/Ir2H/XM/zNAGzRRRQAUUUUAFY+q/8AIc0L/r4l/wDRL1sVj6r/AMhzQv8Ar4l/9EvQBsUUUUAcD4dC6b8XvFlgbYxf2hb219CVACsqjY7fUu5/EGu+rz/xYINO+KfgvVHDx/aPtFlLKM4bK/ukPb77n/Ir0CgArgfitqdm3hv/AIRvy5LnVNYdIbS2icKdwdSHYngKGA69enHJHQeLfFVl4S0WS+uQJZz8tvaK4DzvkABc9uRkgHA7HocnwX4Xv7a5k8TeJZzceIr2MIwHCWsXBESgcZ4GT69O5YA808P/AApv9Z8QQNqJgXTNOYW10Vk+aZ487lQY6ZxknHB45r3+uf8ACn3NZ/7C1x/6EK6CgAooooAKKKKAOb8X/wDMB/7DFv8A+zV0lc34v/5gP/YYt/8A2aukoAKKKKACiiigArN0z/kIaz/1+L/6IirSrN0z/kIaz/1+L/6IioA0qKKKACiiigArG8Vf8i7cf78X/oxa2axvFX/Iu3H+/F/6MWgDZooooAKKKKACiiigDIi/5HC6/wCvCH/0ZLWvWRF/yOF1/wBeEP8A6MlrXoAKKKKACiiigDN8Q/8AIs6r/wBec3/oBqTRP+QDp3/XrF/6CKj8Q/8AIs6r/wBec3/oBqTRP+QDp3/XrF/6CKAL1FFFABRRRQAVzf8AzUv/ALg//taukrm/+al/9wf/ANrUAdJRRRQAUUUUAFFFFABXnOp/BrRNYvnvL/WdenmYnDSXSNtGScDKEgZJ4r0avM7v4aeJ7m8nnT4katEskjOI1WQBATnAxKBgewFAEf8Awojwz/0Eda/7/wAf/wAbrsvCXhOx8G6VLp2nz3U0Mk5nLXLqzBiqrgYA4+UfrXAap8NfGtrpk8+n/EDVr26jXclu0ksXmY7BvNOD6cYz3HWui+Ely974KFzLrd1q00lwTK11uLwPsTMWWY5A6g8Z3dBQB3dcF8VP+PHw1/2MFr/J672uC+Kn/Hj4a/7GC1/k9AHe1wvxOhjuIPC0Eqho5PEVojqe4IcEV1cuoXMcrouj30qqcB0eHDe4zID+Yrg/Gc1xqnjbwZaPZXUPlXUt39mZoi8xjCsNuHIGMNncR14z0oA9LorN/tO7/wCgFqH/AH3b/wDx2j+07v8A6AWof992/wD8doA0qKzf7Tu/+gFqH/fdv/8AHaP7Tu/+gFqH/fdv/wDHaAKr/wDI9w/9gyT/ANGpW5XKPf3P/CZxSf2Re7v7PdfK3w7iPMX5v9ZjHbrn2rZ/tO7/AOgFqH/fdv8A/HaANKis3+07v/oBah/33b//AB2j+07v/oBah/33b/8Ax2gDSorN/tO7/wCgFqH/AH3b/wDx2j+07v8A6AWof992/wD8doA0qxvCn/Ir2H/XM/zNT/2nd/8AQC1D/vu3/wDjtZPhnULmPw5ZImj3sqhDh0eEA8npmQH9KAOoorN/tO7/AOgFqH/fdv8A/HaP7Tu/+gFqH/fdv/8AHaANKis3+07v/oBah/33b/8Ax2j+07v/AKAWof8Afdv/APHaANKsfVf+Q5oX/XxL/wCiXqb+07v/AKAWof8Afdv/APHaytS1C5bWNFY6PeqVnkIUvDl/3TjAxJj35x0oA6eis3+07v8A6AWof992/wD8do/tO7/6AWof992//wAdoA5b4vQkeApdRilkiudMuoLu3dDjEgcID+Acn6gV1Gq6/p+j+H5tbuZgbKOLzQyEEyAj5QuSAScgD61wXxY8WXFj4X/sz7HJYyanuiMt2EceWMbwNhf5uQOcdSRyOOA8GavceIvEWhaLrl02safYqfsenwARrvjT5SwKqHCqp4ZvxOSrAHpXhHSrzxdqUPjfxGmFILaPpxLbLRM48wggbnYAEN06H+6F9FrN/tO7/wCgFqH/AH3b/wDx2j+07v8A6AWof992/wD8doAo+FPuaz/2Frj/ANCFdBXI+Gb+5jTVtmk3ku7U52Ox4flJI+U5kHI9sj3rc/tO7/6AWof992//AMdoA0qKzf7Tu/8AoBah/wB92/8A8do/tO7/AOgFqH/fdv8A/HaANKis3+07v/oBah/33b//AB2j+07v/oBah/33b/8Ax2gDN8X/APMB/wCwxb/+zV0lcd4pvriX+xd+lXkW3VYGG9oTvI3fKMSHk++B71v/ANp3f/QC1D/vu3/+O0AaVFZv9p3f/QC1D/vu3/8AjtH9p3f/AEAtQ/77t/8A47QBpUVm/wBp3f8A0AtQ/wC+7f8A+O0f2nd/9ALUP++7f/47QBpVm6Z/yENZ/wCvxf8A0RFR/ad3/wBALUP++7f/AOO1n6dqN0t9qxGjXzFrtSQHgyv7mIYOZOvGeM9R3yKAOiorN/tO7/6AWof992//AMdo/tO7/wCgFqH/AH3b/wDx2gDSorN/tO7/AOgFqH/fdv8A/HaP7Tu/+gFqH/fdv/8AHaANKsbxV/yLtx/vxf8Aoxan/tO7/wCgFqH/AH3b/wDx2snxLqFzJoM6to97EC8Xzu8OB+8X0kJ/SgDqKKzf7Tu/+gFqH/fdv/8AHaP7Tu/+gFqH/fdv/wDHaANKis3+07v/AKAWof8Afdv/APHaP7Tu/wDoBah/33b/APx2gDSorN/tO7/6AWof992//wAdo/tO7/6AWof992//AMdoAii/5HC6/wCvCH/0ZLWvXMx6hc/8JVcv/Y96WNlEPL3w7gN8nP8ArMY59c8Vqf2nd/8AQC1D/vu3/wDjtAGlRWb/AGnd/wDQC1D/AL7t/wD47R/ad3/0AtQ/77t//jtAGlRWb/ad3/0AtQ/77t//AI7R/ad3/wBALUP++7f/AOO0AHiH/kWdV/685v8A0A1Jon/IB07/AK9Yv/QRWXruo3T+HtTRtGvo1a0lBdngwvyHk4kJx9AafpGo3SaLYKui3zgW8YDK8GG+UcjMgP50Ab9FZv8Aad3/ANALUP8Avu3/APjtH9p3f/QC1D/vu3/+O0AaVFZv9p3f/QC1D/vu3/8AjtH9p3f/AEAtQ/77t/8A47QBpVzf/NS/+4P/AO1q0v7Tu/8AoBah/wB92/8A8drA+3XH/CwvN/sq83/2Vt8ndDux5ud3+s247dc+1AHY0Vm/2nd/9ALUP++7f/47Vy1nkuIi8trNbNnGyUoT9flYj9aAJqKKKACiiigArzO7+OHhuyvZ7SbT9YEsEjRuPJjGGU4PWTPavTK5/wAJeJ/+EptNRn+x/Zfsd/JZ7fN379gU7ugxnd09utAHFTfHDTryB4NB0PVbzUnGIYniXaW7Z2MzH6Ac+ore+Fmj6tpXhe4l1qEQ3mo3sl8YsYZA6qMMP4T8pOOwIzg5A7euc8G+KJPFWn31xLYrZyWl7JZvGs/nAlApLBto4+b9KAOjrgvip/x4+Gv+xgtf5PXe1wXxU/48fDX/AGMFr/J6AO9rgbq2W7+O1i0jHFloTXES9gzStGf0b9K76uA0o3F/8btfuGA8jTdMhsx/20Kyj9d9AHf0UUUAFFFFAGG//I9w/wDYMk/9GpW5WG//ACPcP/YMk/8ARqVuUAFFFFABRRRQAVjeFP8AkV7D/rmf5mtmsbwp/wAivYf9cz/M0AbNFFFABRRRQAVj6r/yHNC/6+Jf/RL1sVj6r/yHNC/6+Jf/AES9AGxRRRQBjeJ/DGneLdGfTNSV/KLB1kjwHjYHqpIODjI6dCaxvCXwy0DwdqEt/Ym6uLp08tZLp1byx327VABPHPJ44xk57KigAooooA5/wp9zWf8AsLXH/oQroK5/wp9zWf8AsLXH/oQroKACiiigAooooA5vxf8A8wH/ALDFv/7NXSVzfi//AJgP/YYt/wD2aukoAKKKKACiiigArN0z/kIaz/1+L/6IirSrN0z/AJCGs/8AX4v/AKIioA0qKKKACiiigArG8Vf8i7cf78X/AKMWtmsbxV/yLtx/vxf+jFoA2aKKKACiiigAooooAyIv+Rwuv+vCH/0ZLWvWRF/yOF1/14Q/+jJa16ACiiigAooooAzfEP8AyLOq/wDXnN/6Aak0T/kA6d/16xf+gio/EP8AyLOq/wDXnN/6Aak0T/kA6d/16xf+gigC9RRRQAUUUUAFc3/zUv8A7g//ALWrpK5v/mpf/cH/APa1AHSUUUUAFFFFABRRRQBy3jHwtqniX7F/Zvia80T7Pv8AM+zBv327bjO116bT6/erzbwl8N/FN1aai3/CV6xomy/kTy/KlT7RgL++/wBYud3TPP3epr3KvH7jxZ8QPGN7dv4LgtYNItrl7dbvdGxlK4OT5nYgggBeM4yaALc3wn8SXMEkE/xI1WWGRSjxukjKyngggzciu18G+ErPwZoK6ZaTSTbnM00snBeQgAkDsPlGBzj1PWvJ9M1f4v6z4eXW9P1BJ7RldlVYLfzG2kggLsyTkHjvXovwx1XVNb8IjUNW1a21KeaZirwoFMS7V/duAq4YNu7HgggkEUAdnXBfFT/jx8Nf9jBa/wAnrva4L4qf8ePhr/sYLX+T0Ad7XAfDyOa58S+N9WlcN52qm0UDsIMgfo6/lXf15p8EDcS+C726uMl7nU5Zt5/jyiAn8waAPS6KKKACiiigDDf/AJHuH/sGSf8Ao1K3Kw3/AOR7h/7Bkn/o1K3KACiiigAooooAKxvCn/Ir2H/XM/zNbNY3hT/kV7D/AK5n+ZoA2aKKKACiiigArH1X/kOaF/18S/8Aol62Kx9V/wCQ5oX/AF8S/wDol6ANiiiigAooooAKKKKAOf8ACn3NZ/7C1x/6EK6Cuf8ACn3NZ/7C1x/6EK6CgAooooAKKKKAOb8X/wDMB/7DFv8A+zV0lc34v/5gP/YYt/8A2aukoAKKKKACiiigArN0z/kIaz/1+L/6IirSrN0z/kIaz/1+L/6IioA0qKKKACiiigArG8Vf8i7cf78X/oxa2axvFX/Iu3H+/F/6MWgDZooooAKKKKACiiigDIi/5HC6/wCvCH/0ZLWvWRF/yOF1/wBeEP8A6MlrXoAKKKKACiiigDN8Q/8AIs6r/wBec3/oBqTRP+QDp3/XrF/6CKj8Q/8AIs6r/wBec3/oBqTRP+QDp3/XrF/6CKAL1FFFABRRRQAVzf8AzUv/ALg//taukrm/+al/9wf/ANrUAdJRRRQAUUUUAFFFFABXnPwlsZNCt/EPh+WC6R7PU3dJZoiiyxMAqMpPXPlk+mCPWqfwv8c6MfCywaz4kP8AaokeS4/tO5IxliFCM5wRtA4B4JPrWj4K+IVlqFpqr67r2mRSx6lNHbLJPHF+4AXZgZGRycNzn1oA5fQvGsXwrF74T8Q2WoSLbXDSWM0CIRJAxyDyw75OQTySDjbXXfCoXs3h/U9UvLJ7T+1tUn1CGNzn93IFII9sg4OBkc9CK2p/FHg65MZn13QpTG25DJdwttPqMng1r2Gp2GqwNPp19bXkKtsMlvKsihsA4ypPOCOPegC1XBfFT/jx8Nf9jBa/yeu9rgvip/x4+Gv+xgtf5PQB0OuapqmlaXqN+tlaNBawSTbvtTbyqqTnb5eM8dM/jXP/AA2h1Ww+H2kQ29nayQmNpUea5aJ2V3ZwSojYDhvU1f8Aideyaf8ADfW5ovvNCIT9JHWM/oxrb8O2Umm+GdJsZv8AW21nDC/+8qAH+VAB5+t/9A/T/wDwOf8A+M0efrf/AED9P/8AA5//AIzWlRQBm+frf/QP0/8A8Dn/APjNHn63/wBA/T//AAOf/wCM1pUUAco8urf8JnEfsVl539nuAn2t9u3zF53eXnOccY/Gtnz9b/6B+n/+Bz//ABmqr/8AI9w/9gyT/wBGpW5QBm+frf8A0D9P/wDA5/8A4zR5+t/9A/T/APwOf/4zWlRQBm+frf8A0D9P/wDA5/8A4zR5+t/9A/T/APwOf/4zWlRQBm+frf8A0D9P/wDA5/8A4zWT4Zl1ZfDlkIbKyePYdrPeOpPJ6gRHH511FY3hT/kV7D/rmf5mgCfz9b/6B+n/APgc/wD8Zo8/W/8AoH6f/wCBz/8AxmtKigDN8/W/+gfp/wD4HP8A/GaPP1v/AKB+n/8Agc//AMZrSooAzfP1v/oH6f8A+Bz/APxmsrUptWOsaKXsbIOJ5NgF45DHynzk+Vxxn1/rXT1j6r/yHNC/6+Jf/RL0ATefrf8A0D9P/wDA5/8A4zR5+t/9A/T/APwOf/4zWlRQBm+frf8A0D9P/wDA5/8A4zR5+t/9A/T/APwOf/4zWlRQBm+frf8A0D9P/wDA5/8A4zR5+t/9A/T/APwOf/4zWlRQByPhmXVQmreTZWb51Ocvvu2XDZGQMRnI9+PoK3PP1v8A6B+n/wDgc/8A8Zqj4U+5rP8A2Frj/wBCFdBQBm+frf8A0D9P/wDA5/8A4zR5+t/9A/T/APwOf/4zWlRQBm+frf8A0D9P/wDA5/8A4zR5+t/9A/T/APwOf/4zWlRQBx3imXVG/sXz7OzTGqwFNl2zbm+bAOYxge/P0Nb/AJ+t/wDQP0//AMDn/wDjNZvi/wD5gP8A2GLf/wBmrpKAM3z9b/6B+n/+Bz//ABmjz9b/AOgfp/8A4HP/APGa0qKAM3z9b/6B+n/+Bz//ABmjz9b/AOgfp/8A4HP/APGa0qKAM3z9b/6B+n/+Bz//ABms/TptYF9q2yxsSxu13g3jgA+TFwP3XIxjnjqfTJ6Ks3TP+QhrP/X4v/oiKgA8/W/+gfp//gc//wAZo8/W/wDoH6f/AOBz/wDxmtKigDN8/W/+gfp//gc//wAZo8/W/wDoH6f/AOBz/wDxmtKigDN8/W/+gfp//gc//wAZrJ8Sy6sdBnE1lZIm+LLJeOx/1i44MQ7+9dRWN4q/5F24/wB+L/0YtAE/n63/ANA/T/8AwOf/AOM0efrf/QP0/wD8Dn/+M1pUUAZvn63/ANA/T/8AwOf/AOM0efrf/QP0/wD8Dn/+M1pUUAZvn63/ANA/T/8AwOf/AOM0efrf/QP0/wD8Dn/+M1pUUAczHNq//CVXJFjZeb9iiyv2x9oXfJg58rr14x+Ppqefrf8A0D9P/wDA5/8A4zUUX/I4XX/XhD/6MlrXoAzfP1v/AKB+n/8Agc//AMZo8/W/+gfp/wD4HP8A/Ga0qKAM3z9b/wCgfp//AIHP/wDGaPP1v/oH6f8A+Bz/APxmtKigDnddm1g+HtTEtjYrGbSXcy3jsQNhyQPKGT7ZFP0ibWBotgI7CxZPs8e0teuCRtGMjyjj86u+If8AkWdV/wCvOb/0A1Jon/IB07/r1i/9BFAEfn63/wBA/T//AAOf/wCM0efrf/QP0/8A8Dn/APjNaVFAGb5+t/8AQP0//wADn/8AjNHn63/0D9P/APA5/wD4zWlRQBm+frf/AED9P/8AA5//AIzWB5uqf8LC3fY7P7R/ZWNn2ttu3zeu7y85z2x+Pauxrm/+al/9wf8A9rUAaXn63/0D9P8A/A5//jNXLVrp4ibuGGKTPCxSmQY+pVf5VNRQAUUUUAFFFFAHL6v8OvCeu6g9/qGjxyXL/fkSWSPd7kIwBPv1rmPDvwZ0O2t7xdfsILqV7t3tmhuZgEgIG1TyvIO7169TXp9FAHE/8Ki8C/8AQD/8m5//AIuui0Hw5pPhixey0e0+zW7ymVk8x3y5ABOWJPRR+ValFABXBfFT/jx8Nf8AYwWv8nrva4L4qf8AHj4a/wCxgtf5PQAfGO6SH4cXluQTJeTQwRKOpbeHx+SGu9rz/wCJUwm1fwZpPleY1xrUVwVIyNkeA36SfpXoFABRRRQAUUUUAYb/API9w/8AYMk/9GpW5WG//I9w/wDYMk/9GpW5QAUUUUAFFFFABWN4U/5Few/65n+ZrZrG8Kf8ivYf9cz/ADNAGzRRRQAUUUUAFY+q/wDIc0L/AK+Jf/RL1sVj6r/yHNC/6+Jf/RL0AbFFFFABRRRQAUUUUAc/4U+5rP8A2Frj/wBCFdBXP+FPuaz/ANha4/8AQhXQUAFFFFABRRRQBzfi/wD5gP8A2GLf/wBmrpK5vxf/AMwH/sMW/wD7NXSUAFFFFABRRRQAVm6Z/wAhDWf+vxf/AERFWlWbpn/IQ1n/AK/F/wDREVAGlRRRQAUUUUAFY3ir/kXbj/fi/wDRi1s1jeKv+RduP9+L/wBGLQBs0UUUAFFFFABRRRQBkRf8jhdf9eEP/oyWtesiL/kcLr/rwh/9GS1r0AFFFFABRRRQBm+If+RZ1X/rzm/9ANSaJ/yAdO/69Yv/AEEVH4h/5FnVf+vOb/0A1Jon/IB07/r1i/8AQRQBeooooAKKKKACub/5qX/3B/8A2tXSVzf/ADUv/uD/APtagDpKKKKACiiigAooooAKKKKACiiigArgvip/x4+Gv+xgtf5PXe1wXxU/48fDX/YwWv8AJ6AJPE0kbfFbwNFuBdRfMV7gGEYP6H8q7mvNpo5dQ+OO2O4g+1WGkl0d4SyIGfG0rvBLbZPvZHHG3vXb+Rrf/QQ0/wD8AX/+PUAaVFZvka3/ANBDT/8AwBf/AOPUeRrf/QQ0/wD8AX/+PUAaVFZvka3/ANBDT/8AwBf/AOPUeRrf/QQ0/wD8AX/+PUAVX/5HuH/sGSf+jUrcrlHi1b/hM4h9tsvO/s9yH+yPt2+YvG3zM5zjnP4Vs+Rrf/QQ0/8A8AX/APj1AGlRWb5Gt/8AQQ0//wAAX/8Aj1Hka3/0ENP/APAF/wD49QBpUVm+Rrf/AEENP/8AAF//AI9R5Gt/9BDT/wDwBf8A+PUAaVY3hT/kV7D/AK5n+ZqfyNb/AOghp/8A4Av/APHqyfDMWrN4csjDe2SR7DtV7N2I5PUiUZ/KgDqKKzfI1v8A6CGn/wDgC/8A8eo8jW/+ghp//gC//wAeoA0qKzfI1v8A6CGn/wDgC/8A8eo8jW/+ghp//gC//wAeoA0qx9V/5Dmhf9fEv/ol6m8jW/8AoIaf/wCAL/8Ax6srUodWGsaKHvrIuZ5NhFm4Cnynzkebzxn0/pQB09FZvka3/wBBDT//AABf/wCPUeRrf/QQ0/8A8AX/APj1AGlRWb5Gt/8AQQ0//wAAX/8Aj1Hka3/0ENP/APAF/wD49QBpUVm+Rrf/AEENP/8AAF//AI9R5Gt/9BDT/wDwBf8A+PUAUfCn3NZ/7C1x/wChCugrkfDMWqlNW8m9s0xqc4ffaM2WyMkYkGB7c/U1ueRrf/QQ0/8A8AX/APj1AGlRWb5Gt/8AQQ0//wAAX/8Aj1Hka3/0ENP/APAF/wD49QBpUVm+Rrf/AEENP/8AAF//AI9R5Gt/9BDT/wDwBf8A+PUAZvi//mA/9hi3/wDZq6SuO8Uxaov9i+feWb51WAJstGXa3zYJzIcj24+orf8AI1v/AKCGn/8AgC//AMeoA0qKzfI1v/oIaf8A+AL/APx6jyNb/wCghp//AIAv/wDHqANKis3yNb/6CGn/APgC/wD8eo8jW/8AoIaf/wCAL/8Ax6gDSrN0z/kIaz/1+L/6Iio8jW/+ghp//gC//wAerP06HWDfatsvrEMLtd5Nm5BPkxcj97wMY456H1wADoqKzfI1v/oIaf8A+AL/APx6jyNb/wCghp//AIAv/wDHqANKis3yNb/6CGn/APgC/wD8eo8jW/8AoIaf/wCAL/8Ax6gDSrG8Vf8AIu3H+/F/6MWp/I1v/oIaf/4Av/8AHqyfEsWrDQZzNe2TpviyqWbqf9YuOTKe/tQB1FFZvka3/wBBDT//AABf/wCPUeRrf/QQ0/8A8AX/APj1AGlRWb5Gt/8AQQ0//wAAX/8Aj1Hka3/0ENP/APAF/wD49QBpUVm+Rrf/AEENP/8AAF//AI9R5Gt/9BDT/wDwBf8A+PUARRf8jhdf9eEP/oyWteuZjh1f/hKrkC+svN+xRZb7G+0rvkwMeb1685/D11PI1v8A6CGn/wDgC/8A8eoA0qKzfI1v/oIaf/4Av/8AHqPI1v8A6CGn/wDgC/8A8eoA0qKzfI1v/oIaf/4Av/8AHqPI1v8A6CGn/wDgC/8A8eoAPEP/ACLOq/8AXnN/6Aak0T/kA6d/16xf+gisvXYdYHh7UzLfWLRi0l3Ktm6kjYcgHzTg++DT9Ih1g6LYGO/sVT7PHtDWTkgbRjJ80Z/KgDforN8jW/8AoIaf/wCAL/8Ax6jyNb/6CGn/APgC/wD8eoA0qKzfI1v/AKCGn/8AgC//AMeo8jW/+ghp/wD4Av8A/HqANKub/wCal/8AcH/9rVpeRrf/AEENP/8AAF//AI9WB5Wqf8LC2/bLP7R/ZWd/2Rtu3zem3zM5z3z+HegDsaKzfI1v/oIaf/4Av/8AHquWq3SREXc0MsmeGiiMYx9CzfzoAmooooAKKKKACiiigAorltd8dWOjauuj29jf6rqhjMjW2nxCQxDjBk5G0HI9cDk4yMroHji01rVn0e407UdK1NIvOFvfw7PMTJBKHPzAEe2e2cHAB1FcF8VP+PHw1/2MFr/J672uC+Kn/Hj4a/7GC1/k9AD/AA1DG3xY8cTlQZEWxRW9AYckf+Oj8q7qvP8A4cQmfW/GurtL5jT6w9sMHI2RZ2/o+Pwr0CgAooooAKKKKAMN/wDke4f+wZJ/6NStysN/+R7h/wCwZJ/6NStygAooooAKKKKACsbwp/yK9h/1zP8AM1s1jeFP+RXsP+uZ/maANmiiigAooooAKx9V/wCQ5oX/AF8S/wDol62Kx9V/5Dmhf9fEv/ol6ANiiiigAooooAKKKKAOf8Kfc1n/ALC1x/6EK6Cuf8Kfc1n/ALC1x/6EK6CgAooooAKKKKAOb8X/APMB/wCwxb/+zV0lc34v/wCYD/2GLf8A9mrpKACiiigAooooAKzdM/5CGs/9fi/+iIq0qzdM/wCQhrP/AF+L/wCiIqANKiiigAooooAKxvFX/Iu3H+/F/wCjFrZrG8Vf8i7cf78X/oxaANmiiigAooooAKKKKAMiL/kcLr/rwh/9GS1r1kRf8jhdf9eEP/oyWtegAooooAKKKKAM3xD/AMizqv8A15zf+gGpNE/5AOnf9esX/oIqPxD/AMizqv8A15zf+gGpNE/5AOnf9esX/oIoAvUUUUAFFFFABXN/81L/AO4P/wC1q6Sub/5qX/3B/wD2tQB0lFFFABRRRQAUUUUAFFFFAHnPgS4GofErx7dyRIJY54LdWxyFQOnB99ik/QVB4+ZdN+KHgTUoIx9qnnktJG65jJVcfh5r/nTpri68CfEHXNTuNIvLnRNZSGX7TYwmUwSINreYONoJZm754xnkBbV7rx18RdK1ddNvrXQ9GgeSJ7228rz5nJAKZOSuArA9tuCBkUAelVwHxYkWLTfDkjsFRNetmYnsAHrv68u+PJI8D2JHB/tKP/0XLQBp/By1EXw7trvcWlvria4lJ7tvKfyQV31cj8L7KWw+G2iQy/eaFph/uyOzr+jCuuoAKKKKACiiigDDf/ke4f8AsGSf+jUrcrDf/ke4f+wZJ/6NStygAooooAKKKKACsbwp/wAivYf9cz/M1s1jeFP+RXsP+uZ/maANmiiigAooooAKx9V/5Dmhf9fEv/ol62Kx9V/5Dmhf9fEv/ol6ANiiiigAooooAKKKKAOf8Kfc1n/sLXH/AKEK6Cuf8Kfc1n/sLXH/AKEK6CgAooooAKKKKAOb8X/8wH/sMW//ALNXSVzfi/8A5gP/AGGLf/2aukoAKKKKACiiigArN0z/AJCGs/8AX4v/AKIirSrN0z/kIaz/ANfi/wDoiKgDSooooAKKKKACsbxV/wAi7cf78X/oxa2axvFX/Iu3H+/F/wCjFoA2aKKKACiiigAooooAyIv+Rwuv+vCH/wBGS1r1kRf8jhdf9eEP/oyWtegAooooAKKKKAM3xD/yLOq/9ec3/oBqTRP+QDp3/XrF/wCgio/EP/Is6r/15zf+gGpNE/5AOnf9esX/AKCKAL1FFFABRRRQAVzf/NS/+4P/AO1q6Sub/wCal/8AcH/9rUAdJRRWfrWuad4e05tQ1S4+z2qsFaTYzYJ4HCgmgDQorM03xFomsOI9N1exu5Cu/wAuG4VnA9SoOR+NadABRRRQAUUUUAFFFFABXEfFLwtqXi7wxbWGliIzx3izN5r7RtCOOv1YV29Zup+ING0UhdT1Wzs3ZdypPMqsw6ZAJyfwoA4XTE+KelaVZ6dBp/hxobSBIEZ3kLFVUKCcOOcCrX2z4sf9A3wz/wB9S/8AxddrpusaZrETSaZqFreImAxt5lfaT0BweD9au0Aee/bPix/0DfDP/fUv/wAXR9s+LH/QN8M/99S//F16FRQB579s+LH/AEDfDP8A31L/APF0fbPix/0DfDP/AH1L/wDF16FRQB5mU+KR1VdR/s7w556wGADfJt2lg3TdnOQO9WvtnxY/6Bvhn/vqX/4uvQqKAPPftnxY/wCgb4Z/76l/+Lo+2fFj/oG+Gf8AvqX/AOLr0KigDz37Z8WP+gb4Z/76l/8Ai6PtnxY/6Bvhn/vqX/4uvQqKAPPftnxY/wCgb4Z/76l/+LqtYL8U9NsYrODTvDhiiGFLvIW655wwr0vpRQB579s+LH/QN8M/99S//F0fbPix/wBA3wz/AN9S/wDxdehUUAee/bPix/0DfDP/AH1L/wDF0fbPix/0DfDP/fUv/wAXXoVFAHnv2z4sf9A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" 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[IMAGE 0] Lasar Segall, Navio de Emigrantes, 1939‐41, óleo com areia sobre tela. Esta imagem é a reprodução de	82	USP_2019_82	[ "a) uma pintura impressionista, marcada por pinceladas soltas\ne pela temática da emigração americana para o continente\neuropeu.", "b) um mosaico cubista, caracterizado pelas formas\ngeométricas que procuram salientar a esperança daqueles\nque se dirigem para terras estrangeiras.", "c) uma pintura expressionista, que reforça o sofrimento dos\nque se deslocavam em um contexto de perseguições e\nintolerâncias.", "d) um painel surrealista, que procurava destacar o\nsubconsciente atormentado daqueles que deixavam seus\nlocais de origem.", "e) uma pintura futurista, influenciada pelas referências de\nmodernização tecnológica características da primeira\nmetade do século XX." ]	[ 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" ]	C	true	string	[ "history" ]	false	true	false	false	false	true
Em uma família, o número de irmãs de cada filha é igual à metade do número de irmãos. Cada filho tem o mesmo número de irmãos e irmãs. O número total de filhos e filhas da família é	46	USP_2019_46	[ "a) 4", "b) 5", "c) 7", "d) 10", "e) 15" ]	[]	C	false	string	[ "mathematics" ]	false	false	true	false	false	false
Forma‐se uma pilha de folhas de papel, em que cada folha tem 0,1 mm de espessura. A pilha é formada da seguinte maneira: coloca‐se uma folha na primeira vez e, em cada uma das vezes seguintes, tantas quantas já houverem sido colocadas anteriormente. Depois de 33 dessas operações, a altura da pilha terá a ordem de grandeza	50	USP_2019_50	[ "a) da altura de um poste.", "b) da altura de um prédio de 30 andares.", "c) do comprimento da Av. Paulista.", "d) da distância da cidade de São Paulo (SP) à cidade do Rio de\nJaneiro (RJ).", "e) do diâmetro da Terra." ]	[]	D	false	string	[ "mathematics" ]	false	false	true	false	false	true
O esquema representa, de maneira bastante simplificada, uma das possíveis hipóteses de relação de parentesco entre grupos animais, assinalados pelo nome comum de alguns de seus representantes. Na base do esquema, a característica que une todos em um mesmo grupo é a deuterostomia. [IMAGE 0][IMAGE 1] Identifique quais seriam as características I, II, III, IV, V que justificariam os respectivos grupos.	32	USP_2019_32	[ "a) I‐notocorda; II‐pulmão; III‐âmnio; IV‐pelo; V‐ovo com casca.", "b) I‐escamas; II‐encéfalo; III‐pulmão; IV‐glândulas mamárias;\nV‐âmnio.", "c) I‐mandíbula; II‐4 membros locomotores; III‐pulmão;\nIV‐ventrículo subdividido em 2 câmaras; V‐ovo com casca.", "d) I‐notocorda; II‐4 membros locomotores; III‐pulmão; IV‐glândulas mamárias; V‐pena.", "e) I‐âmnio; II‐pulmão; III‐mandíbula; IV‐ventrículo subdividido em 2 câmaras; V‐escama." ]	[ 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]	A	true	string	[ "biology" ]	false	false	false	false	false	false
Sobre a revolução cultural ocorrida na China, a partir de 1966, é correto afirmar que se tratou de	83	USP_2019_83	[ "a) movimento dirigido por intelectuais e estudantes contra o\ngoverno ditatorial de Mao Tsé‐Tung.", "b) proposta encaminhada pelos camponeses em busca da\nretomada das raízes xintoístas da China imperial.", "c) reação dos intelectuais refratários ao regime comunista que\npretendia restaurar o mandarinato.", "d) expurgo de cunho anti‐intelectualista que recusava as\ninfluências ocidental e soviética.", "e) um processo que culminou nas reivindicações de livre‐\npensamento e na abertura da China para o mercado." ]	[]	D	false	string	[ "history" ]	false	false	false	false	false	true
Os grandes aviões comerciais voam em altitudes onde o ar é rarefeito e a pressão atmosférica é baixa. Devido a isso, eles têm o seu interior pressurizado em uma pressão igual à atmosférica na altitude de 2.000 m. A figura mostra o gráfico da pressão atmosférica em função da altitude. [IMAGE 0][IMAGE 1] A força, em N, a que fica submetida uma janela plana de vidro, de 20 x 30 cm2, na cabine de passageiros na altitude de 10.000 m, é, aproximadamente,	13	USP_2019_13	[ "a) 12.400", "b) 6.400", "c) 4.800", "d) 3.200", "e) 1.600" ]	[ 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", 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TEXTO PARA AS QUESTÕES DE 76 A 79 [IMAGE 0] For most, The Gateway International Bridge functions as it should, allowing people to get between the U.S. and Mexico. But on a hot Sunday afternoon, a dozen migrants at the mouth of the bridge weren't getting anywhere at all. 5 They had been told, once again, to wait. At a press conference the next day, President Trump once again touted the border wall he has promised supporters. "The wall is getting longer and taller and stronger each and every day", he said, even though construction has not 10 begun. The President's characterization of the physical wall was false, but his Administration has effectively erected an invisible one. It is built, in part, from situations like the one at the bridge, which illustrates the problem with this kind of 15 barrier. The practices that Trump praises for keeping out criminals also punish those who are trying to follow the rules. Those migrants who spoke to TIME at the bridge had varied stories but shared a determination to cross. Some 20 understood a bit of what could happen to them next. How long could it take to get processed? And if they did ultimately apply for asylum, it remained to be seen whether their stories would qualify. The regulations governing such matters are complicated, and the vast majority who apply 25 are rejected. But in theory, their fates would be decided at immigration courts, not at the border. TIME, August 23, 2018. Adaptado. Segundo o texto, após ingresso nos Estados Unidos, os migrantes que requerem asilo	78	USP_2019_78	[ "a) têm seu processo julgado com mais rapidez.", "b) precisam comprovar sua idoneidade.", "c) aguardam na fronteira, onde sua petição é avaliada.", "d) são mais determinados a permanecer no país.", "e) têm seu pedido negado com frequência." ]	[ 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" ]	E	true	string	[ "english" ]	true	false	false	true	false	false
TEXTO PARA AS QUESTÕES 74 E 75 Voltada para o encanto da vida livre do pequeno núcleo aberto para o campo, a jovem Helena, familiar a todas as classes sociais daquele âmbito, estava colocada num invejável ponto de observação. (...) Sem querer forçar um conflito que, a bem dizer, apenas se esboça, podemos atribuir parte desta grande versatilidade psicológica da protagonista aos ecos de uma formação britânica, protestante, liberal, ressoando num ambiente de corte ibérico e católico, mal saído do regime de trabalho escravo. Colorindo a apaixonada esfera de independência da juventude, reveste-se de acentuado sabor sociológico este caso da menina ruiva que, embora inteiramente identificada com o meio de gente morena que é o seu, o único que conhece e ama, não vacila em o criticar com precisão e finura notáveis, se essa lucidez não traduzisse a coexistência íntima de dois mundos culturais divergentes, que se contemplam e se julgam no interior de um eu tornado harmonioso pelo equilíbrio mesmo de suas contradições. Alexandre Eulálio, "Livro que nasceu clássico". In: Helena Morley, Minha vida de menina. De acordo com Alexandre Eulálio, a protagonista do romance Minha vida de menina	75	USP_2018_75	[ "a) vivencia um conflito – uma ideia fortalecida por \"a bem\ndizer\" (L. 5).", "b) apresenta certo vínculo com o protestantismo – uma ideia\nsintetizada por \"ecos de uma formação britânica\" (L. 7-8).", "c) formou-se num meio alheio ao trabalho escravo – um fato\nreferido por \"num ambiente de corte ibérico e católico\"\n(L. 8-9).", "d) rejeita as influências do meio em que vive – uma\ncaracterística revelada por \"precisão e finura notáveis\"\n(L. 14).", "e) tem a sua lucidez psicológica abalada pelas ambivalências\nde sua educação – um traço reiterado por \"equilíbrio\nmesmo de suas contradições\" (L. 17-18)" ]	[]	B	false	string	[ "portuguese" ]	true	false	false	false	false	false
Observe os mapas referentes à delimitação da bacia hidrográfica do rio Xingu, com o detalhamento da parte sul, onde fica o Parque Indígena do Xingu (PIX). [IMAGE 0] Com relação às áreas delimitadas nos mapas, está correto o que se afirma em:	56	USP_2018_56	[ "a) Devido ao avanço do desmatamento nessa bacia\nhidrográfica nas últimas quatro décadas, processo iniciado\npela atividade pecuária ao longo dos rios e seguido pelo\navanço da monocultura de eucalipto, inviabilizam-se\nquaisquer ações de recuperação e de conservação do bioma\nAmazônico.", "b) O Parque Indígena do Xingu, criado principalmente para\nproteger diversas etnias indígenas, atua hoje como inibidor\ndo avanço do desmatamento, função esperada para as\ndiversas unidades de conservação previstas pelo Sistema\nNacional de Unidades de Conservação.", "c) Dentre as grandes bacias hidrográficas amazônicas, a bacia\nhidrográfica do rio Xingu, na disposição leste-oeste, é uma\ndas bacias da margem esquerda do rio Amazonas com\nimportante conectividade entre dois biomas brasileiros: a\nCaatinga e o bioma Amazônico, ambos biológica e\ngeologicamente diversos.", "d) O desmatamento, observado no mapa, é resultado da\nmonocultura de babaçu, praticada pelos indígenas que\nextraem seu óleo e vendem-no para indústrias de\ncosméticos.", "e) O avanço do desmatamento nessa área deve-se às\nmonoculturas de cana-de-açúcar e laranja, ambas\ncultivadas com variedades transgênicas adaptadas ao\nbioma Amazônico" ]	[ 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" ]	B	true	string	[ "geography" ]	true	true	false	false	false	true
No sistema circulatório humano,	36	USP_2018_36	[ "a) a veia cava superior transporta sangue pobre em oxigênio,\ncoletado da cabeça, dos braços e da parte superior do\ntronco, e chega ao átrio esquerdo do coração.", "b) a veia cava inferior transporta sangue pobre em oxigênio,\ncoletado da parte inferior do tronco e dos membros\ninferiores, e chega ao átrio direito do coração.", "c) a artéria pulmonar transporta sangue rico em oxigênio, do\ncoração até os pulmões.", "d) as veias pulmonares transportam sangue rico em oxigênio,\ndos pulmões até o átrio direito do coração.", "e) a artéria aorta transporta sangue rico em oxigênio para o\ncorpo, por meio da circulação sistêmica, e sai do ventrículo\ndireito do coração." ]	[]	B	false	string	[ "biology" ]	true	false	false	false	false	true
TEXTO PARA AS QUESTÕES DE 86 A 88 [IMAGE 0] It's a perilous time to be a statue. Not that it has ever been a particularly secure occupation, exposed as statues are to the elements, bird droppings and political winds. Just ask Queen Victoria, whose rounded frame perches atop hundreds of plinths across the Commonwealth, with an air of solemn, severe solidity. But in 1963 in Quebec, members of a separatist paramilitary group stuck dynamite under the dress of her local statue. It exploded with a force so great that her head was found 100 yards away. Today, the head is on display in a museum, with her body preserved in a room some miles away. The art historian Vincent Giguère said that "the fact it's damaged is what makes it so important." There's another reason to conserve the beheaded Victoria. Statues of women, standing alone and demanding attention in a public space, are extremely rare. To be made a statue, a woman had to be a naked muse, royalty or the mother of God. Or occasionally, an icon of war, justice or virtue: Boadicea in her chariot in London, the Statue of Liberty in New York. Still, of 925 public statues in Britain, only 158 are women standing on their own. Of those, 110 are allegorical or mythical, and 29 are of Queen Victoria. Julia Baird, The New York Times. September 4, 2017. Adaptado. No texto, a referência ao número de estátuas expostas em espaços públicos na Grã-Bretanha indica	88	USP_2018_88	[ "a) ênfase em personalidades alegóricas.", "b) escassez de monumentos do gênero feminino.", "c) desapreço por esculturas de corpo inteiro.", "d) falta de espaço em museus para peças de grande porte.", "e) preferência por figuras de destaque em batalhas." ]	[ 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" ]	B	true	string	[ "english" ]	true	false	false	true	false	false
Em uma urna, há bolas amarelas, brancas e vermelhas. Sabe- se que: I. A probabilidade de retirar uma bola vermelha dessa urna é o dobro da probabilidade de retirar uma bola amarela. II. Se forem retiradas 4 bolas amarelas dessa urna, a probabilidade de retirar uma bola vermelha passa a ser 1/2. III. Se forem retiradas 12 bolas vermelhas dessa urna, a probabilidade de retirar uma bola branca passa a ser 1/2. A quantidade de bolas brancas na urna é	24	USP_2018_24	[ "a) 8.", "b) 10.", "c) 12.", "d) 14.", "e) 16." ]	[]	C	false	string	[ "mathematics" ]	true	false	true	false	false	true
Note e adote: Considere o ar em repouso e ignore sua resistência. Ignore as dimensões das pessoas envolvidas. Velocidade do som no ar: 360 m/s. Aceleração da gravidade: 10 m/s2. Em uma tribo indígena de uma ilha tropical, o teste derradeiro de coragem de um jovem é deixar-se cair em um rio, do alto de um penhasco. Um desses jovens se soltou verticalmente, a partir do repouso, de uma altura de 45 m em relação à superfície da água. O tempo decorrido, em segundos, entre o instante em que o jovem iniciou sua queda e aquele em que um espectador, parado no alto do penhasco, ouviu o barulho do impacto do jovem na água é, aproximadamente,	4	USP_2018_4	[ "a) 3,1.", "b) 4,3.", "c) 5,2.", "d) 6,2.", "e) 7,0." ]	[]	A	false	string	[ "physics" ]	true	false	true	false	false	true
TEXTOS PARA AS QUESTÕES 72 E 73 Este último capítulo é todo de negativas. Não alcancei a celebridade do emplasto, não fui ministro, não fui califa, não conheci o casamento. Verdade é que, ao lado dessas faltas, coube-me a boa fortuna de não comprar o pão com o suor do meu rosto. Mais; não padeci a morte de dona Plácida, nem a semidemência do Quincas Borba. Somadas umas coisas e outras, qualquer pessoa imaginará que não houve míngua nem sobra, e, conseguintemente, que saí quite com a vida. E imaginará mal; porque ao chegar a este outro lado do mistério, achei-me com um pequeno saldo, que é a derradeira negativa deste capítulo de negativas: - Não tive filhos, não transmiti a nenhuma criatura o legado da nossa miséria. Machado de Assis, Memórias póstumas de Brás Cubas. Não sei por que até hoje todo o mundo diz que tinha pena dos escravos. Eu não penso assim. Acho que se fosse obrigada a trabalhar o dia inteiro não seria infeliz. Ser obrigada a ficar à toa é que seria castigo para mim. Mamãe às vezes diz que ela até deseja que eu fique preguiçosa; a minha esperteza é que a amofina. Eu então respondo: "Se eu fosse preguiçosa não sei o que seria da senhora, meu pai e meus irmãos, sem uma empregada em casa". Helena Morley, Minha vida de menina. São características dos narradores Brás Cubas e Helena, respectivamente,	72	USP_2018_72	[ "a) malícia e ingenuidade.", "b) solidariedade e egoísmo.", "c) apatia e determinação.", "d) rebeldia e conformismo.", "e) otimismo e pessimismo." ]	[]	C	false	string	[ "portuguese" ]	true	false	false	false	false	false
Uma das substâncias utilizadas em desinfetantes comerciais é o perácido de fórmula CH3CO3H. A formulação de um dado desinfetante encontrado no comércio consiste em uma solução aquosa na qual existem espécies químicas em equilíbrio, como representado a seguir. (Nessa representação, a fórmula do composto 1 não é apresentada.) [IMAGE 0] Ao abrir um frasco desse desinfetante comercial, é possível sentir o odor característico de um produto de uso doméstico. Esse odor é de	12	USP_2018_12	[ "a) amônia, presente em produtos de limpeza, como limpa-\nvidros.", "b) álcool comercial, ou etanol, usado em limpeza doméstica.", "c) acetato de etila, ou etanoato de etila, presente em\nremovedores de esmalte.", "d) cloro, presente em produtos alvejantes.", "e) ácido acético, ou ácido etanoico, presente no vinagre." ]	[ 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]	E	true	string	[ "chemistry" ]	true	true	true	false	false	true
TEXTO PARA AS QUESTÕES 74 E 75 Voltada para o encanto da vida livre do pequeno núcleo aberto para o campo, a jovem Helena, familiar a todas as classes sociais daquele âmbito, estava colocada num invejável ponto de observação. (...) Sem querer forçar um conflito que, a bem dizer, apenas se esboça, podemos atribuir parte desta grande versatilidade psicológica da protagonista aos ecos de uma formação britânica, protestante, liberal, ressoando num ambiente de corte ibérico e católico, mal saído do regime de trabalho escravo. Colorindo a apaixonada esfera de independência da juventude, reveste-se de acentuado sabor sociológico este caso da menina ruiva que, embora inteiramente identificada com o meio de gente morena que é o seu, o único que conhece e ama, não vacila em o criticar com precisão e finura notáveis, se essa lucidez não traduzisse a coexistência íntima de dois mundos culturais divergentes, que se contemplam e se julgam no interior de um eu tornado harmonioso pelo equilíbrio mesmo de suas contradições. Alexandre Eulálio, "Livro que nasceu clássico". In: Helena Morley, Minha vida de menina. O trecho do romance Minha vida de menina que ilustra de modo mais preciso o que, para o crítico Alexandre Eulálio, representa "a coexistência íntima de dois mundos culturais divergentes" é:	74	USP_2018_74	[ "a) \"Se há uma coisa que me faz muita tristeza é gostar muito\nde uma pessoa, pensando que ela é boa e depois ver que é\nruim\".", "b) \"Eu tinha muita inveja de ver meus irmãos montarem no\ncavalo em pelo, mas agora estou curada e não montarei\nnunca mais na minha vida\".", "c) \"Já refleti muito desde ontem e vi que o único meio de ter\nvestido é vendendo o broche. Vou dormir ainda esta noite\ncom isto na cabeça e vou conversar com Nossa Senhora\ntudo direitinho\".", "d) \"Se eu não ouvir missa no domingo, como quando estou na\nBoa Vista onde não há igreja e não posso ouvir no Bom\nSucesso, fico o dia todo com um prego na consciência me\naferroando\".", "e) \"Este ano saiu à rua a procissão de Cinzas que há muitos\nanos não havia. Dizem que não saía há muito tempo por\nfalta de santos, porque muitos já estavam quebrados\"." ]	[]	C	false	string	[ "portuguese" ]	true	false	false	false	false	false
Em 2016, as lâmpadas incandescentes tiveram sua venda definitivamente proibida no país, por razões energéticas. Uma lâmpada fluorescente, considerada energeticamente eficiente, consome 28 W de potência e pode produzir a mesma intensidade luminosa que uma lâmpada incandescente consumindo a potência de 100 W. A vida útil média da lâmpada fluorescente é de 10.000 h e seu preço médio é de R$ 20,00, enquanto a lâmpada incandescente tem vida útil de 1.000 h e cada unidade custaria, hoje, R$ 4,00. O custo da energia é de R$ 0,25 por quilowatt-hora. O valor total, em reais, que pode ser poupado usando uma lâmpada fluorescente, ao longo da sua vida útil, ao invés de usar lâmpadas incandescentes para obter a mesma intensidade luminosa, durante o mesmo período de tempo,	11	USP_2018_11	[ "a) 90,00.", "b) 140,00.", "c) 200,00.", "d) 250,00.", "e) 290,00." ]	[]	C	false	string	[ "physics" ]	true	false	true	false	false	true
TEXTO PARA AS QUESTÕES 83 E 84 Os bens e o sangue VIII (...) Ó filho pobre, e descorçoado, e finito ó inapto para as cavalhadas e os trabalhos brutais com a faca, o formão, o couro... Ó tal como quiséramos para tristeza nossa e consumação das eras, para o fim de tudo que foi grande! Ó desejado, ó poeta de uma poesia que se furta e se expande à maneira de um lago de pez* e resíduos letais... És nosso fim natural e somos teu adubo, tua explicação e tua mais singela virtude... Pois carecia que um de nós nos recusasse para melhor servir-nos. Face a face te contemplamos, e é teu esse primeiro e úmido beijo em nossa boca de barro e de sarro. Carlos Drummond de Andrade, Claro enigma. * "descorçoado": assim como "desacorçoado", é uma variante de uso popular da palavra "desacoroçoado", que significa "desanimado". ** "pez": piche Considere o tipo de relação estabelecida pela preposição "para" nos seguintes trechos do poema: I. "ó inapto para as cavalhadas e os trabalhos brutais". II. "Ó tal como quiséramos para tristeza nossa e consumação das eras". III. "para o fim de tudo que foi grande". IV. "para melhor servir-nos". A preposição "para" introduz uma oração com ideia de finalidade apenas em	84	USP_2018_84	[ "a) I.", "b) I e II.", "c) III.", "d) III e IV.", "e) IV." ]	[]	E	false	string	[ "portuguese" ]	true	false	false	false	false	true
No que se refere à crise do colonialismo português na África na segunda metade do século XX,	63	USP_2018_63	[ "a) a Era das Revoluções, ao implicar a abolição do tráfico\ntransatlântico de escravos para as Américas, erodiu as bases\ndo domínio de Portugal sobre Angola e Moçambique.", "b) Portugal, com um poder de segunda ordem no concerto\neuropeu, se viu alijado das deliberações da Conferência de\nBerlim, perdendo assim o domínio sobre suas colônias.", "c) as independências de Angola e de Moçambique foram\nmarcadas por um processo relativamente pacífico, que\nenvolveu ampla negociação com os poderes metropolitanos\nem Portugal.", "d) o processo de independência das colônias portuguesas, ao\ncontrário do que ocorreu nas colônias inglesas e francesas,\nnão se relacionou às polarizações geopolíticas da Guerra\nFria.", "e) o movimento de independência colonial foi decisivo para o\nprocesso de transformação política em Portugal, ao acelerar\na crise do regime autoritário nascido no período entre\nguerras." ]	[]	E	false	string	[ "history" ]	false	false	false	false	false	true
Prolongando1se os lados de um octógono convexo ABCDEFGH, obtém-se um polígono estrelado, conforme a figura. [IMAGE 0] A soma α_1 + ... + α_8 vale	29	USP_2018_29	[ "a) 180°", "b) 360°", "c) 540°", "d) 720°", "e) 900°" ]	[ 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]	B	true	string	[ "mathematics" ]	true	true	true	false	false	true
Sejam f: R->R e g: R+-> R definidas por f(x) = (1/2)*5^x e g(x) = log_10(X), respectivamente. O gráfico da função composta gof é:	25	USP_2018_25	[ "a) [IMAGE 0]", "b) [IMAGE 1]", "c) [IMAGE 2]", "d) [IMAGE 3]", "e) [IMAGE 4]" ]	[ "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" ]	A	true	images	[ "mathematics" ]	false	true	true	false	false	true
Note e adote: Aceleração da gravidade: 10 m/s^2 Desconsidere qualquer tipo de atrito ou resistência ao movimento e ignore a massa do balanço e as dimensões da pessoa. As cordas são inextensíveis. O projeto para um balanço de corda única de um parque de diversões exige que a corda do brinquedo tenha um comprimento de 2,0 m. O projetista tem que escolher a corda adequada para o balanço, a partir de cinco ofertas disponíveis no mercado, cada uma delas com distintas tensões de ruptura. A tabela apresenta essas opções. [IMAGE 0] Ele tem também que incluir no projeto uma margem de segurança; esse fator de segurança é tipicamente 7, ou seja, o balanço deverá suportar cargas sete vezes a tensão no ponto mais baixo da trajetória. Admitindo que uma pessoa de 60 kg, ao se balançar, parta do repouso, de uma altura de 1,2 m em relação à posição de equilíbrio do balanço, as cordas que poderiam ser adequadas para o projeto são	7	USP_2018_7	[ "a) I, II, III, IV e V.", "b) II, III, IV e V, apenas.", "c) III, IV e V, apenas.", "d) IV e V, apenas.", "e) V, apenas." ]	[ 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" ]	C	true	string	[ "physics" ]	true	false	true	false	false	true
O futurismo de Marinetti e o fascismo de Benito Mussolini têm em comum	66	USP_2018_66	[ "a) a constatação da falência cultural da Itália, que se agarrou\nao passado romano e ignorou os grandes avanços da\nPrimeira Revolução Industrial.", "b) o desejo de proporcionar aos cidadãos italianos o acesso\naos bens de consumo e a implantação do Estado de bem-\nestar social.", "c) o esforço de modernização cultural e a tentativa de demolir\nas edificações que restaram do passado romano.", "d) a valorização e a adoção das bases e dos princípios das\nteorias revolucionárias anarquistas e socialistas.", "e) a glorificação da ideologia da guerra e da velocidade\nproporcionada pelos avanços técnicos e militares." ]	[]	E	false	string	[ "history" ]	false	false	false	false	false	true
Note e adote: π = 3. Calor latente de vaporização da água: 2 x 10^6 J/kg. Densidade da água: 10^3 kg/m3. 1 dia = 8,6 x 10^4 sFuracões são sistemas físicos que liberam uma enorme quantidade de energia por meio de diferentes tipos de processos, sendo um deles a condensação do vapor em água. De acordo com o Laboratório Oceanográfico e Meteorológico do Atlântico, um furacão produz, em média, 1,5 cm de chuva por dia em uma região plana de 660 km de raio. Nesse caso, a quantidade de energia por unidade de tempo envolvida no processo de condensação do vapor em água da chuva é, aproximadamente,	3	USP_2018_3	[ "a) 3,8 x 1015 W.", "b) 4,6 x 1014 W.", "c) 2,1 x 1013 W.", "d) 1,2 x 1012 W.", "e) 1,1 x 1011 W." ]	[]	B	false	string	[ "physics" ]	true	false	true	false	false	true
Estuários são ambientes aquáticos em que há a transição entre rio (água doce, com salinidade menor que 0,5 g de NaCl por kg de água) e mar (água salgada, com salinidade maior que 30 g de NaCl por kg de água). Existem diferentes tipos de estuários, dos quais três deles são: 1. Estuário bem misturado: ocorre quando há grandes variações de maré e fortes correntes, causando rápida mistura entre as águas. 2. Estuário parcialmente misturado: ocorre quando o mar tem variações moderadas de maré e há mistura entre as águas, porém com diferenças entre a região superficial e a profunda. 3. Estuário do tipo cunha salina: ocorre quando o rio desemboca no mar, em que este tem pouca variação de maré, gerando grande estratificação. Medidas de salinidade da água em função da profundidade foram realizadas em um ponto equivalente para esses três tipos de estuários, conforme mostrado no esquema a seguir, gerando os gráficos I, II e III. [IMAGE 0] [IMAGE 1] [IMAGE 2] [IMAGE 3] A alternativa que relaciona corretamente o gráfico com a respectiva descrição do tipo de estuário é: 1 \| 2 \| 3	57	USP_2018_57	[ "a) I \| II \| III", "b) II \| I \| III", "c) II \| I \| III", "d) III \| I \| II", "e) III \| II \| I" ]	[ 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]	E	true	string	[ "chemistry" ]	true	true	false	false	false	true
Na figura, A e B representam duas placas metálicas; a diferença de potencial entre elas é VB – VA = 2,0 x 104 V. As linhas tracejadas 1 e 2 representam duas possíveis trajetórias de um elétron, no plano da figura. [IMAGE 0] Considere a carga do elétron igual a -1,6 x 10^-19 C e as seguintes afirmações com relação à energia cinética de um elétron que sai do ponto X na placa A e atinge a placa B: I. Se o elétron tiver velocidade inicial nula, sua energia cinética, ao atingir a placa B, será 3,2 x 10^-15 J. II. A variação da energia cinética do elétron é a mesma, independentemente de ele ter percorrido as trajetórias 1 ou 2. III. O trabalho realizado pela força elétrica sobre o elétron na trajetória 2 é maior do que o realizado sobre o elétron na trajetória 1. Apenas é correto o que se afirma em	9	USP_2018_9	[ "a) I.", "b) II.", "c) III.", "d) I e II.", "e) I e III." ]	[ 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]	D	true	string	[ "physics" ]	true	true	true	false	false	true
[IMAGE 0] O Brasil possui um território extenso, com 92% pertencentes à zona intertropical. As massas de ar que atuam em território brasileiro possuem influências oceânicas e continentais. Sobre as características dessas massas de ar, é correto afirmar:	51	USP_2018_51	[ "a) W representa a Massa Equatorial Atlântica de ar quente e\númido, responsável pela grande umidade na Amazônia.", "b) Y indica a Massa Polar Atlântica, que se desloca a partir do\nsul em direção ao norte do território brasileiro e tem como\ncaracterística a presença de ar frio, podendo atingir a região\nCentro-Oeste no inverno.", "c) Z indica a Massa Tropical Continental, que tem como\ncaracterística a presença de ar quente e úmido,\nocasionando alagamentos no Centro-Oeste no inverno.", "d) X indica a Massa Equatorial Continental de ar quente e seco,\nque atua no nordeste do litoral brasileiro.", "e) V representa a Massa Temperada Atlântica de ar frio e seco,\nque atua no sul do litoral brasileiro." ]	[ 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X3/JxWh/9irqH/pZZ16PQAUUUUAFFFFABXnetf8nBeEP+xY1n/wBKtMr0SvO9a/5OC8If9ixrP/pVplAHolR3E6W0MkshwkalmPsBk1JXm/xX+HB8T3FnrNraLqV3axtBNp80uxbmE84Uk7RIp5BOAQSCeQQAR2PxivNSsbe7t/CN+0FxGssbNd26kqwBBI38cGqmo/GLV5Lr+yrDwu9vqs1tJPFJfXsfkoFKrubZuJwzrxgZ55FUtBvrTU9FsbqxXZZzQo0SYA2rgYUgdCOmO2KybP8A0j4h6o/8Nrp1vEPYvJKzfoiUAbHwh8OfYfGGpzW0snk2dstvfTbiPt15IRK0kg6FlXBz/wBNcdBXsVcB8G187RdY1FcGHUNUmmhkHSREVIQwPcHyjg9xiu/oAKKKKACiiigAooooAK8m8T/DO60jXbzWdFsF1yPUZGkvLGYxLMrkZDRyPjK5GNjNxkbcAYr1migDwD/hD/Fdwl1e+GdAuvDU0iGIsb5LSSV+iu0KhlZVI5LEEg8ZFe92/m/Z4vO2+dtG/b03Y5x+NSUUAYvizwra+LtMW0uZJreSKVZ7e6tyBJBIAQHXII6EgggggkHrXDR/A0ahYg654hvL/U9xJmihiECjPAWF0ccDHXqc9K9TooA8ouvgrc2Wh3qWPiK6W48p/LgisbVYXODhSgjGc/7w61gfDfwXJ450XTodSt72w8P2Filt5ReS3kubkIFbptbZHgjnhmPovPu1FAHn+l/BrSoxnXbm48TOoCRrf4ESKB/zzXCsx7swJ+lT33wX8JXRAh03+zYyNs0WnuYEuE7pIq8MP15Izya7migCC4s47myltWGIZIzEQvHykY4/CvFdL+DOt6fplpZtpHhW4eCJIjcSBsvgAbiPJ6nGcZ/GvcaKAON8DeAj4Q8OalYzXQkkv5XuJVsI/IjhLIqFYQOV4UHOc7snjOK3fC9xFceH7Fre0vLK3WMJHDqClZwq/KC4YlskAH5ueeea1aKACiszxB4dsfFGmmx1GNpbcyJJhJGjO5WDA5Ug9RTNaXV/tGmvptxZwWkc26+W7jZmeHB4Qgja2ccnIoA1qKQMGAIOQehpaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA84vv+TitD/7FXUP/Syzr0evOL7/AJOK0P8A7FXUP/Syzr0egAooooAKKKKACvO9a/5OC8If9ixrP/pVpleiV53rX/JwXhD/ALFjWf8A0q0ygDvry7hsLWa5uZVgt4UMkkkhwqqBkkn0ArymPxz4s17ff2Fzp+ladMxa1t7qweWbyv4Wc+auCw+bbjjIB5BrT+Ll899e6D4bUj7NfPJdXqZxvgh2/J9DI8eRjkBhn1pUAZ2g6XLpNnLHPOlxcTXM91LJFF5SFpJGkIVMnaBux1PSuU1mxutN8TX93qUFxN4WvGWS7bTZcXGyOHAjYHbtQsGLMG6EDgZNd5XF6Xbn4hb7/UZFbRYriWG30yM5SRopGQyTH+PlchB8o4J3HoAeg6b8ZNFbTbMaNoGt3NgsCbPJsVgSJdowgErJnAx9wEehq5N8YLHYPsmha7eTEcR/Y/JwfdpWVfyJrG6cCigC4PilruGDeD/nbGxl1OMoPXeSoIP+6rfWrmn/ABes/Ogh1nSdQ0FpHERubgRyWocnAHmIxwCcYZlXqOh4rA1C/t9Lsp7y7lWC2hQySSP0VR1NcvJ8R/D2pWLRKLi+mmRlbS1spHuSMdHh25VSMcsAvI55oA+hKWvHfgnea3a+INV0i8hS00xLKG7gsRdtcm1Z3ddgZlG0EJ90EqCOK9ioAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArgPi94P1HxppdpaQ6uukaMrO2qP57RFrcgBuQMH5d/DfLyCc4xXf1n+INJj1/QdS0yZnSG9tpLZ2jxuCupUkZ74NAEXhXT7TSfDemWdhdvf2UFukcNzJKJWkQDhtw68Vq1xHwZ1zSNa+Hekpo32hLaxiWzeK8ULPG6KMiQDjcchsjrurt6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA84vv8Ak4rQ/wDsVdQ/9LLOvR684vv+TitD/wCxV1D/ANLLOvR6ACiiigAooooAK871r/k4Lwh/2LGs/wDpVpleiV53rX/JwXhD/sWNZ/8ASrTKAN7xt4Hh8Xw20qXDafqtkxe0vo13FCfvKy/xI2BlfYEEEA1wjWfiyx3RXPhW5vZIyQ1xp1zbmKQD+JFklVxkfwkZHTJ6n2GigD511TUL7xdqFz4dhgn0WBYlOoPeo0VyY33DZEhHQ4wZc4GcDJ6LHp+o+AcR6RZTaxoBAVbBZs3Fo2MDyy5w0ZwPlJBXORkcD3HxB4P0XxUsQ1bTbe+MWfLkkX50z12sOR+BrkZvhJc2eV0bxLdWluP9Xa30CXaRj0DHbIR9XNAHMeHfEB1xbyOaym069s5RDcW8zI+1iiuMMhIIIYH19QKz9a8ZeXfHStGgOo6yJliZJI5Vt4fl3sZJQhUYXHAycsvHNR+JPCup+BfGFjHpdz9tu9UilnvLnVJmigupFVFVY440IRkVAfUqTy2MjV8MaG2gaWIJZzd3csjXF1cEY82ZzlmA7DsB2AA7UAZI0vVvF0sba1EdI0yJkcaZFKsjzurBsyuBgICowqnn+I87R1lFQX95Hp1jc3czbYoI2ldj2VQST+QoA2vhHZm8bW/EBGI7+cW1t7wwbl3fjI0pHttr0Oua+GmnS6T8O/DNnOuyeHTbdZV9H8td365rpaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKQ+1AHH/AA5+wt/wkjWXh9tA26xcRyl0K/bGGMzjIHDZ47cV2NZnhm01Kx0Gxt9YvU1DVI4wLi6jTYsj9yB2FadABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAecX3/ACcVof8A2Kuof+llnXo9ecX3/JxWh/8AYq6h/wCllnXo9ABRRRQAUUUUAFed61/ycF4Q/wCxY1n/ANKtMr0SvO9a/wCTgvCH/Ysaz/6VaZQB6JRRRQAUUUUAY/irwtZ+L9JaxvN8eGEkNxCdssEg+7Ih7EfkQSDkEivGda8Qal4Y0fWYb2KGTWtI2+buBSKWJmG24GMkIVyxA6FWXtmvfq85+OHh2xvPBOp6wbVDqthbkwXQGCqk4ZX4O6IgncuDkZxzigDkfD/iG4u7uXTNWtVsNXiXzNkb74p4848yNu46Ag8qSM9QS/xhD9s0ddPxu/tG6t7Er/eWWZEcf98Fj9Aa4S30Hx5pN5ocFxBput2mlyloLy3laCdozGyeXJvJwvIyRvJ2AkZrorjxoIda8Oz3ml31nd6fqsRnhkt3eAI4MJk89Rs2gS7wc5+XBANAH0T04HSloooAKKKKACiiigAopGYKpJOAOSTXnWp/Gqzha5fSdE1LxBY2wPmXtiIhGxHUR73Uy4x1QEE8Ak0AejVh+JvGui+EY4zql8kEsv8AqrdQZJpfZI1BZvwFeX2eseLtehkv5PEN7o8N5I8iWC2tvvt4Sx8tQWQlX27d2c8k9KxdUH/CP3cVrpKNqHifVd3+m38hldY1xullY87F3ABBgEsAMZJABmax8UNW1rxJdWo1/ULbX5Q39leHdHtz5kI3OYzc43qWZTGSH2qoB4717b418VXfgvwDNqs6QvqMcUUZ3HEKzOypuY9kDNk+wNeR+FdXtfg34mls4rSXWLvXLNDHswJp7qOVjI8jdFDicsSeAISADwK6C6HiDxJmTWtcurdJOf7O0mTyIYx/d8wASP7ksAf7o6UAbfhLXb34reA9XtI9ditdXtbtrX+1dKA27lKSxyBdx4KsoZc4PzCuqsdN8Rpqek3N3q9vJBHatFqFrFb7Y5ZeCssecsnfIJIxj615Ta/D/RtPkaWwjutOuWOWubO8mjlZsk7mYN8xyTy2fTpXV+AfEGrWni8+H9Q1R9VtJrF7u3mvEUTqySIrJuUAOMODyMjHU5oA9OoqtdalZ2KF7i6gt0HVpZAoH5mo9P1rT9WZxY39reFOWFvMsm3Prg8UAXaKbIzLGxVd7AZC5xk+leN+Ef2gVvvEWrWfidNK8P29oBGiQ34u380H5hvTgjB9BgjGSc7QD2aublbxP/wn0Kxpaf8ACJ/YiZHP+v8AtG44A56Yx29azW+NPghFLN4ks0UdWcsoHuSRxVrWPiv4R0FY2vdetEElsLxPLJk3QnOJBtBypwefagDrKKwfDdpqBuL7UrzWDqNtessllbpAIo7eDGVGOWZjnlifTAFb1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAecX3/JxWh/9irqH/pZZ16PXnF9/ycVof/Yq6h/6WWdej0AFFFFABRRRQAV53rX/ACcF4Q/7FjWf/SrTK9ErzvWv+TgvCH/Ysaz/AOlWmUAeiUUUUAFFFFABXL/EvQLnxN4K1Gxs1El0Qk0cLNhZjG6v5Tez7dpzx81dRRQB87yfER4vEyadJpFzb2iQh7ye4zHLZu0iookiI4Ullw4JBz6AkdTqenwavp1zY3K77e4jaKRQcHaRg4PY16rqGl2mq2lzbXltHcQXMRhmSRQQ6EEFT7cmvJfEmjj4d6xp0KalLPol6k3yahIGa0Ma78iU8smM/fJIx97HFAHT/D7xw91Inh3W5QNegQ+VMw2rfxLj96vbdjG9ex56EV3tfNGp6KuveMtaWJY5boabb3FnqAP7y0kzIECHPRiCxII9D1r1DTPjCsNvb/8ACQaFqekuYx5k8cS3MRkx8wAhZ2AznBI/HNAHo9Qm7gE4gM0YmPSPcN35V5Zq3xC8Wa9ZyPoVha6FFsZ4ZNSzLPMcfIrRDAiBOMksxAPQHpwdlptq2nyXeoaHdanNbzH+0vEdnH/q7nO5yrhhNhWONyjCgYOMHAB9K0V4ppeq6toMcWqaFqtzrtky75LC+vGuEuE9YpWJZH9OSp6EDO4emW/jvQ7jwmviQ38UWkmMSNM7fcP9wjrvB+Xb1zx1oAo/Fm+ax+G/iJkOJpbR7aL/AK6S/u0/8ecVyNrbJZ2sNvGAscSKigDAAAwKoX1zeePtSOpan9qtdJjkR7DSHcoMIdyzTKDy5bBCnhdq8bs1qUAFct4TA1bXdf1w/MrzjT7Zv+mMGQxH1laX6gLW/qkN1caZdxWUqwXjxMsMsgyqOQQrEdwDiua+H0l3pyXfhy8htUk0iOBUktGYrIjqSCd3O7Ktk980AP8A+EdN14Jj+ITM1xqVpeyXckbcqlnGZoTEg7FUdpM9WYc8Yx1asGUEHIIyDXOy2us6XBr+jaTb2zaNrkIVnuJm22Uj7xO6xY+berKQAVG4Enqa37W3FrawwhmcRoEDN1OBjJoAkqhq2g6friRrf2kdyIzuQuOUPQ4I5FX6KAMOLwL4dhYFdD0/cP4mtkY/mRUi6LJoeq22r+HFs9N1CBHiaNrf9zcRtglHC4PVVIYdCOhyRWxRQBX1DxB40123e2mvdN0O3kG1202OSW4IPXZI5AQ++wkVh+Gfhz4e8H6hdX2lWH2e8uhiaZppJGfJyc7mPU810lFAHFyaFo3h3xeup69YHXdG1GVvP8+3a4e0lCgxlVRctGdpXaQcErjjNLeWOr/FbWdaj0mLQLe1GnPpFvB9omguLW3cn95JC8AJ7YUYHy43d67OszWNCj1Ty54pZLLU4ATa6hbnbLAx9COq5xlTkHuKAPZbeLyLeOLO7YoXPrgYqSsDwH4ik8VeD9J1WdFiubmAGVEOV8wZV9vtuBx7YrfoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDzi+/5OK0P/sVdQ/9LLOvR684vv8Ak4rQ/wDsVdQ/9LLOvR6ACiiigAooooAK871r/k4Lwh/2LGs/+lWmV6JXnetf8nBeEP8AsWNZ/wDSrTKAPRKKKKACiiigAooooAKwvF3gnRfHWnCx1uyW8gUkr87I65BVsMpDDIJBweQSDW7RQB5BonwHuNA1LWpdP8QNYWdzMGs4UtllMMQGViJf+FWZtqrgAH1JrOutXk8Matd6Z4gvdPVoIvPS/t38uKRRgMGVifLddyEqWPDqQfT3CuH0z4P+H7F9YNzbJqf9oao2rD7ZGrmCZlA+U47EEjPTOO1AHFxxy+JvFEGhJqw0a1uLQzrcxoGmujkgpCx+VSqjcTgnDDA4Jr17RdFs/D2l2+nafAtvZ267EjGT9SSeSSckk8kkmvOvB/wj1HT5dFXXNRt57PRBGbSGyVlaWRF2rJKzcjA/hXgk8kjivU6APDte0Oz0z4oX7WMsmmWVpbpd3Nus7iGaSbzAxKFtiqNm7hQSxJz1B4HStM1ObxDq8emJ/aHh+bxDDds7SjEMqbGkkTOMjmWNgM/wY+61etfHzwba6r4bk1omWJrXyob9YuFurEzL50cnfaFLNkcgbh0Y1T0mzsrDTbeDTYoYLFEHkpbgCMKeRtxxigC3RRRQAVyviKP+y/Fnh/U7Ztk15MdMuY+00RjkkUn/AGkZCQfR3HeuqrF8VeH5detrV7W8ax1CxmNzaTBVdRJ5bph1YHKkOwOMH0IoA2qK5SPxN4iWNYZPCVw17gK0qXkAtS3chi28L/wDPtTm8W6lo8kX9vaKtlayyJEL2yuhcQxszBV8zcqMoJIGQpHPJFAHU0UUUAFFFFABRRRQAVW1TTYNY0+4sbpWa3uEMcio7ISpGDhlII/A1Zqhr15aWOj3Ul9eJYW5Qobh2C7S3AwfXJ496AOBktbZiLPwm+oanq2nqILbUjfOtvppVflQSYKnGRmNVbPRuK9a8I+PNR0/UrfR/E88Vw10dtnqscYiWST/AJ4yKOFf+6RgN0wCOeG+GNxeyeE7WG806PT1tQtvAYgyrPGqqBKEZVZATngjNdHqWm2+r2M1ndR+bBMu1lzg+xB7EHkEcggGgD1+iuC+FfxC0/xJ4a0SzuNZguvEQsozd27OBP5gUB8rxyD1rvaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDzi+/5OK0P/ALFXUP8A0ss69Hrzi+/5OK0P/sVdQ/8ASyzr0egAooooAKKKKACvO9a/5OC8If8AYsaz/wClWmV6JXnetf8AJwXhD/sWNZ/9KtMoA9EooooAKKKKACiiigAooooAKKKKACiiigBrKGUgjcCMEHvXhfgEbfCdiNvlnMmY8YEZ8xsoB2Cn5ce1e43Ku9vKsbFHKEKw7HHBrw/4f4/4QnReMP8AZU8zPUyY+cn3LZzQBv0UUUAFFFFABVfUNPt9WsLiyu4lmtriNo5I26MpGCKsUUAcbY3Hi7RrNNPGlW+rfZflW/mvxEbiIH5fl2E+ZtwDnC55zzwzWfE3iWDSbu+GmWOg21vGztNqtx57EgcARxHBycD7+eehrta5bx5/piaLpIP/ACENRiWRF6mKPMr/AEH7sDPv70Ab+k3ct/pdnczwNazzQpJJA/WNioJU+4PH4VaoooAKKKKACuU8XSNc694c02Xbb2ct19pNy3O6WLDRwjsCxy2T2Qgcnjq6zvEWk2mtaNdWl63lQMm7zg21oWXlZFb+EqQGB7EUAaNFcD4Z8aa9dQ+G31KwsxaaoxgS4hmcyyERO4l8soAqsI843HG4V31AGfrWjx6xaBN5t7mJhLbXSAF7eVTlZF9we3cZB4NbXh/426a0MlprolttVs5GgvXtLOaS2Rh91twU7QykNgnjOCe553XPE0Gi3ENqLe7vr6dGkjtrOEu5VcAsScKoyQMsR1qPwTpFxovhqzgvADqLqZrtwcl5nO5yT3OSenHHHGKAO+b4xeE+PK1Ca697WxnlA+pVDio4fjL4aZ/9IkvtPhJwLi+0+eGHHqXZMKP94isGsPxhqVzY6bBDZMsV5fXMdnFNIu5Yt55fHchQxA7nFAHtttdQ3lvHPbypPDIoZJI2DKwPIII6ipa8K8O+F5fAtvCvhbUJdNeNVEkVxmeC6x1aVCQdx/vIVPTqBiu78K/EhrzUIdH162XTtWlJW3mhybW7wCfkY/dfAJ2NzwcFgM0Ad1RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVT1jWLHw/pd1qWp3cNhp9rGZZ7m4cJHGg6szHgCvPYfiF4w8bDzPBnhaG10lv9XrfiiWS1WUf34rVFMrr7yGLPUZFAHp1Feb/wBm/F2DMo8QeC73v9lOh3duD7eb9rfH12H6Ulr8Wrvw9f2+n+PtBPhWS4kWGDVre5+16VNIThU8/ajRMTwBKiAkgAsaAPSaKKKACiiigDzi+/5OK0P/ALFXUP8A0ss69Hrzi+/5OK0P/sVdQ/8ASyzr0egAooooAKKKKACvO9a/5OC8If8AYsaz/wClWmV6JXnetf8AJwXhD/sWNZ/9KtMoA9EooooAKKKKACiiigAooooAKKKKACiiigCG7laC1mkRPMdEZlQfxEDIFeAfDvxBY3mm2+lxzl9Vitlu7yHymTynlZmZeRxh9wx2xXtPjbxKPCPhbUNV8sTSwpiCEnHmzMQsaf8AAnZR+NeZ6LpMliJ7m8nN7q143m3l4w5kfsAP4UXoq9h75JANKiiigAooooAKKKKACuV8czR6ZdeH9XmDpb2N6xuJ1UsIoXhkUs2Oi7imT269K6qsLxhrUWl6X9nNsL+8vs21tY/8/DlTlT6KBksewBoA3VYMoIOQeQRRWb4a0ubQ/D2m6fPcfaprW3jhebn5yqgZ5Oe3etKgDiNe8V63pfi5tOhTS1tZYY2tFv3kgNzISwdFlAZdwwvy7c4OfpdX4iafax41W11DR514kjubORkUj0kRSjD0INO+I3zeHoIyo2SajZRux/gBuY+f8+tdRQBy8fijW9SUSab4Zm8huVl1O5W13D12AO4/4EoPtUMPgeTW42n8TXlxezyvuewt7qRLJFzlYtg2iQAYyXB3HPAHA66igDE8U+HYNc09T5j2t3abpbS5hmaEwybSAcjtgkEEEYJ4pfBOpSax4P0W9lMjyz2cTu8uNzttGWOOOTzx61T+Im+48NvpsZ2NqssenGT+4kp2uw9wu7HviuljjWKNURQqKMKqjAAHagDmrBg3xC1b7Qdky2MC2qn+KLc5dh/wMgH0wvrXTVj+IvDo1r7JcQTCy1Ozk8y1vPL37M8MpGRuRhwVyOx6gGm+D9al17QYbi5Ea30bvb3SRDCrNG5RwBk4GRkZPQigDarmvHu630u01HaXh0y8ivZ1Xr5Skh2H+6rFvfbXS1l+KtQTSvDGrXskfmpb2kspj/vYQnH40AaassihlIZWGQR0IqlrdpZXmmTrqHy2sY81pN5QxbfmDhhypUjII5GKTw9YSaToGmWUrb5ba2ihZvUqgBP6VieKmk8QajD4YgYxwzxefqUynBS23bRGPRpCGXPZVc9cUAb/AMJ/ijrepXllpfiGz8u0vPMj0rVJG2zXYQbkMsePkZ49zDpny2yBkCvYa8N8TSJo9npupIoWLSb63uio4AiVwsn5Rs/5V7jnPI5FAC0UUUAFFFFABRRRQAUUUUAFFFFABRRUN3P9ltZpsbvLRnx64GaAPLrSxX4xePL29vx53g/wxem1sbJuYr7UYz+9uJB/EsLfu0U8b1kbqqkUP2nf2gL39nHwtpPic+FZPEfh975LXVbiC68qSwjcgLKE2NvBOR1XnaM/Nx0f7PNr9n+BvgaViGnvNJt9QuHH8c1wgnlb6l5GP410/jfwbpXxC8I6v4a1y2W70nVLZ7W4hburDGQexHUHsQDQBn+IPih4c8O/DO68e3OoxN4Zg0/+0xeRnKyQlNylfUtkADuSBXJfAb4lXP7R3wfj8R+IvByaDpesmWODTLu4F0Lm0+6JHBRQA/zfLg8AHPNfnf4N/wCEk8b+PNI/ZG1jxHay+D9F8S3D3GpxXGJLyzhzItovvkOdvOGb/pnX6waZptroum2un2NvHa2VrEsEEES7UjjUAKoHYAACgDzv4dz3XgXxZd/D2+uJbuxS2Oo+H7q4cvI1mGCSWzseWaBmQBjyUkjzkgk+m15v8VF+x+Mvhfqkfyzx6+9i3q0M1lchl+m9Im/4AK9IoAKKKKAPOL7/AJOK0P8A7FXUP/Syzr0evOL7/k4rQ/8AsVdQ/wDSyzr0egAooooAKKKKACvO9a/5OC8If9ixrP8A6VaZXoled61/ycF4Q/7FjWf/AEq0ygD0SiiigAoryyT49WX9q6/a2+mm9XS78aUi297C1zc3bOsaxiHO5AXLDe5AxGx6CtLw78XI9Z8RJ4fu9HuNO1xL6ayurYzJKkPl20Vx5gdfvKUnhHQEF8EcUAeg0V5ronx00nXda8I6dBY3QbxFam8jmJUpbIySSQeYc9ZUhlZQM8Ic44rN0/8AaHtJrGyuLzw9qFodWsYtQ0WJZIpG1GOWWOKNVw3yOWmhOHwAHznCtgA9corxjxJ+0na+ErW5i1TQZbXWbS7ltZ9Pa+gAwlslyWjkJCuSkkaheGLNjHevYbO4+2WkE4jkiEqK/lyrtdcjOCOxFAE1FFFABXNfEjxXH4K8Eazq5uLe3uLe0le2+0OFWSYIxRBk8kkdBya09c8SaT4ZtkuNX1K10yB32LJdzLGrNjOAWPJwDXjvjrxDd/ELUtIvvD2nrPY6XNNIlxqEqrb3ysuw+WoDMD1KyEAYzwQ2aAFsfCVlutbu+e41a/jxL9p1C4kmPm9TIqMxVGz/AHQMdBit2sHS/F9veXy6fe282kaowytpeYHm46mNwSrj6HI7gVvUAFFFFABRRRQAUZxyeKK5j4jae2qeGGhFk+oxi6tpJrWNA5kiWdGkG3+L5QeO9AHTeYv94fnXB+IPGHhPxLDc6bLPc3N5bTsqLY20r3MEiEqZo9q7gFII3j5SQRzyKdoHhHwR4iguHg8KWVu9vMYJoLrT1jkRtoYZUjurKw9mFdjp2l2ej2sdtY2sNnbxrtSKBAiqMk4AHuSfxoAxPh54m/4Srwvb3bzpcXEbNbzSxjCuyHG8DsGXa4Ho4rpa808M2c/wz8T6xHqIhh8P6xeNPaXSMSsMzN9yTjCbgyqpzj93jOSBXYa54tstFMUKiTUNQnz5FhZ4eaTAyTjOFUd2YgD1oAk8XWdpfeHL6O+uzYWqoJXugQPJ2EOH5BHBUHkdq5/wfqniHVdXEkk7XegLEw+1XNj9keWTK7Sibi2372SyqD2zU9xouv8AixRDrTWuk6UdrSWVjIZ5Z8MG2vIyAKvABCgk5PIrsKACiiigDmPiQJIPCd1qUJAn0kjUo1Zcq7RZbYfYgEZHTOa6WKRZo0kRg6MAyspyCD0INOZQykEZB4INcnH4W1jQFa38O6nbQac2dlnqEDTLa5/55FWU7fRGyB0BA4oA6W/v7fS7Oe7u5kt7aFDJJLIcKqgZJNedx+ObPR/FE13BaaodO1LBuo202dWhkVQFuACnMbIAG7jYpx1qhq2v+BPDPxK8M+E/EeqNrvjHWAz2S6jtl8rYC4YKAFi3Mp24GSRjtx61QBwtjqWo+NNa1Z9I8RNaaVbeVFE1vaxyq5KbnIZx94EgdwP7pqLxN4d163sFhfVbvX9DaRft9m0Ma3kkPO5UdAoK5xldu4qCA2eK7+igDln8XarcK8lh4U1G4gxiN55Irdmb1KOwYL7kZ9qveGNBm0qO4ur+YXWr3zCS6mXhAQMLGg7Io4HryTyTW3RQBBqFlHqVhc2ky7obiNonHqrAg/zrr/hXr39ueB9M82ZZNQtIhZ3iZ+ZJo/kfcO2SufoQa5es/wAJ6fZX3xitZreONbmx02ea6mgUByzNGkSSsO20ysFPXbntQB7NRRRQAUUUUAFFFFABRRRQAUUUUAFIyhlKsMgjBBpawPH3jnSPhr4N1jxRr1yLTSdLt2uZ5D1wBwqjuxOAB3JAoA5P4Azf2b4H/wCERnO2/wDCNw+iSxnr5Mf/AB6yfR7cwt9SR2rlP2xPj5J8CfhTLJpA+0eM9dk/svQbOMbpGuH48wL32A592KjvVH4eaZ4v17wdofxb06FF8Ya3bm9v9Bnl2Q3thIxe2ttx4SWKIpskIxkuG4fK99oni7wH8TtXsheWVmnirSm8yPS9etUj1Kwk4yURxuHIHzxkqcAhjQB8n+NP2IL7wP8Ass6Jqfh5n/4XD4WuP+Epk1OE7p7m6OHnhDdWwFXb6tGP75r6l/Zr+OGn/tCfCPRvF1nsiu5U8jUbRT/x7XSACRPpn5h/ssK9QZgqksQFA5J6V5BB8QfCuhy6h4e+FWiabrniCS4b7Ra6JEkNjbTcBpLydF2JjuPmkOMBT2ANTxZIPFXxm8HaJB88Xh1ZvEF+w6Ru8UlrbIfdvOuHH/XH6V6ZXJ/DvwKfBenXct7eHVvEGqTfa9V1Nk2faJiAAFXJ2RooCImThVHJJJPWUAFFFFAHnF9/ycVof/Yq6h/6WWdej15xff8AJxWh/wDYq6h/6WWdej0AFFFFABRRRQAV5J4+1y60H47eDJ7XRL/XXbw5rKGDTzEHUfadNO4+Y6DHGODnkcV63Xnetf8AJwXhD/sWNZ/9KtMoAyv+F+v/AMJbJ4cPgTxImqJbm5MLtZqdg25YZuMEfMOQfUdjjZt/ilqd3Ak0Hw/8STQyDckkcliysD0IIueRXk3xa8L2+nfFmfUIp71r+4gjkhtri4Zvtpkby5LaBQB8hUEOMnG9eFAzXr/g3wbq/g/XpbW0vYY/BMFr5djpfLyxyEqSWdhuPzeb1cjDqMDbkgHmUfhvUYdNntE8PePEYas+tWc4j0nfZ3LzyzOVO/51LTOCJN3B4weaoWPhDXLVpbh9K8erqz3N7I+rW8OlpczxXQi8xJd0zIWHkxqrxom1URQOCT7h4D8Tar4s026vNT0Gfw+FuGjt4LpyZZIwB87LgbTkkY56cEjBrpqAPm6P4eaXbtBcWvw+8b2eoW8/mQXsU1l5kUa27W0cKg3BXYkLbRxnjJJJJJb+CZINNs45PDXxBuNU09LWLTtUkGl+ZYx25zFHHGsgj2n+LcpLcZPyrj6RooA+cb3wTa6pDcG/8FeOr3ULmG5E2ozDTjM08zQMbgYlCrIgtoVTaAFVAMV6j/ws7U/+ieeK/wDviz/+Sa72igDgv+Fnal/0T3xZ/wB+7T/5Io/4WhqH/RPfFn/fq0/+SK72qmr6ra6FpV5qV7L5NnaQvPNIQTtRQSxwPYUAeFfED4jXWoeNNAU+C/EiSWtrdO9tLDbZAcxBZBic91ZefU46GoB8QLscf8IX4kA/642//wAerfsrmXWvEGua5LbT2yXssaWyXQCyrBHGoAK5O0FzIwHX5ua0qAOB1rxQNf0+SzvvAviKaFuRuggyjDoykTZVgeQRyDWDpfxM8a6dY2trc/DjWb9oI1ikuhcwh5iBjftLd8ZIJ6n8a9cooA8gHxy1HwtbI/jLwnqunidlWCW1gRlLEEmMr5pOVwfm6HrgdK6TTfizDrVqLnT/AA1rt7bk4EtvFBIufTIm61e+JwS18N/2mgb+0dPnimsjGCZGlLqojUDr5gJTHQ7qh8QWP/CMXkPiXTUmgtzIv9rWcKjbLBsYebsxnehKElcEqpBzgCgB/wDwsSf/AKE/xJ/4Cxf/AB2j/hYk3/QoeJP/AAEi/wDjldLpWsWGuWgutOvbe/tiSvnW0qyLkdRkHrVugDj/APhYkv8A0KPiT/wEj/8Ajlcx4m8aSa14i0nT59A8WQWD21zLLa2yeQ87K0IXJSUMVAdsjIHzDOa9XrH8UeHk1+xGx2ttRtyZbO8j4eCXHBB7g9Cp4IJBoA4/w9rNj4Wa9OneD/FUYu5FkkWSEyjIUKMbpTgYAGB6Vsf8LGf/AKFPxL/4Ar/8XW54V1g+IPDemaiyhJLm3SR0H8LkDcv4HI/CtSgDirrx5HeW8lvceD/EU8EilHik05WVlPUEF8EVS0nxFpWg7zpngHWdOL8N9l0iOPd9drc16FRQBx//AAsf/qVvEv8A4L//ALKj/hZH/UreJv8AwXf/AGVdhRQBx/8Awsgf9Cv4m/8ABaf/AIqj/hZC/wDQseJv/BYf8a7CigDj/wDhZCf9Cz4m/wDBW3+Nc38RPjPqfhrwfqV9oHgTxNrmtRxkWll/ZjhXkPALkHIUdTjnjAr1SvNv2ivixD8F/hB4g8TNIq30cJg09G6yXTgrEAO+D8x9lNAH5DeIPiN4r1D4mS+MNUv7g+Lob9btriUFXinjcFVC/wAIUqAF6ADFfrb8N/2gdO+IvgfR/EVloWuzR3sCvJ9l095Y0lHEiBh12uGXPtX55/sNfByb4tfG201a/ia40Xw666neSSDIlnDZhjJ7kuNx9Qh9a/V2G3itlKwxJEpJYqigDJ6nigDk/wDhZcP/AELviX/wUyUf8LLg/wChd8S/+CiWuwooA4//AIWZb/8AQv8AiX/wUS/4Uf8ACzLb/oAeJP8AwTzf4V2FFAHmPi344WOg2W0adrFlcyDcJr7S5Vjhj3APKwwCwXcPlHJJA75HK6X8VrzRvG0d14UtvFut6HbTw3Fyf7Nby7t5I2EplVQp3AOSOcDCDbhRWt8Qngk8TXOnO8dzfX17bwLZyIJHe3mgMIZVYgHy5C5APylpznkAjpvgaog+Gum2uCrWsk9uwPXKzODQB2Wm/tLaTeabFdXHhPxfZsxbzIn0WVjEATyTjkEDPGetbtj8cNCvrOC9Gm+IINOlRZft1xo1wlukZGfMZyuFQDkseAOa5Dxl4kTwzorTCJrq9uHFtZ2affuJ34RF+p6+gBPap/DnjHX4dKsrLQjp8mj6VBFZrJewSbtQaNAJGRgwEaEgqG2v0LYIwCAdh/wvX4f/APQ3aX/3/FL/AML0+H//AEN2lf8AgQKh0n4taV5gtvEcC+GLz+FruRTay/7k/Ck/7LbW9q7uIw3EayR+XJGwyrrggj1BoA4v/heXw/P/ADN2k/8AgQKX/heHgD/ob9J/8CVrtfKT+4v5UeSn9xfyoA4v/hd3gH/ob9I/8Clpf+F2+Af+hv0j/wACl/xrs/JT+4v5UeTH/wA81/IUAcZ/wuzwF/0N+kf+BS/40v8AwuvwF/0N+j/+Baf412Xkx/8APNfyFJ5Ef/PNf++RQBxv/C7PAX/Q36P/AOBaf418D/tY/tAad+0/8dPCvwc8P65BD8P7bUI5dc1dZgsNyV+aTD5wUjQMB2Ln2Fei/wDBQT9tK2+GOk3nw68EXcbeMLyPy9Rv7cg/2ZEw5QEdJmB+qg56kVT/AOCW/wCzs3hXwbffE/XLXGpa+n2fS1mX5ksw2Wk5/wCejgY/2UB6NQB9d2vxh+Hljaw21v4s0OGCFFjjjW8jCqoGAAM9ABWF418e/BjxRpjHxTrPhPVLK3Bk3ajLBIIsdwW6H6V6jJHbxRs7pGiKNzMwAAA6k1+Uf7Wn7RmuftdfFvTvhH8NTv8ADDX62kbQ/KNTnB5mcj/limCw7YUse2ADrk8UeAv2ovi4fDXhwWvgj4SaPIJdU1q9vpI7nVsHiCBZHxEjEfwjcFySRkKfu/QfiV8LfCuk22l6P4j8N6Zp1sgjhtbW6ijRFAwAADTvgb8E9B+BPwz0jwho0CPHZx7ri6ZAHupzzJK3ux7dgAO1d99lh/54x/8AfIoA4/8A4XV4A/6HPQ//AAPj/wAaP+F1eAP+hz0L/wAGEX/xVdf9lg/54x/98ij7JB/zxj/74FAHIf8AC6vAH/Q6aF/4MIv/AIql/wCF1eAP+h00H/wYxf8AxVdd9jt/+eEf/fApPsVv/wA8Iv8AvgUAeTaX4y0Hxf8AtEaU2h6zY6usHhW+EpsbhJQhN3Z4ztJxnB/KvYK81uoY4f2itE8uNUz4Vv8AO1QP+Xuzr0qgAooooAKKKKACvO9a/wCTgvCH/Ysaz/6VaZXoled61/ycF4Q/7FjWf/SrTKAPQ9oJBIBI6GloooAKKKKACiiigAooooAK5H4uxtL8K/F6qMt/ZN1x/wBsmrrqgv7GDVLG4s7qMTW1xG0MsbdGRgQR+IJoA8vVgyhgeCODS1z/AI/+GF3oOhyX0uuy3dhpMkE2mQMm2X7R5yLGJnBxIozt6AncSeQDXQ0AJRWVrnijT/D7Qx3Ukj3MwJhtbeF5ppMYyQiAnAyOegz1rGuv+Eg8X28lqtqfDmmTKUkmncPeOh4IRVJWMkfxFiR/dzQARzDxp4mgmh/eaHo8jMJf4bm7wVG31WMFuem8jH3K66obOzg06zhtbWJILeFBHHFGMKqgYAAqagDjruSTwl4ykvPse/TNaNratJCyjyrkM67mQnncGjG4c/Jz0FdjWfr2hweINP8Ass7yxbZEljmgbbJFIjBldT6gjvketYU3gW7vNsF54m1S901sG4tZREhmwc43xopVD3UdcYzjIIB11JuC8ngCuT/4Vhom4IPty2anfDZJeypDA/8AfjVWBVvTBwMnAGTWVqus33gtNY06W8k1S3TSZ9QtZrggzwlML5cjfxglxtY8/KwOcZoA2vhku3wLpL9p42uB9JHZx/6FXT1n+HdNGj+H9MsB0tbaOH/vlQP6VoUAFFFYfizxbbeE7KB5IJ7++u5RbWOm2ahri8nIJEcakjnAJJJCqoLEgAmgDcorK0j4N+IvF0a3fjbxFdaXFJ8y+H/DNy1tHEP7st2oE0jepQxr7HrWwf2avAG35dP1SOb/AJ+Y9f1BZ8+vmCfdn8aAGUVxnxI+E/xK8F+G727+F3iKPxDcxKXj0PxgpuC2P4YbpWR9x9Ji+f7wr44tfjb+1x48tZTonhCzsUWaS2eS3sokaGVGKujCeVtrKwIIIzQB90eI/EuleENFutX1vULfS9MtU3zXV1IERB9T39B1PavzD/aI+Mmv/tlfFjSvCfgixubnQ7aVo9NtSCpnc8PdS/3FA6Z+6ue5Ir0Vf2N/jt8ddUgu/ip4yWwskbd5E9z9qePPXy4I8RIfcEfjX158Ef2d/BvwD0d7Tw3Ylr6dQLvVboh7q4x2LY+Vc9FUAfjzQAv7PPwP0z4B/Dey8OWTLc3zH7RqN8Fwbm4IG5v90YCqOwA7k16ZRRQAUUUUAFFFFAHkPjjxNJqni66spfCGpa3p+lxvbRNBbrKkl3JGvJB6KqORk8fOx7CsPwxb+MPB+hx6bpula6scbFjt+z7SzHLNteNiOScgOc9QOcV71RQB494U0O78TeJrXUZdXvYtStraVpZZFR5rRmlkh2Ju3IpPlSfMqrxjCg816zpunw6Tp9tZWy7Le3jWKNc5wqjArO8N+E7Dws2pNZIwbULt7ydmwSXbsOOg7Vs0ANlhjnjKSIsiHqrDIrn/AOyr3wXLb33g6BYJVnUzaX9oaGzuEIKsWQZVWGQ25VydoHNdFRQBvfD3xpqWt6hqOka3HarqlokdystkrLFLDIWA4YkhlZGU5PPB74HcV4DeWN1oXxA03xHpOlSXVx5UiXbw3Ii87ChY45AzY2fMzEhWbKLV/UviJ4s8GafqXiDWdY0P+y4lNzcW96jQxWiDOUScHOMY5ZGJbOMAgAA9vorxT4c/taeCfiB4HtfFTG90jSZ94F1c27PACjFWzIgIXBU/f2nGDjmuR+KH/BRD4MfDnT2e18Q/8JZqBXMdjoaGUk+jSHCL+Jz7UAfTDMFUsxAAGST2r4K/bL/4KMaf4Jt77wb8Lb2HUvETBobvX4SHt7HsVhPSST/a5Vfc8D5Q/aO/4KBfEP48x3OkWUn/AAh/hOXKtpunSEy3C+k03BYf7KhV9Qetcl+y3+yX4r/aa8TrFYxyaZ4XtpANQ1yWM+XEOpSP+/IR0UdM5OBQBu/sdfsx6v8AtT/FJ7zWGuX8K2M4utb1OVmL3DE7vJDnkySHOT1AJPXGf2t07T7bSNPtrGyt47WztYlhgghUKkaKAFVQOgAAGK5n4V/Cvw58GfA+neFPC1itjpdkmB3kmc/elkb+J2PJP4DAAFdazCNSzEKqjJJ6CgD4m/4KbftJS/DT4ewfD/Qrrydf8TRN9rkjbD29jnaw9jIcr/uh64D/AIJQ/AZIdP1n4rapbZmmZtM0fePuoMefKPqcID/suO9fF37TPxRu/j5+0B4l1+BnuoLu++xaXGOf9HQ+XCFH+0AG+rmv22+DHw7tvhL8KfC3hC1VQmk2EVvIy9Hl25kf/gTlm/GgDtKKKKACiiigAooooA84vv8Ak4rQ/wDsVdQ/9LLOvR684vv+TitD/wCxV1D/ANLLOvR6ACiiigAooooAK871r/k4Lwh/2LGs/wDpVpleiV53rX/JwXhD/sWNZ/8ASrTKAPRKKKKACiiigAooooAKKKKACs3xF4gsvC2jXWqahL5Vrbrk7RlmJOFRR3ZiQABySQK0q83+L8f+neEZpkLWaai6sTyqytC4iJH1yAexI9aAPPbPxFqnxA8eX76wrHT7OOKW2sIZHMFlOGbKSHhJZQNrZ52HgYwCen1vVoNB0e91K53GC1haZwoyxCjOB7mueHhDWNO1K+u9J15baO5uWuRYzWavBllAfdghycjIIYc5yDmsnUtd1LxVos3h06ZKNckka3um8qSO1iRW/wBd5jAghgAVUEn5sdiaAN7wjoeoW9zfaxrTQPqt+EHlwKdtrEq8QgknOGLEkYBJJxXTUtJQAUUUUAFFFY3iDxNHoslvaQ28moardAm3sYSAzAYy7E8IgyMsfUAZJAoA2a8furgR2s2maxZ3Fn4l1nUbffJcBWW5iW6X5YWDH5I0/hOCMliOSa7f+wdf1r5tW1k6fC3Wy0cbOPRp2G8/VQlWdN8AaBpd/FfQ6cr30WdlzcSPPIpIwSGdic479aAOgooooAKy/gvo6eLvFmv+O7xfNjtrmfQtEVuRDDC+y6lHo0lwjqT/AHII/U51V6ipP2aNv/CkfDI/5aqs6z+vnC4lEuffzN+fegCzoPxs0vXPjb4n+GJsLuz1rRLC31IXE23ybyCUDLRYOflYhTkDnNZHij9pbwx4T/aA8M/CS7hum17XrRruG6TZ5EXEmxHyd25vKbGB6etec/HiP/hW/wC1t8F/iAn7qy1z7R4O1KToD5oMlqD/ANtN35V4F8XNNufFFx8XPj/YxtNeeC/HWnQ6Yy9TZ6bthuQp/uO0zMf92gD7d+LHxn0z4TX3g2xvLG71K/8AFOsw6NZW9nt3B3yWlbcR8iAZOOea5L4jaOngX4q6Rr1ovlab4sc6bqUS8L9tjiZ7efH95o45ImPfEX92uM1C8t/jL+2t4L+ySC70LwR4XfXfMXlDdX2Eh/HyhvFem/tG7f8AhD9AUf8AHwfE2k+T65+1oWx/2zEn4ZoAdRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBjeMvGWjfD/AMN32veIL+HTNKs03zXExwB6ADqWJ4AHJJwK/Kn9qf8Aa01r9oHWG0+yM2k+CrWTNrp27D3DDpNPjq3ovRfc5NfpT8avgH4V+PWi2um+KFvzHau0lu9lePD5bkY3bMlGOOhZTjJxjJr4/wDiB/wTB1G38yfwV4uhvE6rZ61EYn+nmx5BP/ARQB8ONfXLWi2puJTaqxdYC52Bj1IXpmrfh3wzq3i7VodM0TTLrVtRmOEtbKFpZG/BR096+0/2a/2A5rjxLr6/F3QbqK2sRAbCO1vlFvdli/mEvGdxA2pxlT81fdHgn4ceFvhvpv2DwvoFhodr/EtnAqM/u7fec+7EmgD4Y+Af/BOG/wBQlttY+J9x9gtAQ66BZSgzSe00q8IPZCT7rX3Z4LZPgjp9tp2lWufA8GQdPhjzJpyk5LxkfM6ZyWU5YZJBPSt6igD1CzvINRs4bq1mjuLaZBJFNEwZXUjIII6givL/ANqrxo/w9/Zz+IOuQyGK4h0iaKBwcFZZR5SEe4ZwfwrO0e+1P4e3E0mk2x1LQ5WMs2kK4V4XPLPbk8cnkxnAJ5BBJB8w/wCCiHi+z1b9jXWb7TLhZ7XUrixVWU87TMr4I7H5MEHoQaAPzI/ZN8Np4s/aU+G+myoHibW7eZ1PQrE3mkH8Er97a/DP9hK4S2/a2+G7ycKb6RBn1aCVR+pFfuZQAUUUUAFFFFABRRRQB5xff8nFaH/2Kuof+llnXo9ecX3/ACcVof8A2Kuof+llnXo9ABRRRQAUUUUAFed61/ycF4Q/7FjWf/SrTK9ErzvWv+TgvCH/AGLGs/8ApVplAHolFFFABRRRQAUUUUAFFFFABXG/GBrKP4c6zNfRzvHBGs0bWxCyRzK6mKQMeF2vtYseAASeM12VIyhlIIyDwQaAPINLkml0u0e4limnaFDJJB/q2baMlfYnpVqm+LfBMvgfz9Z8PwtJo2TLfaPEufKB5aa3A6Y5LRjg8lcHhmWt1DfW0VxbyrNBKoeOSM5VlIyCD6UAS0UUUAFFFFAEdzcR2dvLPM2yKJC7seygZJ/Kub8CWb3FjJr92h/tHV8Ttu6xQcmGIegVSCR/eZj3qTxdqN4ZrHRNOS3N3qazBpLrcUiiRRvbavLHLoAMj73WtbQdOfR9D06wlm+0SWtvHA0u3bvKqF3Y7ZxQBeooooAKKKbNMlvE8srrHEilmdzhVA5JJ7CgB1ZHwd1qPwb4013wNeOIrfULibXNDZjhZFlbfd24/wBtJmeXH9ycY+62PE779om8+LHjSbwR8IBHqD25H9r+MJY99hpqZwfKHSaU4O0fdyM/MAcer3Pw10u68L22jyT3nnWsi3UOrCc/bo7odLkS9fMyT7EErjb8tAHSftRfB3UPjd8J7jQ9Du7fT/Elpe22p6Te3RIjguYZQysSASPl3DgHrWd8K/2ef+EV/ZhPwv164gvr3UNPvIdVu4csktxdNI8rgkAnDScEgH5RS6R8VvF/gyNbTxXoE3im0j+VNe8OopldfWe0Zgwb1MJcHqFXpWwf2kvCOz5LLxVJP/z7r4U1MPn0yYAv64oA4f8AY1/Zz8SfAXw/r8vjPVbLWvE2qPaW32mxZ2RLK0tkgto8sqnIUNnj0ra8e6ynxA+K2m6RZt52keD3a8v5l5RtRkiKQwA9zHFJJIw7GSKjWviF42+IEbWWhaXP4E0iT5ZdX1QxvqLL38iBS6Rk/wB+ViR/zzNUrf4a6Tpeiw6fpEl5oskIJS+s5z57OxLNJKzbhMzMSxMobJYk8mgDq6K8r1XXvij4DZmk0Cx+IulL/wAttKmWw1FV/wBqGQmKQ/7rpnsorBi/bJ+HVjeLY+KJNY8C6kePsniXSZ7ZvwYKyke+cUAe5UVw2i/Hb4ceIVU6d488N3Rboi6pAH/75LZ/SurtNe03UFDWuo2tyD0MM6uD+RoAvUUgkVujA/jS5FABRS0bSOoxQAlFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfDf8AwUi1K58O+FdO0uz8JWsOk6xOJZ/EFu5RvPRi/kuigAkj5gzk5+bABBNfclct8Tvhvo3xa8D6r4W12HzbC/i271A3wuOUkQ9mU4I+mOhNAH4l+Gdf1Xwr4g0/V9EvJrDV7OZZrW5tziSOQH5Svvmv6APg3oviHw/8L/DVj4s1abXPEqWSNqN9OVLPOw3OPlAGFJ2j2UV+VX7Nf7I+qW37T2paF4us/M0zwmv2uWXafKuy+RbMhPZuX9vLIPOa/Vr4U6tPq/gPTTdHdd2nmWE0naR4HaIuP94pu/GgDrqKKKACiiigAooooA84vv8Ak4rQ/wDsVdQ/9LLOvR684vv+TitD/wCxV1D/ANLLOvR6ACiiigAooooAK871r/k4Lwh/2LGs/wDpVpleiV53rX/JwXhD/sWNZ/8ASrTKAPRKKKKACiiigAooooAKKKKACiiigArxRbP/AIQ7xNf6BOnkW9xPLeaW2MJLE53vGp6bkdm+X+6VPTOPa6wvGnhe18X+HrmwuVIfb5lvMnEkEwB2SIezA/4dCaAOGorK8K6o+teG9NvZsC4mgUzKONkuMOuOxDAjHbFatABRRRQByzt9j+JSSXSkrfacILGTsjo7PMnsWUxt7iI/3a6msHxdo9zqFpa3enbf7V06cXVsHbarnBV4yewdGZc9iQe1XPD+vW/iKxNxAksLxuYp7e4QpJDIACUYeoyOnBBBBINAGlRRWN4y8X6V4B8L6n4h1u6Wz0rToWnnmbso7AdyTgAdyQKAKfxE+I/h74VeFbvxD4m1GPTtMtxyzcvIx6RovVnPYD+QJr4Wu/HnxK/b78ZXHh3w953hH4Y2sg+3TDPzJnI85h/rJGHIiB2jqc43VxKzeNP+Cg/xy8lpJtK8Iaad+wcxadak4z6NPJj8SP7q8fpF8Pfh9oXwv8J2Phzw5YpYaXZrhUXlnb+J3b+JmPJJoAqfC34W+Hvg94PtPDfhqyW0sYBudzzLPIQN0kjfxMcdfYAYAArraKKACvP/AIpWGs6S1l4y8OxT32paMrC60iNjjUbJiDLEq9PNXaHjPqpXo5r0CigDL8LeKNM8aeHdP1zRrtL7S76JZoJ4+jKexHYg5BB5BBB5FaleBeLbmf8AZn8YXPim3hkm+F+u3Xma3awqW/sW8c4+2RqP+WMhx5ijo3zDrivd7G+t9Ss4Lu0njurW4jWWKeFw6SIwyrKw4IIIIIoAmqpqmk2OuWb2mpWVvqFo/wB6C6iWWNvqrAg1booA8Z8Ufsc/B3xazvd+BtPtJW6yaaXtD+UTKv6V5frn/BNH4X37M2nal4g0hj0WO5jlQfg8ef1r62ooA+FdS/4JgRLn+yfiRdwDst1pwb9VlH8q5XUv+CaPj23ydP8AHul3Xp56zwn9N1fopRQB+YWo/wDBPj416fk2uo6Tf46fZ9VkQn/vtF/nXM337Kf7RfhjLw6RrLqv8em6zG5/ALLu/Sv1jooA/HrUNY/aE+GYMl/efELQ4Y/+Wl1JeCEfi2VNafhn9ur4zeG3TPipdXiX/llqdnFKD9WChv8Ax6v1zrz/AMdfAL4d/EpJP+Ei8H6VfzP1uhbiK4/7+ph/1oA+P/AP/BUC5SSOHxp4Ojlj6NeaJMVYe/lSE5/77FfWHwo/aV+HfxnVI/DfiKB9RIydLvP3F2PXEbfex6puHvXzV8VP+CZelXsc138P/EEum3HJXTdY/ewn2WVRuX8Q1fGXjj4Y+Pf2fvF1k2uaZeeH9UtZ1uLDUI/miaRGDLJDKMqxBAPByOMgUAftjRX55/Cb/gpZqOl+HLyy8e6QdX1SC2Y2WpWCrH9olC/Kk6cBcnGXT/vnvX05+xv8W9R+M3wVt9b1q4FzrUWoXVtduowN3mGRAB2AjkQD2FAHuFFFFABRRRQAUUUUAFFFFADREiyNIEUSMArPjkgZwCfbJ/M10HwZU/8ACBwynH7+9vpuPRruUj9MVyutakmj6PfX8nEdrBJO2fRVLf0r0H4e6O/h/wACeH9OlGJrexhSXPUybBvP/fWaAOhooooAKKKKACiiigDzi+/5OK0P/sVdQ/8ASyzr0evOL7/k4rQ/+xV1D/0ss69HoAKKKKACiiigArzvWv8Ak4Lwh/2LGs/+lWmV6JXnetf8nBeEP+xY1n/0q0ygD0SiiigAooooAKKKKACiiigAooooAKKKKAPINa00eGPiDfWiDZY6xEdRt17LMpC3Cj67o3+rMas11PxK8LyeIvD/AJ1ltTWNNb7ZYyN08xQcxn/ZdSyH/ez1Ari9I1KPWdJs7+EMsV1CkyBuoDKCAffmgC3RRRQAVxV54f13w2uq3+i6il2ss0l82m3FqGaZjgmNZAwIyAAuQcYHUV2tFAHJ/wDCzNGuI9mn/adU1EjjTba3czq3pIpA8rnjL7RXwT/wUI+J/iSPXLPwFd6mssFxDBq19Z2x/dwSZkWOAd2AXDEn7x2njgD9Iq/Iz466xF4y/bP1h9RkH2L/AISWCwkZz8qwxSRwn8NqGgD9EP2T/g1b/BX4NaPprQKms38a3+qS4+Zp3UHYT6IuEH0J7mvY65W3+KXhSaaSL+2re2MZ2k3atbrnAOA0gUE4IOAehB6GnzfEXRpXEOkzf8JFeMMi20hlnI93YHZGPd2Ge2aANTxB4gg8P2sUkkctzPPIIbe1twDLPIQTtUEgdASSSAACSayzrXiuRC8XhmzjAGdlxquHPt8sTD9afoWi3t1qz67rSJHfbTDaWaPvSziJGRn+KRsAsw9Ao4GT0lAFDQdZh8QaPaajArJHcJu8uQYZD0ZT7ggg+4qzcXtvZtCLieKAzSCKISOF8xyCQq56nAPA9DXOfDM58JqRyDfXxB9R9rmx+GK+OP8Agpt8SJtPk8E+E7C6kt7lJH1qZoXKuhX93AwI5Bz5p/AUAfdGoafa6tYXNje28d3Z3MbQzQTKGSRGGGVgeoIJGK+Th4j1T9iLxhDpGq/atV+CWr3BGn3uGll0CZiSYW6loupA64yRkgg8v+yb+3lDr32Lwf8AEu8S21P5YbLxBKQsdwegSc9Ff/b6Hvg8n7J8XeEdI8feGb/Qddso9R0m/iMU8Eg4ZT0IPYg4II5BAIoAvaXqlnrmm22oafdQ31jdRrLBc27h45EIyGVhwQRVqvz9tvFXjL/gn38QU0LVBdeJ/hHqkzPZS9ZIATlgh6LKufmThX+8MEnH3P4L8a6J8QvDdlr/AId1GHVNJvE3xXEJ491I6qwPBU4IPBoA26KKKACiiigAooooAKKKKACvMv2ktLbWfg14ktB4SbxoHtm36bFIiTBdp3Swllb96gyUCgsWwAK9NooA/BW8tZrG6lt7iCS2njYq8MylXQ+hBAINfef/AAS58X/L468LSP3t9UgTP+9FKf0hr7I8ffCHwX8UrYw+KvDWna1xtWa4hHnIP9mUYdfwIrzT4Vfse+F/gn8UD4u8IanqFnbzWktncaTdMJomRyrDa5wwwyKed3SgD3qiiigAooooAKKKKACiisy4vr/UdSfR9Btft2q7A0kkh229orZ2vK34EhBljjsOaAHWGjt8QPEH9lhSdB0+RX1OX+GeQYZLYevZn9sL/Ecez1jeEPDMHhDw7Z6VA5l8lcyzsPmmlY7pJG92Ylj9a2aACiiigAooooAKKKKAPOL7/k4rQ/8AsVdQ/wDSyzr0evOL7/k4rQ/+xV1D/wBLLOvR6ACiiigAooooAK871r/k4Lwh/wBixrP/AKVaZXoled61/wAnBeEP+xY1n/0q0ygD0SiiigAooooAKKKKACiiigAooooAKKKKAEIDAg8ivFLfTLjwPrA8N3SL9kdZZ9LuVbIkhD8xMCOHjDqO+VwexA9srmfiB4TPi7QTFbutvqtq/wBpsLk/8s5lBxn/AGWBKsO6saAOPoqhoWrDWtLhuvLaCU5SaBvvRSqSrofdWBH4VfoAKKKKACvxl+OVzN4R/ac8ZXuCJrHxNPeL+FwZF/pX7NV+Tv8AwUA8IP4X/aT1m6CbLfWrW31GLjg5Tyn/APH4mP40AfpTqGoW1tcaX4xtSsmj6lBDHf8AdTE/MM//AAAvgn+65P8ACK7eONIwdiKgP90Yr5I/Zl/aO8Jr+yZFN4z1S2t/+EfSTRbm3uJB5lyoTMKIvVi0ZVeB1VvQ19ReELe7s/Cukw38vn3kdrGssmc5baO/f69+tAGvQRuBFFFAHKfD2ZbHS5fD0rBb3RXNsUPDPDnMMuO4ZNuT/eDDtXzf8VP2JdV+Pnxs1rxb4s8SLpGgER2un2OnL5tyYI0ABZmG1Nzb2wA33u1fUeveF7bXJILnzJbLUrf/AFF/akLLHnqvIIZT3VgQfSs/+zfF9vxFrml3ar0+1ac6s31ZJQPxC/hQB+THxy+AfiD9mfx9bQavaQa3o0kvm2F9NETbX0YPKSKDlWA4Zc55yDjBr9GP2Tf2hPCPxi8DWumaNAuhavpMCxXGgvMzmFBwHiZiS8XYd14B7Z6Px7ofhT45eCr7wV4xSHTtRmG1rSWRVnt51+7NAWxvGeVYcEHB6kV+Wvizwz41/ZR+MfkJcyadrely+fZahCP3V3CSdrjPDI4yGU/7SnpQB+u/xI+HGg/Fjwff+GvEdmt5pt4uD2eJx92RG/hdTyD/ADBIr84bXWPiB/wT5+L0unSmTWPCN+/miJsrb6jADjenURzqMA+hxnKkGvuD9mX9pTRf2h/CAuYvLsPEtkqrqelbuY26eZHnlo2PQ9uh9T1Pxq+DWg/HPwLd+G9diwH/AHlpeIoMtpMB8sif1HQjIoA0vhl8TvD3xd8H2fiTw1ereafcDBU8SQyD70ci/wALjuPxGQQa6qvyZ8C+NvHH7C/xsvNJ1aB59PLquoWCsfJv7bJ2Twk8bsZKnscq3cV+pfgvxpo/xC8L6d4h0C8S/wBJv4hLDMnp3UjswOQQeQQRQBt0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFJJIsaF3YIo5LMcAUAZ3iHU5dJ0uSa3iWe7d0gtomOA80jhIwfbcwz7Zr0fwT4Qi8HaS0HnveX1w/n3l5Jw08xABbH8KgAAKOAAB71wHheyXxl46j2uJdL0EieVkOVkvCCETP+wuWI9WSvYKACiiigAooooAKKKKACiiigDzi+/wCTitD/AOxV1D/0ss69Hrzi+/5OK0P/ALFXUP8A0ss69HoAKKKKACiiigArzvWv+TgvCH/Ysaz/AOlWmV6JXnetf8nBeEP+xY1n/wBKtMoA9EooooAKKKKACiiigAooooAKKKKACiiigAooooA8i8XWdvoPxLiSy4XWLSS5u7aMEiOWNkVZiOi7wxU+pjHvU9bvxE8H3upT2+vaKFfWLOJontZCFS8gJDGPd/C4IyrdASQeGJHK6Rq9vrVmLi33LhjHJFKu2SJxwyOp5VgeooAu0UUUAFfnv/wU+1Tw9e6z4QtIjcDxRYrKJgbZ1hNtIFK/vSAGYMvAXONzZxxn9CKx/FXg7Q/HOkSaX4h0iz1nT5PvW97Csi/UZHB9xzQB+FMbYZc9M5r95NJmS40uzljYPG8KMrL0IKgg18P/ALQX/BPPw3Z6fLrvgXU5tDk86NX02/JltFDOF3eb9+JBnJJ34A7V9peDdHl8O+EdF0ueVZprKyht3kTO1mRApIz24oA2KKKKACiiigCtqGl2Wr25gvrSC9gPWO4jV1/IivB/j1+yba/GjwqNJGrpZGw3y6PLNbeZLaMR/qTLuyYCcfKQSMDB4Ar6BooA/FNH8d/swfFc/wCu8P8AinSJcEH5o5oz+kkTj8CPQjj9Qf2Z/wBqLw/+0P4fxFs0vxTaRg3+kM+SO3mxE/ejJ/FScHsTk/thfAHS/jV4P0138ux1u1vI4LbUtmXQSt5YRu5TzHQkdgCRz1/Me8tPGn7PPxOMbm48OeK9FnyrofyYHo8bD6hgaAP1L/as/Zvsf2g/AbwwLFbeKtOVpdKvW4y2MmFz/cfGPY4PYg/E/wCxx+0JqH7PfxGufA/jAy2Phy+uzbXcN1wdMvAdnmEdlJAV/bDduftP9lr9qDSf2hvC5WXytO8W2KD+0NNB4bt50WeTGT+Kk4PYnwz/AIKHfs2rqmnP8UfD1r/plqqprkES8ywjhbjHqvCt/s4P8JoA+5lYMoIOQeQRRXyR/wAE/wD9og/EbwW3gjW7nzPEWgQj7NJI3zXVmMKp92jJCn2KH1r63oAKKKKACiiigAooooAKKKKACiiigAorwj9rr4seN/gj4I0/xd4SttPv7G3uhBqltfwO+EfAjkBVlKgMNp/3x6V86+Hf+CpF4m1de8AwTf3pNN1Ax/kro3/oVAH6A1k6pYQa14j8K6XdwrdWV1qJNxauNySokErgMO6h1Q4PHArhfgB8erH9oLwvc67pmgato1jBN5Al1FYwk7gZYRFWJYLwCSAMnHY49I0nH/Cz/DO/hfs97s/66bY8D/vnf+tAHqWk6RY6FYRWOnWcFhZxDEdvbxhEXnPAHHWrlFMjkSaNZI2V42GVZTkEeoNAD6KKKACiiigAooooAKKKKAPOL7/k4rQ/+xV1D/0ss69Hrzi+/wCTitD/AOxV1D/0ss69HoAKKKKACiiigArzvWv+TgvCH/Ysaz/6VaZXoled61/ycF4Q/wCxY1n/ANKtMoA9EooooAKKKKACiiigAooooAKKKKACiiigAooooAK4Xxl8O5tQ1Ftb0CaGx1llCzxTA/Z71R0EmOVYdBIMkDghhxXdUUAeK2+uGPUF0zVbObRtWIJW1usYlx1MUg+WQfQ5HcCtSvQvEXhvTvFelvYanbi4t2IYclXjYdHRhyrDsRyK881LwP4m8Mq0mnXA8UaevP2a42w3qj/ZfhJD7MEP+0aAForN0vxBa6pcS2yrcWt7CoaS0vbd4JlB6NtcAlc5G4ZGQea0qAOb+I08kHgrVNhVRKiwOzAHbHI6o7YPBIVmP4VvWVqtjZwWyszrDGsYZzliAMZJ9ag1yGwuNHvY9UEZ05om+0eccIExySe3Hesj4erdDwvA1ybgxySSyWq3bFplt2djEHJ5LbCvXnseaAOkooooAKKKKACiiigDlPiPFt0mxv5Q0llpt9De3cSk4aFCcscdQhIkx/0zrzj9qT9mTSf2iPCO6Ew2PiuxjLabqZHDd/JkI6xse/8ACTkdwfcJI0mjeORQ8bgqysMgg9Qa5e38A/2fbpb6f4h1qxt41CJCs6SqgAwAPMRiABxjPagD8bNJ1Xxf8AfiYtxCJ9A8U6HclJIpB0YfeRh0ZGH4MDx2NfrL8Bfjd4f/AGlPhqdQihhFw0ZtNY0eUh/JdlwykH70bDOD3Bx1BFeH/tmfsq3fxIg07WdGvptU8YIkkSJcRQxtdxRxtJ5eY0XL4U7d3c44B4+JPgJ8ata/Z8+JFtrtmkr26t9m1TTHJX7RDu+dCD0deqk9GHpkEA7L4jeH9Z/Yy/aaS60Yv9lsbgX+mlydtzZSEgxMe/G+M+4z6V+qvgbxlpnxD8IaR4k0ebz9N1O3W4hbuARyp9GU5UjsQa+Vv23vBuk/Hj9nnSviX4XddQbSIxfRTxj5pLKTAmUjsUIDEH7ux64b/gmt8bTHc6l8MtTuPkkD6hpG8/xDmaEfh+8A9nNAH39RRRQAUUUUAFFFFABRRRQAUUUUAYPjzwbYfEPwZrXhrVE32OqWslrJxkruGAw91OCPcCvxkvvgx4wt/E3izQ7bQrzUrzwu8g1P7HEX8lFfZ5mByVPBGO3PQE1+3NYuk+DdH0TxFreu2VjHBqutGE39yo+abyk2R5+i8UAflD+zn+134s+AN1FYB21zwiz5m0a4f/VZOWaBv+WbZJOPukk5Gea/TT4Y/F/wv8YZPA/ibwxqC3Vn/ankzxN8s9rI9tMvlyp1U5IHoeCCRg14l+1B+wro3xSju/EfgqK30HxdgySWygJa37dTuA4jkP8AfHBP3hzkfBnw5+IHjL9mD4sQ6hFay6frOkXQF5pF+pEcu3IKSL34Y7WHTIINAH6sft+ftOL8AfhS+m6PdCPxl4iR7aw2H57aLGJbj2IBwv8AtEHsa5D/AIJgfHY/ET4P3HgrU7ky614VcJF5jZeSyckxn32NuT2GyvgP9qTxjqXxqv7D4s6j4h028/4SCeeztvD9nJI02jQwbdsMm5VGSJA25eGLMfYW/wBh/wAY+Kfht8ctG8T6Joer6zoayrp+t/2bZS3CpbTHBLbFOCpAcDv5dAH7hUUgOQCOlLQAUUUUAFFFFABRRRQB5xff8nFaH/2Kuof+llnXo9ecX3/JxWh/9irqH/pZZ16PQAUUUUAFFFFABXnetf8AJwXhD/sWNZ/9KtMr0SvO9a/5OC8If9ixrP8A6VaZQB6JRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHPeL/AAPp3jK2jF0JLe9gDG1v7Zik9uxHVWHUdMqcg45Feb29xfaPqzaFrqxx6oieZBcRcRX0XQyIDyGB+8n8ORyQQa9prK8ReF9L8WWP2TVbOO7iB3IWyHjbsyMOVb3BBoA8K+KV1Mul6ZY29o2oPeX8YeyjYK08UYaZ1BPHIj79c475rqNH1i017TYL6yl823lGQcYIPQqR2YHIIPIIIrnPB/hHTtLvtQae2FzrenX1xaPqFyxlnYbiUbexJG6JkOBxzUvhrZp3i/xTpx2o080Opxr0LK8SxsQO/wA8LZ/3h60AdVRRRQAUUUUAFFFFABRRRQBk+IvDy69HaMt3NYXdnN59vdW4Usj7GQ8MCCCrsCCO9fnf+2v+z/N9il+J2kWiR3Edx9j8U2dumFjugQBdqvZJMqT/AL6nua/SauMk0Wz1zxV4v0fUbWO70zUtNtRcW8gysquJ43BHuqgfgKAPgP8AYH+O1vpOsXfwp8USLP4Z8SB4rNZzlIrh1KtEc/wyjjH97H9414V4o0zWv2Z/j5dQWcjR6l4Z1US2kjZHmxAhoyfUPGRkejEVP+0N8HdQ/Z9+LV9oSyTC0Rxe6TfZIZ4C2Y2z/eUgqfdc+ldx+0drKfGn4beCPi1Eq/2vt/4RzxGqDGLyJd8UpH/TRCx/ADtQB+o3gDxrp/xG8FaL4m0t99jqlqlzGM5K7hyh91OVPuDW+zBVJJwBySa+F/8Agmf8Xvtuk658Ob+fMtmTqemhj1iYgTIPo5Vsf7beldD+31+07/wgugyfDzw1d7fEOqQ/8TK5hb5rO1YfcBHR5B+S5P8AEDQB774F/aF8FePrXxTe2WsWtrpvh/UW06e+vJ0ihkIRW8xWJxsJLAHvsJrgvHX7enwg8EtJFDrk/iW6TjydDtzMM/8AXRisZ/BjX5NQxy3DJbxK8jSOAsSAncx4AA7nmvqz4R/8E6/H3jhYb7xVcQ+CtMfDeVOvn3rD/rkCAn/A2BH92gD0Dxb/AMFRrp2dPDHgWGJf4bjV70uT9Y4wMf8AfZrzeT/goV8Z9Yv1urJNLjtbZhPNa2emF42jU7mV2YswXAOSGBAzyOtfYnw7/YS+EvgFIpJ9EfxPfrybrXJPOBPtEAI/zU/WvWdfvPC3wt8Jz3NzpsOm+H4wI7hbHT90MMR4Z5FjUhY1GSzEYABJoA/OiT/got8Yr5i1raaJGvpDpsj/AM3NLa/8FIPi3p0o+2WWgXAHVJrCSP8A9BkFfT/ij/goJ8GvCMbQ6Q9/4hdeAmlaf5cef96Xyxj6A11v7PXxosP2ptD8Qanc+CrfT9DsbpLKD7eyXTXD7N8mVKALgNH6/ePpQB88eD/+Co0vmRx+KvA6NGT89xo92QR7iOQc/wDfYr6j+Ev7Uvw3+NDR2/h/X44tVYZ/snUV+z3X0VTw/wDwAtWN8Qv2K/hL8Q4ZTJ4Yh0K9cHF5oZ+yup9di/IfxU18T/Hb9gzxr8I1m13wvPJ4t0G3PmmS0QpfWoHO5owfmA/vIe2SFFAH6lUV+d37KP7ed9o15Z+EviZete6XIRDa+IJzmW2PQLOf40/2zyvfI5H6HxyJNGkkbLJG4DKynIIPQg0AOr52/ao/ZasP2i7jSrbSxb6f40WC4e3vyuPNjjTIimI/gLlQGP3S3HUg/RNXfhNZpe6t4n1qQBpftS6bAT1SKJFZh7Zkdz7gL7UAfgt4o8Mar4L8Q6hoWt2M2m6tp8zW9zazrh43U4IP+I4IwRX6r/8ABJ3wkdH+Aeua5Im19Y1qTY396OKNEB/76MlfA37bvjZPHv7U3xB1CFle3t7/APs6Mr0It1WEn3y0bH8a+l/+CWP7Rz6Pr118Jdauf9B1AveaK0jcRzgZlhHs6gsB6q396gD9PaKKKACiiigAooooAKKKKAPOL7/k4rQ/+xV1D/0ss69Hrzi+/wCTitD/AOxV1D/0ss69HoAKKKKACiiigArzvWv+TgvCH/Ysaz/6VaZXoled61/ycF4Q/wCxY1n/ANKtMoA9EooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA8h1uH+z/ihr8ONi31pa36+jNh4XI9wIos/UVzPxNt7e28M3mt+abPUtLgkns7tGCOr7eEyeGVjgFTweO+K7b4lL5fj/wALygD57C+iJ7/ftmH8j+dc94w0eXXfD1zbW8hiulKXFu4AP72NxJHkHqNyjI9M0AalpKZ7WGRiCXRWOAQOR71LWV4X8QQ+JdHgvIvklwEuIGBV4JQBvjZSAQQfX2PetWgAooooAKp6tq1roenyXt5IY7eMqCVRnJLMFUBVBJJJAAA71crmPFOdY1zRdCB2wyOdRuG7lIHQqo+sjRn6KfWgA/t3XtY40rRRYwn/AJe9ZfZ+Kwplj9GKUv8Awjet3nz3vim5ik7JptrFBGPwcSMfxaumooA5O9/t7wpH9ubUZNf06M5ubea2QXKR93jaMKG2jnaVyQDg5wCnhi6h1bxl4hv4pFlj8izhgdDlXhKNIHB7gtIw/wCA11tcb4L0m28P+KPFFhBEqmSSK9VlJGI5N+Ex0AV1kIxj73rkkA8Y/b2+Ci/E74PT67Ywb9e8MBr6IqPmktsfv4/wUbx7pjvX5/8AwH1Aa9/wkXw5unH2TxfaeTZ7zxHqcJMlm3tucGE+03tX7LzQpcRPFIiyRupVlYZBB4INfjB8evh/c/Av4567o1kz2yafereabMvBWFiJISD6qCBn1U0AZXwV+I938HPiv4e8UxiRf7NuwLqHoXgbKTIR6lCw+uPSv0/139j/AODvxMvZvE15oU2oXWrn7a1+mp3OZt43B/8AWYwQRjsBjFfmp8ftFhXxZZeKrGFYtI8YWUeuQLGPkjlkyLmIf7k6yjHoVr7w/wCCefxuTx58MW8G6hPu1zwyAkQc/NLZk/u2HrsPyH0Gz1oA2Lv/AIJ2fBy45istYtD2MOpucf8AfQNfRfh/Rx4f0Ow0xbu5vls4UgW4vHDzSBRgF2AGWwOTjmr9FABnHJ4FfB/7Xn7dH2C6uvBXw5uILh42Mep600azRHB+aCJWBVweQzEEEZAz1qr+29+2Uxkvvhz4Dvtqruh1nWLd+T2a3iYfk7D/AHR3ryv9l/8AYg1f422f/CQ+JJ7jw54TdGFrIiD7TetggNGGGBGDzuI+bGB3IAPm7T9B1XXLfUbyx066vbexj+0Xk1vAzpbxk43uQMKMnqa/W/8AYt8C/wDCBfs4+E7eSPy7vUYm1W44wS053rn3Eflj8K7/AOH3wh8J/DHwb/wi+gaPb22kuhS4jkUO11kYZpmP3yR1z244HFdZaWsNhaw21tEsFvCixxxRjCooGAAOwAFAEtFFFAHxV+2Z+xTbeKbO+8deAbBbfXYg0+o6PbrhL1Ry0kajpKOpA+//AL33q/8AwTx/aMm8Qae/wx8RXLSX+nxGXR5pj80kC/fgJPUp1X/ZyOiivt2vzt/bH+FF5+zz8X9B+MXgyD7Pp9xqCz3MEQwkF4DuYcdEmXdkeu/1AoA/RInAyeBWVpvjaH4d/B74hePJxjTYXutUtGfgTpHbxopHs8kZCnuCD0NYa+JLb4ieCdCl0WUsniyKFbRlPzLFMoaR/YpGXJ9CK8m/4KlfE2DwL8CtH8Cae6wXHiG5RGhj422dvtYjHoX8ofgaAPza+Dvgu8+NXxu8M+H5S9xPrurILuTq2xn3zOfogdvwr2/9tL4NXn7KH7Rth4l8JIdO0a/uF1rRniGEtpkcNJCPZWwQP7rgdq9D/wCCTnwmbXviZ4g8fXUObTQbX7HaOw4NzN94j3WMMP8AtoK+u/8AgoV8Hk+LH7N+uXEEHmax4bH9sWjAZbbGD5y/Qx7jj1VaAPbPhP8AEKx+K/w28N+L9OwLXWLKO6EYOfLYj54yfVWDKfda6yvhz/gk98Rn8RfBfXfCdxKXm8PajvhUnpBOCwA/7aLL+dfcdABRRRQAUUUUAFFFFAHnF9/ycVof/Yq6h/6WWdej15xff8nFaH/2Kuof+llnXo9ABRRRQAUUUUAFed61/wAnBeEP+xY1n/0q0yvRK871r/k4Lwh/2LGs/wDpVplAHolFFFABRRRQAUUV4B46+PHivwbba1PdafottHY6tJpiNGtzeZ2WBvDIwVUIBBVCeApyxOBQB7/RXzr40+KHiXTlufFyzWtnHp9xeaPHouxpG3JZNPNMX37SyyRcfLjy1P8Af4p6t468f+HtNs4dZ1W8sobyOSV7u8htlu7aza502F7iTyV8tTGJ7t1OMKuwvkqaAPpakzXzfqDf2r4gNto+p6/q1wlzpp8NXi3NzNA0H2gNdzvMDscACVW8wnKIijO4Z2vGnhu/1v4sX01noV6+rQ3mlS2Ws+QyQ29rCfMuVExwP3il4TGpJJcZGASAD2KTxVosWm32otq1l9gsQxurkXCmODaMtvIOFwPWs6z+JPhq+uNMt4NVia41KGee0iZWV5UhIEpwQCNuRwcHr6GvK/C/gnVdP/Z60jQ7uI6TrFhLpty0HiB7W3jne1lt5miL2wYCNzEyb2DPzlg3c8T+B9W1++PxC1rxVpnh8WphW3itp0udPjtvKmhcvM0SOXJu5sbSqkiPIOOADoNQ/aY8LWuirqdvaatfRfM7wrbCCVIRAs/m7ZmTcpjdCAuWbcAATxWjJ8Zo7zUry10nR5b1dM8+bVJridYFtbeKeSEuvDF2ZoZiq8cRtkqcA8lovwY8B+MfBulx6Pfrd2mk2k1v9ut0aaU3hjgCXavJubzIxAuzrgEAcDFaPgrwboOua5dXOm3HiqyMnmtqAvNOezt9RjkuprgRP50IJCtPKP3ZUlWIYkUAYmqfGzxN4d0+/ur6xgt7nU4tN1HTo1SXUPslvc3CQNG8ESxu7quZMKx3MWAOFGaun/tDeI57/RoL6z061g1VdHit7i3DMv2meWB7iLliPmtpjIgBJXyZMlsCu08L+DdK0XXk0qHwZ4gmtoZogutapfRzxRrbhjAFL3Bl8tSTtUL1ckjkmtLUPC39hX1rY6D4A0m+02OWG6FzcXiwiGZF8tWVDG53IgABGOOBQB5f4d+KniDxQul3kniNrXWlvdGt7fQbdIQL+G4SCa5mdCpcqI5pgCpAX7OT1zX0pXMa5pWpacti3hbSNDM8Mf2cvfs0HkwgDakflxsSP9ngCr90mvzeHVW2m02014om6SWKSe1V8jdhQyMwxnHI7UAbFFY2h2uvw6RLHrOpafd6mxbZcWFi9vEgI+XMbyyEkHPO4Z9BVfwvo/iDTZrh9b8RR62sgAjjjsFtliIzk8MxOfc9qAOd+M0KxadoOpKMXNrq0EaN/szHynU+2Hz9VHpWZVX4qeG9VtbjSdSufFWoXunHWoCNJlt7ZbdAxYINyxCQ7WK4y/YZzWZq3hm51TVI7tPEOrafEgXNnaNAIWwc87ombnocN+VAFO1B0f4h3kTYMOs2q3MZHGJYMI4PrlHjI/3DXU1wnxO0tZ7zw5qM2o3umWlrdtBcT2U/klEmQqGZuw8wRj/gRpPFVxHqulaZ4Y0bW5ze3jrG19a3Za5hhjG55i6nOeFXJ4JcZz0oA7Gx1iw1Sa5is7yC6ktX8qdIZAxicfwsAeDwevpVuuN034T6FpNjBbWz6nE0KsguU1KdZyrHJVpA4YjdlsE4BJI6mqUPgu/8B3D6po2q65rsW4G50rU79rrfEM58kycq4yCBuw2MHsQAd/XM3y5+I2jmMneNNu/M9NnmQY/HP8jXOeEfhVp1xpNhqWqHWU1e4i8+dJNYu18uRxuK7PMCqVzjAHBFZ+veAp/DevHxPe6rf6vptusUTob24gntYFcksTHIFlClgWDrkqnJJzkA9ZorH17w1ZeKorcz3N9EkeWRtP1Ca23Zx1MTruHHGc1LeeHoL7RE0tri+igRUQTQ3ssc+FxjMobeTxyScnnOaANOuahPk/Ei8XOPtGlQtjHXZNID/wCjB+daWmeH4dK0mTT4ru/mjfd++ubuSaYbhjiRyWGO3PFYcPwzsYZvtB1bW5rtV2xXMuoyNJEp6hSex4yDkHaOOKAOvr8/v+CoHgFYb/wf40gjx5ySaVdOB3X95Fn3wZfyr7Fs/hvrVvqkty/xC8RT27liLZltdoz2z5P5Yxivnv8Abo8FazefCXWBqHiO81WztIotSsrZ7aBFWSKaOOTeVQMT5U7MCCo+U5FAHy94P8Lv8Yv2Qdft7dPP174d6m2pW6qMs2n3C5mQfRkeT/gBHevKPgv8VtU+CvxH0jxZpZLvaSbbi23YW5gbiSI/UdPQgHtXtn/BPXUL64+Les+HLXV20qLWNIk34t451maJ1IRlcEY2vJ0rzr9pn4Gz/AL4qXejTJJdaLdL9r025A8sSxN1XoQCjZUj2B70Afrr4I8Z6V8QvCel+I9EuRdaXqMCzwyDrg9VYdmByCOxBFfLH7dP7WB+HOmTeAfCV5t8UX0X/EwvYW50+Bh91SOkrg/8BXnqQR8tfs7/ALYWsfALwv4l0K3s31KxvIGm0uKeQMLO9OBvPAzGRklR3UdMk1037Iv7Nmo/tGeNrzx342ae78NQ3bTXElwTv1W6J3GPP9wE5cj2UdSVANr9i/8AYzb4jSWvjrxzasvhhG8yw02UENqLA/6x/wDpiD2/jP8As9f0lggjtYY4YY1ihjUIkcahVVQMAADoAKwdHk1+31BbKfRNKstFiBSGaz1B3dUXhB5JgULxjgOce9SahrmrWespbReHbi809mQNqENzCAgP3iY2YNhfYEnHAoA3aKxvEPi/SvCpg/tOaWATbtjJbSyrxjOSikL1HXGfwqe+8SaVpelx6lfajbWOnyBStzdSiJDuGV5bHWgDSoqpp+sWOrWK3tje297ZtnFxbyq8Zx1+YHHFWY5EkXcjK49VOaAHVx/xe+G9j8W/hvr3hS/CiPUbZo45WGfKlHMcg/3XCn8K7Cs+Y6nq2uQ6HoywR3kkDXMt3d5MdvEGC7tgOXYk8LkDg5I6EA8S/wCCZazXXwz1ey1x2bxB4Q1G48PrayDm0i3+a2PdnZlz6RKO1fC37eHxo/4Xd+0VrU1hMbnRNGP9j6bsOVdY2Id1x13yFyD3XbX0f+0F49vP2KvHHxc0vSrm6ub/AOImj2V7p964A8u6LSxXUvygBSAXYAdC6+leI/8ABO79nx/jR8bbfW9StzL4Z8Lsl/dM4ys1xnMEXvlhvPshHegD9LP2Nfgr/wAKJ/Z/8OaDcwiLWrqP+0tU4+YXMoDFD/uLtT/gFe0X1nDqVncWlzGs1vPG0UsbDIZWGCD7EGp6KAPzE/4Ju2s3wx/ay+KHw/lc7Yba6t8N/G1rdBFb/vl2P41+ndfnX8JNPGkf8FXfHsEC7Y5La5mYD/ppbwSE/wDfTV+ilABRRRQAUUUUAFFFFAHnF9/ycVof/Yq6h/6WWdej15xff8nFaH/2Kuof+llnXo9ABRRRQAUUUUAFed61/wAnBeEP+xY1n/0q0yvRK818TG4Hx38Lm0ETXX/CK635QmJCF/tOmY3EDOM9cUAelUVg+F4fE0YuH8R3ekzltvkw6XbSxiPru3O8jb88Ywq4weueIdH8H3Gm61LqVz4l1rVS28La3ckS28YY5wEjjTOOgLZPvQB0TSLHjcwXJwMnGTWF4m8feHfBrwpres2mmyzAmKKaQCSQDg7V6n8BTLr4eeGr7xENeutFtLrWFZXS8uI/MeNlAClM52kYHTFdAY0Zw5VSw4DY5FAGRr3iaPQtMhvVsNQ1RZmCpDptsZpDkEgkcYHHU4HSubk8J6drXh661QeFZn1C6lnvDpeqXAjZ5ZYfs7hyGdVDRcY5AB6ZrvaKAOC8I+A7Vrm+1PWvBmg6Vqs8f2XzLSX7ZJNB5YQiV3iTkqoUj5sgDJ7VreHNH8TQ6hJc+INX0nUYzEY47fT9Ke28vJB5d5pCw46YA/KunooA5tfB9z/wkY1R/E2svAr700sPClqoxjbhYg5Hf5mPNHiP4e6H4svorvVYLi5eNQixrezxxYBJ5jVwpPPUjNdJRQBma14Z0jxJHDHq+l2eqRwtvjS8gSUI2MZAYHBxV22s7eztY7a3gjgt4xtSGNAqKPQAcCpqKAEpaKKACiiigAooooAKKKKAPMvjFatNq3g+SdTLpy3siNEHwBceWXhcjvt2SfQsOPStWx8ZotvhrTr3vZaraS59A0gib9JTWPQAyaGO5heKaNZYnG1kdQVYehB61x1/oem6V458L/YLC2sZWF0ztbQrGXQRAYJAGRuZTj1xWv4k1280+6sNP022iuNRvzIImuJNkMYQAszY5PUYUdfUdabo/hVrPUF1TUtQuNV1UI0Ylc+XDErEFljiHCg7RydzccsaAN+iiigApGUOpVgGVhggjINLRQBx403UfA7SPpNsdT0FmLtpcZAmtfXyMnDJ38s4xk7T0Wum0vU7bWtOt76zlE1rcIJI5B3B/kfbtVquan8CWwuJpdP1LU9G852kkisbgCJmY5LBHVlUkkk7QMk5NAHS0VyjPr/hWTfI8/ifSj95hGi3sHvhQqyr7ABh/tdt3RtcsfEFn9psJxPEGKNwVZGHVWUgFWHoQDQBerxH9snTftn7P/iidY2aS1tJn8xRkqrROjZ9juH04PbNe3V5l+07fLp37O/xGmY4B0K6iH1eMoP1YUAfmf8AsQ6sdH/ah8DvnCzy3Fs3vvtpVA/Miv0O/bA+D2g/Fj4Oaq+r3cGk3miQyajZatPwtuyrllc9djgbSB32kAkAV+WXwXuHs/it4XnikaGaK9R45EJBVxkqRj3xX2D/AMFD/jxcate2Pwl8PO0srtFPrC2+S0kpIMNsAOvJDkeuz0NAHwVX2Z+xX+1Brf8AwtTwd4J1me3t/DR0ttDtLe3jEUYn3mWOZwOsjEeWT33A9ck4vxZ/Y68WeE/hr4Q0rQPh/d65ryo2oa3r9pIJHEkgAFmkQfJSMAZYry3Q8nPznceH/Fnw01yyv73RtU0HULGdLiF7y0khKSIwZSNwHQgUAfuVRXM/DHxxa/Er4feH/FFkV8jVLOO52qc7GI+dPqrbl/CumoAKbJGkqlZFV17hhkUy6uobG2luLiVYYIlLvJIcKqjkkmmeG/CFz8QpDf6ot9pvhwIPstosrW814T/y1cqQ6IBjauQTyWHQUAYd9rOlTQ/2Pplta65d3h8pdKtirK4Y4YyYBCpySzMMfU8VofD79nTTdHXVbnV7SKwmvrnzPsOh3ksNuIgoCI2xYwxUl+QB97nPWvWdE8O6Z4bs47XS7C3sYI0VAsEYXgDAye/1NaNAHm9r+z74Os7oXEMerrMAQHOuXp6nJ6y1yXxFt/Bv7Nel6p8Q9R8V61otggjEtj9pjuftrKDst085HkJc54Vx1JyOo7X42/HLwp8AfBVx4k8V3wt4FytvaR4M93LjIjiXuffoBySBX4t/tKftM+K/2nPG51TWGa10uBimmaJAxaK1Qn/x+Q8bnIye2BgAAPi/8UvGP7YHxuS9+ySXGo6nOtho+jwHcttEWwkS/mWZuMkseB0/Xb4B/Ae6/Zv+CmkeFvC0OmX2u7hc6rc38kkUd1cMv7xgyIxAGFVcj7qjvXyb+x7+yXffBPVPhf4/8VRyW3inXtae3h01+DZWj2F0wEg/56OVUkfwgAdSQP0goAxra+1qPw21zfaVbtrKIxOn6feeZG7AnaFlkSPqMfeUYJx703wxr1/rkE7ah4ev/D0sThRFfSwSeYMfeUwyOMfXB9q26zPE/iKy8I+G9V1zUpRBp+m2st5cSH+GONSzH8gaAPhb9m2aLx3/AMFIPjF4mhiuEt7Gxa1AngaNkcfZ4SGBHyn90/B54Nfbn/CwPDP/AAkDaEde05daVxGdPa5QT7iMgbCck4Oa+Yv+CcPg++k8A+LvidrEJi1Xx9rU+ojd18hXfb+Bd5SPbFfXElrDJIsjxRu6nKsygkfQ0AOaaNZBGZFDkZCkjP5U+uf8SfD/AMNeMJo5tb0Kw1SeNdiTXUCu6LnOAxGQM+lT+JPCtn4osYrW5nvrVIm3o+nX01o4IGPvRspI9jxQBs0Vjt4flj8N/wBk2er6haSqmyPUmkWe5XnO7dKrBj2+YHik8O6TqekWM0Goa5Nrk7MTHc3VvFEyjAAUiJVU85OcDrQBs0Vznhm28WW1zKPEGo6PqFts/dtp1jLbPuz/ABB5pBjHpSRah4r/AOEka3m0PS/7CMhC38WqubgJjgtAYAM5wMCQ9etAHOX3/JxWh/8AYq6h/wCllnXo9eZXk0rftK6RG0DLCvhK+Kzbhhyby0yMdRjA6/3vrXptABRRRQAUUUUAFed61/ycF4Q/7FjWf/SrTK9ErzvWv+TgvCH/AGLGs/8ApVplAHolFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHDfGqYL8OdRtwMz3kkNpB/11eVFU57YPOfasKug+M1r53w51a5X/AF2nqmoRN6PC4kB9x8prn1YMoI5B5oA5fxNhfFnhF5crALicK4/57GBgin2K+Z+IFGreOPL1t9A0HS7vxR4jVVeSwsNqpbK33WuJmISEHqATuI+6rVnfFZL/AFS30DQtCnW28S6pqkMenztGJFt9mXmnZT1VIlkOO5Kr/FXtXgPwHpPw58Ow6RpETCNWMs9zM2+e6mbl5pn6vIx5JP04AAoA81g8D/FbUl82S/8AB/h/PItfs11qTD2Mgktxn6LWH4us/jH4P0m4ntPDPh3xoyAEPpl7LZygdz9nkV92BzhZcnoBXofiD9oz4XeE9au9I1n4geHdL1S0fy7izutRijlibAOGUnIOCK3PA3xT8H/EyO7fwn4m0vxGtmVFwdNukn8otnbu2k4zg4+hoA+Obpv2hfiRp8l94T8e+BtKhV2he2t9NuFmt5B96KVbiN2Rx3Uqp9q8u8UaZ+2f4NL3UOtW/iOFOSNMispcj/rm8SsfwFfbvxt8IHw40vxJ0CBl1PTYg2tWkC8anYJy+5R1miXLxt1+Vk6PxctbqK+tYbm3kWaCZFkjkQ5VlIyCD6EGgD88vCv/AAUV+IHgTWv7J+Jfg+K6MR2zeVA9hex/7RRso30wufWvtf4R/Gzwj8bvD/8AavhXU1u1jwLi0kGy4tmP8MidR9RkHHBNSfFT4M+EfjPoEmleKtIhvk2kQ3SgLcWzH+KKTGVP6HuCOK/KTxvpvir9kf4263pPh/xE8F/ZKYo7+1YZmt5UyodOQG2sMqejAEdAaAP2OhmjuI1kidZY25DoQQfoa5/xB4TFxNJqulTf2brihWFwHYRTbeiTIDh1IyuSMgHIIwK+bf8AgnN8WW8ZfCi88KX1wZdT8Nz4j8xss9rKSyH3w/mL9NtfSHjySS40200eF2jl1i5WyZ0OGWIhnmIPY+UjgHsSKANPw1rQ8ReHtN1RYjCLy3Sfyyc7dyg4z3+teE/t9eIhoP7MfiOHdtl1Oe1sY/fMyyMP++I3r6FghjtoY4YkWOKNQiIowFUDAA9sV8N/8FRPFwh8P+CPC6P81xczalMme0aiND+Jkk/KgD4P8G+IT4T8VaXrQhW4awnW5WF/uuy8hT7EgA+1fWP7BXw1m+MHxk1v4leKJft76TMbtPO5NxfSliJMeifMfZinpXx/pWl3Wt6pZ6dYwtcXt5MlvBCgyzyOwVVHuSRX7B/Db4WWnwJ8K/DzSLDb51uW07UJV4Fw8yNI7n1PnIuPQEigD2OquqS2dvp9xNqLQpYxRtJM9zgRogGWLE8AAetWq+G/2+fGHxT8QJJ4Q8O+D9dh8FxgPfapaWrSjUG6hMpnbEvocFiOeAMgGvp3/BRf4f8Ah/xh4g0iPQZ4PCNkg/su70q3Xfdzbz5pMZKqqtnKnr8pJ5YAZOof8FSNEXU4EsvAeoS6eZVE09xfRpKI8jcVjCkFsZwC4BPcV+e1xby2czQzxPBMpw0cilWH1Br6V+G/7APxF+IfhCDxH9r0fSLK8s/tljHc3BkkuAybo8hAQgbjknIz07UAe7D/AIKVeBtS8SW9xq3grXLrR7MCSGy86H97PnPmSjdghQBtXJGSSegx7L4b/wCCrvwh1aRI9S0zxLoeTgyTWcc0Y/79yFv/AB2vnbwD/wAEovFXjDw3pusXnjzRbCG+t0uEjtrWW4KhgDgklBkZrfvv+CP/AIhjhJs/iRpk8vZZ9MkjX8w7fyoA+6vhv+1B8K/i00cXhjxtpd9dv92yll+z3B+kUgVj+ArJ/aZ/an8J/szeE/t+sSi/1y6Q/wBnaJA4E1y394/3Iwern6DJ4r8hv2jP2Z9c/Zj16w0zXfEWhanqF0pmjg0i5keaJB0eRWRSgJ6euDjpXlesa5qviW4F3qt/eapPHGsQnu5mmZY1GFXcxOAOgFAHbfGb42eM/wBo7x82t+I7mS/vZn8my021VjFbIT8sUMfPt6ljySTX39+wz/wT7/4QySw+IXxNslfXVxPpmgTAMtmeqyzjoZO4TovU/Nwtb/gmb4J+CNxpcWr6ffLrXxTiTfc2+rxLHLYjv9ljyQV/6aAlvXZnbX6FUAZ2qeH9P1q60y5vbZZ5tNuPtdozEjypfLePcMH+7I459a0aKKACvm79quTU/i9faT8DvDM7w3GvFLzxLqEXI07SUfLZPZ5WXaq98N25r6LujOLWX7MIzcbT5fmkhd3bOOcVz/gnwFY+C47+eNmvdY1Sb7VqeqTAeddy4wCf7qKMKqDhVAA7kgGp4b8Paf4S8P6bomk2yWemadbx2ttbx9I40UKq/kBWlRRQAUUUUAFFFFABRRRQB5xff8nFaH/2Kuof+llnXo9ecX3/ACcVof8A2Kuof+llnXo9ABRRRQAUUUUAFed61/ycF4Q/7FjWf/SrTK9ErzvWv+TgvCH/AGLGs/8ApVplAHolFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHDfGiWRfAN1bpKY0vLm2spQuNzxSzJHIo9CVZhmsJVCqABgDgVrfGhg2gaPBn97NrNnsX12yeY3/AI6jH8KyaAMPwfEmpftCEykMdI8MmSFfRrm5Cs31xagf8CNe318vfD3UB4f+LGi+LruQ/Z/FEt/oFzM5+WN1nzYj/ZXEEiD1eYd2r6hoA8R/aT1b4efCPwFrHjXXPB2h63rUzLBZW82nQy3Go3r/ACxRAlSzEnGepCg+lVv2QfgPL8F/h7cXutRQL428UT/2trjW8axxxSvkpbxqvyqkQYqAOMlscYrw/wCI3xEvNY/a5k1bxv4B8caj4O8CZi8N2ej+H5ruC7vm/wBZeuwAU7eiYz0U8HOfqD4S/G6y+Ls+pRWnhfxX4dNiqMzeJNHksVl3EjEZb7xG3n0yKAPRZI1mjaN1DowKsrDIIPUGvnf4Kqbf4b6ZY7i0emS3WlRMTkmO2uZbeP8A8ciWvbfHfjCz8A+D9X8Q3+TbafbtOY1+/KwHyxqO7M2FA7lgK8j+Gfh+68L+AdE06/KtqSW4lvWXobmQmSYj2MjuaAOmr5t+JH7Afwx+ImqX2rbtZ0bVr2Vp57q1v2m8yRjkswmD9T6EV9JUUAfJvwJ/Yt1z9nn4tW3iTQ/GNvq+hzQyWl/Y3dq0EzwsMrtKsysyuqHnHAPrX014g8Of25JYzR39zpt3ZSNJFcWwjZhuQowIdWUgg+natiigDl3sfFml/Pb6pZ63Gpybe+tvIlcegljO0H/tnj6da/ML9vPx9P42+P17bzW0lkui2kOnfZ5JFco+DI/KkjrJ69q/WG6uI7O3luJmCQxIXdj0CgZJ/Kvwz+IXiuXx1488Q+IpiS+qahPec9g7lgPwBA/CgD3z9gnwHa6x8U7rxnq0TSaR4TgFwqqu4y3kpMdvGo7tncwH95Vr9JltNW8XalYz6jYtoul2M63SWssiPcXEyg7SxRiqIpOcAkkgZwBg+CfsG/BU+E/g/pOvasd9xq0p1W3tMYWPcu2ORv7zbANvZQ5xySa+qaACiiigDC8S+AvDXjKExa/4f0vWozxtv7OOb/0IGtDRdFsfDuk2el6Zax2WnWcSw29tCMJFGowqqOwAq7TJpo7dN8sixpkDc5AGScAfiSBQBqfBGS5Tw/q1lII1srHVbmCzVSS6x7t+G4A+87Yx/Dt715v+2b+11pv7Mng1YbPydQ8b6pGw0zT3OViXobiUf3FPQfxEYHAJHT6H46sPhf8AB3xb8QNZLRaMJbjVolJAaSIIiRhfeQoCB/tivxc+JPxA8UftEfFi913UFl1LXtbu1itrOAFtgJ2xQRr6AYUD8epNAFnwp4X8c/tR/F5bK3kn1/xVrlwZbi8uWJCD+KWRv4UUfgAAAOgr9kv2ff2S/BPwH+G7eGo9Ntddu75AdX1C/t1kN8+OhVgQIxyFToOpySScL9i39lOw/Zp+HiG9jiufGurIsurXoAPl91t4z/cTv/ebJ6YA+i6APkv4of8ABOnwPrurR+Jfh1f3nwv8XW0nn211pDE2wkHIJiyCn/AGUexr0/4N+OPHuktD4R+LOlxQ+IIh5dp4l0359O1dR0OcDyZsdY2A3clfQey1yvxK8aHwR4aN1b2g1LVrqaOy0zTy237TdSHEaE9lByzN/Cqse1AEnjL4jaF4DW2TVLp2vrslbTTrOFri7uiOojhQFmx3OMDuRXOL4+8e6piXS/hpJb2x5Vte1mG0lYeuyJZsfRiD7Va8J+CIfh1pOqeItTabxH4tnt2udT1RYwZ7gqpbyYFJ/dxL91IgcDqSWLMYvgT8dPDn7QvgRfFfhgXUdj9pktJIL6NUmhkTGVZQxA4Kkc9GFAEEnxZ1nw6u/wAXeA9W0izX7+paXImqW0Y9WEWJgPfysDua7zQ9e07xNpNtqek31vqWnXC74bq1kEkbj1BFcn8a/jL4f+Avw9vvGHiU3DabavHF5VogeaV3YKqoCQCec9RwDXI6tt8B2Nt8UfDdlcafol/DHf8AiTQHTbmB1DNdiMZCXEQOX2/fVWBywU0Ae00VHDNHcwxzROssUih0dDkMpGQQe4qSgAooooAKKKKACiiigDzi+/5OK0P/ALFXUP8A0ss69Hrzi+/5OK0P/sVdQ/8ASyzr0egAooooAKKKKACvO9a/5OC8If8AYsaz/wClWmV6JXnetf8AJwXhD/sWNZ/9KtMoA9EooooAKKKKACmNKisqM6hm6KTyag1S+XTNNu7xlLrbwvMVXqQqk4H5V8e674N0HXv2S7z4oeJIF1b4jeItKGqWGseYxu7a+ucGyt7NgcxCNnijVExnaSckmgD7KeRY13OwRfVjgUNIkf3mVfqcV86+D/CNl8cPiB42f4hW8PiCz8KTW2h2mj3vz2scv2SKa4umiPytI7y4DEcKgxjJrnrP4bWfjL46+JrMeANF8WeD/DcOmeG4H1q+LHT1SIzzGJHjkMjbblAcsCdgGfQA+rCwGMkDPT3oyM4zzXxT8YvihpviL4jWGtW8+oW+j+BPEWmWGlRW1jcizuGN3HFqE5mVPJ2ojGFctwUk/vCun+IGsXWj/tE6j8TFupI9F8I3+l+FtQTeRELW7jZp5GGcfJLdWbk9hGaAPq/cOTngdaSORZVDIyup7qcivkL4cW7/ABOvfAfhfV5Jh4f8SW+seO9Us/MZBqIkvQLW3kwctEqzqzJ0bYgII4r0f4K+H9L8M/HP4nab4RtYtM8H2drpsElhZDbaR6mRM83loPlRvKa33hcckZ5oA94ooooAKKKKACiiigAooooA83+MFrLbS+H9eI82x024eO5TvGJgI1mH+6eD/sux7c0q2fjVczL4JfT4ljCatPHpss0nIhSUlS4Hc9AORyQe1YgARQOyjvQBw3hnw3YeLfhTaaZqCtJb30LSSmNyjxytIZCyMOUdJOVI5UqPSuk8J/GibwSsOhfEqdbOSMiK18WMmyxv16KZmHy28395WwjHlDztXO+G7Gbwql2EEcd7dXV5Eo6COWeR0x9VYH8a6WWJJ42jkRZI2G1kYZBHoRQB6ha3UN9bxz200dxBINySxMGVh6gjgisTxj8QPDnw/sBeeIdZtNKiY7Y1nkHmSt2WNB8zseyqCT6V4s3wV8EiaSW20CHTGkOX/sqWSxDn1YQsgJ+taPh34a+FvCl415pWg2NpfsMNeiIPcMPQytlz+JoAyPFWseJvivqVlq50I23hbS5hdadoOoz/AGa51CdfuXM42sECdY4Wwd2HfaVVRyesftU+GvA+rRad490fXfAc0rbIrrVLPzbOU/7E8DOh/HGO+K9orO8ReG9K8W6Pc6TrWnW2q6bcrsmtbuISRuPcH+fagBvh3xPpHi/SotT0PU7TV9Pl+5dWUyyxn2ypPPtWnX59/G34GeL/ANjvWn+I/wAItVu4vCvmKdQ0mRjMluCeBIpP72Ek43H5lyOf4q+r/wBnH4/aT+0J4Cj1uyjFlqlswg1LTt24282M8HujDlT9R1BoA9VooooA8n/au8YHwP8As7+OtTR/LmfTmsoWBwQ85EKke48zP4V+P/g7w3ceMvFuiaBaD/SdUvYbKP2aRwgP61+i3/BTTxUdL+D+gaEj7ZNW1YSOufvRwxsSP++nj/Kvkv8AYi8OXOuftC6JfQae2ppocM2qy26MAzKi7AVzwWDyIwBxkrjIoA/WrRtJttB0ex0yzjEVnZQR20KD+FEUKo/ICrlU9J1a11uwivLOXzIJMgEqVYEEgqVPIIIIIPIINXKACiiigAqp4Z8OWvxA8VX41OGO80PRsQrayLviuLp0yxcHgiNGAA9XJPIFWZJEhjaSRgkaAszMcAAdSa4Xxp8ftJ/Zo/Zxh8X6rAbnUNRupnsbAnZJezTTO6nnooj+bPZQB3FAHzn/AMFUvj7b2Om6T8H9BlSPPl3+sLBgLHGv/HvBgdMn94R2Cx+tM/4Jf/srr5f/AAuDxNZ5YlofD1vMvQcrJdYP4on/AAI/3TXyv8Cvhn4i/bQ/aPf+2Liadb+5fVde1Bf+WVuGBYL6E5WNR2yOwr9vNE0Wx8N6PY6VpltHZ6dZQpb29vEMLHGoCqoHoABQBdooooAK828QJ/bXx68J2Uo3W2k6Pfaqqnp9od4beNvqEecf8Dr0mvNfF0n/AAjvxq8FaxKdlnqlneaDI56CdjHcQZ+ogmUe7Ad6APSq+Kf2Yl/4UP8AthfFj4SSfuNF17HiXQ4zwoDcuiD2Vyv/AGwr7Wr40/bwsZfhf46+FHxzsI2DeG9VXTtWaMcvZTE8H2AMq/WQUASfteRn40ftEfB74MRfvtOW6PiXXYxyPs8WQit7MFlX/ga19hzW8VxbvBLGskLqUaNhlWUjBBHpivkT9jwD4xfG74vfG6T99YXl9/wj2gykcfY4Au519mxEfqWr601bVLXQ9LvNSv51trGzhe4nmkOFjjRSzMfYAE0AcJ+z7JJH8LdP02R2kOi3V7oiM5yxjtLqW2jJPc7Ikr0avP8A4D6bdWHwt0ie+ge2vtUe41meCThonu55Lko3uvnbT/u16BQAUUUUAFFFFABRRRQB5xff8nFaH/2Kuof+llnXo9ecX3/JxWh/9irqH/pZZ16PQAUUUUAFFFFABXnetf8AJwXhD/sWNZ/9KtMr0SvO9a/5OC8If9ixrP8A6VaZQB6JRRRQAUUUUAIQGBBGRXnfh/8AZ5+HvhfWrbVNN8ORQ3FrM1xaQvcTS21pIxJLwQO5iibk8oq4ycV6LXzfoPx+8X6hrXhfUHPh+78P+JPE15o1lpMEMqaitnDLOgvPM81lZQsAdhsUYcc9MgHqfiT4E+BfFviWbX9U0FJ9UuFRLqSO4miS7VPuCeNHCTADgeYrccdKE+Bvg2HxTdeIodOu7fVrq6+2zywapdxpJNgDe0ayhCcKo+72FcN4A/aJufE3j7xQup29np/gaHSJNZ0TURu865tYJnhuJ3ycbCyhkwPuFT3rV8A+LfiT42sNK8Yzp4f0LwjqAF2mjXcEzX6WLDckrziTYspXDeX5ZAzgtnmgDt2+F/hZ/AA8Ef2PCPC6wLbjTldwuwMGHzA7s7hndnJPOc069+GfhjUtD8SaPdaPDcab4kkkl1a3kZiLp5EVGLHOR8qKBgjG0YxXzr4X+Luo29v4IubC98M+Fdc8fWN54m1TVfEXmSoIFeNbWNd06H/VyqAu7aArYUc13viH49al4C1TxFb6ullrcOgaBY3UraXC0T32pXlxJFbwQhnbar7FAyWPzg5xQB3niD4I+CvE2l6DYXuihIdBhFvpclnczWs1pFsCbElidXClVUEbsHAzmug8I+DdE8B6LFpGgabBpenRsziGBfvMxyzsTyzE8lmJJPU15brfj34i/C/wzceJvGS+HdTt5Y44LbQtFgmjuft80qRW9sszuyyhnfaX2JjqARxQPHXxF8E+PPA2neMH8O6jp3iu7l0/ydGtpoZtPnW2knX53kYTJiJlJ2oeQcdqAPa6KKKACiiigAooooAKKKKAOX+Juhz+IPA+qW1ou+9jVbm2X1liYSIPxZAPxrzDXNUfVPh/qGoaWS0lxpsk1v65MZK/jXu9eJaNZvoOpax4emUB7C5aWIjo9vMzSRMB2xlk+sZoAn8OrbL4f0wWRBsxaxCEj+5sG39MVoVyfgto9FvtW8POv2d4LmS7tIcAK1tK24FPZWLKR/DgdiM9ZQAUUUUAFFFFAHJ/FTxR4W8JeA9WvfGkqw+Gnha3vS8DyqySAqVKopODnHTvX5N/s+/tA6p+zx4y1rUPD9musw6jbPZR2l07IjtvBhkYDkleeBj7xGRX7F3lnBqFrNbXUEdzbTIY5YZkDo6kYKsDwQR2NfGPxE/4J82EPxW8M+J/A5jttBGr20+q6HM3ywwiVWkaAn+HAP7s9O3oAD7M0/7T/Z9t9sKm78pfOMYwu/A3YHYZzU9LSUAfnH/wVA8Rm7+Ing/Q1fK2OmSXbL6NLLt/lCK2v+CXHhcSap478Run+qhttPifH94tI4/8cjrxv9v3XDrH7TXiCLduTT7a1tF9sQq5H5yGvrv/AIJu+Hf7J/Z/m1Fkw+q6tcThvVUCRD9UagD33U/hvZ3l9c38F7eWl60hubYrJmK2uCFzKqYGS20BgSQQWHG45mtvFl5pk1va+I9PGnvK6xJf28gktHcjgFjhoyTwAwxkgBiTXUVFdWkF9byW9zDHcQSDa8UqhlYehB4IoAlorjHtYvh3qRubW2mTwzPFieG3DOllKp4kEeflRlJDbRgFQcck1u301zrF3o2laTdCCfVpcLeoFcRQqhkeRQQQSVAVc5GXB6CgCvqzWuuavbaJPOiabGDfazKThILSMFtsh6KJGAXnqu/0r8r/ANtD9pC5/aR+Lks+ntIPCmklrHRLUAgFM/NNt/vSEA+yhB2r6m/4KJ/HnT/hb4TX4L+CpyupakguPEd8H3TGNuRHI/UvJ95vRMDGGwOC/wCCYv7MsXxA8WXfxJ8R2Kz6BorG306C4TKXN4V+Z8Hqsan/AL6Yf3TQB9i/sF/s3r+z/wDBu3m1K2Efi7xAEvtTZh88K4/dW/8AwBSc/wC0ze1fS1FFABRRXyp+1P8A8FAPCH7P8lzoOjJH4s8aoCrWMMmLezb/AKbyDv8A7C/N67etAH1JeXtvp1rLc3c8VrbRLukmmcIiAdSSeAK8Z8QfFTwR8coNR8GeFrq78WXiOjPqXh9A0GlzoweKY3TYiDo6qwVSzHH3SMivj74NfCH4tft56jD4z+L3iLUNM+Gwl32ujWZNtHe4PSKIcCPsZW3MegJ6j9EvBfgjQfh34cs9B8NaVbaNpFou2G1tUCqPUnuSepY5JPJNAHK+C/iXPDqEPhTxssOj+MEGyJ/uWmrKP+W1qx65HLRE70ORgjDHpvHngHQPid4UvvDXifTY9W0S+CrcWkrMofawYcqQQQQDkEHirniTwvo/jDS5NN1zTLXVrCTlre8iWRMjocEcEdiORXFp8EbbT/k0Xxh4v0K27Wtvq5uY19lFyspUewIAoA3/AAP4F8LfBzwXBoXh2xt9A8OaeHkWLzTsjDMXdmdySeSSSxrib7UG+P8AeQ6bpiv/AMK4glWXUNUZSq60yNlbaDP3oNwBkk+64GxcgsRsw/Afw3dXEdx4guNX8ZSxsHRPEWoSXNurA5BFtkQZHr5eRXokcaxRqiKERRhVUYAHoKAF6cUtFFABRRRQAUUUUAFFFFAHnF9/ycVof/Yq6h/6WWdej15xff8AJxWh/wDYq6h/6WWdej0AFFFFABRRRQAV53rX/JwXhD/sWNZ/9KtMr0SvO9a/5OC8If8AYsaz/wClWmUAeiUUUUAFFFFAFXVI7qTTLtLF0jvWhcQPJnasm07Scds4rw7Sf2YLLwn8HNP8K+G7XRtF8S3VjbaZrnie1tFjvLiEhReOkqrvMkg37Sx4LA9RXvdFAHz/AKp+ybpy6tbR6Nq+pW+gyeGtR8M3dvqGpXF48VvcJGsX2cSswQIY/ujA6elatl4J+LFz8M9U8JalqXhWAjQZtJsr+xS48yaYw+VFO4IAiAHzFV35PQgCva6KAPJvDvwHsNP8bpqWqW2naro+n+HLDw/pdncQCUwCFpDK5DDA3ZiAx/c5rF8X/s+6p4mg8eXUWrWdnrWra5pusaRM0TSQ24sFgNvFMvBKl4pMhTwJOOa9zooA8Y8Y/Dv4h/ErwgsWtX3hzSdd03VLHV9IjsEnnthPbSiTE7PtZlfG3CqCvXLGtPw/8PfFXiLx/pPi/wAeXOkpNocM0ek6PopkkghlmUJLcSSyBWdymUUBQFDN1J49UooAKKKKACiiigAooooAKKKKACvIdd3t8VdfM/8ArFsLIQY6eTmf9fM8z8MV69XkWvHf8VtfJ+bZptggPp81ySB+efxoA5vx0smltp3iOJFkGkO73CHIZrd12yEEd14fHfZXVKwdQyncpGQR3qprE1tbaPfTXoDWccEjzgjIMYUlv0zWf4FgurXwZokN7n7SlnErhjkj5RgE9yBgE+ooA3KKKKACiiigAooooAKKKKAPxg/aj1U6z+0R8Q7kndjWJ4QfaM+WP/QK/UD9kTQf+Ec/Zt8A2pXa0mnC7b6zM0v/ALPX5L/FS8Oq/FHxhdZz9o1m8kB/3p3P9a/ZH4etdeFfAPh7S7vR75o7DToLeO6022ku7aaNIlAdHjU8EDoRkHI560AdtRVPS9ZsdahaWxuo7pFba/ltko391h1U+x5q5QBzfxIuJLXwJrc0crQeXbMzyRnDCMff2nsdu7B7GuH+JHxe0v8AZ/8Ah5e/ES5szb29nZDSfCelzL5RvLiQZMmz7wjConJx8quf4hnvPF0kGoW/9izTJBDdxvLfXEhAS1sU5nmcngDb8oz/ABMPQ1+Vf7ZP7SEv7RHxQeewLW/g7RQ1lodko2qsQIBl29mfAPsoUdqAOF8I+G/Ff7S3xotdOWaTUvE3ibUC9xdS5O0sS0kreiquT7BcCv3Z+Ffw30j4Q/D7Q/CGhQiLTtLt1hQ4w0jdXkb1ZmJY+5r5E/4Jifs0/wDCA+B5fiXrtps17xFFs05JV+a3scg7h6GUgN/uqvqa+5qACiivn39tj9pGP9nH4P3F9ZSIfFWrFrLR4mwdshHzzEdxGDn/AHio70AeFft/ft1S/Dtrv4b/AA9vgniVk2atrEDZNgpH+pjP/PUjq38APHzfd+cP2Cf2QJP2hvFkvjDxdFLJ4I0u4zIspOdUufveVnqUGQXPfIHc4+dvhj4B1347/FbSPDdnLJdaxrt7ia7mJcjJLSzOepwu5j9K/en4a/D3RvhT4F0XwnoFuLbStLt1giXHLkcs7erMxLE9yTQB0FnZwafaw2trDHb20KCOKGJQqIoGAoA4AA7VNRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB5xff8nFaH/2Kuof+llnXo9ecX3/ACcVof8A2Kuof+llnXo9ABRRRQAUUUUAFed61/ycF4Q/7FjWf/SrTK9ErzvWv+TgvCH/AGLGs/8ApVplAHolFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXjSzjUPG3i6+XJj+2paRknqIoUVv/IhkH4GvY3dY1ZmYKqjJZjgAV4f4RuU1C11O9jlSZbrVr+QSRkFWAuZFBBHbCigCD4kTtb+A9dKoG3WkkTEnARXG1nPsoJb8K6C3j8m3jTO7aoXPrgVieN9STT/AA9cRGybU5r0GzgsVwPPkdSAhJIAXAJJJ4ANXvDtjcaXoGm2d3Obq6t7aOKWY9XZVALfiRQBoUUUUAFFFFABRRRQAUHgUUjfdP0oA/D3R9PPin4sWNjjcdS1yOH6+ZcBf/Zq/a61sb3wnePf+GJI7MuxefS5ci0ufU4H+rf/AG1HP8Qavx5/Zx03+2f2lfAduRu/4qCCYj2jl8w/ohr9mnUSIynowwaAN+18O+G/inoel+IrvRxBd3ltHKlxG5huo1IztE0ZDY5PQ4IPvSyfBzw0U/cJqVnKOk1vqlyG+pzIQ3/Aga57wL4xu/CC6H4V1SwMtlvXT7LVoHUJtCHyllQncr/KFyAQSQeM4ql+1d+0Np/7N3wlv/EUxjm1q4zaaRZMeZ7lgcEj+4g+Zj6DHUigD42/4KMfHTSPh/ps3wg8EN5eoagqTeJtS81pZ3j+9HbPIxLEtncwzgAgdGIr5p/Yn/Zvm/aM+MVpZXkL/wDCK6RtvtYm6Axg/JAD/ekIx/uhz2rxuWXX/ih42Z3NxrfiTXb3/flubiV/5ljX7gfsl/s82X7N/wAIdP8ADyrHLrlzi71e8T/lrcsBlQf7qDCj6Z7mgD2O1tYbK2it7eJIYIUEccca4VFAwAB2AFS0Vm+I9ftPCug3+s6g5i0+wha5uZQCfLiQbncgckKoLYHPHFAGlX4k/t9fHB/jV+0HrAtbjzdA8PltJ05VOUOxj5sg93k3c/3VX0r9Vf2gPjZpngn9m3xV490PVLXUIBprDTby0lWSOSaXEcRVgcHDuD+Br8HJJGlkZ3Ys7HJZjkknvQB+kH/BJP4OpJ/wlXxMvoNzI39jaazDpwsk7j8DEuf98V+kleMfsc/D1fhn+zT4D0cxeVcyael/cjGD50+Zmz7jft/4CK9noAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPOL7/AJOK0P8A7FXUP/Syzr0evOL7/k4rQ/8AsVdQ/wDSyzr0egAooooAKKKKACvO9a/5OC8If9ixrP8A6VaZXoled61/ycF4Q/7FjWf/AEq0ygD0SiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDkfipq76P4IvnWyhvxctFZNDcOUjKzSLESxAJAw/YVwfhXS5dD8N6bp8/kma2gWJzbrtQsByQMDr9K9Z8RaDa+KNEvNKvQxtrpNjGNtrL3DA9iCAR7ivI/Cd9cX2hwm7kEt5A8lrO4GN0kUjRscdslSce9AGf4/b7PY6VfHISz1O2lkYfwoX8tifYCQ109U9Y0uDXNJvNPuQTb3UTQvjrhhjj3rN8Fatcalovk33/ITsJDZXnoZUA+cezKVcezigDeooooAKKKKACiiigAob7popaAPyR/Yx0v7V+1z4XiYZFvdXsp/4BbzY/XFfrbX5h/sS6R5f7ZmpRledPGqH6EOY/8A2ev0o1TxRpej3CW1zeRi9kGY7KLMlxL/ALkS5ZvwFAFbXriC61PT7GW4jtba1kTWNQvJG2paWttIspdj23MiqPYsf4TX5R/tjftJXf7SXxautUieSPwzpu600a1bjbCDzKR/ekI3H22jtX0D+3l+0JqGgw6z8PNMSTTbzXRbSaursPPitY1JjgfaTtMjMXK5yF25++RXmH7BP7J8n7QnxBGta7bN/wAILoUqyXhYELezdUtlPcdC/ouB/EKAPpD/AIJn/sjnQ7OD4u+LLPGoXUZGgWcy8wxMMG5IP8TDIX0Uk/xDH6G1HBBHawxwwxrFDGoRI0GFVQMAAdgBUlABVbUdPg1bT7qxuo1mtbmJoZY2GQyMCGB+oJqzRQB+A/xesvE3wc8WeN/hY2r30WgWuqsJNNMzfZ5tjEwylOmShU59680hdY5o3dPMRWBKE43DPSvun/grJ8Lf+Ee+LHh7xvbQ7bXxDZG2uWUf8vNvgZP1jaMD/cNeU/sS/sj337Snjf7Zqcctr4F0mVW1G7GVNw/BFtGf7xH3iPuqfUrkA/Rf9jP43fEb4/eH5fEeueF9J8K+CYU+y6YsAla4vGXALKWbAjXGM7eTwOhr6Zqlo2j2Ph3SbPS9MtIrHTrOJYLe2gQKkUajCqoHQACrtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB5xff8nFaH/2Kuof+llnXo9ecX3/JxWh/9irqH/pZZ16PQAUUUUAFFFFABXnetf8AJwXhD/sWNZ/9KtMr0SvO9a/5OC8If9ixrP8A6VaZQB6JRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV5N4x0xPDnxCt5rceXaa9DI80Y+79qiCYce7xk5/wCuQPrXrNeWfEiF4/iJ4emnZntZLG5jt0P3Y5g0ZY+5ZM/QIcdTQA0dRXK/DNd3hG3uWJae7mmuJ5G6vI0rZJ/AAewAHauqrl/hsDH4Rgt2+/a3N1bN9Y7iRCfx25/GgDp6KKKACiiigAooooA5TxxYqtzpWsTz38FjpzSm7fTZQsscLJzIFOVfaVUlSD8pbAJAru0+E08kalfGWsNGwyGEVrkj1z5Nch4/hefwVrSJ5nNs5YQkhygGXC47lcivbNNa2k021ayKtZtEhhKfdKYG3HtjFAH5ffsc/DbT7z9vL4q6NqaTXtppy6qRvlaNnP26MAtsK5yCcjoc9K+6fjd8Q/Cn7Kfwd17xVb6XY2Lxr5dpZ28Sxm8u2BESHAyecknqFVj2r5y/Zv0P+xv+CkXxyj27QbF5x/21ktpM/wDj1fOH/BS/48zfFD40f8IVpkzSaF4VY23lxnImvWx5rYHUrxGPcN60AeDeAPBPi/8Aas+N0enRSvf+IPEF491fX8oJSFCd0sz+iqOg/wB1R1Ar9xfhH8K9D+C/w+0jwh4et/J07T4gm8gb5pDy8rnuzHJP5dBXhP7An7LSfAD4ZrrGtWoTxt4gjSa93j57SHrHbj0I+83+0cfwivqegAooooAKKKKAPFP2tP2c4f2mfhnbeGTeR6bd2+pW97Deum7ylDFZcDuTE74HTO3NehfDH4a6B8IfA+l+FPDVktlpOnxbEUfekbq0jn+J2OST6mupooAKKKKACiiigAopGYKpZiAo5JPao7e6hvIhLBKk0Z6PGwYH8RQBLRUK3kEjSos0bNF/rFDAlPr6UQ3cFwSIpo5SOuxgcflQBNRTFmSRSyurKpIJByAR1FHnJtVt67W+6c8HPpQA+ioZLyCKaOF5o0mk+5GzgM30HepqACiiigAooooA84vv+TitD/7FXUP/AEss69Hrzi+/5OK0P/sVdQ/9LLOvR6ACiiigAooooAK871r/AJOC8If9ixrP/pVpleiV53rX/JwXhD/sWNZ/9KtMoA9EooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK88+MlubXT9F1zaTDpN95lyygnZBJG8TufZS6sT2Ck16HXGfGKGWb4aa8sc0sK+SDK0LbW8kMDKM9spuGRzQBxtx4g0u1uLOCbUbWKa85to3mUNN/uDPzdR09awvB91Fp+sa/osrLHci+kvYIzwZYZcOXX1AkMinHQjnqMr8PvhzpN9a+NPCKGabdZRQx6nPunNvHJuYQYY7AUIDjaF4de4zXDeBtXttSk8L6fb2A02bSNYvLJk8kxFVWCRipUsxDNvBYFj8ymgD2SiiigAooooAw/G2my6t4Zu7eKA3RzHI1qG2/aEWRWeLP8AtqrL/wACrYsfAM95odjqvg/xFLcWFzCk0FnrQ82MxsMgCQASKQP7xbpjFSVzq/E4/BTTZLXUbRbzRZriaSwmikKvE7h5fJdcE7d2QGXONwBHGaAOgXwT42vZFtpm0XToG/1l7DLJcOo7hYmRRk+pbA9DXovhnw/b+FfD+n6PaNI9tZQrBG0rZYgDGT/9biuN+GvxK1HxRfCx1zT4dMvLq1GoWccLMcxEgNG24A+YhZM9AdwwODXotAHxNrniC2+DP7aHxu8Z3YAt4fh/HqwVuPMZDGiqPdnjC/U183f8E6vgDcfHL4waj8TfFURvNH0S8N3umXK3mpOS4z6hCfMPuU7E16D/AMFSLjUPDvj7S002F3bxloCaLL5fV/IvknCj1JYxivtz9m34P2vwL+DHhrwjAii6tbYSX0i/8tbp/mlbPf5iQPYCgD02iiigAooooAKKKKACiiigAooooAKKKKAPEvixbQ/EH42eCvh7qx8zwxJpt7ruoWDMRHqLQvDFFDIP44wZWdkPBKrkEV474ykg8A+MPiXp/wAOvJ8KeHtQuPD/AIZup9JVYbaz1G5uHS5miC4VJUt5YgSMYYpnkV9TeOPhf4W+JC2P/CR6PDqMli7Paz73imgLDDbJEKsoIxkA4OOaSP4V+EI/A8vg5fDmnDwxMpWTS/IHkvk7iWHdi3zbjznnOeaAPFPjt8IvBvw4+DWu2/gzw1pul+JdYtofDEFzbjy7i4+2zxwHzpRlpCdxYu+48MfWjxFNB+z78NbuTR/APh3wh458QTrpGmQeELRr15Mrn7Q6xW6SSCFfMlKhG4Qc5avT/wDhn34cw+H59Hbw1a/2dNcRXUvmTSGR5Y8iJjKX3kruO35uM8VseG/hP4T8J3lld6Xo8dvc2SzJbTPLJK0Ql2ebtLscbvLTP+7igD5T8L3tl4c+Avxn8D+HjqkMcms2+k6d/a1rPa3jf2nFaw73SZVk3NLJM2SOeSK0/DOov4b8XeG/hZKslwPh1q2razHAWLNJpsNoWsOe4H25Ix7wH0r6ivvhx4a1LWJ9VutIgm1Cee1upZ23ZeW2JNu5GcZQscf/AFqsR+B9Aj8Yz+K10q2XxHNZjT5NSCfvXtw24Rk+m7mgD5O8ReB/DepfshyePdbsrXW/iZ4q02G+sdbZQ9+NVusG0itZPvRiOR41VEIACHjrX2LpkdxDptpHdP5t0sSLLJ/ecKNx/PNcT4b+Afw+8I65Dq+keFbGzvoHeS3ZQzJbM+dzQxsSkROTygHU139ABRRRQAUUUUAecX3/ACcVof8A2Kuof+llnXo9ecX3/JxWh/8AYq6h/wCllnXo9ABRRRQAUUUUAFed61/ycF4Q/wCxY1n/ANKtMr0SvO9a/wCTgvCH/Ysaz/6VaZQB6JRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVmeJ9Nk1jw3q1hFt826tJYE3/AHdzIVGfbJrTooA8S+HEOs2HxJtguj6jY29xprR6r9rjkSFZo9gjdWA8uRyMruDHKr7DPLzaS81jqz6MsQvtF1+9uba3kA3ORJKDHJg5G9XYAnnBQ819IyXEUUiI8iI8nCKzAFvoO9fP+ueMrHw/8W/EFpq8i28uo3EENtcQKXt/ljUJHI44SY5zhgOCvJ4oA6LRtVg1zSbPUbZt1vdQrMh9mAPPvVyuIsdUtfA+vaxZXqT2WlXVwl1aT/Z5DbRmRQJFMgUrH+8DNhiPv129ABRRRQAVyfibR5rjxJpkmiyNF4ovkewgYuhi8naXkMiujjYMc4XJJUZ5FdZWZNef2H4y8L6mjDzHuv7NkjyMyRT4BAHqrrG30VqANzQ/Bnh34L+HV8Qa5qTF9LsfKlvp5ZDDCh25WGIs23cVUBRkngDsKr2tr45+KKi8vL66+HvhyTmDTrNEOrTp2aeVgy2+R/yzQFx3cHKh+qW4+InxkTTrgeboPg6KG+khPKT6lNuMO4d/JjXeB/emRuqivTZGKoxVdzAZC5xn2oA8k1j9lH4a+Jrizute0i+8QX9m3mW17qms3txPC+QdyM03yHIB+XHQelaE3w48T+D1+0+CvFl7ciPn+w/FE73trMP7qztmeIns25wP7hp/wN+OmlfHLw9q19Z2F3omo6PqM2l6npOo7fPtJ4zghtpIwRyCPf0p/wAFfjdpvxysfEGp6Jp15BommapLpltqVxt8vUTHw8sIBJ2Z4BPWgDe8A/EK28cW95BJaTaPr2muIdT0a7I861kIyDkcPGw5SRflYe4IHWV5b8YLceD77SPiPZjyp9GlS11bbwLjS5ZAsof18ksJ1Pby3A++a9SoAKKKKACiiigAooooAKKKKACuN+LHjx/h/wCEZLyzgW+1y8lSw0mxY/8AHzeSnbEhx/CDlmPZVY9q7KvMPHPwXT4mfELT9X8Q6jc/2Fo9oRpdhpt5PZzR3chIluHlidWJ8vCKAeA0metAHm+rfGH4hzfs62Pjew1LQ7PxHaXE2l39jLpkk0d1fLfGzVI/3ymMFwTzuOGHpXd6f4p8aaH8TvCXg7WNV0vW5tRtr/U765s9Oa18q2hWFI0VTK/Jll5bPIGMd6xtI/ZxutH8O2/h2LWFk0OHxt/wk6x3DSzSm2EnniBnclmfz/mLMTke9bniXwB42/4XM3jTw9faAbR9Hi0j7Nq0U7SRKJ3lkZDGQMtlBz/cFAHB/tY+LYJr7SNCXSLXXtP0yS21DxHHfPJ5FtYz3CWw+RGAMx3yOjNnYIWYDODW94++NGqfDn4yeDvCdpbw3HhBYLWDWr26LyXMD3Uj29m3mFuhkiwxbJO8HNZ3iT9kmDxn4N8anWtbvZPHHif7RLNqNrqN1DZRyci1T7OsgV44VEajcpJ2knrXS+IPgLP4vsfiUmr6nC154rsrOztbmCMg2Rtof3T89StwzyjHtQBz3jD4ueMv+FX/ABI8Z6NqOk6ZaeGNT1GC0jutOe5N5FaoI9mRMmGa4WVd3PGBjjnWk8ceOvBOt+BdK8T6xo2oXGuXE9xfva6a9stnZ29nJLP1mfJ8wwru4ABPHNSQ/AXUT8BdH+H91rFvcXf263vNZv8AyiEvP9OF3dBV7eYd6jPZua6Xxf8ACf8A4Tb4grrOoXa/2Snh290NbVARKHunj82QN0HyRqo+poA5Xwf44+IHjfQLP4hm/wBD8N+B5x9vj0i+sJZbp9MHzefJOJQEkaIGQKEIGQCTya5vXvi98TLP4TSfF5G0Ow8NJFHqUPha4spHu5rBnXaXufNASZo2DBRGQCQpz1rq/CPwp8dQeAf+EB8Ta/od34Vh0aXQ1udOspY765hMJhjZ9zlI2VCCdobJHaqGn/BXxv4g8N+G/B/jPXtEuPB+im182LSbSWO41ZbYqYUmLsVjTdGjOq53bcZAJoA91Rt6K2CMjODTqKKACiiigDzi+/5OK0P/ALFXUP8A0ss69Hrzi+/5OK0P/sVdQ/8ASyzr0egAooooAKKKKACvO9a/5OC8If8AYsaz/wClWmV6JXnetf8AJwXhD/sWNZ/9KtMoA9EooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPN/jj4B1bxr4dsrjw61lF4j0i6W9sZLyFXyy9UBP3c8dRjIGfUfO/xw1bV/snh2bX9MufD93rzCbUtFsQsrTTw3CJvUk5Qsm0grkkgZ9a9n+K/iHWn+JGjaP4d8TSWTC3L6jZQtCPJTOUkBZWJc5+5jBC5yvU+QePtQ8S674k0LSLyfU7zWYddilhuntxHbNaxBiH3YCiRlJ3BDtIiGQGOKAO18eeGIPG3h+21eK9uraKG0eU28jTJFPC6BmSWNGVskDtyORg9K6zw3qB1bw9pl6YPsxubWKbydwbZuQHbkdcZ61on5sgjIrl/h/usdNvNDf7+jXLWaHPWEgSQn8I3RfqpoA6iiiigChqWpy211Z2NlaPqOqXrFbe1jYJk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]	B	true	string	[ "geography" ]	true	true	false	false	true	true
Dois atletas correm com velocidades constantes em uma pista retilínea, partindo simultaneamente de extremos opostos, A e B. Um dos corredores parte de A, chega a B e volta para A. O outro corredor parte de B, chega a A e volta para B. Os corredores cruzam-se duas vezes, a primeira vez a 800 metros de A e a segunda vez a 500 metros de B. O comprimento da pista, em metros, é	34	USP_2018_34	[ "a) 1.000.", "b) 1.300.", "c) 1.600.", "d) 1.900.", "e) 2.100." ]	[]	D	false	string	[ "mathematics" ]	true	false	true	false	false	false
Às vésperas da Cúpula do G20, que teve início em 07 de julho de 2017, em Hamburgo, na Alemanha, a chanceler alemã, Angela Merkel, discursou no Parlamento e referiu-se a atores políticos importantes no cenário mundial, conforme os trechos transcritos a seguir. Quem pensa que os problemas deste mundo podem ser resolvidos com o isolacionismo e o protecionismo está cometendo um enorme erro. Somente juntos podemos encontrar as respostas certas às questões centrais dos nossos tempos (...) Não podemos esperar até que a última pessoa na Terra esteja convencida da evidência científica das mudanças climáticas. Em outras palavras: o acordo climático (de Paris) é irreversível e não negociável. www.jb.com.br/pais/notícias. Analise as três afirmações seguintes, quanto aos objetivos e ao teor desses trechos do discurso. I. Podem ser entendidos como uma crítica à saída dos EUA do acordo sobre as mudanças climáticas construído na COP21 de 2015, em Paris, à época assinado pelo ex-presidente Barack Obama. A saída foi justificada pelo atual presidente Donald Trump, afirmando que o acordo seria prejudicial à economia americana. II. Trata-se de um elogio à recente postura de algumas autoridades do Reino Unido, o qual, em seu processo denominado Brexit, pretende proteger a economia britânica, mas sem afetar seus compromissos financeiros com o acordo de Paris de 2015 e os relacionados com as questões estratégicas coletivas da Comunidade Europeia. III. Faz-se uma crítica direta à França, que, mesmo tendo sido a sede da COP21 de 2015, vem continuamente desobedecendo a esse acordo, pois contraria as metas firmadas de emissão de CO2 em suas atividades industriais. Está correto o que se afirma em	48	USP_2018_48	[ "a) I, apenas.", "b) II, apenas.", "c) I e III, apenas.", "d) II e III, apenas.", "e) I, II e III." ]	[]	A	false	string	[ "geography" ]	true	false	false	false	false	true
TEXTO PARA AS QUESTÕES 76 E 77 O rumor crescia, condensando-se; o zunzum de todos os dias acentuava-se; já se não destacavam vozes dispersas, mas um só ruído compacto que enchia todo o cortiço. Começavam a fazer compras na venda; ensarilhavam-se* discussões e rezingas*; ouviam-se gargalhadas e pragas; já se não falava, gritava-se. Sentia-se naquela fermentação sanguínea, naquela gula viçosa de plantas rasteiras que mergulham os pés vigorosos na lama preta e nutriente da vida, o prazer animal de existir, a triunfante satisfação de respirar sobre a terra. Da porta da venda que dava para o cortiço iam e vinham como formigas; fazendo compras. Duas janelas do Miranda abriram-se. Apareceu numa a Isaura, que se dispunha a começar a limpeza da casa. -Nhá Dunga! gritou ela para baixo, a sacudir um pano de mesa; se você tem cuscuz de milho hoje, bata na porta, ouviu? Aluísio Azevedo, O cortiço. ensarilhar-se: emaranhar-se. ** rezinga: resmungo Uma característica do Naturalismo presente no texto é:	76	USP_2018_76	[ "a) forte apelo aos sentidos.", "b) idealização do espaço.", "c) exaltação da natureza.", "d) realce de aspectos raciais.", "e) ênfase nas individualidades" ]	[]	A	false	string	[ "portuguese" ]	true	false	false	false	false	true
Examine esta propaganda. [IMAGE 0] Por ser empregado tanto na linguagem formal quanto na linguagem informal, o termo "legal" pode ser lido, no contexto da propaganda, respectivamente, nos seguintes sentidos:	85	USP_2018_85	[ "a) lícito e bom.", "b) aceito e regulado.", "c) requintado e excepcional.", "d) viável e interessante.", "e) jurídico e autorizado." ]	[ 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]	A	true	string	[ "portuguese" ]	true	false	false	false	false	false
Neste texto, o autor descreve o fascínio que as descobertas em Química exerciam sobre ele, durante sua infância. Eu adorava Química em parte por ela ser uma ciência de transformações, de inúmeros compostos baseados em algumas dúzias de elementos, eles próprios fixos, invariáveis e eternos. A noção de estabilidade e de invariabilidade dos elementos era psicologicamente crucial para mim, pois eu os via como pontos fixos, como âncoras em um mundo instável. Mas agora, com a radioatividade, chegavam transformações das mais incríveis. (...) A radioatividade não alterava as realidades da Química ou a noção de elementos; não abalava a ideia de sua estabilidade e identidade. O que ela fazia era aludir a duas esferas no átomo – uma esfera relativamente superficial e acessível, que governava a reatividade e a combinação química, e uma esfera mais profunda, inacessível a todos os agentes químicos e físicos usuais e suas energias relativamente pequenas, onde qualquer mudança produzia uma alteração fundamental de identidade. Oliver Sacks, Tio Tungstênio: Memórias de uma infância química. De acordo com o autor,	23	USP_2018_23	[ "a) o trecho \"eles próprios fixos, invariáveis e eternos\" (L. 3)\nremete à dificuldade para a quebra de ligações químicas,\nque são muito estáveis.", "b) \"esfera relativamente superficial\" (L. 12) e \"esfera mais\nprofunda\" (L. 14) dizem respeito, respectivamente, à\neletrosfera e ao núcleo dos átomos.", "c) \"esfera relativamente superficial\" (L. 12) e \"esfera mais\nprofunda\" (L. 14) referem-se, respectivamente, aos elétrons\nda camada de valência, envolvidos nas reações químicas, e\naos elétrons das camadas internas dos átomos, que não\nestão envolvidos nas reações químicas.", "d) as energias envolvidas nos processos de transformação de\num átomo em outro, como ocorre com materiais\nradioativos, são \"relativamente pequenas\" (L. 15-16).", "e) a expressão \"uma alteração fundamental de identidade\"\n(L. 16-17) relaciona-se à capacidade que um mesmo átomo\ntem de fazer ligações químicas diferentes, formando\ncompostos com propriedades distintas das dos átomos\nisolados" ]	[]	B	false	string	[ "chemistry" ]	true	false	false	false	false	true
TEXTO PARA AS QUESTÕES DE 86 A 88 [IMAGE 0] It's a perilous time to be a statue. Not that it has ever been a particularly secure occupation, exposed as statues are to the elements, bird droppings and political winds. Just ask Queen Victoria, whose rounded frame perches atop hundreds of plinths across the Commonwealth, with an air of solemn, severe solidity. But in 1963 in Quebec, members of a separatist paramilitary group stuck dynamite under the dress of her local statue. It exploded with a force so great that her head was found 100 yards away. Today, the head is on display in a museum, with her body preserved in a room some miles away. The art historian Vincent Giguère said that "the fact it's damaged is what makes it so important." There's another reason to conserve the beheaded Victoria. Statues of women, standing alone and demanding attention in a public space, are extremely rare. To be made a statue, a woman had to be a naked muse, royalty or the mother of God. Or occasionally, an icon of war, justice or virtue: Boadicea in her chariot in London, the Statue of Liberty in New York. Still, of 925 public statues in Britain, only 158 are women standing on their own. Of those, 110 are allegorical or mythical, and 29 are of Queen Victoria. Julia Baird, The New York Times. September 4, 2017. Adaptado. Conforme o texto, o grau de importância atribuído à estátua da rainha Vitória, em Québec, reside no fato de a escultura	86	USP_2018_86	[ "a) estar em processo de restauração.", "b) ter sobrevivido às intempéries ao longo dos anos.", "c) pertencer a um grupo de réplicas idênticas.", "d) ser a primeira a retratar uma autoridade feminina.", "e) ter sofrido danos em sua estrutura" ]	[ 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" ]	E	true	string	[ "english" ]	true	false	false	true	false	false
Os Impérios helenísticos, amálgamas ecléticas de formas gregas e orientais, alargaram o espaço da civilização urbana da Antiguidade clássica, diluindo-lhe a substância [...]. De 200 a.C. em diante, o poder imperial romano avançou para leste [...] e nos meados do século II as suas legiões haviam esmagado todas as barreiras sérias de resistência do Oriente. P. Anderson. Passagens da Antiguidade ao feudalismo. Porto: Afrontamento, 1982 Na região das formações sociais gregas,	58	USP_2018_58	[ "a) a autonomia das cidades-estado manteve-se intocável,\napesar da centralização política implementada pelos\nimperadores helenísticos.", "b) essas formações e os impérios helenísticos constituíram-se\ncom o avanço das conquistas espartanas no período\nposterior às guerras no Peloponeso, ao final do século V a.C.", "c) a conquista romana caracterizou-se por uma forte ofensiva\nfrente à cultura helenística, impondo a língua latina e\ncerceando as escolas filosóficas gregas.", "d) o Oriente tornou-se área preponderante do Império\nRomano a partir do século III d.C., com a crise do\nescravismo, que afetou mais fortemente sua parte\nocidental.", "e) os espaços foram conquistados pelas tropas romanas, na\nGrécia e na Ásia Menor, em seu período de apogeu, devido\nàs lutas intestinas e às rivalidades entre cidades-estado." ]	[]	D	false	string	[ "history" ]	true	false	false	false	false	true
No grupo dos fungos, são conhecidas perto de 100 mil espécies. Esse grupo tão diverso inclui espécies que	37	USP_2018_37	[ "a) são sapróbias, fundamentais na ciclagem dos nutrientes,\npois sintetizam açúcares a partir do dióxido de carbono do\nar.", "b) são parasitas, procariontes heterotróficos que absorvem\ncompostos orgânicos produzidos pelos organismos\nhospedeiros.", "c) são comestíveis, pertencentes a um grupo de fungos\nprimitivos que não formam corpos de frutificação.", "d) formam, com as raízes de plantas, associações chamadas\nmicorrizas, mutuamente benéficas, pela troca de\nnutrientes.", "e) realizam respiração, na presença de oxigênio, e\nfotossíntese, na ausência desse gás, sendo, portanto,\nanaeróbias facultativas." ]	[]	D	false	string	[ "biology" ]	true	false	false	false	false	true
A respeito dos espaços econômicos do açúcar e do ouro no Brasil colonial, é correto afirmar:	61	USP_2018_61	[ "a) A pecuária no sertão nordestino surgiu em resposta às\ndemandas de transporte da economia mineradora.", "b) A produção açucareira estimulou a formação de uma rede\nurbana mais ampla do que a atividade aurífera.", "c) O custo relativo do frete dos metais preciosos viabilizou a\ninteriorização da colonização portuguesa.", "d) A mão de obra escrava indígena foi mais empregada na\nexploração do ouro do que na produção de açúcar.", "e) Ambas as atividades produziram efeitos similares sobre a\nformação de um mercado interno colonial." ]	[]	C	false	string	[ "history" ]	false	false	false	false	true	true
A energia liberada na combustão do etanol de cana-de-açúcar pode ser considerada advinda da energia solar, uma vez que a primeira etapa para a produção do etanol é a fotossíntese. As transformações envolvidas na produção e no uso do etanol combustível são representadas pelas seguintes equações químicas: 6CO2(g) + 6H2O(g) -> C6H12O6(aq) + 6O2(g) C6H12O6(aq) -> 2C2H5OH(aq) + 2CO2(g) ΔH = -70 kJ/mol C2H5OH(l) + 3O2(g) -> 2 CO2 (g) + 3 H2O (g) ΔH = -1.235 kJ/mol Com base nessas informações, podemos afirmar que o valor de ΔH para a reação de fotossíntese é	17	USP_2018_17	[ "a) -1.305 kJ/mol.", "b) +1.305 kJ/mol.", "c) +2.400 kJ/mol.", "d) -2.540 kJ/mol.", "e) +2.540 kJ/mol." ]	[]	E	false	string	[ "chemistry" ]	true	false	true	false	false	true
[...] a Declaração Universal representa um fato novo na história, na medida em que, pela primeira vez, um sistema de princípios fundamentais da conduta humana foi livre e expressamente aceito, através de seus respectivos governos, pela maioria dos homens que vive na Terra. Com essa declaração, um sistema de valores é – pela primeira vez na história – universal, não em princípio, mas de fato, na medida em que o consenso sobre sua validade e sua capacidade de reger os destinos da comunidade futura de todos os homens foi explicitamente declarado. [...] Somente depois da Declaração Universal é que podemos ter a certeza histórica de que a humanidade – toda a humanidade – partilha alguns valores comuns; e podemos, finalmente, crer na universalidade dos valores, no único sentido em que tal crença é historicamente legítima, ou seja, no sentido em que universal significa não algo dado objetivamente, mas algo subjetivamente acolhido pelo universo dos homens. N. Bobbio. A era dos direitos. Rio de Janeiro: Campus, 1992 A Declaração Universal mencionada no texto	64	USP_2018_64	[ "a) foi instituída no processo da Revolução Francesa e norteou\nos movimentos feministas, sufragistas e operários no\ndecorrer do século XIX.", "b) assemelhou-se ao universalismo cristão, que também\nresultou no estabelecimento de um conjunto de valores\npartilhado pela humanidade.", "c) desenvolveu-se com a inclusão de princípios universais\npelos legisladores norte-americanos e influenciou o\nabolicionismo nos Estados Unidos.", "d) foi aprovada pela Organização das Nações Unidas e serviu\ncomo referência para grupos que lutaram pelos direitos de\nnegros, mulheres e homossexuais na década de 1960.", "e) originou-se do jusnaturalismo moderno e consolidou-se\ncom o movimento ilustrado e o despotismo esclarecido ao\nlongo do século XVIII" ]	[]	D	false	string	[ "history" ]	true	false	false	false	false	true
Células de embrião de drosófila (2n=8), que estavam em divisão, foram tratadas com uma substância que inibe a formação do fuso, impedindo que a divisão celular prossiga. Após esse tratamento, quantos cromossomos e quantas cromátides, respectivamente, cada célula terá?	41	USP_2018_41	[ "a) 4 e 4.", "b) 4 e 8.", "c) 8 e 8.", "d) 8 e 16.", "e) 16 e 16." ]	[]	D	false	string	[ "biology" ]	true	false	false	false	false	true
Borboleta, lula e avestruz têm como principal excreta nitrogenado, respectivamente,	35	USP_2018_35	[ "a) ácido úrico, amônia e ácido úrico.", "b) ácido úrico, ureia e amônia.", "c) amônia, ácido úrico e amônia.", "d) amônia, ureia e ácido úrico.", "e) ureia, amônia e ácido úrico." ]	[]	A	false	string	[ "biology" ]	true	false	false	false	false	true
Nas últimas décadas, descobriu-se que os volumosos e inadequados descartes de resíduos plásticos e de outros materiais sintéticos, mesmo quando realizados nos continentes, podem resultar em consideráveis depósitos em áreas distantes nos oceanos e mares, seja em seu fundo, na coluna d'água, ou na sua superfície. Como consequência, ocorrem mudanças físicas, químicas e ecológicas nesses oceanos e mares, em que alguns desses depósitos já atingem a escala planetária, como é o caso dos materiais plásticos flutuantes representados na figura. www.revistapesquisafapesp.br, maio de 2016 [IMAGE 0] Os depósitos flutuantes representados na figura apresentam-se	47	USP_2018_47	[ "a) com padrões concentrados na parte interna dos giros\noceânicos do Pacífico norte e sul, locais de menor atividade\ndas grandes correntes marinhas.", "b) com maior acumulação no litoral de ambos os hemisférios,\ndevido à atuação de importantes correntes marinhas nessas\náreas.", "c) mais volumosos no hemisfério norte, em função das\nmenores temperaturas de suas águas, o que faz aumentar a\nvelocidade de correntes, como a do Peru e a do Japão.", "d) com concentrações idênticas em ambos os hemisférios,\ndevido à forte atuação de importantes correntes marinhas\nque transitam do hemisfério norte ao sul.", "e) mais concentrados e abundantes no hemisfério norte,\ndevido à grande mobilidade de importantes correntes\nmarinhas, como a de Humboldt e a de Madagascar." ]	[ 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]	A	true	string	[ "geography" ]	true	true	false	false	false	true
TEXTO PARA AS QUESTÕES 89 E 90 Algorithms are everywhere. They play the stockmarket, decide whether you can have a mortgage and may one day drive your car for you. They search the internet when commanded, stick carefully chosen advertisements into the sites you visit and decide what prices to show you in online shops. (…) But what exactly are algorithms, and what makes them so powerful? An algorithm is, essentially, a brainless way of doing clever things. It is a set of precise steps that need no great mental effort to follow but which, if obeyed exactly and mechanically, will lead to some desirable outcome. Long division and column addition are examples that everyone is familiar with — if you follow the procedure, you are guaranteed to get the right answer. So is the strategy, rediscovered thousands of times every year by schoolchildren bored with learning mathematical algorithms, for playing a perfect game of noughts and crosses. The brainlessness is key: each step should be as simple and as free from ambiguity as possible. Cooking recipes and driving directions are algorithms of a sort. But instructions like "stew the meat until tender" or "it's a few miles down the road" are too vague to follow without at least some interpretation. (…) The Economist, August 30, 2017 No texto, um exemplo associado ao fato de algoritmos estarem por toda parte é	89	USP_2018_89	[ "a) o cartão de crédito.", "b) o livre mercado.", "c) a dieta.", "d) o jogo de xadrez.", "e) o comércio eletrônico" ]	[]	E	false	string	[ "english" ]	true	false	false	true	false	false
Analise as três afirmações sobre o controle da respiração em humanos. I. Impulsos nervosos estimulam a contração do diafragma e dos músculos intercostais, provocando a inspiração. II. A concentração de dióxido de carbono no sangue influencia o ritmo respiratório. III. O ritmo respiratório pode ser controlado voluntariamente, mas na maior parte do tempo tem controle involuntário. Está correto o que se afirma em	38	USP_2018_38	[ "a) I, apenas.", "b) I e III, apenas.", "c) III, apenas.", "d) II e III, apenas.", "e) I, II e III." ]	[]	E	false	string	[ "biology" ]	true	false	false	false	false	true
No mundo virtual, milhões de pessoas falam, compram, compartilham dados e se reúnem para tratar dos mais variados assuntos. Nas figuras, os números mostram a movimentação média, em 1 minuto, de algumas das principais empresas e ferramentas de internet nos anos de 2015 e 2017. [IMAGE 0] Sobre a internet e os números mostrados nas figuras, é correto afirmar:	52	USP_2018_52	[ "a) Após um crescimento até a primeira década do século XXI,\nas ferramentas na internet apresentaram estagnação de\nutilização nos últimos anos.", "b) Para todos os governos do mundo, independentemente do\nregime, a democratização da internet é uma ação\nestratégica.", "c) O controle de dados e informações é descentralizado, o que\nconfere equanimidade aos países membros da ONU.", "d) A internet está em constante e rápida mudança, com novas\nferramentas aparecendo com contribuições relevantes,\nenquanto outras vão perdendo espaço.", "e) Empresas do ramo de serviços têm apresentado\ncrescimento acentuado, o que não é observado em relação\na empresas do ramo de entretenimento." ]	[ 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" ]	D	true	string	[ "geography" ]	true	true	false	false	false	false
Atualmente são usados LEDs (Light Emitting Diode) na iluminação doméstica. LEDs são dispositivos semicondutores que conduzem a corrente elétrica apenas em um sentido. Na figura, há um circuito de alimentação de um LED (L) de 8 W, que opera com 4 V, sendo alimentado por uma fonte (F) de 6 V. [IMAGE 0] O valor da resistência do resistor (R), em Ω, necessário para que o LED opere com seus valores nominais é, aproximadamente,	10	USP_2018_10	[ "a) 1,0.", "b) 2,0.", "c) 3,0.", "d) 4,0.", "e) 5,0." ]	[ 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]	A	true	string	[ "physics" ]	true	true	true	false	false	true
Note e adote: Aceleração da gravidade: 10 m/s^2. Desconsidere a massa dos motoristas e a resistência do ar.Uma caminhonete, de massa 2.000 kg, bateu na traseira de um sedã, de massa 1.000 kg, que estava parado no semáforo, em uma rua horizontal. Após o impacto, os dois veículos deslizaram como um único bloco. Para a perícia, o motorista da caminhonete alegou que estava a menos de 20 km/h quando o acidente ocorreu. A perícia constatou, analisando as marcas de frenagem, que a caminhonete arrastou o sedã, em linha reta, por uma distância de 10 m. Com este dado e estimando que o coeficiente de atrito cinético entre os pneus dos veículos e o asfalto, no local do acidente, era 0,5, a perícia concluiu que a velocidade real da caminhonete, em km/h, no momento da colisão era, aproximadamente,	6	USP_2018_6	[ "a) 10.", "b) 15.", "c) 36.", "d) 48.", "e) 54." ]	[]	E	false	string	[ "physics" ]	true	false	true	false	false	true
A imagem representa a morte de Atahualpa, o último imperador inca, em 1533, após a conquista espanhola comandada por Francisco Pizarro. [IMAGE 0] Analise as quatro afirmações seguintes, a respeito da empresa e da conquista colonial espanhola no Peru e da representação presente na imagem. I. A conquista foi favorecida pelo conflito interno entre os dois irmãos incas, Atahualpa e Huáscar, aproveitado pelas forças espanholas lideradas por Francisco Pizarro. II. A produção agrícola das plantations escravistas constituiu se na base econômica do vice-reinado do Peru, controlado pelos espanhóis. III. Do lado esquerdo da pintura, há uma movimentação conflituosa, na qual as mulheres incas são contidas por guardas espanhóis, contrastando com a expressão ordenada e solene do lado direito, composto por religiosos e autoridades espanholas em torno do corpo do imperador inca. IV. A pintura revela o resgate de elementos históricos importante para a construção do ideário nacionalista no século XIX, no processo pós-independência e de formação do Estado nacional peruano -, mas retrata os personagens indígenas com trajes e feições europeus. Estão corretas apenas as afirmaçõe	60	USP_2018_60	[ "a) I, II e III.", "b) II, III e IV.", "c) I, III e IV.", "d) I e II.", "e) III e IV." ]	[ 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" ]	C	true	string	[ "history" ]	true	true	false	false	false	true