PRÁTICA DE QUÍMICA ORGÂNICA EXPERIMENTAL I
Também conhecidos como feromonas, os feromônios são hormônios sexuais que permitem que seres da mesma espécie se reconheçam e se interajam. O odor desses hormônios é levado pelo ar e, muitas vezes, é capaz de atingir um indivíduo a quilômetros de distância. Essas substâncias são secretadas com o objetivo de impulsionar a atração sexual entre indivíduos intraespecíficos. A seguir são apresentadas estruturas de dois exemplos de feromônios. Sobre suas estruturas é INCORRETO afirmar que:
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)
Os dois compostos possuem carbonos insaturados.
O feromônios A possui a função orgânica éster.
O feromônios A possui a função orgânica aldeído.
O feromônios B possui a função orgânica aldeído.
O composto A possui três ligações pi.
A carvona é um monoterpeno presente em óleo essencial de hortelã e cominho que mostrou efeito anticonvulsivante. Apresenta grande importância na indústria de aromas, pois é usado como aromatizante de pães, queijos, licores, pasta de dentes, gomas de mascar e na produção de cosméticos e produtos farmacêuticos. A partir da estrutura apresentada para a carvona podemos afirmar que:
![](data:image/png;base64,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)
Sua fórmula molecular é C9H14O e apresenta o grupo funcional cetona.
Sua fórmula molecular é C9H14O e apresenta o grupo funcional éter.
Sua fórmula molecular é C11H17O e apresenta o grupo funcional ácido carboxílico.
Sua fórmula molecular é C10H17O e apresenta o grupo funcional fenol.
Sua fórmula molecular é C10H14O e apresenta o grupo funcional cetona.
A coca-cola é sem dúvidas uma das bebidas industrializada mais consumida. Existe em pelo menos 160 países que consomem o produto. Estima-se que a humanidade consuma em um dia uma média de 1,3 bilhão de litros do refrigerante. Um volume com o qual o químico americano John Styth Pemberton jamais ousaria sonhar, ao gastar 74 dólares em 1886 para conceber sua fórmula que foi preparada com extratos de duas plantas, Cola acuminata e Erythroxylon coca. Porém em 1902, o uso do extrato de E. coca, nesta bebida, foi proibido por conter cocaína, substância utilizada na época como anestésico local e atualmente de uso ilícito, por causar dependência. Na estrutura da cocaína apresentada abaixo podemos identificar quais grupos funcionais?
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)
Amina secundária e ácido carboxílico
Amina terciária e éster
Amida e aldeído
Cetona e fenol
Éter e ácido carboxílico
A morfina é a primeira droga, ou podemos chamar um fármaco narcótico, derivada do ópio. Foi criada em 1803, pelo farmacêutico alemão Friedrich Wilhelm Adam Serturner, o mesmo deu nome ao remédio em homenagem ao Deus grego do sono, Morfeu. É um analgésico, que tem um potente efeito no tratamento da dor crônica ou aguda muito intensa, como dor pós-cirúrgica, dor causada por queimaduras ou por doenças graves, como por exemplo o câncer. Analisando a estrutura da morfina apresentada a baixo, podemos afirmar que as duas funções orgânicas encontradas na sua estrutura são:
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)
Amida e fenol
Éter e amida
Amina terciária e álcool primário
Álcool secundário e fenol
Amina primária e éster
Os neurotransmissores são pequenas moléculas responsáveis pela comunicação das células no Sistema Nervoso, na sua maioria são provenientes de precursores de proteínas, e são normalmente encontradas nos terminais sinápticos dos neurônios. Essas moléculas são liberadas na fenda sináptica e agem em receptores pós-sinápticos localizados no neurônio pós-sináptico, fazendo com que esses receptores se abram dando liberação na maioria das vezes à íons, dando origem ao que chamamos de transmissão sináptica, onde um impulso nervoso é passado para outra célula. As respostas dadas pelos neurônios à um estímulo vai depender da característica do neurotransmissor e do receptor, essas respostas podem ser excitatórias ou inibitórias.
Dois exmplos de neurotransmissores são a adrenalina e a noradrenalina, que são produzidos pelo organismo a partir da fenilalanina. Sendo assim, a analisando a estrutura dos dois compostos, é incorreto afirmar que:
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)
Adrenalina possui uma amina secundária.
Noradrenalina possui uma amina primária
Adrenalina e noradrenalina possuem aminas primárias.
Adrenalina e noradrenalina possuem em comum um fenol.
Adrenalina e noradrenalina possuem em comum um álcool.
A solubilidade de uma substância orgânica está diretamente relacionada com a estrutura molecular, especialmente com a polaridade das ligações e da espécie química como um todo (momento de dipolo). Geralmente, os compostos apolares ou fracamente polares são solúveis em solventes apolares ou de baixa polaridade, enquanto que compostos de alta polaridade são solúveis em solventes também polares, o que está de acordo com a regra empírica de grande utilidade: "polar dissolve polar, apolar dissolve apolar" ou "o semelhante dissolve o semelhante". Portanto, analisando os pares de substâncias, podemos afirmar que:
- n-octanol e hexano
- água e benzeno
- etanol e água
Apenas II é insolúvel.
Apenas II e III são insolúveis.
Apenas III é insolúvel.
Apenas I é insolúvel.
Todas são solúveis.
As forças intermoleculares são de importância vital para explicar as solubilidades das substâncias. Uma regra prática para prever solubilidades é “semelhante dissolve semelhante”. Compostos iônicos e compostos polares tendem a dissolver-se nos solventes polares. Os líquidos polares são, em geral, miscíveis entre si. Os sólidos apolares são, em geral, solúveis em solventes apolares. Por outro lado, sólidos apolares são insolúveis em solventes polares. Os líquidos apolares são, em geral, mutuamente miscíveis, mas os líquidos apolares e os polares “como a água e o óleo” não se dissolvem. Considerando o aspecto da polaridade das moléculas, em qual das seguintes substâncias o benzeno (C6H6) é menos solúvel?
H2O
H3CCOOH
H6C2O
H3COH
CCl4
É chamado de carbono quiral ou carbono assimétrico o átomo de carbono que se liga à quatro ligantes diferentes. Os ligantes podem ser radicais, grupos funcionais, etc. Consequentemente, esse carbono sempre será saturado. Ele é geralmente representado por C*.
No caso de moléculas com apenas um centro quiral, a mudança de posição dos ligantes levará a um enantiômero da molécula original. Um enantiômero é uma molécula "espelhada", simetricamente igual a original, e tem capacidade de desviar a luz para a esquerda (enantiômero levógiro) ou para a direita (enantiômero dextrógiro).
Essa mudança na posição pode provocar um efeito fisiológico benéfico, enquanto a que representa sua imagem no espelho pode ser inerte ou provocar problemas de saúde. Na síntese de medicamentos, a existência de carbono quiral é sempre uma preocupação, pois embora duas moléculas possam ter a mesma fórmula molecular, apenas uma delas poderá ser ativa. O naproxeno, cuja molécula é representada a seguir, é o princípio ativo de um anti-inflamatório. Seu enantiômero não apresenta efeito sobre a inflamação e ainda pode provocar problemas no fígado.
Analisando a fórmula estrutura do naproxeno, podemos identificar quais funções orgânicas?
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)
Ácido carboxílico e éster
Éster e éter
Éster e álcool
Ácido carboxílico e éter
Éter e álcool
A gripe suína é uma doença respiratória causada pelo vírus Influenza A (H1N. Apesar de a Organização Mundial da Saúde (OMS) ter anunciado uma pandemia do vírus, autoridades afirmam que a nova gripe tem baixa letalidade e, assim como a gripe comum, as mortes são geralmente associadas a outras doenças ou a fragilidades da pessoa infectada. A descoberta do mecanismo de ação desse vírus admitiu o desenvolvimento de dois medicamentos para combater a infecção, sendo as fórmulas estruturais dos princípios ativos desses medicamentos apresentadas abaixo:
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)
Analisando as duas fórmulas estruturais, podemos perceber que existem dois grupos funcionais em comum nas estruturas. Esses grupos são os grupos funcionais:
Amidas e Álcoois
Ésteres e ácidos carboxílicos
Aminas e ácidos carboxílicos
Amidas e éteres
Ésteres e éteres
Os álcoois, compostos com um grupo funcional -OH ligado a átomo de carbono saturado, apresentam-se solúveis em solventes polares, devido à associação decorrente das ligações de hidrogênio. Assim, os álcoois de cadeias menores (até 3 átomos de carbono) metanol, etanol e propanol são infinitamente solúveis em água, resultado da forte ligação de hidrogênio entre água e álcool. Já os fenóis têm o grupo OH ligado a um átomo de carbono de um anel aromático e apresentam propriedades distintas dos álcoois. Da mesma forma que os álcoois, os fenóis formam ligação de hidrogênio com a água. Contudo, devido ao número elevado de átomos de carbono, os fenóis têm solubilidade limitada em água. Com relação às solubilidades dos compostos fenólicos I, II e III em água, marque a alternativa correta.
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8oOfUu3nM14SiL61dAMI5joOkGLn72BW4O+GPXq69gXxKZMgA2uCxiz7Ol/dEqnG3K9T9nS5noddCZDDDORDqQ5GCATqeD3EATlNafTrl7JHa8chx1A+/jwpmP8O8yHU7uSUKwuxoS4zgG28px6aO/4Mp9Nba8cgTPZYeA3NuM+Geovta/JjYGBYLaGX6RsfAXGtBSexc9I9sQ5+60kHhdP1oaOtE14onU0GAEusphYO1FDrWTF3yDfeFvO5oZTfB2dwIZWOb7wxdmbh93aDxqbGyETCZDaGgo5OS0lTvDJyoL++n/EWR6JezB9xP2LJpCUHogfPtr+NF228e0zJIImbMfQgNb0dXfjuaecHgGsd5om3DOuS3E0w8oIyMMej1Ekz0MQmoEpB/C2+8Y4HQqH5Wn/h0tRd7wcVNBop/AQHcvHhjdkfvmi3jpZDbCXKZscCR9mGjdKQOtO7VwJGUDsEEPPa0ntfDxHJDW/0ICB994bDv+NhSWcGQGO7KOAJkzAlP34803E6GKiYG36vESwqqXRXCAV+ohvPUfRMg+v4iKb97DL8v94eOmhlw/huGBfgzo3ZFy8gheeTEH8dOTaiyihc3upXWnTItUCJv9qzdAbzHyYIVVr8Q1/IDUGT6x27Antggt1UW4VpGN9NDkeY5vE4brb6GovBsTITnISIuEv1RE24xSSrPcAdiOZmR6WaQdrWHJlv2pe/fu4ZsLFxAbF8cYxrIzWNYLcjgHJWFrUBwChV/iv+Y3oup+JrKXzTAkjghI3YWDmnBI00PhpaJaWWcerfBEzP438JPoFJTkX8OtmlYMDk7AIlHDK/kAjuzcgZyUCHjbuPjljgGI2XUUh0ZiEOGmmBpgbQBVeEZh15HjiPCJh4+jHQy0NrQtPJXAOSwbR3+WjaO2DwmX3X+F/2e37U07OJe6ISzvJbwTHIvywgJcr7iL/sEJSAQVXKJ3YfeuXchLi4Kfo42DTe2N2G0HcCLIFXE+ZKOyPSRQuIUi7bkjkEmTEOQ0xyZpm3Bzn5PEPR+Bxe6RY/gh9+e/vvrXMqj9U7Dn5f0o7/0S1778BAFqI/ZnhsPHUQFRP4q+1pu4+OEZVGgDkff6YWxP9IEMmqmyPoYpUDk3wjE+Po4L5y+wpUzi4+OntIvVIlw0QjtwF9UtvRgfH8VA0zhcvGMQ7rWIf3geDbY8mT2SyD2RcOwdxB0VAZoh/dDQyHk5rfqlEm6hGTj8/VQcMJtZNIAoCGwJEKls4QQklVcCdv00DjunY7XnsgQBDqG5+On/lQ0RFJI39+mqF2VTfEAB15B07H49BTtesbD1fKZi/yWQ0JIz8zAgJ9zeN/8OpFTTsi1zDxkc/bPw4j9k4jjVOcXez02wya+mTJNkFdAzjXoKDtFsgkGvg15vo7XRkvjkMNXTWk2LOUjXAUqpG8LzXsQ7GhM+OnMTlz74DWqvBSLAXQVx8gF6OtrRp3ND9hsn8crxbISycY20iilLCJVjoZtCnFr6n8pponB6+z1ovavCggJ0dLTj2LFjCAtb7VnpFhjGetDa0IDegTEIrjHYu207toW5PBakBQyDtAnqsPY6hhJtsgUDyiLlpIFlQXD2bLqp2O35w9bsc362MgisVH3RQouSRVrrylC50XNRwjUsFVv36xEWFQU/J2rXAhx8I5G25zDU7skIc5/WyuSuCIjLxnMHxhCa4AuHh0UlrTEkUscgpB77EXyi0lCUfxXFdffR1GOGVOoI9+i9eGX3LuxKJyuCtRFI4RyQgIx9ZhiT/OEyX4IQ1PCJTMfB/f6ICXFbYGFY4+I98nN3amtRXFyM7OxsZG3Z8si0K/JQUMIlcgdeC9s+xUhpnTbr8gCP+YAgbhSd7TEF4Y85ApsXgemwSQqplND+LlPbdpKGMbXni5Qt7Mj2hCFfkcnIAicEWiJEvlA7X18cLTAZprSfqVVmJdN7qMjn7aFCZabymQGpHHLaB8KWcJE0DCqnZWox1afcB8I265U87+vrw7vvvgsvT0+8eOIEPD1tw8lX8ksrk5eVXa9MbjwXjgBHYB0QmN5IbE5vFkAMQSGd5++hVZzlSsjm3V4Hoh/ySdogS0UbSD7moDLLoXxYQQTaNEhBvMRuD1p+/Pq1azAZjcjbvt3umQUBOYcp2y2yixDW092NlubmBdPgF0nKb603AqIIcupNjI8zp956k8O/zxFYbwSMRiOKCgtRU1PDmEV0dPR6k7Sk729YhnH+3Dn8+le/4gPQkqp5fRORw7Gmqop1Dr1+/uZI60sb/zpHYD0QaLt7F19//TXiExKwbds2SB/hb10P+h72zTlK7MMS2eN9rVbLpFZ7pI3TNA8BUUT/wAALQqAd4fjBEdjMCIyMjKCgoIDNtcjLy4NaPWcpBLuGZsNqGMSRaUYkPzYAAoLAdv9iO4BtAHI5ieuPAC3d09vTg4mJifUnZgUp0Gg0uHTpErq6unDgwAEEB8/Z9mkFv7Q6WW1YhrE6cPBcVwuBqTkY82MfV+trPN+NjoBmchL/8vOfo6S4eKMXZYZ+CkitqqzEtxe+QWZWFpvRTf1iIx2cYWyk2uK0cgQ2CQIWswVdnV0YHxt/Zkrc2dWFkpIS5OTmIicnZ0NaSDjDeGaaIy8IR+AZQkAAm09iPytNPB22AwMD+O7iRebcPnT4EDw8PJ4uw3V6mzOMdQKef5YjwBHYHAiQKaqpqQm1NTXIzctDYGDghi049xpv2KrjhHMEOAIbAQHyU0RFReGtt99GXHw82/hpI9C9GI2cYSyGCr/HEeAIcARWEAFfX1/Q/0Y/uElqo9cgp58jwBHgCKwRAlzDWCOg+Wc4AhyBZxwBtrCjiW3cRLuLCxIBUql8ZuVvUbTMPKMtFeYG1IoQLSLbBgBsCf/5z+0DO84w7KMeOBUcAY7ARkXAosNIdzNqb5WhrKoBbYOTgCiBVO2J0LRt2Ja9BRnhTjB338Rf3r2GBrdsvPXGdiR52WwUZtGi99ZX+PJiK5DyPF44mI5gO5wAzhnGRm2knG6OAEdg/REwDqK15Dw+/ugiKnsF+EaHwT/YG2pRj8nBXlRf+hKVDZP4u7/ZidCxDpRduoRr/h7Y/0I2krxsyBcNGO8oR+GlUgjSNOzczRmGDTr8lCPAEeAIbHAELKNovX4K7/7ua1SJ0dj+8lHsz45HmK8LFDBB96AbTQ1taNf4wVNN+47Q0u0KKBQyLNy3ano5eoUCAu1IOddeZTdAcQ3DbqqCE8IR4AhsJAQmO8px4ZOvcLXbE8f+80/xzvOxsN3k1MnZDV4hCchlhdJitJMW3hRYWO2CCYm0HbYw9cyeMeBRUvZcO88abRts3ZxnDX5enpVEYBSdVbdQdHMM6rgd2JUdOYdZLPalxyoNj02wWK5re2/DahjWRbusv2sLG//achCgOiKJiiQoqYTLKMvBjqe1UwT0fbh/txVNBk8kxsQh1E26BEKlkJq10NWdxXs/b8EVFwVgEUERVRD1GGm9jZYBM+KWuL/2Ej644kk2LMOYmJyE0WSC2UQbxS+lslYcO57hEhCg/S9am1tQeqOUtHG2nHNycjKvsyVgx5PYMQLacYxOjGHQwQEKd2eoZUtVDywQDZMYezCMIaMCosUCQZBAtBgwNq6F0URD8lLzWnt8NhzD6OzsZFsbtrW1gVa0/PKLL7Bz9y4EBASsPXr8i49E4H5HB9sopqenFx5enkyaunD+PO7cuYMdO3YgJCTkke/zh5sXAbu3HKgc4OTgCLeRXuh6hjFuEuH6WKZhgUXiAFXcYbz1v76E7WHOgMkCEMMwj+LuhV/gX/9cA7OF9qi0z2PDMIyxsTGUFBWh9s4dmEwmZGdnQ6VSobm5GQ9GHiAuLg7pGRlwc3OzT6Q3EVWjo6Mov30b9XV1GH5AdROPPXv3MASuXL6M1tZWfPrJJ0hITMT2vDy48jrbRK1jqUWlQVOETGan1gOVL4JCwxAjqUBPYzWa+3IRFGgzr2LRYooQybGtcoWnrx+8PWwnWqgw4e4EpVwCWqzQXg+7Zxg6nQ43b95kKz0ODQ4yk8be/fuZdErA3r17lz2nNPX19diWnY3U1NQNuda8vTaSpdKl1+nYvt3l5eUYHhpCWHg4njt6FCGhocyHQfm8/MorIC2Rdh0ru3ULXZ2dSExKQkZGxobaqnKpmPB0y0eAtjDNz89nfbuk5AbSMzPtcIVXNwSnZGLrlov4oOYKLl7OQ/wbW+AnX0J5RQvMZvPchGYzyHxLvMJ+DVKA9J/+6Z/+aS7l9nFFgN67dw9Xr16d2nVLEHDkuedw6PDhGS2C1FZaVz4hIQFKpZJpG7S5eld3N9Qq9YZdc94+amDpVBDjbm1pxZXL36GyqoppgDt37cK+/fvh6ek5Z3VOqjNXV1eQH8PdzQ1329rQ1NjI9vwmjdHFxWWGuSydAp7yWUBAq9Wi7s4dkBZKy4H7+vgwh3BHRzvbqtXD05NZFeyjrAKUru5wlk6iu7oCFfVdeAAVnBwVkEsBs0GDiaEuNDc0oqEPcPdQQHjQhKvfVKLDOQEH9iUj3FUxWxRRj+HGQlwv64YQmYO8rGj4KGcf28uZXWoYtN9tcVER2js6IJfJsHvPHmzZuhUuzs4MN2Im9C+Xy9lgRE7vrdu2sS0PSdMgybW/vx/BQUHIyspCMLeVr1p7o7q6ceMG2tvuwWgysnogbYGYgvUwGAzMPKVQKhEbG8sYAu3HTibEqJgY3L51C1VVVTh9+jSrM9qRbKPtdWwtK/99MgTIOkDbsQ4PD7N+/uKLLzJBcKB/ABcvfovSm6W4U3sHqWmp2LZtG9QODk/2oZV8S+aFpIOv429Vrvjsi2uo+uy3aC72h6+HK5ykIkzaSUwKTnBKOoqoGGe4wgy9VguNzriIn0KExWSATquFYDBT8JRdHnalYZAqWnrjBoqLi5nUSaaMky+9hKSkJKZBWBEkSaSyspJJI+SzcJhuPCShRkZGMn/G4MAgiouLGOOwWCxwd3eHQmHD0a2Z8d8nQmB8fBy3b9/G9evXmbkwMioSL508yeqK6sH2IIZRUFCAWzdvQqfXw9nZGY6OjiyJUqFgpquYmBj09fUxkxb9UhScq4sLN1PZAvkMnnd3d7P+fqPkBjNPkmB4/MUXERQUxCLpSONMTUmBr48vaz91tbUYHRtjJuf52utqw0Pt+EZJCWj3PH9/fyasCgpX+EYlIS0xDN5OFkwOD6B/YBijI1oYZd6Izd6J/TtSEemlBvQTGHoAuMakIi8rHL6OtvYrMwxjwxgzuyE4OQtpsQFwtX282oVbYv6CaAceFmIADfX1bLBobWlBWFg49u7fx+yWJInOPzQaDfKvXMHN0psIDApCfEI80tPS4DStgVB6vcGAe21tKCoqQkd7O0JDQ5GWno7ExETOOOYDuoxrvV7PGASZnro7OxEUEoK87dsRFhr6SFx7+/pQeP06s0s7OjkhPj6eaX80IFgPCmagAeRqfj5aWloY8ydhgdI6TDMYa1r+u7ERGBoaQm1tLRP6+nr7mA9ra/Y2eHt5QbpIn6dhanJyEhXl5SgsLGSruhIjSUlJYT6y1UaD/Ke0H/eVy1ewZUsWXnvjjXmmUxGWacuHZXpuBZlfqSw094jmrIqiGWaTBRZaIkQ2NS9plm5ardYMk1kEJFLIFqxmO5tyPc/WlWGQ5E+hl2SOKCsrY76JXbt3M1VUrbaNIFgIkcloREtLK86dO4uenh6mpqalpiI8MnKOw5ukAsr/3NmzzJmUlJzMBirSXuw+dG9hsdftDnVYCmUuL7uN2toaCBIJjh07xnwR8iVqbszX0dqKM6dPY2BwEKlpaUwjod3IyAdlPbQ6HRMgrl+7xqQ5MisSsyczFZ9zY0VpY/5SEAsJhaSdNjQ0IDo6Gjt27kRYWNicfktRkRQB6ePjs8A8+eDBA+YUv11WBm9vb2Rt2cLa0WpFSBId1/LzmYk8JycHe/bssQ+T2Do0gXVjGGT7rq6uRmNDA2jwp0iI9PR0xjQWrLPyEP5vc3EAACAASURBVGBoAKKGRY4y4v5ajQbJJHWkprIGaH2NGBPZRmtrqnHp4iV4eXuDGAdpG3z+hhWlh/+S1F9dVcXMgGOjozh8+DCSUlKWVVfW3KnOyJzV0tyCa9euYXx8jNU7hdjSoGFlCJSOTJRkeqQQXYlUCjJbUQQcmSv4sbEQoD7Y3NTEBMOuzi44OTuBfFXk07KalG1L1N7ejs//8hdI5XImDFLYPJmVrYfRaASNIdSGyJIQFBzM2gZpo1ZzpzXtk/6SJePWrVsgwYXMrPsPHHgiCwW1ZdKe6dfqd31Smtb7vTX3YdBgUVNdg+8uXUJlRQXTJp6fllSp4SxH6qe0VJEkedJeuWQuIZs6NTaT0cQcr6SpUDrKOzQsjH2P5gZQI7jf2cnMKCSZUEXyYy4CZAKoq6vDt99+y+zH1Blff+MNFga73Lqy5kx1QdqEf4A/YwBkcqROSXM2SFBwcnJidUXpqO6IiZBfigSDosJCdHf1sLhDcqrbaiXW/Pmv/SFAASikDXxz/jzTKg4cPICDhw6xun1YvyM/F5mb21pbmTBIJiFqD1TvJFTQP/VbipAkXwaNKTVVVcxHRr7Kp422Iz9FwfXrrO2Hh4ezdk/t0CrQLBdlGpPIh+fp5bWh/XJrpmGQKkp2aZIYmxoaQZWQnZuD8LAwqB5jflpq5RDDIPMUOc5vlpYiLiGBSa/ETJxsbOBEC83foPA9Yh5kEiHJldRj7hgHZuqqooKZoWgvYgqTJT/Q40yFS60razqSFFmdlZaipamJSZGkvZBt2ta/QTRRpysuKcbdllbExMYiLS2N1d1K02Sljf8+HQKkIZIFgczNNABTfVFkHGn1D2MU8784MT7OJuuS/8siisyflZiUiJCQ0BkTFmkvZKaqralhpi66ZpaGlBT4+fktSwil6EvyrdDYQG2O2j3R/bRaC81N+uPvfocjR4+yqQFLLf98PNb7etU1DIoOo8lZJB3SshAUJXP4yGHs3beXNRzZCkr2JK2S1EGmC9I6qOIpPJcGJWcnJya9khRL6cj2SY2KBiXSSsisZdAb4KB2gIvrrCN2vStoLb9PE4eorgizS99+yzohTbw7cOAAiwpZjUZOEhtJjcSsSaKkesi/kg/q9CqlkkVUURqqMy8vL8TFxjEpraqigkls5KMiJzp16KWaMtcS0834LTK/kED27TffsAAG8kO8cPw4tm7dyuZGLUdKp1DswMBAptXSpLbCggK0tDQzH5qjgwMLhrBaEGipmeiYGJDZlIJdyJRK7Yj6+FK0UbJ+UIj4ma+/ZmMFRf2R4LISQiTRQOY1Mq/6+Pox38xGbBurpmGQvY4iIcj2TSCNjY9j+44dTOKnyXbLaTRPAix9n/ktamsZs6L5HOTbIN8FSTjUyOggiYKkH1rf6MK5c6xB79qzB9FRUczXsVkGIYr/JickBQeMj0/g0OFDiE9IYIx1tevKtn5phjjF5JP6Tm2GHN7E2AMCA2dWumUS5fAwqqqrWbQczc/Zu28fEpOTGZOxzY+frx0C1Jc6OjpYtOOd6moIUilzEFM7stUWn5QiEui6urtA0jpFVZIpasuWLUzbJBOW9aCoS/JvkEmpsakJaalpbP5GSHAwEy6s6ay/1J4673ey6KvKygo2l4gc25T/Sh7EyE6dOoWx0TG8+NJLCA7eeL64VdMwiFuf+vIUTn/1FbJzcvDiiROMW5ONei0GYVupgxyqpNlcuHCBRTqQ34NCcEnqIFqIJpJOiJlMaibx1alToPWQSFOZP6dgJRuQPeVFHf3y5cusY7/2xmtISUll52tRV7Y40IQs0g5JUqRILJq/QZqienoWONWZbd2S05SckxWVlUwLWulObksbP384AiQc1lRX45OPPkL9nTocOHSILQsTFR29Yn1IKpMykyX5EqiNULQVaRI0Z4f6MGmZJNyQJkxCKZmaAwMCGQO7dOkixbWCZovb+t/I+lBVWYnTp79ifZ7GKRJsbRnQw0u9vCdKGnccHXHp4kWYTEbWxklz3kjHqjEMMm2Q1E7S+p7du2ekdZL8rdL9WgBlHVyogREDmJiYYCFyg4ODjGGQ/ZtUThoYSQoKDQ1jkqxBr2f2T9vIjLWgd72+QZPlSCOjeQ+JiUkMD+pMZPIhbNaScdjWWWREBKszMkUM9PWBAtppYLAyexeaUS6KaG5pYX4xMn/wY20QIMmc+lNjYyPOnjnD5khQ+PPxF08w4YsG3dXo6zTI0sAfHhEBbx8fZsYkjZQ0HBIsqE9TVB21EV8/X4SGhcLN3Z2F6VI62haBaCOhlqKsyARFzOXYCy+wSb+yVdwugdorCas3b9xgjJTMbWvZt562Zawaw+gfGGCLzNGSHb5+fiykjCqITA7EadfSzEEgkdRBfouIiAhmKyfpJP/yZTYZiGzjpElQxRHzoEFyfGKC2Rk3i8RKEiI5Dv38/Wfsq/fv32edkRq4rVT2tI1uqe9bBwbqzBTh1tzUjE8//oS9TvVCNFGdjYyOMps5SZ6cYSwV3adPR9FP586dY75JmvnM/BTU3319ZxzST/+Vh+dA9U8h1hGRkWztuILrBWzWOAkUNAGQ+jwxLGIOFG1H/xT5RxI+aa3kjG9ubMT+/ftx+MiRNWk71F4JK+pvN0pLERgQwITph5fSvp6sGsMgaZUWD6TIGlIPSbOgKClyKhFXpUpdj4MYAkVO0PpS5CCnRc4ouoIkEmIoNEiRs4zop4olSWYzHBS2SFoGlZc6PB00UY/8CYQVOaZXQ1pcCrZUZ1Q3NNmS/E/Urkh7JeZPpgjqfNS26JozjKUgujJpaO4TtZHcnBy20CRp8WttYqE2SW2AGAeNK2aziYXwtrS2wmHaTEWMgwZqYhzUhii0leZukLZKTC43L2/Fo/8ehTAJyyTwkB+G/KdEEzG/jXCsiQGNKpUYBjmjqHOTqWO9D2IaNLjExsUxpzyF71EY3WbxWSwFfzI5UMQLHevFLGzpJEbmS5OnkpKYproSjlTb/Pn50hGg/kwWAxKqtuXkwG16sUlqMxQZudZb8ZJQQUsEkfmJIrTI1PTbX/8amVu2YN/evfAPCGBMg5gLrQjR39fHrlcqCmrpyE2lZBrZCy/g/fffZ4sukoZDjM3ejzVhGFYQaNAh7moPgw/RRFIHSSUkPbPwzHXSeqz42Nsv1ZO91JUtNtTZ6J8f64sA9R/mS5qOOCRqKIKJGMnu3bvXpe2QpE5+OJLg79TWMkf8v/3qV2yWdmZmFlzdXJnwyvwckvXdrIjmEuXl5THmRloPLTtij/3NtpWtKcOw/bA9nZPUwQ+OAEdg+QiQpkH/1oNmdNNighSWup6HVaig1QloJYGamhqYzRbs27+PDcqkCdFhS/ta00sMd/vOnSwEmKK9SHglE749H5xh2HPtcNo4AhsMAVrPjSKn7OWgyaC0dhytEqBSqhizWE8mMR8XmkNE5qgPP/iATUokawf5Vu31kNgrYZwujgBHYOMhQFLzWkdAPg4lMptRSH1IaIjdMQyinYIF9u3bh+tXr7EILqv287hyrcdzzjDWA3X+TY4AR4AjYIMArUJB0VoU/UfmM3s9OMOw15rhdHEEOAKbBgHSgk68fBJRUdGgbWkNRoNdlp37MOyyWjhRHAGOwGZDgPwZ5JSnuGQB9inLc4ax2VolLy9HgCNgtwgsDBc3YrynCZXFxbhR2YSuUT1gkcHBOwzxOTuQlxmPCE8T+qsL8cXpBhgS9+CNo8nwUc4yHFE/iNaiszhXpkHgzqM4kBn6xPuFc4Zht02HE8YR4AhsagR0fWi8eRlnvi7Ana5xiA5qqGjdO6MG4003cLe9G+29J/HOq6EYaSvDmQ+/hfZoGI4cSJzLMIxj6K78Fl99NoIU363ISw+F6xMCyxnGEwLHX+MIcAQ4AquGgGkAd775AL9/7xranZKw9+Rr2JEehQA3B0jNOoz1taGmvhc6FwdIBQESmQIOTo4QVDJIpnZumCVNkECqUMPB0QCVXIr5j2cTPv6MM4zHY8RTcAQ4AhyBNUTAhOHGQnz18TmUTyTg1Z+9gx/tDYHahgJPnwCEJ1tvDGPQZvKk9e5q/M4aulYjd54nR4AjwBHgCCwPAUs/GvILUHxHivDdh7Bva/AcZvHQzAQJJHIVHBzn6gESRweolYtoHg/N6OEP5ub88HT8CUeAI8AR4AisBQJj99HY2I77YgC2REUiyGkJRiRBAplxBD3V3+KT33fC2+r0FgBRN4TWknsY0TpCusBetbwCcYaxPLx4ao4AR4AjsIoIiMDYMHp1GjzwDIKjuyNUS/qaAIlZi8nuepTfGIWLQgLRQvG5AkTjBAbuDUNrdFjo31hS3rOJOMOYxYKfcQQ4AhyB9UdAroRaIoNidBK6cS1oCt9jFz4XzTDK3eGd9RL++m92I9JVAYvJDEiksIy3o+yzX+C3l4wwmWcXinySgnKG8SSo8Xc4AhwBjsCqICAAnsGICfBG4INmtDa2oksXh5glqBmiRAGFqw8Cg0MQ5DQ7tFsmTejycIRCOsr2KnkasrnT+2nQ4+9yBDgCHIGVRkARiLhtyYgNGUZ96XUUV/ZCv+RvLNzDhu1rM+d9EeJkH1pqK3GrpAgl5Q24N6jB1FZpcxIuuJhlQwse8RscAY4AR4AjsPYIOCBk6wG88EITej+7gc9+8wdg4hh2JofC20UFOYzQjvSio3cSZudgpETSlphWKufuT0J32Z4l1scQWFLLRC8aq8vR1tWO+906eG49hpefz0OE80xGM2/YnnCGMY0GgWrvu13ZVtxmPactY8fGxkDbs671/tGbFXNe7rVHQOYRj4Pf+yFMkvfx4Zl8fPLLVlRlJCHCzw2O0GNioANNw0r4bT2J6LAAQDTDoNNDbzQvYnYSYTEZoNcbYDSbYYEAqU8KjryRCP1oM/L/+GfcHuzGsNaCCGfpIwu7pgyDcbrpna4eSdUaPaR157u7u/HgwQO225WHh8cafXljfIbwoQHaXjacuXfvHqoqK0F0HThwAE7OzhsDSE4lR2DZCEih9M/Ecz/2Q+zW2yi5UYbatnpUtYuARQ4nnzAkbc/BtqxwOElFOHhFIGPHVhhifeAgnaslCFI13ENTsDV7EmEBLmARtwJgHu/B3cpSlHU7wzcvGqEej2YWVIQ1ZRi0uYpMLrcLSX50dJTt90sDkNrBAW4HDmKzMwzSsKiOrIdapYK7u/u6S/KjIyNobGpCUWEh7rW14eDhw1AolVYyGc1Ety3tMw/5CUdgwyIggdItGAk7gxCbcxh6gwkWtiWuAIlUDoVSDrlUQjYn+G85if877QREqQxyuZRpGVa2Iah8kHDs7/BfjoiQyOSQ0agvGjHe24H7XQOYhAmjei1GNSZ4uzyaJTz66VMAbTXxyOWzAWFeXl6IT0gAbdS+XgdtUH+3tRXV1TWoq7sD2vN3//798PXzmyGJaKbBx14k6xnCVvGEykpba06Mj898JSwsDB6enuu2ZeTkxARaWlpw+/ZtNDc3Izk5GS8cP46AgAAoFIoZOicnJzE0OAiqW35wBOYjMDQ0xDRlGn/sbTfA+bQufi1ASjO4Z4fSuclI0CMG8lAFQcLWmlLajvaCAh7RuTgYloBw9z/hf968jetRkYja4js373lXtlnMe/R0lzTg6nQ69PT0wD8gAEqFAiEhIcz0sx6VRqaVgYEBlBQX47vLlxETHYO33n4bERERcxgYpevu6mZ28vWg8+lQf/K3lSoVYxiVFRXw9PJCSGgoHJ2c2P9aM06z2czazY2SEhQXFSE4JARvvvkmoqKjoVbPrqhjNBrR0dGBslu3QOaqivJy+Pn5sX9bhvLkqPA3l4sA9R/6t4dDq9Wio70dZbdvgzYoeu655+b0dXugcV1oEC0w6cYwPKqD0TSO0QkDpHIHqGUP5TgzZK4aw6DNzKnTnj1zBiMPHiAtPR2+vr5rbt4ge3d/fz8zP90sLYWzszNeffVVJCQkwNvbe8Y8xhhFdzca6upw7tx5REZFwn0T+TRIat+9ezfyr1zBh++/j/TMTKSmpiIwKAhypsPOtJlVOyHGRD6lmupqlJeXs++cOHmSaYGenp5z6qqvrw9VVVXMTEVms5Mvv4z2e/fw6SefIDYmBqnp6QgKCtqgEuWqQbziGc83Bfr4+EAQyKxJE8SsRpEV/+wjMyRBor29Hbdu3kRTYyPCIyKQkpXFmAa9yEyv0scPjo/8yEZ+KBow0X4TZ76rRXf/A5hV3sjatgM7Y9wfWypBXCXxkQZqYhQ3b93Ctfx8OLu4YM/evUhKSmKD9mMpW4EEkxOTqK2twfXr10F28G3Z2di6dSt8fH1nBh/6DEXd1N25g9OnT7Ov7t23D+np6bAdpFaAHLvPgprC8PAwKisrcTU/HxazGUeOHkVKSgqLSlrNApBZqbGxEWfPnEVfTw+OHX+BfZe0U9voNaor2vOYGJtmchK79+5FRkYG87WMjY6irKwMVy5fBgksO3fvZoKBm5vbapK+KfOmtvLVqVMgKf7goUMgcw8dZNYkDZHwX4+DAljKb9/G5cuX2eefo/abnMzGH2s7onZy8eJFqFQqNiY5OjquB6nr+E0LzLoJPBjXwmi0QKJwgJOzExyVj2eiq8YwrGjo9Xom+d0uL2eDcmhYGLIyMxEdHQNHp9WpKI1Gw0wVN2+UoqKiHFu2bmWDCn3b1qRBNu+2u3dx9epVjIyMMEk2NS0NZLvfzCYNg8HA8CPzVEN9PVzd3LB9xw5ERUWtOLOnAef+/fsoLCxEa0sL+0bWli2Ijo5mHdrajohRkD+DGELn/fvMn0FMnUxntnVFZtDOzk7UVNeguqoKvn6+yM7ORuQq0G6lbbP+Ur+5XVYG1qezsphGt16hzsQoWltbce3qNQwODGDHzh2Ii49DcHAIbP2olI7Gouv5+di6bRsOHDw4o3ls1npcTrlXnWFYiSEJsq2tDYUFBbh18xZzNO/cvYvZm1fKV0ARBAP9/UyjIF9FeFg4snOymZRJ9njrYbZY2KBz+bvvmDSdmJiIXbt3IzwsDGTL58cUAsTsyTdAA0NtbS3SU1Oxd/9+BAcHP7WphyTU3t5elJSUoLSkBF7e3ti3fz9iYmLgZFtXZjMzU125cgUF164hJycH2bm5CA8Pf6Q9mhjH3bt3Wf7NjY1ISk7G7j17QFtgrlR72+zthJg9aaMXzp2DRCJlmkZySvKKCxWPwpnMT/fa2/HtN9+w8SUtNRVbtmxFVHTUHPM3CUFNTU1McybGkpObiz179jDNyKp5POo7/NkUAmvGMKyAk+25orwCDQ31oEok3wZJihTS+qQd2WpKIds3OUqlMhmzvyenpLABwvptUpVJ+qi9cwffXbzIvpm1dSszk5E/gx+LIzAwOMi0Q7IJ9/f1Yf+BAyBsCbPlSpRkqqSolTt37rAABKo7kvTIp0R+FOvB6mpwEKTl0KCkUqsRHxfHNEViLks96Ftkbrx16xb0BgPTbsnERnk8aXtb6rc3QzrqwxR1WF9Xj7r6ejg7O2HXrl2Ijol5JEN/WmzI59g3LXBQW6K2mJ6RwawEtiZIEnrIL1Z64wZrA0lJyUhJSWb00eRPfiwPgTVnGEQeDRJUiWQyKCoqYiYPamQk6S/XnkgNor6uDmfOnmWhlSSlEgOaL0mSNFRdXY2zX3/NlvylQSozIwMBgYHLQ2wTp6Y6qyyvQOnNUpBk9/yxY0hLS1vywEB1RVLexx9+BM3kBA4cOoTEpKQFGsv4xATu1NTgekEBxsfGkJeXBzIV+vn7P5EblZgU0U6Mo6CgAKLFgmPHjzPaKXqGH0+PAGl0VLdkoiIJPiw8nAkWIcHBKz4/hsyTJEh88803zL9FAkxqSgoLAbctCZmfqL7Jh0q+sG3btiE5OQVu7tynZYvTcs7XhWFYCaRGRnZrGshJSggPj8DuPbuZLfRxHZneJZMGaQpkr07PSEdicjLTFmz9FDqtFnfb2lg0Ddm+o2JikJ6WhpjY2Dm2bytN/PfRCBCjoIGBJjy2NDezyLfc7dsRFRnJJkAu9ja9Q+Gv5Kfo7upiZgCS8lNSU+f4lPQ6HTru32cmMIp4ogAJShMZGbkidmZiWDQBsKaqis3rIK320OHDMz4rbppYrPaWd480uvr6eqbpk18wNzeX+RCfxoJgpWBicpJpMyT0UcBD5pYtiIuPZ/4uq6ZLwij5JikwgkydGq2WtSFiKORr4cfTIbCuDMNKOkkMd2prUVt7By1NTUhISgRFNzzMTESSw/lz51j8PYXMkZRLEqhtZAY1HAqnpWgf0mLINk52S5qot54TB61l3ui/Wo2GRTWRA7G2poY5oSlahkJZbQ+qB4pYoXqgyZFbtmxh5qf55gAyL5w/f5452WPi4pCUmIiExMRVsYeTP62uro5Jw23EmBIT8eKJEw/9lmgxw0yb0bBIUZokJZ2zEQ2VkR3C1MJutuWnl2Yfr0+Y6Vx61uaKBATq06U3SllAyauvvYqMzMw5gQzLoYR8aV9+/jl6enuZJYLMT3FxcXMECRJMyE9KmkdbaytraxTwEh4ZCdlmDqNdDtCPSWsXDMNKI03yIzs5OSvJhk1SKFU4MQKr9EdhewXXrzMJgiJp6LntIMXCeUdGWDQN+TNoLkVkRCRSU1PYnALrt/jvyiBATJlmYjc1NmFsbJR1Uopy8nB3ZwMrDabFxcUsxJq0BXKYWw96RlIozY+prqlhGl9kRATLw3bmvTX9Sv8S7aWlpaxt0RwUW2c7RAM0Q/dRV3YTt8ur0dw3AYOJllZwhVdMCrJyspGXHAz1eB3O/v4z3DDE4ujbz2N7uIuN2UzEaHM+vvj0Cro9c/HSa4eQsIT1ela6nOuVH/VhkvTJTDU4OMiYBYWsxy5Ru6e+zHyeFRVMKCEtwnZMsJaL/Bk0dtC4QCsCBAcFIzommmkWtkKkNT3/fXIE7IphUDFoEKEwSxqESEKhWOkdO3cyvwSFT1LjIOmF7NARkZEzjITeJQccDQDXrl5lgw9pFeRUpzBZfqwuAlRnFP9O5iqS9MjvsC0nByqlksXqk4nRdq0nMimSHZrmyFCdki+D5lPQREGJsHaSOA1qRAu1M4r0mfq0Dn2V3+LzDz7DtSYjHELDEBboDTcloB3oQWdnN4Zdd+AHf/s6cpyr8Osf/yM+1mzH3/+P/wPfy/C2YRhA343f47/+4+/QEPQG/ss//yfsCly1ubKrW8FPkTvhS32Z2sf9zk4W3HDkuecQGhr60FxpiRoaA/Lz81nAA/klaSIpzeS3Pcj8RHNyKG8PLy+mfaSmpsHLy9M2GT9fIQTsrvWSJkFLiNCM0eCgINbQyGZJg8uhQ4fYM1rOw/agAYdUUQql7erqYhoHqazkRLfaNm3T8/OVR4A0B+rMVDcVlZVMqyAzgnVOhZVZ0ABN/olvLnyD3t4eREZHM19FclLSnAUFV57CxXOkSKm5gRYaDDdcxUe/+RgX7qqR/eLLOLQnA1H+7nCUAYaxfnS3NaFp0AWh7gpIjAKkSiVUZjlkkoWMTqCtNpUqKBWyOWasxal5Nu8SM87MymKOcFrGhaLePnj/fWYdyMrKYtroNKdmAFAk45kzZ5hWEh1FmkIKM0/aRrVptBrU3aljkU80EY98GTQxl8Kt+bF6CNgdw7AWlRoZDTaxcXHMTEXzAN579122nhDZyq3+DXJ8X/7uMpqbmhAQGMBC+sifMXcQsObKf1cTAZogReG2NEmOIpJo6Y6PP/wQMbFxOHjoINMeL377LVu2wc3NHXv27cPWrVvg6Dg7R2Y16VtK3saBBpR++SEu3DEh4s2f4Effz0Go7fxSJ2d4BEQiaTozfadlav8BttKvdI52QUmIUa6hwrSUIq5bGlo5gYIMaHCndb/oP//yFTx/7HnW162BLrQSMWkftNhkUkoK01JtiSan+ncXL2Fk5AGzMpA2S2Yu6/u2afn5yiJgtwzDWkxa+4nZPePimNRKMd8ffvABi3KizthYXw8RAhuocnNzWPic9V3+uz4IUFABMfug4GBWZ50d9/HH3/+BMQyFSsk0CoqeoTBZ+zoMGGgox7XzjbAEnMThQ6kIsGUWjyKWLTttWZCCTKxWp/eCh5v0BjED8juGTK8FRqGvNIeKlnKh6EUKiKA+P/+gKMei4iJ0dnZBKVcgNy+P+btc1mkZkvn0bYZru2cY1koIDAzEyZMn2VIe5KegyBxBImFmq+ycHGaqspo9rO/w3/VFgExUJ06cYBpFYUEhJFIJW6aDzAbWIIb1pXDe1y3j6G2/i7I+KRxzYhDvr1rChjES5nOxdBTii19MoMpbDcEiMq1DIhGh6WvC7XYN3IJn9xmZ99VNeUnmJfJZUdQiLTRJpqq//OUv7Hp7Xt6cABWKart+7RpznkvlchYWTwKJdf2qTQngOhV6wzAMwocYApk7yDFKzlU6uCq6Ti1niZ8lxkBBByuxnMgSP/nkyUxGTEyOoU8mQ6SLExxki4XJzsteIP2Wdsg0Qq/TQqO1QDBbGQag1RpgMovrtXDrPGLt75LmTJFJiSIeiwsLmS/yow8/RFp6BpJTk9F1v5Mt70LRdLTMPQmHFMxilwKH/cG74hRtKIZhLT35Nyi8jh8bBwFbh6XdUi2Vw8HBCV46PUy9wxjViwiWL3Rkz6FfFEFTNCRB2/D8X7+DE2nekEzvqyyVA32lH+Nff/4p2u1oa+I59NvJBQW5vPjSS2yWOC3jQeG4tO6cSqVkofHkt6RIKduFBO2E9E1FBteTN1V188I+EgGpI3xDwpHhqcf4vRqUtY1DPz0n71HvkT4hKBzh6ukDHzcPtk4VBWV4uHnDx9MVagVto/moHPgzKwI0q//Nt95Cbl4umy1Oc2N++MMfsm0JOLOworR+vxtSw1g/uPiXn20EVPCOScPOw5G4cbYUZz+/hkz/55DstYRuQpqG2Tw1GdwGJFoZecbpTWG3xhG01lahMRjZVAAACKdJREFUuuE+NKIaTiGpyM2KgLeKy242sCEhPoGFaYeEhK5LuLUtLfx8FoEl9ITZxPyMI/CsI6DyT0TOyTewp+ldXDz7J/y7iw4nDmYhws8dLkoJTJph9Hd1otfkjdjECLhLluDnmAFNACxG6MZHMTTQi977Heiv6oDc+4c4FOMK6WOsXzPZbKKTGWa7icpsz0XlDMOea4fTtg4IOMEn+TB++L8J8P7sAm5c/RS/rLoIH29PuCulsOi00JnNkEUdgndkKNxhgUGrwaRGDyM5t+cd5AzXaSah0RlgNlsApTcSd76AxO3DqDnzOS6W9ENnMIICch+/39m8zJ/hSwpHnjqsv89wYTdQ0TjD2ECVxUldIwRkrojIOYF3IpORXliEG7dr0DH0AANjAuQqH4SlZWJrTgbC3VWQj/oiae9hHDPEItJj4eZbKq9obDt4FMHuCfBVT6kQomEMA623UFLTg355HA74OeNxvvU1Kjn/DEfgkQhwhvFIePjDzYuAHEqfeOw4EYu8F8wsEmoKC4GFd8/M4HZPxLG/j8fzENi8oPlWJdeoXfir/7yTTS61zhMy6yYxMWGC2k0FOW3w1DGIKM9AOHA3xuZtbhuk5LyJbpCK4mSuDwKCIIFUJmfhnBSlI5fLIJXaLPdBS4JIpezeIktJAYJk5rl1iRCZiz8ithzFm8cyEePQgisVnRgxctPL+tQw/+pyEOAaxnLQ4mk5Ak+JgKgbRkd7B+4PTsLU24QegysiAtzgwD3eT4ksf30tEOAMYy1Q5t/gCEwjYNEOoLm6CFdud0MqU8I5dgeObQmFK++JvI1sAAR4M90AlcRJfHYQkLhGYvvRQGQdMDOfh1ShgoNSvmCV22enxLwkzxICnGE8S7XJy2L3CND+GCoHJ6gc7J5UTiBHYAEC3Om9ABJ+gyPAEeAIcAQWQ4AzjMVQ4fc4AhwBjgBHYAECnGEsgITf4AhwBDgCHIHFEOAMYzFU+D2OAEeAI8ARWIAAZxgLIOE3OAIcAXtAwEyr/86sKWUPFHEaOMPgbYAjwBGwSwRoozSplAdy2lPl8Nqwp9rgtHAEOAIMAZVahRdePM62YOaQ2A8Cgsh1PvupDU4JR4AjwBCgYUmr1UImk0GhUHBU7AQBzjDspCI4GRwBjgBHwN4R4D4Me68hTh9HgCPAEbATBDjDsJOK4GRwBDgCHAF7R4AzDHuvIU4fR4AjwBGwEwR4lJSdVAQngyPAETBBM9iOhqoKlFfUoWNwAnqLBILSAyFxqdiWl4X4YDVGbp3Ht9+1Q555BAcOJsDXdjN0fT8q88/ii4pJJBw4iVeyAsAHuZVrWRzLlcOS58QR4Ag8KQKWCfRU5ePrz87hWvMElO4e8PFyhlJmxuSDVpRdqEFt1xheeSUXHk1F+O7TMijFRGQdSICv7TdNo2gru4QPPx/CoYg9OJkVYPuUnz8lApxhPCWA/HWOAEfgKRGwaNFXfQnv/vZDFPZ4IH3/Szi4MxVRge5QS0zQPujFvcY63DUHwl1Be6rLoVAqoZBLsdCmLkAqV0ClUkIhXfj0KSnd9K9zhrHpmwAHgCOwnghYYBiqw/VPv8S5Mgm2/scf4D++nYsAm6kX7h4+CIhMQS4jcwS1ogjaAV2g/dTn8wQJ7bcurGeBnulvz4f7mS4sLxxHgCNgZwiYJzBQX4xvyjpgiduFQzuT5zCLxaglZgEIEATJogxDwvnFYrCtyD2uYawIjDwTjgBH4EkQEHUj6G6qxT2DFH4ZCQj3dnpMNlZGMYDGki/wx/+vCl4SM3tHFKSQ6gdRX9oEg8Sb3eO84zFwLvMxZxjLBIwn5whwBFYOAbNRh9GhYUCUwNPNGWr5UoZ4ARAMGBvqRFuDCYNSC8hGJZLGYRxD19A4LPAGt0ytXD1Zc+IMw4oE/+UIcATWHAGJVA61gxomywAGRiagNTHvxCPoIM5ggWjxQnzea/jxT/YiQm6cYhhSBeTjzTj/3r+iOV8PvjL6I2B8wkecYTwhcPw1jgBH4OkRkKhc4R8VDS+xGe23atF2LANRLi6LRD/Nfotc3qKogKObD/xD/RBk64nVTsLbzRESUcdemPJ3zL7Lz54OAc4wng4//jZHgCPwNAjIneEbl42dEUX497LL+PZ6BhJDcxFkEyX1sOxpRdsFWgRpH3STWbYESCBCN9SOlppGdGotMAseiE5LQKSvM6RLsX497OOb9D5nGJu04nmxOQL2gYAcjkEZOPjaAVQNnULJlx/gz0oDjubGIphN3ANMEyMY7O3DmNIHgcGOLGx2Zqyfr0LMu6Z0xokhdDbV487AIDo7JnF79C2882ImfJQzudgHFBuACs4wNkAlcRI5As80AnJPxOx+DT8zyvDp6QIUfPwbNBcGISzYG04qAfqJcYwNaeGc9RyOeiZDZtJDp9ECBjMs84ERLTAZdNBotNCbzDBDgHNIOg78KBV5HbeQ//UpXBkbx4TRAh+l7Zoi8zPi14shwBnGYqjwexwBjsCaIiB1CkL6sR8jIDYDJcXFKCtvxf2GfpilEkicgxCdlIcd2xIQ4eaA4aBEZOxWQh7tjQVBuFJH+EVnYO/OcSQHOE9bpkSIuj401dahrs2C2GP+8FZzZvEkFcw3UHoS1Pg7HAGOwCohIMJsNMBgMMJssUCkIV8ihVyugFwug1QQYTHRcwsEGd2TYs5EPdIw6H2TCKlCCaVMAlg0GOuqR8G1m6iu7IQq+QheeikbIc6yKYaySiV5FrPlDONZrFVeJo4AR2ABAqK+B83fncLvPzNj9z98D/ti3aBakIrfeBQC3CT1KHT4M44AR2CDI2CC9sEgerqGYRSH0dY7CYmnL1zVMnCj1PKrljOM5WPG3+AIcAQ2DAJGDLdV4fKXBeiRABNmb2Q8n41kf0fIN0wZ7IdQbpKyn7rglHAEOAIrjoAIk14LzaQOZlorRFDAwVkNJV/6/ImQ/v8BJr49kHycIFkAAAAASUVORK5CYII=)
Os dois compostos possuem carbonos insaturados.
O feromônios A possui a função orgânica éster.
O feromônios A possui a função orgânica aldeído.
O feromônios B possui a função orgânica aldeído.
O composto A possui três ligações pi.
A carvona é um monoterpeno presente em óleo essencial de hortelã e cominho que mostrou efeito anticonvulsivante. Apresenta grande importância na indústria de aromas, pois é usado como aromatizante de pães, queijos, licores, pasta de dentes, gomas de mascar e na produção de cosméticos e produtos farmacêuticos. A partir da estrutura apresentada para a carvona podemos afirmar que:
![](data:image/png;base64,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)
Sua fórmula molecular é C9H14O e apresenta o grupo funcional cetona.
Sua fórmula molecular é C9H14O e apresenta o grupo funcional éter.
Sua fórmula molecular é C11H17O e apresenta o grupo funcional ácido carboxílico.
Sua fórmula molecular é C10H17O e apresenta o grupo funcional fenol.
Sua fórmula molecular é C10H14O e apresenta o grupo funcional cetona.
A coca-cola é sem dúvidas uma das bebidas industrializada mais consumida. Existe em pelo menos 160 países que consomem o produto. Estima-se que a humanidade consuma em um dia uma média de 1,3 bilhão de litros do refrigerante. Um volume com o qual o químico americano John Styth Pemberton jamais ousaria sonhar, ao gastar 74 dólares em 1886 para conceber sua fórmula que foi preparada com extratos de duas plantas, Cola acuminata e Erythroxylon coca. Porém em 1902, o uso do extrato de E. coca, nesta bebida, foi proibido por conter cocaína, substância utilizada na época como anestésico local e atualmente de uso ilícito, por causar dependência. Na estrutura da cocaína apresentada abaixo podemos identificar quais grupos funcionais?
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)
Amina secundária e ácido carboxílico
Amina terciária e éster
Amida e aldeído
Cetona e fenol
Éter e ácido carboxílico
A morfina é a primeira droga, ou podemos chamar um fármaco narcótico, derivada do ópio. Foi criada em 1803, pelo farmacêutico alemão Friedrich Wilhelm Adam Serturner, o mesmo deu nome ao remédio em homenagem ao Deus grego do sono, Morfeu. É um analgésico, que tem um potente efeito no tratamento da dor crônica ou aguda muito intensa, como dor pós-cirúrgica, dor causada por queimaduras ou por doenças graves, como por exemplo o câncer. Analisando a estrutura da morfina apresentada a baixo, podemos afirmar que as duas funções orgânicas encontradas na sua estrutura são:
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)
Amida e fenol
Éter e amida
Amina terciária e álcool primário
Álcool secundário e fenol
Amina primária e éster
Os neurotransmissores são pequenas moléculas responsáveis pela comunicação das células no Sistema Nervoso, na sua maioria são provenientes de precursores de proteínas, e são normalmente encontradas nos terminais sinápticos dos neurônios. Essas moléculas são liberadas na fenda sináptica e agem em receptores pós-sinápticos localizados no neurônio pós-sináptico, fazendo com que esses receptores se abram dando liberação na maioria das vezes à íons, dando origem ao que chamamos de transmissão sináptica, onde um impulso nervoso é passado para outra célula. As respostas dadas pelos neurônios à um estímulo vai depender da característica do neurotransmissor e do receptor, essas respostas podem ser excitatórias ou inibitórias.
Dois exmplos de neurotransmissores são a adrenalina e a noradrenalina, que são produzidos pelo organismo a partir da fenilalanina. Sendo assim, a analisando a estrutura dos dois compostos, é incorreto afirmar que:
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)
Adrenalina possui uma amina secundária.
Noradrenalina possui uma amina primária
Adrenalina e noradrenalina possuem aminas primárias.
Adrenalina e noradrenalina possuem em comum um fenol.
Adrenalina e noradrenalina possuem em comum um álcool.
A solubilidade de uma substância orgânica está diretamente relacionada com a estrutura molecular, especialmente com a polaridade das ligações e da espécie química como um todo (momento de dipolo). Geralmente, os compostos apolares ou fracamente polares são solúveis em solventes apolares ou de baixa polaridade, enquanto que compostos de alta polaridade são solúveis em solventes também polares, o que está de acordo com a regra empírica de grande utilidade: "polar dissolve polar, apolar dissolve apolar" ou "o semelhante dissolve o semelhante". Portanto, analisando os pares de substâncias, podemos afirmar que:
- n-octanol e hexano
- água e benzeno
- etanol e água
Apenas II é insolúvel.
Apenas II e III são insolúveis.
Apenas III é insolúvel.
Apenas I é insolúvel.
Todas são solúveis.
As forças intermoleculares são de importância vital para explicar as solubilidades das substâncias. Uma regra prática para prever solubilidades é “semelhante dissolve semelhante”. Compostos iônicos e compostos polares tendem a dissolver-se nos solventes polares. Os líquidos polares são, em geral, miscíveis entre si. Os sólidos apolares são, em geral, solúveis em solventes apolares. Por outro lado, sólidos apolares são insolúveis em solventes polares. Os líquidos apolares são, em geral, mutuamente miscíveis, mas os líquidos apolares e os polares “como a água e o óleo” não se dissolvem. Considerando o aspecto da polaridade das moléculas, em qual das seguintes substâncias o benzeno (C6H6) é menos solúvel?
H2O
H3CCOOH
H6C2O
H3COH
CCl4
É chamado de carbono quiral ou carbono assimétrico o átomo de carbono que se liga à quatro ligantes diferentes. Os ligantes podem ser radicais, grupos funcionais, etc. Consequentemente, esse carbono sempre será saturado. Ele é geralmente representado por C*.
No caso de moléculas com apenas um centro quiral, a mudança de posição dos ligantes levará a um enantiômero da molécula original. Um enantiômero é uma molécula "espelhada", simetricamente igual a original, e tem capacidade de desviar a luz para a esquerda (enantiômero levógiro) ou para a direita (enantiômero dextrógiro).
Essa mudança na posição pode provocar um efeito fisiológico benéfico, enquanto a que representa sua imagem no espelho pode ser inerte ou provocar problemas de saúde. Na síntese de medicamentos, a existência de carbono quiral é sempre uma preocupação, pois embora duas moléculas possam ter a mesma fórmula molecular, apenas uma delas poderá ser ativa. O naproxeno, cuja molécula é representada a seguir, é o princípio ativo de um anti-inflamatório. Seu enantiômero não apresenta efeito sobre a inflamação e ainda pode provocar problemas no fígado.
Analisando a fórmula estrutura do naproxeno, podemos identificar quais funções orgânicas?
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)
Ácido carboxílico e éster
Éster e éter
Éster e álcool
Ácido carboxílico e éter
Éter e álcool
A gripe suína é uma doença respiratória causada pelo vírus Influenza A (H1N. Apesar de a Organização Mundial da Saúde (OMS) ter anunciado uma pandemia do vírus, autoridades afirmam que a nova gripe tem baixa letalidade e, assim como a gripe comum, as mortes são geralmente associadas a outras doenças ou a fragilidades da pessoa infectada. A descoberta do mecanismo de ação desse vírus admitiu o desenvolvimento de dois medicamentos para combater a infecção, sendo as fórmulas estruturais dos princípios ativos desses medicamentos apresentadas abaixo:
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kUeFtGzgZwBrEBWYNyGUFVdEmgJFASWGAJWOe5rPMBbO574CJPdALAk3LCnBVbmr1J6sUFLzP4lAdQ9uCDDw533nln+z6cNC8ayAfI2QZ1Fu5LX/rScMUVVzQwB7D5hhugdtRRR7W3P52LQxfApm3ONSc/5x7NABaH9rjwEaCGZuBLXqF7PnouoTbjpLtPnLrk41MHGlzz5dZWAqsK3nRu78YDok+b+nU/UDOQxeV66vQXfSWBkkBJoCSwbQlY0wNq5O7BCdDjDJotRG9fBpREP8gfECPOtS1OVjYWNxY0Z9ZskfrnBtY134NjpbP9uTQDcRtnnw8B1gA9264sbLZXWduck3NWjdVM2+jg0Ohem9FLtk5DV9LRE36yjdoqmP24x3vKiFenOF45aVwAofiAwgA/bXABiJFRi6yfNZPADoO3dHQo1OGJEy6K62nNdQ6OGpwZkElbFL6KzpJASaAkUBLYugSs6zywYr3POg/gAClJTy39ffIKU1Y5LxT4JprzcPfcc087w8YaZ6vU+TbffQPOxPm2HOvdxhmQSxnbsdoOcIsOQoNrbaA37Yt3La3PG7qS3oeuuQCwvi515F6YtoBELmntZvYzbjfxFa6NBFYFvM0jTceOO3devinGhe48deR+irQWTSWBkkBJoCSwOhIYr/Xux3FpaV584hgxAC8vIPAscV5UsH3qRQQf2WWFc1bu/vvvb1a9M844owE6VrlshcZqlnAMytJeaBKO48b3fd55+fv0vmyuexqWy9vH1/XaSGCHwdvakLX+tWayhBIDN4M3cRWWBEoCJYGSQElgngRsI0Zv+Maab7M572Zb1HfbfO/tgQceaB/fzb8v+I9SVrD+syTu6aPSP/OkvPvGFXjbSt8HwPXm461kr6SSQEmgJFASKAk0CWSb0U3OifmsiLNs/qwecHMmzj85+PQHgKdMgBqwlt2fnC8r0ZYEIoECb5HE5jATxgTK5MvTkyyZTPUUNBJc3ZYESgIlgZJAkwD9kHNkIugNAE4cIOY8nDNt3iL1t1fOkfmYLoubLdOUpYdyHX1UIi4JkECBt62MgwC1srxtRUiVVBIoCZQESgJPkwD9ESOARCCMLvECQoCYv61KvH9YAOKAO+CvL6t8D+Tcl9u9JVAfY9nc/wFqGQ7u43vwNs6X/BWWBEoCJYGSQEkgEgDA6I7okezWiOOBsSeffLJ5aT5FArglv3rE9/epu8KSQFneujHQA7NMGJMnk65P74rVZUmgJFASKAmUBLZIIHqDzmBZA9Q48bmXlq3SpNlazfaqT4FwyvYGhBZZP7u9BMrytsIhEAC3wuyVrSRQEigJlAR2Ywn0BgCAjQ4RB5wBZLx4Z9ykOe8mLuniAtqUKx20Gw+mOazvMHgzqLgM1DltPC3qmeR9WuHtjAidiq+k/eQRZgKl7HaSUMVKAiWBkkBJYDeQAL0BiHH0BweU5S+t8vao829AmXtO2L+wEAAnLfW5LlcS2CHwZoDmKcGgZALmDECDLoMtQEha/2SR9MTLtxZOO3wmVG+qTntJc+86kwt/HH76PC2yfkoCJYGSQEmgJDBHAnRGHN3BAXK9MYDejL6xTaoMaxyfMuL6Mqmzwt1bAjt85g0oMrgywIAegy4DLwBNOpe8EXsPqmJaTtpqhOoHwPr2MxHStnZCJ7rl90SUDyX2E0nZciWBkkBJoCRQElhOAr2eo1ty3+sPuiZ6R3yMHtFVqTtlc19hSYAEthu8ZeBlYAE4+a81FWcwBsTJlzLCfoAmj3Kr7QCxcXs9wJQWj2bXJtQf/vCHBuC8us2H/p7u1aa16isJlARKAiWBXUsCy+kMuqbXT/LFSytXEtiaBLYbvAE4Bl6eFlwzAbNWGYCxVgUoISJ5hAF3sbZl0G6N2Gea1oOy0JEJoy40hM6+biBUfBza5OVCe9IqLAmUBEoCJYGSwEokQJf0jj7hxvE9eBun9eXreveVwHbvAQZ8CQE2gxBA4lmtvv/97zcP0GXwCYEilqweIAGC/WBdre5IewFe6tWOeD7xaAwoS9zvf//74be//e3wu9/9bnjiiSfaeT60469cSaAkUBIoCZQEdkQCdBHdw9E7dFK5ksBKJbDdSCTgJ2DI4APK9thjj2HPPfccHnrooeHiiy8efvKTnwzveMc7hr322quly5+nDUQCROoCANcCHKFL3doFvLTFo2EM2NDjf+a++93vDl/96leHb3zjG+0/5/CEN3WUKwmUBEoCJYGSwDORAJ3DRYe4Z7TIvy0EvCVf8vb3rYL6KQlslsB2g7eAMIML6OKAo1e84hXDMcccM9x5553tP9v8bxt/4IEHDvvuu28Dd/IHPCmnrgxq92vhTJS4vj2Thmdhe+yxx4Z77713uPXWWxuA88r2IYccMuyzzz4tj4mGx/Cb+iosCZQESgIlgZJAJNDrswCw6J3+nuVNfPRQyifs6xGXskmvcPeVwA6BtwAigMa1gfXiF794OOuss4a3ve1twy233DLceOONwxVXXNHA3Hvf+97h4IMPHl73ute1P+VVJp8XYdkygFfbockWbf8yhQmBZu2xytkWfeCBBxq9X/va14Zf/epXwxve8IbhuOOOG975zncOL33pSwfbqOpCZ02g1e6lqq8kUBIoCez6EggYiw7pt03XQv/t+hLdfTncbvBm8BlsLGh5ciBG8YDShg0bmpXtrW9963DzzTe3Lcirr756uOeee4aDDjpoeM973tOsdKxb6uEzoFezOwIw1Zlrbbl+/PHHh29/+9vN33XXXcPDDz/cgOVpp502vP3tbx9e9apXDf44GF3+NFjI43ctaF1NvquukkBJoCRQElh/CfT6YnzdW956nSJfn3f9uSgKpiaBHQZvGDLIONuJrgE6AI4V7kUvetHwkpe8pFniADfbqRdccEHbmnzf+943HHbYYcPee+/dyq/FYO3rDEAU94Mf/GC46aabhi9/+cvDr3/96+HlL3/5cMIJJ7Tt3aWlpUZ3LIommLK1Xdq6qX5KAiWBkkBJYAUSoGu4ALPci3Od+6SL75305dL6fHW9+0lgu8EbURlUAWy96MSzbAXEveY1rxn4N73pTQNgBDTdf//9wyWXXNLOltlKffOb3zy88pWvbNuZ/YB1rS4egOJ7p61MAPHJ77oHW8pJ8wIFKxtroBcTlNf24YcfPhx66KHDC17wAkX/rB738vVhu9kNf2LmB2y5yD7yWU4kySfdVrX8AH65kkBJoCSwK0uA7orLOmk9pB+thUIuaVljcy/d9Vj3pc4Kd08J7DB4I7YMslyPB1qAnLc2TzzxxPYSgLc5b7jhhuHrX/9627Z817ve1bZTvRzw3Oc+t73lmS4x0NWhXqH7cRvJk0kh3bUB71ydc2zf+c53httvv721+cc//rG9QHHEEUe0LVJWwgCSng/Xzrnt7i5yDfAiD3HkDCSL96buk08+OZAtWT7vec9rHkhLf2QsKK9veGnlSgIlgZLAriKBfk3L2met6w0KAW/SrZfJZ41M3qy70vhyJYFIYIfAWyrZWmjwBXhlgNqiPProo5s17u677x7uuOOO4Stf+cpw3333tRcEvJnKUgfEKWPAG8ycAe/JJJMg8UnLRNCmlwzkZW1jaWPx+8UvftHeHj3yyCMbaHvZy17WLEB9G62h+vkzCejHgDIy9+Yt2QJmvuvn0zBe+hC6f85zntPONHrD2NlBQE7f6BdlhMoXMP4zMddNSaAksItJoNdRYc1aKN66aj3s18HoyeSlmwq4RRoVRgJrDt4ySKO4KWyOct9vv/3aVulb3vKWLVuZzsMBWt7yZBXz1qfBbJCrIyArg5nFR5rBLx9wBxhwPv9x5ZVXDtddd93w05/+dHj9618/nHzyye27cz5pAhyqj2VOOdfl5kuAvL1cQkbkm3sfMmbNvPzyy4cf//jHbUHycgdwB+wBx8cee+zgfCOZi9dXAXDpx/mtVmxJoCRQElhMCdBLPGeds25Gz0TXRF8J6Ub5pcmfNGtluZLAWAJrDt40mCeM/trAFP/CF76wWWWcd2Nt86kOLxOwxDmT5s1UH/l97Wtf28BDnmICINQZAGDQmwDK+14b/8Mf/rBNBgDCG64+YaJN5TNZlE+96iv3dAmQUQBXwLJtUkD7i1/84vCzn/2sAe03vvGN7dxgtqlZU6+66qom31NOOWXLwqS+LGBPb61iSgIlgZLA4kogoE0Y/YQbeqfXNUmPDqIX48RJVyauL5u4CndPCewU8GYA8gYen8GYkBL3RurGjRubNc4/G/hG3De/+c2m+P3VFtAFGPinBltw6jPQWdvUyaLDuubTH95oVZZViHXP9+UAQG++mhBAmzaVRYPrfoLtnkNhZVyTHUf+tkidWwSQyfjUU09t5whZ6GydPvjgg83yuWnTpgby9AUQTt5ZpPRdyX5lsq9cJYGSwGJJIGubMNfhwFpKb3EejK2F0ZVCThwXXZn7Flk/u7UE1hy8GYQGXgZv7oUGIkUeJw+AZYvNtinL2Re+8IWB8vdJD+fUpHlrNefh1G3bk7XNd+Rs39mu832597///e3lCMAwYK1vX3toyMQIHRUuL4HICjjzAoh/z7Adevzxx7e3dp/1rGe1/nj2s5/dwLaagG8Az/lG26i2VTl9Ua4kUBIoCexqEghQE1rnstbRN+Kso4CbddR1D8qyxsrX15PrXU1Wxc/2SWDNwRuyDEbgKQO4v5aWQZnQQHYmzodyAS9AjiWORc4nRlhvbIECaN5uBO78pdUvf/nLYWn2KZL8k4N/RmCly5k5bYWGTBD32k3b2yfG3acUOZGdb+MBbu6dWWRVA9zI01OkUD9vmH2s2T9qsMIBbyygPseSMVBy333GTnFaEtgdJWAtjO6x7tFv0TvO/3qYFc8lLenWx/jdUXbF8/IS2CngzcC0TWZAcu4NSHG8awBLyGWgAwOAms94OA9nK5RnZXvkkUfa26NeSvAG6fOf//x2MP6AAw5oFh/ATXtpV93q5U0QPvd9242A+nmaBMgysstCA8Ax/ZM9sO2aXKW75m2hsqaSsW1saSn/tEYqoiRQEigJ7GISyNpJB8XTS162s6ZyrHC+jkDnWR+jK5N/FxNJsbMKElhz8GbwZSAK+8HYXydPHxdg5wUD1jefnWDh8VKDz35cc8017c1FljYvJABuLHV9m8BEXOoW57p34/s+ra6fkkDAWQBv+k2OgDvX6es+dJ0t0/Rt0pUpVxIoCZQEdjUJ0C3WzXhrnr9mtIvke6fODnsAdgzFLoUjQcpYI5WRP670VCRR4ZqDt4jY08RY4buPFSYDNIPTfT/YAQPWHS8u2IpjzWH5WZptk37kIx9p1jZ1xfqjfOpGQz+B3JsY8ohPm+LLLS+BLCT6Qt/lw8Y5t2G7lFyz6JB/PpAsT/4nltzTPyX75eVdKSWBKUvAOmAeWxfG81g8Jz7XuW8Jox95+jr6+5RPXX2+UTVrcqt9a5r1bNw2GXBkwIVW16E3ekxeb+F7qS67SICbNdJnlpzX9mks//jz6le/uq2XqTPy6NtPWwnTZp9HHNfncT8vj/hFdfP4E7c1Pvsy8/IlfV7aFOS0U8BbBnYY7oWR64TL5enTWeLyp/G2R330N98gS/kIfl7b0sbALuUqXF4Ckam+YEGzwLi2jZ0XF9JPQtsCnjC9BQzsedFEufRJ8i7fYqWUBEoCU5SAtcD8BmqsveZyP597UCOve+mZ+3hK/j5dXNaZ5HHPJ21cz2rIZ9ymOhOHRy/B5fuUoQcv0txb35K/5yvpjArWQZa266+/fvj5z3/eXvT6+Mc/Puy5557tQ/J2lJzdBt6OO+64tsvEYOGhOPoqbYc+baUNcfKhKzQkX2hzP3Z93nHaVO57+o0lgNd5d9vMXo4LD8mnv3zKivyki7c1naM8ZKoesiMz6cazPMazdE69qXsqsggdf/X/zVxuFiUkzMcee6x9HNabjrZUc+gzgh6HPW/Set+n1fXKJGAhs0h4CcF/xZoISzMraKxx7h+cva4/1FoAACAASURBVKTgbWHf7AP0PvzhDw/AdiaGltJPK2u1cpUESgLrLQGKjvIUmsvWAUqRc23uU4IcUMNlnsuXvOLUwXPCpKkn8VGy8qzFuq2dtEGZxwUUoaWnB42Ag7jwJy+e0RcwoE7XTzzxRANs55xzTvt0knL+S9t3L4WOA/nOqd0kdbDM+bqCh2JAwnlv9ahbndqPHNTlmksYuQnjky/l5JfW34ubokNn+gd9Xkz0t5q+ISqNMcc4DC9kyJgAKJMVAKe/6Cpb07CCMsCa8mRrZ4jcfbeUrIBCso/cpiiXnWJ5WwvGCb33a9FG1fnnEjCBeuebez7fAkhfe+21bYKxrnnD9ze/+c3wrW99q51NNLEOPfTQ9vKJyZB69N+UJ0fPa12XBEoCT0kgijKgQkrWY2nmtXsK0r185n3mfmpKmeSXLj/nOuuDuD5vyq9GmPZSl3bDV4BSfx9rjXLyosu1PMknjqXNXwYCGj57BVT460eA7eCDD26ATZvqsGYuzR5+vbnvYdcXFIANOxeAiONCzsN5U793kRE5uR47dMT1fPbxSZ9yGHrxQLf4S03eC40+Cea/0cOf/iEzZ+LJGygWB5j5q0xgbsPs6BWZcULjFBj83Oc+14wMzs6PZT01+SwseJuaIHcHekwgE8QiwTNHHzH7CzPuS1/6UgNrDuHGTM1sbUubZRR4Y62zGKae3UFmxWNJYFeTgDXAXLYGRKlm29A9Zeg+64T84oQBN0J5U77Pk/iEKWPtWCuHPh7NFL3QvbaBLg6NaBKy3nDyctlStV3n32aABzsSzrY9+uijbYvU/3lbB33rkgMYIjfbqL6aoJ4TTzyxfVKJ9c0H5+1eeBC2jvp8lodmAASNZBLrZ6t09oO+0Jq40J37RQvxoz84fJOzT4eRixc8WC4BLrLg6B7fF6V/5FUGmPa9UWlc+te1+ln09JeXH7m0124m+FPgbYKdMkWSDG4LjcXKtUWGsw3qfIYnGcCNqZ8J2uKy//77N+8/ZffYY4+28GUhtpiYHOoqVxIoCSyWBMxb89c85uYpOnmiTOVxbw0Rplwfuual81zikm8t1wwKntdWQBl6rVkcsKV99/IATq5519Y965//evZdUqBtaWZN888zLEO2P1nYuPATWfgrSJYi66ZvmPo3IUdQWOJY7nhgBGDZuHFjOxdnTUUPmtUTutxz0rQTnvo2W4YF+cFb+r3XP/himXROkFUS6GJly9ixtc9FRpGDPp3nIiv5eU6ZXM8rs55x87lYT4qq7clKIJMoBJocBjbzcv5/1tOLJ1VPpl5/d7bA+QGLmycg5wiEXL5plPoqLAmUBBZDAhQdRRrlZm3ge4AgjQ+4ke468SnjHjCSBuwlnpKVFiC1lpLRju+sCQEoNFjHeHTwaLOOyWPdQ6946yDQ5vNVtvJY3oC00047rT28AhasQsrECpSy4dVaqJ7bbrutWdv8k9DGGUgD+ryB6jNY0ljz7rnnnraNetJJJ23ZLowVT73LgQ19o71FdejHm/FAjiyYALE+8v/a++yzTwNvZIBPeVnlyNaZN/3Hy68P1SfkossYI+QXz2fsLSfT9ZRlgbf1lP4CtW0gG/SZGBYxA1q8M29M0SaThcqCZrJ4KvJhXhPCgpiFWTq3yAvJAnVdkVoSWFUJUHrWAs564N6WlA+n+3yTNcGc90UAlhDOWiGfw/se8KwftrqsC/Jz1gPxtg9ZsbyM5iFQubi1XDOyLgFC6GQ582kPCjxn0jyohs4AJWDNsRHbnOg97LDDtuw64N8Dq7z4JId4PIX3vffeezj55JPbNp+zV95I/d73vte2WQ855JAWkqf1FYCTdvbZZ7dzcbZi7W5YX9GKvnlyIkd+XlrkO8UQzeSE7owjfJIt2dA1LJ0sl3SQcUXmPZ92isTpT2cKjV/9rB510lO2qMWL49JeX8+U5FPgbUq9MXFaTCIDO5PJE4qF2EFQi7f/N/X0Y6HKP2BgyWJm0TMBLc4WSXnKlQRKAostAcrQVp6tQqCLBYMFy3z38tJBBx3UDpUDadYNB8Z9EkM+xy18+zEKmTJVn7cEPRAeMTtP60C69SIK1PoTpbqaklMn4BUlTpFbw1h4KHRpAJYzZ/6WMXSjAU1oBKBYyLyMAGhx6uXxLgxATFziARHl1EGewKBjKGggMwfvpX3oQx9qNGyavdAAhLA4OcdFzj5gr11A01obWWmL01bCxLWIBfrBA92RM4b0DcDmO3nAMxmxSMZQYJwZV+6Voa+MVeCcLtK/xp9r1lPjzzX58FPWUwXeFmjgriepBrInFwuZCWQRsjh4OrVdYPJ4ArRoSAfmTCYLiXMb4qQpbxKZFOIWdRFZz76otksC6ymBrAWsbOb4ueee285jATesZcBbPncBBH30ox9tgAPgYaXaNAMe1gFHLTZ0b/1RtACgM0wUKSsTMNIrUWvOWihUbWjfG56f+tSn2puH1i4WRMo9D6OA5z/+4z8OG2dbmrEK4vmMM85odCnjoRadQIN1MvRmDdR34nq+shbaXgVabZXeeOON7S3+Sy65pFnbvPBwzDHHNFBMNsDexRdf3LZTbdc6KyeP78Q5sqIN7WuH08aiOn0QF7mRMV3iRQ7jRb9dccUV7YWOjJPoox7MerAIuDYOOX1vPHtoILe0l35J21MKd0nwNh6kGbxTEvwi0mICGNRZEAx8C1jeLo3cyVu+5Bfv2qSwsHEmFydf9U8TRf2UBBZCApnPHtrOO++8Bgr+5V/+pSlRFiRz/cHZNx6vvvrqdtD+wgsvbNujPndh3tsS7S3wWRsoYmuJPP6zOuBDevJk7VltQaGHReYzn/lMA5Cnn3764NwZMKVtgNS23HXXXTd88pOfbA+lwCeLIrqd7Q296sJDD9zQm3Ux8hM3Xv9i9dGut069uADM8hdddFGzxgF3AJq0f/7nfx78PaR03zAjdw/LrJreSgXiyDRtZY1uEbOfRVh70RiZkRe9w0IKHIunUwA4L33ccMMN7Vt6PnycNP1izOlDVjqfFrFLBLBF/j4/ctlll7W/KhMXl3E6RTktLHgj4HSoMG4cp+OmKPjQu0ghOUaeuWaNi4kaLxn48ol3H58y8vV95r5cSaAksBgSAExs5bG6sbz7e0JbVSxQ5jxHSbJCAWGsQoCOj9FKz3mkrCXh2johHRgSAk1xWS/Wai0HBli6WNZYt5w/sw2JRo4SZzlknQHigAT85pgI2nva3I/5Cy99PnHhTX48Z530NilwCBhqB23Ou/kMie3bo446qgE1b6U6uJ8Ppsvj+3LAMgAqDH3aUr9QPwrDY+ibaojW0I9m4BhfXM4MOgsIyDIqAGzy4VP/uQZmWVP1nbo4MmeNI0d53Wfspf6WcWI/CwneCJ1wCXaecPvJ0V9PTPYLRU4WlAxq9/1TcCZV+kNossgXH4bdx/XXiauwJFASmK4EKDjbohQlCxGAQHlaG6wD0ilPgA2IcIZLfluiWR8oVkcrWOqiWJXPy0/qYVkRB+wJU3a1JaMtZ6Hw49r2o7NT1i+0ca5tZToaAiQ5j4YfoApdysXLv9y6Ni9euZTRThye3S8tLTVw5vwfi5IzgayePh3C6vbud7+7baWij98025YGYIBR5+G8sQrAScvRF3xZvxfBRa5kx5M3b5wZIxyQ69NUJ5xwwnD++ee3N3LxR4YpJz++xcWJc88nXXvpp5RN/imFi9F7I4kRtE4zsPOkJy6d3E+mUdG6LQmUBEoCJYEdkAAl5wyYbSiAguKMi3K0LlN8wB3A4SO0DoNzgBvrkS1I4M42mLzWb28O+lBqXBS1e3Vb86NYk2dHQ7rDm/HoYjF0Hgr9+OTRJU/48Vd/Dz/8cLMqRtGHfrT019tLW3SZ8gEVG2bnAz/2sY81UMzyZ5v3ggsuaFul/rXBNiq/NAN7XmDw0gOrJ5BnSxHIZrHz+Qx14rEHi9tL684olz4XRv8bD/n0ini8bJydRTQ29Y8HAWPLGJJum1QfKx+nDJDH8iovcNvLPv2e9lNuCuFCgrcIbixQgiZ4ncUZoPKM86V8hSWBkkBJoCTwzCRgjQXcKE5ra7/eWnMDCKQ5b8UKZ/s0ylF+b/v5JIZtV0pYXg/k6mSRs7VFqaZua7vyAAe/mk7d6MOTLVtba2kXL9pFF8VuK5in7JVBOzp7HZOyfdzW6JWPTNER556TlvqEgDIrmm0/Z9tY2XzAl2WTFY5fmoE3IE0eobdSWT8BGvX6S0P9knrT5lTDyCfy1P+2OQHtnJHECw94A67Aqn9fkK6cvpPfw4H+inzxTO6AnTwsyGSctvp8U5PPQoI3gtVRJnsmfuIIO4I38XI9NcEXPSWBkkBJYFElkHW2By7WZGsuZei7jxQnZ42mGKXL7wwXC5FzZQ7eA0w8q4izdN4YBIwAQWt82hCqY7UdXtCsvbThHt34ARa0y6OHF4dmzv1Y1+wInWPAoG4OiESTs3dABoDrHCEL3JVXXjl8+tOfbv+h6g/vbaUCcV5aYP0EPh966KFmYeyNGoukH/UJuRo/+LMNbBzpCzLj9Z/PqpCRLWNnAW3NizfeWOWUi4usgUGgz8sPAC+Azo37NeWmEC4keMtEMiB5ncqlIwxOcTqsXEmgJFASKAmsngSsv/4zkhK1Feq8GJBgzY0CpVCtw5SldNYiFjjbk+JtpVKWPnfRAx1bfLZNvTkpn/pSb0CMuNUEHfQEgEPJ+5SJLV2H18X3/LDMAQQ+i8SKgwc0AW9c9BB+XKNxR+lUPvLRlnq1Jx4gBkS82IBeFrZYNL1sAYDIwxoF6LFyhi4hIKifFkFP6oeMB5ZR39NjLROvz/AAgLnHN6skgAvExcro+3zAnDjyUx85kK88gLB+VQ8QJ41T5472Y6tolX9W/zFmlQmcVx1hEmwms0GoI4RJS0fPK19xJYGSQEmgJLB9EqAogYalmWXHuSLfcnN4P2suZQg0sPRI84AtP4ABeLi3VqtHXms2J8267t619Z3Pmh4FmvzbR/3TS6HBFqOXFNDmLVoWQPQBN1H0eLUVBwQ5f5b/Fg1dau6vn97SM4tRV18fesiV6/Ud0Ok828c//vGB1c034ICPXk7hQ31kqi6uz9MiFuAH7QCW7U1Ae9Ns69i2Mcsk/vSTbVMPDpz84rMlTobhO6HxKN5DCSAnPmNxqiJZSNMUoRqMnig8MRmM4kzCDE4hX64kUBIoCZQEVk8ClCGAwJqWv3KiTN2zerBQsbD5+r8tPQf8WUpizbJOc1GQWbsBkvG6HeUqf9bzhOJWy7Ei+laY/w0F3lhgKHvx6GLR8qkOL1gADfkQrvbpn57u7aFvJWXIiZc3W7bkQ57ul2Zgmqyl66MA5OQHTtDKKeN+Je22Auv4kzGA9owZ9Du/5ryfBwRvCOsTfcN6621cMgFsswWKhfSVa3XwHOBHtqxyaS+ynaqMFhK86QAD1VMGpMwkzBFyBC3sB2/LUD8lgZJASaAksEMSsLay7PhsBivHppnlw4drbUt5oKZUWd18TgMI+vCHP9ysWsrlw6i2UClLwCgKVGht92DOs75J11YUdxTrDjEwp7D2fFLDNvCll146fP7zn29WNv+TiS5bc6w5rDKnnnpqyxtQIB1dAZ+pHs2r6bRBZrEk0W/i3GsrMtImWfNoQ5cziGTPiYuTZxEcvscO385G5q+uMjbE2doGTl0r2/PpXt7IR73qEpc6xKVN+fry0qbgFhK8GYxQtX1trz0TrImuA6Yu8Cl0etFQEigJlAS2VwIUHOBgq9EhcACNxcrnQGwpWouBHIfKfevN2bZYNOyU+M9TjrUuQEJ9HMtJPnwLCFrno1St+/KnTCuwSj/qZKU5YvbvBc5U+ZYawAaAcnQMcOowOwsdnrkYCHpAsL3KfjmAEEAhPQBNe+4jC7KJS1xCaegEgiPP5F2UEC/kEL7RTd/z+OIjA7y6llc5ckpZ+Tlx0uUN8G0Jsx/xnPgpu0mBtwxSAksnZQCKY4r39ON/zHzpGrK2KDg46iAiL7+OE/Zlld/ZLoNAuwZLH7ru+U16y9SlJY/0cZ7k3dnhmA736DQRQq8w8T196dc+bVxfn38tr+fRor2eHnn6fBlT4TN5cz8uv5b0V90lgfWSgLkOCABiQJa3/qzL/mbIHLEjYmvVNh4rWxSr78KxcpkvAJC8/fxizfISg3qt59pIWXNN/sy51eZdvQApgKltH+31SRC0ApXO7W2YnXVjMEAzkCotc5+yV0f89tLX85e61YV399rOfeKSDw3iepf85L6IBo5eHj1f4vHE93nwTw54TZ9EBuTUy8fY6uMiR3nU6b6vu29/va8nBd4iDAIjbELjTRLmeR8m9EbNg7P/b+OSz1kK37c59thjh6XZdqrOTGetp+DR13f+SmiRP25cPvHrHYYn/Bj8ZG2w95OizxN65bPo5+kneZK+0nBeOXE819OxXJ3yhu70S+pNPcmTsZQJLX/y9PWLW0nbfZm6LgksogSiFNEOzDjT5syb+LjMG3G8+QEY8b0zZ1LO2hDLnDyZU+Zc6ujLrtZ12hECjHZ1ANKchWIoQFvmt1Acl7LLrQurRaN6tNGvn4mj8zi0jJ04OjRgUx2L6CLn9AEeXNMpXjRJPFmQkfyRhzQ+98qSg7zjuD7flGU1SfBGYCYqYKBj7F9ffPHFw80339zM8Uzb3gyS7nCiDxD6mjSA53yFSacOi4eOWa8OyCDo289ASdyYPjRLUzYueXO/nuFYpu71A3otZmjFk34TJn9oTpzJJe9KeVOOS5j6EmpHm+qz+K7EGWN9+7lWF+8eX8K0m3j38ck3r79XQkflKQksmgSiHDMfMucoUdYq26Y5qxbeMr9yv1y4tXxbS1uuvpXEm8vq7uvPp0HwA1DaVp3n+jL99by8zzRua/XNS5sXlzalJT1h0hYl7Onur7dFv7zp44Qpn7CvY15cnz6F60mBNyCAi8K0QJhAXgP2Vyre/GFdY2Vjlpff+QOm7Msvv7zlWZpZ3rzAkPMU69kJaVtowFjoONd45LL4RfFnYLXEzenySM/TaepNnp0Rhi5towdQQhPA5unFE6qPbMrHSZPP054wcf2iH35a4lZ+1DkeG+hInKLuAwi3UtWWpHky1E7o72kTJz+eOLymP1JmXn1bGquLksAuJIGMdWPf3M68My98usEbgLYdPWDbFcn8maoI0GedysNc1hUvL3jD1Nk3R3Ns6Zr34X+q/IzpSj+hPWvY1PtkzEPdP10CkwJvmRRCg8tAY03LYdjTTz99OOmkk7a8XSoPkOaAqacj3+C599572xeWTbReAT+d9Z0TY3HLYpDFIS3js18Mcp8ykUefJ2XXI8RH+kX76LRgA3J48/QdHi3ouQ6tyqZ8eEvatkLlOOVSVpg6pWlvR1zqTR25V683tfAfnqTFh4bwlvIVlgR2VQlkzPf8WQcenB1p8aDtTVTbo0BPAEOfd0rX5nG/xuJNnLXNX0r5MC9w1+eZEv0rocVanfVqJfkrz/Ql8NTe3ARopRhNnOzNI8n/3FkQgDTbofksCEVqcskrzWFS1jgfi/TWE2ewrqdDo0kTMBZ6o+TRBxR41dlXyPGSCaZsrFuAkIVDufV0WdTQmIUMna5Z39CLBy55pHE97eGRXPr4lnGZn9Qnf2Qqa+iQvtK60oT88fjg045rDwTenvPpAw5v2g5PruNST+4rLAnsDhIwX+LMC+sZS5VPU3Dinum8TH07M7R+ZV4L8WXdNcetaznztjNpWq22sjbhqfeL0C+rJYNdsZ5JWd4ImNK0AHhDCZjzVqmtU6DNOQqTyQA08BK6lsZE77sulG6f5no9HF4sBCa+ayAArfnGEVq9oeWbSGgEQL3t5ACwxSRgAe3K8WSyXi5t6wO0oNnbvt7EssVguwSvG2bb2HjNoidf+i0LI3mIw+e2nPIpp11lucQJIx+h+205+bQf5zre9q8HAFtAHgbwo2/wGpCKBvLo20ZnuZLA7iCBzLHMI2Mf2DE/xLnmF2VOhA+heW1+u0Z/vHtuUXjKOEQ3fvRZ1vCkVbi4EpgceDPhx4OMUs1iQNRRullADEjgzbYdoOfQbCbaenZNFi+T3TXl75oFzksYt91227Bp9oFLnz/Bi28I+VK0V+W9fq9MAJxF0f16OnJHJ48PCwLQ5knb/xECbM6I4IH80W5LG1jlgHLx+il1rGQhVEbb8irXAz5pWWh7+rYlJ3XxGUvGkGtA+pZbbmlvNesXDnjz9zP48n95+kG7aBnT5n4lPG2LvkovCSyqBMwj82CRHJo9bKI74C1rLz6s2dKl8Yvk+jWq1qZF6rmt07q+aGBE23jyUI4AD2Xvf8oof3FZHITuDUgK3DeGAAWWK/Hr7UIrOk14dPrPPH8Zc9ddd7XzFN7I8jFLaXj0ZW9n/HzYcv/9928WR9YsE5Bfz8kXOZM165Q/j77++uvbCyU+rOnvSQArH7hkMZXHwWVghyyEZMFzK10Etas8/ue5pMm3UvmgAR/yA/wsoHfccUcDob4nKN4HRlkV9Zm/+vFmM2DtS+xengkv+EDDStuex0PFlQQWSQJZq/Mgk7GfNWq5uTpVHtFvDsdlTRFm7R7nSd5FCLPm9jwuAt1F4/ISmAx4y2QXxiPbVigP0Dj/xroDoEXxmliupfEAhC1Wg9XCsp4OHyYLWpyd8rVu36ljpeK8jXXIIYds+esY2468/8+zZectWwDCWT8Hf3uL087my8LFAzo+Xgno6BNWNx/exMe+++7bAJt44NS5Fzz4xAtZLC0tbfnApT4Tp86VOHK0zUyOtjI9CQNWxgbZjD9LsK061QekOZCsX7zogi/jyRapb1aRO4uuT9H4v0Ng9cHZ+UsgDoDzEdJ8s0of40n5ciWBXVkC5m2ccZ+1NuDGHBAH4C2KQ3s/d60P4hIvjXe/aC79FX4Wjf6id74E1hfddDRlkggNtgAvLyH4xg4LD4uO/5qjXFmjKFbWOADBVpezbhSqMhaPMTgY33fNt/zuM8D7Ad/nS3wfpwyXtNyLAzaBSqANDwACa9Txxx8/HHnkkcNee+21ZdFAO4vbjTfeOFxzzTXDlVde2f50l2XO21vAnpcz4tLe+L5vP2ni5OctTBwZcbnv60sd4lzbQgB2AEsfS/ZdPYvZYYcdNpx55plty7dVNvvx+Za777678Wtr2Df68G3rcb/99mtgizU1NCmXttNu4tCGTm8dA1j+hBh40u977LFH29L0tzU8IIem1KWOtNHXyyIItKERfd5SVgbwP/roo9vbyvn7G23bNrWlfcUVVzR/7rnntj/kPu6445rV1PefIkP5cx060nbu0cW556WnzJ9S/vQ77p8+ra7XXwL6Th+l/8b9i8L0b09t4pRLHfo/46TPmzoyFuRJuVyP86/1vXYzzzywAGkZv0Jp4vlFc+nDhOSe60XkRV9x+BiPsaRNna/MESGaw4v7pGV+9LyIS3zyhWf3GbN9mUW6ngx4I7QImlDTMcAKK8jhhx/elCylDTCwirC2sIYAOra9WH9sa1GmwB/rDOuP+uQFGAIKx51kodHmOF1cXDo+9wnlkRaaheoDOFjSAB1n3ACCT3ziEw0cAKHOg/UDyLWzbj6JwuLm/JgtVvyx1h144IHt3JU8rE5ojcy06Vpo8Qw9aEwbSZfGA2RcgFTqSro0QAcoZnEKHeL1B8/aFqAjXvu2rQG4paWlRm+sjUA2EASIAkr6iTVR++Sl/VgX1cNRDLYtP/vZzzZ5oE39rG22yQEqoPi0004bgCl/xxM+wre6nIM0HvQJqyBLGgCnD4BKX1QHjvFiq16ZyMs1a642gESWRHV8+tOfbg8UQLjywCP6lBMqx6Mj8dLSP3jmc98Ynv2kbJRi+Eh6hdOQgL61Huk/D5Nc+r7vQ+lx4vW5ULz86jDuzWfxYyePuZqxknmvfF/3uNxa3uOdQwsaQrexmjEvbdEcPsILvvBD/ovs9Ie1xBjr+yd9OHXeMv4zP7Jupl/wxsfhUR8mHp/yuldH+JZvkd2kZheh8v1iQNi25c4666zhC1/4QrPgnH/++Q286CAKnFJmjaO8WXZsq0pjKbrkkksaAAEmAAbWmix46VQdqCMNCkpe2SymOtzCqcwYWMiXOvoB47Mf+dcH2594AFoAS0DUVls/iGxFagMgowR436mTD80sRLYiARXblbHEsdSFF7RwPT2u+aQlHZ/oTVl5OPkMcvLkXANOm2YvVbBQkTXgiJeAs8hEfvWoWz2sot6cJW+ACv3qAHoAbv1l69G5PvnQohx5ax+g44Fe5wCdOVPPiSeeOCzNQCFZ+cQKOQOHl1566RaZoUldPAeAstYBwvfdd18DbcaI/vAQ4LwevvIRTmXwnjrwhRbAzsMEy65y6tM3ZARss9oBs1kk0KGse/xljFHW6lN/4rVJdtpNXGQirdw0JZAx0lOnz/W1vnTN60shJ80Y19/GiLXA/JduXCSfvOro52vmh3LqWW+XOdaH6J8nl/WmdWvth355ch0e+vut1TG1tPQDunLdj8PwNTW6x/QY5+jOHHGfvjE/uH4u4NV91lLp4swjcy15IxPpi+gmBd7SIRlUFjgdQNECCwAB8OItQAfidQaly2Jiu5FVRF4LXDowCp7Slo+S5WMl0Zb8aTsdmzpCi85NZ6duYQaIfCxUtuBYzGzjsvoBHCxN6FuagQ70KYd2TnllgAAgBo3KyMc6Z1vVNitv2xgIAmTwAwjiRRmDOxNT3erVTmgNf+L5KA00yG9i4F0858OUsfwBUJQKPgBH29gO7HOACJd6tact9xzLFo8ndOIBvyyS+tE2LB6AOWBV++pUjzrkYfHTHovkCSec8Gdbx8oCiP/+7//eLJzAEwCPBn3PIgvgkRs+TF6yBNxYMlnUgGW8p010K58wvMkj74bZNqq+AvqEQKmtZDJjjdR+gHX6WV3GVO4jb3XynPZ7Fxr6uLqelgQyX4wR/TWvFuWW2QAAIABJREFUL8Xz+p43Bs3VADi7Apw6jAt5hcnnXn51K28cKSO+XElgJRLI+DRmFm3coNfYN+45upHLumye0E+Ze/JnLkUfiYt+zDqr3CK7SVHfC5ewCdliJaQ0WWkoTCCJtUoHWcQodsCOs+jJry5bayeffHJT7sCUL38DDs5fsfoszcCUPDo9HWox1rZ6tO1e2+LiXBtI2jcAgA3n2ihx1hiWGHWeeuqpDbQBmGgUl8U59WmXhVA5Vj/gI0A0ZWwv5iyWfLbtgB4ADi8AlXJ4IQc0oZ3v29FW7vEinUMXjw/biqyF2gDevCTA0mZrEVhEk/rxgX9ydh9gkj5UL7lx8uqnWNoAMmAHkLN9iQ9tBIgCe+r0GRJWOhY//1l71FFHtXrQrW00A274d04QeHImjlVMGmubc4OsfRxwD7DF2pe+lqa+hGQUOYknNyEvHj8cMLo0G0Oso7bGPVjYiiU/f+FmrLLUaUcdGTPuex7UpV40cwnTXousn8lJQD/x477U1+L1qXFsTnD60xiQljFhLMkfi5s8GW/yZhxqQ3xfl7SkT044RdC6ScA44RIaU3zGa+KTZ1HGkLGPB/Sj2ZwQiuPCB70jr7mVeSOPOeae7+tphRfwZ1LgjfwysIQWvixyWdSgbgDFPacTdJp7T7LyKydOHSw6trkAj1tvvbUpd9twrDE5I5dzTuqyYOp4dcSFpgwO97biDAJtAhhACGuSAQIgABTaBrzEKSt/P4nE8c5LebFBHSxEQMcBBxzQrI1AmTrQBKg4XwU0oB/4cYhffsAEOJKfVZEcQq8QX1zPWxSHdGDYN86AQ8AKcEK//5JFC0AFgCmPB2XDi3rJzj3ZCNN22hTPkwX6yRxgs+WJF+ALEGURA3yks5wBxdrUh/jnwo947RoT+Ea/z62gTRrgKR1YAwzJiGzkl64/0KQ++eJDe3gRjyf50U+22uADSn3/TT8CcXgCrlnh8MM6F9mpSz3qcB1+QkeL2PwjPbT08XU9DQkYEx54su7oY/NMX2YNcm9uZS2jWPpxZSx4YOL6POpSf+aZcWDspV7lxBnH5UoC25KAMWesGD9Zd8br9LbqWK/0rI0xBuQeP5knvkBAV8iT+Widt85yeMV3vLmz6GvrUwhlvXqma1encEIdILRg6STCz8KoA8QRfsqI03FC8cmvc4E9it9WFoXKqrRpdo7r7LPPHq699trhmGOOaQfrbYdpj1OeSxvpfHEWTgMDWMh5LGCOolaXbTPgg0OfsugNbeLVIU0cYOK8HnABPDmA71wfOo844ohWp62+AAfblrYhgRL5+auuuqqBP/zZXmT1UXdc3zZ6tB0QknNt2mU5Yin82Mc+1gCPrVvyIwcAUxk+Skj96pJuYeDGbeG1VzbKAlGseGRua5PVMmfi0MBqqU7KMcCz54cspPNeMGB1pCRZ6cThEUjEi7wsYMZClF/fn/LHpc7wlDQ8a188l/HnWvv6xxYsKxxQ7Xzmv/3bv7U+dF7T2HBOjxzUlXaUjxOXvpmXnnwVTkMCLOUePMwL89HZ3IwXIeBlLHtRx5EAD0PGijTjyMOJnQAPf5SPseGYhAcNc9s44cRn/cj46MffNKRRVExVAsZa1rt+DZ0qvfPowsOYduu5dR1vN910U3twt0NkJ8uxKumZJ8rKF2AXXTWvrUWJmwx40zkWKc7iRugZdEL3fJw4TodwOke6zlGPe969kAKnXC2igBWlbosNcKBoLcLO1Vk4AQoAQ91ZjLXHq8/2HAVtW9E5Kgsua9vGjRsbaMrbigEd6Au9qa8P0ecNSos7QLM024pTv4XdVq/Fn/JHG1CGF0DA9iDQAqSwKrLaoenB2Zuh8rI2SlO39tETGQJF/gLKVp8tZQBOvSx7+GAVU06ZKI8M+PSTuvDhXv2RuTDt4Z1Lu67VKY/6gEP9IWS9wrN7aeSPJn3hXluRo/IAc+IpUM69PMA1i1dokRYrhrhe/tK4jCXl+Z4/6aHJtTR5KHD8o1G/s76h35hgTbRF/MlPfrKdafQPDQC6BYdTPqFrNIXH0NLT2jLXz2Qk4Ezr1Vdf3Y5xeMgC4AAufanfWH7Nycsuu6xZk1mHpVlDrDcs3MKMJXPSNwdt87Ois0BbiwLilJXHeDPWtFGuJDBPAsYKzwmtJ8ZL1rTEZx1sGSf6ExqtteZC1njGE7qRDqdT5PPwTq95MDLfzDUudQhzPVF2V0zWZMBbBGqgGWSUNqdTDLwMPnHypBMyQN275pM3i6Iy4pJGqXtrEUCx7chyZSBcfvnlbTAAYqxbLGJZJAEFW3IGC6Bki8/AsKXYby1aWMVnYUVXrkOr+wzA0Kwcx0KYQ+8AnC04T+beNNW283AAGbCTT2YAA0szwIcWYIzCoFQAB0/wBjHFYvtVOz6sqy75hJQMq4EXEsgE8EA32XPoReeY5r4PIltyFh+X6/CZMvIlr36ipABrNJig3vz01i4etZ9zjp6mUi4hJQqwAmyAkzZCK8AWsKieePSFBtehK3SGH/nj5EErGfLKJ58+Dz0AOAssuXsipKSNGYsKsA9041c+dSqnvtSf9lJ/7iuclgQAKeuAIwas7cZCP16MO31unulv/Ws8Amjmswct49y8Ne+lGcceYHwb0Zg66aST2lxXl/LlSgLbIwFribFp/YrLWjf1cWVtNP7R65ouoBPtTPmElnXUjkfOw9MH5qa1lg7FM31prnHqIg86Yuq8p6/mhZMBb4gj5AwowiXYLIa5ly8D0bU88e6Bvihu8a45ZThtiLcVuDQDPKxxrFrOqwE8BoSnYZarHDpnVWFto4CBKVshvjVnqxM4MigCNtWdNizG7sODEB2hP7yiSz6eEw+QeZpXP0DmjUvbigYrCyHapLHAaQ9owQtFQDngBR8UB7AHTEgzsAEKfACjgMQpp5zS0pTPeUK0AFGhF10GPXmKz0QKL2hwnUkmnzguk8+1OHIQJ3/yaA8v2Vp0b1ICkvKSAasVUK19dcirDgrPGTPglPVSX0S26ndtMod2dKg//SE990lTb1xolI+ThiYOmBTvqVB8LLbSAeYzzjijjSXK2kOC/sCD/vCQYPu4r18d6EIP57rcNCXQjxn9lDUg1LrPWMxDhIdA1nTrjYfDD33oQ23uOVNqHFE4jnJceOGFbb4DfeZlxoPxxrnPuE17Fa6uBCJztfbXq9vK2tWW9UoLrvt1Ze1aXZuaA7icD6UL6DdGCHrPS4k5J62frLO+yOALDl5Yo68ZPeh080xd8gUbrA3Fa1/rpMAbdgnVQCNggy1efNL6634Bc537KETKUP4ocUpVHvc8y5oFkbULkPHmIwAHqLFKiZOfFcs+OoXszUfxrns0L18/QQwObcehJW7edQZT0iz8rIRAHAAGuG2andUzeIEVIM4259IMhAJd2gZgbLk4g2Xw5kUAH7k1oCkPTy4sWs5iebECH+SgfXVwkWPkjyZxiQ8fZJgyrvu+iaylAzVc5JEy8ojrJ5S21EW2LIEsFCakiQe42V4V4oXlAzBy3o2cWEDUrY5+DLHKpc0xD5F3aBdqPy68uxfPq0s90uSPUpVHWtoCMI0V29vAM+Bsu96CYqx5AJCufOhQL6fectOVgP4xro1FYy0PCPpR/7OccQFx4h2qZg3Q396e9tKUeZcHEtYDzoOXhxI7A5SOBxnO2MjYm+L4QNMU6WrC28pP5lyy4GFeXNKXC5VZS/6fSf2hI+uK+6xLy9G/PfGRU9rbnjq2Vka9jsU4TkCf0YPcxo0bt3ywP/oPf+YUnUZ/M3h4YKYL6UtfbXD2nW5ZLXqX65Pl4sPrttKTb7lwcuANoYRKQQoj4IRJz32fp09Lus7s86h3LDR5WLp4lhAmVoqVBxxsqbL6+MYYBcxEa7Coi1NfJkXa7WmRvjUXmlImdYVOAMAWnG1FZ/Us7LZWAEzgBU2sOBtmT+lAGaAin2u8MDEDDAY++oA2VjugwdM/xdHT2Murp4kSCm3iw3/Pc+LG9fXlwpe4lO3LuU68iebvtwBnE9GZBlu8gJynMLwJTUxnyvRf2ko96krcmC5pAc1pMyEeOfd9nLrUEz9OT96kq5+c9aNFxVhyzhDtrCqeHvm4lLfo5jppFU5HAvpG37Jmm4+sARnH0py7MVc9ZJiTrG+sBdYTxwPMQesI4CePskCdseABDMAH4Cgua5P0/oGIJIyRjLOM98RJ7+eY+225lE05dYvj8NSPfXHS8uCl/fAgHq1jJ05aaFWne+245sNP7hMnH48G5Vfq1BenrrGTHh7UHRpth3vQ1W+uPSDqr9AXWnqZiNNG4tKWe0566AktQj7x8iXNdRy6eGOurz951R2XuowrOyweLNAvDA3jcu55bXDacJ+6xnUnLTtM9EMceSpHt/ROHJ+y0iIb131b6kBvPi0FhKHNWW7zwy4L44Z1lQtf5hpdaB550Kf7GDyAP7pCmt0267CyaBm7XpY9ffKhEc8Zg+jUJ+EpfYNW18mnTl4+flwudKh/3OaYPveTAm8hPuE8gvu0/lre8b24XgjSx3n6OEKzSAICABorlwXUAAKQvMVJCY9dX8c4zX3aTDgvTx/X05x4ZVnVDDqABpgDAAxob5raKkW3p3SDWn68sFzJawAZwCaT/1XFX99OT1t/3bdvgMbJMy9fn55Bm7iEKZcw8fNCi6UnKVYM201erDABTTpn9UwA1jbnDk3GAFF19/yl7nGb8/Ikb8J5edQzriv5E47zANO2TIHPvDCDj8ipX7hSR4XTlYD+1XfGowcLYb84U5zeIqU0jSFpxjFvLOh7C3w/ZnGrTpZ2Y9+5T1vyxkbGh1Bduc/4TNvqSH5x6kseadtyaEo5PKYd5dJG4oTqtjbgC2Alh0cffbTdpy3ztJ8vyvX38iWurzvxfTguJ20lDl/K9l5b4rmsbx4UfX7J+s9iow9Y9/EAcHtwVIey5CFeHcCLePfS9Kv7bTl5+XFecVwf7zptukazfKHBffjwvUlWKg/tdmrwAbgYd46j2G3h1JewpwVAUS8+skaFlshM34vjQ2+rbPNP4qQrk3JoTBl5Eq++jFWgUx/YdXFtznjo2TizuFlHlTPm0Kk+5dSDH9f6SX8xYJhPDDGscc4gkwtdSmfSl+Yah190ccLQEhmp33wkD+nJixa+j+vTlJeeevu0Frn5R57Q38fPu35KG89L3Y3jdKatR4DA4ACYsnWxXmLJALAF58ydNxttwZicQJxzeRYdg5tVDb3ZsgH88vYlk7FBmQGZAbpefG2rXU9SthdNMnwCcCaZxQdPwCmLVs6bTZ0fdNquzqcl9KfJnMmvX/gsmNuST6WvnwTSZ/rUvIrCM+9Y0QA44zFKRT8bz5RNFmpjOYpfPvHyyOvBUZ3i5OMoU/nEGyMZJ8aMtqJY5BennmcyJzIWw5t7LvdC9SWfdoA1lmS7Aean9cY1udgxwA95cCnnOnW6HvMjjeeUSZstYgU/KStrriOPyEyaenlKmWU0x02AH/npArwApnij9Fn4gQkOgCADfapeZdz34C3th4/cC3MtLS7xwvCdsurm08/yaFP7xoXdCUYH56TxAozSBej0HUp8OAPmAZ51SjlOncprh3evDIeG3oU+NKQ8GsQrKz50uefUrU51pbwy8sbJgz66zPEl1mxlbHdaM3MERRyXutTjOvS7lodnxHAmjgHGWVOAUH/SlSzmjkwBeQCtMdrzoY3Qik5pZJKHbveRl1BebUYGyssjTnl0JS73qV+86+RpGbfyU+Bts3AILc414WcBtgBZfEzG9XTospijw4TxZGGrEHhhEjbYgRtPWc7lGZTyKmegKNMPDAOK6xeZ9eRva23jwUIDtFpkTVJ06xf94zoLjX6busMPBWeccfpCXBYOcfqq7y9x5aYjAf2l31hRWX5PO+20Rpw5SgnYcou1WD59bYxKM17Tv8azMZt5KB8rCTAjr3krzpjXpnzmc8ZOxk3GijEUN57ziV8uVGfqca3utJP4KCx02070koUPjANvgIItLfz4BBNlSTaUowct8xVN6uX68Z568cb1fIWG5Ml9y7jMj/JkFlkpw4eP1K9v9JU1FB+AA6s+iz5Lj4dEaayrzg7jCZCQjid9lDVHn6kfn1zPn/jQre20H5r6tL6cfJwQrZwxQI740w/KelBAO/pYmQBqO0Xkz/jg+2dAC15sRQJv1lOACBjJuNKGerOuosV932+9TLPuigtf6HEd+aNZemQgNE/kSb1kDnR6mU4/oJeB4ojZWWa05iEAfZlH6kQfz+EhcpIv7UnTJ7ZcPTQbo3au6EqfchLv/LjjR/ob3Y4rGBfk63iL9Vr9sbzKw8psrtqeBRJde8PcmAi96InDs3R9Zex44EM7WiOf5N1WWOBtGxLSQQaKDjAQ1tNp3yKBJp3P6Xye9WZpaamBNxPAAMwEkg/9fBYIcf21+6m60G4xMSm4xGXiCvuJOlVe0IXWLPJZ8MS75qT3/K33uGtE1c/TJKCPzEX9xrJh/vXOwu8TIPpPn5qTtnAoEds3wA6LMWc8cMa39YZFgNJgbVYHBacdi794+dSLBvM4Y0dZNEURP5M5oS50cqmbUhGnfZ6TLzSy5DjXFwXm0yZ2K4A6xzSAiHPOOadtWwE8LD4sHKFXO9pQp/rdx4njhDw+45NnW6Fy6OdTR2SCB3304OxcIT48/Lq3JecNRkdQ9Jc117YbAJED8Kw2Xi7ZuHFj4ylvjYe+yK9vVxonDs+cfD3PLXL2k3rcp5x8+lV540CY8eLssx0YOzEsV0Aba5VjM8YQYGHcoFm/2Ipk1dI/DABensFjwLW6tSvk9FdoihzdR76uez6Stw9TZ/LhRbp4OguYAtx8t80YyQt1gBHrp3IZK/rEfepPnca+uIylpIvnyMFcpS8BWvMQUDSGAV9t+0A84OXa26qOPpCl4zvoUDf5k7PxwLppvACAxgU+tLNxNjbMb7Tx+ATc8kDnc2XKqI9HK2ctoOu25Qq8bZZQBmkGQQSn0wkzAy/x6xWaRCYMz6GLB+AsNrZ6PbF4OjDQMiBSJuWUzQKaPOKm6tCIdrwKDfbwJC08JJwqH6HLOAvd4zATve+rlKtwWhJIX1nMgQEKiYIxt9wbr+Kce3PPSkdJsn44q7phdgaJJSCWG/lYTihWipTyNbdZAeRRXw/erE/ijCG08JxQXOZI4lciPWUyz1IPfvBFYbHo9NYddLGOAGYsJRQjeQAKPFDkJQ0gCd+2sORlydAWHsxnbYXefk4kThh6VsJHZJKwL8/Kw/oUPihV9PhCv3NQtthsiwZkAXEAkb6y0+EQPGVvazU8UcSAdlzfrus4dLjnyRX/ffo4n77o+yNrnwf48IAPMmZBAzJYDFkGc0ZbeQ8PAChejDtADx/OgAF/+NYvxmfGY0+XOnLvGt2cPsGHtKRLwyda45KWe+XIHXDaNNvKZAVTDh3GkxAI4sTzaaOXm3p6J484XpledvK5B3r1I33Jaz/b5MqrH5AHcr24aP4BfcZFeBXnrDlrpnj97yFGGePAXDDfQ1/mj/Fi7Nh+jyOruLGcEj8On5LsOGU3uyc8HW2wZYBEoH0ozf1KBbyaYtSuAWAwQObuM4mEBhXQZpBxPR/yJr+QU0+uW8REf/CBv96FbjyHD7KRN5Olzz+la/ShEw/x4cF9eMCz63LTlIC+AqSExmH6MusIqvWhcekBULxF3flNCz/Lm204SgpwkO5pH9gB4hx7oBQ4wE8d0ilsypeSNdczlua1a1yhbSVOPTya1aVsLD0sadqmeCh618AlkAAQ4AFvKa8skMAiRYkBCawqLIosGbZabaWyTChn3c0czxwI3X28NE4723LyqAMvQvfk6nMt+HDEBKCUzipoCxEv+JI/D+3aRIPyFD2aPSizulDcPueSM38UOItOZBEaMjbCSw9qxJFXnLxoUpbnUl48UOFsHqsR0AYIKA+08XgAoMVlTVSPa+U9DODXg4HyLE8AigcG8sBbvkSQc33KcqETPXHRmX0cnsKHNpULz+TqDW1WKu3rC9uPS0tLzQoI1LB8GXuRg7rSh+pGj1Ach7/kSbvi5OnT1Zd0oTZYWrUHeNGrAKO0zFlzlTXNnNOvxgBwq34PKdYA19HJzhyG9sirETH7QTfQrW51kIm2eE5+ZVfiCrxtlhLh8xEkIbrW2XEGQvIlbmeG6NHpOhcd6EGfAcy759Ee+tGnXJ8WnsQvmgtffd+QxSI5tMenX0xi11wmNF4XjbdF6ocdpVX/UPQAFIVoDoqziKffzFUPVDngzhoOlFnEbckAagANJQmgsZqrA8CzFWPLiJNOKbBS+D9l52VyRofiYUnIWJLfOuE+FhRx23IZk/Kh3zpBMVGs3s6zxaZ9ygdIQSNghj9ykB9fxi9ZREGxvqHXdiqrBIV96aWXNtAD/AF+LEQsQ+TV0xGa0SMeT67Vv1KnDCVLfgAzRYwG9QE6rG22FsmRvLI+6gc+5fUr3ngADc0sVdnuu+iii5p8ACPycU6KJSxb3GQT+aBd+2kr46XnUVw8GvQF4KsP0A9wSQeCyTFWT3RyxpP65SFXdHPqIj+0AUpACQtStg+NRw8NAYLGbvpF+dCUutz3dIsnN3HGQHSWe+DZm6OsbL556UHE2AGcjWegEf1o7OWvTuU5PGVspZ2kJT08SkefMmTP4UU/y6OcdDwGcCuTNtDmrDUAZ+y6Nk7Ijgwj08x59SkvTciFtvCUMkkLjS3zM/gp8LZZWPMEGKGnI5In8c9AzquSVfsGSSZlFoU8laOTR19Po3LiDVjX/CI7k8Dk5UyE8JpwEXhDq0WD68Nc9+mLwM/uSCPA5h8SHNL3NJ6+ExqjxibA8olPfKIpe3MQ8AHgKHhKgAJmhfLUL54Ctt1lSyeH4bPoA3Dqi/I7++yzmxJ3zoy1JMckMnaEylJEvcJYrq/klzfrhS0tgM15MModXw50b9z4p081sO5YjyjF0CgElPCatUYI4OENGFUH0KpePDgDdMRsm4xMWLWiCKNw1YV+9YS35XgYx6MZfcBCwDLLFcAILAAp+Ojr145y+NCeNPecex5NeNInFDreWOGcJ/vUpz7VgNv73//+BkZsnQH4kYm61BH+0rb6pcmXa/I0ZowPFiqywgtQgXYPAsCxsQT8curm1KsNa6V6gRahOsVJV8/SzOKlPBCH/oBR1lJ95QwY65SyZBOnbrTpL3XHkbd8aYfewRPgiQdjiqyUyRYv0IYGNCmnvDLaiL7TjnTxoUVe6XiWnjS0RMZC9aGDiwxci3efa+25Vw8PpAH45hZrJ8DpHthPnpRFiziWO7x5WPAwhmYyMZ6AwJ728CoOne459WzLFXjrJBTh9YIjzHRuso7vE7/WoXYzuEMDmkNvBmLSQg8e5OO5pCdMvqmH6MWDEM/45Uy4TILIYuq8hD484Ckh3vCTJ8tF4yd87Q6hBZ1yo8CiGCgSfclTjEAdcCCvvrSI61+KHxBbmilOitk2kr5nAWCxoYi4PKRIE0eJUg62zBxQF8Yaw4K0NKtPPu1QINpUdiUOzeaRw+O2AilalhF1AIcACiuPc1/46dcUPCmf8epau2lbXmsXEINvPLJeAQh4YE1kUbKVx5oFSMjPc5nf6l2poyhzJsz5LnLSH6xi+NGGfkBjeMEHT3baFh8Zyiet5wkttrzVB2wDUrZjWfjOO++81p40fAFxwIA68cNpJzypm1O/OOPKFi+5kNODm7d4yYcMefzoC069XOqOzIwH9RlLwvSR/MaJ9tShP/ACSOU/v1mbfB4F2MWHhwpjPQ8QaARkjAm8pE2yt52rrHrVDxTampUH7WSizqXZmI3lODRGJmjTD+4T15jczKd07eJFengXzyXsr+VNvDDXfR5x+oO1E0D3coH5ALz55p9xnDGCvh5AkgmAbU47OkDe6FKfuc6KzcqXcaVdNI1pF781V+Ctkw4BcsuFydp3fuJ2ZhhFobMNMoNI6D609/SE3gyOpCVvP3iTNqUw9KMJrbyJGp7xlck9nuBT4qOnJXwI0w897f11X66upyMBfWRhj8Wjp0y/mqfmZizk8vPSOAqNZ7kZO2Oin8/ulaX8nXXzNh6/aXbQmmKnFClK1qscVM/YSl3jNtyrk6NYWBYobcqF8mE5ALKytbk0U7I9qFQ2CqgHHv16pG50hGc8SQdkKDZK3Nt6rDHO0uEBmAOKpW3YDOLUz6ee1Km+XKctChfQIReWJNu+HNCTc4TkCLhErgE0PVgOcJRHG0Kei9zSR/qa1RD4RretR+Aa+CJXAEz7gKN+kz91qS9taIfyB470g3JAEKuNcgCPOrRl7KQO5fp62s3sB18BoZGVtPRb8qlHnAcNfQ6EspLaSnU2jZUUHf5lCLjDkzGHTnz5TI6+Sj36QL8CO/7fWV34Yq1mubJdC9TpB7KMHPu+RJu0yLqnNdfyG0+ctiMP99LSr+7j+jbSbtoJLfJKi9UP/R6ayMD38/DgQUr9ymhXqG68s+4Cb6zyaUOdwBtgCyTPo7WPk39rrsDbZun0HR0Bius7c2uCXI80tPVufJ80fJjAwn4BTPrUQ3Qv5/C8HN/LlVnvePz0PPXXaNNXURzrTWu1v7wE0m+9guivlZQngGf5mp6eopy6xvUlJ8BIkbO8sIj5phpFCQD57INPG2TbNWUoEfVG0Zg3AEy+1cYyAnC4X5oBtWOOOaadRaJkWRGVt36gST08J5w3XufNyz5OOUqRZzX09q2tzeuvv74pfp+wsLUJSLCQKYsGntMmXtxT4BStrV4yADrIA7225nzrDKhVD/qVUV94UI9r9QQMtEZmP+KTL3EJx/wAVBtmIIYHevED5KCFNY7yx5d+AwbyIK5+AM3bvPLZVnauDYAG1Jx/VM5178Z0uU/cmLa01Zfv+005ciAzctq48U/b47b29QlAjy+g27gBtMkZTwAf4GqccOryEgfwfMRsSxyg9WDBgqc/yal3aO2pYQpnAAAgAElEQVTp7dPG18vl1eZy82Vch3u8xvXXiVMX+agXqGcldMTBQwEwi448ACSfe/MduPOtVVbJWOWMObK67LLLWr9qR7vilQNu1elhbzwGQ1MfFnjrpVHXJYGSQElgASRgwadQKEFKkVKlSCn9L37xi816BcRROBQrRRTlGAXNMuAsG5BAyQJt6vEigu3RAAyKiUJXLgqeiFyvlmORARad42L9y7kr10AQ4GJrDmjFi7ajxB2CDwAFPvEDCAG3ytrqY+ljJQ3vyod+suzvV4Mn7bAqkaUPwrKgOa927bXXtk90iNNvaAN4gDSg0zal7TkgDmj+4Ac/2PqQdXaehXdHaUUnz0Ue7slEvzuHBkxo3/ktob5izQQ+9QUrJ3DnYYFFTTnx+AIYjR1gRF3qVV/azZjcUT62t/y89vu4yEYcXljbPvCBD7R+0p9AF36TjwyBN2NtafYAZA6F/6SZp/rb3CUPcgV0AUNjxhxUbluuwNu2JFTpJYGSQElgYhKgCAJiKEbWK/9ZbNF3GByA+cxnPtO23oAi1jlKRTlgh8KVj0WI8rAld8oppzSLAaBj+yxWFAqKo8CUp6iEq+nU5xwRQEDJ4wdw49EJ/ABjLHR4xAuliDafLaEQAVC8sAwBR6w8roEeMgrtoXu1eUi9CSl1QCc8eTsVMHMmTv9Q1kszBY9f5/HEA9TpS32mL1jBQn/qXqswMtHHAXDoJ0OgQhxapOsDW/icb6QBcAA266B6eGPUuFFGHXkIUCZtud7ZLnSgIWCtB2DocS8fz+EFf+YJoG1bWH/1oFrezBfzJw8MykoTGhfkkYcORwZskUtHD2Bc4K2JvH5KAiWBksCuJ4EohBzyBlRY2Sh8YMwh/XyANZ9hoDScx2LhcZgfMGAtYQVylirWFIpEvdqI65XbaitedfPAAYUHqNleA2AAM2Dn8ssvb+evADPxaMQDayMAR4mytPEseHgJzXjIdRS2UJxwtflRX/rHNWCKLmDHmTEgzjYkntCAZyBOP/C2GcVxOXelvrWgUxvkzgWgu48XF2sambu3xQe4ABm2Bo0p4JnFFh/yK492dLvnXAM3+FhtXloDK/zRdnieVwSfzq6ZA3gQcsA465utYFug+A6AlZ5yyupX/Ma5V1f6kxxYiFmN1U92ZMoqtxJXlreVSKnylARKAiWBCUqAsuAoxwAR221LM4sOZeAsHBDnu2qe8Cleh+gpX0rIW3S2VoGLKKgobaH8vLrdU3ruudVUvlGm+IlyBywBHpYctAJptnlZDcOLc1cOh0vPXxhRsBwlyYUHoXbwwnOR2WryknrVrV+0G5myaFL8ABwefBuO1YVF55/+6Z9aPL7l1x/K8+5DcyN8FX/Um7q1E3llbKVtITAirz4CUABk48cDw4UXXtjAKEAHeMurD1I3klPnasv7mYqjHwvK9uMCvWQvDwAdi7V86Be/cXYe0Is1Xuaw1RlrpFD/ZWtYGU6d5GfrVX361Lapa/MVAPbAAtCzwK7EFXhbiZQqT0mgJFASmJgEKARKgKN8onhdUyIAgnNItg83zd5KZaWiTB2m9hdV4infbI9StlFOrimpKB3X2nJPcUvnV8ulHbRTaFziWBMpS3Sz7jjX5t8a8Ag4nHnmmc1ShVfKVh0sGuRBibrn1Sfs605ai1zFn8iJ3OLSNrk5O0ZZ2yITz5KIP/Qrw6Nff/DqS1+nvtUKtYWGyFu9ocF10tDt2hgCQtDqIcD4iSXKyxnexpSuDjQbL3jhXes3ru+PFrGTf8IvOuPQyOEzfeQeIJMf79KMSWdKjTP3Pv2hn4T6FY8swalPWV49+trbpq7JCXA3TlndHA8oyxuJlysJlARKAruoBKIQo3woES4Kw5M97+v1tlEdiqZUWEl4aVEqQi4K2rV6oqyUS/3ay7V8q+HUp14WD7RoT0jZi6PkWHPyzTyfW2D58UKAz38EtKFXvLooRKF68CIM7drr/WrwsFwd2tE+Pji8ATVo1gdoAlhZDOWNAwaAI2XDS9JWO+zb1V5kE9mhkZOGLjwAJ3gyZgDnjTOAbRvRCzP4AWxYpbgAUNfq5Po2W8RO/AkfQg4PXPjVPxtmZ/z0EV5tBXOu0U0e3mIGvIw35xnVweqoH9UD/PU8KuuNXG8OazcPTsYAEJ//mgXuVuLK8rYSKVWekkBJoCQwIQlEgVACFKhwbJkRR4lQDs5Q2VoEgqJQoqjG99gMyFGndHkBI/HxayEOdXOUfejvASUQQ5GyfABwlCdlCeSFLvSim0d3+OvpTVzCPm01rtWL7vCjzgCE1I+/gNOezvCiDgp/XtnUsaNhDygjC2Gu0RWvLf2CJ+ViIQqPxpfvvf3rv/7rsGlm6QXu8Jwx5Dp9mvp3lP4dKd+Pl3E96GMZM7bQDaABo/ojfACmfPoOb8BewJv6xfHKuDcX5eHMJ/G+mRfgZvvUGdSVuAJvK5FS5SkJlARKAhOUACUT5UlJuI9HbhSvOMCNo4C5KC95lB076akrYEqevvy4zPbeo4GLoh8rPWlADYUnzLV4LvQLWX3Qjk71RnGGT2H4SrvqELeaLu2lLbxxaJQWL67vQ/cculP2TzFr+4uetCd0z+U66fgA3mzzASKRPUuST7qwvuV8IgCXcaQuPKUe9a6XC5/aR094Da25l27M4RftnLT0oXvjLGl9uuuxC//K8z4J421qnlxZ+4C/lbinNntXknsXz6NTMuGx6p7XobkW9q6Pn3fd591Z1z0dabMfbIlLvtxXWBIoCSyGBMxdc5oSAsos/OK4KCBplIUwadJTdnytnHr4KBl5effakWfeWqKu1XKhW3uxPFmXtQuYOWOFnp4ONHOUrPKhs88TvsWN41eL9tSTNvp2pIWGyDXp7jn36b/UEX7Er7Yj38g4NPRtiNM+7zpjQx5xHHDDSWMV9R20paWl9u8L/mEA0FY29ec6963wOv6EHiQYVxn76Rtjylhk9Q3PIde4lD4uK055dZFv+lQ+7UWmXrjxJrUXH4xtb7B6gWUlrixvnZTSEYSdDiT0LAzSxY87UBUZiAnFrcVkU+9KXOhAa+gwmNwnDT+u8TuPp5W0U3lKAiWB9ZGAtYjL3M06NaamVxzSUs61sv29uDhpqVtc7tdivVB31qm+fdfik5Y1OPfWNM46ho9Y3cTJE5rdu54nI/Gr7dJ21tq0ETqloxco4MIH+nKtTPhcbfpSX0/XuC1pGRs9TeHBlqFtwMhUHtdevDhi9kYtYJKtVWXUF52T+9CxnuGYb7TgOzQGtEVWSRdGRn0d43EoX+/6esjLOTlzyvVDDz20ZUz0ZeZdF3jrpKIDCDHOxOI9WdjvTmcmfcohWuMMFrzx2W4IL9L6wZQyFZYESgLTlcB4zo7ve8p7xdLHb+t6uTq3t77tba+nw3X8uD7xARvz1re+nnHZ1b4PjWPQ07cjD1luja7U05dbi+vlaEi8MP3uemlmWfOZGYDD9wXJGzCTRmc6tyU/y5tP1uScl7j0zVrwsdI6w9dy+aUnT8bUvLzJ06eJ21oZeclAHi8O2Vr2YgrdLFzptmmBt07qhGlwESKnEwgZeBNKm9dZXRVbyvRx63mNbpPKIhIeTDhuW7ysJ93VdkmgJFASKAlMQwIBXdGN3q704Wc6hAVOfKyi/jnA283+xN72oW8IykeProXVdhoSWjkV9DB9TF5kRz4Be9HXK6mtwNtmKREal9C1gQcJG3ieJgJ6pE3dGQx4QXsGhAmGj5iB86S0ElA6dX6LvpJASaAkUBJYGwnQIXwsiXSILVP3dExAndbpTdvX/csM+R5a9NHaULkYtZIBT3Z8r3/FB8hti5sCb5sl1AuSMDnghs85CtcBRZuLzQ10wHq6tG+ycfhBt3gTK/HC5F1PeqvtkkBJoCRQEpiuBOgKPgYMYM2bkv6T1TfefJyWnpEHqOP8k8cjjzzStga9icpwEJ0T0DddjteWMnoXriAPjjyCL3owtzUqVv/1la21NvE0AuUNTMLkDER70oTM7NuDn56dlO3DPn1nXqMV/ehlOTQoDAgTD4gLb0zYAXU7k75qqyRQEigJlAQWRwL0Gh3C0ydeRrjiiiuG888/v/1NFE7k4eTxGRF//3XeeecNd955Z7uXTvcEwLXMu+EP/iODyFQY/bxSkRR42yypCJFQDU4OsBEPzLkGdtxz6YCELXJCPyYKmgPO8IBW9wFv4XlCZBcpJYGSQEmgJDAxCdAZDBcxXvg/Wd9z83HZxx9/vFEbXUj3MBz86Ec/Gr785S+3v2XzQWXpdKtQHn53dGPeyZaPriaflbgCb5ul1A+ogDQHL/1tBdOwJwkDj4DlXU7A6ZiEK+mEtciDPkieadbA+NX/3955wGlRXW38LL0j0qUtUlVEFBtiARWwoIjYMDEaNZaoiTGJJmpiicaeGFuifmqMvfeCSomgiBVQQaqogIKANKm73O/+Z/fZHd4sCNvYlXN/Ozszt577vHfOfebcMt99lzxQmK71AG6sHmUhk+fpCDgCjoAjUDkRUH9BH0g/Qh/HXDYZNGQM4KxwSJtGf6j1hvrNyolI8aQWjvTLcArOaVzAdVOcz3nLR0mA0vBokLNnz7bx48fbjBkzkrF9Ns5jWS97svBR2U0FeFN+hLKIg3y8/UA6eQP69NNPk4eofdzBWY2GODrKQgbP0xFwBBwBR6DyI0C/qJWi9JXqN+hLOHAaseKecIwHHHL4pY0f3G+NDvzSFkiR3jSB2xRcCpHdlNg/4jhqVMuXL7ePPvrInnnmGXv//fcTkNnR+7XXXkt2QeZDyIMGDUpW0gA2wG8u6GUNox4KCOio+I25ESNGJKZrvgfYvXv39SaXlrUsnr8j4Ag4Ao5A5UZAJA0ypmv1mQyhMnSKoUBWOVncuFd/BAJci+QRtjU6OAMOHETchJGI8KbgUu7kLU10EFgNgWtVQJUjjPhqJFRWceTPvVis4qUrno6PP/fyS8ejAU6dOjUZo8dKxTDjbrvtZj169Ej2YZkyZUoyxv/000/bhAkTbM8997Q99tjD2rVrl8iIrOSrBol83Ku+6XLTdaauRcmDbKQVBvqR0zKnw8iDe4Z62dWab6WNHTu2YMdmNlTcddddk4NNAFWmzul8/doRcAQcgdJCAD0mHS09hp90o8rhXuHy44xek9PcXflzj0OPUYbmJ5MP+W0p/ZZZt0TIIv5JTsXXWXWi7hyqh85FZFWmXipXeCM3fvSTjz32WPKJJ0Z68IfgMTVn0qRJRr+qhXGqk9KWqcAVOHNwAwPhwT3H5rbXciNvegARUEKK6GTizEOoyhGXe1VO6RWeTksZhOMUrrSkz3TE5W3hiy++SAjZhx9+mAyXsj8Nn/fo1auXderUKdlIr2fPnkY4pIiJmiyDnjx5ckLgunXrZi1atEgaKXmmHzbKlEycM+WQfJJX8ckDP6XhngeHBwM/pQND8uTBYQUQw7sTJ05MiCgPEEO97HaN/G3bti2QkTSZsmTi4/eOgCPgCJQEAXQVx+Y4dJ10KDoqMz16EX/iyKXLURh+ab2quOV5TutYrnUgA9eqS2Ydy1PGTSlLsup3QV4ROaxsHMSRP/PcMCTgiho6Je7W7Kh/Jv/Bb3NwKRfyxg+aftC4luDpSnANKeHAEYe43NPIObhOpydvVZprjvQDobQiPQIHf5EdETLyhejst99+iYWqYcOGBe2LT4CwazTWtjfeeCMZjmQolWXQAwYMsN69e1v7OJ9MH01WOchCvhzIJrIlf8nHvZzik4fiQ8T0sBCO440Gh8kaq+E777yTvAFNmzYtsRgiF5bDjh07JhvzEhcZ0mfJmXj6P0fAEXAESgkBdI10lfSY9I/0ne4pUvE5c0g36Swdzhk/dCf5yuHHRHmc9K3C/FxyBMBXvyPYg3GTJk1s4MCB1r9//+Q343fj92EPuBdeeMGGDRuWxFN88uBwV3IEyoW8ISYPKwc/bvqBI4xGoIeZexx+/Mjyh7iQTo1H4XrQiaf4SkM+xOeeeDQgjlWrViVWs+HDhyeEB2LE99cgbV26dLFmzZole7uRXo50yMBmg0cccUQypMoy6TfffDNppJA4iB/DqZA4rHeSA7mQFxnkJ1lUJ5VDXMksP9JJYWFh02pY3nZYjDBmzBh76623EhN1dna29evXL5nbhqUNeYmP7MpbWOhe5fjZEXAEHIHSQkB6D92HDuIe3cOBjsPpnjB0InHRkdJ3xJE/ceWIh05Dd+NIgx+OeNxL1yae/q9UEABjfit+H4gyX1rAOMDH6NO/BX0To0DE5VCflv4NS0WgrTiTMidv6Ycz/cNxTUPgzMNJY5AfD136mnt+fDUcXfO78QDjpAy4Vr6c0/6QtpkzZyZzwSBejNdrWJGhT6xrWNsoW0ugteRZZaCE2LgXf4hR165dk1WpDKmyaSFDqfvss08yTMlbCZY46iaZyZvGTJ10Jm8wkKz4Ew8/XLrxi4hhNcRiOHr0aJs7d641bdo0+ZYcw6OQR+a1SXbyIT/hyj0PGuWpzKQg/+cIOAKOQCkigH6RriNb9JAO9JoO6SfFlT9pyCN9j15HD6Jbpf8JJy1Oc6/Qf+5KFwF+J7DWb0I/qd8Y/HVA6uj3+C3Svw3SZP7+pSvh1pNbmZM3oNSDxzg4h8gP/npoiceDyMHeZAqDcBEn/T3ONCljzhr3fJ6DNBATzjgpAvLkMx1M4MdSxrAixGrfffdNDogbMpGWBseZPKUMIDpSGORNfigPyB5H586drUOHDkne06dPt8cffzyxhh1wwAHJ8CtxiC/5yItycORF/XA8CCqHcOJLDq45qAekbVRcRcrCCsjm7rvvnszP09w7lBbplC/pVBf8ccKGOIS7cwQcAUegtBGQ3kHP6Rqdgx5Cz+InXShdhD5C53JPmIgC8TnoC3hBRffxkipHOtIonkiF6zchVLJzui/i98S6Rv8ri5ty1++LP/23+jXC+S0y+yal8/PmIVDm5I0fSw8Te6axOCA7Du0xpAdh0gPNDz1r1qxkwQBETKs4WbGyePHihBzxwEJMRHgggtq/jGHPRo0aFTzolEueX375ZTIfDMsY+7YxiXLnnXc2tvxgiBPrmRSJHnJkktVKDRFYiYfDjzjUizNWL8b8scIxfMkwJosG5s+fnxBF5skRBmGExAmPdN7kKznIk3hSatSTeW3gg6WNrUywGoIRQ7gM9zLUy0NCnalHui5ckzcH1+SblkPlIIM7R8ARcARKCwF0nPSd9BL6DX/0uHQPukn30l34EU9O+ov+gSkq6LqWLVsm+RNGvtJvpONQXsrDz8VDQFhCiPWbYGRhz1PINI4+RWH8HvSh/FZpf9qCfqviSeKphECZkzcK4qGENLHFBpPqsRQxJ4wfncaAg6FDStiTjHlnbG1BQ3j11VcTIsRQ5JAhQ5I3LlmWmBQJmYHYQAQhcHoTo4Hgz+ICrG0LFy60HXbYwfr06ZNM4odIUT5l0KA4SxauOXAiUlzLHz/qlFYMhPGBXiZvsiUH5I3JmnweBGscw5nUm01+taiBPMkDWUlPIxdpxA/lxJsN6d97771ktSvDpTvuuKMdf/zxybw76kHdSU9azqQlX+XNGf9MRzwcYcRx5wg4Ao5AaSKAjknrI+WNDkXfSkcpjvQXpE7EDv1MPOlnLG716tVLssIPXcxBnhAK9Q/Se67bhHrxz2DLb6Pfh/6bfg7yBoFOO/UrGGj69u2bjEzR1+LPb4njNyFPd8VHoFzIGw8hxARrEasis6PljR8Pfz1YXEOwICpYsvhhsSRBVvjALSSGdDy4bDar8M8++yyx5rHaUySEM8SHT1tBGGk4J554YmJpY46byE5aKfDwkwY50w1VDRY50w0uLbsUD0qDA8VCOQxjQi5ff/11e/DBB5N6HBi3IEFWDaViVcNJCXEmD+YKgAWWPAgv89qwEp588skJSSV/LI04yucgrfBEbj0oyEpYGp8kYfyneunez46AI+AIlBYC6Bf0Dw69yks8epbOHz0nnUQcdBgv8ZwhYfhJj0m3bWg+m8pI6zPlXVp12ZrzAUsOfjt+R/pgiBn7uHGtcDDiN+D3Y4SLvpy+jr4Kf35Hfl93JUegXMgbPxoPKo6HEwdJwl8PmB5eGgZkizDIB+nwY8gVKxZsnsaSzpM8iJd+2AmnwWAJwxoHkYL44URqiKND5IZwiByOcnHEIQ338uOMv+SnQXItfwgcZWIZY4sRvtYAcX300UeT6/3339/22muvJJwySAsmEFbqyoIK0syKQ6XIzfw5rHfsPYfiozxkQgYc5ZKH5MBfshJOXMknf+rszhFwBByBskIAPcSBXmKkhAVjvLAyRxirDXpbOgxixnxk4qEzs+PLOuGkpd9gGgov40y94R79Thz0LH2CdDgEA13n+q30f1Vw5feCnDHSxHQdHL+Rfkfu6YsJo//Tb0gfpN9E/ZTuSeNu8xAoF/LGD84BOeGH5OGCpPAQc40/n6WSFSpNwiByPKCMnfPQMlkfq5PmzJEf8WlMIk40IhoFDzRxucYPGdTIRGDwwymt7vEjDf74yV/5cM+14pCv0hCmNxQaMPPr+CwVZAxLGvV4/vnnE8sa/mwEjCL69ttvkzl8zM+D6CE3by/MzWO/Nlnr1PCTAvPllFw6I7dkVzzVQXLK38+OgCPgCJQFAugcDnQWOp5RlG+++SbR2bzgor/lIG9MnWEeMzoP3YleZ84z/uhORiCYKE9+6EcWoaE/sQIxjEd+etFGF26qk27MTCN/8tG14nBO6335Z5aZjpMZpjwUJzNc9wqnzlvS0dfSr8ghD7JRDw5hxJl4xMdJfq7x5zdyVzIEyoW8SURIGlYt3q54iLEoQeJ44HiweSvDrI4fjUINu31cqIAF7eWXX04sUryVMf+NODQSNQw1HNLhROxUPv6ZjV9x03FocGl/rtUIiZcO0306DeHUVXIhhyyGWM9QOKPialHm4zE3DgscdWSbEYZI+bwV8/5QSIRBQmnwemh0lsw6Uy71S9dRsiIf+Oheciutnx0BR8ARKG0E0DnSy+gg9qXEesYiLnQRuiytl/gMIaMO6HjIHC/BLDTjE0ycIWjoRKaQsPKe/TVZ3Y9Vrm7dusl8YOnHdL4lqZfk1zmdF34cKrOosHQc6qx8dKaf0LXC8Uvjo/t0/uV5jSySJ10ufkX1N+k4XKf7z6LuM+P7/Q8jUC7kTT8wDZA3J+axMZ+LHx0GDtHhIWXOG/fMb6MxiwBBfiA9EL8nnngiIT7MG+OBYfI/JJAy9ACQBwfp8CNsc9zmxifvzDS6p3zqzUEDxhLIcAGrT1mEwPHkk08mdcayBsk77LDDktVUxNUQKelxxalPkjD+k0y697Mj4Ag4AuWFAPqPA72tg7KllzjzEg9pg4gRd1acNvLKK68YpG7w4MF28MEHJ0OujMjwos92Tw888EDyEvzMM88kpA/9Sh4cWO6Uf0nrST7oX/oWERbqgR9OupkzfZXiEZdDaVV3dDoy4iQjcegLOdP/yV/lJZH9nyMQESg38iZCxfwzSAnzFLimIUOysLZhdYLU6YGjwdLAacyQGOaJsXUIb1t8egPTOnFxpKfB42jw5MtZjT8JKOd/yJ6WhXsOFkywIzUWNb6Jyjw43kZZRXpgXNDAWXM4pAQqQn3KGT4vzhFwBCo5AugtHHoM3YdOh5Sk/egb0JPEgbDxQk6fwLw2SBsv+6xoHDRoULJaH/1JfOJB4njZfeihh5JvTrM1FMSPcqQzk8I28Z/6EEUvqv8gX8UrKpy0+FMXXSseaTnUF1BP4oEB/ZzkVjrOlEV65YGfO0egXMgbMNNYIVgQNszezANjTgMNmcarOW+Yv3koiU9jViOnAbOvGRP3Mb0/99xzCQkiHfGkAChLD84PPWDELUuHHMiAbDyUOGTlQIExNAD5REExrwPrInPbwIV0KDMcaZUX9/4Qg4I7R8ARqEwIoMfQa8ztZQ4bljO9fBPGiAvzgdFvHJA3dhPgzHApixwgbuhT8qFvgLyhN5kLzZxiRnbYjomX/c3Rk4pLvhw4+eksrBUn01/3hHNNnZCRe/Vj5KH86QNYjYm86Hwc/SFplYfSyj+J5P8cgYhAuZA3Gi4EjQZIY2S+AkOELEKQg7Dhz5nGqzcR0tDIITz4M1eCuXF33323jYrzxliZycRXKQHy08OhvEm3JRwPLwSMg2sOZMNUjh91Qxkx7MvbIvVHGeH00JNGDzNpt1RdtgR+XqYj4AhUbgTQWRzoOnQ013PmzEn23mQOG/fodyxQbDsBqdO+Yei62bNnJzqP/oK4OOlDnRmloC+B5DH1Rn0F8TdXX5JmQ+lUPnVBP+Pwo6/CoasJU5mZOpx46guoM31ddnZ2MreZERj8lIZ8Mt2G5MqM5/dbBwJlTt5ocDRIGiYEhYbNQ8ZBQ8bJvMw11jlWnYrs0Ig5eCBp/FjusL5hSh85cmQy14HhVB4EHOWly9SDlASW8z/kwFEXHPfIIyVGfbC4sf8db6GQOimF9MOrB3pL1iWpgP9zBBwBR6AYCKD7RHLQ1WwhAelCp6Ef6R8YRWHaDLqevkEv/MThQD/q5R79iF6UTuSacPoVlVMMMTeYRH1KWj9TNveUx1n9lPS8/KgLfiJ3FEIY9YO0sdMAfQLxOMiH+DjKUP+huiYB/m+rR6DMyRsI0xB5IPVgQdBovOnGSBz8eBB4COW410GjpiGzNJzVp5988sl6RFANnji6Vj5b4syDSB15SIUBZ+STYkJpcc+BYlJcsFAdyEPHlqiHl+kIOAKOQHEQkN5C/6P3uceKpq09NAyK/oO8sdKe3QhEeBiNQCfqhZ58iCt9SphefCFAWPDkKGtzHDq3KEdZhCETlj3KY5gT2ZEFHS5dTTj9F8O2GCvo89gaBbmZJkMa+jERPmRmuJj6MQLDyIvImzAgfxz1oTx3jgAIlDl5o8HRGGmcPGg0eho213oIEYR4WNX0JpyOSfEAACAASURBVEIaDjVo4uthpMGz4IF5czwsGn4lvuJw1gMlP8opTyd5KJ+D+qIE8JfDHz8O6qU4PNzEUx4isGkclIefHQFHwBGoqAigh6WD0Wfo/+w4XMgel2myRR9B/8CcZpEUNoJleJWpMgyrEk4e5AmpQW8yL465bswf0/6fxdX9SpfGEj8OyCfz6lhcxvekkR9yKf0OUWMxHfK3j1s/8f1Vhn35TCIbD/fr1y/xg9TJgIH8TP+BtPIJSLaIUr3UPyr/tEx+7QiUOXnTw0BDhHBhXerYsWMyT00PBcRE4ZAT5jyItDEkSjj3smQRlweAj8GjCHgAWMFKWpzK3NI/L/Igm4iY7iUj/tSJtzLO3HMgf5q4CaeKUq8tjauX7wg4ApUDAfQfeksEBD0HyYG8cEDeFI7FinDd8zILQWIXAkZZ+MIOq/HTc+KYPvPaa6/ZrLilCN+uVt8COiXRl5JXKJMXepq9OPncISSSsiBv1JH4yM7m6uxThzWNb22zOIPFFBBQdDtkFIKGfsdhbdTenp07d07ypCwO+jkRVcpw5wikESgX8kaj5W2ClZRsg8FDKVMwjZRwGipfE2D/M671RnbQQQclDRlzMvFozISTnrcb5k3QsDFH46eGr8bPQ7UlHbJx6GGlDrj0g4mM3KMcCOde8YmruhBnS9cHedw5Ao6AI7ApCEhfoQPRbyJoXKPX0k56T3HpAyBvu+22W0LOXn311SQN/QQv7/pcFntl0j/gz1w68snMO13Opl6n8+AauSCeGsKlv0FP40+ZyIv+po74EU5fB6nDAsdiDIgd+9Cp32LkCIsicdTnkVZ5qi7qN9Qv4C+XllN+6bPiFhVP+VOe8k6n1bXy4J58ONJ+iqfzxsIUx88lQ6DMyRsNgkbMj8kZyxtODSkdjmWKxp52PKRymY0LMoNFDkfjwynfitJ4kDktt+TizJF+EKgPB/F/6OFIKuv/HAFHwBGowAhIz6GfISjqA7iWzk6Lj+7TCArhkLIBAwYkUdjb89Zbb00IGv7s6UYcttogDqM0vMSX1ElfSwdTB+SWXkY+RnzwIw7EijDFSdcLf2RlShBDo88++2xifWPUiDDyRueTD/lyln+6HopDWVzLqfzMdMQj73RexEE2/SaccfwWEE7IYxp7pScdh+KLeFNf/FQW1+SfLlNy+rn0EShz8obI/JiZTg0B//R1Zrz0vfLhTYX9gDC7M/mVeXLpBqZ46bRb6jpTFtVVZ8nFPXEz46cfGsX1syPgCDgClQkB9BurKpkHxhQXRmB4kRfRIRzywLwv9vPE2iYixjy2Qw89NJnbrA/Xo/sZguQgLpueM+eN/NCZuExduil4IQcHTvlwjR/5iWDxaS76IEgPYcTFKoc1EHIjI4SsdFgQmTaE9W3EiBEJBowckRYyRhpIlMriHieClNkPQJgkX7qekl0ET/fKV3Hlr3xUDuUSR2QR+akjw7/sisBeexBXwpUH8bkGexG5RHj/V6YIlAt5K+0a0Ij4NirzCvg8CuQNR+NRo6Jhq3GrkZW2HKWRX1pG5CxKVvwUrzTK9DwcAUfAESgPBNK6i/04+SoOH5aHwEHWRN6QhXs2cIcsMPyJxYpwyAErNVmgBvmDSEAqGHVhsRpxIUvoSJERlVuUPi1JvcmP/ufNN99M9qtjzhvlSj/TLyGDyBskkzpASFlhi9wseBgVFykgO6RJjnqSD9tHsQCDdPRtxKNc8iUO/hzEVX+n8LQf1zoogzgc+CkP/MmTfJQn4cTjd5gV5xKySIMzvx8WREbDSCOixzWONFxzdlf2CFRK8sbDzxsYDzGTP3FqkGpI8uNckRoTsiCrHNd6WDYm58bClJefHQFHwBGoaAikdbMWG0jvccZBHNBxClcdICxYpIgHeYCwQfy4h3DIKT/pycx7xSvpmXzpf1hRConDEifrGxYp5rZhYRSJQR5IDsSUOXnc33777Qn546sRLHqgHsSHyJE/8+BYxKCvRUB4sTAqnDpk1hM/sMIRxgGmOPKUn+4JU3zqQLjkAG+2N2EV71tvvZUcyMf+qqQRtsRTWtITh8Nd+SBQKckbDUUPkRpo+cBV+qXoQUg/XKVfiufoCDgCjsCWQ0A6G32HQ2/T0UMY8JMehwxAELgnjAOSAEHCYdHKJAiKnyYP0qtJolL8RxmsNGUhHVZCkU1k5OA71ayAlbxYD5GFUSKsVmwXguVt7NixySpZhoaFDVY6HCQNCx0WL+LxPW+IE6tRWeyQtnxRDhiBGwdlkZ/wJD/hRZjuiYM/xFL+pEFOiCkb4HNAJCGZffr0SRaPME0J+UhP3XBcuyt/BColeeMthrcwsX5goyFyz5lGqEZcERqWHg79vMgkP73J4FeUrIpXVJjy87Mj4Ag4AhURAeli6WXu0/ovfU0c6e30NXodgqK46EyuiYPjzD1O5+SmDP4hH+SJbUn4VGN6vjVECovZggULCsgbcpOGMGTDOgeBw7I1ZsyYpB9jmBQixJw5yBQEjTgMB7PFCJ+AZIsSyoQ0siMDccCFA0feqjv4CBv5IQP+iis8IWI4yCJDo5BFhoSZ09c+zskbMmRIYjHE8ieLoggj/TD56jclH+7TsuDnrmwQqJTkjQbLG4secEFDg8SlFYYar+JUhLNkUsNHph9q8EpTEeR3GRwBR8AR2BQE0HEcIhOkQZeJcGW+vBIXRzh6HGsW1yIp0u3EIS2H8iOeylM+pak3yRPiwkH/gyVNc+0oh2tZ0pCTA/moA9eQM/LAkoV1C1L2+OOPJ19sgAiSlnqSD8OpECasbVjgmEvHwYIH5nn36tUrsYRB4nCUQd7IoSMJiP/wzwwTLvSZkDaIJPvRMewLkWQTYqx9PXv2TORCftJALnFck6fqyb1+M/XDSUT/V2YIVErypoZCQ1JjUuMEKcIrg1PjR1YafmWRuzJg6zI6Ao7AlkcgrdNErvDjQP+hvzlrCA4SgsMiRHzIDwQBJx2Z1ptcc6gc3YtsyD/JoBT+IS9WKoY41fcoW2QVuaMe3HPgkEvkDctd7969E6J0yy23JF9fYLUsq29lzSJv4rHRb/toAYPcDR8+PBlqZbEDhIsNgXffffdkDqCsYpSDo/66Fm46IxN1QNaJEyfa6NGjE4LIkClysI0JQ8LpPElLfpwhZ5xxKkM463fVfRLJ/5UJApWSvKkR0sD1cIAODUmNKd24KkJDQi7kSMsieTkjr+qlupTJL+6ZOgKOgCNQTgig09BvImCZ+k/+iKN4nLFAEZczOh4ypLlWpOEQwZP+VB6cpUsJS5dJWEkcBIuhT/IkbzmukRN/CJgshRAdkaC0RYrVp6ye5XNaWNRIR39GPtSLs/KnPIZMScOwKV94wAL34osv2scff5xYx1jUwHw0SHAac+GAnOQH6WQ7E8gfW53w1Yp58+Yllj62aYEsYvETiQRn1ZX01EFy6ax6EY/DXfkgUCHJG40i3QjUSORHY6GB4xSmBsvbBNcKV5rygbPoUpBRchYlj8KUOvMef/yUNn2tNH52BBwBR6AiIoC+gnyht9HNEAJdi6ggN/qNe5Ez4kjn6UwYeXDID9KU9hcGRelRhRXnTJnMcWOPOuajQXBwlM9BOAsYmJPGxsEQKaxn7FMH6WOYlTjIxRkydvLJJxd8cQGShj/1oj447uXHSlv2imPBBMOmzK9juPPTTz9NvtwAGcQSx9cbII/p+nO9YsWKxNrHMCzp+DJFp06d7PDDD08se8iMjOCOQwYRUu7JgzDO+OP0OxIXf/0mSaD/K1MEKhR5o0HQANRY0zVPNwwaCHHUuIhHuOIQXlEbEW9XyI2SQkbueaggnSgDPRzCgboRjzQcwiazfihH0uiNlXTuHAFHwBGoCAiok0/rLa4zSQb6jQNdJiedqLQ6K1zx8VeY+gLF2ZSz0ipu+p78IGDMA2PLDwgZxAxH+TjiMxxKOHuzQcYY8jzmmGOSerInnBy6nHC+CsEedtSRs/BQ2ZwpWwfxsIxBIpGB/D/88MNkCPXBBx9MCB0EDjkgecJmzpw5CcHD0saXKSj7sMMOS+bPYW1jg2Pyxgk7pZUMnNNycZ2uO+nclR8CFYq8pRuGGqugUBj3NBgaOQ7Sknb4E56Onw4vz2s1ZmThGoKmemkYAHl5o+JBk5KSjHqb4171UZ6EceCvdMpb6ZVG9352BBwBR6C8EUAfq5On7LRe4jp9L9nSfhu6VlyRDt1zTqdJ+2/sOjNN5j0LCVhAkOnS9cN6lXbodY60I19k5kD384WITJcuW/Gl3+k7KBOyB0mELGpbERZCsNqV7UoYaoWU8VkuVq0yxMq8NvZGheCx4TFWOuqVdumyN4Rt+vckLWnS6dL5+XXZIFChyJuICVXlmrcTzjQUNQzd0+DwI07a6UFK56W06XjldY0clM+ZCatY17C6QeR4MDBT9+jRI3mbwsxOfQjnASUO9RRRJb4wgbhhtcNPdRYWnClzS9a7vPD1chwBR8AR2BoQoA/hUH9IH0B/AmHEGseQqoZSH3744cQyB8FjKxLmt9HXYG1jeBVSR/9AXu4qJwIVhrzRKCErEA9NuhRZEWERxMQlTNYn+VfEswhV+qHjgUF+/HhzYqIoq3+4TpNSJpdqXgV1Ew6kl4WRfETS9CCCi64rIiYukyPgCDgCjsDmIZD5Qo6Opw/Bn31P+X4q91jd2BeOM8RN4VgNscYx5Eq/Qn/i/cTm/QYVKXaFIW+AQiOjMaUbaVHXEBeRt8xhU+JDXmiYslhtKcB5kJCFM9Y0Hhg+qYJjBRKOejAXgrciHCZv/HgYmWOBW7p0aZIHcyzS+HCN9Y005M+eP/4wJpD5P0fAEXAEflQI0LepT6Fi0vV6qVe/yDk7OztZhMB8Nggcn7nis17MryacfLjHWICxxF3lQ6DCkDcaJgSERqUGqsZJmBxhkBsaHP6QNwgSTvGIQ4NO+yU3W+AfsiILljW+VccqH+Tr06dPsj+PROKBgoRh9qbebI4IeZsVl3SzmgirHPMUIHU41ZGduknDBo/sBcQqKMp05wg4Ao6AI/DjQUAkjX5O1+ojVUtGayBl9I/0IWwtwmIFPrE1ZcqUZP4b6UlHP5GZXvn4ueIjUGHIG1DRkCAl6aMoPxodbwwcxMX6BPlRQ8RPRG5L/wTIhLxMGuVDv08//XRyjVxHH310YoGTdY44fJoEQsokV8zbrCR64YUXEpM4E1NZJUT9cNSbuQxvvPFGYrljfgPWN0iwO0fAEXAEHIEfDwLofUgbfZ2c+jr1d9xr5El+9EH0lfRDpOfAj5EcxVF+fq48CFTI2YpqkJw5cDQyGh8Nl7lxDCXSCHEiP8lN/Ec8ji3tJD+yM2QKKVu+fHmy6ufll1+2Tz75JNk0kQeJOFjaMHHzXTni4TBzs6ki9SWeHPHBAgyI/+233yb5Cy/F87Mj4Ag4Ao7AjwMB9L76FXQ/fV+6/6Of4QUfskZcnBa24af55Mrjx4HK1lmLQjZQQepPoxKZoXHS8DjjTyOF1GBtYihx0aJFib8aabpBponOlqoaMkgOZIS8cU99WNL92muv2cyZMwsIKhYz4qUfRkio6k46nM6EafhY16oradw5Ao6AI+AI/DgQUH+CbqdfpJ9A73PQb8iffobhU/UBxKXfZDiVa+WjfvPHgc7WV4tC+2sFqDuNjQbFIcLGNY0TN23atGRX6HHjxiXzvBYuXJg0UJEe4tJwOcsqRZ4iUOVdRT08yIPjYcNUzZJu5rDxmROGOtlrh+FOPXCZb0ikpQ4aDhUe8gcr/FRn/N05Ao6AI+AI/HgQoD9B16tPpE/gWv2m+hsIGnOs6W9wxMMix5k4iv/jQWbrrEmxyRsNgIakBgR8ajxcq1FxjVMY8XGkxREvHZd4HPjR4CA0s+KkfT6gy+c8sFjRONmnhiFF3iZoqJAi/NW4yUOyqWzyTDvFzfRPxynptcqGVFIeBAvyxvH888/byJEjk4UL7L1DXOqAE1FDNvaHY4PFJ554IlmZqi1ViD99+vRkx2wIoMqSzLqn3DQW8lc8/Sa697Mj4Ag4Ao5AxUJAeht9LX2Obsefg76CfkMv94pPP8oIjQicaqXwsuz/VJafSx+BYpM3Gg2ERFavdANKi6lGlW5k+PFWoAZIfBqQDsIhZMz/YliR3aPffvvthKx17Ngx2ReNBspGhJA5iA3719A4sVopf+JwLfJCOVxnOuKo7MywktxTP/LGqQyIF0ST3a2R5ZlnnkkWHLAYAdlJA4EDWzmuWewAeSOO3qiQmaFjVqmqLM441ZM4pAcLDvxJjz+Os9IkHv7PEXAEHAFHoMIhID2NzkaPq2/JFBQ9j5EgHR+dTz9AOvmrT8pM7/eVA4FikzcaQJq4pckCVVfDEkkgPnFkHSMtDYx7CA1vBjQ6HMRt6tSpBZYpwtmA8Pjjj7eddtrJsrOzkwn6WK3Gjh2bEJATTzzRdt1110SmdMNWA6V8Gi+WPBxEj/IJxx85kak0HXkjC3lTHqSNulC/1q1b26GHHposWsB6xjfn9ttvvwQHwolHWuSFsGGpO/jgg5MtQZBXju/UjRgxInkgiS+na5G2zAcXmfQQK42fHQFHwBFwBComAupLN0W6dFyu6Ys43P14ECg2eUs3DsGRJiu65ixSBqGAMIhQkAcECsebAUOgWNLYLuODDz5IVlHy8V2+/caeNVjdmCsGEeLMR4IhL5C42bNnJ/uc9erVKyF4bLVBeZShxstZhFNkUlYoyai6lNY5XT5ElfJwEDL2ZGMfHrYPYQgVLLSqVA8a6YnbqVOn5LMmbO6rPDizlQgEFuy458hcocqQKvvDUUfqTZ5gQ1wncKX1S3s+joAj4Ag4Ao5A+SBQbPKWFi9NNCAGuPSZa+JAFDi4xhLENYSCa4YFIWwTJkxItsZg2wyIzZ577pl8SBfSorh8pYANB1nAACFiaTQWKojMrDg/jiFIhiWxVpGPykQOkTdkgLxwhjQRp7Qd+VMmeXONjBBPZII8cQ3ZxPLGylO2D8HiyGdMsETikBcZOUNYOXD4cUBSkV8HizjAho0Z+Qgx2LIogg1+27Rpk6RRXUnvzhFwBBwBR+DHhUBat6svVp+hmspf936uXAiUiLzx49MgOGc2BO5FEoBERIZrxWd4kP3JIBtYzz766KMkP771iVUNi5s+I0U57GdGXLYJgeSxZQifloLkMQzJ1wawQkGCIHYMS+pbbgxZSkZZ5GRtU6NWODKWhlO+lEPeEE05hkUJz45DwH379k0sh6NHj06+woCVjS8myGlomfg45cs1pA4SCNkDb77iwKdQIG2sYIXoQowbNmyYrGolPg6ZlF/i4f8cAUfAEXAEfhQIpPuIDVWotPu7DZXj/mWDQInIW1okEYGiGgRhECbFgchps1qGSFmQwLBfjx49bMCAAYnFjNWkEA1WWvLlAYZFhw8fbhAcrEqQnoEDByYkD+JGuZSBxQ3yxgIHiF7v3r1t3333tR133DEZpmQIUvKQhgN58MN6VZqOvFVn8kU+hjSpO+SKcBzfn8NKhrxsyCt/4kDcIFoQNJFhYUk41jzuOZMvccCuS5cuiQWSjYDvvffehMRRT/ISkUY2DspTmYlA/s8RcAQcAUfAEXAEKiwCJWIr6vxVuzQBEGmRH6SCa0gaVrFRo0YZ+7WxohRL0/7775+QNj4JpSFDrEZY2LAksaIU0sHQX79+/ZLFCe3atSuwJkFgyJ8hU6xxECK2FuGYPHlyMh8OYgeJIxziwwGZKathU/KmDJEmhjy33377xEqoOmKBg1CyEOPwww9PLGQMhZIGzLCYMdcPXDLx5h6Cy7xAho6pB9eQNz50D/HDsgnxw5IHPuBEvMzfRb+hnx0BR8ARcAQqLwKZ/QQ1kb5P16oov3S4X1dsBIpN3iABIhg0AlmFqK6IlBoHBIZwDq6xLrHQAMLBnDYsYwxvQjhwWNYgbe+++25ijYLwQXxYtMCKUsge9yqTxkpZECH8IDsQO/JkGJV82BB3/PjxyYrOPn36JOGae0aZ5FHaTrhwhqxBHJGPoWAWEIAFB2SKRQVHHXVUMt8NMgeBIw715cwQKHmQFwcO4sZ8tkGDBiUEDWILLiyEYPsQ6s08wOxopcQ6CYkTeYPYifyVdr09P0fAEXAEHIGKh4CInfqQiiehS7SpCBSbvFGASJNIFHPYWC3JGaIBOYMgyREfaxRWpAMPPDAhLBAa4kHQIHSz4oIDhlFZvMBQacuWLQ2yBcHr2rVrQvAgIAwTkheHGiJnyBBnysWaRf5Y45599tnEevfKK68kK1oZToUYQWpwyFYWDvmQFweh1BAvxEvEDXm5h3RCxnAQLfwZ/tRCgzTZJIy8IXngQ3xIIASWoWZIG2SV3wGrJnnodyKOcMJP/knB/s8RcAQcAUegUiJAv+Bu60Cg2OSNRgJZwEHYsJaxgADCBXmANGABYhiPg+E/CJK2vYCoQD4gYWzE+9VXXyULFhjmZMUklqihQ4cmlrn0sCBESPmoocoPAsNBOH6QEkgKq07Jg4UO7KcGMZwxY0YykR9SKItVepFAmsypnKL8NqWZYKHE0gVB05w78uSeM7IiJ/kjP3LLD4zTBJi8SCNSSDzScA/uLFgAT4akicsqU7AmDnFxyKI0+FGu6rgp9fE4joAj4Ag4AuWLgPQ05/Q1Olwv4ArTGQl1Lf0vqZWH7v1cuRAoNnlTg2ACPoTojTfeSKxmTJqHoGB9g5h16NDBBg8enCwcYC6WHOSBSfp89optMiZNmpSQDyxtRx55ZEI6mB8G6YPkyKkBQjZEONRwdY9sOO4hNchD2VjbyJMNf0fFOXfIzMIGVreyAS7+5EU6ylFZECj8IEPkLdIqmX7ojAzkq7yJn35wFIYf1zjKU3yucciTToe/8iYcvFlZ+sADDySYUR/82DuPekOoyRPsVSfyUP7k4c4RcAQcAUegYiKgfkl6m/5AfvQF6qMI5xpHOC/sHAonHdfp/qNi1til2hACxSZvNA4sbpCf+++/P5ljxdYezDODcLFCFEsXqx35rBOkgYUGEAgaDMRtzJgxNmzYsIT0Qa4gG9qMF8sbjoZHIxORKaoimeRD9zRQHfhhwYLEMGyLtY3ymRfGFwqwxO21117JUCqWKoZySUP5WMX0ICD75jpkz3SSEX9d6yy/9L38KD/Tn4cSJ+sd18jNgg/IG9ZQPags1pDFj3iZeeHnzhFwBBwBR6DiIYC+zuxP8ONA/3PW4jRJjx/9Bi/s9ANMm9HIC2HuKicCVS+Prjii86NDeJ566qlkUQErOU844QTr379/stKT+WZsNguJYA4bFjrmezGUCnmgobFvG0N9zOuC2PWJc7eY18YEfb1RcKYszjjy417HxmRXOhEevX3QcCFwEDnmmBEPWSCbDP8iE0QPOUgrAsi18iJNeTvJISxUvu6RibpBhDW/jmsWOzA3DlIt8kwasORMui1RH8nvZ0fAEXAEHIEfRkB6G33NNYfIHNcydGB8YMcFjCD0teh6+jz6V0a3ZAxR2h8u2WNUNASy4g9erJn6NIaXXnrJbrvttsSKdcoppySb6sL6yZJwGgbDoTfccEMyH+7YY481vkEKiSCcIVZIHWQOosTwphzhIhTKT/ec1fgUf2Nn8qJR04g5IDiUKf958+Ylc8QY/mXRBPKx5xwrYbOzsxMyRBqVT1np642VXZphyCsrGyRSGCALYTjqyZA1ftQR7HjTAlvqgNNPTlwc8bZEfZLC/Z8j4Ag4Ao7ADyKA3kZnc2jqDn7obvo1+gPC6FcZcUGv46c+A/3PZvWkpb/gTLi7yolAsS1vmuv2zjvvWJ9oMTvkkEMScy2NgQZF44Bg0GDYGoSFCDQWFgjwVoCDUEDasAYRlm6cNEgRCvxx5K2De4VzvTFH40UeZKFBUxaNHX/uGUpkbh4LG2jcLLyAyDEfj3S8sUDoVC9k2NSyNyZXccIoO03cyANZeGj1QIKn6skZnDkTjziQOfLRw8u1O0fAEXAEHIHKgQA6Wwe6H51Ov4BOV3/A/Ge23GIxIP018ekDOYhLPA53lROBYs95g91jsaIRsG9ZepwdgqBGQTjkCEIBWYI04QhneJKGB7mgYeHHWWSNs/yUJk2gkow28Z/yJD/kwyEbDhmQLzta2agHRI4vOfC5Lg5MzxBOCBxxJWuSuBz/IbvkFzYqHpmoF/KpXsThkJ/kFmlTWj87Ao6AI+AIVGwE0OXoeM70o+h56XT6UO6Z/sM8dIwP+loPcSB39MNsj8XWUeyVSnz6E17s3VU+BIpN3vjRIQH88GpMNBKucVzjIA4iCzQ8ESfCFIe8iCc/+SuuyAjhNFrKUJwk0Ub+kQdxKUMHZUl+zsSBWHKNlY15ecwRY34ABJN5cciwOeVuRKQSByGnXCbe3HMQhzN15eCaOoAFvweOeituOk/l7WdHwBFwBByBioMAelq6Hamkv9HtfE0H0sZepixWwwiRHQ0SEDtGk5ij/uqrryYLDdnYnXAnbhXnt91cSYpN3rBU6aPx2piXhgBRgByIDNC4MNnKrIvJFkc8GhxxIRHckyZNytRICVd+m1tB4ou8iazoXvnrLKsg4byZcCgM+dJ5JTfl/A8sdVC0rlUf/DJxIg7haYcf8TLjpuP4tSPgCDgCjkDFQoA+E0d/lNbjXPMJSXZvgKixePDAuBE+5I2+GovcqLg9FttI8bUh+u7tttsuCatYNXRpNhWB9Xv1TU0V48Hm+RSTWD2rNHEibiIGEDvG3mlcNCStJKXxibRh9SJdeiyevEQw1FDxE+HjelOc5KAsyJlIGP7IJDmUr4Z2FYbljcmf3GeSoE0pv7TjZNZDcnJWXSmTexy4Qqr1u+CvMOKniV+SwP85Ao6AI+AIVDgE0NsyQCBcWo/TRzFHm03aWWzHrg/t27dP4tCHseMAe5ny/Wx0Pt8L/+abbypcHV2gTUegROSNYUXYO59hYo4Y39OEROpy6QAAIABJREFUIGFlo8FgumWhApMmMdH26tUrIV+E4SAUIm0QifRBA0sf6YarRvtD1UynIS+RGK5xCheJEdHhnoeEePhB7LiH6BG2JR2yqB4inJyRNY0L1yKrXIukSvZ0XPn52RFwBBwBR6BiIoCOVx8p3Y8fup2+FiMJ4WzbxfQf9RPEof9izjb7qGZHIwokD/JGWneVE4FiD5tSXRrBfvvtlyxc4NuhNIY99tgjmeDPJ67Y340Pw2O2Peigg5LVnDQ6GowIB/mocUEoMskR94SLbBQVhzw25tTg03krH8gZ+SuMe73d4IeciruxMsojTDLqTJlcCxvJoHDqJYefDvn52RFwBBwBR6ByIICep2+iT5KOR3L6Uza9Z2N8+lo2oGcUS/0aaXDcY2xhDvfkyZMTYwvbSjEa5q7yIVBs8kZDoqGwcoXGxHg6H0NnWTIT/vnQPDv704gGDBiQbBHCOLtIGw1JpINzujFmwlhc0kE6yivKbSzPNOkhLXEz/YrKc0v5IR9OZ12nZU5fp+MlCf2fI+AIOAKOQIVGIN1PQsg40Oucme6Dk7UNQsdBOPpeh0aSiM8hYlehK+7CFYlAscmbGg47+bOLP5P7IW98R5NtRBo0aJCMsfP1BMLY1ZmGRbo0aUMq3TupKPI3ck9HwBFwBByBrRyB9As4/SjTYmQMwUjCwZQkDCcQM40q0b+KpLF4kP6ZvNjTlDTuKicCxSZv/Pj88JxZtMA4O5vcamUp/ljmGGdXIxJxIyxN1NLXlRNGl9oRcAQcAUfAESgfBETaKI3+lFEthkOZrsTcN74zjrFE4fTBkD0WFhKH0THmxdF3u6ucCBSbvKm6mGYhXzQONgHkwGWaeImHX5q46W1AeRHmzhFwBBwBR8ARcAQ2jIAMHvSh9K1sIs/3xD/55BN78803E2OKhlA50/cypWnEiBHJ6BiGFjafVz4bLslDKioCJSZvqhiNA8c5k5ThTyNJH8RTGvkTz50j4Ag4Ao6AI+AIrI9Ammip76SvxaLGKBhfT5gyZUqyDciDDz5o++yzj7WP24UQxj5vfC2IBYRs8dW3b9/E+rZ+CX5XmRAoNnlTQ9KZRiRChgWNQ35paxvgEC8dlhlemQB0WR0BR8ARcAQcgbJGQISNM4Qt3W/SDzO3nMWBzHl79913bdGiRQl5wzLH4kG+wMA0Jr5DfsABBySfgiRsQ4v6yro+nn/JEMiKDSHPZLaZ+UC+OPjhaThavUJ2MP10gyCcuJx1zT2Nj4M0CttMMTy6I+AIOAKOgCPwo0eAPhNHf8mmvPSdzFnjXn0oxG3mzJmJ9W3atGnJ9l0sUGBOHMOqzE3nDInTogb6a3eVD4ESkTexdogXjUeNS4RM9xA5wnEib5yJRxw29eWaeXNp0lf54HSJHQFHwBFwBByB0keA/lb9KMQLJ+IFmcPRhxIPqxuWNvZ/o4+tU6dOMlzKzhAsJJTljvlw9L3uKh8CJSJvNApZ3tSoIGU4wjhwxNG1iJ7IG40I8kaj4/CGlEDm/xwBR8ARcAQcgQIE6EPVz3JN34mDwEHY8KOv1SpT4qo/Jh6ET/2r4uqecHeVC4Fiz3n7oR+dRiMrGtdqROlroCIfGhtxfyjPigAtD4QeIORJ10vyFRWusJKc02WrXPLjWmXqnFlOJu7peOm8MtP5vSPgCDgCjsCWR4D+UXqbawgYB/obAsc1jjgcab3OvSx3bm3b8r9laUhQbMtbaRSuPDIbmvwr4hlZ9ZCkCVHmgyLZ0/7yK+6Zsjlw6Xy5ln86TjoecZQmHSftn2Ts/xwBR8ARcAQqPALS+Wm9ruuihM+MX1Qc96s8CFQI8lZ54Cp8q0HmLUF89AAKs/T9xh5cwtJxdb0l6iDZ/ewIOAKOgCPgCDgCm49AsYdNN7+oH0+KjZGksq6lyhb5yixP4Zn+fu8IOAKOgCPgCDgCPw4E3PJWSr+jyFR5kieVqSpsrOzMuErDeWPp0vH82hFwBBwBR8ARcAS2PAJuedvyv8EmS5BJwDJJV2b4xjLOTLuxuB7mCDgCjoAj4Ag4AhUHAd/gpeL8FpskCQRtQyQNQqbwDcXZpEI8kiPgCDgCjoAj4AhUWATc8raZPw0rTSFGacsVy7bT92nilPbfzKI2Gj2zDO7llz6rfJ3JlOuiVsxutEAPdAQcAUfAEXAEHIEKgYDPeasQP4ML4Qg4Ao6AI+AIOAKOwKYh4MOmm4aTx3IEHAFHwBFwBBwBR6BCIFBuw6ZLZkywN9/92L5asMjW5LITdPyyQt1s69xxe+u+dzdrXruc8Ph+lr3x6kibuqiK1a8TP8cVi61ao6Xt3v8A69iwajkJURrFxB2zF0+yN0eOt7m1O1qfPntZq1olzHfl5zZu1Ns2fVVT63lgf+vasIT5eXJHwBFwBBwBR8ARKHUEyp68LRprTz32sj39wPP24ocrrPPB3a1LozqWZcvt8xET7INFde2QkwbZwKEn2qC+O1qTUq9iRoZrl9isqSPs4Tsfsre+yPtagWX1slsnjrBz/4e8rbRp735uVZtuZ9u33yYjoy17G1Z+bSPuONlOvOQDW1C7s517x1P2l1O6WbGlzF1lEx75lZ10zos2bVV9O+LKZ+3Oiw+0lpWJz27Zn8RLdwQcgUqGQO7K2fb208/YhwuiQWFdrq1cscxWrFpr6/K7hvipd6vbqKHVqZY/SBWqWL0me9iRP93bmlayupaKuN9PsVEvv2oTljSzfY4Yans0L2GuObPtg9dfsDEzs2zHQ39u/bavWcIMt6LkcXJ7mbnZEx8KZx7VKdSLHyawxj3CBXe/Hb5Jlfbde0+Fc/s04TEJ1maPMPT6e8LUVakIZXa5Lnxy68Ghfc1Ybiy71rb9w12Tiih40Wvh7BPODf94YUaZSVLcjHO/+Shcum+e/NSh27F/C58UNzPSrVoU7jq2ML8Wu50Thq8sSYae1hFwBByBio1AzoIPwyW7F+q95j2PDKf88vxw/vl5xwUXnhT2rFUYjq7d9fTnw7yKXa2ykS53TRh/16Eh8qvYb1YJ+5//ZPh8TcmK+vL5s8K+LfPw7TDkH2Hi4pLltzWlLrM5b8sn3m8n//x8u/PZaba8drYdceENdtnpvSxN1LfZ/Wi78fZrbdD20bzz1Xv2yB9+ab++6h77bGV8RMrUxe981q5n1TdG8sMce/Hm6+yJMTNt3bZ1y1Sa4mSe1bC59T1i7zw86+1gBx9xiLUuTkZKU72O9Rp4lHVNqrqN9TrmONupugL97Ag4Ao7Ajw+BqnVbW/fdY69Uu4n1+/399tKzT9h9t//d/v73vOOmi460jm0bJtNrzKrbNr3PteuvOtya/fig+OEahTX28ZiRNnM1UdfZ5NdfsSlrfjjZxmLMeGeUffh1Xoyv3njB3v1uY7E9LI1AmZC3nBXv2z/PuNiGf/BtUlaDzj3s6MEHW4N0yfnXNXccYmccsUMcRo1u3Wp75fq/2t/v/cC+LyJuaXqti/Pu8r/x/r/Zhrn2wc2/t1/fPNwWLKth9WqW/ejy/wqxcZ+sWi3twHMesOeGPWvPvvSI/fGEHaxEU9Sq1LRuQ2+zx16O+b32ot30q/2tuQ+ZbvxH8FBHwBGo5AjkWla9Ttbm4PPtpst/Zj1b1yisT85ndue519iTM5dEqhJtTbUb2tFnXWIHNy+TbrOw3Ip6VaWW7Xv0SbZPyyhgtcZ2wCmnWs8SzrPuPvBEO2znvArvespZNiBt3amoOFQQucqElXz/7nP2j3Fz86tYzzp17Gv7br+hGte2Tj12iXuPfZJHptZ8bsNfedo+Pamn7ZnJ9tjLLGaT3rNsQ7kyEgs527S4hbmENV/asFsvtIsvf8xmLo/+cdJXTk5O/h5q0WKXsMzC+CqHgP8JKoiWSF1wV/IL6hbLq9vR9urfcf3s8iq9vl+8i+bkAizWi8IN4VH6rOqtrPv+8Uh80v9KW/503n7tCDgCjsCWQmCdbbfDHnbATkNt5zrryzBn2O1296vjbU0O/lnWcM/T7ZeDW6wfaWu6y6pq2YNutEc7/dxmr6xv7XfuZk1K+IK/ba/f2x3PDLALFmRZy532sNbltXDxR/C7lT55C2vtvWFP2TxeTnhdyWpkzXbsZm03+CNXswZtO1nXyHwmJTwixAUFE230J4ttz32Yfh9s7dev2h3XXmcPvr0iMv5tbMBZ19vQ7sHmfjbVOg493tqnfoh1a+faO7deZXc9PM4+jYQqt+reNvDcs+x3P+lmDTbMrqxK9fjGtWqOPX/9GXbe34fbVxA33IIRdu3PD7F76laz7r+4zW4+bS+rT11yl9vst5+zh194xEZOmmffzlkdH/Lm1mavQ+znZ//cBvfc1vKqHGz+xIfszyffZGNzci1yrui62CnXXWe/7DPb7vnDRfbP4cutSq297NQ/XGq/PibbstYttenD/m1X3P64ffTFUqvSfGc746Kr7ax+2XH6bK59+8YNdtQlj9n3K3MTiM1q2K7H/Nmu+/ORtuD+39hFf3vDvogFVUmYZiRlNepa557n2I13/sTaff2W/f3KS+zhtxfY6nVVrNoOJ9lNJ9Wyf939qE37Ypnl5nE5a9frTLvq1nNslwjLvFE32UVXPWAfzc8jz1a9nvW75D921UHL7Omb7rB7nx1nC7v0s8uvut6O6rLBH5qKu3MEHAFHoOIgULOZ7XHcxdYxa9v1ZfpmuF1z87M2YTGdWHQ1t7HjzjzPdtvQDJp1a2zlqlW2NhK9KlVrWLVq1ax6jWpWdb0+J/Zlq1bamqibq7Kxe2KKqGY180d2cteutpxYXFbVmhaTbtCtW/O9rVgTdX+oGsupnpRVo3qGNTDk2MrvV1uoHmXIzymrWsw3uVlra1bHkSd2fKhRPfYThUWty10b65B03HFaUY384eIYnrvalq9YG/uS+tZmx17WhiQh9mcx97B2la1asy7KXbUgr5CbYzm5Va1W/VpWLayzNUm9o7xZcZeE3DgAXaOK5ayNC0Oq1LamHfaMR15+1Al5QpRj1eo1FqoUYpgVca1RDWHX2drVMW1WvvzIsjW6Up/glzMj3HxYkxCnS0EDokEnOxx+1ciwdiMFLZ727zC4avxVlab27uG8ByYlKdZMvDccsUeLUKv76eGp8dPDlCnjw3O3/jz0bJkd9h16d/gile/aua+G3/TdMWxTu1Y45dZnw6SJb4fbfrZDqFWnWzj+plEhPf/+4zuPDJ3q58mYLFiYvDqEOCHzu68/C89cd3LoLFma9A+XPzYmTJo0KXw+f3nICetCzvyZ4aZjdw8tduoTLn1mUpg+bVL4751Hhx4NyK9mqN/kJ+GBkQtizDy3dsW8MPLPpxfmaV3CWb/5bTjhpH1Cm6a1Cupdq3WvcOkT74ax9/wq9GrfOjSqnY9hlKXWNoPCv97/OuTGXNcu+Tp8NPzycHybwvCeJ98ZpsbiViyYEu45fde8RSL5dWj8s7+Ed2YvCrGGIaxZFuZP/E/49c51QtN9hobbP5wdli6eF2Z8fHf41a6F+bXe96IwOn8Nx5qls8PIa/cOreNzmvcbVQ/7X3RDuOO8bqFNo5r5fi3DsX8ZGZbkVdn/OwKOgCNQSRFYG8bdfmLoWF36Lis0OflfYc73RVRnXW5YNnt8eOmOi8LZp+4R9tizW+jSfrvQevuB4cQ/PxjemZme0b8wvHHV6aFXdnZo07pNaNOmTeiyy6XhjW++CsPvvTAMiv1cqzbtwx4Drg6vTVgWdX2GW7UszB77RLj5j8eEQYN6hF126hjat+kauvU5L1z71MdhYaqDW/XdyHDpHt1D+1atk3LatNk9nH71qLBo6Yfh/gt7hU6ttotlHRDOuGJ4+DbpGFaEWcPuCKcPjP3adlG2znuFM24hLF+KifeHow/eJXRunyc3svceck34KHZyX4+4OQzduV1o1TLWO/oT1qZLl7DXgX8N71D9lV+Epy87NHTrEP1jvTvsf3547PF7wwWn9wldO7QtwKLbPr8ML8zNq/P3k58NfziiQ9i+reRvEw65ZliYu+CT8PT1Z4c+4Nf9oHDlK/Njn7x1OobTStWtWz08/LrNthiY8jr1rHbhsCtHhHQTzixw8cwHwjFp8mbtwglXjUrIxn8v6RviO1GwAb8KL8/Nf3pypoQHzj4+9Bx0R5imFr7ms3DHMbuGOAQfquxzSRi3NK+U+e/cEPYjfefDw61jlhUQqv8hb6nVpp8+fEGIQ4d58rc8LtwzPkVJ1i0Pn/zrxLywWh3D0P+blJfnunfD1Ud0zScyFva6dFhYnGKsC8bdFY5unp+n1QnNdzsi/PWZCWH+gs/DP49tk8gdzYqhXuMDwqnnXxyGT5odZg+7IAzIVhoLR9/6XlgsRrh0UrhxoMJqhn3PiCt1BeyaD8N1vbcP8SUlylMttNzt4vCOwjh/9UQ446enhUtenJnyXRoeO6NxfO/Jy7Nzvz+Ft1MLcFeOuiz0apdPsLOyQvUW3cNvn30vfPLa9eGQZPVRi3Dc1f918pZC1C8dAUeg8iGwdvx/wtAetQv7sFp7h+vGLPzfiqxbHWa88K9wcNt6ocnRV4cxn88L33z9YXjk1+1CXAsXjVINw8773xAmFCTNDSsj+bil78554TFO9eqHhNPP7B922LFD2K5htfz+o2rY4YSrwtiFUvax6JULw/1n9Q+Nm7UNx9/5UVj07dfh89HXhJN2rhrTZIVqtfYIv79tQliR3x+uy10Zvnz21nBYvj43axoGHP6L8ItfHxZ26NQ2NMrfacGqbxsGXvlcePuxy8LhXTqG7Vs1KDS8VN8pnHP3uLAUMdYsD9/OfiZc2Vcv6xa22/P8MGpFCDkrl4a37zg99Kim/iieDzovvPRFNBiQdt3aWO9x4d7jO4emXfuHm8bNCt9/vzx8t/CtcNdPW+X3fRZqtxwcHv4yD+Z1ayKZfOHscOB2hXl2+Olvw98uPDDs3aVp3LAF/+qh+8A7w4y8JFvd/wxba7SrlNhFc3HNjc3/+t8CmJeWstzGCNG8Wr1q4rcummsTC/Lrt9nxg06x2577yOZ+39lOvPhqu+zIJrYkWflitvi/j9pDb31kq2LqXocfbnvWzyunaXZ3694pXk992158YrjlLaHICyv6/2pbHSc55BvLYxPJjSZacs138dum362anyfvquk2a9Rom0VQ1jZWN2Vm/viL2Ra3Cypw0WJn0cqb79rbkHMvtwuO6m5NG2dbx461LW8boRyr27KTDb70L3bgDq2sVed9rXWrwol/ySKL/Byi3ogsVfllnKvvaidfOsg61QHVHPt62oP2zzunWp44OTbm6WHxWd7RTujbvjDhmhDN0IW3mVe5cYgVzZLnqlvrA86z8wbtbjv1O9muuuI4O2zwiXbCsfsWuShFqfzsCDgCjkCFRmDNbHvu3/fbiPEr8/VdbWtz6jl20q4Zw6pUYsHbdte/rrI3vlxuC6ZMtdnL61vzFrva4NN+Z3sztyZ3iX085VF75N1F+VWuYrUad7WdD9jOmuXr2rW5r9rID/vZI8Pet1fuONsYPYwJbfI779u7nymd2dI3/moX3veaLZz/rU38dKZVadLCsvc9xYYM7G91o6Q5q96z//x3uE39Lk9LZ8XFBS326W7ddpFSX2LvTvrMGvT8k737yQx75uKDrU0U0dYushevuMJuGLbMzn38Tfv0v3fYefsSQNinNvbDiTaH7q96XWvS6jDbZefGpk0aatWsHmlj7K1r1bdeZ19r1/zqMGuWP9xbbdyXNi9S1BoUnxWHhqvk2HfNdrcBF9xgF+zZzurUqWvbbLuP7dq9nTXKX/RQq1aNgmHmrOq1rV2XvtY+u3Ai4ozH/2Nj219hT772kP2+PVsh5FqNbRrESUNbp9tQ919sNLKqdbAOscHk//wxn0jMqlYpHDsvIud1ca5Aih6Z1WtmTbNbxIXZZh3238s6QsQiaVr23hN23lH72gnn/d1e/662HXHqsdYzmeC4yt5/8137Kn/J8aIJL9u9Dz9qjz76qN0bNwd+/0sK/c4+mz7Bvswne/gUy1Wtbz1O+r396bT+dtjxv7XLfv8Ta/L1VHtr2Mi45HlFAcHJpKPRxMlfvqtqNZlrkNzFB68wIH7toYbV1PyF+ttaw20aK1H+HDbdpvOTX+G5+SFn2Bl7tM+bg7Bsro289x6bSPnLR9u78xpYlwMGW7fC5yIGbDy/+FpTmHmcO7HTvnta28SnmfW86DF76embbHCnUm9OhWX6lSPgCDgCZYpAsG9GP2C3PTbc5uWXU7XZMXbj+Uday/V0ZX5gVIlVasR52LhPx8X+JS9Vzfp1ImnJ14WrVtiMufPz4iT/cyPlKNSlVet0sVP/8SvbpfU2tm3LFsZCzsQtXGwL4yG3rNraaBzgbqUte2esTU06zHpWt5b6kTg3+Zt5tnh5sroiSZYbJ5cVvuBva70GX2iXnLS31YsT6pq3rm918+fv1azXyAb8/lo7pHtLq9VsF8vePjtJz7/0fDgmq8Xpahtwja3fGcfbfh3ZgD+aDJa/YHdcP9IWJLHX2bSxY2zqgoZ2+tFxTCvl0n1fyjvvMk7ALtws2azu3ufYb4/f11q17WcX3XqJnXHc6Xbm+UeUbIus/ym08nhsZFpkMSuR1cJ22bWd5TyV97NF+m45S9YY28EUvZAkTqycNT0Si8IGXaNtC+vQqUUiQJtD/2iXX7TaLrnnQXvv86XRb4WN/s8FNmTkK3bx3VfbGQfvEVe8LLB5s5bFbzbkuc/efsEeWzYhTs6MU+7ihMc2Rw217eOz1GTX9lYHQfTqkB9/c0/1tu1vV/xff7NlU234a/+2C26bHrNcbNO/K9z0JlkrsMGMY6OMZLTQupeKGHGIQXkuXq9HmlLRfviyqx13fj+7YfRdNjdOHp331XB7Y9w3tu3nr9uXcfuTEw9q/8NZbChGrFyDunUSFcSD6s4RcAQcgcqOQM6S8fZkXLj1Vr4RwOI4Qp/f/NQOalc4+pHUce13Nn/et7akXi/72YV/sWV1x1n1XU+yXx3Syj4dNcw+fO99m7U2vz+LJK7Kegwo5lDY1cWX+AOtZ7e8bpiFAgVBjEalOpFWh5xrf/nzMnv103o28NQ/Wo+VM234iyPsxQnzk741kYtFEGmFHDNLdauRVMW+Jf9Hyo3ESGVlkS6ODCWuVm1r1IT9OmYkt2kZEsGVKC/2ev+rdjnCzjz0EXvz81ft27ggYuKDt9sblx9uJzSYZZOmzrD6B/zGDii0ReSl3Uh+6wEVY7fvGRc+5pOIRodfZncevl7xW91NGZC3qrbrwLNs73/8wsYyRhkW2pxJ4+Inl/pZ9yL3hAm2dM50+0KtyurYzr362WE7xO8yJK5pXNl4u7XotafdcN1f7InXZiRWuu+/et3+dPIKq/rYM3bRAQ2sYZPaBZys9j6/tccfO6lk+57ll170ablNf/Vp+/s/r7UnRs23vf/4pP37D83t8RM+sncmfVnwUBSdtvx8W+z9Ezt6p/+z2ybm2uqvP7cnrzzHZm7XzurtdIp1F7zFEIdVRds1a5K8YRUjuSdxBBwBR6CCIbDGprx6n93y1MT86SXR6tTmSDv9yL2tcea43MLP42a1o2z27hfYyXv/0m6Nx4KJz9hdV//BPvgyx9rUXhBNDGkWtbGqxlWZORtlMPmJO9mJv73XTsyda2898x87+98zrUa0Bi5asmoj1rD1y8UQsKGSCowExCmwHqyf/ofvGtmBpx9mOz85ykZ8FVfernrLnoub9Pfe6R17a8wS63NX1x/OYiMxtqlXJxLhjUTYyoLKBIpa3YfY1ef0tTx+sMqmT3vLRn2WmgCWAjmsnWFvPPZ+QVOv1/YQO+2cE6x9QvRW2ORxn9n8xats5wNPtnvuu9fu+tNP7eB8o9G6efPtw/d5Q2hg7Ts1sAb55HD12/fZU59lGHgXfGlTJoyzmYXGsZQUG7mMrWW9N6e4FcoXr91gPz/tF3bH81Ot+YBL7G9/6GPbxnea7wst1hvJcDOCkrKL/xNVab6f/eK8Qy3PhrnIxsf980YvbWODT+lu+VBthjDrR80t9gO+fj5+5wg4Ao7Alkbg+69G2n03Pm7TpMOrtbfBvzvNBsR+JdMtj8OZc6cts7bZMWTeePv3pafb4MFH29+eX2SH/fZSu+kPh9rOyWSvzJQluV9js0c8bGcePciOOfU3Nq1hf7vo73+yX/Ztt4ERrZKUVfy0VTsPsuN6t7JakbuGNSvt9Zt+blc/PNrmtD/P9i1i2uDmlNS88bYWZxW5y0eg+MxgYxDGvd36nH+j3XR0l2hHi9unTX/fHn/gEfuyCNq/YPT/2S2vz8p7I2jQ2077619Sk0Nz7NMnr7QbHhltDJhW325/O+nKu+zmq35qyabMdWpbvaZ5n2Jvf1B/69E+7xsDubNH2jXnX2cvfaGZdN/a8DfjlwOmZuVNoCSvuEJA1uysOKGyelwgIZfLHjW6WbzEVq2rYau/H20vfTrdFi+eaS/edouNmZs3/tqwTjNrFOOGzz6ydyd/VWCWzoqvRfVT48RVKK8A7bi/GvdJGXF+YGozIIZ5q8oeuny5LV++RJLEveiqFchcpWrc36dQ5JhHtbyFHQWx8y66HnKm9Wudd53TuLsdfOiR1guBM13Mr3pKjipRjrhVUYEj/wKTfLyoUT1OVi0I9QtHwBFwBCopArnL7MMnb7F73p9XUIHmvY+zc47fzxox8Xo9t8qmjnnNHhm/jW23bro9dl38pOPV98QPq3ewn/31Cjule/xcfdyDbG16slaB4lwvo826+e69f9l5555tdz3/vq1q90u7+vqB1i7q66Vxf7VCt/5Qa6H/ZlxFWasUdlSbkTA/arW2cU76UOu5LZ3fWls0JVrf3qplR1/Yu8QjYRgM0sPAmy/cjytFAZ0o7WplNdzNzrj9Qbvz90OsbfUF9tbtl9hvLnolbnqokuJD8MTss5YhAAAKGUlEQVT1dtKZd9jU6FVv9yF28/332SUn7phvsSNeTasXJtv9l55lZ175sI1PlorWttX1mhhTQBvv0MsOyzfD1ek81C46e6C1zCdM04ddbmccc3j8LNcgO6L/qfbPSU3tsAP3tNY8jOsW22eff2sL8r/BtXLFZPtw8kIKjK66tcpub2318boVY+2W8462fv1vs09XQmiW2JwvVIkVNv7lK2zwwKH25wc/tAZx4qdGI5e9dI399JJnbHa+AXD1rO/s20R+yphvk6d/H5dQ4Jbagq9Xx4c9ubHvF06yBdPyrJSrvvnQ5s2RXGZfT5wa32by4q2e95l9MifvOmqLuMHuFPuqcHGSAqx6yz3sZyftldw36RDxGtwhtZikIJrZwik28ctCE/zsbybblC8KwxcvnGwrluWx77BylQ2fOMWKKK4wgV85Ao6AI1DhEVhniyY8bjfGjc2l1a1GVzvipCHWu4jvAy6N3+y++NrnbWnnblbt45ftvv+MTQwLFs0UNRNrwGr76JUx9nHc0DZxcc5b1biRbqGrmrysF7740qfkvYVzLngfh0QVvJ0vtjfvu8temIwJo4rVq97AahLxm4n21lufFsz1jrsDx5fqwjfuKmyaW9DDQ8oK88dgUMgpkTG/5Lh48LtFBR1VzBJ586XHQCCLR/TKivmlX/DzY1nDvU+yw3dpmNQl1Gpqux/1ExsYOW1Rrhpy5AdkZWXkFw0IqeJiWbF8RS4qs63NL451l61bPS988PaL4cY/nBgG7NMp7NKnd+jdm2P30GWPHUJ2v9PCDQ8+Gt6dPr8IORaH5667Ltx++/XhgX+fH4aeckBMt3fo3Kl16H3aX8PT4+bkbTyrlCtmhzfuvTwc03NnWEb+0SUcfeE/w5ufL8+LteDtcM3Z/ULbxjVScSzUa7t7OO6MB8J0Yq34Nrx/33lh7+Z5cRrU2Sv84tLRYU6ymeHyMPGBC0Ovtvn51+kbhvzunjBu0vTw+eM3hSFN8jbd7bDfkHDbiKlhWdznZv7HD4fT2rYs2NsH2Wo06ROueOmd8NzfTo6b+7JXT35+WdVCz2OvDM+PHBmuGtQk1M/boSMJr16vbeh35Qthyss3hr492oX40YfCdLUahY49Tg63DJv+P3vqLZtwd+jbpUXoc+WoUNQ+k7nj7w/H9NlhvU2BrWrt0GrHQeHyh6aE6RP+GU7uWSdEi3VheY27hgEn3xM+E/Z+dgQcAUegsiHw/dzw4JnNC/VanLrfbfD14Z30Jp3Uafas8N+rzwrHbt8wxm0ajrj5v+GT1y8L+9WQTowb+W6/S9j3wJ+Fa/5yduhXp3p+njVCo85Hhcsf/zQPmTVzwoOD9wpxMDYvvFa7cOVotppfHJ75+5AQR6ry0+0Yzr7ug/z+bU64a0jbwv4j7s3Wde8Dw+m/PD/86Sd9Q1ulqbtd6DbkpvD2N3kbdC4Z+3A4oZbyqx66HHVXeOc7xFgdRlx2YNhO6WpsFy59aGYi39rPHwoX7KM0cS+3A34Xxs1MOr6QM/udcPHhDfLli31YpwHhlg9SOwMnOfAvJ8x+6NQQN4kIWY0PDncnnWpBYOHF4unh9tM6FezzZo12Cr97eV5B+OIxfwqDOhbK0vCnd4W3l7BxnDsQyOJfuRDWNYvt67kzbPa8721lsl1HHDps3MRaNmtt2U3rFbDv9WXJsSULV1uDxnUtK/cb+2zyNJsfzT016jS0dp13spYN9EqQTrXWFn411+YuWpwMYVar0cTadG5lBVHXLLKpU2bYolVVrXbet0IS3rR25QpbV7ON7bRrm7hvTnTrvrfZ0z+3hfETVLVrt7C2nZon4/hJSetW2pyZU6PlLg591mxu7To1y8t/7QqbN/Nz+2ZVjtVv3s62b5E3pLt66WybNmmuraldM//NKn4iJH7epGHb7a3Osq9sbvwES7Xq+a8UcV+53Or1rWXzRvb93M9tSW781Er+21Nu/AzJ2obtbKcGy+3jzxdYjZraHy5KlbvGVqyoYs07d7XsZnXX35old4V9/eVsW9O4g7UrACKpSfIvLPnS3p8yN+7nWzv/8ynRe12OrVqRE2Xcydo0WGAzpy+0nPjmpTch5jOsrdrSdtgtLoAozMqvHAFHwBGoJAistW9evtp6/+zKuAJfW25UsW1axpGXuL9mloZDqE3sHxZ+Oc2+WhqHPrbtZkP+9pTdN6SWPffXs+3C29+IOj9u89HjGPvtn+IisX1a2Yxrz7df/uNpm1aniR177mX2u7OGWo9WOTbi2gvtwuuesE9XrMybYlNlnWXvtKcd2XdPe/KRf9tX38ZFeJQXX5UbNe1nFz/wNzv3wNa2ZNxj9tuLfm0PjV0Wg/a2/if/zC4+9yDruuIz+8fZ59qN47+yxt0PsvOvuMZOOWhnq79ydPx84Vl2x8SZtjS//6hWr4OdcOVNdlzj9+2WP9xs/5273NbGbgcLXKtdjrCL/3q5VXnyCLvkkTmx38vrj6rWbGTtj73SHj6xhv3jppvtpbFTbPGKvGGiUL2WNWu9tx139qV22a/3W39YdOm79rujT7CXO11lY28/0Rrmy0DVEjdnmF3w2yvs8eETbcHStXkMLVryttluFzt86FV28Vnr7MGzfma3j1pky/KNmDl1m1vXHU612174o/XdtoRbRkiOSnwuP/JWiUFy0R0BR8ARcAR+bAjEb40unWdfLFiz3rdEeUletTonIRQFNY7Dn9VqxE1n49xo5hvXadTMmtSpautWL7Z53y6N016qW804naf5tnlDpGHl0jhNZrGtqlLdGrdoYXWT8b4cW/r117YgvtxXjWORefSIF/k1Vi2+iK+Mc+VqFRgU4vc712RZ/WYtrFmDPKKyfNEcW7Q8zsOpUt8aNWtk9ZPJ++ts5YL5tmBFzCMaNVo2yZv3HeI8vq9nzrNVceN4DaSuy1lr1Rs0sXpVVtji7+J88PyN8DHA5cQ5evW3bW5ZS76yJTm1CEoc3xhdWa2BtW2YFev5XfwWaY3CudHrcuM3UtfGjXJbWqvm9QuHfPNS2spF82xpjcbWvF562Dgf0TVL7Ms58211/J5DTVkn4nYla1evtip1WkajTtyZde63cVe7OLdbxC9nddz4vo616LCdNfDx02gjLi/LW/5v5idHwBFwBBwBR8ARcAQcgeIjIE5b/Bw8pSPgCDgCjoAj4Ag4Ao5AuSHg5K3coPaCHAFHwBFwBBwBR8ARKDkCTt5KjqHn4Ag4Ao6AI+AIOAKOQLkh4OSt3KD2ghwBR8ARcAQcAUfAESg5Ak7eSo6h5+AIOAKOgCPgCDgCjkC5IeDkrdyg9oIcAUfAEXAEHAFHwBEoOQJO3kqOoefgCDgCjoAj4Ag4Ao5AuSHg5K3coPaCHAFHwBFwBBwBR8ARKDkCTt5KjqHn4Ag4Ao6AI+AIOAKOQLkh4OSt3KD2ghwBR8ARcAQcAUfAESg5Av8P0Jq3IBFXDJUAAAAASUVORK5CYII=)
Analisando as duas fórmulas estruturais, podemos perceber que existem dois grupos funcionais em comum nas estruturas. Esses grupos são os grupos funcionais:
Amidas e Álcoois
Ésteres e ácidos carboxílicos
Aminas e ácidos carboxílicos
Amidas e éteres
Ésteres e éteres
Os álcoois, compostos com um grupo funcional -OH ligado a átomo de carbono saturado, apresentam-se solúveis em solventes polares, devido à associação decorrente das ligações de hidrogênio. Assim, os álcoois de cadeias menores (até 3 átomos de carbono) metanol, etanol e propanol são infinitamente solúveis em água, resultado da forte ligação de hidrogênio entre água e álcool. Já os fenóis têm o grupo OH ligado a um átomo de carbono de um anel aromático e apresentam propriedades distintas dos álcoois. Da mesma forma que os álcoois, os fenóis formam ligação de hidrogênio com a água. Contudo, devido ao número elevado de átomos de carbono, os fenóis têm solubilidade limitada em água. Com relação às solubilidades dos compostos fenólicos I, II e III em água, marque a alternativa correta.
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)
Sua fórmula molecular é C9H14O e apresenta o grupo funcional cetona.
Sua fórmula molecular é C9H14O e apresenta o grupo funcional éter.
Sua fórmula molecular é C11H17O e apresenta o grupo funcional ácido carboxílico.
Sua fórmula molecular é C10H17O e apresenta o grupo funcional fenol.
Sua fórmula molecular é C10H14O e apresenta o grupo funcional cetona.
A coca-cola é sem dúvidas uma das bebidas industrializada mais consumida. Existe em pelo menos 160 países que consomem o produto. Estima-se que a humanidade consuma em um dia uma média de 1,3 bilhão de litros do refrigerante. Um volume com o qual o químico americano John Styth Pemberton jamais ousaria sonhar, ao gastar 74 dólares em 1886 para conceber sua fórmula que foi preparada com extratos de duas plantas, Cola acuminata e Erythroxylon coca. Porém em 1902, o uso do extrato de E. coca, nesta bebida, foi proibido por conter cocaína, substância utilizada na época como anestésico local e atualmente de uso ilícito, por causar dependência. Na estrutura da cocaína apresentada abaixo podemos identificar quais grupos funcionais?
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)
Amina secundária e ácido carboxílico
Amina terciária e éster
Amida e aldeído
Cetona e fenol
Éter e ácido carboxílico
A morfina é a primeira droga, ou podemos chamar um fármaco narcótico, derivada do ópio. Foi criada em 1803, pelo farmacêutico alemão Friedrich Wilhelm Adam Serturner, o mesmo deu nome ao remédio em homenagem ao Deus grego do sono, Morfeu. É um analgésico, que tem um potente efeito no tratamento da dor crônica ou aguda muito intensa, como dor pós-cirúrgica, dor causada por queimaduras ou por doenças graves, como por exemplo o câncer. Analisando a estrutura da morfina apresentada a baixo, podemos afirmar que as duas funções orgânicas encontradas na sua estrutura são:
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)
Amida e fenol
Éter e amida
Amina terciária e álcool primário
Álcool secundário e fenol
Amina primária e éster
Os neurotransmissores são pequenas moléculas responsáveis pela comunicação das células no Sistema Nervoso, na sua maioria são provenientes de precursores de proteínas, e são normalmente encontradas nos terminais sinápticos dos neurônios. Essas moléculas são liberadas na fenda sináptica e agem em receptores pós-sinápticos localizados no neurônio pós-sináptico, fazendo com que esses receptores se abram dando liberação na maioria das vezes à íons, dando origem ao que chamamos de transmissão sináptica, onde um impulso nervoso é passado para outra célula. As respostas dadas pelos neurônios à um estímulo vai depender da característica do neurotransmissor e do receptor, essas respostas podem ser excitatórias ou inibitórias.
Dois exmplos de neurotransmissores são a adrenalina e a noradrenalina, que são produzidos pelo organismo a partir da fenilalanina. Sendo assim, a analisando a estrutura dos dois compostos, é incorreto afirmar que:
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)
Adrenalina possui uma amina secundária.
Noradrenalina possui uma amina primária
Adrenalina e noradrenalina possuem aminas primárias.
Adrenalina e noradrenalina possuem em comum um fenol.
Adrenalina e noradrenalina possuem em comum um álcool.
A solubilidade de uma substância orgânica está diretamente relacionada com a estrutura molecular, especialmente com a polaridade das ligações e da espécie química como um todo (momento de dipolo). Geralmente, os compostos apolares ou fracamente polares são solúveis em solventes apolares ou de baixa polaridade, enquanto que compostos de alta polaridade são solúveis em solventes também polares, o que está de acordo com a regra empírica de grande utilidade: "polar dissolve polar, apolar dissolve apolar" ou "o semelhante dissolve o semelhante". Portanto, analisando os pares de substâncias, podemos afirmar que:
- n-octanol e hexano
- água e benzeno
- etanol e água
Apenas II é insolúvel.
Apenas II e III são insolúveis.
Apenas III é insolúvel.
Apenas I é insolúvel.
Todas são solúveis.
As forças intermoleculares são de importância vital para explicar as solubilidades das substâncias. Uma regra prática para prever solubilidades é “semelhante dissolve semelhante”. Compostos iônicos e compostos polares tendem a dissolver-se nos solventes polares. Os líquidos polares são, em geral, miscíveis entre si. Os sólidos apolares são, em geral, solúveis em solventes apolares. Por outro lado, sólidos apolares são insolúveis em solventes polares. Os líquidos apolares são, em geral, mutuamente miscíveis, mas os líquidos apolares e os polares “como a água e o óleo” não se dissolvem. Considerando o aspecto da polaridade das moléculas, em qual das seguintes substâncias o benzeno (C6H6) é menos solúvel?
H2O
H3CCOOH
H6C2O
H3COH
CCl4
É chamado de carbono quiral ou carbono assimétrico o átomo de carbono que se liga à quatro ligantes diferentes. Os ligantes podem ser radicais, grupos funcionais, etc. Consequentemente, esse carbono sempre será saturado. Ele é geralmente representado por C*.
No caso de moléculas com apenas um centro quiral, a mudança de posição dos ligantes levará a um enantiômero da molécula original. Um enantiômero é uma molécula "espelhada", simetricamente igual a original, e tem capacidade de desviar a luz para a esquerda (enantiômero levógiro) ou para a direita (enantiômero dextrógiro).
Essa mudança na posição pode provocar um efeito fisiológico benéfico, enquanto a que representa sua imagem no espelho pode ser inerte ou provocar problemas de saúde. Na síntese de medicamentos, a existência de carbono quiral é sempre uma preocupação, pois embora duas moléculas possam ter a mesma fórmula molecular, apenas uma delas poderá ser ativa. O naproxeno, cuja molécula é representada a seguir, é o princípio ativo de um anti-inflamatório. Seu enantiômero não apresenta efeito sobre a inflamação e ainda pode provocar problemas no fígado.
Analisando a fórmula estrutura do naproxeno, podemos identificar quais funções orgânicas?
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)
Ácido carboxílico e éster
Éster e éter
Éster e álcool
Ácido carboxílico e éter
Éter e álcool
A gripe suína é uma doença respiratória causada pelo vírus Influenza A (H1N. Apesar de a Organização Mundial da Saúde (OMS) ter anunciado uma pandemia do vírus, autoridades afirmam que a nova gripe tem baixa letalidade e, assim como a gripe comum, as mortes são geralmente associadas a outras doenças ou a fragilidades da pessoa infectada. A descoberta do mecanismo de ação desse vírus admitiu o desenvolvimento de dois medicamentos para combater a infecção, sendo as fórmulas estruturais dos princípios ativos desses medicamentos apresentadas abaixo:
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)
Analisando as duas fórmulas estruturais, podemos perceber que existem dois grupos funcionais em comum nas estruturas. Esses grupos são os grupos funcionais:
Amidas e Álcoois
Ésteres e ácidos carboxílicos
Aminas e ácidos carboxílicos
Amidas e éteres
Ésteres e éteres
Os álcoois, compostos com um grupo funcional -OH ligado a átomo de carbono saturado, apresentam-se solúveis em solventes polares, devido à associação decorrente das ligações de hidrogênio. Assim, os álcoois de cadeias menores (até 3 átomos de carbono) metanol, etanol e propanol são infinitamente solúveis em água, resultado da forte ligação de hidrogênio entre água e álcool. Já os fenóis têm o grupo OH ligado a um átomo de carbono de um anel aromático e apresentam propriedades distintas dos álcoois. Da mesma forma que os álcoois, os fenóis formam ligação de hidrogênio com a água. Contudo, devido ao número elevado de átomos de carbono, os fenóis têm solubilidade limitada em água. Com relação às solubilidades dos compostos fenólicos I, II e III em água, marque a alternativa correta.
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)
Amina secundária e ácido carboxílico
Amina terciária e éster
Amida e aldeído
Cetona e fenol
Éter e ácido carboxílico
A morfina é a primeira droga, ou podemos chamar um fármaco narcótico, derivada do ópio. Foi criada em 1803, pelo farmacêutico alemão Friedrich Wilhelm Adam Serturner, o mesmo deu nome ao remédio em homenagem ao Deus grego do sono, Morfeu. É um analgésico, que tem um potente efeito no tratamento da dor crônica ou aguda muito intensa, como dor pós-cirúrgica, dor causada por queimaduras ou por doenças graves, como por exemplo o câncer. Analisando a estrutura da morfina apresentada a baixo, podemos afirmar que as duas funções orgânicas encontradas na sua estrutura são:
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BcxINRcbQ0Of01DBwAv/gkV39wr7zyip6PHj2aWrRoQeJSWItpaVF2AOuff/5RdRN1FHfF2s8TP+fq1goPuEGc0/X03n8SFJAPHHZBWnt1xbts2TKWPg9Xr16dq1Spwr169fJzPJ/TrnkFDH4uktesWcPXXXcdlyxZku+//35esmSJH+0D0//4448snl1ZHDequ+Fx48ZxuXLlOCEhgSdMmOC4KQY98KwXQp8CUE3CLoDBEB544AG+4447+OjRo/zOO++wODbkxo0b8wcffOAwI3yCW/pgVhTvNMCjDGIU4eLFi6s/8tWrVztFMaAgrZ0DiLfffjv8JbMYUHjnzp1O+t9++427d+/OpUuXVjBK38+5B//glocT6Z2EFAXCDnDGUOItlBs0aMBz5851mGzp0qUKwEKFCnHHjh35999/d4gNZgxWcL9r7Nix3KpVK65cuTI/9dRTfPDgQS2vgQP1QYOBAGCKpZIrVKjALVu2VCmWmJio95DeAIyIX3/9lcW/OdeuXZtHjhzpNCoAek40MFpI788JKRBWgDOwHThwgMUXNovRQSsIBjOmRcT333/P0i9iAO/RRx/lbdu2aTq3FNGILP7jZva1a9dy//79Wfpi3KNHD/7pp5+ctxkg3OmhHrdv317Vzb59+zppcWLpcY462LX073jgwIFaz3bt2vEnn3yCJBrc4LQ475jzFAgrwBm5Ro0axRdccIGqWpAKBkQwGa4RxL83v/jiiyoFzznnHH7sscfs8Ww5WhmQOSQZVL6LLrqIP/roI+d9SGNgscjDhw9z586dVaoh/bx58/QW0rnrZulxRD5uKTpnzhzu2bMny3AC/+c//+H169e7k3vnIUSBsAGcMbS4EubmzZvze++9p2R0M57R1R33119/sfj55mLFinHbtm156tSpDiiR3vK1Z0/lGPjs119/zZdffjlXqlSJX375Zf7777+d7AKlK6Q0jCCNGjXimjVr8meffcYyw0TTI99AYDoZuU7cafDM+++/ryom1FdIdncILKv7nncePAqEDeBAEjDNxx9/rEwN4IHhMmMkNzPi2dmzZ/NNN92k6tfdd9/tGFVwLxAMiDtRcOcP1e6+++7jAgUK8NVXX80wbLgD0rpVvM2bN6ulERLp3nvvZTH3O8lRn8zq5CRynSCtuywA8qBBgxhSHWrmrFmznPtI507rysY7DRIFwgZwYCz002CAeOONN5Q8bkmWGb0CmRem9ho1anDVqlWVMc0ogedPFniWJ4AG62P+/Pm5YcOGDEOOOyCdG2gbNmzQ/hzM/BdeeCEDeO5g+brjTvY88NmFCxcqreLi4tSQtHXrVicr0C0wvXPTO8lWCoQF4Iw5vvjiC65Xr56fgeR0qAMz+4ABA3R8q0OHDtpvspYf77L3ZZQ37gFEkJiXXXaZSpKHH36Y161bp8mRD9LgaP3J/fv38zfffMP/93//x3Xq1NEGA2DNruAu//jx47UvCYmHvq+prQCd1Tm7yuHlezwFQh5wYB4wx6FDh1QqfP7551oLN1MdX63MY/CcPQuQtGnTRse7brjhBp4/f77zYEYGCzxnTApDxyWXXMJuyWH5uqWazJVUhpdZIzp+hmEBBAOm88IsPkFZDPCwmGLMEuOAKLO7np60y2LCnyC7kAccGAIBpnVICPRRzjS4mRHggBTAuBdmq8DKB3AjuAEW+E6kgYURAYwNAOFn5d2yZQs/9NBDKkVlUjLPmDFD0yLPYDK5lQcvxyA5hlMg7TCwLtPhtEygAcrlheynQEgDDowAJv7555/53HPP5SlTpmQpRZC3BYDnrbfeUmtms2bN+NVXX3VUV3c6S2/HjO5BCp933nlcokQJnZJlaXOKsVFGvBthz5492sCgDwlr5pgxY3QwHvc80IEK2RtCFnD4+MYAmL71xBNPKCUsLqvIgvxM9UKesBjiXQBLp06dGAPS7mDvxxGM7AYcZr1grqQsftU+olvdDKZUc5fXzlFeAx3i0I/t06ePSjvMVpHJ0ZZUj1ZPv0jv4owpELKAM+ZYvHixDl7D1G5Mfsa1ziCDQAaDkQOSDtOsMJ/RPU0Mad3pZQWAjrudffbZfO211/LkyZP93uBO63cjBy7cjQQaGqi+6L9iQjVm7rgbmFAqdw6QKlteGbKAwxAAmKNbt25q1kbtAxk9OyjiZrIjR47odCkMZIMh0dczo4e9+48//tAVC5CIQ4cOtWg9uvPyuxECF+6ywYqKQXj07TBDZtKkSeweLgmB4uaaIoQk4KyvM336dJ0R7+7c5xTlMak4Pj5ehyUg/TCdCqouxrkwg8XM7TlVvtN9rxt4yOPJJ5/UyQEYvsCsHASkCUynN7w/p0yBCDxxEsvmgpbEioMFmFgRjYWZMk0qxxZaCqNp3bF4VPpousmPTEQmsZaS9H1IlsqQAI5konSOlTErPg7ojh/qKcMGJPNQSdRLeu6550hUTn1FqCzozYr65lgeQuSQDJj5DsskxozQurrN2zlRYOtT4t0YOoAV0m1syS0SwF3Prl276jCC1c2OOUH/3PLOkNomT4iqDY905EkmHJMMLpOYr7Xlde9bkhOtE7Y7kKED3VdEJkKTqFx6LQzqbOmQE+XK6neinjLGqPWUYQPVMDzJlnVUDinA2YedOXMmgZEffPDBrKtpFuQE0GP/SJG2ypQoL+Ks3FnwipDIwuopRqOQ32owJAh2CoUIKcCh3GKdVOkmM/q1PyFqjB5PoU7ZnhQAQ18ntwEtkHCooxeylgIhQ1FTJ7FdXMGCBalLly7auua0Kpm15PZyy+sUCCnAyXgQyVgXybxJ/S65XYLkdebLi/UPCcDJALeqaDK+Rfny5SNZNa3fwlNp8iJL5u465zjg0EeDOilbxxE2OJUNdHRMK3eT3atdXqVASAAO/bTBgweTzEUk2blKAZhXP4hX79xNgaBvdW7GEZAVqiTGfWTfDXVmIZvgeGDL3fyW52sXHMBhPDvCR2u3IcQskLJvJMnsDZLZGwo4d5o8/4U8AuQqCmQ74DB5RIatiFOSaeOCSTRi3Hf0T2IyRRYoRq1vv486nF+JbrnlFmeszQNbruIvrzIBFMhWwEF9BIB2bV1E/7ntLhr1/VI6q0hRipU4Tj1M77/2EjVo24s+fP05Oq9CQZJF/hQJdHohQwq41fEME2RRZOB77NqOZ/KavN6gZhvgbIZI4qbfqHenTjR+0T5qdudAGtytPZUsFE+J//xFX743lN7/5D3q2OUoTfhkBNUtmT+sZ9yfCSOe6Fmz5p4oXVbcx7tkYraq9wAZrhFwfqaAwfN5ebgnmwAHPRIG0CT67uNXafyczdRv+Gc09P7W+uF8f+pQk4uvpJaNHqF2vZ+nV8ZfS6/1vpriPAGnDI65pO4An+XBCrLPpr4K70Q/G4YtL2QNBbIFcNIQimpIlPLPRpr63Twq2+Im6ta5hVglk4WZ4GgwktJSZZZ9RBQ169ydOo4fTVNHf0xrb7mC6hWPyZKWNGvIE/xcTDMIBJh4yyHZ3l0ndZuUya75nChD0aJF6bvvviPZrp1kd2iVbGeqUiJf2ctT19ehDlaP4FM5596YLYCz6uzdvoWWrNtC9ds3oNKFYymSMKMkSggNQMYQ2vDIgmXp/Esuos/H/EYbNu0RwJUyg6Zlk2eOBjZMAsAQCaScMeXs2bNJ9nfJEVrITtdZ9l4sam3durV6cLX6ZlnmYZBRtgJu//4ddPDgIaonA9pnkej/LLNKBHAaoDqmyi8yHxUtWYE4dg0dTT7su5fH/lrfCBLrq6++IvH0o+6FA8mApUEIWB6EAGkhXoS0v2XA1Btn+AdAKFKkCH377be0e/dunYyA/E9XwqFeaDzE2QmtWLGCZNtDBZ0HuDP8UIGP548vSvnPiifZFTFdJZEUNiaXPlwQEZFCift2idUyiaKjgtdPCSxrTlwb0MDMGIvE1DaojVjoijgDEY6YJGBAS0hIINlklsQho06DO10gZFZnGEzQj8NSKUik559/XpNaeTN7LqN4ewaLWiG5ZdMlkh3YHMBl9ExujstWCVe0eBmqUvxs+n35GtoljXLp6AhK0YnK0lqmpRJHSYudtJvW/LqE4uKqUpmSRXMzrf3qZq07Wn60+OgngbkRDGwGNMRhUre4tSLxA0d33XWXGjMQnx3BJCkkE35ZYTSRzZaoVCnpLkjjIX4VslwqZwcdsiPPbJlLCW0RgixfmcrUvm0TWvzpO/TRxIXCSdHCKFG+jxgdQ4I/WjltEo35ZiU1ubkT1akA65hsZpOLe3EAGkAGRoYk6devH8n+l35gA4MjnU19g0QTv+UqGbCxks3QyWrJZgyGdyMgf/c73OeW9mSOyA9GINQVecjO1KpaAtioY14K2SPhpBWTUWzprxWgVrc9QFeN/YEe792L9h56grq3bkzxcdF09MgBWjx9DD0/aDgllk+gfre3ogJCeenm+UYUcuFXMAABbLLNHol3VHrnnXcUfGBExCMAkLIlH51//vkkfgl09zIwJ9LgBymBYEe9CIM/AB4kHbZugNqMEG51OFMyZw/gQEjhHTGRUImql9CLo96m++/qTc/e3Y4m1KtPheNj6ejBXbR05QYqV/9KenfEMGpWo6SvNcV4Qi4LAAmYDZJLXCGrYeTxxx/XcwMZjtbai1NHkt2eCUesoMCz+FnacCVPpUqVtE6QcGhwxMVy2NfpVL9FtgFOICfDAAI60RjqNL2exkyqTnO+/og+/G4RHUhMovgK9eihHs9T13YtqG6lEiLZ0gSkvhb+VCsRyulNIgFsMBY888wzJH7utMimGkKiIcDqCKBhbim2mUCAoQTpwlkSWNlRJ9k6XuslOzs7dTIa6Y1c/icbAeejXGSUWNhS0qhMzfPo5pov0NXd91GKqJsUFU1FCkKJPLZMx/dE7vsLa9+HH35Izz77LInPcWU0SCsDWv369XU9oPj7JvGOqgSwfp4ZMMKZKgAcQIWA/ipoIfuOUteuXUk80fqpyeFcz5Mpe7YDDoWIisbMEhF1MgZXoFDhY+WSDlsqsCetv4Xc0Nq56yC+COiaa65RSyT6LsZ8UB9x3qtXL7U6NmjQQElg8Sb9jC7hfjSVunr16iS+0HV4ALNYDHDhXr+TLX/QdLhIAVVkhK/TD4bUn3T0otLVSFwjmPoB5gy3gDqAsawOUB2vvPJK+v7779VQgPogjXgipY4dO5K4jKIRI0YQwKb0kHtofMK9r5bRd0O9oB7XrVuXuopkQx2x2S+MJ7hn3z+jZ3NTXFAk3DGCYTD32JX7zJh0+/btNGrUKBIHHjR69OiwMRaYBRL1wM7RH3/8MYmfOccah7qKZxq66qqrVKI1bdrUXX0HpH6RufAC4IKEQ8O0d+9eR63OhVXNsEpBBlyGZXCkwvDhw7XFRypsJoQQDi0fwAYVEFIZg9go+5IlS7T8+AOgiUtjXdVer149jUe9rJFxEubyE5PcTZo0USkPpyjiBpkaN26cy2t+rHo5DjioGTAMPProo4RJsuL8XWddiD82LSVaxFANAA2MGwDb+vXr6d1336Vhw4Y5Uq1ixYrqWQfeZxISErQaSI865TWwofJWZ/TbxBedWm1hUHLf04tc/CfHAWcfoUyZMiQ+ttUsDnpbX8iMCKEGPJNQABv6aNiTBWZ/AEqcM+oSFPEfR2jNEaweuc0YopU7yT/41viuhQsXJvGMpKsfMFkbDltC7fueZJVOOVnQjCaZlcwY8P7771ewYbqTgQ0fCPdD7WMAbCgTQCSeQ+n222+nBQsWqKTG9KUJEyYQtmwH2FAXM/GbSpUZLXJ7PL4naIaVCBgCAR0xCI5jXgk5LuGM0GBMEN698FJ8Z6vkKFu2rBogkBZpTCras8E6GmOgEcDsd/g/EH/eanHD5GOowxhHsxXTYC6AzBqVYJXzTN9j9UTZ3bTOCtojP+SDfi2cbaLfCyMT1O+8EHJcwhmR8XFNkoGZsVQFg6SfffYZ1apVS5NlxQe3953KEY0BAhoDnMOULe546csvv8aNwxoAACAASURBVKQ777yT5s2bR6+88gphjAlgs8YD9XEz7Km8MyfSgr74WaOHegIQiEPAN7K6nW75QBPk0aFDB6pRowZt3rxZV5YjP3vP6eYdFs9JJUMqiFTgbt26sagdDL/ae/bs0fLJRwq6n2m8U4w6Dn1kLRfL/EaWPgiL1GUZT+MpU6Y495FW1EfnOpxO3OUWkPHIkSNZtllgaTBYJDn//vvvfh5fkR70OdWAZ+xd4kMCSGZxa6xxp5Pfqb4/p9OjVQmpgI/dp08fnjFjhl+58JEAxmAF97ukFVamkPEjbtOmDf/www+8a9cu7t27N4sq5MRZ2dwgtbhQPaKeBgDxXsQTJ05kGcLgcuXKsYwjsqjKLJKNxYc5y1o8rbv0s53q4Hk3rZwb/3Ji75N+rgIONMwrIeQA5yY8PiRaPTEdO9HZ3QrinW6GEtWRZa4ji7rIouayrMx2yoKTadOm8aWXXsoyjMEvvfSScx9lPlVG9Ms4CBfG+HjVmjVrWAblWVRiliVBLGqylgAahkxAYDHjKzhk2ZACT8bQWFR/p5Sg2cnW19ItWrRINQVRYRnnCNn9fZ0C59BJSAIuo4+3cuVKHjp0qNMaZwe93B9bdslS9VH8ebPM3mfZ28N5JRgVaY1xcEO2RmCkrVatGstiUSdtKEo7lN/AtnXrVh44cKCq8Nddd502IFZ4S4PruXPnssz7VNBBDYQElPFFfvnll3njxo32yEmrhka7K664QvNE3qBpKNLLqVwWnIQk4FAv+yBQ5wYMGMAyWMoyXpNtLaC9T2bz8wsvvMAyLshgwNmzZ7MsJVFSgxksHSKMQQyoy5cv50ceeUTVTJmwzOjzIRhA9SKH/1hZUQwx+rBsQsS1a9fmp59+2qmnG5BWR6SHui/jjQpOgA4/9PFk+IMHDRrEMi0PyTS46WRx7iPegTSyHEnzEeOT85y7jO5ncsN5yALO1EjZwUo772IF5PXr12crzX/88UeW9Vr6e+qpp/xUpn9jIDCI+74M5ioTy+Auy+TkbC3z6WSOeoLRZbhCDSJilneyQaOSEcOb5EE9p0+frg0gAIf+nYFPpq2pseXAgQNOfpmd2DvQH8bzlSpVYpk/q8ndtMzs+XCND1nA2QeRGfWMnwVjbrtv8adyxLPu59FPgTSD9REGG1mV7WR3KtLJnRZSUfYf0b4dJEigEcj9fudlWXwSWE/UC5ZfGEAAuJkzZzoqHJj8RIzuLjOMRpCKBjYDHkAMtRoSz62Go2ru5+187dq1mges0jJ5QClwonJkMZmCml3IAi4jKoChzzS4PyascjKdTFWiypUrKwNCbbJgTGHXp3OU6V7ctWtXldJQN03NRF7uspxO3v/2jDtv1AP1hPEHxg9oDe7gTuuOz+gcebnTw5KJIRIDnvsou4zxqFGj/FRNe95oC8ML+oJQTWXigILStJuM3h/ucSEPOHwY+zhGbFjUNmzYoJeB9yxN4BHp3NZH2ZKOL7nkEpZ5j9rvWrdunfPIyebpPJDBiTsPMBAkC/o6GNsaM2YMy6CyPoVGJCsaEitCYD1h7Lj77rtZ9kZh2cvST1uwZ07n6K4fjCYtWrRQCycAJ5PR/QBYp04dteCiP+4OVm9ZXcEyIM7XXnut3nY3eu70ueE85AHnJrLs2quddpjgZWa+3rKP5k4XeO5ukcEckDgytYhh2AB4LbiZyOKy8gjgQSLAIJOQkMAyi8bJ3l1GJ/IUT9x5yKar3LlzZ1WTMa42fvx4Jzd3OifyNE+MZpBUb7/9NsuuXAo2mPohtfAzqYc+nqymYFmY6zQyqakpPHbcx5oG9//8809tYH1llEFy6VPKXqanWbrQeywsAGcfVfbbV2MEBkxPJuA5U08g3fA8pIxsP6eqjlvK2DtOJt/TSYOGAe+A8QFjXF1k9oZsqqMABDgQcM+ME6fyDjCnSW/UV5Y5MaSK7MysdbY8ccyOeroBLFv/aWNiIIPkAuhwtDiM9UHqfv3NsVk6TZtezFWqVNF+HMrozvNUaBHqacMCcEZEAASddYQTMY77PjrjsiWbfnDMDpFJ0ZZlUD8syuQuFyQC+lUYv4PKaeFkpLaldeeHQXgMnUDKPPjgg2rGt3QGOrvO6iPKYaDH0AroLJOTleYGNhhWIPmisNeGqJ597rmdZ3z7JX/x8yretnUTY+wTwQFbyn6eN3Uyz/n9T40/9Ylk+lhI/QkrwBnlTFrYtftoDIjjpk2b1FKIfhPGeTCbwe6DOezc/Xx2n+OdKL8BAGNXstJdx+7QD5o0adJJFcHKjiPG/3r06KHWRwwgo39qTBvserrfJ9tMaANgkg1HSDsAr1TZCvz7tHe4Q4vzuHCFejx9+UGtd3IyDGPSMOHq8Fq+uX4tvubRd/ReblAtwwpwYC5jJP0C8gcqFOKMAS0e/QT0lWRGOr/44osWrcfAPPxuBvHCXQ5MlWrevLlKJ1n97jcG6K6b+xxFle3mVELKRkQcqGq78w9itfy+EYZ0MFPHQAcJh/Puvfpw6rb5nHBeab2uf/1AXndAYIZvnCbfEwU+vIbbVi7DLfqM1OJ7gAvmV0x/lzERLF433XQTt2rVSiWZFUVcIrH4H9P+0eDBgx1rIO7/m2S054N9RH0MRCgfBoIxRIH+nexq5af+WtnQyIwdO1bncGJMDTNj3JY9d572TLCPVie8F9LcZgsBbBXPqcC/LlnOfGApN69fmc+pWFlW9BbgnkN80j0lSfqaeFAA1756BW714Bu4yhXGk7CScEp0YUqE+fPnq/Qy69v69etZ3CqpVQ5AlG0PHEsY0rsZANehFtzlgyUVfTDMvkDjYUtjACSM48mmOyrVMHgtThqderrzCJX6ucskGyxxw4YNZTZKen916zxudl5tvvWhkfxAu0ocV/oC/nzl31r0ZBgmBXDXVCvPLfv6jGSehAuBrwomxPQpqI6Yb/nqq6+GQKmypgiY6gRwYd0dBs0xyRgD17fddhuLO+CseUkO5aKG/u3z+eJ61bnzk5N4+4rp3KR0fm7crh9vTJTVIaJWcuIqD3A59H2Oey3UFPzQ+mP+I6ZkyT6Hmi4UVcfjKvAvEZAKqAMC6og1arLq3ekHzZo1y3ka6SytExmiJ6gX6pOaIj+UcftPfHHdanzzgIlykcqz3u3D0RTLfV+fxlhxl3ZoBbetmrskXMhssSC6/SkFsXY5e4VgY1F4o8FuUMJ8ulUD7odrQNnFlK4b7ohFj66//nqSWTG6fQO2cJCBe90iXeZnajqkFeugbl0QynW2b4Y6OUHqKm46pewRdPGN/6EH29Wgd54bRFOWbqMIcW0VAT8U6UEwGPJ1tLJmdnTVPLMkoR8vaiVhx2ZpQZ19UUK/1CcuoTEmGhE4AcG2eyLt9By7gnXq1IluvfVWkvEr3YcE6cGU4RYi4NtM3JTFFipDA579L1VOXkT9H36d9h6UuHzYBt1Xo2hpWMK1jvZNcgXgUBlsJmsMapXLDUeTCmhUZBa+bpWOrfmwwRJ8zWFLdTgLgdSDz7VAyR4uAAQjpkrDUrhuG3r+se60c9ZQeurdr+hwarT6pMC3XL16jez9udivjuFSP+PFXAM4q1BuPQJI2M0MUhz+48Q6q9INW83Jqm11ASXWWVU/xZJJsjRGSWEADFXGRPnkvwY0mCmR0dTmjv7U+eo69NbgJ+nHv3aI0yUfm879cS61atVSd+mG5x0EPI+6hWr9tJCuPx7gXMQI9VMwJH6QdtipWsbidBtB7PGIAImHjVWx/Rz264c7YziwRwBj4jkANmSCACUp6Sgli/9ABJQxMk2cU55ViQY+8wg1ij9M+48kUgr7EImt9bAdIeqNxkXGXHUbPx9ofbs6h0zdMimIB7hMCBPq0daqyzgdyXIfkr1BnCKDAdHn6969uzoRkS3v1B8bjCsALEAXEsCLiqWSpctSscL5nbJHig9B2ElK1r2RHn3sPipXphQVL3SW3i9SuIjuci3T36hUqVJ03333kWzgpI2ODPw7jVFI1M2pUcCJfLiwDGYKx7AAxuBsmY0QOyzrk1GhURerD5bYYNcwBKs7zkVq4aAB+41gLFI+sW+SsGuGPoYVsNER5pdawIwVy9/ignJEvfCipP28ZNFCXrXh2Ip+fT++IRIc3skLf5nLy9bZTmn+U/swkC7+93SNIaaPgRcsYE6nmzYWn9NH6L5hGYzp8jrg8PFAC2MuzLi3Le0wSx9bHuAIEOKHJTvY/cwNPDyfI8A7Aedl1nSirvb9kQWmw6FBwjQ3cevsVzeM+51M3ZDmZNKdoMgnvO2plAESPxwvoSpCjRTmUicZ2B4e7r+EMXVcUrhA1S1YcrEt+8MPP0yyhwvJjsdqXLHnheEUlRnTQAwTuA/YZlmQcTXtV2acaYS8DHUQLPi9EWoxymz1g1oJIxI8GGH7ednRmfr370+yX4qO1YI2oEFGAXVCvS3gXIBul76jXOP5gFhXmhPddyc9ISZDM4G1cJ6E8/8+RhfEjho1Shfbyud2dteCxBOGBe/oD9tMYPLzvv0n3mnL/02hcQWpBClmAZIbO7xhUyLsnQmJJ4YjvY20mQXcy+w+FGD8yzTYs/+SxJ71JJyr8ckNp9byo/XvKmNzsnxHZ6kIM2n1BJDaWiMdgmyZRzJPk955aQCN//gLWrllv8Yfa819Z0f/2UBfiHVw8Uaf1VMYSNPl9B9IL2lEVEqhzvBeJNP8SPr0alTBmKVsT6+eaZEWQTqIekxK3EmfvTyYrkmoTuXKlafy5cpR3cbX0csTfiRNkV7Hnz5/mS69uB1989tO3/PptExN9eWz6us36fLml9OEX9brfV9bln4acPAAF0CQ3HAJMEHtAijEiEKyNpBkJYX6ZUP9wHgAINJh9kalanWoXomj1O+BgTRdplRpMDylHxP/WkgD7+1FX/66WW8HaHm+Z3Lwr6mZ1hDAgy4aEqia+fLl0zHLa65pr77jMbNl39p5dEeH1nRDv8G0cEs0lS1dgkqUKk1Hds6lfre1ozsefZ92y3QzhIP7d9G6PzfQgcMyZOEO6bQ5sn+P3F9H+w4lu+9meO4BLkOyhH8kQGUtuqw20H6b7DdCCQkJCjYwJiSDLHmhjh1vUeeRh8Q9lXjfy6Ty6f0tA2ImqXI62upswKtbty7NnDmTZPt5mSCwRRxn/kqUcpCe7tmTPp2+jm55eATN+HkxLfptCS1Z/Bv9On8KPdK2Lo1+oT+9Mm6eVicyIkrmsebTGS9oqAJ/ETJYjzmusnXECasfMg4ZT1hSL8EZUQAMKK62SKyU6kgSbpJlX06qIT7tbr3lRsqX9AvJUmthphQ1vkCbUg0s/SQFg9MiNdO1sjMqSzAeNuDhXZB+MKzIFhvacd064yV6c+YqanHnCBr7fE9pYqQxkXriWKTCBfTcR6NpY0Ir+m3qTOLbL6YoUUGhRUZFp08flPw03xg5CsaiZSaMAVxv/MsfD3D/QpzcdAsMiJYZ7n7Rr/n0009Jtp6gJwc9QXVrVaetc6YpQxUsfLbOSw2se7GihSicmUWMHmLVBDhSaMrUecQlalKXHu3hfJ1SRcX0Saf0aWL5q9CIL76i3UfyKUDlIemWJdP+vf/QgYP5KTVJVEcBHfpwsXExtPdAog7WZ6ocuIgZzjR0VcM7PRkKoKUH6DD/EisPxJEHnV20iMZFR0ULvxykOV+PoyJbylGqdNJMwkXIc/vXz6M9qTnn7vlk6vdvaUQ2EwtuIvgQrdm+g+IrlKWa5YqJ2JL+rutBNEwYjiheri4VT4/niDhKOvAnDXmoM31YNE6GWgS5ElQtl6GWA9s20tbDsRQT5amU6STzDkYBgA6Mgh/6NxYihPGId9PYF/rRWIsMPMaeRdEn0U8JfCxUrrHyjoCVlGSKk536ooUWgMhx3VIBnaw4J2lf1KikCTiVjkofNzFW4iEq00NUchLJjB2hZ4wC1eIzO3oSLjPK5OJ4bcWFqcA46LdEinRDJ4UjilHHB/rQ1Y3KUlJymiPhIqNiaP+G+TTkhbEq+cKSNIIsHQ2QfliBswrS/sSjtO9wkkQCAnITyNOAAW6hTfIRTSNbxAuQkiiucA0a+Pqn1OHCMtLXFboJWFOlXxst/bhlE4bRHc9+QknHcGiZHXf0AHccSfJOBIYF0JIj+OZRFKCmV3ekTi0rH0eEgysL0JsvjTt+FsZxKUM1QlYiAHGRZ9EVjerQ8x99SnMW/o+aV26ojQ1UaATQBNj7cMBNNPInoknzJlOMrEhPlb+FixajwoUKaTr3n6KFCpC/Numg151Mz93q63E3vYi8RgGZSiXqFoJonL6QfpKULAPm6VHheohIV4cvurEz1S5xgF4f+Cwt2LRPpRWAhp/om7T+50/phZenUGrphlRWsJMkOIUmkCzbWEAVx3Q0HFOSfcfjaZNCfy78jt5+6w2aMmchHVGC+ajnSbhw5Z6sLreomOjfySGTcKL7mTwWStHomwnfR5RsQkNlVfnNDwynyy7ZRg8P6kdXnVtBVcmVc9+mZwa8QzvPaUmvD+ihltk0WUYUFxsjlkzQRwgkP1PLcYRKjnmqPkAzLZ/xAd1734t0SIxTiSkfUrdHX6beNzWlmAhRQUOJHl5ZcpAColqi82+q1XElgdFA7qfAkhDGAXiBAt2i+7P0enQxGvL86zTorutpkKtOtWR616hXXqDrzi+vsSmH99O2rTvoUCadtORDB2j7tu1yX0ShhFXLVlPjPm/SsJ4taMW4p6nH6LfoyssvpDolZGaPpvD+5HkKROUvQtWqV6Wi8bEZ0iIyrhBVkUHy4gXjMrwfXpEyJil9uRu6PU4XNW1D38+aS5uPylQ3GfQvUKwOtWydQNXKFxTVUQxHMqhd+6LraMiL9alJ1cJaTZVychaZ3nGrcEEbenZIOfq/miUkNoKuuuMxahtbgPZvWUULdqdQ3aYXUPF8AKP04EQXDctgs+K91QJn+vl8U9yTE3fziuWredf+Yx5g3TmnHN7La5Yt5+17fY4kT2JivPvx0DuXGf4yeybTcslYW6b3/u1GGjawlZCybxMP7XUZU3wVfuSjH51HPAmnbVZe/uPrtEXHF6M6dWUgOJMQla8w1ajna+GRJNOuXibPh1y06JZYlwsDCIZHTFHGxGZsWhSVvnERyi0g0lklUTL3NNKnk/pVB5beFJGGvvs+O2SkaAzX9HyB6jf/iYaMfZd+OL8aNa9Zym+Q3S8T7yKPUUCtb/+2wNSsc7mJLjB4RFFMbKzu6ymefcT4Ea3GEXctsc+KbsOYAdiQLsJ9P+0obVu/gf5JLUDV6zamljd2pAp/76ZN23xLe7xhATdl8/K5MBNa9kx4CmylzJn5/bxMPFfdUw/ShKH3Ud8h79Nfm/6ipTO+pBXJ0VSiyNmayFMpXbTyTj0KnDEFYmS2Tu8HaXH3/tRi9FNERatS98eeoRYNymnWHuDOmMJZl4H2JUS109kOnijJOsIGOaeStS6jkV9OolX/20xxpSpS7UplCUPqGAP0ABfkj5HR6zCDH2BDP8EL4U8BMUlSfNEK1PjCCloZ3dJBjDFoQ70+XA5+X3wYAA0zPAA2rFNr37697seBYuG+F8KPAhinA8jwbdGYilXFqcSxMyfKOwkWBfBhoD6uXr1ad0nGHhxYIIoZ6gg2wBqs8njvyToKYHgB31any7myDVuV0teK+CQAzrE/ByQCfuHCqOvWrSO4nZLt7Aj+AcSTK1177bXO5zEJh/rgw3kh/CkQll/RQAVGhMjG3hzYFi2UGVNVi3R+OXjwIInLYEpISNBt6rAh608//eSADfVDeoAMv8TERFq/fn3YNCThD4vsq0HIAw7MB10YwVr8zZs30+jRo9XrJ3ZLgt80bBkwffp0OiyrchHwjD2nETn0B8BBuU1CzZ49m26++WbZKasjNW3alODFFE43ZJtuLSHSo9yWHupmt27d6MCBA+oVx2iQQ9XxXnumFJAPGDZBmFHLKr7PdC/5J5980in7/fffz+JymC+88EL+9ttvnXhh3kx31HUSZdMJHEpYWLFiBT/11FMs/TOWbcb9HE8gDerm3kFY/J9xly5d1C8A9s03ZyWojxfClwJofUMyGGOJc0GWfQVZnBH6lVO2eVNvMEiHH5j1l19+4RtvvJHLli3LAOOqVav0Gbvvl0E2XrjfJ26UWLyUcuXKlVk27eEhQ4Y4wLIJ2EhvAek/+OADbtSoEYuPNxZXUwwvNwjudJbeO4YXBUIKcGAoY0Jr7adOnareYCAhECAJTNK5Se1mxjfeeIOrV6+ubozA7BaQtzudxWfl0cqPPMWpBstekCy7AHPfvn0ZUgsB5Uc6HE0KAmji543F35u6moL7JembOukzqrPe9P6EFQVCCnBuyoHBADrpk3Hnzp25Z8+eDKa0AIY1UCLOmNgYWNzw8jPPPMNi/ePmzZvz5MmT7dEMAevcPIMTAwXe/fTTT3OJEiVY9rVnSGMLqAPSWVrEr1+/XtVHSObevXurpLb0qI87rcV7x/CkQEgAzqSOOJ5QzycmJSxevHnygAEDeM+ePSdFZTcQxdE8t2jRgsVFL8ugMou7ppPK43QSwUsLVEYx4qhUE9e4LBZGJyurj0VAgvXq1UsdSjZs2JDFB4Dd0mNger+b3kVYUiAkAGeUA7AgkZYvX65RbkmAlv5UGBBpTTLgWRhSoN5B6rz99tt+4D2VfK2s7rIhbuHChVylShWuWLEii/813rhxoyVV9dH9Djwr/qlVfYS6OUrcSu3atcsvvZXdifROcgUFcgRwYCaoWfDWiWASDedQA9u2bat9G3c87p1OcDOumNZ54MCBLBugcoUKFVi2+3ayRDo3KJwbJzgRd08sJn6W4QkW877ji8weQ55uibtlyxaVuPHx8dypUydeunSpJdWju7x+N7yLXEEBB3BYGi6eVDJ1O6f3Zdl5RovSffdSFDhYmi68m2kwxn7ooYf4hhtuUGC5+ymwSjZr1oxlIFjzOB0QZPry9Bs7duxgGdtSa+Zdd93F8BVtwQ0Oi3MfUX78MDQBlRESCm58J06cyDKg7U6qQLPyA2hwfAgf3FBx3X1Kv4e8i1xNAQdwp1dLsbaJYeOYUduXS1pKMidnsieEMSAYFmZyWPLAwMbouP/NN9/wunXrNDPcy8pgUhP5Qq2DQUUGmVmmVfHOnT7n7iiLpQt8t8WjP1igQAGVmIFpkDcaEQsAF+oKo8jjjz/O+/bt01vIK6vrZ+/0jqFJAQdw+3Zv5dVrN/DBIyl+JTV+P/j3Nl695k8+cNjn3hWM4mAqeR+vXblMx71W/LnRkYIGLr8M0y/w/ODBg/nWW2/VGKQNFvPhPfYuHAG2WrVqqar5/vvvO8V1gwaR7ufee+89XrJkiabFOJmBx51mwYIFqjZCfewig9jWiOAhA65m4P3JMxTAPoQSUnn6qKf40qvv5p/W+sZ+fGDBeJGPFj+PGcIXJ9zIc9b6pIBKtZREnjtxFHe7sTXXqFiWy0u/qHzNBtylz+M85ddN+qDwswNAX07HBnCXLVumg7vDhw9PT+sDAiSMAcKeyeoj8jeQIG+M8/Xo0UP9QgMcKBvCicpiwEF+1sCgrzhs2DCVaJglAimOOAS3+qwR3p88RQHy7RSWyp8+fzefXaUFf7fU54DcAJecDrgZL/fmQsXP48nLtvgIdPQffv+5nlwcLrQKl+ErOtzCnURatW/VBF6BuEDZC3jkxIWaVnZG8gOdMSeOkyZN4q+++sqXDugMcrCy2GunTZum0g5TsGBgcQektQDguAFr8VOmTNFhgUqVKrEst3FmieC+gdPSese8RwEHcJ+/3IvL172SZy77R6WLj5lSWbyo6PWsEf249DkX8tTlW5VK80cP5BKyz1idy3rw96s3cOLhJOm3pfCRg3v493mfckLR/Hx2zRb81TKfRIRBJpSDGwyYEYJZH5itUrNmTe3rucfTADw3+FAvGHnuvPNOlknI/OCDDzKGOCxNMNXlUKaxVzaZxW4S7rOXenK5Olfx3LW+jT4DifPjGw9zqfJN+Ntl2+RWMve6tDgXrtyIZ/8VmNJ3/ceUV7lI3Fnc4ZF31aiSBgNBxklDJtYAYgVCHwyWVFkUqnM0bWqW3ccRqqLM/udixYqpeixO3P1mxATm6X7WO897FDi2PEfWlqUmJ9KOrZto544dtG3bNtq+fTtt2bqddu7cQTv+3isue2TBZ6Tsu7F/IX3xywGq2bYnJci2DXC9KtjVXVKEhLqAoWrLDnRL7Rj66btptPagrF4WPVMAd6aLG7L1eVu4anVo0qQJTZgwgebPn08yGE9iWKFHH32UZOxMaSOGE5IJxiRDGSR9NvUhfdNNN1FcXByMUVpWyzNbC+5lHjYUSF/xnUpRsXH0959zqVuHSyg2GmvQsMTfV48o8XF8dN/fdLD0+eo18sjaxfR3RCq1qgaPIxIkoS8tfEymgyqmOJ17aW16/5sttHsvU80C4osMTBgGW/a6QYIy165dm2bNmkUyEZpE1aQPP/yQZCmQLgzFmjas2sa2CCLNnHVs7jzChhu8gmY7BdIBJzCR7ZpjzipOdRpcSKWLRJEYCgVE2LIggvLlj6YtK5fQb/sRF0lHE/dQtACnQrEiItUCMZQOOXkuLr6oWEH/FtetWEAanrs5ADgAHbZAkBn/uhhUBrBJxtJ0EelFF12kH8kNtmz/at4LwpYC6SgQZ+vJyVSkfAN6avhourxuEVUTZXW/7JkeQTGCrlkj+tItL8wlGeamwtUaUQzH0obt/wgA00RVRP3TRZcwp0q7tIO08felVDC+HhWIx6588B4SBuINVQkIBjoxrJAMdpOMHzopxFrp2wYbxPKCR4ETUCCAS6AS+lp0gAaMhp8Y5eQoSRGZmkJUugk1LZtG878aQ38dlt2JJDrdY6sqlJKaDm1cTJ//sodqNLiAqhf1JcjIEcIJyhcyt0EHbGUHSYYfpJ5YH3VPetzzdW4E3gAAAblJREFUgkeBk6FAAOCO7RsChrIf+MnXM8OJqIeRJeiOO9vRljkT6PEnP6UjAsZ0b64+kPIuerHXw7QypSRd37EDFZS3pIqKaWlOpmChmgZ7jRjAfC5qQ7WkXrlCkQJOxwrgQssNKQaG8v9J0dPvC240tO/1HD3462Z67oWb6bfFn1GPzjdRufhI2rdlMb3x6mv0y9ok6tT/FbqnbX0Rf7IpjvpPDkUSnHqZDHCn/qT3RF6ngAO4KPFTHCt+jDOTQgAM3PnY/ZgiVenRV9+ktPgB9NG339IDMz+VMT1BY1QMlSxfhe59/mka3OcGKqTSMSpMe295nT28+mc1BSIwGA274rrFc+iHVfuoVZsrqXzRWFUn0ZKLYIPQo83LfqRpv22jlu2upopnx+uYmvXJdv25gL6cMkdUy/yUUqAE3SBjUeXjs7qoXn4eBcKfAhGCN1/37LTqAsOBeH48Tl2UvRVFO43yLHenRVXvodxLAQdwMvFPDBviKkm8OUKiBYZ/u6/30P/T4NsvP6M8AvP0rj0K5DUKOIDLaxX36utRICcocNywQE4UwnunR4G8QgEPcHnlS3v1DAkK/D84Ma0pwkxj5QAAAABJRU5ErkJggg==)
Amida e fenol
Éter e amida
Amina terciária e álcool primário
Álcool secundário e fenol
Amina primária e éster
Os neurotransmissores são pequenas moléculas responsáveis pela comunicação das células no Sistema Nervoso, na sua maioria são provenientes de precursores de proteínas, e são normalmente encontradas nos terminais sinápticos dos neurônios. Essas moléculas são liberadas na fenda sináptica e agem em receptores pós-sinápticos localizados no neurônio pós-sináptico, fazendo com que esses receptores se abram dando liberação na maioria das vezes à íons, dando origem ao que chamamos de transmissão sináptica, onde um impulso nervoso é passado para outra célula. As respostas dadas pelos neurônios à um estímulo vai depender da característica do neurotransmissor e do receptor, essas respostas podem ser excitatórias ou inibitórias.
Dois exmplos de neurotransmissores são a adrenalina e a noradrenalina, que são produzidos pelo organismo a partir da fenilalanina. Sendo assim, a analisando a estrutura dos dois compostos, é incorreto afirmar que:
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)
Adrenalina possui uma amina secundária.
Noradrenalina possui uma amina primária
Adrenalina e noradrenalina possuem aminas primárias.
Adrenalina e noradrenalina possuem em comum um fenol.
Adrenalina e noradrenalina possuem em comum um álcool.
A solubilidade de uma substância orgânica está diretamente relacionada com a estrutura molecular, especialmente com a polaridade das ligações e da espécie química como um todo (momento de dipolo). Geralmente, os compostos apolares ou fracamente polares são solúveis em solventes apolares ou de baixa polaridade, enquanto que compostos de alta polaridade são solúveis em solventes também polares, o que está de acordo com a regra empírica de grande utilidade: "polar dissolve polar, apolar dissolve apolar" ou "o semelhante dissolve o semelhante". Portanto, analisando os pares de substâncias, podemos afirmar que:
- n-octanol e hexano
- água e benzeno
- etanol e água
Apenas II é insolúvel.
Apenas II e III são insolúveis.
Apenas III é insolúvel.
Apenas I é insolúvel.
Todas são solúveis.
As forças intermoleculares são de importância vital para explicar as solubilidades das substâncias. Uma regra prática para prever solubilidades é “semelhante dissolve semelhante”. Compostos iônicos e compostos polares tendem a dissolver-se nos solventes polares. Os líquidos polares são, em geral, miscíveis entre si. Os sólidos apolares são, em geral, solúveis em solventes apolares. Por outro lado, sólidos apolares são insolúveis em solventes polares. Os líquidos apolares são, em geral, mutuamente miscíveis, mas os líquidos apolares e os polares “como a água e o óleo” não se dissolvem. Considerando o aspecto da polaridade das moléculas, em qual das seguintes substâncias o benzeno (C6H6) é menos solúvel?
H2O
H3CCOOH
H6C2O
H3COH
CCl4
É chamado de carbono quiral ou carbono assimétrico o átomo de carbono que se liga à quatro ligantes diferentes. Os ligantes podem ser radicais, grupos funcionais, etc. Consequentemente, esse carbono sempre será saturado. Ele é geralmente representado por C*.
No caso de moléculas com apenas um centro quiral, a mudança de posição dos ligantes levará a um enantiômero da molécula original. Um enantiômero é uma molécula "espelhada", simetricamente igual a original, e tem capacidade de desviar a luz para a esquerda (enantiômero levógiro) ou para a direita (enantiômero dextrógiro).
Essa mudança na posição pode provocar um efeito fisiológico benéfico, enquanto a que representa sua imagem no espelho pode ser inerte ou provocar problemas de saúde. Na síntese de medicamentos, a existência de carbono quiral é sempre uma preocupação, pois embora duas moléculas possam ter a mesma fórmula molecular, apenas uma delas poderá ser ativa. O naproxeno, cuja molécula é representada a seguir, é o princípio ativo de um anti-inflamatório. Seu enantiômero não apresenta efeito sobre a inflamação e ainda pode provocar problemas no fígado.
Analisando a fórmula estrutura do naproxeno, podemos identificar quais funções orgânicas?
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)
Ácido carboxílico e éster
Éster e éter
Éster e álcool
Ácido carboxílico e éter
Éter e álcool
A gripe suína é uma doença respiratória causada pelo vírus Influenza A (H1N. Apesar de a Organização Mundial da Saúde (OMS) ter anunciado uma pandemia do vírus, autoridades afirmam que a nova gripe tem baixa letalidade e, assim como a gripe comum, as mortes são geralmente associadas a outras doenças ou a fragilidades da pessoa infectada. A descoberta do mecanismo de ação desse vírus admitiu o desenvolvimento de dois medicamentos para combater a infecção, sendo as fórmulas estruturais dos princípios ativos desses medicamentos apresentadas abaixo:
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)
Analisando as duas fórmulas estruturais, podemos perceber que existem dois grupos funcionais em comum nas estruturas. Esses grupos são os grupos funcionais:
Amidas e Álcoois
Ésteres e ácidos carboxílicos
Aminas e ácidos carboxílicos
Amidas e éteres
Ésteres e éteres
Os álcoois, compostos com um grupo funcional -OH ligado a átomo de carbono saturado, apresentam-se solúveis em solventes polares, devido à associação decorrente das ligações de hidrogênio. Assim, os álcoois de cadeias menores (até 3 átomos de carbono) metanol, etanol e propanol são infinitamente solúveis em água, resultado da forte ligação de hidrogênio entre água e álcool. Já os fenóis têm o grupo OH ligado a um átomo de carbono de um anel aromático e apresentam propriedades distintas dos álcoois. Da mesma forma que os álcoois, os fenóis formam ligação de hidrogênio com a água. Contudo, devido ao número elevado de átomos de carbono, os fenóis têm solubilidade limitada em água. Com relação às solubilidades dos compostos fenólicos I, II e III em água, marque a alternativa correta.
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)
Amida e fenol
Éter e amida
Amina terciária e álcool primário
Álcool secundário e fenol
Amina primária e éster
Os neurotransmissores são pequenas moléculas responsáveis pela comunicação das células no Sistema Nervoso, na sua maioria são provenientes de precursores de proteínas, e são normalmente encontradas nos terminais sinápticos dos neurônios. Essas moléculas são liberadas na fenda sináptica e agem em receptores pós-sinápticos localizados no neurônio pós-sináptico, fazendo com que esses receptores se abram dando liberação na maioria das vezes à íons, dando origem ao que chamamos de transmissão sináptica, onde um impulso nervoso é passado para outra célula. As respostas dadas pelos neurônios à um estímulo vai depender da característica do neurotransmissor e do receptor, essas respostas podem ser excitatórias ou inibitórias.
Dois exmplos de neurotransmissores são a adrenalina e a noradrenalina, que são produzidos pelo organismo a partir da fenilalanina. Sendo assim, a analisando a estrutura dos dois compostos, é incorreto afirmar que:
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)
Adrenalina possui uma amina secundária.
Noradrenalina possui uma amina primária
Adrenalina e noradrenalina possuem aminas primárias.
Adrenalina e noradrenalina possuem em comum um fenol.
Adrenalina e noradrenalina possuem em comum um álcool.
A solubilidade de uma substância orgânica está diretamente relacionada com a estrutura molecular, especialmente com a polaridade das ligações e da espécie química como um todo (momento de dipolo). Geralmente, os compostos apolares ou fracamente polares são solúveis em solventes apolares ou de baixa polaridade, enquanto que compostos de alta polaridade são solúveis em solventes também polares, o que está de acordo com a regra empírica de grande utilidade: "polar dissolve polar, apolar dissolve apolar" ou "o semelhante dissolve o semelhante". Portanto, analisando os pares de substâncias, podemos afirmar que:
- n-octanol e hexano
- água e benzeno
- etanol e água
Apenas II é insolúvel.
Apenas II e III são insolúveis.
Apenas III é insolúvel.
Apenas I é insolúvel.
Todas são solúveis.
As forças intermoleculares são de importância vital para explicar as solubilidades das substâncias. Uma regra prática para prever solubilidades é “semelhante dissolve semelhante”. Compostos iônicos e compostos polares tendem a dissolver-se nos solventes polares. Os líquidos polares são, em geral, miscíveis entre si. Os sólidos apolares são, em geral, solúveis em solventes apolares. Por outro lado, sólidos apolares são insolúveis em solventes polares. Os líquidos apolares são, em geral, mutuamente miscíveis, mas os líquidos apolares e os polares “como a água e o óleo” não se dissolvem. Considerando o aspecto da polaridade das moléculas, em qual das seguintes substâncias o benzeno (C6H6) é menos solúvel?
H2O
H3CCOOH
H6C2O
H3COH
CCl4
É chamado de carbono quiral ou carbono assimétrico o átomo de carbono que se liga à quatro ligantes diferentes. Os ligantes podem ser radicais, grupos funcionais, etc. Consequentemente, esse carbono sempre será saturado. Ele é geralmente representado por C*.
No caso de moléculas com apenas um centro quiral, a mudança de posição dos ligantes levará a um enantiômero da molécula original. Um enantiômero é uma molécula "espelhada", simetricamente igual a original, e tem capacidade de desviar a luz para a esquerda (enantiômero levógiro) ou para a direita (enantiômero dextrógiro).
Essa mudança na posição pode provocar um efeito fisiológico benéfico, enquanto a que representa sua imagem no espelho pode ser inerte ou provocar problemas de saúde. Na síntese de medicamentos, a existência de carbono quiral é sempre uma preocupação, pois embora duas moléculas possam ter a mesma fórmula molecular, apenas uma delas poderá ser ativa. O naproxeno, cuja molécula é representada a seguir, é o princípio ativo de um anti-inflamatório. Seu enantiômero não apresenta efeito sobre a inflamação e ainda pode provocar problemas no fígado.
Analisando a fórmula estrutura do naproxeno, podemos identificar quais funções orgânicas?
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)
Ácido carboxílico e éster
Éster e éter
Éster e álcool
Ácido carboxílico e éter
Éter e álcool
A gripe suína é uma doença respiratória causada pelo vírus Influenza A (H1N. Apesar de a Organização Mundial da Saúde (OMS) ter anunciado uma pandemia do vírus, autoridades afirmam que a nova gripe tem baixa letalidade e, assim como a gripe comum, as mortes são geralmente associadas a outras doenças ou a fragilidades da pessoa infectada. A descoberta do mecanismo de ação desse vírus admitiu o desenvolvimento de dois medicamentos para combater a infecção, sendo as fórmulas estruturais dos princípios ativos desses medicamentos apresentadas abaixo:
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)
Analisando as duas fórmulas estruturais, podemos perceber que existem dois grupos funcionais em comum nas estruturas. Esses grupos são os grupos funcionais:
Amidas e Álcoois
Ésteres e ácidos carboxílicos
Aminas e ácidos carboxílicos
Amidas e éteres
Ésteres e éteres
Os álcoois, compostos com um grupo funcional -OH ligado a átomo de carbono saturado, apresentam-se solúveis em solventes polares, devido à associação decorrente das ligações de hidrogênio. Assim, os álcoois de cadeias menores (até 3 átomos de carbono) metanol, etanol e propanol são infinitamente solúveis em água, resultado da forte ligação de hidrogênio entre água e álcool. Já os fenóis têm o grupo OH ligado a um átomo de carbono de um anel aromático e apresentam propriedades distintas dos álcoois. Da mesma forma que os álcoois, os fenóis formam ligação de hidrogênio com a água. Contudo, devido ao número elevado de átomos de carbono, os fenóis têm solubilidade limitada em água. Com relação às solubilidades dos compostos fenólicos I, II e III em água, marque a alternativa correta.
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)
Adrenalina possui uma amina secundária.
Noradrenalina possui uma amina primária
Adrenalina e noradrenalina possuem aminas primárias.
Adrenalina e noradrenalina possuem em comum um fenol.
Adrenalina e noradrenalina possuem em comum um álcool.
A solubilidade de uma substância orgânica está diretamente relacionada com a estrutura molecular, especialmente com a polaridade das ligações e da espécie química como um todo (momento de dipolo). Geralmente, os compostos apolares ou fracamente polares são solúveis em solventes apolares ou de baixa polaridade, enquanto que compostos de alta polaridade são solúveis em solventes também polares, o que está de acordo com a regra empírica de grande utilidade: "polar dissolve polar, apolar dissolve apolar" ou "o semelhante dissolve o semelhante". Portanto, analisando os pares de substâncias, podemos afirmar que:
- n-octanol e hexano
- água e benzeno
- etanol e água
Apenas II é insolúvel.
Apenas II e III são insolúveis.
Apenas III é insolúvel.
Apenas I é insolúvel.
Todas são solúveis.
As forças intermoleculares são de importância vital para explicar as solubilidades das substâncias. Uma regra prática para prever solubilidades é “semelhante dissolve semelhante”. Compostos iônicos e compostos polares tendem a dissolver-se nos solventes polares. Os líquidos polares são, em geral, miscíveis entre si. Os sólidos apolares são, em geral, solúveis em solventes apolares. Por outro lado, sólidos apolares são insolúveis em solventes polares. Os líquidos apolares são, em geral, mutuamente miscíveis, mas os líquidos apolares e os polares “como a água e o óleo” não se dissolvem. Considerando o aspecto da polaridade das moléculas, em qual das seguintes substâncias o benzeno (C6H6) é menos solúvel?
H2O
H3CCOOH
H6C2O
H3COH
CCl4
É chamado de carbono quiral ou carbono assimétrico o átomo de carbono que se liga à quatro ligantes diferentes. Os ligantes podem ser radicais, grupos funcionais, etc. Consequentemente, esse carbono sempre será saturado. Ele é geralmente representado por C*.
No caso de moléculas com apenas um centro quiral, a mudança de posição dos ligantes levará a um enantiômero da molécula original. Um enantiômero é uma molécula "espelhada", simetricamente igual a original, e tem capacidade de desviar a luz para a esquerda (enantiômero levógiro) ou para a direita (enantiômero dextrógiro).
Essa mudança na posição pode provocar um efeito fisiológico benéfico, enquanto a que representa sua imagem no espelho pode ser inerte ou provocar problemas de saúde. Na síntese de medicamentos, a existência de carbono quiral é sempre uma preocupação, pois embora duas moléculas possam ter a mesma fórmula molecular, apenas uma delas poderá ser ativa. O naproxeno, cuja molécula é representada a seguir, é o princípio ativo de um anti-inflamatório. Seu enantiômero não apresenta efeito sobre a inflamação e ainda pode provocar problemas no fígado.
Analisando a fórmula estrutura do naproxeno, podemos identificar quais funções orgânicas?
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)
Ácido carboxílico e éster
Éster e éter
Éster e álcool
Ácido carboxílico e éter
Éter e álcool
A gripe suína é uma doença respiratória causada pelo vírus Influenza A (H1N. Apesar de a Organização Mundial da Saúde (OMS) ter anunciado uma pandemia do vírus, autoridades afirmam que a nova gripe tem baixa letalidade e, assim como a gripe comum, as mortes são geralmente associadas a outras doenças ou a fragilidades da pessoa infectada. A descoberta do mecanismo de ação desse vírus admitiu o desenvolvimento de dois medicamentos para combater a infecção, sendo as fórmulas estruturais dos princípios ativos desses medicamentos apresentadas abaixo:
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)
Analisando as duas fórmulas estruturais, podemos perceber que existem dois grupos funcionais em comum nas estruturas. Esses grupos são os grupos funcionais:
Amidas e Álcoois
Ésteres e ácidos carboxílicos
Aminas e ácidos carboxílicos
Amidas e éteres
Ésteres e éteres
Os álcoois, compostos com um grupo funcional -OH ligado a átomo de carbono saturado, apresentam-se solúveis em solventes polares, devido à associação decorrente das ligações de hidrogênio. Assim, os álcoois de cadeias menores (até 3 átomos de carbono) metanol, etanol e propanol são infinitamente solúveis em água, resultado da forte ligação de hidrogênio entre água e álcool. Já os fenóis têm o grupo OH ligado a um átomo de carbono de um anel aromático e apresentam propriedades distintas dos álcoois. Da mesma forma que os álcoois, os fenóis formam ligação de hidrogênio com a água. Contudo, devido ao número elevado de átomos de carbono, os fenóis têm solubilidade limitada em água. Com relação às solubilidades dos compostos fenólicos I, II e III em água, marque a alternativa correta.
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)
Apenas II é insolúvel.
Apenas II e III são insolúveis.
Apenas III é insolúvel.
Apenas I é insolúvel.
Todas são solúveis.
As forças intermoleculares são de importância vital para explicar as solubilidades das substâncias. Uma regra prática para prever solubilidades é “semelhante dissolve semelhante”. Compostos iônicos e compostos polares tendem a dissolver-se nos solventes polares. Os líquidos polares são, em geral, miscíveis entre si. Os sólidos apolares são, em geral, solúveis em solventes apolares. Por outro lado, sólidos apolares são insolúveis em solventes polares. Os líquidos apolares são, em geral, mutuamente miscíveis, mas os líquidos apolares e os polares “como a água e o óleo” não se dissolvem. Considerando o aspecto da polaridade das moléculas, em qual das seguintes substâncias o benzeno (C6H6) é menos solúvel?
H2O
H3CCOOH
H6C2O
H3COH
CCl4
É chamado de carbono quiral ou carbono assimétrico o átomo de carbono que se liga à quatro ligantes diferentes. Os ligantes podem ser radicais, grupos funcionais, etc. Consequentemente, esse carbono sempre será saturado. Ele é geralmente representado por C*.
No caso de moléculas com apenas um centro quiral, a mudança de posição dos ligantes levará a um enantiômero da molécula original. Um enantiômero é uma molécula "espelhada", simetricamente igual a original, e tem capacidade de desviar a luz para a esquerda (enantiômero levógiro) ou para a direita (enantiômero dextrógiro).
Essa mudança na posição pode provocar um efeito fisiológico benéfico, enquanto a que representa sua imagem no espelho pode ser inerte ou provocar problemas de saúde. Na síntese de medicamentos, a existência de carbono quiral é sempre uma preocupação, pois embora duas moléculas possam ter a mesma fórmula molecular, apenas uma delas poderá ser ativa. O naproxeno, cuja molécula é representada a seguir, é o princípio ativo de um anti-inflamatório. Seu enantiômero não apresenta efeito sobre a inflamação e ainda pode provocar problemas no fígado.
Analisando a fórmula estrutura do naproxeno, podemos identificar quais funções orgânicas?
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)
Ácido carboxílico e éster
Éster e éter
Éster e álcool
Ácido carboxílico e éter
Éter e álcool
A gripe suína é uma doença respiratória causada pelo vírus Influenza A (H1N. Apesar de a Organização Mundial da Saúde (OMS) ter anunciado uma pandemia do vírus, autoridades afirmam que a nova gripe tem baixa letalidade e, assim como a gripe comum, as mortes são geralmente associadas a outras doenças ou a fragilidades da pessoa infectada. A descoberta do mecanismo de ação desse vírus admitiu o desenvolvimento de dois medicamentos para combater a infecção, sendo as fórmulas estruturais dos princípios ativos desses medicamentos apresentadas abaixo:
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)
Analisando as duas fórmulas estruturais, podemos perceber que existem dois grupos funcionais em comum nas estruturas. Esses grupos são os grupos funcionais:
Amidas e Álcoois
Ésteres e ácidos carboxílicos
Aminas e ácidos carboxílicos
Amidas e éteres
Ésteres e éteres
Os álcoois, compostos com um grupo funcional -OH ligado a átomo de carbono saturado, apresentam-se solúveis em solventes polares, devido à associação decorrente das ligações de hidrogênio. Assim, os álcoois de cadeias menores (até 3 átomos de carbono) metanol, etanol e propanol são infinitamente solúveis em água, resultado da forte ligação de hidrogênio entre água e álcool. Já os fenóis têm o grupo OH ligado a um átomo de carbono de um anel aromático e apresentam propriedades distintas dos álcoois. Da mesma forma que os álcoois, os fenóis formam ligação de hidrogênio com a água. Contudo, devido ao número elevado de átomos de carbono, os fenóis têm solubilidade limitada em água. Com relação às solubilidades dos compostos fenólicos I, II e III em água, marque a alternativa correta.
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)
H2O
H3CCOOH
H6C2O
H3COH
CCl4
É chamado de carbono quiral ou carbono assimétrico o átomo de carbono que se liga à quatro ligantes diferentes. Os ligantes podem ser radicais, grupos funcionais, etc. Consequentemente, esse carbono sempre será saturado. Ele é geralmente representado por C*.
No caso de moléculas com apenas um centro quiral, a mudança de posição dos ligantes levará a um enantiômero da molécula original. Um enantiômero é uma molécula "espelhada", simetricamente igual a original, e tem capacidade de desviar a luz para a esquerda (enantiômero levógiro) ou para a direita (enantiômero dextrógiro).
Essa mudança na posição pode provocar um efeito fisiológico benéfico, enquanto a que representa sua imagem no espelho pode ser inerte ou provocar problemas de saúde. Na síntese de medicamentos, a existência de carbono quiral é sempre uma preocupação, pois embora duas moléculas possam ter a mesma fórmula molecular, apenas uma delas poderá ser ativa. O naproxeno, cuja molécula é representada a seguir, é o princípio ativo de um anti-inflamatório. Seu enantiômero não apresenta efeito sobre a inflamação e ainda pode provocar problemas no fígado.
Analisando a fórmula estrutura do naproxeno, podemos identificar quais funções orgânicas?
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)
Ácido carboxílico e éster
Éster e éter
Éster e álcool
Ácido carboxílico e éter
Éter e álcool
A gripe suína é uma doença respiratória causada pelo vírus Influenza A (H1N. Apesar de a Organização Mundial da Saúde (OMS) ter anunciado uma pandemia do vírus, autoridades afirmam que a nova gripe tem baixa letalidade e, assim como a gripe comum, as mortes são geralmente associadas a outras doenças ou a fragilidades da pessoa infectada. A descoberta do mecanismo de ação desse vírus admitiu o desenvolvimento de dois medicamentos para combater a infecção, sendo as fórmulas estruturais dos princípios ativos desses medicamentos apresentadas abaixo:
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)
Analisando as duas fórmulas estruturais, podemos perceber que existem dois grupos funcionais em comum nas estruturas. Esses grupos são os grupos funcionais:
Amidas e Álcoois
Ésteres e ácidos carboxílicos
Aminas e ácidos carboxílicos
Amidas e éteres
Ésteres e éteres
Os álcoois, compostos com um grupo funcional -OH ligado a átomo de carbono saturado, apresentam-se solúveis em solventes polares, devido à associação decorrente das ligações de hidrogênio. Assim, os álcoois de cadeias menores (até 3 átomos de carbono) metanol, etanol e propanol são infinitamente solúveis em água, resultado da forte ligação de hidrogênio entre água e álcool. Já os fenóis têm o grupo OH ligado a um átomo de carbono de um anel aromático e apresentam propriedades distintas dos álcoois. Da mesma forma que os álcoois, os fenóis formam ligação de hidrogênio com a água. Contudo, devido ao número elevado de átomos de carbono, os fenóis têm solubilidade limitada em água. Com relação às solubilidades dos compostos fenólicos I, II e III em água, marque a alternativa correta.
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)
Ácido carboxílico e éster
Éster e éter
Éster e álcool
Ácido carboxílico e éter
Éter e álcool
A gripe suína é uma doença respiratória causada pelo vírus Influenza A (H1N. Apesar de a Organização Mundial da Saúde (OMS) ter anunciado uma pandemia do vírus, autoridades afirmam que a nova gripe tem baixa letalidade e, assim como a gripe comum, as mortes são geralmente associadas a outras doenças ou a fragilidades da pessoa infectada. A descoberta do mecanismo de ação desse vírus admitiu o desenvolvimento de dois medicamentos para combater a infecção, sendo as fórmulas estruturais dos princípios ativos desses medicamentos apresentadas abaixo:
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kUeFtGzgZwBrEBWYNyGUFVdEmgJFASWGAJWOe5rPMBbO574CJPdALAk3LCnBVbmr1J6sUFLzP4lAdQ9uCDDw533nln+z6cNC8ayAfI2QZ1Fu5LX/rScMUVVzQwB7D5hhugdtRRR7W3P52LQxfApm3ONSc/5x7NABaH9rjwEaCGZuBLXqF7PnouoTbjpLtPnLrk41MHGlzz5dZWAqsK3nRu78YDok+b+nU/UDOQxeV66vQXfSWBkkBJoCSwbQlY0wNq5O7BCdDjDJotRG9fBpREP8gfECPOtS1OVjYWNxY0Z9ZskfrnBtY134NjpbP9uTQDcRtnnw8B1gA9264sbLZXWduck3NWjdVM2+jg0Ohem9FLtk5DV9LRE36yjdoqmP24x3vKiFenOF45aVwAofiAwgA/bXABiJFRi6yfNZPADoO3dHQo1OGJEy6K62nNdQ6OGpwZkElbFL6KzpJASaAkUBLYugSs6zywYr3POg/gAClJTy39ffIKU1Y5LxT4JprzcPfcc087w8YaZ6vU+TbffQPOxPm2HOvdxhmQSxnbsdoOcIsOQoNrbaA37Yt3La3PG7qS3oeuuQCwvi515F6YtoBELmntZvYzbjfxFa6NBFYFvM0jTceOO3devinGhe48deR+irQWTSWBkkBJoCSwOhIYr/Xux3FpaV584hgxAC8vIPAscV5UsH3qRQQf2WWFc1bu/vvvb1a9M844owE6VrlshcZqlnAMytJeaBKO48b3fd55+fv0vmyuexqWy9vH1/XaSGCHwdvakLX+tWayhBIDN4M3cRWWBEoCJYGSQElgngRsI0Zv+Maab7M572Zb1HfbfO/tgQceaB/fzb8v+I9SVrD+syTu6aPSP/OkvPvGFXjbSt8HwPXm461kr6SSQEmgJFASKAk0CWSb0U3OifmsiLNs/qwecHMmzj85+PQHgKdMgBqwlt2fnC8r0ZYEIoECb5HE5jATxgTK5MvTkyyZTPUUNBJc3ZYESgIlgZJAkwD9kHNkIugNAE4cIOY8nDNt3iL1t1fOkfmYLoubLdOUpYdyHX1UIi4JkECBt62MgwC1srxtRUiVVBIoCZQESgJPkwD9ESOARCCMLvECQoCYv61KvH9YAOKAO+CvL6t8D+Tcl9u9JVAfY9nc/wFqGQ7u43vwNs6X/BWWBEoCJYGSQEkgEgDA6I7okezWiOOBsSeffLJ5aT5FArglv3rE9/epu8KSQFneujHQA7NMGJMnk65P74rVZUmgJFASKAmUBLZIIHqDzmBZA9Q48bmXlq3SpNlazfaqT4FwyvYGhBZZP7u9BMrytsIhEAC3wuyVrSRQEigJlAR2Ywn0BgCAjQ4RB5wBZLx4Z9ykOe8mLuniAtqUKx20Gw+mOazvMHgzqLgM1DltPC3qmeR9WuHtjAidiq+k/eQRZgKl7HaSUMVKAiWBkkBJYDeQAL0BiHH0BweU5S+t8vao829AmXtO2L+wEAAnLfW5LlcS2CHwZoDmKcGgZALmDECDLoMtQEha/2SR9MTLtxZOO3wmVG+qTntJc+86kwt/HH76PC2yfkoCJYGSQEmgJDBHAnRGHN3BAXK9MYDejL6xTaoMaxyfMuL6Mqmzwt1bAjt85g0oMrgywIAegy4DLwBNOpe8EXsPqmJaTtpqhOoHwPr2MxHStnZCJ7rl90SUDyX2E0nZciWBkkBJoCRQElhOAr2eo1ty3+sPuiZ6R3yMHtFVqTtlc19hSYAEthu8ZeBlYAE4+a81FWcwBsTJlzLCfoAmj3Kr7QCxcXs9wJQWj2bXJtQf/vCHBuC8us2H/p7u1aa16isJlARKAiWBXUsCy+kMuqbXT/LFSytXEtiaBLYbvAE4Bl6eFlwzAbNWGYCxVgUoISJ5hAF3sbZl0G6N2Gea1oOy0JEJoy40hM6+biBUfBza5OVCe9IqLAmUBEoCJYGSwEokQJf0jj7hxvE9eBun9eXreveVwHbvAQZ8CQE2gxBA4lmtvv/97zcP0GXwCYEilqweIAGC/WBdre5IewFe6tWOeD7xaAwoS9zvf//74be//e3wu9/9bnjiiSfaeT60469cSaAkUBIoCZQEdkQCdBHdw9E7dFK5ksBKJbDdSCTgJ2DI4APK9thjj2HPPfccHnrooeHiiy8efvKTnwzveMc7hr322quly5+nDUQCROoCANcCHKFL3doFvLTFo2EM2NDjf+a++93vDl/96leHb3zjG+0/5/CEN3WUKwmUBEoCJYGSwDORAJ3DRYe4Z7TIvy0EvCVf8vb3rYL6KQlslsB2g7eAMIML6OKAo1e84hXDMcccM9x5553tP9v8bxt/4IEHDvvuu28Dd/IHPCmnrgxq92vhTJS4vj2Thmdhe+yxx4Z77713uPXWWxuA88r2IYccMuyzzz4tj4mGx/Cb+iosCZQESgIlgZJAJNDrswCw6J3+nuVNfPRQyifs6xGXskmvcPeVwA6BtwAigMa1gfXiF794OOuss4a3ve1twy233DLceOONwxVXXNHA3Hvf+97h4IMPHl73ute1P+VVJp8XYdkygFfbockWbf8yhQmBZu2xytkWfeCBBxq9X/va14Zf/epXwxve8IbhuOOOG975zncOL33pSwfbqOpCZ02g1e6lqq8kUBIoCez6EggYiw7pt03XQv/t+hLdfTncbvBm8BlsLGh5ciBG8YDShg0bmpXtrW9963DzzTe3Lcirr756uOeee4aDDjpoeM973tOsdKxb6uEzoFezOwIw1Zlrbbl+/PHHh29/+9vN33XXXcPDDz/cgOVpp502vP3tbx9e9apXDf44GF3+NFjI43ctaF1NvquukkBJoCRQElh/CfT6YnzdW956nSJfn3f9uSgKpiaBHQZvGDLIONuJrgE6AI4V7kUvetHwkpe8pFniADfbqRdccEHbmnzf+943HHbYYcPee+/dyq/FYO3rDEAU94Mf/GC46aabhi9/+cvDr3/96+HlL3/5cMIJJ7Tt3aWlpUZ3LIommLK1Xdq6qX5KAiWBkkBJYAUSoGu4ALPci3Od+6SL75305dL6fHW9+0lgu8EbURlUAWy96MSzbAXEveY1rxn4N73pTQNgBDTdf//9wyWXXNLOltlKffOb3zy88pWvbNuZ/YB1rS4egOJ7p61MAPHJ77oHW8pJ8wIFKxtroBcTlNf24YcfPhx66KHDC17wAkX/rB738vVhu9kNf2LmB2y5yD7yWU4kySfdVrX8AH65kkBJoCSwK0uA7orLOmk9pB+thUIuaVljcy/d9Vj3pc4Kd08J7DB4I7YMslyPB1qAnLc2TzzxxPYSgLc5b7jhhuHrX/9627Z817ve1bZTvRzw3Oc+t73lmS4x0NWhXqH7cRvJk0kh3bUB71ydc2zf+c53httvv721+cc//rG9QHHEEUe0LVJWwgCSng/Xzrnt7i5yDfAiD3HkDCSL96buk08+OZAtWT7vec9rHkhLf2QsKK9veGnlSgIlgZLAriKBfk3L2met6w0KAW/SrZfJZ41M3qy70vhyJYFIYIfAWyrZWmjwBXhlgNqiPProo5s17u677x7uuOOO4Stf+cpw3333tRcEvJnKUgfEKWPAG8ycAe/JJJMg8UnLRNCmlwzkZW1jaWPx+8UvftHeHj3yyCMbaHvZy17WLEB9G62h+vkzCejHgDIy9+Yt2QJmvuvn0zBe+hC6f85zntPONHrD2NlBQE7f6BdlhMoXMP4zMddNSaAksItJoNdRYc1aKN66aj3s18HoyeSlmwq4RRoVRgJrDt4ySKO4KWyOct9vv/3aVulb3vKWLVuZzsMBWt7yZBXz1qfBbJCrIyArg5nFR5rBLx9wBxhwPv9x5ZVXDtddd93w05/+dHj9618/nHzyye27cz5pAhyqj2VOOdfl5kuAvL1cQkbkm3sfMmbNvPzyy4cf//jHbUHycgdwB+wBx8cee+zgfCOZi9dXAXDpx/mtVmxJoCRQElhMCdBLPGeds25Gz0TXRF8J6Ub5pcmfNGtluZLAWAJrDt40mCeM/trAFP/CF76wWWWcd2Nt86kOLxOwxDmT5s1UH/l97Wtf28BDnmICINQZAGDQmwDK+14b/8Mf/rBNBgDCG64+YaJN5TNZlE+96iv3dAmQUQBXwLJtUkD7i1/84vCzn/2sAe03vvGN7dxgtqlZU6+66qom31NOOWXLwqS+LGBPb61iSgIlgZLA4kogoE0Y/YQbeqfXNUmPDqIX48RJVyauL5u4CndPCewU8GYA8gYen8GYkBL3RurGjRubNc4/G/hG3De/+c2m+P3VFtAFGPinBltw6jPQWdvUyaLDuubTH95oVZZViHXP9+UAQG++mhBAmzaVRYPrfoLtnkNhZVyTHUf+tkidWwSQyfjUU09t5whZ6GydPvjgg83yuWnTpgby9AUQTt5ZpPRdyX5lsq9cJYGSwGJJIGubMNfhwFpKb3EejK2F0ZVCThwXXZn7Flk/u7UE1hy8GYQGXgZv7oUGIkUeJw+AZYvNtinL2Re+8IWB8vdJD+fUpHlrNefh1G3bk7XNd+Rs39mu832597///e3lCMAwYK1vX3toyMQIHRUuL4HICjjzAoh/z7Adevzxx7e3dp/1rGe1/nj2s5/dwLaagG8Az/lG26i2VTl9Ua4kUBIoCexqEghQE1rnstbRN+Kso4CbddR1D8qyxsrX15PrXU1Wxc/2SWDNwRuyDEbgKQO4v5aWQZnQQHYmzodyAS9AjiWORc4nRlhvbIECaN5uBO78pdUvf/nLYWn2KZL8k4N/RmCly5k5bYWGTBD32k3b2yfG3acUOZGdb+MBbu6dWWRVA9zI01OkUD9vmH2s2T9qsMIBbyygPseSMVBy333GTnFaEtgdJWAtjO6x7tFv0TvO/3qYFc8lLenWx/jdUXbF8/IS2CngzcC0TWZAcu4NSHG8awBLyGWgAwOAms94OA9nK5RnZXvkkUfa26NeSvAG6fOf//x2MP6AAw5oFh/ATXtpV93q5U0QPvd9242A+nmaBMgysstCA8Ax/ZM9sO2aXKW75m2hsqaSsW1saSn/tEYqoiRQEigJ7GISyNpJB8XTS162s6ZyrHC+jkDnWR+jK5N/FxNJsbMKElhz8GbwZSAK+8HYXydPHxdg5wUD1jefnWDh8VKDz35cc8017c1FljYvJABuLHV9m8BEXOoW57p34/s+ra6fkkDAWQBv+k2OgDvX6es+dJ0t0/Rt0pUpVxIoCZQEdjUJ0C3WzXhrnr9mtIvke6fODnsAdgzFLoUjQcpYI5WRP670VCRR4ZqDt4jY08RY4buPFSYDNIPTfT/YAQPWHS8u2IpjzWH5WZptk37kIx9p1jZ1xfqjfOpGQz+B3JsY8ohPm+LLLS+BLCT6Qt/lw8Y5t2G7lFyz6JB/PpAsT/4nltzTPyX75eVdKSWBKUvAOmAeWxfG81g8Jz7XuW8Jox95+jr6+5RPXX2+UTVrcqt9a5r1bNw2GXBkwIVW16E3ekxeb+F7qS67SICbNdJnlpzX9mks//jz6le/uq2XqTPy6NtPWwnTZp9HHNfncT8vj/hFdfP4E7c1Pvsy8/IlfV7aFOS0U8BbBnYY7oWR64TL5enTWeLyp/G2R330N98gS/kIfl7b0sbALuUqXF4Ckam+YEGzwLi2jZ0XF9JPQtsCnjC9BQzsedFEufRJ8i7fYqWUBEoCU5SAtcD8BmqsveZyP597UCOve+mZ+3hK/j5dXNaZ5HHPJ21cz2rIZ9ymOhOHRy/B5fuUoQcv0txb35K/5yvpjArWQZa266+/fvj5z3/eXvT6+Mc/Puy5557tQ/J2lJzdBt6OO+64tsvEYOGhOPoqbYc+baUNcfKhKzQkX2hzP3Z93nHaVO57+o0lgNd5d9vMXo4LD8mnv3zKivyki7c1naM8ZKoesiMz6cazPMazdE69qXsqsggdf/X/zVxuFiUkzMcee6x9HNabjrZUc+gzgh6HPW/Set+n1fXKJGAhs0h4CcF/xZoISzMraKxx7h+cva4/1FoAACAASURBVKTgbWHf7AP0PvzhDw/AdiaGltJPK2u1cpUESgLrLQGKjvIUmsvWAUqRc23uU4IcUMNlnsuXvOLUwXPCpKkn8VGy8qzFuq2dtEGZxwUUoaWnB42Ag7jwJy+e0RcwoE7XTzzxRANs55xzTvt0knL+S9t3L4WOA/nOqd0kdbDM+bqCh2JAwnlv9ahbndqPHNTlmksYuQnjky/l5JfW34ubokNn+gd9Xkz0t5q+ISqNMcc4DC9kyJgAKJMVAKe/6Cpb07CCMsCa8mRrZ4jcfbeUrIBCso/cpiiXnWJ5WwvGCb33a9FG1fnnEjCBeuebez7fAkhfe+21bYKxrnnD9ze/+c3wrW99q51NNLEOPfTQ9vKJyZB69N+UJ0fPa12XBEoCT0kgijKgQkrWY2nmtXsK0r185n3mfmpKmeSXLj/nOuuDuD5vyq9GmPZSl3bDV4BSfx9rjXLyosu1PMknjqXNXwYCGj57BVT460eA7eCDD26ATZvqsGYuzR5+vbnvYdcXFIANOxeAiONCzsN5U793kRE5uR47dMT1fPbxSZ9yGHrxQLf4S03eC40+Cea/0cOf/iEzZ+LJGygWB5j5q0xgbsPs6BWZcULjFBj83Oc+14wMzs6PZT01+SwseJuaIHcHekwgE8QiwTNHHzH7CzPuS1/6UgNrDuHGTM1sbUubZRR4Y62zGKae3UFmxWNJYFeTgDXAXLYGRKlm29A9Zeg+64T84oQBN0J5U77Pk/iEKWPtWCuHPh7NFL3QvbaBLg6NaBKy3nDyctlStV3n32aABzsSzrY9+uijbYvU/3lbB33rkgMYIjfbqL6aoJ4TTzyxfVKJ9c0H5+1eeBC2jvp8lodmAASNZBLrZ6t09oO+0Jq40J37RQvxoz84fJOzT4eRixc8WC4BLrLg6B7fF6V/5FUGmPa9UWlc+te1+ln09JeXH7m0124m+FPgbYKdMkWSDG4LjcXKtUWGsw3qfIYnGcCNqZ8J2uKy//77N+8/ZffYY4+28GUhtpiYHOoqVxIoCSyWBMxb89c85uYpOnmiTOVxbw0Rplwfuual81zikm8t1wwKntdWQBl6rVkcsKV99/IATq5519Y965//evZdUqBtaWZN888zLEO2P1nYuPATWfgrSJYi66ZvmPo3IUdQWOJY7nhgBGDZuHFjOxdnTUUPmtUTutxz0rQTnvo2W4YF+cFb+r3XP/himXROkFUS6GJly9ixtc9FRpGDPp3nIiv5eU6ZXM8rs55x87lYT4qq7clKIJMoBJocBjbzcv5/1tOLJ1VPpl5/d7bA+QGLmycg5wiEXL5plPoqLAmUBBZDAhQdRRrlZm3ge4AgjQ+4ke468SnjHjCSBuwlnpKVFiC1lpLRju+sCQEoNFjHeHTwaLOOyWPdQ6946yDQ5vNVtvJY3oC00047rT28AhasQsrECpSy4dVaqJ7bbrutWdv8k9DGGUgD+ryB6jNY0ljz7rnnnraNetJJJ23ZLowVT73LgQ19o71FdejHm/FAjiyYALE+8v/a++yzTwNvZIBPeVnlyNaZN/3Hy68P1SfkossYI+QXz2fsLSfT9ZRlgbf1lP4CtW0gG/SZGBYxA1q8M29M0SaThcqCZrJ4KvJhXhPCgpiFWTq3yAvJAnVdkVoSWFUJUHrWAs564N6WlA+n+3yTNcGc90UAlhDOWiGfw/se8KwftrqsC/Jz1gPxtg9ZsbyM5iFQubi1XDOyLgFC6GQ582kPCjxn0jyohs4AJWDNsRHbnOg97LDDtuw64N8Dq7z4JId4PIX3vffeezj55JPbNp+zV95I/d73vte2WQ855JAWkqf1FYCTdvbZZ7dzcbZi7W5YX9GKvnlyIkd+XlrkO8UQzeSE7owjfJIt2dA1LJ0sl3SQcUXmPZ92isTpT2cKjV/9rB510lO2qMWL49JeX8+U5FPgbUq9MXFaTCIDO5PJE4qF2EFQi7f/N/X0Y6HKP2BgyWJm0TMBLc4WSXnKlQRKAostAcrQVp6tQqCLBYMFy3z38tJBBx3UDpUDadYNB8Z9EkM+xy18+zEKmTJVn7cEPRAeMTtP60C69SIK1PoTpbqaklMn4BUlTpFbw1h4KHRpAJYzZ/6WMXSjAU1oBKBYyLyMAGhx6uXxLgxATFziARHl1EGewKBjKGggMwfvpX3oQx9qNGyavdAAhLA4OcdFzj5gr11A01obWWmL01bCxLWIBfrBA92RM4b0DcDmO3nAMxmxSMZQYJwZV+6Voa+MVeCcLtK/xp9r1lPjzzX58FPWUwXeFmjgriepBrInFwuZCWQRsjh4OrVdYPJ4ArRoSAfmTCYLiXMb4qQpbxKZFOIWdRFZz76otksC6ymBrAWsbOb4ueee285jATesZcBbPncBBH30ox9tgAPgYaXaNAMe1gFHLTZ0b/1RtACgM0wUKSsTMNIrUWvOWihUbWjfG56f+tSn2puH1i4WRMo9D6OA5z/+4z8OG2dbmrEK4vmMM85odCnjoRadQIN1MvRmDdR34nq+shbaXgVabZXeeOON7S3+Sy65pFnbvPBwzDHHNFBMNsDexRdf3LZTbdc6KyeP78Q5sqIN7WuH08aiOn0QF7mRMV3iRQ7jRb9dccUV7YWOjJPoox7MerAIuDYOOX1vPHtoILe0l35J21MKd0nwNh6kGbxTEvwi0mICGNRZEAx8C1jeLo3cyVu+5Bfv2qSwsHEmFydf9U8TRf2UBBZCApnPHtrOO++8Bgr+5V/+pSlRFiRz/cHZNx6vvvrqdtD+wgsvbNujPndh3tsS7S3wWRsoYmuJPP6zOuBDevJk7VltQaGHReYzn/lMA5Cnn3764NwZMKVtgNS23HXXXTd88pOfbA+lwCeLIrqd7Q296sJDD9zQm3Ux8hM3Xv9i9dGut069uADM8hdddFGzxgF3AJq0f/7nfx78PaR03zAjdw/LrJreSgXiyDRtZY1uEbOfRVh70RiZkRe9w0IKHIunUwA4L33ccMMN7Vt6PnycNP1izOlDVjqfFrFLBLBF/j4/ctlll7W/KhMXl3E6RTktLHgj4HSoMG4cp+OmKPjQu0ghOUaeuWaNi4kaLxn48ol3H58y8vV95r5cSaAksBgSAExs5bG6sbz7e0JbVSxQ5jxHSbJCAWGsQoCOj9FKz3mkrCXh2johHRgSAk1xWS/Wai0HBli6WNZYt5w/sw2JRo4SZzlknQHigAT85pgI2nva3I/5Cy99PnHhTX48Z530NilwCBhqB23Ou/kMie3bo446qgE1b6U6uJ8Ppsvj+3LAMgAqDH3aUr9QPwrDY+ibaojW0I9m4BhfXM4MOgsIyDIqAGzy4VP/uQZmWVP1nbo4MmeNI0d53Wfspf6WcWI/CwneCJ1wCXaecPvJ0V9PTPYLRU4WlAxq9/1TcCZV+kNossgXH4bdx/XXiauwJFASmK4EKDjbohQlCxGAQHlaG6wD0ilPgA2IcIZLfluiWR8oVkcrWOqiWJXPy0/qYVkRB+wJU3a1JaMtZ6Hw49r2o7NT1i+0ca5tZToaAiQ5j4YfoApdysXLv9y6Ni9euZTRThye3S8tLTVw5vwfi5IzgayePh3C6vbud7+7baWij98025YGYIBR5+G8sQrAScvRF3xZvxfBRa5kx5M3b5wZIxyQ69NUJ5xwwnD++ee3N3LxR4YpJz++xcWJc88nXXvpp5RN/imFi9F7I4kRtE4zsPOkJy6d3E+mUdG6LQmUBEoCJYEdkAAl5wyYbSiAguKMi3K0LlN8wB3A4SO0DoNzgBvrkS1I4M42mLzWb28O+lBqXBS1e3Vb86NYk2dHQ7rDm/HoYjF0Hgr9+OTRJU/48Vd/Dz/8cLMqRtGHfrT019tLW3SZ8gEVG2bnAz/2sY81UMzyZ5v3ggsuaFul/rXBNiq/NAN7XmDw0gOrJ5BnSxHIZrHz+Qx14rEHi9tL684olz4XRv8bD/n0ini8bJydRTQ29Y8HAWPLGJJum1QfKx+nDJDH8iovcNvLPv2e9lNuCuFCgrcIbixQgiZ4ncUZoPKM86V8hSWBkkBJoCTwzCRgjQXcKE5ra7/eWnMDCKQ5b8UKZ/s0ylF+b/v5JIZtV0pYXg/k6mSRs7VFqaZua7vyAAe/mk7d6MOTLVtba2kXL9pFF8VuK5in7JVBOzp7HZOyfdzW6JWPTNER556TlvqEgDIrmm0/Z9tY2XzAl2WTFY5fmoE3IE0eobdSWT8BGvX6S0P9knrT5lTDyCfy1P+2OQHtnJHECw94A67Aqn9fkK6cvpPfw4H+inzxTO6AnTwsyGSctvp8U5PPQoI3gtVRJnsmfuIIO4I38XI9NcEXPSWBkkBJYFElkHW2By7WZGsuZei7jxQnZ42mGKXL7wwXC5FzZQ7eA0w8q4izdN4YBIwAQWt82hCqY7UdXtCsvbThHt34ARa0y6OHF4dmzv1Y1+wInWPAoG4OiESTs3dABoDrHCEL3JVXXjl8+tOfbv+h6g/vbaUCcV5aYP0EPh966KFmYeyNGoukH/UJuRo/+LMNbBzpCzLj9Z/PqpCRLWNnAW3NizfeWOWUi4usgUGgz8sPAC+Azo37NeWmEC4keMtEMiB5ncqlIwxOcTqsXEmgJFASKAmsngSsv/4zkhK1Feq8GJBgzY0CpVCtw5SldNYiFjjbk+JtpVKWPnfRAx1bfLZNvTkpn/pSb0CMuNUEHfQEgEPJ+5SJLV2H18X3/LDMAQQ+i8SKgwc0AW9c9BB+XKNxR+lUPvLRlnq1Jx4gBkS82IBeFrZYNL1sAYDIwxoF6LFyhi4hIKifFkFP6oeMB5ZR39NjLROvz/AAgLnHN6skgAvExcro+3zAnDjyUx85kK88gLB+VQ8QJ41T5472Y6tolX9W/zFmlQmcVx1hEmwms0GoI4RJS0fPK19xJYGSQEmgJLB9EqAogYalmWXHuSLfcnN4P2suZQg0sPRI84AtP4ABeLi3VqtHXms2J8267t619Z3Pmh4FmvzbR/3TS6HBFqOXFNDmLVoWQPQBN1H0eLUVBwQ5f5b/Fg1dau6vn97SM4tRV18fesiV6/Ud0Ok828c//vGB1c034ICPXk7hQ31kqi6uz9MiFuAH7QCW7U1Ae9Ns69i2Mcsk/vSTbVMPDpz84rMlTobhO6HxKN5DCSAnPmNxqiJZSNMUoRqMnig8MRmM4kzCDE4hX64kUBIoCZQEVk8ClCGAwJqWv3KiTN2zerBQsbD5+r8tPQf8WUpizbJOc1GQWbsBkvG6HeUqf9bzhOJWy7Ei+laY/w0F3lhgKHvx6GLR8qkOL1gADfkQrvbpn57u7aFvJWXIiZc3W7bkQ57ul2Zgmqyl66MA5OQHTtDKKeN+Je22Auv4kzGA9owZ9Du/5ryfBwRvCOsTfcN6621cMgFsswWKhfSVa3XwHOBHtqxyaS+ynaqMFhK86QAD1VMGpMwkzBFyBC3sB2/LUD8lgZJASaAksEMSsLay7PhsBivHppnlw4drbUt5oKZUWd18TgMI+vCHP9ysWsrlw6i2UClLwCgKVGht92DOs75J11YUdxTrDjEwp7D2fFLDNvCll146fP7zn29WNv+TiS5bc6w5rDKnnnpqyxtQIB1dAZ+pHs2r6bRBZrEk0W/i3GsrMtImWfNoQ5cziGTPiYuTZxEcvscO385G5q+uMjbE2doGTl0r2/PpXt7IR73qEpc6xKVN+fry0qbgFhK8GYxQtX1trz0TrImuA6Yu8Cl0etFQEigJlAS2VwIUHOBgq9EhcACNxcrnQGwpWouBHIfKfevN2bZYNOyU+M9TjrUuQEJ9HMtJPnwLCFrno1St+/KnTCuwSj/qZKU5YvbvBc5U+ZYawAaAcnQMcOowOwsdnrkYCHpAsL3KfjmAEEAhPQBNe+4jC7KJS1xCaegEgiPP5F2UEC/kEL7RTd/z+OIjA7y6llc5ckpZ+Tlx0uUN8G0Jsx/xnPgpu0mBtwxSAksnZQCKY4r39ON/zHzpGrK2KDg46iAiL7+OE/Zlld/ZLoNAuwZLH7ru+U16y9SlJY/0cZ7k3dnhmA736DQRQq8w8T196dc+bVxfn38tr+fRor2eHnn6fBlT4TN5cz8uv5b0V90lgfWSgLkOCABiQJa3/qzL/mbIHLEjYmvVNh4rWxSr78KxcpkvAJC8/fxizfISg3qt59pIWXNN/sy51eZdvQApgKltH+31SRC0ApXO7W2YnXVjMEAzkCotc5+yV0f89tLX85e61YV399rOfeKSDw3iepf85L6IBo5eHj1f4vHE93nwTw54TZ9EBuTUy8fY6uMiR3nU6b6vu29/va8nBd4iDAIjbELjTRLmeR8m9EbNg7P/b+OSz1kK37c59thjh6XZdqrOTGetp+DR13f+SmiRP25cPvHrHYYn/Bj8ZG2w95OizxN65bPo5+kneZK+0nBeOXE819OxXJ3yhu70S+pNPcmTsZQJLX/y9PWLW0nbfZm6LgksogSiFNEOzDjT5syb+LjMG3G8+QEY8b0zZ1LO2hDLnDyZU+Zc6ujLrtZ12hECjHZ1ANKchWIoQFvmt1Acl7LLrQurRaN6tNGvn4mj8zi0jJ04OjRgUx2L6CLn9AEeXNMpXjRJPFmQkfyRhzQ+98qSg7zjuD7flGU1SfBGYCYqYKBj7F9ffPHFw80339zM8Uzb3gyS7nCiDxD6mjSA53yFSacOi4eOWa8OyCDo289ASdyYPjRLUzYueXO/nuFYpu71A3otZmjFk34TJn9oTpzJJe9KeVOOS5j6EmpHm+qz+K7EGWN9+7lWF+8eX8K0m3j38ck3r79XQkflKQksmgSiHDMfMucoUdYq26Y5qxbeMr9yv1y4tXxbS1uuvpXEm8vq7uvPp0HwA1DaVp3n+jL99by8zzRua/XNS5sXlzalJT1h0hYl7Onur7dFv7zp44Qpn7CvY15cnz6F60mBNyCAi8K0QJhAXgP2Vyre/GFdY2Vjlpff+QOm7Msvv7zlWZpZ3rzAkPMU69kJaVtowFjoONd45LL4RfFnYLXEzenySM/TaepNnp0Rhi5towdQQhPA5unFE6qPbMrHSZPP054wcf2iH35a4lZ+1DkeG+hInKLuAwi3UtWWpHky1E7o72kTJz+eOLymP1JmXn1bGquLksAuJIGMdWPf3M68My98usEbgLYdPWDbFcn8maoI0GedysNc1hUvL3jD1Nk3R3Ns6Zr34X+q/IzpSj+hPWvY1PtkzEPdP10CkwJvmRRCg8tAY03LYdjTTz99OOmkk7a8XSoPkOaAqacj3+C599572xeWTbReAT+d9Z0TY3HLYpDFIS3js18Mcp8ykUefJ2XXI8RH+kX76LRgA3J48/QdHi3ouQ6tyqZ8eEvatkLlOOVSVpg6pWlvR1zqTR25V683tfAfnqTFh4bwlvIVlgR2VQlkzPf8WQcenB1p8aDtTVTbo0BPAEOfd0rX5nG/xuJNnLXNX0r5MC9w1+eZEv0rocVanfVqJfkrz/Ql8NTe3ARopRhNnOzNI8n/3FkQgDTbofksCEVqcskrzWFS1jgfi/TWE2ewrqdDo0kTMBZ6o+TRBxR41dlXyPGSCaZsrFuAkIVDufV0WdTQmIUMna5Z39CLBy55pHE97eGRXPr4lnGZn9Qnf2Qqa+iQvtK60oT88fjg045rDwTenvPpAw5v2g5PruNST+4rLAnsDhIwX+LMC+sZS5VPU3Dinum8TH07M7R+ZV4L8WXdNcetaznztjNpWq22sjbhqfeL0C+rJYNdsZ5JWd4ImNK0AHhDCZjzVqmtU6DNOQqTyQA08BK6lsZE77sulG6f5no9HF4sBCa+ayAArfnGEVq9oeWbSGgEQL3t5ACwxSRgAe3K8WSyXi5t6wO0oNnbvt7EssVguwSvG2bb2HjNoidf+i0LI3mIw+e2nPIpp11lucQJIx+h+205+bQf5zre9q8HAFtAHgbwo2/wGpCKBvLo20ZnuZLA7iCBzLHMI2Mf2DE/xLnmF2VOhA+heW1+u0Z/vHtuUXjKOEQ3fvRZ1vCkVbi4EpgceDPhx4OMUs1iQNRRullADEjgzbYdoOfQbCbaenZNFi+T3TXl75oFzksYt91227Bp9oFLnz/Bi28I+VK0V+W9fq9MAJxF0f16OnJHJ48PCwLQ5knb/xECbM6I4IH80W5LG1jlgHLx+il1rGQhVEbb8irXAz5pWWh7+rYlJ3XxGUvGkGtA+pZbbmlvNesXDnjz9zP48n95+kG7aBnT5n4lPG2LvkovCSyqBMwj82CRHJo9bKI74C1rLz6s2dKl8Yvk+jWq1qZF6rmt07q+aGBE23jyUI4AD2Xvf8oof3FZHITuDUgK3DeGAAWWK/Hr7UIrOk14dPrPPH8Zc9ddd7XzFN7I8jFLaXj0ZW9n/HzYcv/9928WR9YsE5Bfz8kXOZM165Q/j77++uvbCyU+rOnvSQArH7hkMZXHwWVghyyEZMFzK10Etas8/ue5pMm3UvmgAR/yA/wsoHfccUcDob4nKN4HRlkV9Zm/+vFmM2DtS+xengkv+EDDStuex0PFlQQWSQJZq/Mgk7GfNWq5uTpVHtFvDsdlTRFm7R7nSd5FCLPm9jwuAt1F4/ISmAx4y2QXxiPbVigP0Dj/xroDoEXxmliupfEAhC1Wg9XCsp4OHyYLWpyd8rVu36ljpeK8jXXIIYds+esY2468/8+zZectWwDCWT8Hf3uL087my8LFAzo+Xgno6BNWNx/exMe+++7bAJt44NS5Fzz4xAtZLC0tbfnApT4Tp86VOHK0zUyOtjI9CQNWxgbZjD9LsK061QekOZCsX7zogi/jyRapb1aRO4uuT9H4v0Ng9cHZ+UsgDoDzEdJ8s0of40n5ciWBXVkC5m2ccZ+1NuDGHBAH4C2KQ3s/d60P4hIvjXe/aC79FX4Wjf6id74E1hfddDRlkggNtgAvLyH4xg4LD4uO/5qjXFmjKFbWOADBVpezbhSqMhaPMTgY33fNt/zuM8D7Ad/nS3wfpwyXtNyLAzaBSqANDwACa9Txxx8/HHnkkcNee+21ZdFAO4vbjTfeOFxzzTXDlVde2f50l2XO21vAnpcz4tLe+L5vP2ni5OctTBwZcbnv60sd4lzbQgB2AEsfS/ZdPYvZYYcdNpx55plty7dVNvvx+Za777678Wtr2Df68G3rcb/99mtgizU1NCmXttNu4tCGTm8dA1j+hBh40u977LFH29L0tzU8IIem1KWOtNHXyyIItKERfd5SVgbwP/roo9vbyvn7G23bNrWlfcUVVzR/7rnntj/kPu6445rV1PefIkP5cx060nbu0cW556WnzJ9S/vQ77p8+ra7XXwL6Th+l/8b9i8L0b09t4pRLHfo/46TPmzoyFuRJuVyP86/1vXYzzzywAGkZv0Jp4vlFc+nDhOSe60XkRV9x+BiPsaRNna/MESGaw4v7pGV+9LyIS3zyhWf3GbN9mUW6ngx4I7QImlDTMcAKK8jhhx/elCylDTCwirC2sIYAOra9WH9sa1GmwB/rDOuP+uQFGAIKx51kodHmOF1cXDo+9wnlkRaaheoDOFjSAB1n3ACCT3ziEw0cAKHOg/UDyLWzbj6JwuLm/JgtVvyx1h144IHt3JU8rE5ojcy06Vpo8Qw9aEwbSZfGA2RcgFTqSro0QAcoZnEKHeL1B8/aFqAjXvu2rQG4paWlRm+sjUA2EASIAkr6iTVR++Sl/VgX1cNRDLYtP/vZzzZ5oE39rG22yQEqoPi0004bgCl/xxM+wre6nIM0HvQJqyBLGgCnD4BKX1QHjvFiq16ZyMs1a642gESWRHV8+tOfbg8UQLjywCP6lBMqx6Mj8dLSP3jmc98Ynv2kbJRi+Eh6hdOQgL61Huk/D5Nc+r7vQ+lx4vW5ULz86jDuzWfxYyePuZqxknmvfF/3uNxa3uOdQwsaQrexmjEvbdEcPsILvvBD/ovs9Ie1xBjr+yd9OHXeMv4zP7Jupl/wxsfhUR8mHp/yuldH+JZvkd2kZheh8v1iQNi25c4666zhC1/4QrPgnH/++Q286CAKnFJmjaO8WXZsq0pjKbrkkksaAAEmAAbWmix46VQdqCMNCkpe2SymOtzCqcwYWMiXOvoB47Mf+dcH2594AFoAS0DUVls/iGxFagMgowR436mTD80sRLYiARXblbHEsdSFF7RwPT2u+aQlHZ/oTVl5OPkMcvLkXANOm2YvVbBQkTXgiJeAs8hEfvWoWz2sot6cJW+ACv3qAHoAbv1l69G5PvnQohx5ax+g44Fe5wCdOVPPiSeeOCzNQCFZ+cQKOQOHl1566RaZoUldPAeAstYBwvfdd18DbcaI/vAQ4LwevvIRTmXwnjrwhRbAzsMEy65y6tM3ZARss9oBs1kk0KGse/xljFHW6lN/4rVJdtpNXGQirdw0JZAx0lOnz/W1vnTN60shJ80Y19/GiLXA/JduXCSfvOro52vmh3LqWW+XOdaH6J8nl/WmdWvth355ch0e+vut1TG1tPQDunLdj8PwNTW6x/QY5+jOHHGfvjE/uH4u4NV91lLp4swjcy15IxPpi+gmBd7SIRlUFjgdQNECCwAB8OItQAfidQaly2Jiu5FVRF4LXDowCp7Slo+S5WMl0Zb8aTsdmzpCi85NZ6duYQaIfCxUtuBYzGzjsvoBHCxN6FuagQ70KYd2TnllgAAgBo3KyMc6Z1vVNitv2xgIAmTwAwjiRRmDOxNT3erVTmgNf+L5KA00yG9i4F0858OUsfwBUJQKPgBH29gO7HOACJd6tact9xzLFo8ndOIBvyyS+tE2LB6AOWBV++pUjzrkYfHTHovkCSec8Gdbx8oCiP/+7//eLJzAEwCPBn3PIgvgkRs+TF6yBNxYMlnUgGW8p010K58wvMkj74bZNqq+AvqEQKmtZDJjjdR+gHX6WV3GVO4jb3XynPZ7Fxr6uLqelgQyX4wR/TWvFuWW2QAAIABJREFUL8Xz+p43Bs3VADi7Apw6jAt5hcnnXn51K28cKSO+XElgJRLI+DRmFm3coNfYN+45upHLumye0E+Ze/JnLkUfiYt+zDqr3CK7SVHfC5ewCdliJaQ0WWkoTCCJtUoHWcQodsCOs+jJry5bayeffHJT7sCUL38DDs5fsfoszcCUPDo9HWox1rZ6tO1e2+LiXBtI2jcAgA3n2ihx1hiWGHWeeuqpDbQBmGgUl8U59WmXhVA5Vj/gI0A0ZWwv5iyWfLbtgB4ADi8AlXJ4IQc0oZ3v29FW7vEinUMXjw/biqyF2gDevCTA0mZrEVhEk/rxgX9ydh9gkj5UL7lx8uqnWNoAMmAHkLN9iQ9tBIgCe+r0GRJWOhY//1l71FFHtXrQrW00A274d04QeHImjlVMGmubc4OsfRxwD7DF2pe+lqa+hGQUOYknNyEvHj8cMLo0G0Oso7bGPVjYiiU/f+FmrLLUaUcdGTPuex7UpV40cwnTXousn8lJQD/x477U1+L1qXFsTnD60xiQljFhLMkfi5s8GW/yZhxqQ3xfl7SkT044RdC6ScA44RIaU3zGa+KTZ1HGkLGPB/Sj2ZwQiuPCB70jr7mVeSOPOeae7+tphRfwZ1LgjfwysIQWvixyWdSgbgDFPacTdJp7T7LyKydOHSw6trkAj1tvvbUpd9twrDE5I5dzTuqyYOp4dcSFpgwO97biDAJtAhhACGuSAQIgABTaBrzEKSt/P4nE8c5LebFBHSxEQMcBBxzQrI1AmTrQBKg4XwU0oB/4cYhffsAEOJKfVZEcQq8QX1zPWxSHdGDYN86AQ8AKcEK//5JFC0AFgCmPB2XDi3rJzj3ZCNN22hTPkwX6yRxgs+WJF+ALEGURA3yks5wBxdrUh/jnwo947RoT+Ea/z62gTRrgKR1YAwzJiGzkl64/0KQ++eJDe3gRjyf50U+22uADSn3/TT8CcXgCrlnh8MM6F9mpSz3qcB1+QkeL2PwjPbT08XU9DQkYEx54su7oY/NMX2YNcm9uZS2jWPpxZSx4YOL6POpSf+aZcWDspV7lxBnH5UoC25KAMWesGD9Zd8br9LbqWK/0rI0xBuQeP5knvkBAV8iT+Widt85yeMV3vLmz6GvrUwhlvXqma1encEIdILRg6STCz8KoA8QRfsqI03FC8cmvc4E9it9WFoXKqrRpdo7r7LPPHq699trhmGOOaQfrbYdpj1OeSxvpfHEWTgMDWMh5LGCOolaXbTPgg0OfsugNbeLVIU0cYOK8HnABPDmA71wfOo844ohWp62+AAfblrYhgRL5+auuuqqBP/zZXmT1UXdc3zZ6tB0QknNt2mU5Yin82Mc+1gCPrVvyIwcAUxk+Skj96pJuYeDGbeG1VzbKAlGseGRua5PVMmfi0MBqqU7KMcCz54cspPNeMGB1pCRZ6cThEUjEi7wsYMZClF/fn/LHpc7wlDQ8a188l/HnWvv6xxYsKxxQ7Xzmv/3bv7U+dF7T2HBOjxzUlXaUjxOXvpmXnnwVTkMCLOUePMwL89HZ3IwXIeBlLHtRx5EAD0PGijTjyMOJnQAPf5SPseGYhAcNc9s44cRn/cj46MffNKRRVExVAsZa1rt+DZ0qvfPowsOYduu5dR1vN910U3twt0NkJ8uxKumZJ8rKF2AXXTWvrUWJmwx40zkWKc7iRugZdEL3fJw4TodwOke6zlGPe969kAKnXC2igBWlbosNcKBoLcLO1Vk4AQoAQ91ZjLXHq8/2HAVtW9E5Kgsua9vGjRsbaMrbigEd6Au9qa8P0ecNSos7QLM024pTv4XdVq/Fn/JHG1CGF0DA9iDQAqSwKrLaoenB2Zuh8rI2SlO39tETGQJF/gLKVp8tZQBOvSx7+GAVU06ZKI8M+PSTuvDhXv2RuTDt4Z1Lu67VKY/6gEP9IWS9wrN7aeSPJn3hXluRo/IAc+IpUM69PMA1i1dokRYrhrhe/tK4jCXl+Z4/6aHJtTR5KHD8o1G/s76h35hgTbRF/MlPfrKdafQPDQC6BYdTPqFrNIXH0NLT2jLXz2Qk4Ezr1Vdf3Y5xeMgC4AAufanfWH7Nycsuu6xZk1mHpVlDrDcs3MKMJXPSNwdt87Ois0BbiwLilJXHeDPWtFGuJDBPAsYKzwmtJ8ZL1rTEZx1sGSf6ExqtteZC1njGE7qRDqdT5PPwTq95MDLfzDUudQhzPVF2V0zWZMBbBGqgGWSUNqdTDLwMPnHypBMyQN275pM3i6Iy4pJGqXtrEUCx7chyZSBcfvnlbTAAYqxbLGJZJAEFW3IGC6Bki8/AsKXYby1aWMVnYUVXrkOr+wzA0Kwcx0KYQ+8AnC04T+beNNW283AAGbCTT2YAA0szwIcWYIzCoFQAB0/wBjHFYvtVOz6sqy75hJQMq4EXEsgE8EA32XPoReeY5r4PIltyFh+X6/CZMvIlr36ipABrNJig3vz01i4etZ9zjp6mUi4hJQqwAmyAkzZCK8AWsKieePSFBtehK3SGH/nj5EErGfLKJ58+Dz0AOAssuXsipKSNGYsKsA9041c+dSqnvtSf9lJ/7iuclgQAKeuAIwas7cZCP16MO31unulv/Ws8Amjmswct49y8Ne+lGcceYHwb0Zg66aST2lxXl/LlSgLbIwFribFp/YrLWjf1cWVtNP7R65ouoBPtTPmElnXUjkfOw9MH5qa1lg7FM31prnHqIg86Yuq8p6/mhZMBb4gj5AwowiXYLIa5ly8D0bU88e6Bvihu8a45ZThtiLcVuDQDPKxxrFrOqwE8BoSnYZarHDpnVWFto4CBKVshvjVnqxM4MigCNtWdNizG7sODEB2hP7yiSz6eEw+QeZpXP0DmjUvbigYrCyHapLHAaQ9owQtFQDngBR8UB7AHTEgzsAEKfACjgMQpp5zS0pTPeUK0AFGhF10GPXmKz0QKL2hwnUkmnzguk8+1OHIQJ3/yaA8v2Vp0b1ICkvKSAasVUK19dcirDgrPGTPglPVSX0S26ndtMod2dKg//SE990lTb1xolI+ThiYOmBTvqVB8LLbSAeYzzjijjSXK2kOC/sCD/vCQYPu4r18d6EIP57rcNCXQjxn9lDUg1LrPWMxDhIdA1nTrjYfDD33oQ23uOVNqHFE4jnJceOGFbb4DfeZlxoPxxrnPuE17Fa6uBCJztfbXq9vK2tWW9UoLrvt1Ze1aXZuaA7icD6UL6DdGCHrPS4k5J62frLO+yOALDl5Yo68ZPeh080xd8gUbrA3Fa1/rpMAbdgnVQCNggy1efNL6634Bc537KETKUP4ocUpVHvc8y5oFkbULkPHmIwAHqLFKiZOfFcs+OoXszUfxrns0L18/QQwObcehJW7edQZT0iz8rIRAHAAGuG2andUzeIEVIM4259IMhAJd2gZgbLk4g2Xw5kUAH7k1oCkPTy4sWs5iebECH+SgfXVwkWPkjyZxiQ8fZJgyrvu+iaylAzVc5JEy8ojrJ5S21EW2LIEsFCakiQe42V4V4oXlAzBy3o2cWEDUrY5+DLHKpc0xD5F3aBdqPy68uxfPq0s90uSPUpVHWtoCMI0V29vAM+Bsu96CYqx5AJCufOhQL6fectOVgP4xro1FYy0PCPpR/7OccQFx4h2qZg3Q396e9tKUeZcHEtYDzoOXhxI7A5SOBxnO2MjYm+L4QNMU6WrC28pP5lyy4GFeXNKXC5VZS/6fSf2hI+uK+6xLy9G/PfGRU9rbnjq2Vka9jsU4TkCf0YPcxo0bt3ywP/oPf+YUnUZ/M3h4YKYL6UtfbXD2nW5ZLXqX65Pl4sPrttKTb7lwcuANoYRKQQoj4IRJz32fp09Lus7s86h3LDR5WLp4lhAmVoqVBxxsqbL6+MYYBcxEa7Coi1NfJkXa7WmRvjUXmlImdYVOAMAWnG1FZ/Us7LZWAEzgBU2sOBtmT+lAGaAin2u8MDEDDAY++oA2VjugwdM/xdHT2Murp4kSCm3iw3/Pc+LG9fXlwpe4lO3LuU68iebvtwBnE9GZBlu8gJynMLwJTUxnyvRf2ko96krcmC5pAc1pMyEeOfd9nLrUEz9OT96kq5+c9aNFxVhyzhDtrCqeHvm4lLfo5jppFU5HAvpG37Jmm4+sARnH0py7MVc9ZJiTrG+sBdYTxwPMQesI4CePskCdseABDMAH4Cgua5P0/oGIJIyRjLOM98RJ7+eY+225lE05dYvj8NSPfXHS8uCl/fAgHq1jJ05aaFWne+245sNP7hMnH48G5Vfq1BenrrGTHh7UHRpth3vQ1W+uPSDqr9AXWnqZiNNG4tKWe0566AktQj7x8iXNdRy6eGOurz951R2XuowrOyweLNAvDA3jcu55bXDacJ+6xnUnLTtM9EMceSpHt/ROHJ+y0iIb131b6kBvPi0FhKHNWW7zwy4L44Z1lQtf5hpdaB550Kf7GDyAP7pCmt0267CyaBm7XpY9ffKhEc8Zg+jUJ+EpfYNW18mnTl4+flwudKh/3OaYPveTAm8hPuE8gvu0/lre8b24XgjSx3n6OEKzSAICABorlwXUAAKQvMVJCY9dX8c4zX3aTDgvTx/X05x4ZVnVDDqABpgDAAxob5raKkW3p3SDWn68sFzJawAZwCaT/1XFX99OT1t/3bdvgMbJMy9fn55Bm7iEKZcw8fNCi6UnKVYM201erDABTTpn9UwA1jbnDk3GAFF19/yl7nGb8/Ikb8J5edQzriv5E47zANO2TIHPvDCDj8ipX7hSR4XTlYD+1XfGowcLYb84U5zeIqU0jSFpxjFvLOh7C3w/ZnGrTpZ2Y9+5T1vyxkbGh1Bduc/4TNvqSH5x6kseadtyaEo5PKYd5dJG4oTqtjbgC2Alh0cffbTdpy3ztJ8vyvX38iWurzvxfTguJ20lDl/K9l5b4rmsbx4UfX7J+s9iow9Y9/EAcHtwVIey5CFeHcCLePfS9Kv7bTl5+XFecVwf7zptukazfKHBffjwvUlWKg/tdmrwAbgYd46j2G3h1JewpwVAUS8+skaFlshM34vjQ2+rbPNP4qQrk3JoTBl5Eq++jFWgUx/YdXFtznjo2TizuFlHlTPm0Kk+5dSDH9f6SX8xYJhPDDGscc4gkwtdSmfSl+Yah190ccLQEhmp33wkD+nJixa+j+vTlJeeevu0Frn5R57Q38fPu35KG89L3Y3jdKatR4DA4ACYsnWxXmLJALAF58ydNxttwZicQJxzeRYdg5tVDb3ZsgH88vYlk7FBmQGZAbpefG2rXU9SthdNMnwCcCaZxQdPwCmLVs6bTZ0fdNquzqcl9KfJnMmvX/gsmNuST6WvnwTSZ/rUvIrCM+9Y0QA44zFKRT8bz5RNFmpjOYpfPvHyyOvBUZ3i5OMoU/nEGyMZJ8aMtqJY5BennmcyJzIWw5t7LvdC9SWfdoA1lmS7Aean9cY1udgxwA95cCnnOnW6HvMjjeeUSZstYgU/KStrriOPyEyaenlKmWU0x02AH/npArwApnij9Fn4gQkOgCADfapeZdz34C3th4/cC3MtLS7xwvCdsurm08/yaFP7xoXdCUYH56TxAozSBej0HUp8OAPmAZ51SjlOncprh3evDIeG3oU+NKQ8GsQrKz50uefUrU51pbwy8sbJgz66zPEl1mxlbHdaM3MERRyXutTjOvS7lodnxHAmjgHGWVOAUH/SlSzmjkwBeQCtMdrzoY3Qik5pZJKHbveRl1BebUYGyssjTnl0JS73qV+86+RpGbfyU+Bts3AILc414WcBtgBZfEzG9XTospijw4TxZGGrEHhhEjbYgRtPWc7lGZTyKmegKNMPDAOK6xeZ9eRva23jwUIDtFpkTVJ06xf94zoLjX6busMPBWeccfpCXBYOcfqq7y9x5aYjAf2l31hRWX5PO+20Rpw5SgnYcou1WD59bYxKM17Tv8azMZt5KB8rCTAjr3krzpjXpnzmc8ZOxk3GijEUN57ziV8uVGfqca3utJP4KCx02070koUPjANvgIItLfz4BBNlSTaUowct8xVN6uX68Z568cb1fIWG5Ml9y7jMj/JkFlkpw4eP1K9v9JU1FB+AA6s+iz5Lj4dEaayrzg7jCZCQjid9lDVHn6kfn1zPn/jQre20H5r6tL6cfJwQrZwxQI740w/KelBAO/pYmQBqO0Xkz/jg+2dAC15sRQJv1lOACBjJuNKGerOuosV932+9TLPuigtf6HEd+aNZemQgNE/kSb1kDnR6mU4/oJeB4ojZWWa05iEAfZlH6kQfz+EhcpIv7UnTJ7ZcPTQbo3au6EqfchLv/LjjR/ob3Y4rGBfk63iL9Vr9sbzKw8psrtqeBRJde8PcmAi96InDs3R9Zex44EM7WiOf5N1WWOBtGxLSQQaKDjAQ1tNp3yKBJp3P6Xye9WZpaamBNxPAAMwEkg/9fBYIcf21+6m60G4xMSm4xGXiCvuJOlVe0IXWLPJZ8MS75qT3/K33uGtE1c/TJKCPzEX9xrJh/vXOwu8TIPpPn5qTtnAoEds3wA6LMWc8cMa39YZFgNJgbVYHBacdi794+dSLBvM4Y0dZNEURP5M5oS50cqmbUhGnfZ6TLzSy5DjXFwXm0yZ2K4A6xzSAiHPOOadtWwE8LD4sHKFXO9pQp/rdx4njhDw+45NnW6Fy6OdTR2SCB3304OxcIT48/Lq3JecNRkdQ9Jc117YbAJED8Kw2Xi7ZuHFj4ylvjYe+yK9vVxonDs+cfD3PLXL2k3rcp5x8+lV540CY8eLssx0YOzEsV0Aba5VjM8YQYGHcoFm/2Ipk1dI/DABensFjwLW6tSvk9FdoihzdR76uez6Stw9TZ/LhRbp4OguYAtx8t80YyQt1gBHrp3IZK/rEfepPnca+uIylpIvnyMFcpS8BWvMQUDSGAV9t+0A84OXa26qOPpCl4zvoUDf5k7PxwLppvACAxgU+tLNxNjbMb7Tx+ATc8kDnc2XKqI9HK2ctoOu25Qq8bZZQBmkGQQSn0wkzAy/x6xWaRCYMz6GLB+AsNrZ6PbF4OjDQMiBSJuWUzQKaPOKm6tCIdrwKDfbwJC08JJwqH6HLOAvd4zATve+rlKtwWhJIX1nMgQEKiYIxt9wbr+Kce3PPSkdJsn44q7phdgaJJSCWG/lYTihWipTyNbdZAeRRXw/erE/ijCG08JxQXOZI4lciPWUyz1IPfvBFYbHo9NYddLGOAGYsJRQjeQAKPFDkJQ0gCd+2sORlydAWHsxnbYXefk4kThh6VsJHZJKwL8/Kw/oUPihV9PhCv3NQtthsiwZkAXEAkb6y0+EQPGVvazU8UcSAdlzfrus4dLjnyRX/ffo4n77o+yNrnwf48IAPMmZBAzJYDFkGc0ZbeQ8PAChejDtADx/OgAF/+NYvxmfGY0+XOnLvGt2cPsGHtKRLwyda45KWe+XIHXDaNNvKZAVTDh3GkxAI4sTzaaOXm3p6J484XpledvK5B3r1I33Jaz/b5MqrH5AHcr24aP4BfcZFeBXnrDlrpnj97yFGGePAXDDfQ1/mj/Fi7Nh+jyOruLGcEj8On5LsOGU3uyc8HW2wZYBEoH0ozf1KBbyaYtSuAWAwQObuM4mEBhXQZpBxPR/yJr+QU0+uW8REf/CBv96FbjyHD7KRN5Olzz+la/ShEw/x4cF9eMCz63LTlIC+AqSExmH6MusIqvWhcekBULxF3flNCz/Lm204SgpwkO5pH9gB4hx7oBQ4wE8d0ilsypeSNdczlua1a1yhbSVOPTya1aVsLD0sadqmeCh618AlkAAQ4AFvKa8skMAiRYkBCawqLIosGbZabaWyTChn3c0czxwI3X28NE4723LyqAMvQvfk6nMt+HDEBKCUzipoCxEv+JI/D+3aRIPyFD2aPSizulDcPueSM38UOItOZBEaMjbCSw9qxJFXnLxoUpbnUl48UOFsHqsR0AYIKA+08XgAoMVlTVSPa+U9DODXg4HyLE8AigcG8sBbvkSQc33KcqETPXHRmX0cnsKHNpULz+TqDW1WKu3rC9uPS0tLzQoI1LB8GXuRg7rSh+pGj1Ach7/kSbvi5OnT1Zd0oTZYWrUHeNGrAKO0zFlzlTXNnNOvxgBwq34PKdYA19HJzhyG9sirETH7QTfQrW51kIm2eE5+ZVfiCrxtlhLh8xEkIbrW2XEGQvIlbmeG6NHpOhcd6EGfAcy759Ee+tGnXJ8WnsQvmgtffd+QxSI5tMenX0xi11wmNF4XjbdF6ocdpVX/UPQAFIVoDoqziKffzFUPVDngzhoOlFnEbckAagANJQmgsZqrA8CzFWPLiJNOKbBS+D9l52VyRofiYUnIWJLfOuE+FhRx23IZk/Kh3zpBMVGs3s6zxaZ9ygdIQSNghj9ykB9fxi9ZREGxvqHXdiqrBIV96aWXNtAD/AF+LEQsQ+TV0xGa0SMeT67Vv1KnDCVLfgAzRYwG9QE6rG22FsmRvLI+6gc+5fUr3ngADc0sVdnuu+iii5p8ACPycU6KJSxb3GQT+aBd+2kr46XnUVw8GvQF4KsP0A9wSQeCyTFWT3RyxpP65SFXdHPqIj+0AUpACQtStg+NRw8NAYLGbvpF+dCUutz3dIsnN3HGQHSWe+DZm6OsbL556UHE2AGcjWegEf1o7OWvTuU5PGVspZ2kJT08SkefMmTP4UU/y6OcdDwGcCuTNtDmrDUAZ+y6Nk7Ijgwj08x59SkvTciFtvCUMkkLjS3zM/gp8LZZWPMEGKGnI5In8c9AzquSVfsGSSZlFoU8laOTR19Po3LiDVjX/CI7k8Dk5UyE8JpwEXhDq0WD68Nc9+mLwM/uSCPA5h8SHNL3NJ6+ExqjxibA8olPfKIpe3MQ8AHgKHhKgAJmhfLUL54Ctt1lSyeH4bPoA3Dqi/I7++yzmxJ3zoy1JMckMnaEylJEvcJYrq/klzfrhS0tgM15MModXw50b9z4p081sO5YjyjF0CgElPCatUYI4OENGFUH0KpePDgDdMRsm4xMWLWiCKNw1YV+9YS35XgYx6MZfcBCwDLLFcAILAAp+Ojr145y+NCeNPecex5NeNInFDreWOGcJ/vUpz7VgNv73//+BkZsnQH4kYm61BH+0rb6pcmXa/I0ZowPFiqywgtQgXYPAsCxsQT8curm1KsNa6V6gRahOsVJV8/SzOKlPBCH/oBR1lJ95QwY65SyZBOnbrTpL3XHkbd8aYfewRPgiQdjiqyUyRYv0IYGNCmnvDLaiL7TjnTxoUVe6XiWnjS0RMZC9aGDiwxci3efa+25Vw8PpAH45hZrJ8DpHthPnpRFiziWO7x5WPAwhmYyMZ6AwJ728CoOne459WzLFXjrJBTh9YIjzHRuso7vE7/WoXYzuEMDmkNvBmLSQg8e5OO5pCdMvqmH6MWDEM/45Uy4TILIYuq8hD484Ckh3vCTJ8tF4yd87Q6hBZ1yo8CiGCgSfclTjEAdcCCvvrSI61+KHxBbmilOitk2kr5nAWCxoYi4PKRIE0eJUg62zBxQF8Yaw4K0NKtPPu1QINpUdiUOzeaRw+O2AilalhF1AIcACiuPc1/46dcUPCmf8epau2lbXmsXEINvPLJeAQh4YE1kUbKVx5oFSMjPc5nf6l2poyhzJsz5LnLSH6xi+NGGfkBjeMEHT3baFh8Zyiet5wkttrzVB2wDUrZjWfjOO++81p40fAFxwIA68cNpJzypm1O/OOPKFi+5kNODm7d4yYcMefzoC069XOqOzIwH9RlLwvSR/MaJ9tShP/ACSOU/v1mbfB4F2MWHhwpjPQ8QaARkjAm8pE2yt52rrHrVDxTampUH7WSizqXZmI3lODRGJmjTD+4T15jczKd07eJFengXzyXsr+VNvDDXfR5x+oO1E0D3coH5ALz55p9xnDGCvh5AkgmAbU47OkDe6FKfuc6KzcqXcaVdNI1pF781V+Ctkw4BcsuFydp3fuJ2ZhhFobMNMoNI6D609/SE3gyOpCVvP3iTNqUw9KMJrbyJGp7xlck9nuBT4qOnJXwI0w897f11X66upyMBfWRhj8Wjp0y/mqfmZizk8vPSOAqNZ7kZO2Oin8/ulaX8nXXzNh6/aXbQmmKnFClK1qscVM/YSl3jNtyrk6NYWBYobcqF8mE5ALKytbk0U7I9qFQ2CqgHHv16pG50hGc8SQdkKDZK3Nt6rDHO0uEBmAOKpW3YDOLUz6ee1Km+XKctChfQIReWJNu+HNCTc4TkCLhErgE0PVgOcJRHG0Kei9zSR/qa1RD4RretR+Aa+CJXAEz7gKN+kz91qS9taIfyB470g3JAEKuNcgCPOrRl7KQO5fp62s3sB18BoZGVtPRb8qlHnAcNfQ6EspLaSnU2jZUUHf5lCLjDkzGHTnz5TI6+Sj36QL8CO/7fWV34Yq1mubJdC9TpB7KMHPu+RJu0yLqnNdfyG0+ctiMP99LSr+7j+jbSbtoJLfJKi9UP/R6ayMD38/DgQUr9ymhXqG68s+4Cb6zyaUOdwBtgCyTPo7WPk39rrsDbZun0HR0Bius7c2uCXI80tPVufJ80fJjAwn4BTPrUQ3Qv5/C8HN/LlVnvePz0PPXXaNNXURzrTWu1v7wE0m+9guivlZQngGf5mp6eopy6xvUlJ8BIkbO8sIj5phpFCQD57INPG2TbNWUoEfVG0Zg3AEy+1cYyAnC4X5oBtWOOOaadRaJkWRGVt36gST08J5w3XufNyz5OOUqRZzX09q2tzeuvv74pfp+wsLUJSLCQKYsGntMmXtxT4BStrV4yADrIA7225nzrDKhVD/qVUV94UI9r9QQMtEZmP+KTL3EJx/wAVBtmIIYHevED5KCFNY7yx5d+AwbyIK5+AM3bvPLZVnauDYAG1Jx/VM5178Z0uU/cmLa01Zfv+005ciAzctq48U/b47b29QlAjy+g27gBtMkZTwAf4GqccOryEgfwfMRsSxyg9WDBgqc/yal3aO2pYQpnAAAgAElEQVTp7dPG18vl1eZy82Vch3u8xvXXiVMX+agXqGcldMTBQwEwi448ACSfe/MduPOtVVbJWOWMObK67LLLWr9qR7vilQNu1elhbzwGQ1MfFnjrpVHXJYGSQElgASRgwadQKEFKkVKlSCn9L37xi816BcRROBQrRRTlGAXNMuAsG5BAyQJt6vEigu3RAAyKiUJXLgqeiFyvlmORARad42L9y7kr10AQ4GJrDmjFi7ajxB2CDwAFPvEDCAG3ytrqY+ljJQ3vyod+suzvV4Mn7bAqkaUPwrKgOa927bXXtk90iNNvaAN4gDSg0zal7TkgDmj+4Ac/2PqQdXaehXdHaUUnz0Ue7slEvzuHBkxo3/ktob5izQQ+9QUrJ3DnYYFFTTnx+AIYjR1gRF3qVV/azZjcUT62t/y89vu4yEYcXljbPvCBD7R+0p9AF36TjwyBN2NtafYAZA6F/6SZp/rb3CUPcgV0AUNjxhxUbluuwNu2JFTpJYGSQElgYhKgCAJiKEbWK/9ZbNF3GByA+cxnPtO23oAi1jlKRTlgh8KVj0WI8rAld8oppzSLAaBj+yxWFAqKo8CUp6iEq+nU5xwRQEDJ4wdw49EJ/ABjLHR4xAuliDafLaEQAVC8sAwBR6w8roEeMgrtoXu1eUi9CSl1QCc8eTsVMHMmTv9Q1kszBY9f5/HEA9TpS32mL1jBQn/qXqswMtHHAXDoJ0OgQhxapOsDW/icb6QBcAA266B6eGPUuFFGHXkIUCZtud7ZLnSgIWCtB2DocS8fz+EFf+YJoG1bWH/1oFrezBfzJw8MykoTGhfkkYcORwZskUtHD2Bc4K2JvH5KAiWBksCuJ4EohBzyBlRY2Sh8YMwh/XyANZ9hoDScx2LhcZgfMGAtYQVylirWFIpEvdqI65XbaitedfPAAYUHqNleA2AAM2Dn8ssvb+evADPxaMQDayMAR4mytPEseHgJzXjIdRS2UJxwtflRX/rHNWCKLmDHmTEgzjYkntCAZyBOP/C2GcVxOXelvrWgUxvkzgWgu48XF2sambu3xQe4ABm2Bo0p4JnFFh/yK492dLvnXAM3+FhtXloDK/zRdnieVwSfzq6ZA3gQcsA465utYFug+A6AlZ5yyupX/Ma5V1f6kxxYiFmN1U92ZMoqtxJXlreVSKnylARKAiWBCUqAsuAoxwAR221LM4sOZeAsHBDnu2qe8Cleh+gpX0rIW3S2VoGLKKgobaH8vLrdU3ruudVUvlGm+IlyBywBHpYctAJptnlZDcOLc1cOh0vPXxhRsBwlyYUHoXbwwnOR2WryknrVrV+0G5myaFL8ABwefBuO1YVF55/+6Z9aPL7l1x/K8+5DcyN8FX/Um7q1E3llbKVtITAirz4CUABk48cDw4UXXtjAKEAHeMurD1I3klPnasv7mYqjHwvK9uMCvWQvDwAdi7V86Be/cXYe0Is1Xuaw1RlrpFD/ZWtYGU6d5GfrVX361Lapa/MVAPbAAtCzwK7EFXhbiZQqT0mgJFASmJgEKARKgKN8onhdUyIAgnNItg83zd5KZaWiTB2m9hdV4infbI9StlFOrimpKB3X2nJPcUvnV8ulHbRTaFziWBMpS3Sz7jjX5t8a8Ag4nHnmmc1ShVfKVh0sGuRBibrn1Sfs605ai1zFn8iJ3OLSNrk5O0ZZ2yITz5KIP/Qrw6Nff/DqS1+nvtUKtYWGyFu9ocF10tDt2hgCQtDqIcD4iSXKyxnexpSuDjQbL3jhXes3ru+PFrGTf8IvOuPQyOEzfeQeIJMf79KMSWdKjTP3Pv2hn4T6FY8swalPWV49+trbpq7JCXA3TlndHA8oyxuJlysJlARKAruoBKIQo3woES4Kw5M97+v1tlEdiqZUWEl4aVEqQi4K2rV6oqyUS/3ay7V8q+HUp14WD7RoT0jZi6PkWHPyzTyfW2D58UKAz38EtKFXvLooRKF68CIM7drr/WrwsFwd2tE+Pji8ATVo1gdoAlhZDOWNAwaAI2XDS9JWO+zb1V5kE9mhkZOGLjwAJ3gyZgDnjTOAbRvRCzP4AWxYpbgAUNfq5Po2W8RO/AkfQg4PXPjVPxtmZ/z0EV5tBXOu0U0e3mIGvIw35xnVweqoH9UD/PU8KuuNXG8OazcPTsYAEJ//mgXuVuLK8rYSKVWekkBJoCQwIQlEgVACFKhwbJkRR4lQDs5Q2VoEgqJQoqjG99gMyFGndHkBI/HxayEOdXOUfejvASUQQ5GyfABwlCdlCeSFLvSim0d3+OvpTVzCPm01rtWL7vCjzgCE1I+/gNOezvCiDgp/XtnUsaNhDygjC2Gu0RWvLf2CJ+ViIQqPxpfvvf3rv/7rsGlm6QXu8Jwx5Dp9mvp3lP4dKd+Pl3E96GMZM7bQDaABo/ojfACmfPoOb8BewJv6xfHKuDcX5eHMJ/G+mRfgZvvUGdSVuAJvK5FS5SkJlARKAhOUACUT5UlJuI9HbhSvOMCNo4C5KC95lB076akrYEqevvy4zPbeo4GLoh8rPWlADYUnzLV4LvQLWX3Qjk71RnGGT2H4SrvqELeaLu2lLbxxaJQWL67vQ/cculP2TzFr+4uetCd0z+U66fgA3mzzASKRPUuST7qwvuV8IgCXcaQuPKUe9a6XC5/aR094Da25l27M4RftnLT0oXvjLGl9uuuxC//K8z4J421qnlxZ+4C/lbinNntXknsXz6NTMuGx6p7XobkW9q6Pn3fd591Z1z0dabMfbIlLvtxXWBIoCSyGBMxdc5oSAsos/OK4KCBplIUwadJTdnytnHr4KBl5effakWfeWqKu1XKhW3uxPFmXtQuYOWOFnp4ONHOUrPKhs88TvsWN41eL9tSTNvp2pIWGyDXp7jn36b/UEX7Er7Yj38g4NPRtiNM+7zpjQx5xHHDDSWMV9R20paWl9u8L/mEA0FY29ec6963wOv6EHiQYVxn76Rtjylhk9Q3PIde4lD4uK055dZFv+lQ+7UWmXrjxJrUXH4xtb7B6gWUlrixvnZTSEYSdDiT0LAzSxY87UBUZiAnFrcVkU+9KXOhAa+gwmNwnDT+u8TuPp5W0U3lKAiWB9ZGAtYjL3M06NaamVxzSUs61sv29uDhpqVtc7tdivVB31qm+fdfik5Y1OPfWNM46ho9Y3cTJE5rdu54nI/Gr7dJ21tq0ETqloxco4MIH+nKtTPhcbfpSX0/XuC1pGRs9TeHBlqFtwMhUHtdevDhi9kYtYJKtVWXUF52T+9CxnuGYb7TgOzQGtEVWSRdGRn0d43EoX+/6esjLOTlzyvVDDz20ZUz0ZeZdF3jrpKIDCDHOxOI9WdjvTmcmfcohWuMMFrzx2W4IL9L6wZQyFZYESgLTlcB4zo7ve8p7xdLHb+t6uTq3t77tba+nw3X8uD7xARvz1re+nnHZ1b4PjWPQ07cjD1luja7U05dbi+vlaEi8MP3uemlmWfOZGYDD9wXJGzCTRmc6tyU/y5tP1uScl7j0zVrwsdI6w9dy+aUnT8bUvLzJ06eJ21oZeclAHi8O2Vr2YgrdLFzptmmBt07qhGlwESKnEwgZeBNKm9dZXRVbyvRx63mNbpPKIhIeTDhuW7ysJ93VdkmgJFASKAlMQwIBXdGN3q704Wc6hAVOfKyi/jnA283+xN72oW8IykeProXVdhoSWjkV9DB9TF5kRz4Be9HXK6mtwNtmKREal9C1gQcJG3ieJgJ6pE3dGQx4QXsGhAmGj5iB86S0ElA6dX6LvpJASaAkUBJYGwnQIXwsiXSILVP3dExAndbpTdvX/csM+R5a9NHaULkYtZIBT3Z8r3/FB8hti5sCb5sl1AuSMDnghs85CtcBRZuLzQ10wHq6tG+ycfhBt3gTK/HC5F1PeqvtkkBJoCRQEpiuBOgKPgYMYM2bkv6T1TfefJyWnpEHqOP8k8cjjzzStga9icpwEJ0T0DddjteWMnoXriAPjjyCL3owtzUqVv/1la21NvE0AuUNTMLkDER70oTM7NuDn56dlO3DPn1nXqMV/ehlOTQoDAgTD4gLb0zYAXU7k75qqyRQEigJlAQWRwL0Gh3C0ydeRrjiiiuG888/v/1NFE7k4eTxGRF//3XeeecNd955Z7uXTvcEwLXMu+EP/iODyFQY/bxSkRR42yypCJFQDU4OsBEPzLkGdtxz6YCELXJCPyYKmgPO8IBW9wFv4XlCZBcpJYGSQEmgJDAxCdAZDBcxXvg/Wd9z83HZxx9/vFEbXUj3MBz86Ec/Gr785S+3v2XzQWXpdKtQHn53dGPeyZaPriaflbgCb5ul1A+ogDQHL/1tBdOwJwkDj4DlXU7A6ZiEK+mEtciDPkieadbA+NX/3955wGlRXW38LL0j0qUtUlVEFBtiARWwoIjYMDEaNZaoiTGJJmpiicaeGFuifmqMvfeCSomgiBVQQaqogIKANKm73O/+Z/fZHd4sCNvYlXN/Ozszt577vHfOfebcMt99lzxQmK71AG6sHmUhk+fpCDgCjoAjUDkRUH9BH0g/Qh/HXDYZNGQM4KxwSJtGf6j1hvrNyolI8aQWjvTLcArOaVzAdVOcz3nLR0mA0vBokLNnz7bx48fbjBkzkrF9Ns5jWS97svBR2U0FeFN+hLKIg3y8/UA6eQP69NNPk4eofdzBWY2GODrKQgbP0xFwBBwBR6DyI0C/qJWi9JXqN+hLOHAaseKecIwHHHL4pY0f3G+NDvzSFkiR3jSB2xRcCpHdlNg/4jhqVMuXL7ePPvrInnnmGXv//fcTkNnR+7XXXkt2QeZDyIMGDUpW0gA2wG8u6GUNox4KCOio+I25ESNGJKZrvgfYvXv39SaXlrUsnr8j4Ag4Ao5A5UZAJA0ypmv1mQyhMnSKoUBWOVncuFd/BAJci+QRtjU6OAMOHETchJGI8KbgUu7kLU10EFgNgWtVQJUjjPhqJFRWceTPvVis4qUrno6PP/fyS8ejAU6dOjUZo8dKxTDjbrvtZj169Ej2YZkyZUoyxv/000/bhAkTbM8997Q99tjD2rVrl8iIrOSrBol83Ku+6XLTdaauRcmDbKQVBvqR0zKnw8iDe4Z62dWab6WNHTu2YMdmNlTcddddk4NNAFWmzul8/doRcAQcgdJCAD0mHS09hp90o8rhXuHy44xek9PcXflzj0OPUYbmJ5MP+W0p/ZZZt0TIIv5JTsXXWXWi7hyqh85FZFWmXipXeCM3fvSTjz32WPKJJ0Z68IfgMTVn0qRJRr+qhXGqk9KWqcAVOHNwAwPhwT3H5rbXciNvegARUEKK6GTizEOoyhGXe1VO6RWeTksZhOMUrrSkz3TE5W3hiy++SAjZhx9+mAyXsj8Nn/fo1auXderUKdlIr2fPnkY4pIiJmiyDnjx5ckLgunXrZi1atEgaKXmmHzbKlEycM+WQfJJX8ckDP6XhngeHBwM/pQND8uTBYQUQw7sTJ05MiCgPEEO97HaN/G3bti2QkTSZsmTi4/eOgCPgCJQEAXQVx+Y4dJ10KDoqMz16EX/iyKXLURh+ab2quOV5TutYrnUgA9eqS2Ydy1PGTSlLsup3QV4ROaxsHMSRP/PcMCTgiho6Je7W7Kh/Jv/Bb3NwKRfyxg+aftC4luDpSnANKeHAEYe43NPIObhOpydvVZprjvQDobQiPQIHf5EdETLyhejst99+iYWqYcOGBe2LT4CwazTWtjfeeCMZjmQolWXQAwYMsN69e1v7OJ9MH01WOchCvhzIJrIlf8nHvZzik4fiQ8T0sBCO440Gh8kaq+E777yTvAFNmzYtsRgiF5bDjh07JhvzEhcZ0mfJmXj6P0fAEXAESgkBdI10lfSY9I/0ne4pUvE5c0g36Swdzhk/dCf5yuHHRHmc9K3C/FxyBMBXvyPYg3GTJk1s4MCB1r9//+Q343fj92EPuBdeeMGGDRuWxFN88uBwV3IEyoW8ISYPKwc/bvqBI4xGoIeZexx+/Mjyh7iQTo1H4XrQiaf4SkM+xOeeeDQgjlWrViVWs+HDhyeEB2LE99cgbV26dLFmzZole7uRXo50yMBmg0cccUQypMoy6TfffDNppJA4iB/DqZA4rHeSA7mQFxnkJ1lUJ5VDXMksP9JJYWFh02pY3nZYjDBmzBh76623EhN1dna29evXL5nbhqUNeYmP7MpbWOhe5fjZEXAEHIHSQkB6D92HDuIe3cOBjsPpnjB0InHRkdJ3xJE/ceWIh05Dd+NIgx+OeNxL1yae/q9UEABjfit+H4gyX1rAOMDH6NO/BX0To0DE5VCflv4NS0WgrTiTMidv6Ycz/cNxTUPgzMNJY5AfD136mnt+fDUcXfO78QDjpAy4Vr6c0/6QtpkzZyZzwSBejNdrWJGhT6xrWNsoW0ugteRZZaCE2LgXf4hR165dk1WpDKmyaSFDqfvss08yTMlbCZY46iaZyZvGTJ10Jm8wkKz4Ew8/XLrxi4hhNcRiOHr0aJs7d641bdo0+ZYcw6OQR+a1SXbyIT/hyj0PGuWpzKQg/+cIOAKOQCkigH6RriNb9JAO9JoO6SfFlT9pyCN9j15HD6Jbpf8JJy1Oc6/Qf+5KFwF+J7DWb0I/qd8Y/HVA6uj3+C3Svw3SZP7+pSvh1pNbmZM3oNSDxzg4h8gP/npoiceDyMHeZAqDcBEn/T3ONCljzhr3fJ6DNBATzjgpAvLkMx1M4MdSxrAixGrfffdNDogbMpGWBseZPKUMIDpSGORNfigPyB5H586drUOHDkne06dPt8cffzyxhh1wwAHJ8CtxiC/5yItycORF/XA8CCqHcOJLDq45qAekbVRcRcrCCsjm7rvvnszP09w7lBbplC/pVBf8ccKGOIS7cwQcAUegtBGQ3kHP6Rqdgx5Cz+InXShdhD5C53JPmIgC8TnoC3hBRffxkipHOtIonkiF6zchVLJzui/i98S6Rv8ri5ty1++LP/23+jXC+S0y+yal8/PmIVDm5I0fSw8Te6axOCA7Du0xpAdh0gPNDz1r1qxkwQBETKs4WbGyePHihBzxwEJMRHgggtq/jGHPRo0aFTzolEueX375ZTIfDMsY+7YxiXLnnXc2tvxgiBPrmRSJHnJkktVKDRFYiYfDjzjUizNWL8b8scIxfMkwJosG5s+fnxBF5skRBmGExAmPdN7kKznIk3hSatSTeW3gg6WNrUywGoIRQ7gM9zLUy0NCnalHui5ckzcH1+SblkPlIIM7R8ARcARKCwF0nPSd9BL6DX/0uHQPukn30l34EU9O+ov+gSkq6LqWLVsm+RNGvtJvpONQXsrDz8VDQFhCiPWbYGRhz1PINI4+RWH8HvSh/FZpf9qCfqviSeKphECZkzcK4qGENLHFBpPqsRQxJ4wfncaAg6FDStiTjHlnbG1BQ3j11VcTIsRQ5JAhQ5I3LlmWmBQJmYHYQAQhcHoTo4Hgz+ICrG0LFy60HXbYwfr06ZNM4odIUT5l0KA4SxauOXAiUlzLHz/qlFYMhPGBXiZvsiUH5I3JmnweBGscw5nUm01+taiBPMkDWUlPIxdpxA/lxJsN6d97771ktSvDpTvuuKMdf/zxybw76kHdSU9azqQlX+XNGf9MRzwcYcRx5wg4Ao5AaSKAjknrI+WNDkXfSkcpjvQXpE7EDv1MPOlnLG716tVLssIPXcxBnhAK9Q/Se67bhHrxz2DLb6Pfh/6bfg7yBoFOO/UrGGj69u2bjEzR1+LPb4njNyFPd8VHoFzIGw8hxARrEasis6PljR8Pfz1YXEOwICpYsvhhsSRBVvjALSSGdDy4bDar8M8++yyx5rHaUySEM8SHT1tBGGk4J554YmJpY46byE5aKfDwkwY50w1VDRY50w0uLbsUD0qDA8VCOQxjQi5ff/11e/DBB5N6HBi3IEFWDaViVcNJCXEmD+YKgAWWPAgv89qwEp588skJSSV/LI04yucgrfBEbj0oyEpYGp8kYfyneunez46AI+AIlBYC6Bf0Dw69yks8epbOHz0nnUQcdBgv8ZwhYfhJj0m3bWg+m8pI6zPlXVp12ZrzAUsOfjt+R/pgiBn7uHGtcDDiN+D3Y4SLvpy+jr4Kf35Hfl93JUegXMgbPxoPKo6HEwdJwl8PmB5eGgZkizDIB+nwY8gVKxZsnsaSzpM8iJd+2AmnwWAJwxoHkYL44URqiKND5IZwiByOcnHEIQ338uOMv+SnQXItfwgcZWIZY4sRvtYAcX300UeT6/3339/22muvJJwySAsmEFbqyoIK0syKQ6XIzfw5rHfsPYfiozxkQgYc5ZKH5MBfshJOXMknf+rszhFwBByBskIAPcSBXmKkhAVjvLAyRxirDXpbOgxixnxk4qEzs+PLOuGkpd9gGgov40y94R79Thz0LH2CdDgEA13n+q30f1Vw5feCnDHSxHQdHL+Rfkfu6YsJo//Tb0gfpN9E/ZTuSeNu8xAoF/LGD84BOeGH5OGCpPAQc40/n6WSFSpNwiByPKCMnfPQMlkfq5PmzJEf8WlMIk40IhoFDzRxucYPGdTIRGDwwymt7vEjDf74yV/5cM+14pCv0hCmNxQaMPPr+CwVZAxLGvV4/vnnE8sa/mwEjCL69ttvkzl8zM+D6CE3by/MzWO/Nlnr1PCTAvPllFw6I7dkVzzVQXLK38+OgCPgCJQFAugcDnQWOp5RlG+++SbR2bzgor/lIG9MnWEeMzoP3YleZ84z/uhORiCYKE9+6EcWoaE/sQIxjEd+etFGF26qk27MTCN/8tG14nBO6335Z5aZjpMZpjwUJzNc9wqnzlvS0dfSr8ghD7JRDw5hxJl4xMdJfq7x5zdyVzIEyoW8SURIGlYt3q54iLEoQeJ44HiweSvDrI4fjUINu31cqIAF7eWXX04sUryVMf+NODQSNQw1HNLhROxUPv6ZjV9x03FocGl/rtUIiZcO0306DeHUVXIhhyyGWM9QOKPialHm4zE3DgscdWSbEYZI+bwV8/5QSIRBQmnwemh0lsw6Uy71S9dRsiIf+Oheciutnx0BR8ARKG0E0DnSy+gg9qXEesYiLnQRuiytl/gMIaMO6HjIHC/BLDTjE0ycIWjoRKaQsPKe/TVZ3Y9Vrm7dusl8YOnHdL4lqZfk1zmdF34cKrOosHQc6qx8dKaf0LXC8Uvjo/t0/uV5jSySJ10ufkX1N+k4XKf7z6LuM+P7/Q8jUC7kTT8wDZA3J+axMZ+LHx0GDtHhIWXOG/fMb6MxiwBBfiA9EL8nnngiIT7MG+OBYfI/JJAy9ACQBwfp8CNsc9zmxifvzDS6p3zqzUEDxhLIcAGrT1mEwPHkk08mdcayBsk77LDDktVUxNUQKelxxalPkjD+k0y697Mj4Ag4AuWFAPqPA72tg7KllzjzEg9pg4gRd1acNvLKK68YpG7w4MF28MEHJ0OujMjwos92Tw888EDyEvzMM88kpA/9Sh4cWO6Uf0nrST7oX/oWERbqgR9OupkzfZXiEZdDaVV3dDoy4iQjcegLOdP/yV/lJZH9nyMQESg38iZCxfwzSAnzFLimIUOysLZhdYLU6YGjwdLAacyQGOaJsXUIb1t8egPTOnFxpKfB42jw5MtZjT8JKOd/yJ6WhXsOFkywIzUWNb6Jyjw43kZZRXpgXNDAWXM4pAQqQn3KGT4vzhFwBCo5AugtHHoM3YdOh5Sk/egb0JPEgbDxQk6fwLw2SBsv+6xoHDRoULJaH/1JfOJB4njZfeihh5JvTrM1FMSPcqQzk8I28Z/6EEUvqv8gX8UrKpy0+FMXXSseaTnUF1BP4oEB/ZzkVjrOlEV65YGfO0egXMgbMNNYIVgQNszezANjTgMNmcarOW+Yv3koiU9jViOnAbOvGRP3Mb0/99xzCQkiHfGkAChLD84PPWDELUuHHMiAbDyUOGTlQIExNAD5REExrwPrInPbwIV0KDMcaZUX9/4Qg4I7R8ARqEwIoMfQa8ztZQ4bljO9fBPGiAvzgdFvHJA3dhPgzHApixwgbuhT8qFvgLyhN5kLzZxiRnbYjomX/c3Rk4pLvhw4+eksrBUn01/3hHNNnZCRe/Vj5KH86QNYjYm86Hwc/SFplYfSyj+J5P8cgYhAuZA3Gi4EjQZIY2S+AkOELEKQg7Dhz5nGqzcR0tDIITz4M1eCuXF33323jYrzxliZycRXKQHy08OhvEm3JRwPLwSMg2sOZMNUjh91Qxkx7MvbIvVHGeH00JNGDzNpt1RdtgR+XqYj4AhUbgTQWRzoOnQ013PmzEn23mQOG/fodyxQbDsBqdO+Yei62bNnJzqP/oK4OOlDnRmloC+B5DH1Rn0F8TdXX5JmQ+lUPnVBP+Pwo6/CoasJU5mZOpx46guoM31ddnZ2MreZERj8lIZ8Mt2G5MqM5/dbBwJlTt5ocDRIGiYEhYbNQ8ZBQ8bJvMw11jlWnYrs0Ig5eCBp/FjusL5hSh85cmQy14HhVB4EHOWly9SDlASW8z/kwFEXHPfIIyVGfbC4sf8db6GQOimF9MOrB3pL1iWpgP9zBBwBR6AYCKD7RHLQ1WwhAelCp6Ef6R8YRWHaDLqevkEv/MThQD/q5R79iF6UTuSacPoVlVMMMTeYRH1KWj9TNveUx1n9lPS8/KgLfiJ3FEIY9YO0sdMAfQLxOMiH+DjKUP+huiYB/m+rR6DMyRsI0xB5IPVgQdBovOnGSBz8eBB4COW410GjpiGzNJzVp5988sl6RFANnji6Vj5b4syDSB15SIUBZ+STYkJpcc+BYlJcsFAdyEPHlqiHl+kIOAKOQHEQkN5C/6P3uceKpq09NAyK/oO8sdKe3QhEeBiNQCfqhZ58iCt9SphefCFAWPDkKGtzHDq3KEdZhCETlj3KY5gT2ZEFHS5dTTj9F8O2GCvo89gaBbmZJkMa+jERPmRmuJj6MQLDyIvImzAgfxz1oTx3jgAIlDl5o8HRGGmcPGg0eho213oIEYR4WNX0JpyOSfEAACAASURBVEIaDjVo4uthpMGz4IF5czwsGn4lvuJw1gMlP8opTyd5KJ+D+qIE8JfDHz8O6qU4PNzEUx4isGkclIefHQFHwBGoqAigh6WD0Wfo/+w4XMgel2myRR9B/8CcZpEUNoJleJWpMgyrEk4e5AmpQW8yL465bswf0/6fxdX9SpfGEj8OyCfz6lhcxvekkR9yKf0OUWMxHfK3j1s/8f1Vhn35TCIbD/fr1y/xg9TJgIH8TP+BtPIJSLaIUr3UPyr/tEx+7QiUOXnTw0BDhHBhXerYsWMyT00PBcRE4ZAT5jyItDEkSjj3smQRlweAj8GjCHgAWMFKWpzK3NI/L/Igm4iY7iUj/tSJtzLO3HMgf5q4CaeKUq8tjauX7wg4ApUDAfQfeksEBD0HyYG8cEDeFI7FinDd8zILQWIXAkZZ+MIOq/HTc+KYPvPaa6/ZrLilCN+uVt8COiXRl5JXKJMXepq9OPncISSSsiBv1JH4yM7m6uxThzWNb22zOIPFFBBQdDtkFIKGfsdhbdTenp07d07ypCwO+jkRVcpw5wikESgX8kaj5W2ClZRsg8FDKVMwjZRwGipfE2D/M671RnbQQQclDRlzMvFozISTnrcb5k3QsDFH46eGr8bPQ7UlHbJx6GGlDrj0g4mM3KMcCOde8YmruhBnS9cHedw5Ao6AI7ApCEhfoQPRbyJoXKPX0k56T3HpAyBvu+22W0LOXn311SQN/QQv7/pcFntl0j/gz1w68snMO13Opl6n8+AauSCeGsKlv0FP40+ZyIv+po74EU5fB6nDAsdiDIgd+9Cp32LkCIsicdTnkVZ5qi7qN9Qv4C+XllN+6bPiFhVP+VOe8k6n1bXy4J58ONJ+iqfzxsIUx88lQ6DMyRsNgkbMj8kZyxtODSkdjmWKxp52PKRymY0LMoNFDkfjwynfitJ4kDktt+TizJF+EKgPB/F/6OFIKuv/HAFHwBGowAhIz6GfISjqA7iWzk6Lj+7TCArhkLIBAwYkUdjb89Zbb00IGv7s6UYcttogDqM0vMSX1ElfSwdTB+SWXkY+RnzwIw7EijDFSdcLf2RlShBDo88++2xifWPUiDDyRueTD/lyln+6HopDWVzLqfzMdMQj73RexEE2/SaccfwWEE7IYxp7pScdh+KLeFNf/FQW1+SfLlNy+rn0EShz8obI/JiZTg0B//R1Zrz0vfLhTYX9gDC7M/mVeXLpBqZ46bRb6jpTFtVVZ8nFPXEz46cfGsX1syPgCDgClQkB9BurKpkHxhQXRmB4kRfRIRzywLwv9vPE2iYixjy2Qw89NJnbrA/Xo/sZguQgLpueM+eN/NCZuExduil4IQcHTvlwjR/5iWDxaS76IEgPYcTFKoc1EHIjI4SsdFgQmTaE9W3EiBEJBowckRYyRhpIlMriHieClNkPQJgkX7qekl0ET/fKV3Hlr3xUDuUSR2QR+akjw7/sisBeexBXwpUH8bkGexG5RHj/V6YIlAt5K+0a0Ij4NirzCvg8CuQNR+NRo6Jhq3GrkZW2HKWRX1pG5CxKVvwUrzTK9DwcAUfAESgPBNK6i/04+SoOH5aHwEHWRN6QhXs2cIcsMPyJxYpwyAErNVmgBvmDSEAqGHVhsRpxIUvoSJERlVuUPi1JvcmP/ufNN99M9qtjzhvlSj/TLyGDyBskkzpASFlhi9wseBgVFykgO6RJjnqSD9tHsQCDdPRtxKNc8iUO/hzEVX+n8LQf1zoogzgc+CkP/MmTfJQn4cTjd5gV5xKySIMzvx8WREbDSCOixzWONFxzdlf2CFRK8sbDzxsYDzGTP3FqkGpI8uNckRoTsiCrHNd6WDYm58bClJefHQFHwBGoaAikdbMWG0jvccZBHNBxClcdICxYpIgHeYCwQfy4h3DIKT/pycx7xSvpmXzpf1hRConDEifrGxYp5rZhYRSJQR5IDsSUOXnc33777Qn546sRLHqgHsSHyJE/8+BYxKCvRUB4sTAqnDpk1hM/sMIRxgGmOPKUn+4JU3zqQLjkAG+2N2EV71tvvZUcyMf+qqQRtsRTWtITh8Nd+SBQKckbDUUPkRpo+cBV+qXoQUg/XKVfiufoCDgCjsCWQ0A6G32HQ2/T0UMY8JMehwxAELgnjAOSAEHCYdHKJAiKnyYP0qtJolL8RxmsNGUhHVZCkU1k5OA71ayAlbxYD5GFUSKsVmwXguVt7NixySpZhoaFDVY6HCQNCx0WL+LxPW+IE6tRWeyQtnxRDhiBGwdlkZ/wJD/hRZjuiYM/xFL+pEFOiCkb4HNAJCGZffr0SRaPME0J+UhP3XBcuyt/BColeeMthrcwsX5goyFyz5lGqEZcERqWHg79vMgkP73J4FeUrIpXVJjy87Mj4Ag4AhURAeli6WXu0/ovfU0c6e30NXodgqK46EyuiYPjzD1O5+SmDP4hH+SJbUn4VGN6vjVECovZggULCsgbcpOGMGTDOgeBw7I1ZsyYpB9jmBQixJw5yBQEjTgMB7PFCJ+AZIsSyoQ0siMDccCFA0feqjv4CBv5IQP+iis8IWI4yCJDo5BFhoSZ09c+zskbMmRIYjHE8ieLoggj/TD56jclH+7TsuDnrmwQqJTkjQbLG4secEFDg8SlFYYar+JUhLNkUsNHph9q8EpTEeR3GRwBR8AR2BQE0HEcIhOkQZeJcGW+vBIXRzh6HGsW1yIp0u3EIS2H8iOeylM+pak3yRPiwkH/gyVNc+0oh2tZ0pCTA/moA9eQM/LAkoV1C1L2+OOPJ19sgAiSlnqSD8OpECasbVjgmEvHwYIH5nn36tUrsYRB4nCUQd7IoSMJiP/wzwwTLvSZkDaIJPvRMewLkWQTYqx9PXv2TORCftJALnFck6fqyb1+M/XDSUT/V2YIVErypoZCQ1JjUuMEKcIrg1PjR1YafmWRuzJg6zI6Ao7AlkcgrdNErvDjQP+hvzlrCA4SgsMiRHzIDwQBJx2Z1ptcc6gc3YtsyD/JoBT+IS9WKoY41fcoW2QVuaMe3HPgkEvkDctd7969E6J0yy23JF9fYLUsq29lzSJv4rHRb/toAYPcDR8+PBlqZbEDhIsNgXffffdkDqCsYpSDo/66Fm46IxN1QNaJEyfa6NGjE4LIkClysI0JQ8LpPElLfpwhZ5xxKkM463fVfRLJ/5UJApWSvKkR0sD1cIAODUmNKd24KkJDQi7kSMsieTkjr+qlupTJL+6ZOgKOgCNQTgig09BvImCZ+k/+iKN4nLFAEZczOh4ypLlWpOEQwZP+VB6cpUsJS5dJWEkcBIuhT/IkbzmukRN/CJgshRAdkaC0RYrVp6ye5XNaWNRIR39GPtSLs/KnPIZMScOwKV94wAL34osv2scff5xYx1jUwHw0SHAac+GAnOQH6WQ7E8gfW53w1Yp58+Yllj62aYEsYvETiQRn1ZX01EFy6ax6EY/DXfkgUCHJG40i3QjUSORHY6GB4xSmBsvbBNcKV5rygbPoUpBRchYlj8KUOvMef/yUNn2tNH52BBwBR6AiIoC+gnyht9HNEAJdi6ggN/qNe5Ez4kjn6UwYeXDID9KU9hcGRelRhRXnTJnMcWOPOuajQXBwlM9BOAsYmJPGxsEQKaxn7FMH6WOYlTjIxRkydvLJJxd8cQGShj/1oj447uXHSlv2imPBBMOmzK9juPPTTz9NvtwAGcQSx9cbII/p+nO9YsWKxNrHMCzp+DJFp06d7PDDD08se8iMjOCOQwYRUu7JgzDO+OP0OxIXf/0mSaD/K1MEKhR5o0HQANRY0zVPNwwaCHHUuIhHuOIQXlEbEW9XyI2SQkbueaggnSgDPRzCgboRjzQcwiazfihH0uiNlXTuHAFHwBGoCAiok0/rLa4zSQb6jQNdJiedqLQ6K1zx8VeY+gLF2ZSz0ipu+p78IGDMA2PLDwgZxAxH+TjiMxxKOHuzQcYY8jzmmGOSerInnBy6nHC+CsEedtSRs/BQ2ZwpWwfxsIxBIpGB/D/88MNkCPXBBx9MCB0EDjkgecJmzpw5CcHD0saXKSj7sMMOS+bPYW1jg2Pyxgk7pZUMnNNycZ2uO+nclR8CFYq8pRuGGqugUBj3NBgaOQ7Sknb4E56Onw4vz2s1ZmThGoKmemkYAHl5o+JBk5KSjHqb4171UZ6EceCvdMpb6ZVG9352BBwBR6C8EUAfq5On7LRe4jp9L9nSfhu6VlyRDt1zTqdJ+2/sOjNN5j0LCVhAkOnS9cN6lXbodY60I19k5kD384WITJcuW/Gl3+k7KBOyB0mELGpbERZCsNqV7UoYaoWU8VkuVq0yxMq8NvZGheCx4TFWOuqVdumyN4Rt+vckLWnS6dL5+XXZIFChyJuICVXlmrcTzjQUNQzd0+DwI07a6UFK56W06XjldY0clM+ZCatY17C6QeR4MDBT9+jRI3mbwsxOfQjnASUO9RRRJb4wgbhhtcNPdRYWnClzS9a7vPD1chwBR8AR2BoQoA/hUH9IH0B/AmHEGseQqoZSH3744cQyB8FjKxLmt9HXYG1jeBVSR/9AXu4qJwIVhrzRKCErEA9NuhRZEWERxMQlTNYn+VfEswhV+qHjgUF+/HhzYqIoq3+4TpNSJpdqXgV1Ew6kl4WRfETS9CCCi64rIiYukyPgCDgCjsDmIZD5Qo6Opw/Bn31P+X4q91jd2BeOM8RN4VgNscYx5Eq/Qn/i/cTm/QYVKXaFIW+AQiOjMaUbaVHXEBeRt8xhU+JDXmiYslhtKcB5kJCFM9Y0Hhg+qYJjBRKOejAXgrciHCZv/HgYmWOBW7p0aZIHcyzS+HCN9Y005M+eP/4wJpD5P0fAEXAEflQI0LepT6Fi0vV6qVe/yDk7OztZhMB8Nggcn7nis17MryacfLjHWICxxF3lQ6DCkDcaJgSERqUGqsZJmBxhkBsaHP6QNwgSTvGIQ4NO+yU3W+AfsiILljW+VccqH+Tr06dPsj+PROKBgoRh9qbebI4IeZsVl3SzmgirHPMUIHU41ZGduknDBo/sBcQqKMp05wg4Ao6AI/DjQUAkjX5O1+ojVUtGayBl9I/0IWwtwmIFPrE1ZcqUZP4b6UlHP5GZXvn4ueIjUGHIG1DRkCAl6aMoPxodbwwcxMX6BPlRQ8RPRG5L/wTIhLxMGuVDv08//XRyjVxHH310YoGTdY44fJoEQsokV8zbrCR64YUXEpM4E1NZJUT9cNSbuQxvvPFGYrljfgPWN0iwO0fAEXAEHIEfDwLofUgbfZ2c+jr1d9xr5El+9EH0lfRDpOfAj5EcxVF+fq48CFTI2YpqkJw5cDQyGh8Nl7lxDCXSCHEiP8lN/Ec8ji3tJD+yM2QKKVu+fHmy6ufll1+2Tz75JNk0kQeJOFjaMHHzXTni4TBzs6ki9SWeHPHBAgyI/+233yb5Cy/F87Mj4Ag4Ao7AjwMB9L76FXQ/fV+6/6Of4QUfskZcnBa24af55Mrjx4HK1lmLQjZQQepPoxKZoXHS8DjjTyOF1GBtYihx0aJFib8aabpBponOlqoaMkgOZIS8cU99WNL92muv2cyZMwsIKhYz4qUfRkio6k46nM6EafhY16oradw5Ao6AI+AI/DgQUH+CbqdfpJ9A73PQb8iffobhU/UBxKXfZDiVa+WjfvPHgc7WV4tC+2sFqDuNjQbFIcLGNY0TN23atGRX6HHjxiXzvBYuXJg0UJEe4tJwOcsqRZ4iUOVdRT08yIPjYcNUzZJu5rDxmROGOtlrh+FOPXCZb0ikpQ4aDhUe8gcr/FRn/N05Ao6AI+AI/HgQoD9B16tPpE/gWv2m+hsIGnOs6W9wxMMix5k4iv/jQWbrrEmxyRsNgIakBgR8ajxcq1FxjVMY8XGkxREvHZd4HPjR4CA0s+KkfT6gy+c8sFjRONmnhiFF3iZoqJAi/NW4yUOyqWzyTDvFzfRPxynptcqGVFIeBAvyxvH888/byJEjk4UL7L1DXOqAE1FDNvaHY4PFJ554IlmZqi1ViD99+vRkx2wIoMqSzLqn3DQW8lc8/Sa697Mj4Ag4Ao5AxUJAeht9LX2Obsefg76CfkMv94pPP8oIjQicaqXwsuz/VJafSx+BYpM3Gg2ERFavdANKi6lGlW5k+PFWoAZIfBqQDsIhZMz/YliR3aPffvvthKx17Ngx2ReNBspGhJA5iA3719A4sVopf+JwLfJCOVxnOuKo7MywktxTP/LGqQyIF0ST3a2R5ZlnnkkWHLAYAdlJA4EDWzmuWewAeSOO3qiQmaFjVqmqLM441ZM4pAcLDvxJjz+Os9IkHv7PEXAEHAFHoMIhID2NzkaPq2/JFBQ9j5EgHR+dTz9AOvmrT8pM7/eVA4FikzcaQJq4pckCVVfDEkkgPnFkHSMtDYx7CA1vBjQ6HMRt6tSpBZYpwtmA8Pjjj7eddtrJsrOzkwn6WK3Gjh2bEJATTzzRdt1110SmdMNWA6V8Gi+WPBxEj/IJxx85kak0HXkjC3lTHqSNulC/1q1b26GHHposWsB6xjfn9ttvvwQHwolHWuSFsGGpO/jgg5MtQZBXju/UjRgxInkgiS+na5G2zAcXmfQQK42fHQFHwBFwBComAupLN0W6dFyu6Ys43P14ECg2eUs3DsGRJiu65ixSBqGAMIhQkAcECsebAUOgWNLYLuODDz5IVlHy8V2+/caeNVjdmCsGEeLMR4IhL5C42bNnJ/uc9erVKyF4bLVBeZShxstZhFNkUlYoyai6lNY5XT5ElfJwEDL2ZGMfHrYPYQgVLLSqVA8a6YnbqVOn5LMmbO6rPDizlQgEFuy458hcocqQKvvDUUfqTZ5gQ1wncKX1S3s+joAj4Ag4Ao5A+SBQbPKWFi9NNCAGuPSZa+JAFDi4xhLENYSCa4YFIWwTJkxItsZg2wyIzZ577pl8SBfSorh8pYANB1nAACFiaTQWKojMrDg/jiFIhiWxVpGPykQOkTdkgLxwhjQRp7Qd+VMmeXONjBBPZII8cQ3ZxPLGylO2D8HiyGdMsETikBcZOUNYOXD4cUBSkV8HizjAho0Z+Qgx2LIogg1+27Rpk6RRXUnvzhFwBBwBR+DHhUBat6svVp+hmspf936uXAiUiLzx49MgOGc2BO5FEoBERIZrxWd4kP3JIBtYzz766KMkP771iVUNi5s+I0U57GdGXLYJgeSxZQifloLkMQzJ1wawQkGCIHYMS+pbbgxZSkZZ5GRtU6NWODKWhlO+lEPeEE05hkUJz45DwH379k0sh6NHj06+woCVjS8myGlomfg45cs1pA4SCNkDb77iwKdQIG2sYIXoQowbNmyYrGolPg6ZlF/i4f8cAUfAEXAEfhQIpPuIDVWotPu7DZXj/mWDQInIW1okEYGiGgRhECbFgchps1qGSFmQwLBfjx49bMCAAYnFjNWkEA1WWvLlAYZFhw8fbhAcrEqQnoEDByYkD+JGuZSBxQ3yxgIHiF7v3r1t3333tR133DEZpmQIUvKQhgN58MN6VZqOvFVn8kU+hjSpO+SKcBzfn8NKhrxsyCt/4kDcIFoQNJFhYUk41jzuOZMvccCuS5cuiQWSjYDvvffehMRRT/ISkUY2DspTmYlA/s8RcAQcAUfAEXAEKiwCJWIr6vxVuzQBEGmRH6SCa0gaVrFRo0YZ+7WxohRL0/7775+QNj4JpSFDrEZY2LAksaIU0sHQX79+/ZLFCe3atSuwJkFgyJ8hU6xxECK2FuGYPHlyMh8OYgeJIxziwwGZKathU/KmDJEmhjy33377xEqoOmKBg1CyEOPwww9PLGQMhZIGzLCYMdcPXDLx5h6Cy7xAho6pB9eQNz50D/HDsgnxw5IHPuBEvMzfRb+hnx0BR8ARcAQqLwKZ/QQ1kb5P16oov3S4X1dsBIpN3iABIhg0AlmFqK6IlBoHBIZwDq6xLrHQAMLBnDYsYwxvQjhwWNYgbe+++25ijYLwQXxYtMCKUsge9yqTxkpZECH8IDsQO/JkGJV82BB3/PjxyYrOPn36JOGae0aZ5FHaTrhwhqxBHJGPoWAWEIAFB2SKRQVHHXVUMt8NMgeBIw715cwQKHmQFwcO4sZ8tkGDBiUEDWILLiyEYPsQ6s08wOxopcQ6CYkTeYPYifyVdr09P0fAEXAEHIGKh4CInfqQiiehS7SpCBSbvFGASJNIFHPYWC3JGaIBOYMgyREfaxRWpAMPPDAhLBAa4kHQIHSz4oIDhlFZvMBQacuWLQ2yBcHr2rVrQvAgIAwTkheHGiJnyBBnysWaRf5Y45599tnEevfKK68kK1oZToUYQWpwyFYWDvmQFweh1BAvxEvEDXm5h3RCxnAQLfwZ/tRCgzTZJIy8IXngQ3xIIASWoWZIG2SV3wGrJnnodyKOcMJP/knB/s8RcAQcAUegUiJAv+Bu60Cg2OSNRgJZwEHYsJaxgADCBXmANGABYhiPg+E/CJK2vYCoQD4gYWzE+9VXXyULFhjmZMUklqihQ4cmlrn0sCBESPmoocoPAsNBOH6QEkgKq07Jg4UO7KcGMZwxY0YykR9SKItVepFAmsypnKL8NqWZYKHE0gVB05w78uSeM7IiJ/kjP3LLD4zTBJi8SCNSSDzScA/uLFgAT4akicsqU7AmDnFxyKI0+FGu6rgp9fE4joAj4Ag4AuWLgPQ05/Q1Olwv4ArTGQl1Lf0vqZWH7v1cuRAoNnlTg2ACPoTojTfeSKxmTJqHoGB9g5h16NDBBg8enCwcYC6WHOSBSfp89optMiZNmpSQDyxtRx55ZEI6mB8G6YPkyKkBQjZEONRwdY9sOO4hNchD2VjbyJMNf0fFOXfIzMIGVreyAS7+5EU6ylFZECj8IEPkLdIqmX7ojAzkq7yJn35wFIYf1zjKU3yucciTToe/8iYcvFlZ+sADDySYUR/82DuPekOoyRPsVSfyUP7k4c4RcAQcAUegYiKgfkl6m/5AfvQF6qMI5xpHOC/sHAonHdfp/qNi1til2hACxSZvNA4sbpCf+++/P5ljxdYezDODcLFCFEsXqx35rBOkgYUGEAgaDMRtzJgxNmzYsIT0Qa4gG9qMF8sbjoZHIxORKaoimeRD9zRQHfhhwYLEMGyLtY3ymRfGFwqwxO21117JUCqWKoZySUP5WMX0ICD75jpkz3SSEX9d6yy/9L38KD/Tn4cSJ+sd18jNgg/IG9ZQPags1pDFj3iZeeHnzhFwBBwBR6DiIYC+zuxP8ONA/3PW4jRJjx/9Bi/s9ANMm9HIC2HuKicCVS+Prjii86NDeJ566qlkUQErOU844QTr379/stKT+WZsNguJYA4bFjrmezGUCnmgobFvG0N9zOuC2PWJc7eY18YEfb1RcKYszjjy417HxmRXOhEevX3QcCFwEDnmmBEPWSCbDP8iE0QPOUgrAsi18iJNeTvJISxUvu6RibpBhDW/jmsWOzA3DlIt8kwasORMui1RH8nvZ0fAEXAEHIEfRkB6G33NNYfIHNcydGB8YMcFjCD0teh6+jz6V0a3ZAxR2h8u2WNUNASy4g9erJn6NIaXXnrJbrvttsSKdcoppySb6sL6yZJwGgbDoTfccEMyH+7YY481vkEKiSCcIVZIHWQOosTwphzhIhTKT/ec1fgUf2Nn8qJR04g5IDiUKf958+Ylc8QY/mXRBPKx5xwrYbOzsxMyRBqVT1np642VXZphyCsrGyRSGCALYTjqyZA1ftQR7HjTAlvqgNNPTlwc8bZEfZLC/Z8j4Ag4Ao7ADyKA3kZnc2jqDn7obvo1+gPC6FcZcUGv46c+A/3PZvWkpb/gTLi7yolAsS1vmuv2zjvvWJ9oMTvkkEMScy2NgQZF44Bg0GDYGoSFCDQWFgjwVoCDUEDasAYRlm6cNEgRCvxx5K2De4VzvTFH40UeZKFBUxaNHX/uGUpkbh4LG2jcLLyAyDEfj3S8sUDoVC9k2NSyNyZXccIoO03cyANZeGj1QIKn6skZnDkTjziQOfLRw8u1O0fAEXAEHIHKgQA6Wwe6H51Ov4BOV3/A/Ge23GIxIP018ekDOYhLPA53lROBYs95g91jsaIRsG9ZepwdgqBGQTjkCEIBWYI04QhneJKGB7mgYeHHWWSNs/yUJk2gkow28Z/yJD/kwyEbDhmQLzta2agHRI4vOfC5Lg5MzxBOCBxxJWuSuBz/IbvkFzYqHpmoF/KpXsThkJ/kFmlTWj87Ao6AI+AIVGwE0OXoeM70o+h56XT6UO6Z/sM8dIwP+loPcSB39MNsj8XWUeyVSnz6E17s3VU+BIpN3vjRIQH88GpMNBKucVzjIA4iCzQ8ESfCFIe8iCc/+SuuyAjhNFrKUJwk0Ub+kQdxKUMHZUl+zsSBWHKNlY15ecwRY34ABJN5cciwOeVuRKQSByGnXCbe3HMQhzN15eCaOoAFvweOeituOk/l7WdHwBFwBByBioMAelq6Hamkv9HtfE0H0sZepixWwwiRHQ0SEDtGk5ij/uqrryYLDdnYnXAnbhXnt91cSYpN3rBU6aPx2piXhgBRgByIDNC4MNnKrIvJFkc8GhxxIRHckyZNytRICVd+m1tB4ou8iazoXvnrLKsg4byZcCgM+dJ5JTfl/A8sdVC0rlUf/DJxIg7haYcf8TLjpuP4tSPgCDgCjkDFQoA+E0d/lNbjXPMJSXZvgKixePDAuBE+5I2+GovcqLg9FttI8bUh+u7tttsuCatYNXRpNhWB9Xv1TU0V48Hm+RSTWD2rNHEibiIGEDvG3mlcNCStJKXxibRh9SJdeiyevEQw1FDxE+HjelOc5KAsyJlIGP7IJDmUr4Z2FYbljcmf3GeSoE0pv7TjZNZDcnJWXSmTexy4Qqr1u+CvMOKniV+SwP85Ao6AI+AIVDgE0NsyQCBcWo/TRzFHm03aWWzHrg/t27dP4tCHseMAe5ny/Wx0Pt8L/+abbypcHV2gTUegROSNYUXYO59hYo4Y39OEROpy6QAAIABJREFUIGFlo8FgumWhApMmMdH26tUrIV+E4SAUIm0QifRBA0sf6YarRvtD1UynIS+RGK5xCheJEdHhnoeEePhB7LiH6BG2JR2yqB4inJyRNY0L1yKrXIukSvZ0XPn52RFwBBwBR6BiIoCOVx8p3Y8fup2+FiMJ4WzbxfQf9RPEof9izjb7qGZHIwokD/JGWneVE4FiD5tSXRrBfvvtlyxc4NuhNIY99tgjmeDPJ67Y340Pw2O2Peigg5LVnDQ6GowIB/mocUEoMskR94SLbBQVhzw25tTg03krH8gZ+SuMe73d4IeciruxMsojTDLqTJlcCxvJoHDqJYefDvn52RFwBBwBR6ByIICep2+iT5KOR3L6Uza9Z2N8+lo2oGcUS/0aaXDcY2xhDvfkyZMTYwvbSjEa5q7yIVBs8kZDoqGwcoXGxHg6H0NnWTIT/vnQPDv704gGDBiQbBHCOLtIGw1JpINzujFmwlhc0kE6yivKbSzPNOkhLXEz/YrKc0v5IR9OZ12nZU5fp+MlCf2fI+AIOAKOQIVGIN1PQsg40Oucme6Dk7UNQsdBOPpeh0aSiM8hYlehK+7CFYlAscmbGg47+bOLP5P7IW98R5NtRBo0aJCMsfP1BMLY1ZmGRbo0aUMq3TupKPI3ck9HwBFwBByBrRyB9As4/SjTYmQMwUjCwZQkDCcQM40q0b+KpLF4kP6ZvNjTlDTuKicCxSZv/Pj88JxZtMA4O5vcamUp/ljmGGdXIxJxIyxN1NLXlRNGl9oRcAQcAUfAESgfBETaKI3+lFEthkOZrsTcN74zjrFE4fTBkD0WFhKH0THmxdF3u6ucCBSbvKm6mGYhXzQONgHkwGWaeImHX5q46W1AeRHmzhFwBBwBR8ARcAQ2jIAMHvSh9K1sIs/3xD/55BN78803E2OKhlA50/cypWnEiBHJ6BiGFjafVz4bLslDKioCJSZvqhiNA8c5k5ThTyNJH8RTGvkTz50j4Ag4Ao6AI+AIrI9Ammip76SvxaLGKBhfT5gyZUqyDciDDz5o++yzj7WP24UQxj5vfC2IBYRs8dW3b9/E+rZ+CX5XmRAoNnlTQ9KZRiRChgWNQ35paxvgEC8dlhlemQB0WR0BR8ARcAQcgbJGQISNM4Qt3W/SDzO3nMWBzHl79913bdGiRQl5wzLH4kG+wMA0Jr5DfsABBySfgiRsQ4v6yro+nn/JEMiKDSHPZLaZ+UC+OPjhaThavUJ2MP10gyCcuJx1zT2Nj4M0CttMMTy6I+AIOAKOgCPwo0eAPhNHf8mmvPSdzFnjXn0oxG3mzJmJ9W3atGnJ9l0sUGBOHMOqzE3nDInTogb6a3eVD4ESkTexdogXjUeNS4RM9xA5wnEib5yJRxw29eWaeXNp0lf54HSJHQFHwBFwBByB0keA/lb9KMQLJ+IFmcPRhxIPqxuWNvZ/o4+tU6dOMlzKzhAsJJTljvlw9L3uKh8CJSJvNApZ3tSoIGU4wjhwxNG1iJ7IG40I8kaj4/CGlEDm/xwBR8ARcAQcgQIE6EPVz3JN34mDwEHY8KOv1SpT4qo/Jh6ET/2r4uqecHeVC4Fiz3n7oR+dRiMrGtdqROlroCIfGhtxfyjPigAtD4QeIORJ10vyFRWusJKc02WrXPLjWmXqnFlOJu7peOm8MtP5vSPgCDgCjsCWR4D+UXqbawgYB/obAsc1jjgcab3OvSx3bm3b8r9laUhQbMtbaRSuPDIbmvwr4hlZ9ZCkCVHmgyLZ0/7yK+6Zsjlw6Xy5ln86TjoecZQmHSftn2Ts/xwBR8ARcAQqPALS+Wm9ruuihM+MX1Qc96s8CFQI8lZ54Cp8q0HmLUF89AAKs/T9xh5cwtJxdb0l6iDZ/ewIOAKOgCPgCDgCm49AsYdNN7+oH0+KjZGksq6lyhb5yixP4Zn+fu8IOAKOgCPgCDgCPw4E3PJWSr+jyFR5kieVqSpsrOzMuErDeWPp0vH82hFwBBwBR8ARcAS2PAJuedvyv8EmS5BJwDJJV2b4xjLOTLuxuB7mCDgCjoAj4Ag4AhUHAd/gpeL8FpskCQRtQyQNQqbwDcXZpEI8kiPgCDgCjoAj4AhUWATc8raZPw0rTSFGacsVy7bT92nilPbfzKI2Gj2zDO7llz6rfJ3JlOuiVsxutEAPdAQcAUfAEXAEHIEKgYDPeasQP4ML4Qg4Ao6AI+AIOAKOwKYh4MOmm4aTx3IEHAFHwBFwBBwBR6BCIFBuw6ZLZkywN9/92L5asMjW5LITdPyyQt1s69xxe+u+dzdrXruc8Ph+lr3x6kibuqiK1a8TP8cVi61ao6Xt3v8A69iwajkJURrFxB2zF0+yN0eOt7m1O1qfPntZq1olzHfl5zZu1Ns2fVVT63lgf+vasIT5eXJHwBFwBBwBR8ARKHUEyp68LRprTz32sj39wPP24ocrrPPB3a1LozqWZcvt8xET7INFde2QkwbZwKEn2qC+O1qTUq9iRoZrl9isqSPs4Tsfsre+yPtagWX1slsnjrBz/4e8rbRp735uVZtuZ9u33yYjoy17G1Z+bSPuONlOvOQDW1C7s517x1P2l1O6WbGlzF1lEx75lZ10zos2bVV9O+LKZ+3Oiw+0lpWJz27Zn8RLdwQcgUqGQO7K2fb208/YhwuiQWFdrq1cscxWrFpr6/K7hvipd6vbqKHVqZY/SBWqWL0me9iRP93bmlayupaKuN9PsVEvv2oTljSzfY4Yans0L2GuObPtg9dfsDEzs2zHQ39u/bavWcIMt6LkcXJ7mbnZEx8KZx7VKdSLHyawxj3CBXe/Hb5Jlfbde0+Fc/s04TEJ1maPMPT6e8LUVakIZXa5Lnxy68Ghfc1Ybiy71rb9w12Tiih40Wvh7BPODf94YUaZSVLcjHO/+Shcum+e/NSh27F/C58UNzPSrVoU7jq2ML8Wu50Thq8sSYae1hFwBByBio1AzoIPwyW7F+q95j2PDKf88vxw/vl5xwUXnhT2rFUYjq7d9fTnw7yKXa2ykS53TRh/16Eh8qvYb1YJ+5//ZPh8TcmK+vL5s8K+LfPw7TDkH2Hi4pLltzWlLrM5b8sn3m8n//x8u/PZaba8drYdceENdtnpvSxN1LfZ/Wi78fZrbdD20bzz1Xv2yB9+ab++6h77bGV8RMrUxe981q5n1TdG8sMce/Hm6+yJMTNt3bZ1y1Sa4mSe1bC59T1i7zw86+1gBx9xiLUuTkZKU72O9Rp4lHVNqrqN9TrmONupugL97Ag4Ao7Ajw+BqnVbW/fdY69Uu4n1+/399tKzT9h9t//d/v73vOOmi460jm0bJtNrzKrbNr3PteuvOtya/fig+OEahTX28ZiRNnM1UdfZ5NdfsSlrfjjZxmLMeGeUffh1Xoyv3njB3v1uY7E9LI1AmZC3nBXv2z/PuNiGf/BtUlaDzj3s6MEHW4N0yfnXNXccYmccsUMcRo1u3Wp75fq/2t/v/cC+LyJuaXqti/Pu8r/x/r/Zhrn2wc2/t1/fPNwWLKth9WqW/ejy/wqxcZ+sWi3twHMesOeGPWvPvvSI/fGEHaxEU9Sq1LRuQ2+zx16O+b32ot30q/2tuQ+ZbvxH8FBHwBGo5AjkWla9Ttbm4PPtpst/Zj1b1yisT85ndue519iTM5dEqhJtTbUb2tFnXWIHNy+TbrOw3Ip6VaWW7Xv0SbZPyyhgtcZ2wCmnWs8SzrPuPvBEO2znvArvespZNiBt3amoOFQQucqElXz/7nP2j3Fz86tYzzp17Gv7br+hGte2Tj12iXuPfZJHptZ8bsNfedo+Pamn7ZnJ9tjLLGaT3rNsQ7kyEgs527S4hbmENV/asFsvtIsvf8xmLo/+cdJXTk5O/h5q0WKXsMzC+CqHgP8JKoiWSF1wV/IL6hbLq9vR9urfcf3s8iq9vl+8i+bkAizWi8IN4VH6rOqtrPv+8Uh80v9KW/503n7tCDgCjsCWQmCdbbfDHnbATkNt5zrryzBn2O1296vjbU0O/lnWcM/T7ZeDW6wfaWu6y6pq2YNutEc7/dxmr6xv7XfuZk1K+IK/ba/f2x3PDLALFmRZy532sNbltXDxR/C7lT55C2vtvWFP2TxeTnhdyWpkzXbsZm03+CNXswZtO1nXyHwmJTwixAUFE230J4ttz32Yfh9s7dev2h3XXmcPvr0iMv5tbMBZ19vQ7sHmfjbVOg493tqnfoh1a+faO7deZXc9PM4+jYQqt+reNvDcs+x3P+lmDTbMrqxK9fjGtWqOPX/9GXbe34fbVxA33IIRdu3PD7F76laz7r+4zW4+bS+rT11yl9vst5+zh194xEZOmmffzlkdH/Lm1mavQ+znZ//cBvfc1vKqHGz+xIfszyffZGNzci1yrui62CnXXWe/7DPb7vnDRfbP4cutSq297NQ/XGq/PibbstYttenD/m1X3P64ffTFUqvSfGc746Kr7ax+2XH6bK59+8YNdtQlj9n3K3MTiM1q2K7H/Nmu+/ORtuD+39hFf3vDvogFVUmYZiRlNepa557n2I13/sTaff2W/f3KS+zhtxfY6nVVrNoOJ9lNJ9Wyf939qE37Ypnl5nE5a9frTLvq1nNslwjLvFE32UVXPWAfzc8jz1a9nvW75D921UHL7Omb7rB7nx1nC7v0s8uvut6O6rLBH5qKu3MEHAFHoOIgULOZ7XHcxdYxa9v1ZfpmuF1z87M2YTGdWHQ1t7HjzjzPdtvQDJp1a2zlqlW2NhK9KlVrWLVq1ax6jWpWdb0+J/Zlq1bamqibq7Kxe2KKqGY180d2cteutpxYXFbVmhaTbtCtW/O9rVgTdX+oGsupnpRVo3qGNTDk2MrvV1uoHmXIzymrWsw3uVlra1bHkSd2fKhRPfYThUWty10b65B03HFaUY384eIYnrvalq9YG/uS+tZmx17WhiQh9mcx97B2la1asy7KXbUgr5CbYzm5Va1W/VpWLayzNUm9o7xZcZeE3DgAXaOK5ayNC0Oq1LamHfaMR15+1Al5QpRj1eo1FqoUYpgVca1RDWHX2drVMW1WvvzIsjW6Up/glzMj3HxYkxCnS0EDokEnOxx+1ciwdiMFLZ727zC4avxVlab27uG8ByYlKdZMvDccsUeLUKv76eGp8dPDlCnjw3O3/jz0bJkd9h16d/gile/aua+G3/TdMWxTu1Y45dZnw6SJb4fbfrZDqFWnWzj+plEhPf/+4zuPDJ3q58mYLFiYvDqEOCHzu68/C89cd3LoLFma9A+XPzYmTJo0KXw+f3nICetCzvyZ4aZjdw8tduoTLn1mUpg+bVL4751Hhx4NyK9mqN/kJ+GBkQtizDy3dsW8MPLPpxfmaV3CWb/5bTjhpH1Cm6a1Cupdq3WvcOkT74ax9/wq9GrfOjSqnY9hlKXWNoPCv97/OuTGXNcu+Tp8NPzycHybwvCeJ98ZpsbiViyYEu45fde8RSL5dWj8s7+Ed2YvCrGGIaxZFuZP/E/49c51QtN9hobbP5wdli6eF2Z8fHf41a6F+bXe96IwOn8Nx5qls8PIa/cOreNzmvcbVQ/7X3RDuOO8bqFNo5r5fi3DsX8ZGZbkVdn/OwKOgCNQSRFYG8bdfmLoWF36Lis0OflfYc73RVRnXW5YNnt8eOmOi8LZp+4R9tizW+jSfrvQevuB4cQ/PxjemZme0b8wvHHV6aFXdnZo07pNaNOmTeiyy6XhjW++CsPvvTAMiv1cqzbtwx4Drg6vTVgWdX2GW7UszB77RLj5j8eEQYN6hF126hjat+kauvU5L1z71MdhYaqDW/XdyHDpHt1D+1atk3LatNk9nH71qLBo6Yfh/gt7hU6ttotlHRDOuGJ4+DbpGFaEWcPuCKcPjP3adlG2znuFM24hLF+KifeHow/eJXRunyc3svceck34KHZyX4+4OQzduV1o1TLWO/oT1qZLl7DXgX8N71D9lV+Epy87NHTrEP1jvTvsf3547PF7wwWn9wldO7QtwKLbPr8ML8zNq/P3k58NfziiQ9i+reRvEw65ZliYu+CT8PT1Z4c+4Nf9oHDlK/Njn7x1OobTStWtWz08/LrNthiY8jr1rHbhsCtHhHQTzixw8cwHwjFp8mbtwglXjUrIxn8v6RviO1GwAb8KL8/Nf3pypoQHzj4+9Bx0R5imFr7ms3DHMbuGOAQfquxzSRi3NK+U+e/cEPYjfefDw61jlhUQqv8hb6nVpp8+fEGIQ4d58rc8LtwzPkVJ1i0Pn/zrxLywWh3D0P+blJfnunfD1Ud0zScyFva6dFhYnGKsC8bdFY5unp+n1QnNdzsi/PWZCWH+gs/DP49tk8gdzYqhXuMDwqnnXxyGT5odZg+7IAzIVhoLR9/6XlgsRrh0UrhxoMJqhn3PiCt1BeyaD8N1vbcP8SUlylMttNzt4vCOwjh/9UQ446enhUtenJnyXRoeO6NxfO/Jy7Nzvz+Ft1MLcFeOuiz0apdPsLOyQvUW3cNvn30vfPLa9eGQZPVRi3Dc1f918pZC1C8dAUeg8iGwdvx/wtAetQv7sFp7h+vGLPzfiqxbHWa88K9wcNt6ocnRV4cxn88L33z9YXjk1+1CXAsXjVINw8773xAmFCTNDSsj+bil78554TFO9eqHhNPP7B922LFD2K5htfz+o2rY4YSrwtiFUvax6JULw/1n9Q+Nm7UNx9/5UVj07dfh89HXhJN2rhrTZIVqtfYIv79tQliR3x+uy10Zvnz21nBYvj43axoGHP6L8ItfHxZ26NQ2NMrfacGqbxsGXvlcePuxy8LhXTqG7Vs1KDS8VN8pnHP3uLAUMdYsD9/OfiZc2Vcv6xa22/P8MGpFCDkrl4a37zg99Kim/iieDzovvPRFNBiQdt3aWO9x4d7jO4emXfuHm8bNCt9/vzx8t/CtcNdPW+X3fRZqtxwcHv4yD+Z1ayKZfOHscOB2hXl2+Olvw98uPDDs3aVp3LAF/+qh+8A7w4y8JFvd/wxba7SrlNhFc3HNjc3/+t8CmJeWstzGCNG8Wr1q4rcummsTC/Lrt9nxg06x2577yOZ+39lOvPhqu+zIJrYkWflitvi/j9pDb31kq2LqXocfbnvWzyunaXZ3694pXk992158YrjlLaHICyv6/2pbHSc55BvLYxPJjSZacs138dum362anyfvquk2a9Rom0VQ1jZWN2Vm/viL2Ra3Cypw0WJn0cqb79rbkHMvtwuO6m5NG2dbx461LW8boRyr27KTDb70L3bgDq2sVed9rXWrwol/ySKL/Byi3ogsVfllnKvvaidfOsg61QHVHPt62oP2zzunWp44OTbm6WHxWd7RTujbvjDhmhDN0IW3mVe5cYgVzZLnqlvrA86z8wbtbjv1O9muuuI4O2zwiXbCsfsWuShFqfzsCDgCjkCFRmDNbHvu3/fbiPEr8/VdbWtz6jl20q4Zw6pUYsHbdte/rrI3vlxuC6ZMtdnL61vzFrva4NN+Z3sztyZ3iX085VF75N1F+VWuYrUad7WdD9jOmuXr2rW5r9rID/vZI8Pet1fuONsYPYwJbfI779u7nymd2dI3/moX3veaLZz/rU38dKZVadLCsvc9xYYM7G91o6Q5q96z//x3uE39Lk9LZ8XFBS326W7ddpFSX2LvTvrMGvT8k737yQx75uKDrU0U0dYushevuMJuGLbMzn38Tfv0v3fYefsSQNinNvbDiTaH7q96XWvS6jDbZefGpk0aatWsHmlj7K1r1bdeZ19r1/zqMGuWP9xbbdyXNi9S1BoUnxWHhqvk2HfNdrcBF9xgF+zZzurUqWvbbLuP7dq9nTXKX/RQq1aNgmHmrOq1rV2XvtY+u3Ai4ozH/2Nj219hT772kP2+PVsh5FqNbRrESUNbp9tQ919sNLKqdbAOscHk//wxn0jMqlYpHDsvIud1ca5Aih6Z1WtmTbNbxIXZZh3238s6QsQiaVr23hN23lH72gnn/d1e/662HXHqsdYzmeC4yt5/8137Kn/J8aIJL9u9Dz9qjz76qN0bNwd+/0sK/c4+mz7Bvswne/gUy1Wtbz1O+r396bT+dtjxv7XLfv8Ta/L1VHtr2Mi45HlFAcHJpKPRxMlfvqtqNZlrkNzFB68wIH7toYbV1PyF+ttaw20aK1H+HDbdpvOTX+G5+SFn2Bl7tM+bg7Bsro289x6bSPnLR9u78xpYlwMGW7fC5yIGbDy/+FpTmHmcO7HTvnta28SnmfW86DF76embbHCnUm9OhWX6lSPgCDgCZYpAsG9GP2C3PTbc5uWXU7XZMXbj+Uday/V0ZX5gVIlVasR52LhPx8X+JS9Vzfp1ImnJ14WrVtiMufPz4iT/cyPlKNSlVet0sVP/8SvbpfU2tm3LFsZCzsQtXGwL4yG3rNraaBzgbqUte2esTU06zHpWt5b6kTg3+Zt5tnh5sroiSZYbJ5cVvuBva70GX2iXnLS31YsT6pq3rm918+fv1azXyAb8/lo7pHtLq9VsF8vePjtJz7/0fDgmq8Xpahtwja3fGcfbfh3ZgD+aDJa/YHdcP9IWJLHX2bSxY2zqgoZ2+tFxTCvl0n1fyjvvMk7ALtws2azu3ufYb4/f11q17WcX3XqJnXHc6Xbm+UeUbIus/ym08nhsZFpkMSuR1cJ22bWd5TyV97NF+m45S9YY28EUvZAkTqycNT0Si8IGXaNtC+vQqUUiQJtD/2iXX7TaLrnnQXvv86XRb4WN/s8FNmTkK3bx3VfbGQfvEVe8LLB5s5bFbzbkuc/efsEeWzYhTs6MU+7ihMc2Rw217eOz1GTX9lYHQfTqkB9/c0/1tu1vV/xff7NlU234a/+2C26bHrNcbNO/K9z0JlkrsMGMY6OMZLTQupeKGHGIQXkuXq9HmlLRfviyqx13fj+7YfRdNjdOHp331XB7Y9w3tu3nr9uXcfuTEw9q/8NZbChGrFyDunUSFcSD6s4RcAQcgcqOQM6S8fZkXLj1Vr4RwOI4Qp/f/NQOalc4+pHUce13Nn/et7akXi/72YV/sWV1x1n1XU+yXx3Syj4dNcw+fO99m7U2vz+LJK7Kegwo5lDY1cWX+AOtZ7e8bpiFAgVBjEalOpFWh5xrf/nzMnv103o28NQ/Wo+VM234iyPsxQnzk741kYtFEGmFHDNLdauRVMW+Jf9Hyo3ESGVlkS6ODCWuVm1r1IT9OmYkt2kZEsGVKC/2ev+rdjnCzjz0EXvz81ft27ggYuKDt9sblx9uJzSYZZOmzrD6B/zGDii0ReSl3Uh+6wEVY7fvGRc+5pOIRodfZncevl7xW91NGZC3qrbrwLNs73/8wsYyRhkW2pxJ4+Inl/pZ9yL3hAm2dM50+0KtyurYzr362WE7xO8yJK5pXNl4u7XotafdcN1f7InXZiRWuu+/et3+dPIKq/rYM3bRAQ2sYZPaBZys9j6/tccfO6lk+57ll170ablNf/Vp+/s/r7UnRs23vf/4pP37D83t8RM+sncmfVnwUBSdtvx8W+z9Ezt6p/+z2ybm2uqvP7cnrzzHZm7XzurtdIp1F7zFEIdVRds1a5K8YRUjuSdxBBwBR6CCIbDGprx6n93y1MT86SXR6tTmSDv9yL2tcea43MLP42a1o2z27hfYyXv/0m6Nx4KJz9hdV//BPvgyx9rUXhBNDGkWtbGqxlWZORtlMPmJO9mJv73XTsyda2898x87+98zrUa0Bi5asmoj1rD1y8UQsKGSCowExCmwHqyf/ofvGtmBpx9mOz85ykZ8FVfernrLnoub9Pfe6R17a8wS63NX1x/OYiMxtqlXJxLhjUTYyoLKBIpa3YfY1ef0tTx+sMqmT3vLRn2WmgCWAjmsnWFvPPZ+QVOv1/YQO+2cE6x9QvRW2ORxn9n8xats5wNPtnvuu9fu+tNP7eB8o9G6efPtw/d5Q2hg7Ts1sAb55HD12/fZU59lGHgXfGlTJoyzmYXGsZQUG7mMrWW9N6e4FcoXr91gPz/tF3bH81Ot+YBL7G9/6GPbxnea7wst1hvJcDOCkrKL/xNVab6f/eK8Qy3PhrnIxsf980YvbWODT+lu+VBthjDrR80t9gO+fj5+5wg4Ao7Alkbg+69G2n03Pm7TpMOrtbfBvzvNBsR+JdMtj8OZc6cts7bZMWTeePv3pafb4MFH29+eX2SH/fZSu+kPh9rOyWSvzJQluV9js0c8bGcePciOOfU3Nq1hf7vo73+yX/Ztt4ERrZKUVfy0VTsPsuN6t7JakbuGNSvt9Zt+blc/PNrmtD/P9i1i2uDmlNS88bYWZxW5y0eg+MxgYxDGvd36nH+j3XR0l2hHi9unTX/fHn/gEfuyCNq/YPT/2S2vz8p7I2jQ2077619Sk0Nz7NMnr7QbHhltDJhW325/O+nKu+zmq35qyabMdWpbvaZ5n2Jvf1B/69E+7xsDubNH2jXnX2cvfaGZdN/a8DfjlwOmZuVNoCSvuEJA1uysOKGyelwgIZfLHjW6WbzEVq2rYau/H20vfTrdFi+eaS/edouNmZs3/tqwTjNrFOOGzz6ydyd/VWCWzoqvRfVT48RVKK8A7bi/GvdJGXF+YGozIIZ5q8oeuny5LV++RJLEveiqFchcpWrc36dQ5JhHtbyFHQWx8y66HnKm9Wudd53TuLsdfOiR1guBM13Mr3pKjipRjrhVUYEj/wKTfLyoUT1OVi0I9QtHwBFwBCopArnL7MMnb7F73p9XUIHmvY+zc47fzxox8Xo9t8qmjnnNHhm/jW23bro9dl38pOPV98QPq3ewn/31Cjule/xcfdyDbG16slaB4lwvo826+e69f9l5555tdz3/vq1q90u7+vqB1i7q66Vxf7VCt/5Qa6H/ZlxFWasUdlSbkTA/arW2cU76UOu5LZ3fWls0JVrf3qplR1/Yu8QjYRgM0sPAmy/cjytFAZ0o7WplNdzNzrj9Qbvz90OsbfUF9tbtl9hvLnolbnqokuJD8MTss5YhAAAKGUlEQVT1dtKZd9jU6FVv9yF28/332SUn7phvsSNeTasXJtv9l55lZ175sI1PlorWttX1mhhTQBvv0MsOyzfD1ek81C46e6C1zCdM04ddbmccc3j8LNcgO6L/qfbPSU3tsAP3tNY8jOsW22eff2sL8r/BtXLFZPtw8kIKjK66tcpub2318boVY+2W8462fv1vs09XQmiW2JwvVIkVNv7lK2zwwKH25wc/tAZx4qdGI5e9dI399JJnbHa+AXD1rO/s20R+yphvk6d/H5dQ4Jbagq9Xx4c9ubHvF06yBdPyrJSrvvnQ5s2RXGZfT5wa32by4q2e95l9MifvOmqLuMHuFPuqcHGSAqx6yz3sZyftldw36RDxGtwhtZikIJrZwik28ctCE/zsbybblC8KwxcvnGwrluWx77BylQ2fOMWKKK4wgV85Ao6AI1DhEVhniyY8bjfGjc2l1a1GVzvipCHWu4jvAy6N3+y++NrnbWnnblbt45ftvv+MTQwLFs0UNRNrwGr76JUx9nHc0DZxcc5b1biRbqGrmrysF7740qfkvYVzLngfh0QVvJ0vtjfvu8temIwJo4rVq97AahLxm4n21lufFsz1jrsDx5fqwjfuKmyaW9DDQ8oK88dgUMgpkTG/5Lh48LtFBR1VzBJ586XHQCCLR/TKivmlX/DzY1nDvU+yw3dpmNQl1Gpqux/1ExsYOW1Rrhpy5AdkZWXkFw0IqeJiWbF8RS4qs63NL451l61bPS988PaL4cY/nBgG7NMp7NKnd+jdm2P30GWPHUJ2v9PCDQ8+Gt6dPr8IORaH5667Ltx++/XhgX+fH4aeckBMt3fo3Kl16H3aX8PT4+bkbTyrlCtmhzfuvTwc03NnWEb+0SUcfeE/w5ufL8+LteDtcM3Z/ULbxjVScSzUa7t7OO6MB8J0Yq34Nrx/33lh7+Z5cRrU2Sv84tLRYU6ymeHyMPGBC0Ovtvn51+kbhvzunjBu0vTw+eM3hSFN8jbd7bDfkHDbiKlhWdznZv7HD4fT2rYs2NsH2Wo06ROueOmd8NzfTo6b+7JXT35+WdVCz2OvDM+PHBmuGtQk1M/boSMJr16vbeh35Qthyss3hr492oX40YfCdLUahY49Tg63DJv+P3vqLZtwd+jbpUXoc+WoUNQ+k7nj7w/H9NlhvU2BrWrt0GrHQeHyh6aE6RP+GU7uWSdEi3VheY27hgEn3xM+E/Z+dgQcAUegsiHw/dzw4JnNC/VanLrfbfD14Z30Jp3Uafas8N+rzwrHbt8wxm0ajrj5v+GT1y8L+9WQTowb+W6/S9j3wJ+Fa/5yduhXp3p+njVCo85Hhcsf/zQPmTVzwoOD9wpxMDYvvFa7cOVotppfHJ75+5AQR6ry0+0Yzr7ug/z+bU64a0jbwv4j7s3Wde8Dw+m/PD/86Sd9Q1ulqbtd6DbkpvD2N3kbdC4Z+3A4oZbyqx66HHVXeOc7xFgdRlx2YNhO6WpsFy59aGYi39rPHwoX7KM0cS+3A34Xxs1MOr6QM/udcPHhDfLli31YpwHhlg9SOwMnOfAvJ8x+6NQQN4kIWY0PDncnnWpBYOHF4unh9tM6FezzZo12Cr97eV5B+OIxfwqDOhbK0vCnd4W3l7BxnDsQyOJfuRDWNYvt67kzbPa8721lsl1HHDps3MRaNmtt2U3rFbDv9WXJsSULV1uDxnUtK/cb+2zyNJsfzT016jS0dp13spYN9EqQTrXWFn411+YuWpwMYVar0cTadG5lBVHXLLKpU2bYolVVrXbet0IS3rR25QpbV7ON7bRrm7hvTnTrvrfZ0z+3hfETVLVrt7C2nZon4/hJSetW2pyZU6PlLg591mxu7To1y8t/7QqbN/Nz+2ZVjtVv3s62b5E3pLt66WybNmmuraldM//NKn4iJH7epGHb7a3Osq9sbvwES7Xq+a8UcV+53Or1rWXzRvb93M9tSW781Er+21Nu/AzJ2obtbKcGy+3jzxdYjZraHy5KlbvGVqyoYs07d7XsZnXX35old4V9/eVsW9O4g7UrACKpSfIvLPnS3p8yN+7nWzv/8ynRe12OrVqRE2Xcydo0WGAzpy+0nPjmpTch5jOsrdrSdtgtLoAozMqvHAFHwBGoJAistW9evtp6/+zKuAJfW25UsW1axpGXuL9mloZDqE3sHxZ+Oc2+WhqHPrbtZkP+9pTdN6SWPffXs+3C29+IOj9u89HjGPvtn+IisX1a2Yxrz7df/uNpm1aniR177mX2u7OGWo9WOTbi2gvtwuuesE9XrMybYlNlnWXvtKcd2XdPe/KRf9tX38ZFeJQXX5UbNe1nFz/wNzv3wNa2ZNxj9tuLfm0PjV0Wg/a2/if/zC4+9yDruuIz+8fZ59qN47+yxt0PsvOvuMZOOWhnq79ydPx84Vl2x8SZtjS//6hWr4OdcOVNdlzj9+2WP9xs/5273NbGbgcLXKtdjrCL/3q5VXnyCLvkkTmx38vrj6rWbGTtj73SHj6xhv3jppvtpbFTbPGKvGGiUL2WNWu9tx139qV22a/3W39YdOm79rujT7CXO11lY28/0Rrmy0DVEjdnmF3w2yvs8eETbcHStXkMLVryttluFzt86FV28Vnr7MGzfma3j1pky/KNmDl1m1vXHU612174o/XdtoRbRkiOSnwuP/JWiUFy0R0BR8ARcAR+bAjEb40unWdfLFiz3rdEeUletTonIRQFNY7Dn9VqxE1n49xo5hvXadTMmtSpautWL7Z53y6N016qW804naf5tnlDpGHl0jhNZrGtqlLdGrdoYXWT8b4cW/r117YgvtxXjWORefSIF/k1Vi2+iK+Mc+VqFRgU4vc712RZ/WYtrFmDPKKyfNEcW7Q8zsOpUt8aNWtk9ZPJ++ts5YL5tmBFzCMaNVo2yZv3HeI8vq9nzrNVceN4DaSuy1lr1Rs0sXpVVtji7+J88PyN8DHA5cQ5evW3bW5ZS76yJTm1CEoc3xhdWa2BtW2YFev5XfwWaY3CudHrcuM3UtfGjXJbWqvm9QuHfPNS2spF82xpjcbWvF562Dgf0TVL7Ms58211/J5DTVkn4nYla1evtip1WkajTtyZde63cVe7OLdbxC9nddz4vo616LCdNfDx02gjLi/LW/5v5idHwBFwBBwBR8ARcAQcgeIjIE5b/Bw8pSPgCDgCjoAj4Ag4Ao5AuSHg5K3coPaCHAFHwBFwBBwBR8ARKDkCTt5KjqHn4Ag4Ao6AI+AIOAKOQLkh4OSt3KD2ghwBR8ARcAQcAUfAESg5Ak7eSo6h5+AIOAKOgCPgCDgCjkC5IeDkrdyg9oIcAUfAEXAEHAFHwBEoOQJO3kqOoefgCDgCjoAj4Ag4Ao5AuSHg5K3coPaCHAFHwBFwBBwBR8ARKDkCTt5KjqHn4Ag4Ao6AI+AIOAKOQLkh4OSt3KD2ghwBR8ARcAQcAUfAESg5Av8P0Jq3IBFXDJUAAAAASUVORK5CYII=)
Analisando as duas fórmulas estruturais, podemos perceber que existem dois grupos funcionais em comum nas estruturas. Esses grupos são os grupos funcionais:
Amidas e Álcoois
Ésteres e ácidos carboxílicos
Aminas e ácidos carboxílicos
Amidas e éteres
Ésteres e éteres
Os álcoois, compostos com um grupo funcional -OH ligado a átomo de carbono saturado, apresentam-se solúveis em solventes polares, devido à associação decorrente das ligações de hidrogênio. Assim, os álcoois de cadeias menores (até 3 átomos de carbono) metanol, etanol e propanol são infinitamente solúveis em água, resultado da forte ligação de hidrogênio entre água e álcool. Já os fenóis têm o grupo OH ligado a um átomo de carbono de um anel aromático e apresentam propriedades distintas dos álcoois. Da mesma forma que os álcoois, os fenóis formam ligação de hidrogênio com a água. Contudo, devido ao número elevado de átomos de carbono, os fenóis têm solubilidade limitada em água. Com relação às solubilidades dos compostos fenólicos I, II e III em água, marque a alternativa correta.
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)
Amidas e Álcoois
Ésteres e ácidos carboxílicos
Aminas e ácidos carboxílicos
Amidas e éteres
Ésteres e éteres