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As astronomers gaze into the depths of space, they do so with unease: They don’t know precisely what the universe is made of.Surprisingly, no one knows the stars’ exact chemical composition:
how many carbon, nitrogen and oxygen atoms they have relative to hydrogen, the most common element.These numbers are crucial, because they affect how stars live and die, what types of planets form and even how readily life might arise on other worlds.Twenty years ago, astronomers expressed
confidence in the numbers they had been working with. Now, not so much. The problem lies not in the far corners of the cosmos, but much closer to home. Astonishingly, scientists don’t know exactly what the sun is made of. As a result, they don’t
know what the other stars are made of, either.“The sun is a fundamental yardstick,” says Martin Asplund, an astrophysicist at the Max Planck Institute for Astrophysics in Garching, Germany. “When we determine the abundance of a certain element in a star or a galaxy or a gas cloud anywhere in the universe, we use the sun as a reference point.
”The sun’s location in the Milky Way also makes it a good representative of the entire galaxy.most stars in the universe reside in giant galaxies like the Milky Way, which makes the sun a touchstone for the
entire cosmos.For nearly a century, astronomers have judged stars normal or not by seeing whether their chemical compositions match the sun’s. Most stars near us do; some don’t.Conforme o texto, um critério tradicionalmente utilizado por astrônomos para avaliar estrelas envolve | 58 | USP_2021_58 | [
"a) verificar se sua composição se assemelha à do Sol.",
"b) selecionar galáxias compostas por estrelas padrão.",
"c) calcular níveis de radiação estelar e de energia gravitacional.",
"d) medir a densidade e grau de opacidade de nêutrons.",
"e) testar a circulação atmosférica em torno dos astros."
] | [] | A | false | string | [
"english"
] | true | false | false | true | false | false | [] | [] |
Joana comprou um celular e dividiu o pagamento em 24
parcelas mensais que formam uma progressão aritmética
crescente. As três primeiras parcelas foram de R$ 120,00,
R$ 126,00 e R$ 132,00. Sabendo que, ao final, constatou-se
que Joana não pagou a 19ª parcela, o valor pago por ela foi: | 81 | USP_2023_81 | [
"a) R$ 3.954,00",
"b) R$ 4.026,00",
"c) R$ 4.200,00",
"d) R$ 4.308,00",
"e) R$ 4.382,00"
] | [] | D | false | string | [
"mathematics"
] | true | false | true | false | false | false | [] | [] |
Não parece ser obra do acaso a preservação da unidade
territorial do Império do Brasil, quando comparada à
fragmentação política experimentada pelos antigos vice-
reinos hispano-americanos, entre 1810 e 1825. Em Lisboa,
no âmbito da Sociedade Real Marítima e Militar (1798-
1807), foram preparadas memórias históricas, corográficas
e roteiros hidrográficos redigidos pelos engenheiros
militares e navais. Esta documentação serviu à diplomacia
do Império brasileiro nos tribunais internacionais; mas
também, muniu, internamente, a organização das
expedições de conquista territorial, levadas ao cabo pelas
elites regionais antes e após a Independência.
(Adaptado de Iris Kantor, Mapas em trânsito: projeções cartográficas e
processo de emancipação política do Brasil (1779-1822). Araucaria. Ver.
Iberoamericana de Filos., Polít. y Humanidades. 2010, 12, n. 24. p. 110.)
Considerando o excerto acima e seus estudos, pode-se
afirmar que | 53 | UNICAMP_2022_53 | [
"a) o processo de fragmentação política da América \nhispânica durante o período da independência foi \nsimilar ao processo histórico da independência no \nBrasil.",
"b) na Sociedade Real Marítima e Militar, os estudos dos \nengenheiros militares e navais eram documentos \npúblicos amplamente divulgados em livros didáticos da \népoca.",
"c) a documentação da Sociedade Real Marítima e Militar \nfoi usada, no Brasil, na fundação do Estado e no \nreconhecimento territorial da nação.",
"d) as elites regionais, formadas em Direito, atuaram na \nformação do território brasileiro, pouco dialogando com \nos estudos de engenharia militar."
] | [] | C | false | string | [
"history"
] | true | false | false | false | true | true | [] | [] |
Terminado o almoço, Ana foi à cozinha para a escolha das sobremesas. A garota estava decidida a pegar dois itens. Seu pai,
preocupado com a alimentação dela, instruiu-a da seguinte forma: "Escolha o que quiser, mas, se você pegar algum pirulito,
pegue também alguma fruta". Na cozinha, tinha 5 frutas diferentes, 3 pirulitos diferentes e 2 pedaços de bolos de sabores
diferentes. De quantas formas Ana poderia escolher seus dois
itens? | 60 | UNICAMP_2024_60 | [
"a) 34.",
"b) 36.",
"c) 45.",
"d) 47."
] | [] | B | false | string | [
"mathematics"
] | true | false | true | false | false | true | [] | [] |
Ao primeiro brilho da alvorada chegou do horizonte uma
nuvem negra, que era conduzida [pelo] senhor da tempestade
(...). Surgiram então os deuses do abismo; Nergal destruiu as
barragens que represavam as águas do inferno; Ninurta, o
deus da guerra, pôs abaixo os diques (...). Por seis dias e seis
noites os ventos sopraram; enxurradas, inundações e
torrentes assolaram o mundo; a tempestade e o dilúvio
explodiam em fúria como dois exércitos em guerra. Na
alvorada do sétimo dia o temporal (...) amainou (...) o dilúvio
serenou (...) toda a humanidade havia virado argila (...). Na
montanha de Nisir o barco ficou preso (...). Na alvorada do
sétimo dia eu soltei uma pomba e deixei que se fosse. Ela voou
para longe, mas, não encontrando um lugar para pousar,
retornou. Então soltei um corvo. A ave viu que as águas
haviam abaixado; ela comeu, (...) grasnou e não mais voltou
para o barco. Eu então abri todas as portas e janelas, expondo
a nave aos quatro ventos. Preparei um sacrifício e derramei
vinho sobre o topo da montanha em oferenda aos deuses (...).
A Epopeia de Gilgamesh, São Paulo: Martins Fontes, 2001.
Com base no texto, registrado aproximadamente no século VII a.C.
e que se refere a um antigo mito da Mesopotâmia, bem como em
seus conhecimentos, é possível dizer que a sociedade descrita era | 64 | USP_2020_64 | [
"a) mercantil, pacífica, politeísta e centralizada.",
"b) agrária, militarizada, monoteísta e democrática.",
"c) manufatureira, naval, monoteísta e federalizada.",
"d) mercantil, guerreira, monoteísta e federalizada.",
"e) agrária, guerreira, politeísta e centralizada."
] | [] | E | false | string | [
"history"
] | true | false | false | false | false | true | [] | [] |
Algumas plantas de ambientes áridos apresentam o
chamado "metabolismo ácido das crassuláceas", em que
há captação do CO atmosférico durante a noite, quando
2
os estômatos estão abertos. Como resultado, as plantas
produzem ácidos orgânicos, que posteriormente fornecem
substrato para a principal enzima fotossintética durante o
período diurno. É correto afirmar que essas plantas | 90 | UNICAMP_2018_90 | [
"a) respiram e fotossintetizam apenas durante o período \ndiurno.",
"b) respiram e fotossintetizam apenas durante o período \nnoturno.",
"c) respiram o dia todo e fotossintetizam apenas durante o \nperíodo diurno.",
"d) respiram e fotossintetizam o dia todo."
] | [] | C | false | string | [
"biology"
] | true | false | false | false | false | true | [] | [] |
Texto comum às questões 43, 44 e 45
A depilação a laser é um procedimento de eliminação
dos pelos que tem se tornado bastante popular na
indústria de beleza e no mundo dos esportes. O número
de sessões do procedimento depende, entre outros
fatores, da coloração da pele, da área a ser tratada e da
quantidade de pelos nessa área.
Três tipos de laser comumente utilizados para depilação
têm comprimentos de onda λ_1 ≈ 760 nm, λ_2 ≈ 800 nm e
λ_3 ≈1060 nm, respectivamente. Se a velocidade da luz
vale c = 3,0 ×10^8 m/s, o laser de maior frequência tem uma
frequência de aproximadamente | 45 | UNICAMP_2019_45 | [
"a) 3,9 x 10^14 Hz.",
"b) 2,8 x 10^5 Hz.",
"c) 2,5 x 10^15 Hz.",
"d) 3,7 x 10^12 Hz ."
] | [] | A | false | string | [
"physics"
] | false | false | true | false | false | true | [] | [] |
Analise as três afirmações sobre o controle da respiração em
humanos.
I. Impulsos nervosos estimulam a contração do diafragma e
dos músculos intercostais, provocando a inspiração.
II. A concentração de dióxido de carbono no sangue influencia
o ritmo respiratório.
III. O ritmo respiratório pode ser controlado voluntariamente,
mas na maior parte do tempo tem controle involuntário.
Está correto o que se afirma em | 38 | USP_2018_38 | [
"a) I, apenas.",
"b) I e III, apenas.",
"c) III, apenas.",
"d) II e III, apenas.",
"e) I, II e III."
] | [] | E | false | string | [
"biology"
] | true | false | false | false | false | true | [] | [] |
A partir da leitura de Dois irmãos, com o foco na questão da
paternidade de Nael, narrador do romance, pode-se afirmar: | 16 | USP_2024_16 | [
"a) Nenhum dos dois irmãos assumiu a paternidade de Nael, \nnem Nael os reconheceu como pais.",
"b) Nael é filho de Rochiram, de quem ganha a casa no fundo \ndo terreno para escrever suas memórias.",
"c) Nael gostaria que Yaqub fosse seu pai, pelos projetos e \nvisão de mundo que compartilhava com ele.",
"d) A cena final do romance, na qual Omar e Nael se \nencontram, confirma a paternidade de Omar.",
"e) Embora não quisesse ter tido filhos, Halim é o pai de Nael, \nOmar e Yaqub."
] | [] | A | false | string | [
"portuguese"
] | false | false | false | false | true | true | [] | [] |
Sabendo que a é um número real, considere os polinômios
p(x) = x^3 - x^2 + a e q(x) = x^2 + x + 2. Se p(x) é divisível
por q(x), então | 47 | UNICAMP_2021_47_day2 | [
"a) a = 3.",
"b) a = 2.",
"c) a = -1.",
"d) a = -4."
] | [] | D | false | string | [
"mathematics"
] | true | false | true | false | false | true | [] | [] |
Um aplicativo de videoconferências estabelece, para cada reunião,
um código de 10 letras, usando um alfabeto completo de 26 letras.
A quantidade de códigos distintos possíveis está entre | 8 | USP_2021_8 | [
"a) 10 bilhões e 100 bilhões.",
"b) 100 bilhões e 1 trilhão.",
"c) 1 trilhão e 10 trilhões.",
"d) 10 trilhões e 100 trilhões.",
"e) 100 trilhões e 1 quadrilhão."
] | [] | E | false | string | [
"mathematics"
] | true | false | true | false | false | true | [] | [] |
[IMAGE 0]
Figure 1: Therapeutic areas in emerging markets
The colour of the dots represents the relative
intensity of therapeutic area research within a
specific country across each row. The size of the
dots represents the relative proportions of research
across different countries within a specific therapeutic
area in each column.
(Adaptado de Ajay Gautam, Lily Li e Kumar Srinivasan, Market watch:
Therapeutic area ‘heat map’ for emerging markets. Nature Reviews
Drug Discovery 14, p. 518, jul. 2015.)
De acordo com o gráfico apresentado, | 34 | UNICAMP_2018_34 | [
"a) doença autoimune é um tema pesquisado \nintensamente em todos os países.",
"b) a China é o país com o menor mercado potencial para \ntratamentos médicos, apesar de ser populosa.",
"c) Índia e África do Sul dão importância semelhante às \npesquisas sobre doenças infecciosas.",
"d) no Brasil, na Rússia e na Índia, a quantidade de \ndoentes de câncer é aproximadamente a mesma."
] | [
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] | C | true | string | [
"english"
] | true | true | true | true | false | false | [
"A imagem é um gráfico de bolhas que representa a intensidade em várias áreas de pesquisa médica para diferentes países. As áreas cobertas são Oncologia, Neurociência, Doenças Infecciosas, Doença Cardiovascular, Distúrbios Metabólicos, Doença Autoimune e Doenças Respiratórias. Os países listados são China, Índia, Coreia do Sul, Brasil, Rússia, Turquia, África do Sul e Polônia. As intensidades são representadas por círculos de três tamanhos e cores: alta intensidade (círculos pretos), média intensidade (círculos cinzas) e baixa intensidade (círculos vazios). China tem alta intensidade em Oncologia e Doenças Infecciosas. Índia apresenta alta intensidade em Neurociência. Coreia do Sul tem média intensidade em Oncologia e alta intensidade em Doenças Infecciosas. Brasil tem alta intensidade em Oncologia. Rússia mostra média intensidade em Neurociência e Distúrbios Metabólicos. Turquia tem média intensidade em Oncologia e alta intensidade em Doença Cardiovascular. África do Sul exibe média intensidade em Oncologia. Polônia apresenta alta intensidade em Oncologia."
] | [
"Mapa de calor mostrando a intensidade da pesquisa em diferentes áreas terapêuticas por países emergentes. A cor dos pontos indica a intensidade relativa da pesquisa, e o tamanho dos pontos representa a proporção relativa em cada área terapêutica."
] |
"Para praticar a agricultura, os tupis derrubavam árvores e
faziam a queimada – técnica que iria ser incorporada pelos
colonizadores. Plantavam feijão, milho, abóbora e
principalmente mandioca, cuja farinha se tornou também um
alimento básico da Colônia. A economia era basicamente de
subsistência e destinada ao consumo próprio. Cada aldeia
produzia para satisfazer a suas necessidades, havendo poucas
trocas de gêneros alimentícios com outras aldeias.
Mas existiam contatos entre elas para a troca de mulheres e de
bens de luxo, como penas de tucano e pedras para se fazer
botoque. Dos contatos resultavam alianças em que grupos de
aldeias se posicionavam uns contra os outros. A guerra e a
captura de inimigos – mortos em meio à celebração de um
ritual canibalístico – eram elementos integrantes da sociedade
tupi. Dessas atividades, reservadas aos homens, dependiam a
obtenção de prestígio e a renovação das mulheres."
FAUSTO, Boris. História do Brasil. São Paulo: Edusp, 2006. p.40.
De acordo com o texto, é correto afirmar que, no período
colonial brasileiro, as sociedades pertencentes ao tronco
linguístico Tupi | 86 | USP_2024_86 | [
"a) praticavam o canibalismo devido à escassez de alimentos \nnas regiões em que viviam.",
"b) desenvolviam uma cultura agrícola de subsistência que \nnão abolia a existência de sistemas de troca.",
"c) cultivavam produtos agrícolas que deixaram de ser \nconsumidos após a chegada dos colonizadores.",
"d) organizavam-se em unidades políticas autônomas, que \nevitavam contatos comerciais entre si.",
"e) realizavam rituais em que homens e mulheres \ndesempenhavam funções idênticas."
] | [] | B | false | string | [
"history"
] | true | false | false | false | true | false | [] | [] |
Mesmo em manhãs bem quentes, é comum ver um cão
tomando sol. O pelo do animal esquenta e sua língua do lado
de fora sugere que ele está cansado. O pelo do animal está
muito quente, mas mesmo assim o cão permanece ao sol,
garantindo a produção de vitamina D3. Durante essa
exposição ao sol, ocorrem transferências de energia entre o
cão e o ambiente, por processos indicados por números na
figura abaixo.
[IMAGE 0]
(Adaptado de KHAN ACADEMY, Endotherms and ectotherms. Disponível em
www.khanacademy.org. Acessado em 26/07/17.)
Em ordem crescente, os números correspondem,
respectivamente, aos processos de | 61 | UNICAMP_2018_61 | [
"a) convecção, evaporação, radiação, condução e \nradiação.",
"b) convecção, radiação, condução, radiação e \nevaporação.",
"c) condução, evaporação, convecção, radiação e \nradiação.",
"d) condução, radiação, convecção, evaporação e \nradiação."
] | [
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] | C | true | string | [
"chemistry"
] | true | true | false | false | false | true | [
"A imagem mostra um desenho de um cachorro marrom sentado. O cachorro está sorrindo com a língua para fora e tem uma sombra no chão. Acima está um sol amarelo com raios. Existem setas numeradas indicando algumas partes ou direção, apontando para diferentes elementos: o céu, a pata do cachorro, a orelha do cachorro, o sol e a sombra no chão."
] | [
"Diagrama ilustrando um cão sentado em uma superfície sob o sol. Há várias setas numeradas indicando processos de transferência de energia entre o cão e o ambiente: 1 aponta para baixo em direção ao chão, 2 para a direita desde a língua do cão, 3 é uma grande seta curva em cima do cão, 4 vem do sol em direção ao cão, e 5 sai do cão em várias direções."
] |
Um aumento no consumo de água e produtos agrícolas por
parte da população brasileira geralmente vem atrelado a um
aumento na pressão exercida sobre o meio ambiente.
Selecione a alternativa que apresenta duas soluções
sustentáveis, de amplo alcance nacional e economicamente
viáveis, para diminuir a expansão dos cultivos sobre a
vegetação nativa e para garantir recursos hídricos de
qualidade para as gerações futuras.
I - Aumento da exportação de produtos agrope-
cuários. | 7 | USP_2022_7 | [
"a) I - Aumento da exportação de produtos agrope-\ncuários.\nII - Criação em larga escala de represas de pequeno \nporte.",
"b) I - Aumento progressivo da produtividade dos \ncultivos já existentes.\nII - Programa amplo de preservação de matas \nciliares.",
"c) I - Diminuição do comércio interno de produtos \nagrícolas.\nII - Aumento da utilização dos aquíferos para abas-\ntecimento dos cultivos.",
"d) I - Aumento da exportação de produtos agrope-\ncuários.\nII - Programa amplo de preservação de matas \nciliares.",
"e) I - Diminuição do comércio interno de produtos \nagrícolas.\nII - Criação em larga escala de represas de pequeno \nporte."
] | [] | B | false | string | [
"geography"
] | true | false | false | false | false | true | [] | [] |
Em junho de 1995, a seleção de rugby da África do Sul
conquistou a Copa do Mundo dessa modalidade esportiva ao
vencer a equipe da Nova Zelândia por 15 a 12, na cidade de
Johannesburgo. O capitão sul‐africano, François Pienaar,
recebeu a taça destinada à seleção campeã das mãos de Nelson
Mandela.
Esse acontecimento esportivo | 88 | USP_2019_88 | [
"a) é um dos marcos do fim do Apartheid, devido à constituição\nde uma primeira seleção multirracial representando a África\ndo Sul.",
"b) tornou‐se uma das justificativas para o veto à participação\nda África do Sul em eventos esportivos devido à proibição\nda presença de atletas brancos.",
"c) permitiu a vitória eleitoral de Mandela, apoiado\nmassivamente pelos bôeres insuflados pelo nacionalismo\nsul‐africano.",
"d) desencadeou uma série de conflitos raciais entre negros e\nbrancos devido às rivalidades entre os atletas da seleção\nsul‐africana.",
"e) foi realizado graças a um esforço conjunto de Nelson\nMandela e de Frederik de Klerk, agraciados, por isso, com o\nprêmio Nobel da Paz."
] | [] | A | false | string | [
"history"
] | false | false | false | false | false | true | [] | [] |
Um estudante (FV), intrigado com a escala de pH entre 0 e 14,
perguntou a um sistema de inteligência artificial (IA) sobre a
possibilidade de existirem valores negativos de pH, conforme
descrito na figura:
[IMAGE 0]
A resposta fornecida pelo sistema de inteligência artificial está | 21 | USP_2024_21 | [
"a) errada, pois pH negativo refere-se à concentração de H+ \nmaior que 1 mol/L, resultando em um valor de pH menor \nque zero.",
"b) correta, pois pH negativo refere-se à concentração de OH− \nmaior que 1 mol/L, resultando em um valor de pH menor \nque zero.",
"c) correta, assim como é possível existir pH maior que 14 em \nsoluções com concentração de H+ maior que 14 mol/L.",
"d) errada, pois a escala de pH é fixa entre 0 e 14, \nindependentemente da concentração de H+.",
"e) correta, pois o pH tende a diminuir e tornar-se negativo \nem soluções com concentração de íons H+ extremamente \nbaixa."
] | [
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KACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z"
] | A | true | string | [
"chemistry"
] | false | true | false | false | false | true | [
"A imagem mostra uma caixa de diálogo entre duas partes, FV e IA. FV pergunta se existe pH negativo, e IA responde que sim, afirmando que é possível existir pH negativo em soluções altamente básicas, onde a concentração de íons hidrogênio é extremamente baixa e a concentração de íons hidroxila é muito alta. Nesses casos, o pH é calculado como logaritmo negativo da concentração de íons hidrogênio em relação ao ponto neutro de pH 7."
] | [
"Diálogo entre um estudante (FV) e um sistema de inteligência artificial (IA). FV pergunta se existe pH negativo. IA responde que é possível existir pH negativo em soluções altamente básicas, onde a concentração de íons hidrogênio é extremamente baixa e a de íons hidroxila é muito alta. Nessas condições, o pH é calculado como logaritmo negativo da concentração de íons hidrogênio em relação ao pH neutro de 7."
] |
Analise os esquemas simplificados das células 1 e 2:
[IMAGE 0]
Células como as representadas em 1 e 2 podem ser
encontradas, respectivamente, no | 54 | USP_2020_54 | [
"a) sangue e no fígado.",
"b) osso e no pâncreas.",
"c) músculo esquelético e no pâncreas.",
"d) músculo cardíaco e no osso.",
"e) pâncreas e no fígado."
] | [
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] | C | true | string | [
"biology"
] | false | true | false | false | false | true | [
"A imagem mostra duas células com rótulos de organelas. A Célula 1 contém um núcleo laranja e várias mitocôndrias em rosa. A Célula 2 também possui um núcleo laranja, além de mitocôndrias em rosa e múltiplas vesículas secretoras em amarelo."
] | [
"Esquema comparativo de células: Célula 1 possui várias mitocôndrias e um núcleo; Célula 2 possui mitocôndrias, núcleo e vesículas secretoras."
] |
[IMAGE 0]
Partido Nacional Fascista de Benito Mussolini em 1934
*si – significa “sim” em italiano.
Bella Ciao
Querida, adeus
Esta manhã, eu acordei
Querida, adeus! Querida, adeus! Querida, adeus, adeus,
adeus!
Esta manhã, eu acordei
E encontrei um invasor
Oh, membro da Resistência, leve-me embora
Querida, adeus! Querida, adeus! Querida, adeus, adeus,
adeus!
Oh, membro da Resistência, leve-me embora
Porque sinto que vou morrer
E se eu morrer como um membro da Resistência
Querida, adeus! Querida, adeus! Querida, adeus, adeus,
adeus!
E se eu morrer como um membro da Resistência
Você deve me enterrar
E me enterre no alto da montanha
Querida, adeus! Querida, adeus! Querida, adeus, adeus,
adeus!
E me enterre no alto da montanha
Sob a sombra de uma bela flor. (...).
A fotografia anterior registra a fachada do Partido Nacional
Fascista de Benito Mussolini em 1934. A música Bella Ciao
foi um hino cantado contra o fascismo de Mussolini e as
tropas nazistas durante a Segunda Guerra Mundial. Em 25
de abril de 2018, quando a Itália celebrou 73 anos de sua
libertação do nazifascismo, a canção foi entoada em várias
partes do país.
Sobre os usos da imagem e da música, assinale a
alternativa correta. | 78 | UNICAMP_2019_78 | [
"a) Através de vários mecanismos de propaganda\nideológica e coerção física, os italianos foram forçados\na entoar a música Bella Ciao, a fim de demonstrar\npublicamente sua adesão ao fascismo. Este caráter\numbilical da relação da massa com o líder aparece\nretratado na fotografia.",
"b) Por se tratar de um produto da indústria cultural com\nforte apelo comercial, compreende-se a circulação e o\nconsumo desta música em plano global e em várias\nmídias (shows musicais, novelas e séries). Neste\nsentido, a imagem é um cartaz caracterizado pela\nneutralidade política.",
"c) Trata-se de uma música de alcance internacional\nentoada em várias partes do mundo, em diferentes\ncontextos de resistência política contra o fascismo,\nregime caracterizado pela adesão da massa em\nrelação ao seu líder, como explicita a fotografia.",
"d) O gesto que recupera em 2018 esta canção sugere\numa semelhança entre o tempo de antes (do fascismo)\ne o de hoje, aproximando Silvio Berlusconi de\nMussolini, dirigente retratado na fotografia. Antes,\ncomo agora, Bella Ciao exalta a resistência,\nidentificando-se como uma canção nacionalista."
] | [
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"
] | C | true | string | [
"history"
] | true | true | false | false | false | true | [
"A imagem mostra a fachada de um edifício coberta com a repetição da palavra \"SI\" em um padrão organizado, e no centro, há uma grande escultura de um rosto. Em primeiro plano, há uma praça com uma escultura sobre um pedestal. O estilo das construções ao redor indica uma arquitetura clássica europeia. A imagem é em preto e branco."
] | [
"Fachada do Partido Nacional Fascista de Benito Mussolini em 1934, destacando a palavra 'SI' repetida várias vezes com um grande rosto esculpido, representando a propaganda e ideologia fascista na época."
] |
je ne parle pas bien*
je ne parle pas bien
je ne parle pas bien
je ne parle pas bien
eu tenho uma língua solta
que não me deixa esquecer
que cada palavra minha
é resquício da colonização
cada verbo que aprendi conjugar
foi ensinado com a missão
de me afastar de quem veio antes
nossas escolas não nos ensinam
a dar voos
[...]
reinvenção
nossa revolução surge e urge
das nossas bocas
das falas aprendidas
que são ensinadas
e muitas não compreendidas
salve, a cada gíria
je ne parle pas bien
[...]
o que era pra ser arma de colonizador
está virando revide de ex colonizado
estamos aprendendo as suas línguas
e descolonizando os pensamento
* Je ne parle pas bien, do francês, significa “Eu não falo direito”.
Podemos afirmar que o uso repetido do verso Je ne parle pas
bien no poema slam de Luz Ribeiro | 6 | UNICAMP_2024_6 | [
"a) expressa a necessidade de repetir muitas vezes uma mesma \nsentença como forma de resistir ao esquecimento de uma \nlíngua.",
"b) enfatiza a ideia de que a língua francesa do colonizador ain-\nda não foi aprendida e precisa ser repetida várias vezes.",
"c) é uma constatação de que, na posição de ex-colônia, não \nconseguimos aprender línguas estrangeiras.",
"d) indica um posicionamento de resistência por meio de uma \ncrítica à aprendizagem forçada da língua do colonizador."
] | [] | D | false | string | [
"portuguese"
] | true | false | false | false | false | false | [] | [] |
"Eu estava tão fraca, meu corpo estava tão debilitado, que
pensava: só quero terminar a obra antes de morrer”,
relatou a artista plástica Gillian Genser durante a
confecção da escultura que representaria Adão. Nessa
obra, a artista utilizou conchas de mexilhão azul, que vive
nas águas da costa Atlântica do Canadá. Mas durante a
criação da obra, a artista apresentou sintomas de
demência severa, dores que a imobilizavam, problemas de
fala, desorientação espacial, perda de memória. Foi
diagnosticada com envenenamento por arsênico e por
chumbo, apesar de dizer aos especialistas que não
trabalhava com materiais tóxicos, apenas naturais.
(Fonte: https://www.bbc.com/portuguese/geral-46908197. Acessado em
11/06/2021.)
Considerando o relato da reportagem e seus
conhecimentos, assinale a alternativa correta sobre os
mexilhões. | 67 | UNICAMP_2022_67 | [
"a) São moluscos bivalves - considerados predadores \nativos das cadeias tróficas -, capazes de metabolizar e \nexcretar elevadas taxas de arsênico e chumbo.",
"b) São moluscos bivalves - considerados bentônicos \nfiltradores - tolerantes à poluição e capazes de \nbioacumular elevadas taxas de arsênico e chumbo.",
"c) São crustáceos - considerados predadores ativos das \ncadeias tróficas -, capazes de metabolizar e excretar \nelevadas taxas de arsênico e chumbo.",
"d) São crustáceos - considerados bentônicos filtradores - \ntolerantes à poluição e capazes de bioacumular \nelevadas taxas de arsênico e chumbo."
] | [] | B | false | string | [
"biology"
] | true | false | false | false | false | true | [] | [] |
Leia o texto:
A corrupção nos costumes das mulheres é ainda uma coisa prejudicial ao fim que se propõe o governo, e à boa conservação das leis do Estado (...). É o que aconteceu em Esparta (...)
Tais são os observações feitas entre os lacedemônios: no tempo da sua dominação as mulheres resolviam quase todas as questões. De resto, que diferença existe em que as mulheres governem, ou que os magistrados sejam governados por mulheres? (...) as mulheres dos lacedemônios, mesmo no caso de perigo, fizeram-lhes o maior mal possível
Aristóteles, A politica, Rio de Janeiro: Ediouro, s./d., p. 79-80
É correto afirmar sobre as mulheres na Grécia Antiga: | 43 | USP_2021_43 | [
"a) Obtiveram o direito à educação e acesso às escolas filosóficas da cidade-Estado de Atenas durante o período clássico.",
"b) Em Esparta, recebiam educação física na infância, tinham direito à herança e administravam as propriedades na ausência dos maridos.",
"c) Adquiriram poderes políticos como cidadãs apenas com o estabelecimento do Império Macedônico, sob a liderança de Alexandre Magno.",
"d) Em Atenas, podiam participar de algumas discussões na Eclésia e possuíam direitos políticos durante o período da democracia.",
"e) Tornaram-se legisladoras e integrantes do conselho dos mais velhos na cidade-Estado de Tebas."
] | [] | B | false | string | [
"history"
] | true | false | false | false | false | true | [] | [] |
No modelo hegemônico, quase todo o treinamento é
reservado para o desenvolvimento muscular, sobrando muito
pouco tempo para a mobilidade, a flexibilidade, o treino
restaurativo, o relaxamento e o treinamento cardiovascular. Na
teoria, seria algo em torno de 70% para o fortalecimento, 20%
para o cárdio e 10% para a flexibilidade e outros. Na prática,
muitos alunos direcionam 100% do tempo para o fortalecimento.
Como a prática cardiovascular é infinitamente mais
significativa e determinante para a nossa saúde orgânica como
um todo, podendo ser considerada o "coração" de um
treinamento consciente e saudável, essa ordem deveria ser
revista.
Nuno Cobra Jr. "Fitness não é saúde". Uol. 06/05/2021. Adaptado.
Dentre as expressões destacadas, a que exerce a mesma função
sintática do termo sublinhado em "o treino restaurativo, o
relaxamento e o treinamento cardiovascular" é: | 18 | USP_2022_18 | [
"a) um atleta de seleção precisa de treinamento intenso.",
"b) o amor ao esporte é fundamental para o atleta.",
"c) a população incorpora radicalmente atitudes saudáveis.",
"d) muitas pessoas se beneficiam de alimentos verdes.",
"e) todo tipo de atividade física faz bem à saúde mental."
] | [] | A | false | string | [
"portuguese"
] | true | false | false | false | false | true | [] | [] |
Assinale a alternativa que preenche corretamente as
lacunas nas definições a seguir.
(i) ____________ é o conjunto de toda a informação
genética de um organismo.
(ii) _____________ é um trecho do material genético que
fornece instruções para a fabricação de um produto
gênico.
(iii) _____________ é a constituição de alelos que um
indivíduo possui em um determinado loco gênico.
(iv) _____________ é a correspondência que existe entre
códons e aminoácidos, relativa a uma sequência
codificadora no DNA. | 86 | UNICAMP_2018_86 | [
"a) (i) Código genético; (ii) Alelo; (iii) Homozigoto; (iv) Gene.",
"b) (i) Genoma; (ii) Gene; (iii) Genótipo; (iv) Código genético.",
"c) (i) Código genético; (ii) DNA; (iii) Genótipo; (iv) tRNA.",
"d) (i) Genoma; (ii) Código genético; (iii) Homozigoto; (iv) tRNA."
] | [] | B | false | string | [
"biology"
] | true | false | false | false | false | true | [] | [] |
A criação do Banco da Amazônia e da Superintendência do Desenvolvimento da Amazônia (SUDAM) preconizou uma política de concessão de incentivos fiscais aos empresários,
especialmente das regiões mais ricas do país, para que deixassem de pagar 50% do imposto de renda, desde que o dinheiro fosse depositado naquele banco para financiar projetos de desenvolvimento no estado do Amazonas.
Os investimentos orientaram-se de preferência para a agropecuária, de modo que um grande número de empresários e de empresas, especialmente do Sudeste do Brasil, sem tradição
no ramo, tornaram-se proprietários de terras e empresários rurais. Em princípio a aquisição de terras pelos grandes capitalistas
do Sudeste animou o mercado imobiliário.
José de Sousa Martins. O Poder do Atraso. Adaptado.
Assinale a alternativa que apresenta a combinação correta entre o período a que se refere o texto e as implicações, territoriais e sociais,
observadas nas áreas onde a política de incentivos fiscais entrou em operação. | 15 | USP_2021_15 | [
"a) Período: Brasil Império. \nImplicações territoriais: Expansão dos sistemas agroflorestais e preservação da vegetação nativa. \nImplicações sociais: Aprovação do direito de sindicalização do trabalhador rural.",
"b) Período: Primeira República. \nImplicações territoriais: Expansão da área voltada a pecuária e redução da Mata Atlântica. \nImplicações sociais: Aumento no número de assalariados no campo.",
"c) Período: Estado Novo. \nImplicações territoriais: Expansão da economia extrativista e concentração fundiária. \nImplicações sociais: Eliminação dos direitos trabalhistas na cidade e no campo.",
"d) Período: Ditadura Militar. \nImplicações territoriais: Aumento da grilagem e avanço do desmatamento \nImplicações sociais: Aumento dos conflitos violentos no campo.",
"e) Período: Nova República. \nImplicações territoriais: Aumento da área de vegetação nativa e reforma agrária massiva \nImplicações sociais: Melhora na distribuição fundiária e dos niveis de consumo interno."
] | [] | D | false | string | [
"history",
"geography"
] | true | false | false | false | true | true | [] | [] |
"Historiadores encontraram um mapa antigo onde não era possível identificar a escala do mapa. Com algum esforço e apoio de Geógrafos, foi possível avaliar a distância no mapa entre duas localidades como sendo de 20 centímetros. Buscando elementos na paisagem, foi possível quantificar a distância entre elas como equivalente a 40 quilômetros."
FITZ, Paulo Roberto. Cartografia Básica. São Paulo: Oficina de Textos, 2008 (Adaptado).
Com base nessas medidas, a escala numérica do mapa corresponde a | 25 | USP_2025_25 | [
"a) 1:20.000.",
"b) 1:200.000.",
"c) 1:2.000.000.",
"d) 1:2.200.000.",
"e) 1:20.000.000."
] | [] | b | false | string | [
"mathematics",
"geography"
] | false | true | true | false | false | true | [] | [] |
Um brinquedo bastante comum em parques de diversões, a montanha-russa, utiliza-se da transformação parcial de energia potencial em energia cinética (e vice-versa) como princípio de funcionamento. Uma das montanhas-russas mais famosas do mundo, a Takabisha, cuja pista possui mais de 1 km de extensão, localiza-se no Japão e tem vista para o Monte Fuji. Nela, a subida inicial até o ponto mais alto, situado a uma altura aproximada de 50 m do solo, é feita sob ângulo de aproximadamente 90 graus, seguida de uma descida vertiginosa, cuja velocidade, no ponto mais baixo desse trecho, atinge cerca de 30 m/s em poucos segundos.
[IMAGE 0]
Montanha-russa Takabisha.
Note e adote: Aceleração da gravidade: g = 10 m/s^2.
Considerando um carrinho ocupado com massa total de 300 kg em repouso na posição de altura máxima, a energia mecânica perdida durante a descida inicial é, aproximadamente, | 62 | USP_2025_62 | [
"a) 1200 J.",
"b) 2500 J.",
"c) 5000 J.",
"d) 15000 J.",
"e) 20000 J."
] | [
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"
] | d | true | string | [
"physics"
] | true | false | true | false | false | true | [
"Esta imagem mostra uma montanha-russa com trilhos de cor escura e várias voltas, destacando-se contra o céu azul. Ao fundo, vê-se uma montanha coberta de neve no topo, cercada por vegetação verde. Há um carrinho vermelho da montanha-russa no topo de uma das voltas, com passageiros visíveis."
] | [
"Montanha-russa Takabisha com trilhos sinuosos e o Monte Fuji ao fundo em um dia claro."
] |
amora
a palavra amora
seria talvez menos doce
e um pouco menos vermelha
se não trouxesse em seu corpo
(como um velado esplendor)
a memória da palavra amor
a palavra amargo
seria talvez mais doce
e um pouco menos acerba
se não trouxesse em seu corpo
(como uma sombra a espreitar)
a memória da palavra amar
Marco Catalão, Sob a face neutra.
É correto afirmar que o poema | 37 | USP_2020_37 | [
"a) aborda o tema da memória, considerada uma faculdade \nque torna o ser humano menos amargo e sombrio.",
"b) enfoca a hesitação do eu lírico diante das palavras, o que \nvem expresso pela repetição da palavra \"talvez\".",
"c) apresenta natureza romântica, sendo as palavras \"amora\" \ne \"amargo\" metáforas do sentimento amoroso.",
"d) possui reiterações sonoras que resultam em uma tensão \ninusitada entre os termos \"amor\" e \"amar\".",
"e) ressalta os significados das palavras tal como se verificam \nno seu uso mais corrente."
] | [] | D | false | string | [
"portuguese"
] | true | false | false | false | false | false | [] | [] |
“DOROTÉA
O senhor perdeu a cabeça?
DULCINÉA
Fazer de um cangaceiro um delegado!
DOROTÉA
Quando a oposição souber!
DULCINÉA
Que prato pra Neco Pedreira!
ODORICO
E tomara que Neco se sirva bem dele. Tomara que chame
Zeca Diabo de cangaceiro, assassino, quanto mais xingar,
melhor.
DOROTÉA
O senhor não acha que se excedeu?
ODORICO
Em política, dona Dorotéa, os finalmentes justificam os não
obstantes.”
(Dias Gomes, O bem-amado. Rio de Janeiro: Bertrand Brasil, 2014. p. 69-70.)
As personagens femininas do excerto anterior discordam
da nomeação de Zeca Diabo feita por Odorico. Assinale a
alternativa que indica a razão dessa discordância e a
natureza da crítica às práticas políticas brasileiras presente
na peça teatral de Dias Gomes. | 11 | UNICAMP_2019_11 | [
"a) Segundo as personagens, Zeca Diabo não possui os\natributos necessários para o cargo. Critica-se uma\nsociedade que desconsidera a meritocracia.",
"b) As práticas políticas são desconhecidas pelas\npersonagens. A ingenuidade do cidadão e a astúcia\nnecessária dos políticos são criticadas na fala delas e\nde Odorico.",
"c) Dulcinéa e Dorotéa não simpatizam com Zeca Diabo, o\nque indica que a peça faz uma crítica às relações\nsociais presididas por afetos e interesses privados.",
"d) Dulcinéa e Dorotéa não admitem que alguém fora da\nlei possa cuidar da ordem da cidade. Criticam-se os\natos de um poder executivo que se orienta por um\nprojeto pessoal de poder."
] | [] | D | false | string | [
"portuguese"
] | true | false | false | false | false | true | [] | [] |
Alguns motores de foguetes espaciais usam metano como combustível e oxigênio como comburente. Ambos os compostos são armazenados em estado líquido no próprio foguete, o que permite o seu armazenamento em maior quantidade do que se estivessem no estado gasoso. Sabe-se que o foguete armazena um volume de oxigênio líquido 1,5 vez maior do que de metano líquido e que ambos são completamente consumidos na combustão, conforme a equação CH_4(l) + 2 O_2(l) -> CO_2(g) + 2 H_2O(g).
Note e adote: Massa molar (g/mol): H = 1; C = 12; O = 16
Nessas condições, é correto afirmar que a razão entre a densidade do metano líquido e a densidade do oxigênio líquido é igual a | 64 | USP_2025_64 | [
"a) 0,186.",
"b) 0,375.",
"c) 0,75.",
"d) 1,5.",
"e) 3."
] | [] | b | false | string | [
"chemistry"
] | true | false | true | false | false | true | [] | [] |
Sabendo que 0 < 𝜃 <= 90° e que 2cos(2θ) + 5cos(θ) = 4, é
correto afirmar que | 41 | UNICAMP_2021_41_day2 | [
"a) 0° < θ <= 30°.",
"b) 30° < θ <= 45°.",
"c) 45° < θ <= 60°.",
"d) 60° < θ <= 90°."
] | [] | B | false | string | [
"mathematics"
] | true | false | true | false | false | true | [] | [] |
As coordenadas geográficas são um sistema de linhas
imaginárias traçadas sobre o globo terrestre ou um mapa.
Através da interseção de um meridiano com um paralelo,
podemos localizar cada ponto da superfície da Terra.
Como a Terra apresenta uma superfície quase esférica, é
possível determinar dois pontos diametralmente opostos,
denominados antípodas. Apenas algumas cidades
brasileiras têm uma cidade antípoda, como Coari (AM) e
Pontes e Lacerda (MT). Assinale a alternativa que indica
duas cidades antípodas. | 31 | UNICAMP_2020_31 | [
"a) Pontes e Lacerda (Brasil) – 15º latitude S e 60º\nlongitude W; Candelária (Filipinas) – 15º latitude N e\n60º longitude E.",
"b) Coari (Brasil) – 4º latitude S e 63° longitude W; Temon\n(Malásia) – 4º latitude N e 63º longitude E.",
"c) Coari (Brasil) – 4º latitude S e 63° longitude W; Temon\n(Malásia) – 4º latitude N e 117º longitude E.",
"d) Pontes e Lacerda (Brasil) – 15º latitude S e 60º\nlongitude W; Candelária (Filipinas) – 75º latitude N e\n120º longitude E."
] | [] | C | false | string | [
"mathematics"
] | true | false | true | false | false | true | [] | [] |
A forma cristalina de um fármaco é fundamental para seu
uso como medicamento. Assim, a indústria farmacêutica,
após a síntese de determinado fármaco, deve verificar se
ele se apresenta como uma única forma cristalina ou se é
uma mistura polimórfica. Uma das formas de purificar um
fármaco nessas condições é utilizar um processo de
recristalização: dissolução do material sintetizado, seguida
da cristalização da substância desejada. Observe na tabela
abaixo os dados de solubilidade em água de uma dada
forma de insulina.
Temperatura (ºC) Solubilidade (mg mL-1)
15 0,30
25 0,63
35 0,92
A partir dessas informações, caso se queira purificar uma
amostra dessa insulina, seria recomendado dissolver essa
amostra em quantidade suficiente de água | 30 | UNICAMP_2021_30_day2 | [
"a) a 35 ºC e resfriar lentamente a solução até 15 ºC, \npromover uma filtração a 15 ºC e recuperar o sólido; \ntoda a insulina seria recuperada.",
"b) a 15 ºC e aquecer lentamente a solução até 35 ºC, \npromover uma filtração a 35 ºC e recuperar o sólido; \numa parte da insulina permaneceria em solução.",
"c) a 35 ºC e resfriar lentamente a solução até 15 ºC, \npromover uma filtração a 15 ºC e recuperar o sólido; \numa parte da insulina permaneceria em solução.",
"d) a 15 ºC e aquecer lentamente a solução até 35 ºC, \npromover uma filtração a 35 ºC e recuperar o sólido; \ntoda a insulina seria recuperada."
] | [] | C | false | string | [
"chemistry"
] | true | false | false | false | false | true | [] | [] |
A história do século XIX foi marcada pela tensão entre tradições
políticas e intelectuais que apelava, ora para a força do
nacionalismo, ora para o vigor das ideias internacionalistas.
Indique a alternativa que traduz uma destas tradições. | 90 | USP_2019_90 | [
"a) A formulação de alianças militares, a união de forças\nmonárquicas e abolição das fronteiras políticas\ncontribuíram para minar o poder dos Estados‐Nacionais.",
"b) O 1º de Maio e os rituais trabalhistas manifestavam a\nascensão de partidos e de movimentos de massa, expressão\ndo nacionalismo da classe trabalhadora.",
"c) As guerras de caráter religioso que eclodiram na Europa\ndemonstram um enfraquecimento do poder universal da\nIgreja Católica e a ascensão de tradições religiosas nacionais.",
"d) O apelo ao direito de autodeterminação dos povos\nquestionou o poder das casas dinásticas e contribuiu para a\nposterior fragmentação dos grandes impérios europeus.",
"e) O culto do progresso e da liberdade despertou os ideais\nrepublicanos e democráticos que contribuíram para o\nestabelecimento de federações supranacionais."
] | [] | D | false | string | [
"history"
] | true | false | false | false | false | true | [] | [] |
O quadrilátero da figura está inscrito em uma circunferência de
raio 1. A diagonal desenhada é um diâmetro dessa
circunferência.
[IMAGE 0]
Sendo x e y as medidas dos ângulos indicados na figura, a área
da região cinza, em função de x e y, é: | 33 | USP_2018_33 | [
"a) π + sen(2x) + sen(2y)",
"b) π - sen(2x) - sen(2y)",
"c) π - cos(2x) - cos(2y)",
"d) π - (cos(2x) + cos(2y))/2",
"e) π - (sen(2x) + sen(2y))/2"
] | [
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] | B | true | string | [
"mathematics"
] | true | true | true | false | false | true | [
"A imagem mostra um círculo com dois triângulos inscritos nele. Um triângulo maior ocupa quase toda a área do círculo, enquanto um triângulo menor está dentro do maior, compartilhando um dos lados com ele. Os ângulos opostos no triângulo maior e menor são rotulados como 'x' e 'y'. O círculo é dividido em regiões sombreadas e não sombreadas, com os triângulos localizados na parte não sombreada."
] | [
"Um círculo com um quadrilátero inscrito, onde uma diagonal é um diâmetro. A figura apresenta ângulos x e y dentro do quadrilátero e a área fora do quadrilátero é destacada em cinza."
] |
"Eu quase fui um índio sacana, como meu tio. (...) Desses índio
que são índio pela metade. Ou seja, qui nem índio, nem
branco, nem cholo, nem negro, nem serrano, nem costeiro,
nem camponês, nem equatoriano, nem estrangeiro, nem
nada. Índio sacana, claro. Índio qu'está à vista de toda gente
e ninguém vê, qu'está mesminho nas ruas todos os dias,
caminhando pra lá pra cá, buscando trabalho nas porta de
gente rica, de jardineiro, de mensageiro, cuidador de
cachorros, saloneiro, caseiro, criador de crianças, de toda
classe de trabalho. Chofer. O Equador está cheinho de índio
sacana assim. Desse tipo d'índio que não é nada".
CARVALHO-NETO, Paulo de. Meu tio Atahualpa. Rio de Janeiro: Salamandra,
1978.
A expressão "índio sacana", presente no texto, faz referência a: | 20 | USP_2023_20 | [
"a) Uma parcela da população indígena caracterizada por sua\nautonomia e resistência às formas pós-coloniais de\ndominação.",
"b) Um grupo social cuja inserção na sociedade equatoriana\nfoi complexa e limitada.",
"c) Uma etnia que historicamente alcançou a emancipação\npolítica e social por meio da assimilação da cultura\neuropeia.",
"d) Um conjunto de indivíduos de nacionalidade estrangeira\ncujos hábitos e costumes contrastavam com os da\npopulação local.",
"e) Um segmento que ganhou visibilidade por ocupar\nposições sociais de prestígio."
] | [] | B | false | string | [
"history",
"geography"
] | true | false | false | false | true | true | [] | [] |
A figura a seguir mostra um triângulo ABC que contém dois
quadrados em seu interior.
[IMAGE 0]
O segmento GH é lado de um dos quadrados e está contido
no segmento AB. O segmento EF, contido no segmento AC, é
lado do outro quadrado. Sabendo que AG mede 4 cm e que o
lado GH do quadrado menor mede 3 cm, o comprimento do
segmento EF é: | 55 | UNICAMP_2025_55 | [
"a) 121/20.",
"b) 111/20.",
"c) 102/15.",
"d) 98/15."
] | [
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"
] | b | true | string | [
"mathematics"
] | false | false | true | false | false | true | [
"A imagem mostra um triângulo grande \\( \\triangle ABC \\). Dentro dele, há um quadrado \\( DEFG \\) e um triângulo menor \\( \\triangle EHF \\). O quadrado está posicionado de forma que o vértice \\( D \\) toca o lado \\( AB \\) do triângulo maior, enquanto o vértice \\( G \\) toca o lado \\( AC \\). O triângulo menor \\( \\triangle EHF \\) tem o vértice \\( H \\) entre o quadrado e o lado \\( BC \\) do triângulo maior. O lado \\( EF \\) do quadrado está coincidente com parte do lado \\( AC \\) do triângulo maior."
] | [
"Triângulo ABC com dois quadrados internos. O segmento GH é lado do quadrado menor, contido em AB, com AG medindo 4 cm e GH medindo 3 cm. O segmento EF é lado do quadrado maior, contido em AC."
] |
Sempre que necessário aproxime π = 3.
USE O TEXTO A SEGUIR PARA RESPONDER À
QUESTÃO
Em 2018, a NASA lançou a sonda Solar Parker com o
objetivo de estudar o Sol. Para isso, ao longo de suas
órbitas, a sonda se aproximará gradativamente da estrela,
coletando dados a cada passagem. Em abril de 2021, a
Solar Parker fez sua oitava aproximação, atingindo dois
novos recordes de artefatos realizados pelo homem: maior
velocidade e máxima aproximação do Sol.
Uma sonda viaja a uma velocidade de módulo constante
igual a v = 5x10^5km/h (aproximadamente a velocidade
atingida pela sonda em abril de 2021), tangenciando a
superfície da Terra ao longo da Linha do Equador. Em uma
hora, aproximadamente quantas voltas a sonda dá em
torno da Terra?
Dado: Raio da Terra R = 6,0x10^3km. | 57 | UNICAMP_2022_57 | [
"a) 83",
"b) 30",
"c) 14",
"d) 0"
] | [] | C | false | string | [
"physics"
] | true | false | true | false | false | true | [] | [] |
A autoclave, um equipamento de esterilização de objetos
por meio de vapor de água em alta temperatura e pressão,
foi inventada por Charles Chamberland, a pedido de Louis
Pasteur. A figura a seguir mostra a curva da pressão
máxima de vapor da água em função da temperatura. Para
temperaturas e pressões do lado esquerdo da curva, a
água encontra-se na fase líquida; do lado direito, a água
está na fase de vapor. Nos pontos sobre a curva, as fases
líquida e de vapor coexistem. A pressão de funcionamento
de uma determinada autoclave é p = 3,0 atm. Se toda a
água está na fase de vapor, o que se pode dizer sobre a
sua temperatura θ?
Dado: 1,0atm =100 kPa.
[IMAGE 0] | 62 | UNICAMP_2022_62 | [
"a) θ pode ter qualquer valor maior que 100 °C.",
"b) θ pode ter qualquer valor maior que 100 °C e menor \nque 133 °C.",
"c) θ pode ter qualquer valor menor que 100 °C ou \nmaior que 133 °C.",
"d) θ pode ter qualquer valor maior que 133 °C."
] | [
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] | D | true | string | [
"physics"
] | true | true | true | false | false | true | [
"Gráfico mostrando a relação entre a temperatura (em °C) no eixo horizontal e a pressão máxima de vapor da água (em kPa) no eixo vertical. A curva separa duas regiões, indicando a \"fase líquida\" à esquerda e a \"fase vapor\" à direita. A curva começa próximo de 0 kPa a 80°C e se eleva até cerca de 500 kPa a 150°C."
] | [
"Gráfico mostrando a curva da pressão máxima de vapor da água em função da temperatura, indicando as regiões de fase líquida e fase de vapor. A pressão é dada em kPa e a temperatura em °C, com uma linha dividindo as fases e marcando o ponto de coexistência entre líquido e vapor."
] |
A produção de celulose a partir da madeira vem crescendo
no Brasil, tendo atingido um volume recorde em 2017, com
exportações de 19,5 milhões de toneladas. As paredes das
células da madeira contêm celulose e lignina, sendo que a
primeira é o principal composto de interesse industrial,
enquanto a segunda é um composto indesejável, que
precisa ser removido. Geralmente, a remoção da lignina
envolve digestão química com H_2S, um reagente altamente
poluente.
As imagens apresentadas a seguir são fotos de
microscopia eletrônica, em mesma escala, do tecido
vegetal de dois tipos de madeira, que diferem com relação
à parede celular.
[IMAGE 0]
Cada tipo (I ou II) tem ainda dois subtipos, a ou b. O
gráfico a seguir mostra dados sobre esses subtipos de
madeira coletados de plantas cultivadas na mesma área
geográfica (solo e clima similares).
[IMAGE 1]
(Adaptado de Gabriela Mello,Produção de celulose no Brasil cresce 3,8% em 2017
e atinge volume recorde, diz Ibá. UOL, 31/09/2018.)
Considerando que as quatro amostras no gráfico provêm
de plantas com o mesmo tempo de desenvolvimento, qual
delas seria mais desejável em termos industriais e
ambientais (tendo em vista a poluição e a extensão de área
plantada)? | 53 | UNICAMP_2019_53 | [
"a) Subtipo Ia.",
"b) Subtipo Ib.",
"c) Subtipo IIa"
] | [
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"
] | C | true | string | [
"biology"
] | false | true | true | false | false | true | [
"A imagem mostra duas micrografias eletrônicas lado a lado. À esquerda, rotulada como \"tipo I\", há estruturas grandes e ovais com paredes densas e espaço interno claro. À direita, rotulada como \"tipo II\", as estruturas são menores, mais irregulares, com contornos mais complexos e também com espaços claros no centro. Ambas as imagens apresentam escalas na parte inferior esquerda para referência de tamanho.",
"O gráfico de barras mostra o conteúdo de lignina (%) em quatro subtipos. O subtipo Ia tem cerca de 15%, o subtipo Ib tem aproximadamente 21%, o subtipo IIa tem cerca de 17%, e o subtipo IIb tem aproximadamente 24%."
] | [
"Micrografia eletrônica de dois tipos de tecido vegetal, identificados como tipo I e tipo II, mostrando a estrutura das células vegetais.",
"Gráfico de barras mostrando o conteúdo de lignina (%) em quatro subtipos de madeira: Ia, Ib, IIa, e IIb. Os subtipos têm diferentes porcentagens de lignina, com os subtipos Ib e IIb apresentando maiores valores."
] |
Pinturas na tumba de um faraó do século XIX a.C. sugerem que
os antigos egípcios adicionavam água à areia em frente aos
trenós utilizados para transportar grandes peças, como
pedras para pirâmides. Esse transporte era realizado por
carregadores que puxavam os trenós sobre a areia.
[IMAGE 0]
FALL et al., Physical Review Letters 112, 175502 (2014).
Em 2014, cientistas realizaram medidas para testar essa
hipótese e, sob certas condições, encontraram os coeficientes
de atrito cinético entre o trenó e a areia listados na tabela:
[IMAGE 1]
Considerando as informações da tabela, qual conteúdo de
água na areia tornaria mais fácil o transporte das peças pelos
carregadores? | 42 | USP_2023_42 | [
"a) 0% (areia seca)",
"b) 1,5%",
"c) 3,2%",
"d) 7,4%",
"e) O conteúdo de água não afeta o transporte."
] | [
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"
] | C | true | string | [
"physics"
] | true | true | false | false | false | true | [
"A imagem é uma pintura mural do Egito Antigo que retrata várias fileiras de homens puxando uma grande estátua em uma plataforma. A estátua representa uma figura sentada. Há hieróglifos ao redor e os homens estão vestidos com saias típicas da época. Na parte inferior, há um destaque de um homem aparentemente despejando um líquido em frente à plataforma.",
"A imagem é uma tabela com duas linhas e cinco colunas. Na primeira linha, há o título \"Conteúdo de água\" seguido dos valores: 0%, 1,5%, 3,2% e 7,4%. Na segunda linha, com o título \"Coeficiente de atrito\", estão os valores correspondentes: 0,57, 0,54, 0,50 e 0,61."
] | [
"Pintura egípcia antiga mostrando carregadores arrastando um trenó que transporta uma grande estátua sobre a areia, enquanto uma pessoa derrama líquido na frente do trenó.",
"Tabela contendo valores de coeficiente de atrito cinético entre trenó e areia para diferentes conteúdos de água: 0% - 0,57, 1,5% - 0,54, 3,2% - 0,50, 7,4% - 0,61."
] |
Três pequenas esferas carregadas com carga positiva Q ocupam
os vértices de um triângulo, como mostra a figura. Na parte
interna do triângulo, está afixada outra pequena esfera, com
carga negativa q. As distâncias dessa carga às outras três
podem ser obtidas a partir da figura.
[IMAGE 0][IMAGE 1]
Sendo Q = 2 * 10^‐4 C, q = –2 * 10^‐5 C e d = 6 m, a força elétrica
resultante sobre a carga q
Note e adote:
A constante k0 da lei de Coulomb vale 9 * 10^9 N m^2/C^2 | 18 | USP_2019_18 | [
"a) é nula.",
"b) tem direção do eixo y, sentido para baixo e módulo 1,8 N.",
"c) tem direção do eixo y, sentido para cima e módulo 1,0 N.",
"d) tem direção do eixo y, sentido para baixo e módulo 1,0 N.",
"e) tem direção do eixo y, sentido para cima e módulo 0,3 N."
] | [
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] | E | true | string | [
"physics"
] | false | true | true | false | false | true | [
"A imagem mostra um diagrama com dois eixos de coordenadas: x e y. Abaixo dos eixos, há um ponto marcado como \"Q\" de onde partem três linhas que formam um triângulo com uma linha vertical ao centro, rotulada como \"d\", e outra parte do triângulo rotulada como \"a\".",
"A imagem mostra uma estrutura triangular com três vértices. Nos dois vértices da base há dois pontos marcados com a letra \"Q\". No vértice superior, há um ponto com a letra \"q\". A altura do triângulo está marcada no centro, também com \"d\". As laterais do triângulo, assim como a base, estão marcadas com a letra \"d\"."
] | [
"Gráfico com eixos x e y. No triângulo, a esfera carregada Q está no vértice superior, com distância d vertical até a carga negativa q no centro.",
"Triângulo equilátero com esferas carregadas Q nos três vértices e uma carga negativa q no centro. As distâncias internas são marcadas com d."
] |
Note e adote: Considere que os resíduos dos grupos X e Y foram expostos às mesmas condições, sem decomposição acelerada.
O tempo de decomposição dos diferentes resíduos sólidos condiciona a destinação de cada tipo, visando a diminuir os impactos ambientais
causados por seu descarte. O gráfico mostra dois grupos de resíduos sólidos (X e Y) produzidos pela população humana, com diferentes tempos de decomposição.
[IMAGE 0]
Com base nessas informações e nos seus conhecimentos, é correto afirmar que as | 25 | USP_2021_25 | [] | [
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"
] | A | true | string | [
"geography",
"biology"
] | true | true | true | false | false | true | [
"No gráfico, o eixo vertical representa o \"Tempo de decomposição (anos)\" e o eixo horizontal indica \"Grupos de resíduos sólidos\". Existem duas categorias no eixo horizontal, marcadas como \"X\" e \"Y\". Para o grupo \"X\", os valores de decomposição variam de 0 a 100 anos, enquanto para \"Y\", os valores variam de 0 a mais de 500 anos. As marcações são representadas por linhas verticais pontilhadas."
] | [
"Gráfico mostrando dois grupos de resíduos sólidos, X e Y, no eixo horizontal, com o tempo de decomposição em anos no eixo vertical. O grupo X tem um intervalo de tempo de decomposição de 0 a 100 anos, enquanto o grupo Y tem um intervalo de 100 a mais de 500 anos."
] |
Observe o mapa a seguir:
[IMAGE 0]
Le Monde Diplomatique Brasil, 2022.
Sobre o conflito geopolítico em questão, é correto afirmar: | 78 | USP_2024_78 | [
"a) O Tratado de Lausanne estabeleceu as fronteiras da Turquia \nmoderna, incluindo a existência de um Estado curdo após o \nfim do Império Turco Otomano, concedendo aos curdos o \ndomínio do território entre as atuais Turquia e Síria.",
"b) Os curdos formam uma população estimada em dezenas \nde milhões de pessoas e parte habita uma região \nmontanhosa que se espalha pelos territórios fronteiriços \nde cinco países: Turquia, Iraque, Síria, Irã e Rússia.",
"c) Falantes de várias línguas, dentre as quais árabe, curdo, \nturco e persa, e compostos por diferentes grupos étnicos \ne religiosos, os curdos são considerados a maior população \napátrida do mundo.",
"d) Entre os anos de 2013 e 2019, as forças curdas \ndesempenharam um papel central no enfrentamento ao \nEstado Islâmico na região, o que levou ao reconhecimento \ndo estado independente do Curdistão.",
"e) Em 2022, foi aprovada uma resolução no Conselho de \nSegurança da ONU reconhecendo a independência do \nCurdistão e definindo suas fronteiras em territórios que \npertenciam à Síria, Turquia e Iraque."
] | [
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VDFU5SSR0FFL0pK6joMrxR/yKWs/9eM//AKLauG+FejaXqPhm6lvtNtLmRbx1DzQK5A2IcZI9z+ddz4o/5FLWf+vGf/0W1eT+B7fxnNo03/CNz7LX7Q25dkJzJtXJ+fnpt9qT3GdV8Q/DGk2vhafU7Kzis7i127Ps0SRhtzop3YGTgZxz3rs7C/H/AAjdnqd9JHCHtUmkZm2jJQMRk/j3rzvR4NT8T683h/xdr0kU6YzpogG2bKl+XiIHAVW5J9PWug+J+o2thZ6Rp3+psFu4TOkeVVocOrLhR93A6fpSuBfsviZ4e+3G3ktr1E3sgu5EjEHyjqH39Dxj6j1rqtQ121tLGS6MqCGNWZnLDBABPBzjsa8ul8U+AZtOWxe0tPIUAAC3cHjHOQmc8DnOTWbb382p+DPC9jcXMshudUWG4ZnOZEaSQFSe4wfWgDr4/idpFxepE1tqKxyTCEXMkaCHJPXdv+73+nNWrzxJouoeBn1y6tJpdMfG6B40ZziXYPlJ2/eAPWr7+F9HOl/2f/ZtqsWzy1PlDIbbtDA9QffOfevPwP8AiwJ9P/uqmB3Op3elHwW0txI1rp81mQqqVRyhjOEUHjdt6D2rzGe48GvDHi18SW1r5KRuY44Ujm28h37M3PX6V6FPBo83gfSG1sZtYYIZSDvxkR9wvUYzxyK5LV/Fnhu5gi0nRtDtL8ONo+Xytm3B/iTnIHr2oA9ObUbJLE3v2qE2wBPmiQbDjOec47H8q5R/ido6TyItlqTxpIYzcJEhiOD1Db+nfPpXNW7Nc/DnwjaSySGO81UQzASEb4zJKGUkHOCDXokfhvRYrAWQ0u08gJt2mIEnjGSepOO+c0AaMNxDcwiWCVJY26OjBlPbqKdJLHDC8srrHGgLM7HAUDkkntXC/C2+uLjQ5LWeVnS2xt3c/eZya7PUYoJtMuorvIt3hcS8n7hU7unPTPSgDk5/idpEU9xHHY6ncJBI0ZmghR4yQcZDb+h7fUVuWfifT77w7NrUJdoIYZJXjG0uAu7PAOMnacc1xV34s8HaHaNZaZpdreuh2tE0bJuYEA5ZkOTxnJ9KzvCMjv4c8bR+UYY47AbYPM3CPMcucfXrRcD07Q9bttf05b21jmSInb+8UA5wD2J9RVaLxRZTz6nAsU+7TvK87Krg+YMrjn884rJ+Gh/4pJPTzB/6LSoPCcSTeLfFkciK6n7HlWGQf3bUAZnw18b2cV7d6fMt289/qDzRuQCoVyijcS2c569a1fHGpeG18XWFxeR6jqdxawsv2W0Ec0Cklgd6E5Df/Er6VleDbaytPDniPU1sbZrmzvLl4JDEu5NiKyqDjgA1s/DKwtdb0nVtUvraGa9uNRkPmyoHZV2qwUZ6AFm6Y60gH/D59HOjmLSLy8kiUZNveSoXh+Zv4V+7k5PvxUtz4/0i2F0DHctJbXb2jQqEMjuvUqu7lT0B9e1Mj02z0LxxC1hAlul9bSCWOL5UJVoQp2jjjc3QDqfWsDwfpFte+M/EN1cxRzhL+5VY5UDAESKQwzwDz1xmmB1fh/xnpfiKeWC3We3njx+5uQqO2QT8qhiTgDJ/CneIPF+meHTElz5k88jBVt7ba0mDnB2lgcZGM+uK5maztbH4s6QbOFIVl87eIxtDYg44H1NWPCmkW+ra3rmrajGl3JBqM9pCLhfM8tVZWULngYyccd6AN3QfGGm6/NLBElxaXCEYhuwsbvwTlV3EkDBzSX/jPS9O1K70+481Z7eLfg7R5pwCETLZZjkYFcr8QDHoHiDQL/ToY7edluA7RKF3AKoGeMHG5vzq5DYW1/8AFrUlu7aGdI7QOiyoGCuBDgjPfrz70Aaem/EPRtQvHtZUudPZIjLuvwkSkAgYB3def0NRWXxJ0a61CC0mtr6x87dia9RIoxgZ5Yt+H1Irn/G+nWS+M9BiS0hRJZreOVVQAOpkbIIHY1d+J+mafB4baaGzgSWL7jJGFIy6A9PagDrdd8Saf4egWS7cszEBYYypkbg4wpIz0I+tY1l8SNHu9Qgs5ra+sfOBKzXqJFHgAnli3tj6kVL4rTwzaXdvqev4LRhUi3iRl3Asw+Vcj+9yRXn/AIy8SaTrVg8Wk6VbtHAq5vEHlmLLDAClQeQvb1oA9ropqElQTTu9MAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAKs3+tao6km/1rVHUiCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKOnWjpQAUUUUAAooooAKKKKACiiigAooooAKKKKAE5o5paKACiiigApCAwIIBB4paKAOI+IWnWUPhuSaOzt0lMhy6xKGPyOeuKX4fabYXPhCzlnsbaWQ78tJErE/vH7kVY+I3/Iqv8A9dD/AOgPTvhx/wAiXZf9tP8A0Y9AzrAKKKKBBRRRQAUUUUAFFFFABRRRQAUUUUAGP/10YoooAKKKKACiiigDQ0j/AI+2/wBw/wAxWztFY2kf8fbf7h/mK2qTGUNY/wCPRP8AfH8jWJW3q/8Ax6J/10H8jWJQgCiiimIKKKKACiiigAooooAKKKKACiiigAooooAKKKKALFv9w/71Sf41Hb/cP+9Un+NUgFrn/F3OlRf9dx/6C1dBXP8Ai7/kFRf9dx/6C1YYr+DIxxH8KRU8P6RZXtoZLmDeex3MO59D7Vr/APCN6T/z6/8AkR/8areFTnTj/nu1b1ZYelTdKLcV9xNClB002kZf/COaT/z6f+RH/wAaT/hHNJ/59P8AyI/+NatFb+wpfyr7jX2VP+VfcYd9oGmQ2FxLHbYdImZT5jcEA+9YXhg/8TRR9f8A0E11+pf8gq7/AOuD/wDoJrkPDAP9qp+P/oLVw1oRhXhyqxyVoqNaHKrHcdRSqpY4CkmrMVjI3L4A+tWR5FoAG5Y+2TXpXO4wPE9kw8G627sBjT5zjH/TNq5X4LXCQeDLzcMsdQfAz/0zjrvbyVbuF4HRXhkUo6OMh1IwQR0IqjZ6fZ6dEYrK0t7aJjuKQxhAW6ZwPoPyoGcZ8StHupRF4j0smO8tM7kVC7yb9iDA5AwM9qj8Tyf2to2i+I9Pgaf7PcQXcsEZLMqqrOQcZweQK7K3v7DVTPBC6zeVt8xXQ8Z5HUc9KmisrW3tjbQ2sEVuRgxpGFUjGMEDjpQBx8nxM0pdIFylvK91902e9RIGG3PGc4GT2/hPSo9WttZ1rwrpepS22zUdPuvtskDhg7rGXwoAX7xAXHFdP/wjeh+aZBo2nbycl/sqZz9cVW8Upq/2C3k0ZA80Vwryxs+0PGAcjqM84GCcUAc2vxNt5oDZR6Rqv9qGLaYvIXCyYxzznG7jO38O1ZAx/wAKBPr/APdVW7jxho0a3saeHnj12O2cySi3hAWQdTuD5xv545q34P1nwx/wjtn4anvIL2Ub90TW0jI/ztJ/EgHHXn0oAo+LUkXwl4YnuI3n0yI2r3EUS5fAjYse2Bt46ir+oeLNPPhuCy8PWdzdzTRIY4oMSeQBtO2TBYqcA9jyD9a7mWxtJrVbWS1hktwu0RPGCgGMYA6dOKhtNF0qwcvZ6bZ27HqYoFTPX0HvQB5vp1vPL8MfDt5aQGeTTb83jxDOWVJJSQMA8njtXSxfEbR20hruQPFcplWs2dPM3hckAZyeeOnXtXUwWVpaWotra2ghgGR5SRhUwc54Ax3P5mqTeG9CeRpW0XTjIW3bvsqZJ9c460AYPw30W40rw6JrtXimuPvxSRlGTa7gZB9QQe1XfHsOoTeFLpdPcKQrtMNud0extwHB56en1rphjPT6jtVOe9sjd/2dM4aWWLcYmQkMpO3njGO2KAOF8LeLdB0nwvBFb21ybxAqTWseGlkkVVDMqFs46+n3TxxWV4JgvLzT/GltcQyR3k1pHH5boQ24xyAcYz3HavRYdG0KO+bydKsEukUOWS1QMA24ZzjvhqvxWdrBPNPFbQxTTY8yREAZ8DAyR1wOlAHm3gbxNZ+H9Jv9N1WQx3VrNIQrbULKqqu1QSCWJBwP1q98O7ua98QeJbi5tpLWV/su6KUYZcI45yB2Geneuwl8P6JcTtNNpFhJMx3M72yFmJOckkdc1bis7aCaaaG2hjmm2+ZIqAM+BgbiOTgdKAPPvB9zYtY+INBurmKK5utRuUEbuASGCp0yD1zVzwRrNn4NutT0HVm+yhrx5oJpiI0ePG0EFiM/c9+o5rrE0PSEuzdrpdkt0X3mYW6By2c53YznPOafeaPpeoyrLfabZ3Lqu0NNArkD0yRRYDm9J1oeMfFranbWdxDp1pbsscsy48xnMfTGRwYm7ntVTwP/AMjB4k/7CV1/6Gteh2um2NvYeXYWcFqq5OyGJUHfsB7mqMNja2s0rQWsMMkjl5GjjCl2PUkjqT3oQHE6ln/hbOh/9vH/AKIFVbLWH8F+JL+z1SGQWWo3slzFcqMIhkcABi2MYCknBPFegNY2j3kd21rC9zHnZM0YLrkYOG6jI4qldLoup3v2C8t7e6nRfMEc8AcAA4zkjHUn86AOI8QPB438U6RZ6aGmt7VZjPdIN8SF1+UFlJx/q++OorW07j4tasP+nID9Ia6qy0zT9MD/AGGytrXfgsIYlQN6ZwOe9SLY2qXj3S28S3TrtaYIA7Djgt1I4H5CgDz/AMcf8jz4b9ru1/8ARrVe+KYx4Sk/D/0YldhPp1ldTxz3FnbTSwsGSSSIMyEHIIJHBBp11ZWt9EYry2huYz1SaMOPXofoPyoA878USWVj8SbG81q2lks/s0ccMoyqRyecxUs2QMAAk9fpVX4ieIodS0VrPS4pLq1RFM91Fh4ovnXapYZ5+XvjqOua9LvNNsNQULe2VtdAHI8+JXx9Mj3P51DHoekxWstqmlWKW0pBkiW3QI+ORkYwcUAXIHWSEMhBU9wfepP85pqIkaBUUKo7KMCkmmjt7eSaZtscal2IGcADJoAeOv8ASgcimhg6hsjB6EU6gAooopgFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAVZv8AWtUdSTf61qjqRBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABQaKKAMrxBrsHh/Tftk0bybm8uNEIy74JA59ce/0rNuNZ8Q21g2oHQ45U7WsVy7S9dvTyvx+lZXjuYy6xoVg4zG19bsV7H5mHSu77dvegDM8P63B4h0iLULdSiuzKYywJQg4wce2D9CK1K4r4ZxiHw/dxKSVW9bH/fuM/1rtaACiiigAooooAKKKKACiiigCOaZLeGSaVgscalmZjgKAMk59K4TV/iULK7VLbSriW3LOguJHCLIV7oQGDDBBznuK7ySOOaJ4pUWSN1KsjDKsD1BHcV5h8UraC0/sSK2hihj/f8AyRoFHSPsKBnqEkiRRNLIwREBZmY4AA6k+lcraeK73WdSurPR9MEkNuzobyaYrGzKcYUqjA8EEc9K2fEhK+F9WIyCLKbn/gBrB+GsIi8MMw5Mk5kJ9yiUCJtK8Ztd+If7EvtMktLtvuHfuU/IXOchSOMdj1qXU/FUtt4gTRNP05ry6Kqzv5m1IwxxlsKxAGQTx0NY3ilFtPHGiXUACzSefuYDBOI1A6c9K09JtQfiDrV7nJCLDg9h5cJoGJe+LbnQdStrTW7KJEuQzpPBcblUAdDuReen5iusz75rh/ihZRTeHftT/wCst/8AVnjjc6A13H6GgDnPGGp3emWumPaTeW02oxQyHaDlCGyOQfQc10eeOc1yPj/H2HRj3/taD8sNVS81S/8AGMgt/Ds8kFin+uuy5ibnlduDnqrA5X/GgR3NL/kVxXjSfUNKsdKTTrm4a4N9EoDykebnedrEEZBOBzWFrcPjLTrI+IrnUIoo4lBa1iuJcAMQANvTILevYUDPUs0hrzct4v8AGNlFf6fcwWNnhjFsmkieQ5wc7SRwynrjg10PgrVb29sbq01Jka8sZ3tmZSTuCBQWJJOTknn9KBHUdcelFGPTOKKACiiigAooooAKKKKACiiigAooooAKKKKAOR+I3/Iqv/10P/oD074cf8iXZf8AbT/0Y9N+I3/Iqv8A9dD/AOgPTvhx/wAiXZf9tP8A0Y9AzrKKKKBBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAaGkf8AH23+4f5itqsXSP8Aj7b/AHD/ADFbVJjRHKiOoEgyM8D3rK1Cx2fvIlwP4ufrU2uErZxkZBEowR24NVtO1Mg+TcMChHDMfoOcmmloBR680cf/AF61rnSw3zwH8M/4CskjBIPBBwRQIKKKKACiiigAooooAKKKKACiiigAooooAKKKKALEH3PxqT/Go4PufjUn+NUgFrn/ABd/yCov+u4/9BaugrD8UwyTaZGscbuRMCQqknGGrDEq9GRlX/hsTwmP+Jeef85at/HFedQf2pbJthF2g/2Qw/lUguNaA5e+P4vXFSxfJBRcXoctLEqEFHlZ6B+FGPXiuA+0a1/evvzel+061/evfzetPry/lZp9cX8rO11L/kFXeOf3L/8AoJrlvBjKuuRs3AGf/QWqhJNrEiMjm9ZWBUj5yOav+GrW5i1NXe3lVeeWQgfdNYyq+2rQaVrGLq+1qxaWx3s16zZVOAT1qoSScnrRR/WvVPSDoea5+88beH7C/Nhdah5dwG27PJkPOcYyFx1BpfGd41n4U1B0JDSQSRgjqMo3NVPCHh7To/C1pJLaQTve26TTPLGrMxdF3AnHI+uaAMX4bf8AIc8SA9f9Fx/3y9dNqvjLQNEuxa6hf+RMV37fJkbjJGchT3BrkfhhYyaPqPiK0n5eL7NnHuHPfHrWz4G8PWUXh+O8uII7q5vlE8s9wivId6KSNxGcZ5wc8mgDptM1ey1mz+1WE3nQ52htrLngHoQD0Iq4fc4Hr61xEe3QfiTBpthBBFa6nb+ZKAm3DL5xyMYHp1B6V2s2fJfZnO07cetAHmuoH/hO/HL6O82zTNOy80W3PmPHKVYZ+VhlXxwSBXS6l4B0K/s/J+yeU/8ABJ5jtt5BPG7npWZ4CA/tTxCWx5v9p3OfX7y13RFAHM+E9SnTwkkuqRfZxZoI2O4PuRI1+b5R9eK6C1uob23S4t33ROoZWwRwRkdfrWb4rH/FJ6uc/wDLlN/6LaofBfPhPTen/HvFn/v2tAF2317TLqG6nhud0dqu+ZvLYbRgnuOeAenpWfdeOfDlpNFHcajsaZA6L5EhyD0PC1wnhU/8U541x/z4j/0XLW78MdFs08NNcS2sEs8khPmSRhmClEO0HGcZ7UAdTrPijR/D7QjVbz7OZt2z9075xjP3QfUVys15b6h8T9OurV/Mhk0qJ0bBGQZsg4PPQiq/w8t4tbu9S1nUIYri6l8rY8qhymA6naTkjIAzzTjpVppPxWijs4xGk1kJ2UKAAxn5wABxwKQHeRrajV7hk5umgiEg5+4Gk2+3Uv8A5xWbqvjHQdEuzbahf+TMP4fJduwPZSOhFT2//I26j/142vH/AG0uK878HX2m6Pd3ul+JII0vHRRJNeIoDA54LPgnhl7dBTA9Mi1ayuNLOpR3GbQR+b5mxvu7d2cYz07Yrj/h14kt73T4bS6u92pS7vl8sjOC56gbfugVs+H/AA/otsl9Lp1yt3Z3kkjPArpJAN+MqFUYxjAx6GsP4X6bYt4dt737Hb/bBu23HlL5g+dwfmxnpx9KAMTxJp3h6LWLiXUfEf2bUjctNE32GR/KTccJhTtbDZ5PWuv+HsVjHo121lqv9pCW6Z3uPs7Q4YquRtP559/aqFrJ4P8ACMV1C11b3twZXaRnkhkmz0Knoeq9PU07whqenah4k1WbTLJ7S2kih3q0Sx723THcApwQcjn2oA6y98XaL4aZF1e9+zibPl/unfOMZ+6p/vCpLHWNO12FrzS7j7RBuIL7GTBwD0YA9CK4P4ZWX29bzXNSRLqe6CAPMPMYBSykZbnnavfsKXxJbHw98SNIvdLhggt9QENtOiLtLNJMSxwuAeAOuaQHovrzjPWuCtufi1Lx/wAw08f9t673nFcFbc/Fqb/sGt/6PpgdbqOuadpEU8t9ceSkCo8h2M20OxVegOeQRxVeLxRo0+ktqsV5mxUEmTyn4AznjGf4T27VmXOhQ6r8QxdzRCX7HYxYQqGU72nHIIPp7Va8T+G9Fkh0261S7hsbWxmMkcLSJFFM33trKww33TxxwT60XAhtviD4XvLqK2g1TzJZXEaL9nlGWJwOSvqa6V5FjTeW2++M15n4q8S+Fp9HurG20+O5mELrE9vDE6xHawDZB4APcdM1c+IX2rVH0bSIJCiah5/mAsQD5exh0z6dwaAOi0/xt4e1R50stQ80wQtPIPJkXai4yeVGeoq8+u6bFpw1F7nFrgHf5bd8Y4xnuKwvGvhnTLrwtdyx2cED2du8kbQxKpwiNhc4+77VyWqZHwijz/ci/wDaVAHq81xHb2ktzK22GJC7HBO0Dk/WqEl9pmr6DeyGXzLBoXWZtrDClfm44PQ9qj8S/wDIoax/14z/APoDVx3hn/kkusf9e0//AKIFAHoZlit7feTtjXqeT1Nc9B8QvC11cxW8Oqb5JXCIv2eUZJOAOVpPE2h2Gs6PH/ampz2NpDncUnWKN8sMb9wIOCBj3Nc74m8ReEY9EvNNtNOtrlzA4ha0gidIXZWw/B+XBPUDjNAHf3mo2lhYteXMmy2ABL7ScAkAcAZ7isy98Z6DYap/Ztzf+Xd7lXy/JkPLAEchcdx3rkdalaX4LoDj5bW1X8AYq6G/8NaZpvgjUbOO0hfbaTHzHjUuThmBJx1B6emBQB08TrLGkqNuR1DA4xkGucuPiF4XtZ2hn1Xa64yPs8p6jPZa4nTNbuLX4WagHkkc/aJLKMliSqeQMY54A/yK9GtPDOj2eniyGnWssPcSwI27nPPHPJoA045VmQPG25W4zjFSdK5XwXZf2MmpaMskjxWt1+73nOA0UTY7d2PbvXVUAFFFFMAooooAKKKKACiiigCrN/rWqOpJv9a1R1IgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA4j4iRPBbafqcab3tbyORlzj5VDsef8A61a0/jPQ4NOF6L3MR+6fKfnnB/hrfZRIhR1VkIwVIzn6+1Zq+HNDRty6Np6kdxaoCP0oAwvhrbvD4TWaVtz3U7ygYxgDCf8AsldjSYx2AHoKWgAooooAKKKKACiiigAooooAa7iNGdjhVBJ9sV5b8Ur63u5dH8mTcU8/d8pGM7PX6V6jJEk0bxyorxuCrI4yCD1yKzv+Eb0InP8AYunHnnNqn+FAxt/JHq+ialaWjeZJLbSR4xjBZSB1xXIeAtatNKtr3RdQuNl5BduAmwnCqFTqAR1B713Vnpdhp+82VjbW2/G7yYlTdjpnA56n86ZdaPpl9L513ptncS42hpoFc464yR7mgDho79PFnxBtZLFfN02x37ps7c74uPlOG+8pHerDarFoPxPvl1CXyYLyBDF8pbLERqOgJ/gPWu4trO2soRDaW0UES9EiQKPXoPqabd6fZ36BL20t7lFO4LNGHAP4j3P50Aef+O9R/t24sNE0qXzZLhXeRNu3gYZeWA/uN37V6T7Z+aqlppmn6ezGysLW3L8t5MKpn0zge5q1z+HoKAOQ+IQDWGjKeQdVgH6PWLDKfh94h8mY7NEvP9XL1xsTJ4G5vvvj/wCtXok9pb3aotzbxTBGEqeagYKw6EZ6Gi5tbe9gaC5ginibG5JUDKcHPIPuKBHKeOOZdBxyP7Vt/wD2ap/H/wDyT++7fLDx/wBtErfGl2Ahhh+w23lQtviTylwjZJyBjg5J5HrUtxa293bm3uIIpoGxmORAynHIyDx2FAHO/Dv/AJETTef+ev8A6Nes/wAGZ/4SDxD6f2jc/wDoa12dva29nAtvawRQwrnEcaBVGTngDjqaZBZWtrJJJBawxSSMXdkjCliepJHXNAFjkcelFHSigAooooAKKKKACiiigAooooAKKKKACiiigDkfiN/yKr/9dD/6A9O+HH/Il2X/AG0/9GPTfiN/yKr/APXQ/wDoD074cf8AIl2X/bT/ANGPQM6yiiigQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGhpH/AB9t/uH+YrarF0j/AI+2/wBw/wAxW1SY0Zevf8eMf/XQfyNc/XQa9/x4x/8AXQfyNc/3q47Aaen6nJFKElYuh7knjrUuo2whkMq/dY8/XnisccV0kEkeo2QQthguDn1x1/Wk0IxO445pefStX+xiOlwP++f/AK9MfR3VMpMrEeoxSuBm0dafJG0TlXUg/SmdqACiiigAooooAKKKKACiiigAooooAsW/3D/vVJ/jUdv9w/WpaoA/lSFQwwQCPcU5UZyAoJ+gq3HYMRukYAdcUMCilqjnaIUz9BV9NKgUbpFXjqAoqUzwW42opP0NU5p3lPzHjPAqbXCyJZfskZ2x2sTkdyoH9KqMkTn/AFMY9gopaKLILIZ5MX/PJP8AvkU5UVPuqB9BS0U7ILAeKBQOKO1MZheMLBtQ8L6hGpIeOCSRQMfMQjYH61k+EfFennwzFDcyCGXToBDKu1m4jRQTwP5Zrs8cc81zd94D8Oajetd3Onb53YuzefIMkkk9Gx1NIDmvhneyaxqfiO7nXY8v2bKhs4wrjr+FaHgjxRa/2V/ZF9i3v9OHkvEAz/LGqqWyBjrkYBrqrDRdP026urm0g8uW62ec29ju2ghep4wCelZ+reC9A1u7F1f2Pmz4xv8AOkXjJOMBgOpNAGPZvbeJPiD/AGpZXIaHSYRC48sjc7eapHOOnHQHrXbfw9P/AK1Z+jaHp+gWb2mmW/kQvIZGXezZYgDOWJPQCtHvmgDzKW5bwJ44nnuXMunamzSs5yPKeSTJ4GScKnoM12OreLNJ0i0+0T3GAfujY/PIB6A+taV/p9rqdo9reReZA4Ksm4jIIIPIOehNc/b/AA58L20wlTTfmH3T58vH/j1AGdZW2oj4aatPqN3NPLd2k10nmuW2I8IIUZJ4Bz/hR4O8V6XbeDY5bu4ESWgSGQ7HbBCoOw9T2ru+1c1N4C8Nz6lJfyafmeV2kdvOk+ZmJJP3sd6AOD8GyNN4W8ZyMm0mx6A/9M5a7T4cf8ilCPcf+i0rYh8N6VbxX0cVrtS/j8q5HmOd64K468cE9MVZ03S7PSbNbSyh8qBeVXcWwcAZyST0AoA8/wDA99b+GdZ1Dw5qUojul8vyRtJMmVZ26ZAwGHelj1q11v4qpJaPuS3tBbscEfMs/PUD1FdnrfhfSPEIi/tO088w58v9467c4z90jOcDrRa+F9GsruG6t7PZPDCsEbea5xGDkDBOOo+tFgHW5x4t1EngCxtf/RlxXGWl9onjVL2HWtNgsr6JAZJIkDyYIIzv2noAvr29K9DW2hS7kulT9/JGkbPk8qpYqMdOC7fnWJqngnQNZvmvb6w824cje/nSLnAAHAYDoBQBynw9BtPFWo6fZXs9xpMUcoQyseJA6KBjjnbjnFW/hbf2zeHEtFl/0iPO5Np7u569OldjpGiafoNo9rplv9ngdy7LvZ8sQBnLEnoBVK18HaJZaymrW1n5d6mcSea7dV29C2Oh9KAON8GW3haTQpb+/WO8udxkupLuDzSrbVL8lcnnPr1PWtLwnqVhqPirU2sLeG3tYo4ooxEm1XAabDYwMZBHFa0/w98MXN7Ldy6bullcyOfPlGWJyT96teDQ9Ot7qC5htts1vAtvE29jtjUEAYJwfvHrzzQBw/gDUP7DuL7w5qm2C4tER0ABYsGJY5K5HG9e/en3F2njL4kafZ6fOr2+ltHcytsIO+KbBT5scYYdAa7PVfBmmeJ/KfUbUSmLOwmR1xnGfukf3RWloPhnTPDNo1vp8QgiZzIw3s2WIAJyxP8AdFLyAmkt3WUooLfj0rhLS2H/AAuGaNjgDTGPH/XxXor3sanCgmsM6VYnW21cQYvWiMPmb2+5u3YxnHX2o1AfbyRW3i/Uwo3f8S+0wOnPmXFc147k0zUNe8OW2tXEsVi0kjrHGCVllDRBQy7SCMM/bueea6lbWFbyS7C/v5I1jd8nlVLFRjpwXb86p6xoOm6/bR2+qW/nxRvvVd7LhsEZ+Uj1NOwHE+OrrwvoOkSWmnabZNd3UJRStsI2VGVhv3BecEDjipfHZubS00vxDaKsi6b5u8NwD5hVB3B9eldTZ+DfDWm288dhpxi+0wtBPmaQ70YfMOWOM4HStG0sbextEtbZNkKZwu4nGTnqeepoA5Lxh4t0yLwpcCGbzPt1u0cfysOHRsHp/PFc5qMRf4OGQdESHP4mKuh1XwXoOi+H9YubCwMc5spkB82RuNhOMFj3ArQ8DxBvCNpHIpx5aZB4/gWgCprPinSrzwFqNzFc5Se1ljT92/LNlAOnqayPDJ/4tJrH/XtN/wCiBXQRfDnwtBK0kemYJUr/AMfEvQgg/wAXoTWvbeH9Ms9Jm0uC22WUyskkXmMcgrtPJOegx1oA4P4oXGyHRbWe5mhsbjz/AD1jY4bbsK5A64PqKf4pufCuh+HJ4LTT7N7q5ieJG+zhXXcrANu2diOnFd/qGk2Wq6dJp97D5trJjcm4rnBDDkEHqBWXpvgnQNJE/wBksdjTwtBIfOkO5GxkcscdByOaAOO1Rw/wXO3HENuD9cxV33iD/kWtV4/5c5v/AEA1XTwjocekXGlLZf6FcSebLF5r/M/ynOd2R91eh7VrXFtFdWktrMu+GVCjrkjKkYI4oA8j0PTP7T+F+sjeVNveTzjA6lYRx+tehWXjHR7vRxqJuPLgH3vkc4+baP4fX2rR0nRrDQ7aS306DyIZJDIy72bLEAE5Yk9AKwn+G/hSSTedLye/+kS8/wDj1AC+CL19attQ1t4hF9ruSVQHIwscaZ/NDXVVFBbRW0KwwrtRc7RknvnvUtABRRRTAKKKKACiiigAooooAqzf61qjqSb/AFrVHUiCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApCe/p+tLQenNAHKeE/GR8UTSobD7N5alv8AXb84K/7I/vfpXV15H8L721s7q5NzcwwAo2PMkC909a9N/tzSf+gpZf8AgQn+NAMv0VQ/tzSP+gpZf+BCf40f25pH/QUsv/AhP8aAL9FUP7c0j/oKWX/gQn+NH9uaR/0FLL/wIT/GgC/RVD+3NI/6Cll/4EJ/jR/bmkf9BSy/8CE/xoAv0VQ/tzSP+gpZf+BCf40f25pH/QUsv/AhP8aAL9FUP7c0j/oKWX/gQn+NH9uaR/0FLL/wIT/GgC/RVD+3NI/6Cll/4EJ/jR/bmkf9BSy/8CE/xoAv0yZzHC7hdxVScZqn/bmkf9BSy/8AAhP8aZLrWkvC6/2pZcqR/wAfCf40AZXh7xY2uavqVi9oIDaS+WHEm7dywz04+7+tdPXkvg28RPiNfwo6ulxdTFWUghgBIQRXrVAwooooEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcj8Rv8AkVX/AOuh/wDQHp3w4/5Euy/7af8Aox6T4iKzeF2Cgk7ycAf7D074dKy+DLIMpB/ecEf9NHoGdXRRRQIKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDQ0j/j7b/cP8xW1WLpH/H23/XM/zFbVJjRl69/x4x/9dB/I1z9dBr3/AB4p/wBdB/I1z3WrjsAVIk0kX+rkZf8AdYimd6KYE/2y5/5+Jf8Avs1Pa6nPBLl3aRTwQxJx+tUaKLCOlaODUYNyMu/Gc5GRx0/WsaSJ4mw6kfhVaKV4ZQ6HDDviuiguYNRi2sMN3XJ4/H8KlqwGIKKnurR7ZyG+72NV6QC0UZooAKKKKACijIooAKKKnt7WW5PyLx65FADYpFUFSGJPoKvW1s8/JUqo/vDH5VaSC3sI97nkDluf89qzb7WGkO23O1BwW6/oRTV+gGnJJbWEeSQT6ZG6s+XWVkyFEgH+fesc80U7AX/t0fcP+Qo+2x/3X/IVQop2Av8A22P+6/5Cj7bH/df8hVCiiwy/9tj/ALr/AJCj7bH/AHX/ACFUKKLAX/tsf91/yFH22P8Auv8AkKoUc0WAv/bY/wC6/wCQo+2x/wB1/wAhVDmiiwF/7bH/AHX/ACFH22P+6/5CqFFFgL/22P8Auv8AkKPtsf8Adf8AIVQoosBf+2x/3X/IUfbY/wC6/wCQqhRRYC/9tj/uv+Qo+2x/3X/IVQoosBf+2x/3X/IUfbY/7r/kKoUUWAv/AG2P+6/5Cj7bH/df8hVCiiwF/wC2x/3X/IUfbY/7r/kKoUUWAv8A22P+6/5Cj7bH/df8hVCiiwF/7bH/AHX/ACFH22Psr/lVCk60WEdPZXCy2LMmdyqf61Qku2LsrM/B5GaZokmLmRD0Zf6//XpdSi8q5IB4bn8yanYBn2he6tx7UfaE9G/Kq/T2o57UAWPtCejflR9oT0b8qr0UAWPtCejflR9oT0b8qr80c0XAmleGeJ45YvMjZSrKyggg9iKbB9mtoljghEUYH3Y1CgfgKjx/9ej+nT2pXAsfaE9G/Kj7Qno35VXop3AsfaE9G/Kj7Qno35VXoouBY+0J6N+VH2hPRvyqvRRcCx9oT0b8qPtCejflVeii4Fj7Qno35UfaE9G/Kq9FFwLH2hPRvyo+0J6N+VV6KLgWPtCejflR9oT0b8qr0UXAsfaE9G/Kj7Qno35VXoouBY+0Iexo+0L6Gq/NHNFwHOwdyw702iikAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFHpnFFHQ0AeOJ8LfEKcpeWS59JZB/7JT/+FY+Jf+ghZ/8Af6T/AOIr18DHSloHc8f/AOFY+Jf+ghZ/9/pP/iKP+FY+Jf8AoIWf/f6T/wCIr2CigLnj/wDwrHxL/wBBCz/7/Sf/ABFH/CsfEv8A0ELP/v8ASf8AxFewUUBc8f8A+FY+Jf8AoIWf/f6T/wCIo/4Vj4l/6CFn/wB/pP8A4ivYKKAueP8A/CsfEv8A0ELP/v8ASf8AxFH/AArHxL/0ELP/AL/Sf/EV7BRQFzx//hWPiX/oIWf/AH+k/wDiKP8AhWPiX/oIWf8A3+k/+Ir2CigLnj//AArHxL/0ELP/AL/Sf/EUf8Kx8S/9BCz/AO/0n/xFewUUBc8f/wCFY+Jf+ghZ/wDf6T/4ij/hWPiX/oIWf/f6T/4ivYKKAueaeFfAGsaJ4mtdSuri0eKLeWCO5Y5Rl7qO59a9L6cUYHcUUCCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCGe2guovKuIY5kznbIoYfrS29tDawrFbwxxRjokahVHfgCpf5UfXrQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBf0j/j7b/rmf5itusXSf+Ptv9w/zFbXPpSY0Z+sRPNaIsasx3g4Az2NYf2G6/54S/8AfBrrD1o7U07Acn9huf8AnhL/AN8Gj7Dc/wDPCX/vg11tFPmEcl9huv8AnhJ/3waPsV1/zwl/74NdbRijmA5L7Fc/88Jf++DSrZXanKwyA+u011mKTvRzAUbSeZ4wlxC+QMZKnn86s/ZoG5MKfioqWlFSMpy6bBLjgp/u4H9Krvo6fwO34n/61alFAGK2jz9nj/M/4VXfT7hD9wt9AT/SuipKAOb+yXHTyZP++TTo7Kd2C+Wy+pKkV0dJ3piKFtpscXzuNzeh5H8qbe3VzHhLa3Zh3JQn+VaNHakM5RrW8kOXhnYnuVJpv2K6zzby5/3DXW9qWq5gOS+xXX/PCX/vg0fYbn/nhJ/3wa6zFLRzCOS+w3X/ADwk/wC+DR9huv8AnhJ/3wa62ijmA5L7Ddf88JP++DR9huv+eEn/AHwa62ijmA5L7Ddf88JP++DR9huf+eEv/fBrraKOYDkvsNz/AM8Jf++DR9huv+eEv/fBrraKOYDkvsN1/wA8Jf8Avg0fYbr/AJ4Sf98Gutoo5gOS+xXX/PCX/vg0n2K6/wCeEv8A3wa67FGB6UcwzkfsV1/zwl/74NH2K6/595f++DXXYoo5hHI/Yrr/AJ95f++DR9iuv+feX/vg111FHMByP2K6/wCfeX/vg0fYrr/n3l/74NddRRzAcj9iuv8An3l/74NH2K6/595f++DXXUUcwHI/Yrr/AJ95f++DR9iuv+feX/vg111FHMByP2K6/wCfeX/vg0v2K6/54S/98Gutoo5gOS+w3X/PCT/vg0fYbr/nhJ/3wa62jAo5gOS+w3P/ADwk/wC+DS/YLo4/cSf98H/CusxRRzAcxbWd1HcxP5Ugw4z8p6ZrZ1CBp7ZSFyw7Aexq9Tf4vwpXGc6tlOzbfKcfVTWhBpKggzNlh2B4/UVqUlAiu1nCY9giQf8AARWI1ncA48qT8FNdE33aU0hnN/ZLgf8ALGT/AL5NH2W4/wCeEn/fBrpKKYjm/sdx/wA8ZP8Avk0v2O4/54yf98mukopXA5v7Jcf88X/74NH2S4/54v8A98GujooGc59kuP8Ani//AHwaPslx/wA8X/74NdHRQBzn2S4/54v/AN8Gj7Jcf88X/wC+DXR0UAc59kuP+eL/APfBo+yXH/PF/wDvg10dFAHOfZLj/ni//fBo+yXH/PF/++DXR0UAc59kuP8Ani//AHwaPslx/wA8X/74NdHRQBzn2S4/54v/AN8Gj7Jcf88X/wC+DXR0UAc59kuP+eL/APfBo+yXH/PF/wDvg10dFAHOfZLj/ni//fBo+yXH/PF/++DXR0UAc59kuP8Ani//AHwaPslx/wA8X/74NdHRQBzn2S4/54v/AN8Gj7Jcf88X/wC+DXR0UAc59kuP+eL/APfBo+yXH/PF/wDvg10dFAHOfZLj/ni//fBo+yXH/PF/++DXR0UAc59kuP8Ani//AHwaPslx/wA8X/74NdHRQBzn2S4/54v/AN8Gj7Jcf88X/wC+DXR0UAc59kuP+eL/APfBo+yXH/PF/wDvg10dFAHOfZLj/ni//fBo+yXH/PF/++DXR0UAc59kuP8Ani//AHwaPslx/wA8X/74NdHRQBzn2S4/54v/AN8Gj7Jcf88X/wC+DXR0UAc59kuP+eL/APfBo+yXH/PF/wDvg10dFAHOfZLj/ni//fBo+yXH/PF/++DXR0UAc59kuP8Ani//AHwaPslx/wA8X/74NdHRQBzn2S4/54v/AN8Gj7Jcf88X/wC+DXR0UAc59kuP+eL/APfBo+yXH/PF/wDvg10dFAHOfZLj/ni//fBo+yXH/PF/++DXR0UAc59kuP8Ani//AHwaPslx/wA8X/74NdHRQBzn2S4/54v/AN8Gj7Jcf88X/wC+DXR0UAc59kuP+eL/APfBo+yXH/PF/wDvg10dFAHOfZLj/ni//fBo+yXH/PF/++DXR0UAc59kuP8Ani//AHwaPslx/wA8X/74NdHRQBzn2S4/54v/AN8Gj7Hcf88X/wC+DXR0UAc59juP+eMn/fJpPsdx/wA8ZP8Avk10lFAjm/sc/wDzxk/75NH2Of8A54yf98mulop3A5r7HP8A88ZP++TR9jn/AOeMn/fJrpaKLgc19jn/AOeMn/fJo+xz/wDPGT/vk10tFAHNfY5/+eMn/fJo+xz/APPGT/vk10tFAHNfZLj/AJ4yf98mj7Lcf88X/wC+TXS0lAHN/ZLj/njJ/wB8mj7JP/zxk/75NdJS0Ac19kn/AOeMn/fJo+yT/wDPGT/vk10tFAHNfZJ/+eMn/fJo+yT/APPGT/vk10tFAHNfZJ/+eMn/AHyaPsk//PGT/vk10tFAHNfZJ/8AnjJ/3yaPsk//ADxk/wC+TXS0UAc19kn/AOeMn/fJo+yT/wDPGT/vk10tFAHNfZJ/+eMn/fJo+yT/APPGT/vk10tFAHNfZJ/+eMn/AHyaPsk//PGT/vk10tFAHNfZJ/8AnjJ/3yaPsk//ADxk/wC+TXS0UAc19kn/AOeMn/fJo+yT/wDPGT/vk10tFAHNfZJ/+eMn/fJo+yT/APPGT/vk10tFAHNfZLj/AJ4v/wB8ml+yXH/PF/8Avg10dFIDnPslx/zxf/vg0fZLj/ni/wD3wa6OigZzn2S4/wCeL/8AfBo+yXH/ADxf/vg10dFAHOfZLj/ni/8A3waPslx/zxf/AL4NdHRQBzn2S4/54v8A98Gk+x3H/PGT/vk10lFAGTpkEsVyxkjZRsI5BHcVrUHtS0MD/9k="
] | C | true | string | [
"history",
"geography"
] | true | true | false | false | false | true | [
"A imagem é um mapa da região do Oriente Médio, destacando as áreas de povoamento curdo e regiões autônomas. As zonas de povoamento curdo são indicadas em marrom com densidade pontilhada para maioria e minoria. Estão demarcadas regiões autônomas curdas: a Federação Democrática da Síria do Norte em vermelho, a zona ocupada pela Turquia em roxo, e a região autônoma do Curdistão Iraquiano em verde. O mapa inclui cidades como Gaziantepe, Kobane, Qamishli, Alepo, Erbil, Mossul, Kirkuk e Suleimânia. Rios Tigre e Eufrates estão demarcados, assim como as fronteiras de países como Turquia, Síria, Iraque e Irã. Também são mencionados os lagos Van e Urmia."
] | [
"Mapa ilustrando zonas de povoamento curdo e regiões autônomas curdas nos territórios do sudeste da Turquia, norte da Síria, norte do Iraque e partes do Irã. O mapa destaca áreas de povoamento curdo majoritário e minoritário, a Federação Democrática da Síria do Norte, a Zona ocupada pela Turquia, e a Região Autônoma do Curdistão Iraquiano. Também são mostrados países vizinhos como Armênia e Azerbaijão, e cidades importantes como Erbil, Mossul, e Bagdá, além dos rios Tigre e Eufrates. As fronteiras e regiões são demarcadas com diferentes cores e padrões."
] |
Um fabricante de acessórios de montanhismo quer projetar um
colchão de espuma apropriado para ser utilizado por alpinistas
em regiões frias. Considere que a taxa de transferência de calor
ao solo por uma pessoa dormindo confortavelmente seja 90
kcal/hora e que a transferência de calor entre a pessoa e o solo
se dê exclusivamente pelo mecanismo de condução térmica
através da espuma do colchão. Nestas condições, o gráfico
representa a taxa de transferência de calor, em J/s, através da
espuma do colchão, em função de sua espessura, em cm.
[IMAGE 0]
Considerando 1 cal = 4 J, a menor espessura do colchão, em cm,
para que a pessoa durma confortavelmente é | 1 | USP_2018_1 | [
"a) 1,0.",
"b) 1,5.",
"c) 2,2.",
"d) 2,8.",
"e) 3,9."
] | [
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wa9t1P268ODKo63EhHepfGWsWEnhHWlW9t2Y2cwAEqkn5D70ATW/gnQGt4idHsydo/wCWI9KyfEHg7Q4rzQwmk2ih77a2IhyPKkOP0FdJb61p/wBni/0+2+6P+Wy+n1rI8RaxYNfaCRe25C3+TiVeB5MnvQBd/wCEJ0D/AKA9n/35FY0fg7Q/+EwuYv7JtPLFhEwXyhjJkkGf0FdP/bWn/wDP/a/9/l/xrFi1iw/4TK5b7bb7fsEQ3eauM+ZJ70AXP+EJ0D/oD2f/AH5FY3hnwdoc0OoF9JtG2386jMQ4Ac4FdP8A21p//P8A2v8A3+X/ABrF8L6xYLDqO69t1zf3BGZV6bz70AN1zwXoMei6gy6RZqy28hBEQ4O00/SPBegyaTZM2kWZZoEJJhHPyireu6zp7aHqAF9bEm3kAAmX+6fenaPrOnrpFiDfWwIgjyPOX+6PegDE8SeDtDhXTNmk2i7r+FTiIcgk5FbP/CE6B/0B7P8A78iqfifWLBl0vbe25xfwk4lXpk+9bX9taf8A8/8Aa/8Af5f8aAOYfwdof/CYQxf2TaeWbB22+UMZ8xOa2f8AhCdA/wCgPZ/9+RVOTWLD/hMoW+22+37BIN3mrjPmJ71tf21p/wDz/wBr/wB/l/xoA5fw74P0OW710PpVowS/KrmIcDyozgfma1LvwVoK2sxGkWYIRiP3I9Kr+G9YsFvNeLXtuA2oEjMq8jyoueta15rWnm0nAv7b7jf8tl9PrQBg+E/BuhzeFtHkk0m0d2s4WZmiGSSg5qHxd4P0ODTbZo9KtEY31qpKxDoZ0BH5Vp+D9YsE8J6MrX1srCzhBBlXI+Qe9Q+MtYsH0u2C3tux+32h4lU8CdPegC//AMIToH/QHs/+/IrEvPB+hr4y0uIaVaCNrG6Zl8oYJDwYP6n866n+2tP/AOf+1/7/AC/41hXmsWB8baUwvbfaLG6BbzVwCXg9/Y0AX/8AhCdA/wCgPZ/9+RWJoPg/Q5NY8SI2lWjLHexqgMQ+UfZoTgfiSfxrqf7a0/8A5/7X/v8AL/jWH4f1iwXWvExN7bgNfRkEyrz/AKLAPWgC9/whOgf9Aez/AO/IrF8FeDtDuPCOkSSaVaPI1rGWZogSTtHNdR/bWn/8/wDa/wDf5f8AGsPwPrFhH4P0ZWvbdWFrGCDKoI+Ue9AFPxh4P0ODQXePSrRG8+AbliGeZkB/Str/AIQnQP8AoD2f/fkVR8Z6xYSaBIFvbdj59vwJVP8Ay2T3rc/trT/+f+1/7/L/AI0AcvqXg/Q18UaLGNJtAjx3BZfKGDgJitr/AIQnQP8AoD2f/fkVR1PWLA+KtDYXtuVEdxk+auBwnvW5/bWn/wDP/a/9/l/xoA5bSfB+hyeJNdjbSrQohg2qYhgZjycVt/8ACE6B/wBAez/78iqOkaxYL4m19je24VjBg+auD+7+tbn9taf/AM/9r/3+X/GgDl/Bvg7Q7jw7avJpVo7lpMs0QJ/1jUeNPB+h2/hbUpI9KtEdYshliAI5FXPBWsWEfhu1Vr23U7pODKo/5aN70eNtYsJPCepqt7bsxi4AlUnqPegC7/whOgf9Aez/AO/IrG1rwfoceueH0XSrRUkuJQ6iIYIEEh5/EV1H9taf/wA/9r/3+X/GsPXNYsG17w6Re25C3MpJEq8fuJPegC9/whOgf9Aez/78isSx8H6G3jDV4jpVoY0s7VlXyhgEvPk/oPyrqf7a0/8A5/7X/v8AL/jWHY6xYDxnrDG9twpsrQBvNXBw9xnv7igC9/whOgf9Aez/AO/IrF8JeD9Dn0mVpNJtHb7bdrloh0FxIAPyArqP7a0//n/tf+/y/wCNYng/WLCPR5Q17bqft14cGVR1uZCO9AFXxf4N0ODwrrEkek2iSLZysrLEMghDzWpF4J0Axof7Hs+g/wCWIqDxlrFg/hLWlW+tmY2cwAEqkn5D71qw61p/lJ/p9r90f8tl/wAaAOa8QeD9Di1DQVTSrRRJfbWAiHI8mU4P4gVtf8IToH/QHs/+/Iql4i1iwbUPD5F7bkLfZOJV4/cy+9bf9taf/wA/9r/3+X/GgDmIfB+hnxheRHSrTyxYwsF8oYyZJcn9BWz/AMIToH/QHs/+/IqlBrFh/wAJpeN9tt9psIRu81cZ8yX3rb/trT/+f+1/7/L/AI0Acx4X8H6HNbXxfSbRyt/cqMxDgCRgBVnxD4M0KLQNTdNJs1dbWUhhEMghDzUnhXWLBLW/3XtuudQuSMyr081uetWfEes2DeHtUAvrYk2soAEy/wBw+9AEGl+C9BfTbRm0izLGFCSYR/dFcZ8VvDOlaXdeBJ7TTre2m/4SiyHmRxgHGJO9eg6VrWnrpdmDfWwPkp/y2X+6PeuI+LupWl1N4ESG6hlf/hKbI7Y5Ax6SdgaAPTqKKKACiiigDJ8WeKtK8D+Hb/Xtcu1sNJsIzNc3LIzCNB3woJPXsK+U/HXxR/ZN+IGo/wBq3uu2ena+vKa5otre2F+jf3vOhjVif97Ir6d+IHifVPCOg/2jpXhm98WSJKomsNOljS4ERzudBIyhyOPlyCc8V5XN+2l8NdLbydfXxH4Xvh96y1jw5exSg+nyxMD+BIoAo/Ae+1fxFeW+o+CfjHb/ABK8Awztb3ttrlmG1G1IXIVbhAjFslTiVOQetfQ9fN/wx+Jmh6p8Rte1XwB4I8Y64/iy9tptV1zULA6dp1tHFGsQZGmCM+1MnaqszE9fT6QoAKKKKACiiigDx/8Aaa8N6TcfC/VtRl0uyl1BbmwAu3t0Mo/0yEffIz04616h/wAI9pX/AEDLP/wHT/CvIP2nviF4XsfAGq+H7nxDpkGutc2BXTZLtFuDm7hYYjJ3fd56dK9S/wCE78Of9B3T/wDwJT/GgDP17QdMXXPDarp1oFa7lDAQLg/6PKeePWt3/hHtK/6Bln/4Dp/hXL65410CTW/DrprViyR3UjOwuFwoNvKMnn1IH41t/wDCd+HP+g7p/wD4Ep/jQB89/tFaTYab8XPhXqCWdvHFB4q0u2dREoBWeK/iIIx3O38hX0j/AMI9pX/QMs//AAHT/CvmX9rLxRo50m31i31OznOla74bvl8uZTwl9Ir457LJk+gNfRv/AAnfhz/oO6f/AOBKf40AZ/g3QdMk0iYvp1ox+3Xgy0CngXEgA6VJ4y0HTI/COtOmnWistnMQywKCDsPtVDwh400C30mZZdasY2+23bYa4UHBuJCD17gg1J4v8beH7jwprEUWtWEkj2cqqq3CkklDgDmgDoLfw/pX2eL/AIlln90f8sE9PpWR4i0HTEvtBC6daKGv8HEC8jypODxVq38deHFt4gdc08HaP+XlPT61leIPGugTXmhlNasXEd9uYrcKdo8qQZPPqR+dAHTf8I9pX/QMs/8AwHT/AArFi0HTP+EyuU/s602fYIjt8hcZ8yTnpV3/AITvw5/0HdP/APAlP8ax4/G3h/8A4TC5l/tqw8o2MSh/tC4yJJDjOfcUAdL/AMI9pX/QMs//AAHT/CsXwvoOmSQ6ju060bF/cAZgU4G88dKu/wDCd+HP+g7p/wD4Ep/jWP4Z8beH4YdQEmtWCFr+dhuuFGQXOD1oA19d8P6Wuiagy6baAi3kIIgT+6fanaP4f0ttJsSdNsyTAhJMCf3R7VR1zxx4ek0W/RNb09ma3kAUXCZJ2njrTtI8ceHY9JslbXNPVlgQEG5TIO0e9ADfE2g6Yi6Xt060XN/CDiBRkZPHStr/AIR7Sv8AoGWf/gOn+Fc14k8beH5l0zZrVg+2+hZttwpwATk9a2P+E78Of9B3T/8AwJT/ABoApSaDpn/CZQp/Z1ps+wSHb5C4z5ic9K2v+Ee0r/oGWf8A4Dp/hXNP428P/wDCXwy/21YeULF1L/aFxnzEOOtbH/Cd+HP+g7p//gSn+NAFDw3oOmPea8G060YLqBAzApwPKj4HFa154f0sWk5Gm2YOxv8Algnp9K57w7410CG61wvrVigkvyylrhRuHlRjI59QfyrUu/HXh1rWYDXNPJKMB/pKen1oAj8I6DpknhTRmfTrRmazhJZoFJJ2D2qHxjoOmR6XbFNOtFP2+0GVgUcGdAR0qHwn428PweF9Hjk1qwSRLSJWVrhAQQgyDzUXi7xpoFxptssetWMjC+tWIW4U8CdCT17AUAdR/wAI9pX/AEDLP/wHT/CsK80HTB410pBp1oENjdEr5C4JDwYPT3P51of8J34c/wCg7p//AIEp/jWJeeNNAbxlpco1qxMS2N0rP9oXAJeDAznvg/lQB1H/AAj2lf8AQMs//AdP8Kw9A0HTG1rxKG060IW+jCgwLwPssBwOPUn86v8A/Cd+HP8AoO6f/wCBKf41iaD410CPWPEbvrViqyXsbIxuFww+zQjI59QR+FAHUf8ACPaV/wBAyz/8B0/wrD8EaDpkng/R3fTrR3a1jJZoFJPyj2q//wAJ34c/6Dun/wDgSn+NYvgvxroFv4S0iKXWrGORLWMMrXCgg4HB5oAt+MtB0yPQXZNOtFbz7cZWBQf9cntW5/wj2lf9Ayz/APAdP8K5jxh410C40J0i1qxkfz4DtW4UnAmQnv6Ctr/hO/Dn/Qd0/wD8CU/xoAoanoOmL4q0RRp1oFaO4yvkLg4Ce1bn/CPaV/0DLP8A8B0/wrmNS8a6A/ijRZF1qxMaR3AZhcLgZCYzzW1/wnfhz/oO6f8A+BKf40AUNJ0HTG8S6+p060KqYMAwLgfu+3Fbn/CPaV/0DLP/AMB0/wAK5jSfGugR+JNdkbWrFUkMGxjcLhsR4OOa2v8AhO/Dn/Qd0/8A8CU/xoAoeC9B0yTw3as+nWjMWk5aBSf9Y3tR420HTI/CmpMmnWiMIuGWBQRyPaqng3xroFv4dtY5dasY3DSZVrhQf9Yx9aPGfjXQLjwvqUcWtWMkjRYCrcKSeR70AdN/wj2lf9Ayz/8AAdP8KxNb0HTF17w6o060CtcyhgIFwf3Eh54q9/wnfhz/AKDun/8AgSn+NY2teNdAk1zw+661YskdxKXYXC4UGCQAnn1IoA6f/hHtK/6Bln/4Dp/hWHY6Dph8Zawh060KLZ2hC+QuAS8+e3sPyq//AMJ34c/6Dun/APgSn+NYlj410BfGGrynWrERPZ2qq/2hcEh58gc9sj8xQB1H/CPaV/0DLP8A8B0/wrE8H6DpkmkSl9OtGP228GWgU8C5kAHT0q9/wnfhz/oO6f8A+BKf41i+EvGugW+kyrJrVjG3227bDXCg4NxIQevcEH8aAL/jHQdMj8J6y6adaKy2cxDLAoIOw+1asPh7SvKT/iWWf3R/y7p/hXPeLvG3h+48K6xFHrVhJI9pKqqtwhJJQ4A5rUi8deHPLT/ie6f0H/Lyn+NAFTxDoOmJqGgBdOtFDXxBxAvI8mXg8Vt/8I9pX/QMs/8AwHT/AArmNf8AGugS6hoLJrVgyx3u5yLhflHkyjJ59SPzra/4Tvw5/wBB3T//AAJT/GgCjDoOmf8ACZ3if2dabBYQkL5C4z5kvPStv/hHtK/6Bln/AOA6f4VzMPjXQB4wu5TrVgImsYVD/aFwSJJSR19x+dbP/Cd+HP8AoO6f/wCBKf40AUvCug6ZJa35bTrRiNQuQMwKeBK2B0qz4i0DS08P6oy6baKwtZSCIFyPkPtWV4X8a+H4ba+EmtWCFr+5YbrhRkGRiD1qz4h8ceHptA1NE1uwd2tpVVVuEJJKHjrQBp6V4f0ttLsydNsyTChJMCf3R7VxPxc0ixs5/AklvZW8En/CU2Q3xxKp6SdwK6nS/HPh2PTbRW1zT1ZYUBBuU4+Ue9cb8VPFOj6tdeBILLVLS7nPiiyPlwzKzYAk5wDQB6zRRRQAUUUUAFc/4f8AHejeKNe8RaNp1y01/wCH7iO11CMxMoikeMSKASMN8rA8Z610FfHXxu07whY/HTXL3S9d+LF741uLS3Gqaf8ADmISJaQhf3InIjwCRllDMW5OMAigD7Forxv9mO80TUvCuq3OjeMPFnihheeReW3jGQ/btNnRRugeNkVozhgcHOcgg17JQAUUUUAFFFFAHmH7Sn/JHdX/AOvmx/8AS2CvT68R/ag8caZY/D/VNElj1M3z3FgQ0ek3clvzdwnmdYjEOPVuvHWvUf8AhNNM9L//AMFtz/8AG6AE8Qf8h7wz/wBfkv8A6TS1vVw+ueL9Ok1vw64F7iO6kLZ0+4B5t5RwNnPXtW3/AMJppnpf/wDgtuf/AI3QB4p+2BYNffBn4rsgJktNDsb5cdcw3E0uf/HK960PUF1XRNPvUO5Lm3jmU+oZQf615J8V9Q0/xR4V+JemBL1v7R8Mm1Qf2fcZ3FLocjZxyw5PH5Grf7PfxI0/WvgV8P7yU3rzSaFZ+Yy2E7jeIVDfMEIPIPSgD0DwX/yB5/8Ar/vP/SmSpPGn/In63/15Tf8AoBrB8IeL9Og0mZXF7n7bdt8un3DcG4kI6J7/AIVJ4v8AGGnTeFNYjUX25rOVRu0+4UcoepMeBQB19t/x7xf7g/lWR4k/4/vD/wD2EP8A2jLUVv400xbeIYvvuj/mG3Pp/wBc6yvEHi/TpLzQyovcJfbjnT7gceVIOMpz17UAdtWJF/yOt1/2D4v/AEZJTf8AhNNM9L//AMFtz/8AG6x4/GGnf8JhcyYvtpsYl/5B9xnPmSHp5ee/WgDtaxPCv+o1L/sIXH/oZpv/AAmmmel//wCC25/+N1jeGfGGnQw6gGF9819Ow26fcHgufSP9KAOn17/kB6j/ANe0n/oJp2i/8gex/wCuEf8A6CKwdc8ZabJot+oF9lreQDOnXAH3T38un6R4y01NJslIvsrAgONOuD/CP+mdAF3xR93Sv+whD/M1t1xPiTxhp0q6ZtF98t9Cxzp9wOAT6x8/Stn/AITTTPS//wDBbc//ABugB0n/ACOsH/YPk/8ARiVt1xT+MNO/4TCGXF9t+wuv/IPuM58xD08vP41sf8Jppnpf/wDgtuf/AI3QAeGf+PzxB/2EW/8ARUVa95/x5z/9c2/lXHeHfF+nRXWuFhe4e/LDGn3B48qMc4Tjp0Nal3400xrWYAX2Sjf8w259P+udAFvwb/yKOi/9eUP/AKAKg8af8gu1/wCwhZ/+lEdZfhPxhp0PhfSI2F9uW0iU7dOuCOEHQiPBqHxd4v06bTbZVF7kX1q3zafcLwJ0J6p+lAHc1g3v/I8aT/14Xf8A6Mt6X/hNNM9L/wD8Ftz/APG6xLzxfpzeMtLlAvdi2N0p/wCJfcZyXgxxsyeh/wAmgDuKwfD3/Ib8Uf8AX/H/AOksFL/wmmmel/8A+C25/wDjdYmg+L9Oj1jxGzC9xJexsuNPuCcfZoRyNnHIPWgDuKwvAv8AyJui/wDXpH/6CKP+E00z0v8A/wAFtz/8brF8F+L9Ot/CWkRuL3ctrGDt0+4YfdHQhMH8KANrxt/yL8n/AF3t/wD0elbtcR4w8X6dPoTogvd3nwH5tPuFHEyHqUra/wCE00z0v/8AwW3P/wAboANU/wCRs0L/AK53P8krdriNS8X6c3ijRZAL3akdwDnT7gHkJ0GzJ/Ctr/hNNM9L/wD8Ftz/APG6AE0f/kaPEH1t/wD0XW9XD6T4v05PEmuuRe7XMGMafcE8JjkbOPxrb/4TTTPS/wD/AAW3P/xugA8Ef8izaf70n/oxqPHP/Io6p/1y/qKxfBvi/ToPDtqjC93BpPu6fcMP9Y3cJR4z8X6dceF9RjQXu5osDdp9wo6juUwKAO2rD13/AJGDw3/18y/+k8lJ/wAJppnpf/8Agtuf/jdY2teL9Ok1zw+4F7iO4lLZ0+4B5gkHA2c9e1AHb1g2H/I66z/15Wf/AKHcUv8Awmmmel//AOC25/8AjdYlj4v05fGGrSkXu1rO1Uf8S+4zw8+eNmR1H+RQB3FYXg3/AJA8v/X9ef8ApTLR/wAJppnpf/8Agtuf/jdYvhLxfp0Okyqwvc/bbtvl0+4PBuJCOie/4UAbvjT/AJE/W/8Arym/9ANa8P8Aqk/3RXHeLvGGnT+FdYjUX25rSVRu0+4UcoepMeBWpF400zyk4v8AoP8AmG3P/wAboAf4j/5CXh7/AK/z/wCiJa3a4jX/ABfp0moaEyi9xHe7jnT7gceTIOMpz17Vtf8ACaaZ6X//AILbn/43QAsH/I7Xv/YPg/8ARktblcTD4v04eMLyXF9sNjCo/wCJfcZyJJe3l571s/8ACaaZ6X//AILbn/43QAvhP/j11D/sI3X/AKNarXiT/kXdV/69Jf8A0A1zfhfxhp0NtfBhe/Nf3DDbp9weDIx7R/pVnxD4y02TQNTRRfbmtpQM6dcAcoe5joA6LSf+QVZf9cU/9BFcL8ZPveBP+xpsf5SVvaX4y01dNtFIvsiFAcadcn+Ef9M6434qeJLLU7rwJBALrzP+Eosj+9spol6SfxMgH60Aes0UUUAFFFFACMwXknA968A1bSfiR8JfiR4w1zwZ4U03x7oXiu5hv5bZ9VTT7yyuUgSFhudSskbLGhHIIJbivXfH3w98P/E7w7JoXibTxqelSSJK1uZXjyynKnKMDwfevkD4k+FfgD4A8S6no1p8GvEnit9KuLazv7zR5ZjbW9zcbPJgMklyuZG8yPgZxvGaAPoX4EeC/FOm6x428Y+M7fT9L17xVeW8x0jTZ/PisoYIRFGrSYG+QjJZgMdAOleu14T+yq/g5NP8WWfhLwFq/wAP5LHUEt9R0/WpQ0zTCMMDt86QqNjKQTgEMCM17tQA2SRIl3OyoPVjihnVFLMwVRySTxXkv7Qng3TfEWi215d/DOb4oXdvHNFBpq3MMccO5QS5WaRVySoAZQzjt1NeEfD+2tPG+hfs7+AdZ1CTxH4fnh1mXVrO7EirLdWQVUtJ0fDMIXlZdr8HyVJHSgD7REisu4MCvXdniiORZFDIwdT0KnIr4g1Cyj0nx7qfwitTLb+ALn4i6faHT45WWJLaXS2vJbNefliaaJfkBxhyOhxXr/wv0mw+Fv7QHxI8LeHbFrPwsNB03W00exUmK3uWe5jk8mMcKZFiQlRjJXNAHZ/tKf8AJHdX/wCvmx/9LYK9Pr5+/aC+Ji6n8KtTth4Y8TWu+5sf3tzpjJGuLyE8tnjpXsn/AAlX/UI1b/wF/wDr0AJ4g/5D3hn/AK/Jf/SaWt6uH1zxNv1vw639lamuy6kOGtsFv9HlGBzz1rb/AOEq/wCoRq3/AIC//XoAihgW68X69C4ykmnWiMPYvcivLf2Kbhh+zxoWmSE+fo13f6TIrdVMF5NGB/3yFrvLLxNt8ZavJ/ZWpndZWg2i2+YYe45Iz05/Q15R+zJ4h/sHWfjB4ebTNSY2XjS7u440gyY4rqKKdQRnjl3oA9x8F/8AIHn/AOv+8/8ASmSpPGv/ACJ+t/8AXlN/6AawfCHibydJmX+ytTf/AE27bKW2RzcSHHXrUnjDxN53hTWE/srVE3Wco3PbYA+Q8k56UAdfbf8AHvF/uD+VZHiT/j+8P/8AYQ/9oy1Fb+KsW8Q/sjVfuj/l19vrWV4g8TeZeaGf7K1Ndt9u+a2xn91IMDnrzQB21YkX/I63X/YPh/8ARklN/wCEq/6hGrf+Av8A9esePxN/xWFzJ/ZWqc2ES7fs3zf6yTnGelAHa1ieFf8AUal/2ELj/wBDNN/4Sr/qEat/4C//AF6x/DPiby4dQ/4lWqNm/nb5bbOMueOvWgDpte/5Aeo/9e0n/oJp2i/8gew/64R/+gisLXPFG/Rb9f7J1Rc28gy1tgD5T707SPFG3SbJf7J1Q4gQZFtwflHvQBd8Ufd0r/sIQ/zNbdcV4k8TeYumf8SrVF238LfNbYzyeBz1rY/4Sr/qEat/4C//AF6AHSf8jrB/2D5P/RiVt1xT+Jv+Kwhk/srVP+PB12/Zvm/1ic4z0rY/4Sr/AKhGrf8AgL/9egA8M/8AH54g/wCwi3/oqKte8/485/8Arm38q47w74m8u710/wBlam26/LfLbZx+6jGDz14rVu/FW61mH9kaqPkbra+31oAteDf+RR0X/ryh/wDQBUHjT/kF2v8A2ELP/wBKI6zPCfibyvC2jp/ZWqPttIhuW2yD8g5BzUPi7xN5um2w/srU0xfWrZa2wOJ0OOvWgDuKwb3/AJHjSf8Arwu//RlvS/8ACVf9QjVv/AX/AOvWJeeJt3jLS5P7K1MbbG6Xabb5jl4OQM9OP1FAHcVg+Hv+Q34o/wCv+P8A9JYKX/hKv+oRq3/gL/8AXrE0HxN5eseI2/srU233sZwttkr/AKNCMHng8Z/EUAdxWF4F/wCRN0X/AK9I/wD0EUf8JV/1B9W/8Bf/AK9YvgvxN5PhLSE/srU322sY3JbZB47HNAG142/5F+T/AK72/wD6PSt2uI8YeJvO0J1/srU0/fwHc9tgcTIfWtr/AISr/qEat/4C/wD16ADVP+Rs0L/rnc/ySt2uI1LxNu8UaK/9lamNsdx8ptuTkJ05ra/4Sr/qEat/4C//AF6AE0f/AJGjxB9bf/0XW9XEaT4m2+JNdf8AsrUzuMHyi25GI+/NbX/CVf8AUI1b/wABf/r0AHgf/kWbT/ek/wDRjUeOf+RR1T/rl/UVi+DfE3k+HbVP7K1N8NJ8yW2R/rG96PGnibzvC+pJ/ZWppuixue2wByOvNAHbVh67/wAjB4b/AOvmX/0nko/4Sr/qEat/4C//AF6xda8Tb9c8Pt/ZWprsuJThrbBP7iQcc80AdvWDYf8AI7az/wBeVn/6HcUv/CVf9QjVv/AX/wCvWLY+JtvjDV5P7K1M7rO1G0W3zDDz8kZ6c/oaAO3rC8G/8geX/r+vP/SmWj/hKv8AqEat/wCAv/16xvCXibytJlX+ytTf/Tbs5W2yObiQ469eaANzxp/yJ+t/9eU3/oBrXh/1Sf7orjvF3ibzvCusJ/ZWqJutJRue2wB8h5Jz0rVi8Vfuk/4lGrdB/wAuv/16AHeI/wDkJeHv+v8AP/oiWt2uJ8QeJvM1DQT/AGVqa7b3dhrbBP7mUYHPXmtn/hKv+oRq3/gL/wDXoAWD/kdr3/sHwf8AoyWtyuJh8TY8YXkn9lanzYwrt+zfMMSS84z05/Stn/hKv+oRq3/gL/8AXoAXwn/x66h/2Ebr/wBGtVrxL/yLuq/9ekv/AKAa5vwv4m8u2vh/ZWpvm/uW+W2zjMjcdetWfEPijzNA1Nf7J1Rd1tKNzW2APkPXmgDotJ/5BVl/1xT/ANBFcL8ZPveBP+xpsf5SVvaX4p26ZaD+yNVOIUGRa8fdHvXG/FTXf7QuvAkX9n39t/xVFkfMuINi9JO+aAPWaKKKACiiigArwKb4f6B8RvE3xm8NaVrOp2lxd3mm3l5cR26+Tp2qJDG8bwuT+8cLDbOyEYHHPzED32vFvFnwR8XWvjjWvE/w68f/APCHza6Y5dV06+0tNQtZpkjEazICytG5RVU4JB2jigCH9nPSm03xN8Sv7Z8S3niXxwup28Gsz3WnpYoqJbr9m8mJGYeW0bFg2ckk5Axivb684+DvwjuPhqNf1HWPEVx4s8VeILlLrU9XuIFgDlEEcUccS8IiKMAZJ5PNej0AcV46+Hl/4uvrW803xp4g8JzQxNC66S8LRTKTnLJNG67h2YYPNczN+zT4ct/CvhrStI1HVtD1Hw7dzX9hrtrOr3ouJt32h5GkVlk83e28MuDkcDAr1uigDyN/2afDs3g640eXU9Xk1afV18QP4kM6/wBo/wBorgJcBguwEKAgULt28YrpPhz8KrP4fXmt6pJquoeIfEGtPE1/rGqMhmlWJSsUYEaqiIgLYVVHLMeSa7iigDzD9pT/AJI7q/8A182P/pbBXp9eI/tQeJNSt/h/qmmx+FtUurJriwJ1eKa1Fsv+lwnBVphL144jPJ9Oa9S/t3Uv+hdvv+/1v/8AHKAG+IP+Q94Z/wCvyX/0mlreridc1rUG1vw6zaDeIVupCqmaDLf6PKMD95+PPpW1/bupf9C7ff8Af63/APjlADbH/keNZ/68bP8A9Dua8l8A/wDFO/tgfFTTG+Vdf0LSNciXHUxGa1kP/jqV6FZa1qA8Zau40G8LtZWgMfnQZUB7jB/1mOcn8q8n8daxfeHf2tvhlrR0S7i/t3RNU0F0aWHMjRmK6jAIfH8MnUj2oA9w8F/8gef/AK/7z/0pkqTxr/yJ+t/9eU3/AKAaw/CGtahHpMwXQbyUfbbs7lmgHJuJCRzJ26fhT/F+tahJ4U1lW0C8jVrOUF2mgIX5DzxJQB11t/x7xf7g/lWR4k/4/vD/AP2EP/aMtMt9c1H7PF/xTt6flH/La39P+ulZPiDWtQa80MtoF4hW+yAZoPmPlScD95/nFAHa1iRf8jrdf9g+H/0ZJSf27qX/AELt9/3+t/8A45WPHrWof8Jhcv8A2BebvsEQ2edBkDzJOf8AWY//AFUAdpWJ4V/1Gpf9hC4/9DNJ/bupf9C7ff8Af63/APjlY/hnWtQSHUNugXkmb+cnE0Awd545koA6XXv+QHqP/XtJ/wCgmnaL/wAgew/64R/+gisPXNc1FtF1AHw9eoDbyAsZoMD5Tz/rKdpGuaiuk2QHh69YCBAGE0HPyjn/AFlAFzxR93Sv+whD/M1t1xfiTWtQddM3aBeJi/hIzNBycnjiStj+3dS/6F2+/wC/1v8A/HKAFk/5HWD/ALB8n/oxK264t9a1D/hMIW/sC83fYHGzzoM48xOf9Zitj+3dS/6F2+/7/W//AMcoATwz/wAfniD/ALCLf+ioq17z/jzn/wCubfyrj/Dutagl1rpXQLxy1+SQJoPlPlR8HMn+c1q3euaibWYHw7egbG586D0/66UAWfBv/Io6L/15Q/8AoAqDxp/yC7X/ALCFn/6UR1m+E9a1CPwto6roF5Iq2cIDrNAA3yDnmSofF2tahJptsG0G8jH261OWmgPInTA4k79KAO3rBvf+R40n/rwu/wD0Zb07+3dS/wChdvv+/wBb/wDxysW81rUD4y0tzoN4HFjdAR+dBkgvBk/6zHGB+dAHbVg+Hv8AkN+KP+v+P/0lgp39u6l/0Lt9/wB/rf8A+OVi6DrWoLrHiQroF45a9jLKJoPlP2aEYP7z8ePWgDtqwvAv/Im6L/16R/8AoIpf7d1L/oXb7/v9b/8AxysXwXrWoR+EdIVNAvJVFrGA6zQAH5RzzJmgDZ8bf8i/J/13t/8A0elbtcT4w1rUJNBcNoF5EPPgO5poCP8AXJ6SVtf27qX/AELt9/3+t/8A45QAmqf8jZoX/XO5/klbtcTqWtag3ijRWOgXissdxhDNBluE6fvO1bX9u6l/0Lt9/wB/rf8A+OUAN0f/AJGjxB9bf/0XW9XE6TrWoL4k11hoF4zMYMqJoMr+77/vK2v7d1L/AKF2+/7/AFv/APHKAE8D/wDIs2n+9J/6Majxz/yKOqf9cv6isbwbrWoR+HbVV0C8lXdJ8yzQAH943rJR401rUJPC2pK2gXkSmLl2mgIHI9JKAO1rD13/AJGDw3/18y/+k8lL/bupf9C7ff8Af63/APjlYuta1qDa54fY6BeKVuJSFM0GW/cScD95+PPpQB21YNh/yO2s/wDXlZ/+h3FO/t3Uv+hdvv8Av9b/APxysWx1rUB4w1dxoF4WaztQU86DK4efB/1mOcn8qAO2rC8G/wDIHl/6/rz/ANKZaX+3dS/6F2+/7/W//wAcrG8Ja1qEekyhdAvJB9tuzuWaAdbiQkcydun4UAbfjT/kT9b/AOvKb/0A1rw/6pP90VyHi7WtQk8K6wraBeRq1nKC7TQEL8h54krUi13UfLT/AIp2+6D/AJbW/wD8coAXxH/yEvD3/X+f/REtbtcVr+tag2oaCW0C8Qre5AM0HzHyZeB+8/n6Vs/27qX/AELt9/3+t/8A45QAQf8AI7Xv/YPg/wDRktblcVDrWof8JheP/YF4WNjCDH50GQPMl5/1mP8A9VbP9u6l/wBC7ff9/rf/AOOUAHhP/j11D/sI3X/o1qteJf8AkXdV/wCvSX/0A1zvhfWtQS2vtugXkmb+5JxNAMHzG45k7VZ8Q63qLaBqat4fvUU20oLGaDA+Q8/6ygDoNJ/5BVl/1xT/ANBFcL8ZPveBP+xpsf5SV0Gl65qK6baAeHr1gIUwRNBz8o/6aVxnxV1S8urrwJHPo91ZJ/wlFkfNlkiYdJOMK5P6UAesUUUUAFFFFABXzJ8QvjD4/b4ga22harpejeGPDHiTR9Bu9Ols/PvNRN29v5khcsBFGFuMLhSWKNyK948feJtT8JeHJdR0nw1feLL1HRF0zTZIo5WBOCwMrKuB1618h/ELVdF+OnjzUbTVP2ffG0vizSobZr+fSdatrSRFzvgWaSK5CswxuVWJYDBGBg0AfTfw/wDH1/4k+JXxK8OXTW89r4dvLNLSe3XBCTWyyNE/JBdW3Htw68V6JXhn7J+q+H5/C/iHSfD/AIE1DwENJ1Nre+s9WuY5rua6KhnklYSO5YgphnPzKVK5Fe50AFFFFABRRRQB5h+0p/yR3V/+vmx/9LYK9PrxH9p/UvEcfw+1W2t9Cs59GNxYbtQfUikoP2uEkeT5Rzzx9/39q9R/tDxF/wBAWw/8GTf/ABmgBPEH/Ie8M/8AX5L/AOk0tb1cPrl9r51vw6X0iyVxdSbFGoMQx+zy8E+Vxxn16Vt/2h4i/wCgLYf+DJv/AIzQAlj/AMjxrP8A142f/odzXkn7WX/Ejs/ht4wHyjw74x0+WeT+7bzlrWTPt++X8q9Bsr7X/wDhMtXI0iyMpsrQMv8AaDYA33GDnyuc89uMe/HFftOaD4i8bfAHxzpY0ezSX+zJLmF479nZZYf3yEDyhk7ox3FAHp/gv/kDz/8AX/ef+lMlSeNf+RP1v/rym/8AQDXn/wACvG2seNPhToHiCy0uznttUie9V3v2Q/vJGcjHlHoSR17V03i++19vCmsCXSLFIzZy7mXUGYgbDkgeSM/nQB19t/x7xf7g/lWR4k/4/vD/AP2EP/aMtRW9/wCIvs8WNGsSNo/5iTen/XGsrxBfa+15oe/SLJSL7KgagxyfKk4P7njjPNAHbViRf8jrdf8AYPh/9GSU3+0PEX/QFsP/AAZN/wDGax477X/+EwuT/ZFl5n2GIFf7QbGPMk5z5P14xQB2tYnhX/Ual/2ELj/0M03+0PEX/QFsP/Bk3/xmsfwzfa+sOoeXpFi4+3Tk7tQYYO85H+p/WgDpte/5Aeo/9e0n/oJp2i/8gew/64R/+gisLXL7xCdFvw+j2Kr9nkyRqLEgbT28mnaRf+IRpNkF0exZfITBOosMjaP+mNAF3xR93Sv+whD/ADNbdcV4kvtfZdM36RYp/p0JXGoMcnJwP9Tx9a2P7Q8Rf9AWw/8ABk3/AMZoAdJ/yOsH/YPk/wDRiVt1xT32v/8ACXwn+yLLzPsLjb/aDYx5ic58n9MVsf2h4i/6Ath/4Mm/+M0AHhn/AI/PEH/YRb/0VFWvef8AHnP/ANc2/lXHeHb7X1u9c2aRZMTfktnUGGD5UfA/dc8Y5961Lu/8RfZZs6NYgbGz/wATJvT/AK40AW/Bv/Io6L/15Q/+gCoPGn/ILtf+whZ/+lEdZfhO+19fC2jiPSLF4xZxbWbUGUkbBgkeScVF4uvtfbTbYSaRZIv261IK6gzc+emB/qh3oA7isG9/5HjSf+vC7/8ARlvS/wBoeIv+gLYf+DJv/jNYl5fa/wD8JlpZOkWQlFjdBV/tBsEb4MnPlcdu3f2oA7isHw9/yG/FH/X/AB/+ksFL/aHiL/oC2H/gyb/4zWJoN9r41jxGU0iyZjexlwdQYBT9mh4B8rnjB7daAO4rC8C/8ibov/XpH/6CKP7Q8Rf9AWw/8GTf/GaxfBd9r6+EtIEWkWUkYtY9rNqDKSMDkjyjj86ANrxt/wAi/J/13t//AEelbtcR4wvtfbQnEukWSJ58HzLqDMf9cmOPKHetr+0PEX/QFsP/AAZN/wDGaADVP+Rs0L/rnc/ySt2uI1K+18+KNFLaRZCQR3G1RqDEHhM5Pk8Vtf2h4i/6Ath/4Mm/+M0AJo//ACNHiD62/wD6Lrerh9JvtfHiTXSukWTOTBuU6gwA/d8YPlc1t/2h4i/6Ath/4Mm/+M0AHgf/AJFm0/3pP/RjUeOf+RR1T/rl/UVi+Db7X18O2oi0iydN0mGbUGU/6xu3lGjxnfa+3hfUhLpFlHH5XLLqDMRyO3lCgDtqw9d/5GDw3/18y/8ApPJSf2h4i/6A1h/4Mm/+M1ja1fa+dc8PltIslcXEuxRqDEMfIk6nyuOM+tAHb1g2H/I7az/15Wf/AKHcUv8AaHiL/oC2H/gyb/4zWJY32v8A/CYauRpFkZDZ2u5f7QbAG+fBz5XOee3b3oA7isLwb/yB5f8Ar+vP/SmWj+0PEX/QFsP/AAZN/wDGaxfCV9r66TKI9IsnX7bdnLagy8/aJMj/AFPY5HvQBu+NP+RP1v8A68pv/QDWvD/qk/3RXHeLr7X28K6wJNIsUjNpLuZdQZiBsOSB5IzWpFqHiLy0/wCJNYdB/wAxJv8A4zQA/wAR/wDIS8Pf9f5/9ES1u1xGv32vtqGg79IslIvcqBqDHJ8mXg/ueOM1tf2h4i/6Ath/4Mm/+M0ALB/yO17/ANg+D/0ZLW5XEw32v/8ACYXhGkWXmfYYQV/tBsAeZLg58n68Y7Vs/wBoeIv+gLYf+DJv/jNAC+E/+PXUP+wjdf8Ao1qteJf+Rd1X/r0l/wDQDXN+F77X1tr7y9IsnH2+5J3agwwfMbI/1P61Z8Q33iBtA1MPo9iqfZpdzDUWJA2HnHk80AdFpP8AyCrL/rin/oIrhfjJ97wJ/wBjTY/ykre0u/8AEI020C6NYlfJTBOosM/KP+mNcb8VLrWJrrwIt7ptrbQ/8JRZfvIbxpWziT+Exr/OgD1miiigAooooAK8M8RfCX4jeGfiB4j8TfDPxTolpb+JJIrnUdH8SWEk0S3CRLF5sUkTqwyiICpBGRmvc6+a/ih+0N8Q9K8ReJ4fBfhjw9caF4c1Wx0O7v8AXr+aOSa7uvIx5ccaHEafaY9zMeecA4xQB6N8F/hZrfgW68T694r8QQ+I/FniW5iuL64s7X7NaxLFGI4ooo8k4Vc/MTk55r06vKfgj8QvGHizVPGWh+OtO0XStf8AD95DAbfRZpZYniliEkcu6QDIYE44BG1gQO/q1ABRRRQAUUUUAeYftKf8kd1f/r5sf/S2CvT68Q/aek8Vf8K/1VbaDRzoP2mwzJLNKLr/AI+4c4ULt+9/tdK9Rx4m/vaT+Uv+NAB4g/5D3hn/AK/Jf/SaWt6uH1z/AISL+2/Du86Xv+1SbNokxn7PLnPPpmtrHib+9pP5S/40AFj/AMjxrP8A142f/odzWzdW8d5bSwSqHilQo6noVIwRXGWQ8Rf8Jjq+Dpfm/YrTdkSbcb7jGOevX9K2seJv72k/lL/jQB5F+xXINN+Ddx4Tds3PhDXdS0CX/tlcM0f/AJDkjr2Hxr/yJ+t/9eU3/oBr5w+CMuueEf2j/il4bjexVfEaR+KbdJQ+zcs0lpc7cf7UcR/EV7r4v/4SP/hFdY806X5X2OXdsEm7Gw5xz1oA6+2/494v9wfyrI8Sf8f3h/8A7CH/ALRlqK3Hib7PHhtJxtHaX0+tZPiD/hIvtmh7zpeft3ybRJ18qTrz0xmgDt6xIv8Akdbr/sHw/wDoySmY8Tf3tJ/KX/GseP8A4SL/AIS+5w2l+b9hizxJtx5kmO/XrQB21YnhX/Ual/2ELj/0M0zHib+9pP5S/wCNY/hn/hIvJ1DyzpePt0+7cJOu85xz0oA6fXv+QHqP/XtJ/wCgmnaL/wAgew/64R/+gisHW/8AhJP7Fv8Ae2lbPs8mdolzjaenNO0geJf7JstraVt8hMbhLnG0e9AF7xR93Sv+whD/ADNbdcT4k/4SPbpvmHS/+P6HbtEnXJxnnpWxjxN/e0n8pf8AGgB8n/I6wf8AYPk/9GJW3XEv/wAJH/wl8POl+b9hfHEm3HmJ79a2MeJv72k/lL/jQAvhn/j88Qf9hFv/AEVFWvef8ec//XNv5Vx3h3/hIvtWueWdLz9vO/cJPveVH056YxWpdjxL9lmy2k42NnAl9PrQBb8G/wDIo6L/ANeUP/oAqDxp/wAgu1/7CFn/AOlEdZfhP/hI/wDhF9I8o6X5f2SLbvEmcbBjPPWofF3/AAkX9m23mnS9v261xsEmc+emO/TNAHc1g3v/ACPGk/8AXhd/+jLejHib+9pP5S/41i3n/CRf8JlpeTpfm/YbrbgSbcb4M5569P1oA7isHw9/yG/FH/X/AB/+ksFGPE397Sfyl/xrF0H/AISL+2PEew6Xv+2x79wkxn7ND056Yx+OaAO4rC8C/wDIm6L/ANekf/oIpMeJv72k/lL/AI1i+C/+Ei/4RLSPKOl+V9lj27xJuxgdcGgDb8bf8i/J/wBd7f8A9HpW7XEeMP8AhIv7CfzTpezz4PuCTOfOTHf1rZx4m/vaT+Uv+NAC6p/yNmhf9c7n+SVu1xGpf8JF/wAJRou46X5nl3G3Akx0TOea2ceJv72k/lL/AI0AGj/8jR4g+tv/AOi63q4fSf8AhIv+Ej13adL8zMG/Ikx/q+Mc1tY8Tf3tJ/KX/GgBfA//ACLNp/vSf+jGo8c/8ijqn/XL+orE8G/8JF/wjtr5R0vy90mN4kz/AKxvejxn/wAJF/wi+o+adL8vyvm2CTPUdMmgDt6w9d/5GDw3/wBfMv8A6TyUmPE397Sfyl/xrG1r/hIv7c8P7zpe/wC0S7NokxnyJM559M0AdvWDYf8AI7az/wBeVn/6HcUY8Tf3tJ/KX/GsWx/4SL/hMNWwdL837Ha7siTbjfPjHPXr+lAHcVheDf8AkDy/9f15/wClMtJjxN/e0n8pf8axvCX/AAkX9ky+UdL2/bbv74kzn7RJnv0zmgDd8af8ifrf/XlN/wCgGteH/VJ/uiuO8Xf8JH/wiuseadL8v7JLu2CTONhzjnrWpEPE3lphtJ6DtL/jQA/xH/yEvD3/AF/n/wBES1u1xGv/APCRf2hoO86Xu+2/JtEmM+TL156YzWzjxN/e0n8pf8aAHQf8jte/9g+D/wBGS1uVxEP/AAkX/CYXmDpfm/YYc8SbceZLjv161s48Tf3tJ/KX/GgB3hP/AI9dQ/7CN1/6NarXiX/kXdV/69Jf/QDXN+F/+Ei+zX3lnS8fb7jO4Sfe8xs456Zqz4g/4ST+wNS8w6Xs+zS7tokzjYc45oA6LSf+QVZf9cU/9BFcL8ZPveBP+xpsf5SVvaX/AMJL/ZtptbStvkpjIlzjaPeuN+Kn9tfavAn242Bg/wCEosv+PcPuziT14oA9ZooooAKKKKAMLxx4ln8H+Fr/AFe20TUPEU9qoZdM0pFe5nywGEDEAkZz16A14V8TtT0qHXPG2kT/AAT8d+JLbxJDbLql9pMcRtropEPLdM3ClJEBCl1AOY15O0GvpKvnC++LH/Cj/jJ4/ufH1n4mk0rWZLSTQ9TsbC4v7FbZIFVoAsIbypRL5rHKjcHU5OBQB0f7L+g6boei6+1l4O8YeGLu6u0lu7rxtOJ72/YIFVvM81yVRQFAOMdupr2yvEv2cdX1fxTrXxF8SNYa1pXhDV9Vin0K115HjuCBAq3EqxOd0cTyDKqcfxHAzXttABRRRQAUUUUAeYftKf8AJHdX/wCvmx/9LYK9PrxD9qDT/E0nw/1S4tta0+HQxcWG6xk01nnJ+1w5Im84Ac4P3Pb3r1L+z/EP/QZsv/Bef/jtACeIP+Q94Z/6/Jf/AEmlrerh9csdeGt+HQ2rWbObqTYRYkBT9nl5P7znjP51t/2f4h/6DNl/4Lz/APHaAEsf+R41n/rxs/8A0O5rerh7Kx17/hMtXA1azEgsrQs32E4I33GBjzOMc/n7Vt/2f4h/6DNl/wCC8/8Ax2gDwP4i/wDFF/FH4RePF+S2PiDU/C2oOO8N7LJ5Jb2WaJPxevf/ABr/AMifrf8A15Tf+gGvFPjL8PfEHj79n3xfYWmoW73tvLdahYolmQ/2q3unmjKt5nBLxjtxnFdR4c8Var8SvgbZ+K4NXs2tNW0QXhjWxIKlossmfM4IOV6dRQB6xbf8e8X+4P5VkeJP+P7w/wD9hD/2jLUVvp/iH7PFjWLMDaP+YefT/rrWV4gsdeW80Pfq1mxN9hSLEjB8qTn/AFnPGaAO2rEi/wCR1uv+wfD/AOjJKb/Z/iH/AKDNl/4Lz/8AHax47HXv+EvuR/a1n5n2GIlvsJxjzJOMeZ9aAO1rE8K/6jUv+whcf+hmm/2f4h/6DNl/4Lz/APHax/DNjrzQ6hs1azT/AE6cHNiTk7zk/wCsoA6bXv8AkB6j/wBe0n/oJp2i/wDIHsP+uEf/AKCKwtcsPEA0W/LaxZsv2eTIFgRkbT/01p2kWHiA6TZFdYs1XyEwDYE4G0f9NaALvij7ulf9hCH+ZrbrivEljryrpu/VrNs30IXFiRg5OD/rK2P7P8Q/9Bmy/wDBef8A47QA6T/kdYP+wfJ/6MStuuKex17/AIS+Ef2tZ+Z9hc7vsJxjzE4x5lbH9n+If+gzZf8AgvP/AMdoAPDP/H54g/7CLf8AoqKte8/485/+ubfyrjvDtjrzXWubNWs1IvyGzYk5PlR8j95xxitS70/xD9lmzrFmRsbP+gH0/wCutAFvwb/yKOi/9eUP/oAqDxp/yC7X/sIWf/pRHWX4TsdebwvpBj1ezSM2kW1WsCSBsGBnzOai8XWOvLptsZNWs3X7dagBbEjnz0wf9Z60AdxWDe/8jxpP/Xhd/wDoy3pf7P8AEP8A0GbL/wAF5/8AjtYl5Y69/wAJlpYOrWZkNjdFW+wnAG+DIx5n0/KgDuKwfD3/ACG/FH/X/H/6SwUv9n+If+gzZf8AgvP/AMdrE0Gx146x4jCatZqwvYw5NiTuP2aHkfvOOMD8KAO4rC8C/wDIm6L/ANekf/oIo/s/xD/0GbL/AMF5/wDjtYvgux15vCWkGLVrOOM2se1WsSxA2jjPmc0AbXjb/kX5P+u9v/6PSt2uI8YWOvLoTmTVrN08+D5VsSD/AK5Mc+Z61tf2f4h/6DNl/wCC8/8Ax2gA1T/kbNC/653P8krdriNSsdeHijRQ2rWZkMdxtb7CQBwmePM5ra/s/wAQ/wDQZsv/AAXn/wCO0AJo/wDyNHiD62//AKLrerh9JsdePiTXQurWYcGDcxsSQfk4wPM4rb/s/wAQ/wDQZsv/AAXn/wCO0AHgf/kWbT/ek/8ARjUeOf8AkUdU/wCuX9RWL4Nsdebw7amLVrNE3SYVrEk/6xu/mUeM7HXl8L6kZdWs3j8rlVsSpPI7+ZQB21Yeu/8AIweG/wDr5l/9J5KT+z/EP/QZsv8AwXn/AOO1ja1Y68Nc8PhtWs2c3EuxhYkBT5EmcjzOeM0AdvWDYf8AI7az/wBeVn/6HcUv9n+If+gzZf8AgvP/AMdrEsbHXv8AhMNWA1azEgs7Xc32E4I3z4GPM4xz+dAHcVheDf8AkDy/9f15/wClMtH9n+If+gzZf+C8/wDx2sXwlY682kymPVrNF+23Yw1iTz9okyf9Z3OTQBu+NP8AkT9b/wCvKb/0A1rw/wCqT/dFcd4usdeXwrrBk1ezeMWku5VsSCRsORnzOK1ItP8AEPlJ/wATmy6D/mHn/wCO0AP8R/8AIS8Pf9f5/wDREtbtcRr9jry6hoW/VrNmN7hSLEjB8mXk/vOeM1tf2f4h/wCgzZf+C8//AB2gBYP+R2vf+wfB/wCjJa3K4mGx17/hMLwDVrPzPsMJLfYTjHmS4GPM+v51s/2f4h/6DNl/4Lz/APHaAF8J/wDHrqH/AGEbr/0a1WvEv/Iu6r/16S/+gGub8L2OvNbX3l6tZoPt9wDmxJyfMbJ/1lWfENjr66BqZfV7NkFtLuUWBBI2HjPm0AdFpP8AyCrL/rin/oIrhfjJ97wJ/wBjTY/ykre0uw8QHTLQrrFmF8lMD7AT/CP+mtcb8VLTV4brwI15qNtcw/8ACUWX7uO0MZziTvvP8qAPWaKKKACiiigAr5m17VPFvjv41eNtAuvivJ8M9P0P7L/Zul2Nta+bewSQhmumknVtw8zfHtUfKU568+8+OfHWj/DvQH1fWp5IrYSLDFHDE0s08znCRRRqCzux4CgV8u/FbUPA3ib4lXV3L8DNJ8UQQ6ppeleIPEmtNFDLb3N35CpCse12leNJot3IA6ZNAH0J8I/D974f0/UEvfiJefENpJVK3F4tsDbYH3B5CqOevNd9XlHwX0/wb4V8VePfCXhTwfY+EZNGu7X7SNPRVS8SW3EkUvAGDy67TnG3Oea9XoA474heNta8J/YYtC8Far4yvLoSMUsZre3igVNuTJLM6gE7vlUZJwemM1x0P7S+j6l4A8M+INJ0TVdS1XxHfSaXp/h1VjjuzdxGQTxyFnCIsflSFnLYAXjORUf7SHxub4V6ZpWkafut9e8QPJBbalNayzWmnRqB5lzL5aksVDDbGOXYgcDJHlzN4W8C2vwQ8UeG7i91XwL4W1DUbHVdUa0mMsct1bsDdTIUDYMxO5sYBl9KAPUY/wBpvSrXw3r1zqvh/VtM8S6Nqdvo0/hg+VLdy3dwFNukTK/lusgcEPuAwGzjBro/h18XW8ZeJta8L6x4dvvCXinSoIbyXTb6aKYS20pYJNFJEzKy7kZT0IIxXzV4qjuvEXjHxJ8XdM06+vPB1r4y8PXayJaSeZc2lnbyw3F1HFt3PGrXHUDkRMRwK9Z8C6hH8Vv2hvEvjTw1PcL4ctfCkGgQ6z9nZEnu2uZZ2MQkXDiNSmTgjL49aAOw/aU/5I7q/wD182P/AKWwV6fXz7+0B4N8T2fwr1Oa68f6jqEC3Njut5NPs0D/AOmQgcrECMHng9q9l/4R/Uf+hl1D/vzb/wDxqgBPEH/Ie8M/9fkv/pNLW9XD65od+uueHVPiG+ctdSAMYrfK/wCjynI/d/hz61t/8I/qP/Qy6h/35t//AI1QAlj/AMjxrP8A142f/odzW9XD2Wh358Zaug8Q3wZbK0Jk8q3ywL3GAf3eOMH8z7Vt/wDCP6j/ANDLqH/fm3/+NUAN8GKG0WcEZBvrwEH/AK+ZK8I+B7HwXoPxh+Fkx2nwrfXNzpyH/oG3qNcQY9drGZPbaBXr3hDQ7+TSZiviG+iH227G1Yrcji4kBPMffr+NeGftBaTefC74teFvHJ1m7bTfEdlceENYmeOEYZlaayJwgGPNEiFjz+8ABFAH1Nbf8e8X+4P5VkeJP+P7w/8A9hD/ANoy1Fb6BqJt4v8AipNQHyj/AJY2/p/1yrK8QaHqC3uhg+Ib5y19gForf5T5UnIxH/P1oA7asSL/AJHW6/7B8P8A6Mkpv/CP6j/0Muof9+bf/wCNVjx6HqH/AAmFyn/CQ3277DEfM8q3zjzJOP8AV4//AF0AdrWJ4V/1Gpf9hC4/9DNN/wCEf1H/AKGXUP8Avzb/APxqsfwzoeoPDqG3xDfR4v5wdsVvyd555j70AdNr3/ID1H/r2k/9BNO0X/kD2H/XCP8A9BFYWuaDqC6Lfk+I79wLeQlTFb4Pynj/AFVO0jQdQbSbIjxHfqDAhCiK3wPlHH+qoAu+KPu6V/2EIf5mtuuK8SaHqCLpm7xDfPm/hA3RW/ByeeI62P8AhH9R/wChl1D/AL82/wD8aoAdJ/yOsH/YPk/9GJW3XFPoeof8JhCn/CQ3277A58zyrfOPMTj/AFeK2P8AhH9R/wChl1D/AL82/wD8aoAPDP8Ax+eIP+wi3/oqKte8/wCPOf8A65t/KuO8O6HqD3euhfEN8m2/IJWK3+Y+VHycx9fp6Vq3egaiLWY/8JJqB+RuPJt/T/rlQBa8G/8AIo6L/wBeUP8A6AKg8af8gu1/7CFn/wClEdZfhPQtQk8LaOy+Ib+NWs4iEWK3wvyDgZjzUXi7Q7+PTbYt4hvpB9utRhorfgmdADxH260AdxWDe/8AI8aT/wBeF3/6Mt6X/hH9R/6GXUP+/Nv/APGqxLzQ78eMtLQ+Ib4sbG6Ik8q3yAHg4/1eOcj8qAO4rB8Pf8hvxR/1/wAf/pLBS/8ACP6j/wBDLqH/AH5t/wD41WJoOh37ax4jA8Q3yFb2MFhFb5b/AEaE5P7v3xx6UAdxWF4F/wCRN0X/AK9I/wD0EUf8I/qP/Qy6h/35t/8A41WL4L0O/k8JaQ6+Ib6JWtYyEWK3IXjoMx5oA2vG3/Ivyf8AXe3/APR6Vu1xHjDQ7+PQXZvEN9KPPgG1orcD/XJzxH261tf8I/qP/Qy6h/35t/8A41QAap/yNmhf9c7n+SVu1xGpaHqC+KNFU+Ib5maO4w5it8rwnT933ra/4R/Uf+hl1D/vzb//ABqgBNH/AORo8QfW3/8ARdb1cRpOh37eJNdUeIb5WUwZYRW+W/d9/wB3/Ktr/hH9R/6GXUP+/Nv/APGqADwP/wAizaf70n/oxqPHP/Io6p/1y/qKxfBuh6hJ4dtWXxDfRKWk+VYrcgfvG9Y6PGmh38fhfUWbxDfSqIuUaK3API9I80AdtWHrv/IweG/+vmX/ANJ5KP8AhH9R/wChk1D/AL82/wD8arF1rQ9QXXPD6nxDfMWuJQGMVvlf3EhyP3f4c+tAHb1g2H/I7az/ANeVn/6HcUv/AAj+o/8AQy6h/wB+bf8A+NVi2Oh358Yaug8Q3wZbO1Jk8q3y2XnwD+7xxg/nQB29YXg3/kDy/wDX9ef+lMtH/CP6j/0Muof9+bf/AONVjeEtDv5NJlK+Ib6MfbbsbVit8cXEgJ5j79fxoA3PGn/In63/ANeU3/oBrXh/1Sf7orjvF2h6hH4V1hm8Q30qraSko0VuA3yHg4jzWrF4f1Hyk/4qTUOg/wCWNv8A/GqAHeI/+Ql4e/6/z/6IlrdrifEGh6guoaCD4hvnLXuATFb/ACnyZeR+7/n61s/8I/qP/Qy6h/35t/8A41QAsH/I7Xv/AGD4P/RktblcTDoeof8ACYXif8JDfBhYwnzPKt8keZLx/q8f/rrZ/wCEf1H/AKGXUP8Avzb/APxqgBfCf/HrqH/YRuv/AEa1WvEv/Iu6r/16S/8AoBrm/C+h6hJbX23xDfR4v7kHbFb8kSNzzH1NWfEOg6gmgamzeIr9wLaUlTFb4PyHjiKgDotJ/wCQVZf9cU/9BFcL8ZPveBP+xpsf5SVvaXoOotploR4j1BQYU4ENvx8o/wCmVcb8VNJvLO68CSTazd3qf8JRZDypo4QvSTnKoD+tAHrNFFFABRRRQBieMPBujePtBuNG16xj1DT5sMY3yCrA5V0YYKOp5DKQQRkGvmbxN8J7f4nfEzxpoHhXxvrHw/1TS7vSrrU7S+t4L2HVJIUiktr6NJG3gjykRnzhzHgg4NfWlfHvxu0/4V678ZL2S/8AhTqHjC9h1HT9I13xMuoPbW1jNcmJIYgPNBkYLJEzKi4AYZOTQB9AfCH4VRfDW21m5udfvPFfiPW7lbvVdbvgiyXDqgRFVEAWNEUAKo6ZPrXoVeSfA7w/4G8D69458J+DvD83h+40m8txfpJM8q3HmQLJFKhZ2O0hmXHByh4r1ugAooooAKSlooA8w/aU/wCSO6v/ANfNj/6WwV6fXiP7UHha4uvh/qmqDxDq1vAtxYA6ZC8Qtm/0uEZIMZf34bqK9T/4Rcf9BbVP/Ao/4UAM8Qf8h7wz/wBfkv8A6TS1vVxOueGwmueHF/tPUm33Ugy1ySR/o8p4446Vt/8ACLj/AKC2qf8AgUf8KAGWP/I8az/142f/AKHc1vVxNl4bDeMtXj/tPUhtsrQ7hcnccvccE46cfqa2/wDhFx/0FtU/8Cj/AIUAM8F/8gef/r/vP/SmSuR/aS8Aw/Ez4IeLtDf5bhrJrmzl7xXMP72Fx9HRfwzWt4Q8NibSZm/tPUk/027GEuSBxcSDPTrUnjDw2IfCmsv/AGnqT7bOU7XuSQfkPBGKAM/4A/Epfi18I/DniN08i/mt/I1C2Iw0F3ETHPGR2xIrfhium8Sf8f3h/wD7CH/tGWvAPBeh/wDCof2jtW8ISahf23hrx7A3iDR2Scqq6lGAt9D05Lr5cw/4FXs/iDw2I7zQx/aepNuvsfNck4/dScjjrQB2lYkX/I63X/YPh/8ARklH/CLj/oLap/4FH/CsaPw2P+EwuY/7T1Liwibd9pO7/WScZx0oA7SsTwr/AKjUv+whcf8AoZo/4Rcf9BbVP/Ao/wCFY3hnw2JIdQ/4mepLi/nX5bkjOHPPTrQB0uvf8gPUf+vaT/0E07Rf+QPYf9cI/wD0EVh654ZCaLqDf2pqbYt5DhrkkH5T7U/SPDIfSbJv7U1NcwIcLcnA+Ue1AFvxR93Sv+whD/M1t1xfiTw2I10z/iZ6k26/hX5rknHJ5HHWtn/hFx/0FtU/8Cj/AIUAEn/I6wf9g+T/ANGJW3XFv4bH/CYQx/2nqX/Hg7bvtJ3f6xOM46Vs/wDCLj/oLap/4FH/AAoAb4Z/4/PEH/YRb/0VFWvef8ec/wD1zb+Vch4d8NiS610f2nqS7b8r8tyRn91HyeOtal34XC2sx/tXVD8jdbo+n0oAs+Df+RR0X/ryh/8AQBUHjT/kF2v/AGELP/0ojrN8J+GxL4W0d/7U1JN1nCdq3JAHyDgcVD4u8NiHTbY/2nqT5vrVcNckjmdBnp1oA7esG9/5HjSf+vC7/wDRlvT/APhFx/0FtU/8Cj/hWJeeGwPGWlx/2nqR3WN0277Sdww8HAOOnP6CgDtqwfD3/Ib8Uf8AX/H/AOksFP8A+EXH/QW1T/wKP+FYmg+GxJrHiRf7T1Jdl7GMrckFv9GhOTxyef0FAHbVheBf+RN0X/r0j/8AQRTv+EXH/QW1T/wKP+FYvgrw2JvCOkP/AGnqSbrWM7UuSAOB0GKANjxt/wAi/J/13t//AEelbtcV4w8NiHQXb+09Sf8AfwDD3JI5mQelbX/CLj/oLap/4FH/AAoAbqn/ACNmhf8AXO5/klbtcVqXhsL4o0VP7T1I7o7j5jcnIwE6cVtf8IuP+gtqn/gUf8KAGaP/AMjR4g+tv/6LreridJ8NhvEmup/aepDaYPmFycnMffitv/hFx/0FtU/8Cj/hQA3wP/yLNp/vSf8AoxqPHP8AyKOqf9cv6isbwb4bE3h21b+09STLSfKlyQP9Y3tS+NPDYh8Lak/9p6k+2L7r3JIPI68UAdpWHrv/ACMHhv8A6+Zf/SeSl/4Rcf8AQV1T/wACj/hWNrXhsJrnh9f7T1Jt9xKMtcnI/cSHjjigDtawbD/kdtZ/68rP/wBDuKf/AMIuP+gtqn/gUf8ACsSx8NhvGGrp/aepDbZ2h3C5OTl5+Cce36mgDtqwvBv/ACB5f+v68/8ASmWnf8IuP+gtqn/gUf8ACsXwl4bEukyt/aepJ/pt2MJckDi4kGenWgDb8af8ifrf/XlN/wCgGteH/VJ/uiuQ8X+GxF4V1h/7U1J9tnKdrXJIPyHgjFakXhceWn/E11ToP+Xo/wCFAC+I/wDkJeHv+v8AP/oiWt2uK8QeGxHqGgj+09SbdfYy1ySR+5lORx14ra/4Rcf9BbVP/Ao/4UAJB/yO17/2D4P/AEZLW5XFQ+GwfGN5H/aepcWMLbvtJ3f6yXjOOnFbX/CLj/oLap/4FH/CgBPCf/HrqH/YRuv/AEa1WvEv/Iu6r/16S/8AoBrnfC/hsSW18f7T1JMX9yvy3JGcSNz061Z8Q+GRHoGpt/amptttZTta5JB+Q9eKAOg0n/kFWX/XFP8A0EVwvxk+94E/7Gmx/lJXQaX4ZDabaH+1dUGYUOBcnH3R7VxvxW0MWF14El+331x/xVFkNlxOXXpJ2xQB6vRRRQAUUUUAcX8V/ilpvwi8O2et6tGx0+bUrXT5Zy6xx2wmlEfnSMeFRc5Jr5a8fXnhn4jeOPGZ8D/GbQPCEP8AbOnX2qWeuC3ubK9vbdIJorm1kE6sBiOKNx0JjPQjNfaGpabaaxYzWV/aw3tnMuyW3uIxJG6+jKRgj618feJD8J/h/q3xVFr8MfC194lh1ux0rSdEuYoWl1G8mtoPLKRFP3MOZBnYCD5cjHmgD2v9nnw/pthD4l1oePLH4i+Jtau45tX1jTzEsKlIwkMKRxswjRUBwCSTkknmvX68T/ZwvpLG98Z+FNS8IeGfCniHQrq2+2/8IjHssbpZoRJE4yqsGA3KQ2egIODXtlABRRRQAUUUUAeYftKf8kd1f/r5sf8A0tgr0+vEP2oPBGn3vw/1TW5LnVVu1uLACGPVblLY4u4RzAsgjPB7r15616j/AMITpf8A0+f+B8//AMXQAeIP+Q94Z/6/Jf8A0mlrerh9c8H6bHrfh1B9rxJdSBs3sxP/AB7yng7+Onatr/hCdL/6fP8AwPn/APi6ACx/5HjWf+vGz/8AQ7mt6uHsvB+mt4y1eI/a9i2Vow/06bOS9xnnfk9BW1/whOl/9Pn/AIHz/wDxdAB4L/5A8/8A1/3n/pTJUnjX/kT9b/68pv8A0A1g+EPB+mz6TMz/AGvP227X5b6YcC4kA6P7VJ4v8H6bB4U1iRPte5LOVhuvpyOEPYvzQBy37Rnw61Hx18NYL/w7hPGXhqeLXNCl7m5hGTEf9mRN8ZH+17VqeC/iNp3xa8FeBPFmmZW21K4WRoW+9BKIpVkib0ZHDKfcV1Fv4L0xreI/6Z90f8v8/p/v183t4Rt/gb+0RYaE63EfgHx5fte6dJ9rlRLDVRE/nwZ3cCcFZFPXcGA70AfWNYkX/I63X/YPh/8ARklM/wCEJ0v/AKfP/A+f/wCLrHj8H6b/AMJhcx/6XtFjE3/H9PnPmSDrvz2oA7asTwr/AKjUv+whcf8AoZpn/CE6X/0+f+B8/wD8XWP4Z8H6bNDqBb7X8t/OoxfTjgOfR6AOn17/AJAeo/8AXtJ/6Cadov8AyB7D/rhH/wCgisHW/BumR6LfsPtmVt5CM305H3T/ALdO0jwZpkmk2TH7ZloEJxfTj+Ef7dAF7xR93Sv+whD/ADNbdcT4k8H6bEumbftfzX0KnN9OeCT6vWx/whOl/wDT5/4Hz/8AxdAD5P8AkdYP+wfJ/wCjErbriX8H6b/wmEMX+l7fsLt/x/T5z5iDrvzWx/whOl/9Pn/gfP8A/F0AL4Z/4/PEH/YRb/0VFWvef8ec/wD1zb+Vcd4d8H6bLda4G+14S/KjF9OOPKjPPz89a1LvwXpi2sxH2zIRv+X+f0/36ALfg3/kUdF/68of/QBUHjT/AJBdr/2ELP8A9KI6y/Cfg/TZvC+jyN9s3NaRMdt9OByg7B+Kh8XeD9Nh022ZfteTfWq/NezHgzoD1egDuawb3/keNJ/68Lv/ANGW9H/CE6X/ANPn/gfP/wDF1i3ng/TV8ZaXEPtexrG6Y/6dPnIeDHO/Pc0AdxWD4e/5Dfij/r/j/wDSWCj/AIQnS/8Ap8/8D5//AIusXQfB+myax4jVvteI72NVxfTDj7NCefn55J60AdxWF4F/5E3Rf+vSP/0EUn/CE6X/ANPn/gfP/wDF1i+C/B+m3HhLSJH+17mtYydt9Oo6DsHwKANvxt/yL8n/AF3t/wD0elbtcP4w8H6bBoTuv2vd58A+a+nI5mQdC9bX/CE6X/0+f+B8/wD8XQAuqf8AI2aF/wBc7n+SVu1xGpeD9NXxRosY+17XjuCc305PATvv4rZ/4QnS/wDp8/8AA+f/AOLoANH/AORo8QfW3/8ARdb1cPpPg/TX8Sa6h+17UMGMX04PMfc7+a2v+EJ0v/p8/wDA+f8A+LoAXwP/AMizaf70n/oxqPHP/Io6p/1y/qKxPBvg/TZ/Dtq7/a9xaT7t9OB/rG7B6PGfg/TbfwvqUifa9yxZG6+nI6jsXoA7esPXf+Rg8N/9fMv/AKTyUn/CFaX/ANPn/gfP/wDF1ja14P02PXPD6D7XiS4lDZvpyeIJDwd/HTtQB29YNh/yO2s/9eVn/wCh3FH/AAhOl/8AT5/4Hz//ABdYtl4P01vGGrRH7XsWztWH+nT5yXnzzvyegoA7isLwb/yB5f8Ar+vP/SmWk/4QnS/+nz/wPn/+LrG8JeD9Nm0mVm+15+23a/LfTjgXEgHR/QUAbvjT/kT9b/68pv8A0A1rw/6pP90Vx3i7wfpsHhXWJF+17ktJWG6+nIyEPYvzWpF4K0vy0/4/Og/5f5//AIugB/iP/kJeHv8Ar/P/AKIlrdriNf8AB+mx6hoKr9rw97tOb6c8eTIePn46Vs/8ITpf/T5/4Hz/APxdADoP+R2vf+wfB/6MlrcriIfB+mnxheRf6XsFjCw/06fOTJKOu/Patn/hCdL/AOnz/wAD5/8A4ugB3hP/AI9dQ/7CN1/6NarXiX/kXdV/69Jf/QDXN+F/B+mzW18W+1/Lf3KjF9OOBIw7PVnxD4N02PQNTdftm5baUjN9OR9w9t9AHRaT/wAgqy/64p/6CK4X4yfe8Cf9jTY/ykre0vwZpj6baMftmTChOL+cfwj/AG6434qeGrHS7rwJPB9p8z/hKLIfvLqWQdJOzMRQB6zRRRQAUUUUAFfNfibXPEPjL436/J4E+FvhDVdX8INDYT+KfE115FwZZIVl8uHy4XcKqSL8xIB3ECvpSvjv4533w28J/GbXtUvvi5498L+JryG0h1Cw8JwGWGFcAQJJ5dq+GbcSodi3z4HBAoA9++D2keKrD/hIb3xd4a8N+H9V1K7W5eTw7dy3H2thGELzNJGh3AKqjGeB2r0avE/2X/EOheItD1+TQvG/i/xvFb3iwTz+LoHiltpAvMaBoYuxBIwcHHSvbKACiiigAooooA8w/aU/5I7q/wD182P/AKWwV6bvX+8PzrxP9p7wD4evvh/quvT6VBLq63NgBdNndxdwqO+OnFepf8IP4e/6Alh/4Dr/AIUAM19h/b3hnkf8fkvf/p2lrd3r/eH51xWueDdCj1zw6iaPZKsl1IrqIFwwFvKcHj1AP4Vt/wDCD+Hv+gJYf+A6/wCFADLFh/wm+s8j/jxs+/8At3Fbu9f7w/OuKsvBuhN4y1eI6PZGNbK0ZU8hcAl7jJHHfA/Ktv8A4Qfw9/0BLD/wHX/CgBngth/Y8/I/4/7zv/08yVJ40Yf8IfrfI/48pu/+waw/CHg3Qp9JmaTR7J2+23a5aBTwLiQAdOwAqTxf4M0G38KazJHo9ikiWcrKywKCCEPI4oA622dfs8XI+4O/tXmv7Qfw3s/i34MtPDVxcvYy3F6slpfwnElpcpHI8Myn1Vwp9+R3rsLfwP4ea3iJ0WxJ2j/l3X0+lZXiDwboMd7oYTR7JQ99tYCBeR5UhwePUCgDnP2e/ite+PvDl9ovieNLHx/4YnGm6/ZA4BlA+S4j9Yplw6npyR2rvImH/CaXXI/5B8X/AKMkrxL49/B4+G9W074p+BtAtrzXdDjMWq6FHCoXWtOzmSLGMedHy8bdcgrzkV2vw9uPBHxM+yeIfD9lYX2i6hpcM8LCBRtJkkDKy4+VwRtIPIIxQB6lvX+8PzrF8KsPJ1Lkf8hC47/7Zo/4Qfw9/wBASw/8B1/wrH8M+DNBmh1Avo9k5W/nUboFOAHOB0oA6TXmX+w9R5H/AB7Sd/8AZNO0Vl/sex5H+oj7/wCyKxNc8E6BHouoOujWKstvIQwgXIO0+1O0jwT4fk0myZtFsWZoEJJt15O0e1AFrxQy7dK5H/IQh7+5rb3r/eH51xviTwZoMK6Zs0eyTdfwqdsCjIJOR0rY/wCEH8Pf9ASw/wDAdf8ACgAkYf8ACaQcj/kHyd/+miVtb1/vD8641/Bug/8ACYQxf2PZeWbB2K+QuM+Ygz0rY/4Qfw9/0BLD/wAB1/woAb4ZYfbPEHI/5CLf+ioq1rx1+xz8j/Vt39q5Hw74N0GW710Po9kwS/KrmBTgeVGcDj1JrVu/BHh9bWYjRbEEIxH+jr6fSgCx4OYf8IlovI/48oe/+wKg8aMP7LteR/yELP8A9KErN8J+C9Bm8LaPJJo9i8j2cTMzQKSSUGSeKi8XeDdCg022aPR7JGN9aqSsCjgzoCOncUAdrvX+8PzrCvGH/CcaTyP+PC7/APRlvT/+EH8Pf9ASw/8AAdf8KxLzwboS+MtLiGj2QiaxumZPIXBIeDB6e5/OgDtd6/3h+dYXh5h/bfifkf8AH/H3/wCnWCn/APCD+Hv+gJYf+A6/4ViaD4N0KTWPEiPo9kyx3saoDAuFH2aE4HHqSfxoA7Xev94fnWH4FYf8IbovI/49I+/+yKd/wg/h7/oCWH/gOv8AhWL4L8G6DceEdIll0eykka1jLM0Ckk46nigDY8asP+Efk5H+vt//AEelbm9f7w/OuL8YeDdBg0F3j0eyR/PgG5YFB5mQHt6Vtf8ACD+Hv+gJYf8AgOv+FADdUYf8JZoXI/1dz39krc3r/eH51xepeDdBTxRosa6PZCN47gsogXBwExnitr/hB/D3/QEsP/Adf8KAGaOw/wCEn8Qcjrb/APout3ev94fnXF6T4N0GTxJrsbaPZMiGDapgXAzHzjitr/hB/D3/AEBLD/wHX/CgBvghh/wjNpyPvSd/+mjUeOWH/CJapyP9V6+4rH8G+DdBuPDtq8mj2UjlpMs0Ck/6xh6UeNPBug2/hbUpI9Hso5FiyGWBQRyPagDtN6+o/OsPXGH/AAkHhvkf8fMv/pPJTv8AhB/D3/QEsP8AwHX/AArF1rwboMeueH0XR7JUkuJQ6iBcMBBIeePUUAdpvX+8PzrCsGH/AAmus8j/AI8rPv8A7dxT/wDhB/D3/QEsP/Adf8KxbHwboLeMNXiOj2RjWztWVfIXAJefJ6d8D8qAO03r/eH51h+DWH9jy8j/AI/rzv8A9PMtO/4Qfw9/0BLD/wAB1/wrG8JeDdBn0mVpNHsnb7bdrloFPAuJAB07AAUAbXjRh/wiGt8j/jym7/7BrXhdfKTkfdHeuQ8X+DNBg8K6xJHo9ikiWcrKywKCCEOCOK1YvA/h4xof7Fseg/5d1/woAPETD+0fD3I/4/z/AOiJa3N6/wB4fnXGeIPBugx6hoKpo9koe+2sBAvzDyZTg8eoH5Vs/wDCD+Hv+gJYf+A6/wCFACQMP+E2veR/yD4O/wD00lrb3r/eH51xkPg3QT4wvIjo9l5YsYWCeQuATJKCensPyrZ/4Qfw9/0BLD/wHX/CgBPCbD7LqHI/5CF1/wCjWq14kZf+Ed1Xkf8AHpL3/wBg1zvhfwboM1tfmTR7Jyt/cqN0CnAEjADpVnxD4L0CLQNTdNGsVdbaUqwgXIIQ89KAOg0ll/suz5H+pTv/ALIrhfjIwLeBMEH/AIqmx/lJXQaX4J8PvplozaLYljChJNuvPyj2rjfir4Z0jS7rwJPZ6ba2s3/CUWQ8yGJVbGJOMgUAesUUUUAFFFFABXzrefDaPxxq3xr0jw34ksxqdzrGmaovm20hOnalBDBIkcpwBJEwggb5TkB3HXFfRDusaszMFVRksxwAPWvli68F+GfiF8afHuv6B8YPEngvVreW10/UYdMubGG1nxbxyRsm6NjLhXxvbLAllBwMUAep/BHwD4v8Nap4x8R+OLrRm17xJdwTPY+H1lFnbrDCIlIMmGZ2AyxI7KO1erV498AtQtItX8a+HofHuvePrvRrq2S4vdZe2kSIyQ71WF4FUEYPzBuQR+fsNABRRRQAUUUUAeSftM6zYQ/CnVrSS+to7o3NgRA0yh/+PyE/dznpXpX/AAkWlf8AQTs//AhP8a8u/aa8L6Nc/DPVdUm0ixl1NbmwC3r2yGYYvIQMORu6cda9V/sXT/8Anwtv+/K/4UAc/r2vaY2ueG2XUbQqt3KWInXA/wBHlHPPrW5/wkWlf9BOz/8AAhP8ax9e0ixXXfDQFlbgNdyggRLz/o8p9K3P7F0//nwtv+/K/wCFAHP2OvaYPGmsOdRtAjWNmA3nrgkPcZHX3H51uf8ACRaV/wBBOz/8CE/xrHsdIsT411hTZW5UWNmQvlLgZe4z29h+Vbn9i6f/AM+Ft/35X/CgDn/BuvaZHpMwfUbRT9uvDhp1HBuJCD19Kk8Za/pknhLWkTUbRnazmAVZ1JJ2HjrR4N0ixfSJi1lbsft14MmJT0uJAO1SeMtIsI/COtMtlbqws5iCIlBHyH2oA0LfxFpX2eL/AImdn90f8vCen1rJ8Ra9pj32gldRtGC3+TideB5UnJ5rat9G0/7PF/oNt90f8sV9PpWT4i0ixW+0ECytwGv8HES8/uZPagDW/wCEi0r/AKCdn/4EJ/jXy/4ovrb9l74sap408OrFffDfXFjn8T6XaSh20ydnYfb7dAfuEjMqD13D2+pP7F0//nwtv+/K/wCFYg0TTpvF15DJYWrxNp0QMbQqVOZJAeMelAF7TfGmgaxp9tf2Ot6fdWdzGssM0dyhV0YZDA56EVn+F9f0yOHUd2o2i5v7gjM6jILnnrXhOreFbv8AZJ1q71vRtJbX/g5fTNPqWjwwiW58OSMcvcWwxl7Yk5eIcpyy8ZFe0/Da68PeLvDsmsaQbDU9LvLqaW2u7dUeOSMucEHHSgDZ1zxBpbaJqCrqVmSbeQACdOflPvTtH8QaWuk2IOpWYIgQEGdP7o96XXdHsF0PUCLG2BFvIQRCv90+1P0fR7BtIsSbG2JMEeT5K/3R7UAZvibX9MkXS9uo2jYv4ScTqcDJ561s/wDCRaV/0E7P/wACE/xrK8T6RYKul7bK3Gb+EHES9Mn2rZ/sXT/+fC2/78r/AIUAYT6/pn/CZQv/AGjabPsEg3eeuM+YnHWtn/hItK/6Cdn/AOBCf41lSaRYf8JlCv2K32/YJDjylxnzE9q2f7F0/wD58Lb/AL8r/hQBgeG9e0xLzXi2o2ihtQJXM6jI8qPkc1rXniLSjaTganZk7G/5eE9PrWb4b0ixa817NlbnbqBAzEvA8qLjpWteaNp4tJyLG2+43/LFfT6UAZXhHX9Mj8KaMr6jaKy2cIKtOoIOwe9Q+Mde0yTTLYJqNox+32hws6ngToSetWfB+j2D+E9GZrK3ZjZwkkxLk/IPaofGWkWKaXbFbK3U/b7QcRKODOntQBs/8JFpX/QTs/8AwIT/ABrDvNe0w+NNKcajaFFsboFvPXAJeDA6+x/Kug/sXT/+fC2/78r/AIVh3mkWI8baUv2K32mxuiV8pcZ3we3uaANj/hItK/6Cdn/4EJ/jWHoGvaYuteJS2o2ihr6MqTOvI+ywDI59QfyroP7F0/8A58Lb/vyv+FYfh/SLFta8TA2VuQt9GADEvH+iwH0oA2P+Ei0r/oJ2f/gQn+NYngjXtMj8H6Oj6jaI62sYKtOoI+Ue9b/9i6f/AM+Ft/35X/CsTwPpFjJ4P0ZmsrdmNrGSTEpJ+Ue1AEfjLXtMk0F1TUbRm8+3OFnUn/XJ71t/8JFpX/QTs/8AwIT/ABrI8Z6RYx6BIVsrdT59vyIlH/LZPatv+xdP/wCfC2/78r/hQBganr2mN4q0RhqNoVWO4y3nrgZCY71t/wDCRaV/0E7P/wACE/xrI1PSLEeKtDUWVuFMdxkeUuDwntW3/Yun/wDPhbf9+V/woAwNJ17TF8S6+x1G0CsYNrGdcH9325rb/wCEi0r/AKCdn/4EJ/jWPpGkWLeJtfU2VuQpgwPKXj939K3P7F0//nwtv+/K/wCFAGB4L17TI/Ddqr6jaIwaTIadQf8AWN70eNte0yTwrqSJqNo7GLhVnUk8j3qTwVpFjJ4btWayt2O6TkxKf+Wje1HjbSLGPwnqbLZW6sIuCIlB6j2oA1/+Ei0r/oJ2f/gQn+NYmt69pja94dYajaFVuJSxE64H7iQc81v/ANi6f/z4W3/flf8ACsTXNIsV17w6BZW4DXMoIES8/uJPagDX/wCEi0r/AKCdn/4EJ/jWJY69pi+MtYc6jaBGs7QBvPXBIefI6+4/Ot/+xdP/AOfC2/78r/hWHY6RYnxnrCmytyosrQhfKXAy9x7e1AGx/wAJFpX/AEE7P/wIT/GsXwhr2mR6RKH1G0U/bbw4adRwbmQg9fSt7+xdP/58Lb/vyv8AhWJ4P0ixfR5S1lbsft14MmJT0uZAO1AB4x1/TJPCesomo2jO1nMAqzqSTsPHWtWHxFpXlJ/xM7P7o/5eE/xrN8ZaRYJ4S1plsrdWFnMQREoI+Q+1a0Oi6f5Sf6DbfdH/ACxX/CgDD8Q69pj6hoBXUbRgt9lsTrwPJl5PNbX/AAkWlf8AQTs//AhP8ayPEWkWK6h4fAsrcBr7BxEvP7mX2rb/ALF0/wD58Lb/AL8r/hQBgw69pn/CZ3j/ANo2mw2EIDeeuM+ZLx1ra/4SLSv+gnZ/+BCf41kwaRY/8JpeL9it9v2CE7fKXGfMl9q2v7F0/wD58Lb/AL8r/hQBg+Fde0yO1vw2o2ik6hckZnUcGVsHrVrxF4g0t/D+qKupWbMbWUACdMn5D71D4V0ixe1v91lbtjULkDMS9PNb2qz4j0ewXw9qhFjbAi1lIIiX+4fagB+leIdLXS7MHUrMEQoCDOn90e9cV8XNYsLyfwJHb3tvPJ/wlNkdkcqseknYGu50nR9POl2ZNjbE+Sn/ACxX+6PauI+L2m2lrN4EeG1hif8A4SmyG5Iwp6SdwKAPTqKKKACiiigCG7tIb+1mtrmJZ7eZGjkicZV1IwQR3BBrxXS/2Kvgvpmpatef8IBo93/aEyzfZ7q0jeK22xqmyFdvyKdu4jn5mJ717hXw5+0F4u0zQfi5rN9448U6loWr6X4i0OTwzZzX0trp7aWZbf7TMiqRHK+43Ak35KhRwBQB9heCfh74Z+G2ktpnhXQNP8Pae8hla3063WFGcjBYhRycAcn0roa8V/Z/8bf8LE8Y/E7XtIv7rU/A9xqVquj3kxcwyyLaotybfd/yy3heR8pbeRXtVAHjP7WV94u0P4M+I9b8K+Jf+EaOk6dc3s8sFqslzMyKDGiOx2xrnduO0sRgAryar/E/xHrmseKPhZ4F03XLzQF8Tx3d5qOqafsF15FrAjmONmUhC7yplsZABx1rf/aE8B+LPih8PNT8J+Gr3RtPt9YtJrO/n1aKZ3RHUBTF5ZAyPmzuz2rD174U+OtZtvAviFNV8P23jzwnNcLDtt5zp11azRiKSJwW8xSVVG3AnDJ0waAPMbj4k+M9G1zUvhMviq+nv28aWWh23iaZImvotOuLFr1udmxplEckYcr0YHGRXpXwz17VfA/xa8d+Bdb8SX3iDRdN0my16w1DWGR7m3jlaeOaKSRVXeoaDcpIyAxGTxWRdfs2eIL7TbrX5/EGnD4lS+JoPFKXqWj/ANnxyww/Z47XZu3mHyNyFs7ssW9q7r4Y/DfXdF8YeJvGni6/0+98Ta5FbWYh0mJ0tbO1t95jjQuSzMWlkZmOOSAAMcgHE/tA/GTwTrXwq1KzsvEdlcXMlzY7I0Y5OLyEnt6A17N/wnGgf9Be1/7+CuM/aU/5I7q//XzY/wDpbBXp1AHE654y0OTXPDjrqlqyx3UjORIOB9nlGT+JFbf/AAnGgf8AQXtf+/gpniD/AJD3hn/r8l/9Jpa3qAOJsvGWhr4y1eU6paiNrK0VW8wYJD3GR+o/Otv/AITjQP8AoL2v/fwUyx/5HjWf+vGz/wDQ7mt6gDifB/jLQ4NJmWTVLVG+23bYMg6G4kIP5EVJ4w8ZaHceFNZjj1W1eR7OVVUSDJJQ8VqeC/8AkDz/APX/AHn/AKUyVL40/wCRP1v/AK8pv/QDQBDb+N9AW3jB1a1ztH/LQelZPiDxlocl5oZTVbVgl9ubEg4HlSDP5kV2Nt/x7xf7g/lWP4k/4/vD/wD2EP8A2jLQAv8AwnGgf9Be1/7+CsaPxnof/CYXMv8Aatr5ZsIlDeYMZEkhx+tdpWJF/wAjrdf9g+H/ANGSUAI3jbw9IpVtVtGVhggyAgivmh9H1D4H6xrHiz4VX1pqOh3F/PLq3w+lnEcMw3n9/YN0hmx1T7j+xxX1nWJ4V/1Opf8AYQuP/QzQBw3hT9oLwP8AFTwTfX2j6zHFcLBJHc6bejybyzl2kGOaI8qwP4HsSK67SPG2gx6TZK2rWoZYEBHmD+6K4D40fs/af4unufGHhzUrjwV4+tbV1TXdNUYuowp/c3UR+WeM9MNyOxFYngX9oy68JXOleFPi/pMXgrWpkSKx1yJy+i6pwMeVOf8AVOf+ecmD6E0AemeJPGehzLpmzVbVtt/CxxIOACcmtn/hONA/6C9r/wB/BSeJmWSLSWUhla/gIYcgjJrcoA4t/Geh/wDCYQy/2ra+WLB13eYMZ8xDitn/AITjQP8AoL2v/fwUSf8AI6wf9g+T/wBGJW3QBxXh3xlocV3rpfVLVQ9+WXMg5HlRjP6GtS78b6C1rMBq1qSUYf6welSeGf8Aj88Qf9hFv/RUVa95/wAec/8A1zb+VAHKeE/GehQ+FtHjk1W1R1s4lZTIMghBxUPi7xloc+m2yx6pauRfWrECQdBOhJ/IVv8Ag3/kUdF/68of/QBUPjT/AJBdr/2ELP8A9KEoAf8A8JxoH/QXtf8Av4KxLzxlobeMtLlGqWpjWxulLeYMAl4MD9D+VdtWDe/8jxpP/Xhd/wDoy3oAf/wnGgf9Be1/7+CsTQfGWhx6x4kZtUtVWS9jZCZB8w+zQjI/EEfhXbVheHv+Q34o/wCv+P8A9JYKAHf8JxoH/QXtf+/grF8F+MtDt/COkRSapapIlrGGVpBkHArtawvAv/Im6L/16R/+gigDG8YeMtDn0F0j1S1dvPgOBIO0yE/pW3/wnGgf9Be1/wC/gpvjb/kX5P8Arvb/APo9K3aAOJ1LxlobeKNFkGq2pRI7gM3mDAyExW3/AMJxoH/QXtf+/gpuqf8AI2aF/wBc7n+SVu0AcTpPjLQ08Sa67apahHMG1vMGDiPBrb/4TjQP+gva/wDfwU3R/wDkaPEH1t//AEXW7QBxXg3xlodv4dtUk1S1Rw0mVMgz/rGNHjTxlodx4W1KOPVLV3aLAVZBk8itjwP/AMizaf70n/oxqPHP/Io6p/1y/qKAF/4TjQP+gva/9/BWNrXjLQ5Nc8PuuqWrLHcSliJBwDBIP5mu1rC13/kYPDf/AF8y/wDpPJQA7/hONA/6C9r/AN/BWJY+MtDXxhq8p1S1EbWdqqt5gwSHnyP1H5121YVh/wAjrrP/AF5Wf/odxQA7/hONA/6C9r/38FYvhHxlocOkyrJqtqjfbbtsGQdDcSEH8iK7WsPwb/yB5f8Ar+vP/SmWgDJ8X+M9Dn8K6xHHqtq8j2cqqokGSSh4rUi8caB5Sf8AE3teg/5aCpfGn/In63/15Tf+gGteH/VJ/uigDjPEHjLQ5NQ0Fk1W1YR3u5iJBwPJlGfzIra/4TjQP+gva/8AfwUniL/kJeHv+v8AP/oiWtygDiofGWhjxjeSnVbXy2sYVDeYMZEkpI/UVtf8JxoH/QXtf+/gpIP+R2vf+wfB/wCjJa3KAOL8L+MtDhtr4Pqlqpa/uWGZByDIxBqz4h8aaFLoGpomq2rO1rKAokHJKGtDwn/x66h/2Ebr/wBGtVrxJ/yLuq/9ekv/AKAaAMvS/G2gpploratahhCgI8wf3RXG/FXxNpOqXXgSC01CC4mPiiyOyNwTgCSvTdJ/5BVl/wBcU/8AQRXC/GT73gT/ALGmx/lJQB6LRRRQAUUUUAc54+tPFV94bli8G6jpml64XQx3Gr2r3MATPzAojockdDmvm/R7r47fEnxt4t8Nya58Oryz8LzQW095e+HJ3D3UkSylEjNwThUdMucZLYAOCa+s68l8ffs0+GfHXiufxNBqviTwj4guo0hvNQ8L6vJYveKgwglC5Vyo4BxnHGeBQBT/AGefF3jHU9Q8b+GPHVzosuu+Gr6G3WLQbF7e3FvLEJIpAWkbO5T0wpUqRzwT7NXE/Cv4P+HPg9pN5ZaDHdSS31wbq+1DUbp7q7vJsAb5ZXJLHAAA6DsK7agAooooAKKKKAPEv2n/ABtptl8PtU0SSPUDevcWBDR6bcPBzdwnmZYzGOB3b2r1L/hMNP8A+ed9/wCC+f8A+Iri/wBpT/kjur/9fNj/AOlsFen0AcTrniqxk1zw4wS9xHdSE5sZgf8Aj3lHA2c9e1bf/CYaf/zzvv8AwXz/APxFM8Qf8h7wz/1+S/8ApNLW9QBxNl4qsV8ZavIUvdrWVoo/0GbPD3GeNmR1H+RW3/wmGn/8877/AMF8/wD8RTLH/keNZ/68bP8A9Dua3qAOJ8IeKrGHSZlZL3P227b5bGY9biQ9k96k8YeLLGbwprMape7ms5QN1jOB9w9ynFangv8A5A8//X/ef+lMlSeNf+RP1v8A68pv/QDQBFb+L9PFvENl990f8uE/p/uVleIPFdjJe6GQl78l9uObGYceVIOPk56119t/x7xf7g/lWR4k/wCP7w//ANhD/wBoy0AL/wAJhp//ADzvv/BfP/8AEVjR+K7H/hMLmTZe7TYRL/x4zZz5knbZnvXaViRf8jrdf9g+H/0ZJQAf8Jhp/wDzzvv/AAXz/wDxFY3hnxXYxQ6gGS9+a/nYbbGY9XPoldpWJ4V/1Gpf9hC4/wDQzQBR1zxdYSaLqChL7LW8gGbCcD7p/wBis6+m8M+L/B6aLr2kyavplxbJHPaXelyyxONo6gpj8a6vXv8AkB6j/wBe0n/oJp2i/wDIHsP+uEf/AKCKAPlrW/BPin4JGzuPhXq1/r/hiO8jk/4QTxLDcFIiDkLZ3bIXiHpG+5ee1ejeCf2tPB3iLUIND1+31TwN4wk4Ph7xBZvFcOfWJgCsq+hU/gK9R8Ufd0r/ALCEP8zVTx98NPC3xR0VtK8V6FZa5YnlY7uIMYz/AHkb7yN/tKQaAKL+K7H/AITCGTZe7fsDr/x4zZ/1idtma2f+Ew0//nnff+C+f/4ivBW+D/xE+EfiiIfC/wAY/wBuaYlm7r4Z8cSPcxpGHUGOC7X97GOmA+8DFbtn+1dY+F7mPT/ip4W1f4Y37EILy+j+1aVK3+xeRApj/fC0Aeh+HfFdjHd66Sl789+WGLGY8eVGOfk46VqXfi6wa1mAS+yUb/lwn9P9yqnw+17TfEkOs6jpOoWup2E1+WiurOZZY3HkxchlJBrprz/jzn/65t/KgDlPCfiyxh8LaPGyXpZbOEHbYzkfcHcJzUPi7xVYzabbKqXuRfWrfNYzDgToe6Vv+Df+RR0X/ryh/wDQBUHjT/kF2v8A2ELP/wBKI6AJP+Ew0/8A5533/gvn/wDiKxLzxVYt4y0uTZe7VsbpT/oM2eXg7bM9q7asG9/5HjSf+vC7/wDRlvQA/wD4TDT/APnnff8Agvn/APiKxNB8V2MeseJGKXuHvY2GLGYn/j2hHPycdO9dtWD4e/5Dfij/AK/4/wD0lgoAf/wmGn/8877/AMF8/wD8RWL4K8V2MHhHSI2S9LLaxg7bGZh0HcJg12tYXgX/AJE3Rf8Ar0j/APQRQBj+MPFdjNoLqqXoPnwH5rGYDiZD1KVtf8Jhp/8Azzvv/BfP/wDEU3xt/wAi/J/13t//AEelbtAHFal4rsW8UaK4S92rHcZzYzA8hOg2c1tf8Jhp/wDzzvv/AAXz/wDxFN1T/kbNC/653P8AJK3aAOJ0nxVYp4k11yl7tcwYxYzE8R9xs4rb/wCEw0//AJ533/gvn/8AiKZo/wDyNHiD62//AKLreoA4rwb4rsYfDtqjJekhpPu2MxH+sbuEo8aeK7GfwtqUapehmiwN1jMo6juUrY8D/wDIs2n+9J/6Majxz/yKOqf9cv6igBf+Ew0//nnff+C+f/4isbWvFVjJrnh9wl7hLiUnNjMD/qJBwNnPXtXaVh67/wAjB4b/AOvmX/0nkoAd/wAJhp//ADzvv/BfP/8AEViWPiqxXxhq8hS92tZ2oH+gzZ4eftsyOtdtWDYf8jtrP/XlZ/8AodxQA/8A4TDT/wDnnff+C+f/AOIrF8I+K7GHSZVZL0n7bdt8tjMRzcSEdE967WsLwb/yB5f+v68/9KZaAMrxf4ssZvCusRql6GazlA3WMwH3D1JTitSLxhp/lp+7vug/5cJ//iKk8af8ifrf/XlN/wCgGteH/VJ/uigDjfEHiuxk1DQSEvcJfbjmxmH/ACxlHHyc9a2v+Ew0/wD5533/AIL5/wD4im+I/wDkJeHv+v8AP/oiWt2gDiofFdiPGN5JsvdpsYV/48Zs5EkvbZnvW1/wmGn/APPO+/8ABfP/APEUkH/I7Xv/AGD4P/RktblAHF+F/FdjDbXwZL35r+5YbbGY8GRvRKs+IfFthJoGpoEvctaygZsJwPuHvsq/4T/49dQ/7CN1/wCjWq14l/5F3Vf+vSX/ANANAGZpfi6wXTLRSl9kQoOLCc/wj/YrjPit4htNSuvAkMK3Qf8A4SiyP720ljXpJ3ZQK9N0n/kFWX/XFP8A0EVwvxk+94E/7Gmx/lJQB6LRRRQAUUUUAFfHnxo8Q+N9U174n6nH8RNa8IaZ4N1PS7VNJ0WKBQunzCBp72VnjZn+WSfGMBfIPXBr7Dr5Y+On7Qmu/BH4lX9ha2unfE+21a38weEtNgZdY01Fi5aQxo6yW5OSfMCsN5xuHFAHUfsr+JptX1T4iaYvjy++JWlaXqNulj4guZopY2SS3V2hVo0VS6MSGIJByvAORXv9eK/sq6ld+IPAtzrc2t+GL2z1CfzLbSPCNqsNlpIA+aEnAd5STly4U56ACvaqACiiigAooooA8Q/ag8Wva/D/AFTSRoOsTq1xYH+0IYFNqM3cJwW359unWvUv+Eqf/oCat/34X/4quN/aU/5I7q//AF82P/pbBXp9AHD654lZ9b8Ot/Y+qLsupDtaFct/o8owPm9/0rb/AOEqf/oCat/34X/4qk8Qf8h7wz/1+S/+k0tb1AHD2XiRl8ZavJ/Y+pndZWg2CFdww9xyfm6HP6Gtv/hKn/6Amrf9+F/+KpLH/keNZ/68bP8A9Dua3qAOH8IeJGh0mZf7H1N/9NuzlIVI5uJDj73UdKk8X+Jmm8Kawn9j6om6zlG54VAHyHk/N0rW8F/8gef/AK/7z/0pkqTxr/yJ+t/9eU3/AKAaAILfxQ4t4h/YurH5R/ywX0/3qyvEHiVpLzQz/Y+qLtvt2GhXn91IMD5uv+Fdjbf8e8X+4P5VkeJP+P7w/wD9hD/2jLQAn/CVP/0BNW/78L/8VWPH4lb/AITC5k/sfVObGJdvkru/1knP3uldrWJF/wAjrdf9g+H/ANGSUAN/4Sp/+gJq3/fhf/iqx/DPiVo4dQ/4k+qPm+nb5YVOMueD83Wu1rE8K/6jUv8AsIXH/oZoAoa54nd9Fv1/sXVFzbyDLQLgfKf9qnaR4oddJsl/sXVWxAgysC4Pyj/arZ17/kB6j/17Sf8AoJp2i/8AIHsP+uEf/oIoA5fxJ4maRdM/4k+qJtv4W+aFRnk8D5utbH/CVP8A9ATVv+/C/wDxVO8Ufd0r/sIQ/wAzW3QBxT+JW/4TCGT+x9U/48XXb5K7v9YnP3ulaV5r0WoW0lvdeHdSubeQbXimtUZGHoQWwRViT/kdYP8AsHyf+jErboA+Yf8AhnXwhca1rmq+FtP8U/DrWjenF54Pm+xr/q0O2S33GFhkkkFOc9akk1f9oP4fwyJDBp3xV0pVI/4mFoNG1Lbj+/GzwtgeqrmvffDP/H54g/7CLf8AoqKte8/485/+ubfyoA+ctB/a80jwV4W0qLx74K8X+CjHaxL9qutMN1ZOAoG5biEsuD/tYrsovjx4Q+JWi2knhjUE1tPtto/+hzRSMMTocFQ5IPsRXo/hBFk8H6MrKGU2UIIIyD8grzL4ufs3/DLxjbw3upeC9KGove2yG/s4fstzhpkB/exFXzgnvQB6V/wlT/8AQE1b/vwv/wAVWJeeJWbxlpcn9j6oNtjdLsMK7jl4OR83QY/UV5//AMMy614Z+bwL8X/GnhtV+5Z6pPHrNog9BHcqWA/4HWRdR/tCeE/Fmm/vvBHxA2Wdz5e9J9IuHTfDu3EGWPdnbjAA60Ae5f8ACVP/ANATVv8Avwv/AMVWJoPiVo9Y8Rt/Y+qNvvYzhYVyv+jQjB+brxn6EVwH/DQ3jfw7x4s+CHiu0VfvXHh6e31aL64R1fH/AAGs3w5+2L8L7TWteXXNXvvCU9xeI6w+ItLubJlxbwqdxdNoOVPf3oA9s/4Sp/8AoCat/wB+F/8AiqxfBfiVofCWkJ/Y+qSbbWMbkhUqeByPmqbw38ZPAXjBVOh+M9B1Ut0W01KGRv8AvkNmtPwGwbwXopBBH2SPkf7ooAxvGHiVptCdf7H1SP8AfwHc8KgcTIf71bX/AAlT/wDQE1b/AL8L/wDFUeNv+Rfk/wCu9v8A+j0rdoA4jUvErN4o0V/7H1QbY7j5TCuTkJ0+atr/AISp/wDoCat/34X/AOKo1T/kbNC/653P8krdoA4fSfErL4k11/7H1Rtxg+UQrkYj7/NW3/wlT/8AQE1b/vwv/wAVSaP/AMjR4g+tv/6LreoA4jwb4laHw7ap/Y+qSYaT5khUj/WN/tUeM/ErTeF9ST+x9Uj3RY3PCoA5HX5q2vA//Is2n+9J/wCjGo8c/wDIo6p/1y/qKAE/4Sp/+gJq3/fhf/iqxta8Ss+ueH2/sfVF2XEp2tCuW/cSDj5q7asPXf8AkYPDf/XzL/6TyUAH/CVP/wBATVv+/C//ABVYlj4lZfGGryf2Pqh3WdqNohXcMPPyfm6HP6Gu4rBsP+R21n/rys//AEO4oAX/AISp/wDoCat/34X/AOKrF8JeJWi0mVf7H1R/9NuzlIVI5uJDj73UZx+FdvWF4N/5A8v/AF/Xn/pTLQBkeLvEzTeFdYT+x9UTdaSjc8KgD5Dyfm6VqReKX8tP+JJq3Qf8sF/+Kqbxp/yJ+t/9eU3/AKAa14f9Un+6KAOL1/xK0moaCf7H1Rdt7nDQrlv3MgwPm68/pW1/wlT/APQE1b/vwv8A8VR4j/5CXh7/AK/z/wCiJa3aAOJh8St/wmF5J/Y+qc2MK7fJXcMSS8/e6c/pWz/wlT/9ATVv+/C//FUsH/I7Xv8A2D4P/RktblAHE+F/ErR218P7H1R839y3ywqcZkbj73WrPiHxM8mgamv9jaou62lG5oFwPkPJ+atHwn/x66h/2Ebr/wBGtVrxL/yLuq/9ekv/AKAaAMrS/FDrploP7F1U4hQZEC4+6P8AarjfiprjX914EiOmX9qP+Eosj5lxEFXpJxkMa9O0n/kFWX/XFP8A0EVwvxk+94E/7Gmx/lJQB6LRRRQAUUUUAFfJvxC+Jnjbw344+IWrfD/QfBOj2Oma1pujarqetW8z3t/czrbKJWMTJiKNbiMfMTkKcV7H+054s1TwL8A/G2v6LdyWGq2FgZre4iUMyMGXkAggnBPavJ7742/DPxFZ+IF1T4YePbw+JrWG31jd4UvNt4saFULAcBgDgMuDwvPyjAB2n7OdxrEfi34mab4o0zwvp/iqz1C1N7J4Xs5IIrtJIN8U8hd2LOQWHIBG05zwa9zrxf8AZhtfAlj4c1mHwL4U8Q+Gbc3ayXjeJbS6iubqQoAG33BZ5AFAHXA6V7RQAUUUUAFFFFAHiH7T3iDV4Ph/qthF4YvLnTzc2GdVS5txEP8AS4T9wyCTrx939K9S/tzVP+hcu/8AwIg/+Lrjf2lP+SO6v/182P8A6WwV6fQBw+uazqTa54dLaBdIVupCqmeH5v8AR5RgfP6c8+lbf9uap/0Ll3/4EQf/ABdJ4g/5D3hn/r8l/wDSaWt6gDh7LWdSHjLV3GgXRc2VoDH58OVAe4wfv45yfyrb/tzVP+hcu/8AwIg/+LpLH/keNZ/68bP/ANDua3qAOH8IazqUekzBNAupB9tuzuE8I5NxISOX7dPwqTxfrWpSeFNYV9Auo1azlBczwkKNh54etbwX/wAgef8A6/7z/wBKZKk8a/8AIn63/wBeU3/oBoAgt9c1T7PF/wAU7dn5R/y8Qen+/WV4g1rUmvNDLaBdIVvsgGeH5j5UnH3/APOK7G2/494v9wfyrI8Sf8f3h/8A7CH/ALRloAT+3NU/6Fy7/wDAiD/4usePWtS/4TC5b+wLrd9giGzz4cgeZJz9/wDziu1rEi/5HW6/7B8P/oySgBv9uap/0Ll3/wCBEH/xdY/hnWtSSHUNugXT5v5ycTwjB3njl67WsTwr/qNS/wCwhcf+hmgChrmt6m2i34Ph66QG3kBY3EHHynn79O0jW9TXSbIDw9dMBAgDC4g5+Uc/frZ17/kB6j/17Sf+gmnaL/yB7D/rhH/6CKAOX8Sa1qTrpm7QLpMX8JGZ4Tk5PH362P7c1T/oXLv/AMCIP/i6d4o+7pX/AGEIf5mtugDin1rUv+Ewhb+wLrf9gcbPPhzjzE5+/itj+3NU/wChcu//AAIg/wDi6dJ/yOsH/YPk/wDRiVt0AcR4d1rUlu9dK6BdOWvySBPCNp8qPj7/APnNat3rmqG1mB8O3QGxuftEHp/v1L4Z/wCPzxB/2EW/9FRVr3n/AB5z/wDXNv5UAcn4T1rUo/C2jqvh+6kUWcQDieEBhsHPL1D4u1nUpNNtg2gXUY+3WpyZ4TyJ0wOH79K6Dwb/AMijov8A15Q/+gCoPGn/ACC7X/sIWf8A6UR0AO/tzVP+hcu//AiD/wCLrEvNZ1I+MtLc6BdBxY3QEfnw5ILwZP38cYH513FYN7/yPGk/9eF3/wCjLegBf7c1T/oXLv8A8CIP/i6wNLvru61TxKk3hqa6SS9TfHJLAwX/AEaEYOXweMH8a7ysHw9/yG/FH/X/AB/+ksFAHnfiT4H+AvFzM2r/AAb0e8lbkzNa2ayf99qwb9a878M/speC/wDhHdNudG8O+KvDVzJboxufD/ime1BOPvBPtG0f9819TVheBf8AkTdF/wCvSP8A9BFAHzt4m+BvjXRdJd9F+JvxGtIxLCBHrF7p+pxg+auP9Ym4847/AFrV/wCEa/aQ0fmw8c6Vr2Oia54dt4s/Vre5X9BXunjb/kX5P+u9v/6PSt2gD5hm8RftK2PiLSmvvCPgPWJVSbyltdRnsy4wu4nd5gHbvXTp8XvjRp+P7S+Bf2kD7z6R4ptZvyEioa9a1T/kbNC/653P8krdoA+bbL9pTxBpGua1LqfwS+IETuYd8dla2135eExyY5jnPtUsv7beg2Mm3U/AHxB0f1a+8OTqo/FQRXt+j/8AI0eIPrb/APout6gD5g8I/txfC+x0WC2utVexkRnz9uja26ux/wCWgHrW5rn7Wnw38ReG76Gz8UaGzSx4XdrVmD1HYyZr2DwdaQXHhe1EsMcoLSZDoD/y0b1rD+I3w48J6l4V1N7vwvo104iyGm0+Jz1HqtAEen/GrQtW2/YbrTr3d0+z61ZPn8pal1HxRc32teH3g0iSXbcSkCO7gbd+4kGMh/x59KztR/Zf+EOrEtdfDLwq7n+NdIgRvzVQa4nxB+xr8GTrmhLF4Fs7MTzyK/2K4uLfIELsP9XIuOQOlAHtH9uap/0Ll3/4EQf/ABdYtjrWpDxhq7DQLoubO1BTz4cqA8+D9/HOT+VcCP2L/htasTpx8T6O3rY+KdRTH0BmIrIsv2VrKHxVqtvYfEz4maYsdpbODD4olcnc03B8xWyBt4B6ZPrQB7f/AG5qn/QuXf8A4EQf/F1jeEta1KPSZQugXUg+23Z3CeEcm4kJHL9jx+FcAv7N/iqxB/s747fECH0+2vZXf/odvWT4X+D/AMXY9LlOn/Hm8SMXd0ojvfC9hNkieQFiwCnkgn8aAPWPF+talJ4V1hW8P3UataSguZ4SFGw88PWpFrmqeUn/ABTt30H/AC8Qf/F14r4o8B/HnT/DGrMfir4c1aBbWUut54V8pmXacjMc4wcVow2H7SdnCuzV/hnqQAGPNsL+Bj+UjCgD0LxBrWpNqGgltAukK32QDPD8x8mXj7/+cVs/25qn/QuXf/gRB/8AF14hrWtftD2d5opu/DHw/wBRkW8zELTVruDc3lScHfC2BjP6Vrj4k/HizX/Sfg1o14R1ax8XRjP0EkIoA7+HWtS/4TC8b+wLoubGEFPPhyB5kvP38f8A6q2f7c1T/oXLv/wIg/8Ai68Rg+NfxPs/FV3Le/AnWWl+xQq0NhrljOQoeTDcuuc5P5VrD9pbxBarm/8Agf8AES3I6+RaW1wB+KTmgD0DwvrWpJbX23QLqTN/ck4nhGD5jccv2qz4h1rU20DU1bw9dIptpQWNxBgfIefv15B4b/au0nTbW9/tDwB8RbHde3Dlm8LzyBcyE4Jj3cjvVjXP2yvhtJoWoRXUniHS5JLeRAt/4cv4sEqQMkw4FAHrul63qi6baAeHrpgIUwftEHPyj/brjPipql9dXXgSOfR7iyj/AOEosj5sk0TDpJxhWJrD0f8AbQ+Cv9nWiTeP9PtHWJVK3kU0GCAP76CqnjD47/Dv4jap4C07wx400TXNQbxNZyLaWV6kkpUCTJ2A5wPpQB9AUUUUAFFFFAHN/EbwHp/xO8D6x4W1WS4h07VIPIme1YLIFyD8pIIB47g10MMIt4Y4lztRQoz14GKfRQAUUUUAFFFFABRWN4v8Y6N4B8P3Ot6/qEWmaXb7fMuJc9WIVVAAJZiSAFAJJIAFZXw/+K3hj4nLqH/CPai1zPp7rHeWlxby21xblhlN8Uqq6hhkgkYODjpQB59+1Be+J0+H+qQ22k6XLoX2iw3XkuoyJcA/a4c4hEJU84H3+nPtXqX27xH/ANAnT/8AwPf/AONVxv7Sn/JHdX/6+bH/ANLYK9PoA4fXLzXzrfh0vpdiri6k2AXzEE/Z5cg/uuOM1t/bvEf/AECdP/8AA9//AI1SeIP+Q94Z/wCvyX/0mlreoA4eyvNf/wCEy1cjS7EymytNy/bmwBvuMEHyue/5D1rb+3eI/wDoE6f/AOB7/wDxqksf+R41n/rxs/8A0O5reoA4fwhea+ukzCPS7F1+23fLXzA5+0SZH+q9c1J4vvNfbwprAl0uxSM2cu5lvmJA2HJA8rmtbwX/AMgef/r/ALz/ANKZKk8a/wDIn63/ANeU3/oBoAgt73xF9nixpOn42j/l/f0/65VleILzXzeaHv0uxUi+yuL5jk+VJwf3XHGa7G2/494v9wfyrI8Sf8f3h/8A7CH/ALRloAT7d4j/AOgTp/8A4Hv/APGqx47zX/8AhL7k/wBl2Pm/YYgV+3NjHmSc58r612tYkX/I63X/AGD4f/RklADft3iP/oE6f/4Hv/8AGqx/DN5r6w6h5el2LD7dOTuvmGDvOR/qq7WsTwr/AKjUv+whcf8AoZoAoa5eeITot+H0qwVfs8mSL9iQNp/6ZU7SLzxCNJsgulWBXyEwTfsDjaP+mVbOvf8AID1H/r2k/wDQTTtF/wCQPYf9cI//AEEUAcv4kvNfZdN36XYr/p0JXbfMcnJwP9VWx9u8R/8AQJ0//wAD3/8AjVO8Ufd0r/sIQ/zNbdAHFPea/wD8JfCf7LsfN+wuNv25sY8xOc+VWx9u8R/9AnT/APwPf/41TpP+R1g/7B8n/oxK26AOI8O3mvi61zZpdixN+S2b5hg+VHwP3XPGK1Lu98RfZZs6Tp4Gxs/6e/p/1yqbwz/x+eIP+wi3/oqKte8/485/+ubfyoA5LwneeIF8L6QI9LsXjFpFtZr5gSNgwSPK4qLxdea+2m23maXYov261wVvmPPnpgf6r1xXQeDf+RR0X/ryh/8AQBUHjT/kF2v/AGELP/0ojoAd9u8R/wDQJ0//AMD3/wDjVYl5ea//AMJlpZOl2Il+w3W1ftzYI3wZOfK+n513FYN7/wAjxpP/AF4Xf/oy3oAX7d4j/wCgTp//AIHv/wDGqxNBvNfGseIyml2LMb2PeDfMAp+zQ8D91zxj867isHw9/wAhvxR/1/x/+ksFAC/bvEf/AECdP/8ABg//AMarF8F3mvr4S0gRaXYvH9lj2s18ykjaOo8riu3rC8C/8ibov/XpH/6CKAMXxhea+2hOJNLsUTz4OVvmJ/1yY48r1ra+3eI/+gTp/wD4MH/+NUeNv+Rfk/672/8A6PSt2gDiNSvNf/4SjRS2l2IkEdxtUXzYPCZyfK4ra+3eI/8AoE6f/wCB7/8AxqjVP+Rs0L/rnc/ySt2gDiNJvNfHiPXSul2JcmDepvmAHycYPlc1tfbvEf8A0CdP/wDBg/8A8apNH/5GjxB9bf8A9F1vUAcR4NvNfXw7aiLS7F03SYZr5gf9Y3byqPGd5r7eF9SEul2KR+Vyy3zEjkdvKra8D/8AIs2n+9J/6Majxz/yKOqf9cv6igBPtviP/oE6f/4Hv/8AGqxtavNfOueHy2l2KuLiXYBfMQT5EmcnyuOM121Yeu/8jB4b/wCvmX/0nkoAPt3iP/oE6f8A+B7/APxqsSxvNf8A+Ew1YjS7EyGztdy/bmwBvnwc+Vz3/Ku4rBsP+R21n/rys/8A0O4oAX7d4j/6BOn/APge/wD8arF8JXmvrpMoj0uxdftt3y18w5+0SZH+q9c129YXg3/kDy/9f15/6Uy0AZHi688QN4V1gSaXYpGbSXcy3zEgbDkgeVzWpFe+I/LT/iU6f0H/AC/v/wDGqm8af8ifrf8A15Tf+gGteH/VJ/uigDi9fvNfOoaDv0uxUi9+QC+Y5PkycH91xxmtr7d4j/6BOn/+B7//ABqjxH/yEvD3/X+f/REtbtAHEw3mv/8ACYXhGl2Pm/YYQV+3NjHmS4OfK+tbP27xH/0CdP8A/A9//jVLB/yO17/2D4P/AEZLW5QBxPhe819ba+8vS7Fh9vuCd18wwfMbI/1VWfEV54gbQNSEmlWAT7NLuIvmJA2HnHlVo+E/+PXUP+wjdf8Ao1qteJf+Rd1X/r0l/wDQDQBhWUer3Wl2iy6BpU6eSmPMuyc/KOxhrgPiR4dSz1rwHeN4X0XTph4ns1+2WZUzDIk4z5SnB+tex6T/AMgqy/64p/6CK4X4yfe8Cf8AY02P8pKAPRaKKKACiiigAooooAKKKKACiiigDwz9qKZLO8+EV1eMsejweObFr2SXiNAYp1iLk8AeaY+T3xUOlyPqH7YXjGfQngk+y+CLK2vnyWiW8a7neBZNvfy8nHXafevadf8AD+l+KtHudK1rTrXVtMul2T2d7CssUi9cMrAg81Q8G+AfDfw80x9O8MaFp+gWLuZXg062SFXcjG5goGTgDk88UAeQ/H2x+I918I/EH2q48LrBAkV03kw3O4+VMkgAy2OSgH412n2f4vf8/vgr/wABLv8A+OVe+NWseF9N+H9/aeLNZ/sXTdUxYrKil5pJG5CRRqrM7nB+VQTgH0rd8FeOtB+Imhrq/hzU4dU08yNCZYgVKSKcMjqwDIwPVWAIoA8r8Vah8V7DxX4LtJbjwc8t9fzxQultdBUZbOdyWHmcjCkcdyK6n7P8Xv8An98Ff+Al3/8AHK9HZFZlJUEqcgkdO3FOoA8O0u8+LM/xJ8R2C3Hg5ZrbTdPleVrW72MHkuwAP3nUbDn6iuo+z/F7/n98Ff8AgJd//HK9Ix3xzS0AeG/De/8AivrXh+6uLa48HQxrquo25WS2uid0d5NGx4k6FlJHsRU/xHuvizo/w/8AEl9Pc+DZobbTriZ44rW7DMqxsSATJ14r2mONIV2oiouScKMck5J/OlZQwIIyD1BoA8ytYfi61rCRe+CwCgI/0S79P+ulcz44vvi1puqeD43u/BrNeaytumy0usAm3nbJzJ0wp6e1e6V5x8S/G/gXR/FngvSPEfiCOx16TVY5tK0+Nt0s8zJJCu5ACQh8xhuOBkDntQA37P8AF7/n98Ff+Al3/wDHK5mG++LLfEy900XHg4TJpEFwZvst3sKmaZQo/edcqT+Ir2+kxznHNAHm/wBn+L3/AD++Cv8AwEu//jlc14Fufi5qEGtFZ/B8Pk6tdwHzbS7G4rJ94fvOh7V7dRQB5J4m/wCFt2vhzVZpLvwY8cdpK7Ktrd5ICEkD951pvhWb4t6n4X0e8juvBkcdxZwzKjWt2SoZAQD+86816514PIoAwMAYFAHiPjq7+LemQ6Izz+DpvO1e1gHl2l38pd8Bj+86DvXTfZ/i9/z++Cv/AAEu/wD45XpFLQB4bNefFtfijaad9s8G+Y+jTXAP2S624WeJf+emc/NXU/Z/i9/z++Cv/AS7/wDjlZWv/Gj4Y+H/AIrQrqXiX7Nr0EZ0RswymziklkjcRSTBPLSQlVwGcdelevUAeH+C7z4tajqHiyOOfwdEbTV2t3Mlrd4dvs8Dbl/edMMB9Qa39Qj+L0dhcsbzwWwWJjhbS7yeD/00r1CloA8W+Hsvxd1LwH4cu1uPB9uJ9Ot5RFNaXYdMxqdrfvOozzVf4jXnxY0jQrOee48HTI2qafCFitbsEM93EgPMnQFgT7A17jSEBuozQB5v9n+L3/P74K/8BLv/AOOVy+pXXxbi+Jmg2Bn8HtJPpd/MJltLvYoSW0BU/vOp3jH+6a9xpKAPN/s/xe/5/fBX/gJd/wDxyuT8HXnxavvFHju3S88GhrLVoYH32l1gk2FrJ8uJOmJB175r3WvHvBnxk+HLfEDUNN03Vr0ar4pvvtEMl7YXENpeTRW0UJS2meNUfEdupwrHJ3EUAbH2f4vf8/vgr/wEu/8A45XMfDC8+LWtfDvw5fw3Hg6CK4sIZVimtbveoKg4P7zrXuFJ04HFAHiHxIn+Lum+FJZzN4PuALq0Ty4bO7LfNcxLn/WdBnJ9ga6f7P8AF7/n98Ff+Al3/wDHK9JooA8P128+LNr468LWb3Hg55buO82SLa3e1NiITu/ed+1dP9n+L3/P74K/8BLv/wCOV6Rgdcc0tAHh/h+4+Llz408V2wn8HxtbNagyPaXex90Wfl/eduhrp/s/xe/5/fBX/gJd/wDxyvSaiurqGxtZrm5lSC3hRpJJZDhUUDJYnsABQB4h8Lrz4tax4JsrqK88GqjS3CASWl1u+WeRe0n+zUnxOvPizovgHXL6a48HTxW9s0jRxWt2GbGOBmSuz+CPiXwj4o+H9vdeB9VbWtAS5uI0umVlJk81mkHzKp4Zj26Y613nXg8igDzf7P8AF7/n98Ff+Al3/wDHK5jxRcfF208UeDoDP4PkN1ezxiSOzuyseLWZst+86Hbj6kV7hRQB5t9n+L3/AD++Cv8AwEu//jlcvpt78WJviV4g05bjwcs9vpen3Dym1u9jLJLdqoA8zqPLbP8AvCvcaTAznHPrQB5v9n+L3/P74K/8BLv/AOOVzHw7uvi3qnh+4mSfwfAq6pqUG2a0u8kx3s6Fv9Z0JXI9iK9wpKAPEfiddfFvR/hv4pv5Lzwa0drpdzOwjtLrcQsTE4zJjPHeuitovi89vE323wVygP8Ax6Xfp/10q78b/GHhfwv4GuLLxbcX0Gna/u0ZF021lubiR5o3G2NI0Zt20MRwelb3gPxnpvjrQV1HSotQhtUcwbdTsJrKXKgc+XMitjkc4weaAPMfGF58WdP1bwlFJceDpWu9V8hGjtbvCN9mnfc37zphCPqRXT/Z/i9/z++Cv/AS7/8AjlekUtAHiFtcfF1viVqNj5/g8FNJtpvONnd+Wd0042g+Z1G3J+orpvs/xe/5/fBX/gJd/wDxyvSaKAPD/AV98WdWtNZaG48HQi31e8t28y1uzuZJSCw/edCelX/GL/Fyx8I65ctc+DZVhsZ5DHHaXe5gI2OB+86nFewABegxS0AeT+H/APhbt1oOmzLd+DI1kto3CtaXeRlQcH951rD8c2vxB/tbwM3iK68NSaYniWzZl0y3uEmLfOBgu5GOeeK90rzz4ueLfBnh3+wE8V6y2nzrfpf2Nrbo81xcSQ88RRozso3fMQOMjkUAeh0VR0PW7LxJo9nqmmz/AGmwu4lmhl2su5SMg4YAj6EZq9QAUUUUAFFFFABRRRQAUUUUAFFFFAHiPxWlSH9pb4Im8ZVsGj1tIjJ9z7WbeHyhz/FsE+O/Wj4BbJvih8c7ixKtpEniaBY2i+4bhbC3FxjHGd+AfcGvUfGXgXw98QtI/svxLo1nreniRZlgvYhIqyL0dc/dYZPIweTU/hfwno3gnRbfR9A0u10fS4M+XaWUSxxrk5JwO5JJJ6kmgDWooooAKKKKACiiigArwD9qQaTY3nw2uMWVvqMvjfRzPN8iyvGrSbS56lRk4zwMmvf65PxN8JfA/jXUhqHiHwZ4f16/CCMXWp6XBcy7BnC73QnAyeM96AOpjlSaNZI3WSNhlWU5BHqDT6rabptpo2n21hp9rDY2NtGsUFtbRiOKJFGFVVAAUAcACrNABRRRQAUUUUAFFFFAHgPxxvIPjNqEnwh0ERyxtcW9z4o1QY8rTLdZFlEWe9zLsAC9VUljjjPviKFVVHQDArzjXP2bPhZ4k1i91bVfAGgX+p3spnubqexRpJpD1Zjjkn1r0W3t4rS3ighjWKGJQiRqMBVAwAB6YoAkooooAKKKKACiiigBrMsaszEKqjJY9AK+WPixqOoL8T/hd4l1DxVonjTwq3iaOLSNB0mMQTxyzK8cdz5iySfaPJRmJACLgluwFfVB54PIrk9C+EXgbwvr0uuaP4O0HStZkzv1Cy02GKc5+986qDz355oA62iiigAooooAKKKKACvEP2ntU1Oex8O+GItA17VfDes3LHX7jQrJ7qRbOIKxt8LyPPYqhP8AcEnfFe30UAfOX7E/iaHWfCfja0g0jU9Ljg8WarMv26zMCbZLqQiNc/xoBhl/hOBX0bWbofhvS/DNvcwaTYW+nw3NzLeTJbxhBJNIxaSQ46szEknvWlQAUUUUAFFFFABRRRQB5t8avAdp4+t/DMD+K/8AhEtU0zVk1TT7pFhd3mjjddoSXhhiQk8HpWT+zv4/13xgnjbS9b1O18R/8I3rbaXbeIbKBYY79BDHISVUld6NIUbbxleg5r0Lxd4F8N+P9PSw8TaBpviCyR/MS31O0juEVsY3AODg47ir2heH9M8L6VBpmjadaaTptuNsNnYwLDFGM5wqKABz6CgC/RRRQAUUUUAFFFFABXzHrVl4p1T9rbxoNH8S6V4aubTwnpz2txqmmm8Y25muDJ5YMqBE8wDeeTwnTFfTlcj44+Engz4lTWk3inwzpmuzWoZYZL23V2RW+8oPXacDK9D6UAU/gb46vfiV8JfDHibUo7aO/wBRtBLMLPPkswYqWTJJ2tt3DJPB6mu6qCxsbfTbOC0s7eK1tIEWKKCFAiRoBgKqjgADgAVPQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWb4k1yHwz4d1TWLhHkt9PtZbuRI8bmWNC5Az3wK0q5P4t/8kp8Z/wDYFvf/AEQ9AHE/DH49a78TBoF7B8LfEemeH9YhS5h1q7urIwpC6b0kZFmL4Ixxtzz0r2DzF3lNw34ztzzj1r55/ZH8GeLdP+Ffw61a++IV1qmhSeH7Ro/D76ZbRxxK1uuxRKq+YdmRyTzjmuN8F+F7b4L/ABl0iTxl4asvEN54o8QXf9h/ESwvC928kyyyJbXUZIIVYwyDaWjwq8A80AfXDSKpUFgCxwAT1oeRY1LOwRR1LHAr4I0X4c+BPFXwS+N/irXrxrjxJoOu681nfSag4k0Z0nkkg8hQw8os5DcDLlscjAGxqc3in4t/FL4e6D4j8N6X4viX4eWetf2H4i1J7K2mvpZClxOUWJxLIoCjaw+QOSOtAH3AzBVLEgAckmk8xPL37l2Yzuzxj1zXyV/wz/47uvgqPCd1Posz2Pix9UsPCtxqs09nc6Yo3Lpks5QOVVmcjKkAKgIx0hHhW3+M3wbtdF8E+F7HwxN4X8WSprHgHVLwiwv5oFJmtRJGSDGTIki4XZlRletAH14rBlBBBB5BFLXxhqPirw9feBfhSNC8PP4HtdG+KUGl6lozTB4rK6TzRKiOCVMZZ1xtwPm6DpXd6/rFvfftaeOLa2vI55LP4ZiO4iikDGGQ3crBWAPyttZTg84YHvQB9Jb1LFdw3YzjPOKI5EkXKMrjOMqc18TfDPwd8Pvhp+x/oHjrX9G1HxDrHiDSLCwu5E1CWO5vvOliWC18zeojhDCJMcAIpznJz0HwL0a58B/taX/h+DwrpXgKxvvBv2+40HRNUN3A8qXiJHO67ECSbXZeAcjnJoA98+MnxMm+G2i6N/Z9nHqOua5q9ro+nWkzlUeWV/mZiOdqRrI5x/drvWkWPbvZVycDJxk+leCfHhmb9oL9n6Ob/jw/tbU2Oennixfyvx5fFcvb+BfDPxt/aU+Lth8RLWPWYfDcGmwaLp95OyxWlrLbmSW4jUMMM0hIMg5G0DIoA+o2dY1LMwVRySTgCgyKrKCwBboM9a+UtQ+FvhT4kftWxaFqvneIPCtn8O7GWCzkvnlt7vF5OkckpDfvsKcgsTyd3Jwa8gb4XaPZ/sk+OPGjzajd+KvCerX1voGq3N9K82lw2l+Y4IoDu+RAoOR/Fk56DAB9n33xMn0f426X4HvrOOKx1nSJr/Tb9XO6S4gkAngZenEckbgj/a9K7+vn343TM/xm/Z3mi51B9YvASOvkmwkMv4fc/SvoKgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqvqFhb6rYXNleQrcWlzE0M0MgyrowIZT7EEirFFAHlvhb9l/4V+CdcsdY0LwVp2m6nYvvtriHfuibBGRlsdCa0PDX7Pvw68H+Kv8AhJNG8JafY60GkeO5jVj5LPneY1JKxlsnJQDOTXoVFAHz18Ov2QfCVr/al9448M6Lr2ty+IL/AFS2utjP+4luGlhSQEAOVz91gwBJxXqvxA+EPg74pQWUXirw/aav9hYtaySApLASADskUhlBwMgHBwK7CigDzu6/Z6+HN54PtfC0nhHT/wCwrW5N5BaorIY5yCDKHUhw5BILbskHmi8/Z5+HF94PsPC8vhHTxodhM1za2sStGYpmzukV1Ife2Tls5Oec16JRQBxMnwV8CyfD4+Bm8LaafCR5OleT+63bt2/137vm3Z3Z5zmmeEfgf4D8BNK3h/wvYaU8tm1hLJAh3ywM5dldictljkk5PvXc0UAcvN8MPClx4BTwRNoNnN4TS3W0XSZI90IiXG1QD6YBB6ggGs7wP8D/AAJ8NtSGo+GvDNnpOoeQ9s15EGaZ42ZWZXdiWblE+8TjaAOK7migDzj43fDO9+Iuk+H7jR7i3tPEPh7WrXWdPmusiMtG2JI2IBIDxPIvA7irPj74D/D/AOKeqWup+K/Cmn6zqNvH5KXMykP5ec+WxUjemSTtbI5PHNd9RQBg6f4F8P6Rrya1Y6Ta2mppp8ekpcQpsK2iMXSEAcBFYkgAd6pP8K/CUnhHU/CzaFanw/qcs095p+D5czyyGSRm5zlnO6urooA821D4Y3mtfHTQvGN5Nb/2J4d0ea00uzQsZRdzuBNK3GABFGiryT8zdK9JoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z"
] | B | true | string | [
"physics"
] | true | true | true | false | false | false | [
"O gráfico apresenta uma curva decrescente que relaciona a taxa de transferência de calor (em J/s) com a espessura (em cm). No eixo vertical, a taxa de transferência de calor varia de 0 a 400 J/s, e no eixo horizontal, a espessura varia de 0 a 6 cm. A curva mostra que a taxa de transferência de calor diminui à medida que a espessura aumenta, começando em um valor elevado quando a espessura é zero e aproximando-se de um valor mais baixo conforme a espessura se aproxima de 6 cm."
] | [
"Gráfico que mostra a relação entre a taxa de transferência de calor em J/s e a espessura da espuma do colchão em cm. A curva no gráfico é decrescente, indicando que a taxa de transferência de calor diminui com o aumento da espessura do colchão."
] |
Se log₂y = (-1/2)+(2/3)*log₂x, para x > 0, então
| 53 | USP_2019_53 | [
"a) y = ³√(x^2) / √2",
"b) y = √((x^3)/2)",
"c) y = -1/√2 + ³√(x^2)",
"d) y = √2 ∙ ³√(x^2)",
"e) y = √(2(x^3))"
] | [] | A | false | string | [
"mathematics"
] | false | false | true | false | false | true | [] | [] |
Cantiga de enganar
(...)
O mundo não tem sentido.
O mundo e suas canções
de timbre mais comovido
estão calados, e a fala
que de uma para outra sala
ouvimos em certo instante
é silêncio que faz eco
e que volta a ser silêncio
no negrume circundante.
Silêncio: que quer dizer?
Que diz a boca do mundo?
Meu bem, o mundo é fechado,
se não for antes vazio.
O mundo é talvez: e é só.
Talvez nem seja talvez.
O mundo não vale a pena,
mas a pena não existe.
Meu bem, façamos de conta.
De sofrer e de olvidar,
de lembrar e de fruir,
de escolher nossas lembranças
e revertê-las, acaso
se lembrem demais em nós.
Façamos, meu bem, de conta
- mas a conta não existe -
que é tudo como se fosse,
ou que, se fora, não era.
(...)
Em Claro Enigma, a ideia de engano surge sob a perspectiva
do sujeito maduro, já afastado das ilusões, como se lê no
verso-síntese "Tu não me enganas, mundo, e não te engano a
ti." ("Legado"). O excerto de "Cantiga de enganar" apresenta
a relação do eu com o mundo mediada | 32 | USP_2020_32 | [
"a) pela música, que ressoa em canções líricas.",
"b) pela cor, brilhante na claridade solar.",
"c) pela afirmação de valores sólidos.",
"d) pela memória, que corre fluida no tempo.",
"e) pelo despropósito de um faz-de-conta."
] | [] | E | false | string | [
"portuguese"
] | true | false | false | false | true | true | [] | [] |
As tentativas holandesas de conquista dos territórios
portugueses na América tinham por objetivo central | 63 | USP_2020_63 | [
"a) a apropriação do complexo açucareiro escravista do \nAtlântico Sul, então monopolizado pelos portugueses.",
"b) a formação de núcleos de povoamento para absorverem a \ncrescente população protestante dos Países Baixos.",
"c) a exploração das minas de ouro recém‐descobertas no interior, \nsomente acessíveis pelo controle de portos no Atlântico.",
"d) a ocupação de áreas até então pouco exploradas pelos \nportugueses, como o Maranhão e o Vale Amazônico.",
"e) a criação de uma base para a ocupação definitiva das áreas \nde mineração da América espanhola."
] | [] | A | false | string | [
"history"
] | false | false | false | false | true | true | [] | [] |
Os textos A e B são postagens no perfil do The New York Times
na rede social Instagram.
Texto A
[IMAGE 0]
Texto B
[IMAGE 1]
(Adaptado de: https://www.instagram.com/p/Cd9JuKEurwI/;
https://www.instagram.com/p/CeOjX6UOaZJ/. Acesso em 15/06/2022.)
Qual a relação que se estabelece entre os textos A e B? | 45 | UNICAMP_2023_45 | [
"a) A serve de exemplo e justificativa para o que B noticia.",
"b) B serve de exemplo e justificativa para o que A noticia.",
"c) A e B são, ambos, notícias sobre mudanças na política de \nporte de armas.",
"d) A e B são, ambos, notícias sobre a ausência de leis para \nporte de armas."
] | [
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] | A | true | string | [
"english"
] | false | true | false | true | false | false | [
"A imagem é um post do Instagram da \"nytimes Ottawa\" com uma marca de verificação azul, indicando um usuário verificado. O fundo é preto com texto em letras brancas que anuncia os planos do Canadá de proibir a venda de armas de fogo e a posse de armas de assalto. Abaixo, há uma citação sobre a responsabilidade de agir para prevenir tragédias, mencionando a necessidade de ação firme e rápida. A citação é atribuída ao primeiro-ministro Justin Trudeau, que propõe apertar o controle de armas no país.",
"A imagem mostra uma postagem do Instagram do \"nytimes Uvalde\" com um fundo preto. O texto diz: \n\n\"BREAKING\n\nAt Least 16 Dead in Shooting at Texas Elementary School\n\nA gunman killed 14 children and a teacher at Robb Elementary School in Uvalde, Texas. The 18-year-old suspect was also killed.\""
] | [
"Postagem do New York Times sobre planos do Canadá para proibir vendas de armas de mão e posse de armas de assalto. Inclui citação do Primeiro Ministro Justin Trudeau sobre a responsabilidade de prevenir tragédias, olhando para o que ocorre ao sul da fronteira como exemplo.",
"Postagem do New York Times sobre um tiroteio em uma escola primária em Uvalde, Texas. Relata a morte de pelo menos 16 pessoas, incluindo 14 crianças, um professor, e o suspeito de 18 anos."
] |
Examine o anúncio.
[IMAGE 0]
Ministério Público do Trabalho no Rio Grande do Sul.
No contexto do anúncio, a frase "A diferença tem que ser só
uma letra" pressupõe a | 62 | USP_2019_62 | [
"a) necessidade de leis de proteção para todos que trabalham.",
"b) existência de desigualdade entre homens e mulheres no\nmercado de trabalho.",
"c) permanência de preconceito racial na contratação de\nmulheres para determinadas profissões.",
"d) importância de campanhas dirigidas para a mulher\ntrabalhadora.",
"e) discriminação de gênero que se manifesta na própria\nlinguagem."
] | [
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"
] | B | true | string | [
"portuguese"
] | false | true | false | false | false | true | [
"A imagem é um anúncio em preto e branco com uma mulher olhando para a câmera. Ao lado, o texto diz: \"TRABALHADOR(A)\", seguido de \"HOMENS E MULHERES NO MERCADO DE TRABALHO. A DIFERENÇA TEM QUE SER SÓ UMA LETRA. UMA CAMPANHA PELA IGUALDADE DAS MULHERES NO MERCADO DE TRABALHO.\" No canto inferior direito, há o logotipo do MPT (Ministério Público do Trabalho)."
] | [
"Anúncio do Ministério Público do Trabalho no Rio Grande do Sul promovendo a igualdade de gênero no mercado de trabalho. A imagem mostra uma mulher em preto e branco com a palavra 'TRABALHADOR(A)' destacada, seguida pela frase 'Homens e mulheres no mercado de trabalho. A diferença tem que ser só uma letra.' O logo do MPT aparece no canto inferior direito, acompanhado do texto 'Uma campanha pela igualdade das mulheres no mercado de trabalho.'"
] |
O Sistema Aquifero Guarani abrange parte dos territórios da Argentina, do Brasil, do Paraguai e do Uruguai.
Possui um volume acumulado de 37.000 km^3 e área estimada de 1.087.000 km^2. Na parte brasileira estende-se por oito Estados: Goiás, Mato Grosso, Mato Grosso do Sul, Minas Gerais, Paraná, Rio Grande do Sul, Santa Catarina e São Paulo.
Disponível em https://www.mma.gov.br/.
Sobre os aquíferos e seus usos para atividades humanas, é correto afirmar: | 21 | USP_2021_21 | [
"a) Ocorrem em formações geológicas que contêm água em quantidades significativas que se movimentam no seu interior em condições naturais, permitindo seu uso para abastecimento público e estâncias turísticas de águas minerais e termais.",
"b) Consistem em reservatórios de águas superficiais formados a partir de processos de vulcanismo e tectonis mo em áreas de intensa atividade sismica; seus fluxos são passíveis de uso na produção de energia geotérmica obtida por meio do calor proveniente do interior do planeta Terra.",
"c) Os aquíferos apresentam volume de águas de grandes proporções, contudo, os custos de bombeamento e tratamento inviabilizam sua utilização e seus usos para atividades humanas, limitando-se atualmente à dessedentação animal.",
"d) Os aquiferos são formados pela ação dos ventos que acumulam areia na superfície, facilitando a infiltração e acúmulo de água nas camadas mais profundas; seus usos para atividades humanas dependem da escavação de poços muito profundos com uso de tecnologia indisponível no país.",
"e) Os aquíferos estão em profundidades que impossibilitam seu uso para atividades humanas, incluindo aqueles usos destinados a fins menos nobres, como lavagem de calçadas e praças."
] | [] | A | false | string | [
"geography"
] | true | false | false | false | false | true | [] | [] |
Vincent van Gogh. Salvador Dalí. Frida Kahlo. Casual perusers
of ads everywhere would be forgiven for thinking that art
galleries are enjoying some sort of golden age. The truth is less
exciting, more expensive and certainly more depressing. For
this is no ordinary art on offer; this art is “immersive”, the
latest lovechild of TikTok and enterprising warehouse
landlords. The first problem with immersive art? It's not
actually very immersive. A common trope of “immersive”
retrospectives is to recreate original pieces using gimmicky
tech. But merely aiming a projector at a blank canvas doesn’t
do much in the way of sensory stimulation. My favourite
element of an “immersive” show I have been to was their
faithful recreation of Van Gogh’s bedroom. An ambitious feat,
executed with some furniture and, of course, mutilated
pastiches of his paintings. While projectors, surround sound
and uncomfortably wacky seating are mainstays of immersive
art, there are also the VR headsets. But many exhibitions don’t
even include these with the standard ticket, so my return to
reality has twice been accompanied by an usher brandishing
a credit card machine. Sometimes these installations are so
banal and depthless, visitors have often walked through
installations entirely oblivious to whatever is happening
around them. Despite the fixation “immersive experiences”
have with novelty, the products of their labours are
remarkably similar: disappointing light shows punctuated by a
few gamified set pieces.
De acordo com o texto, muitos visitantes das exposições de
arte imersivas demonstram | 11 | USP_2024_11 | [
"a) fascínio pelas novidades tecnológicas utilizadas pelos \ncuradores.",
"b) desconforto causado pelo excesso de estímulos sensoriais.",
"c) curiosidade sobre a biografia dos pintores e os \nmovimentos artísticos.",
"d) apreciação pelas informações oferecidas por guias e \neducadores.",
"e) indiferença diante das simulações das obras de arte."
] | [] | E | false | string | [
"english"
] | true | false | false | true | false | false | [] | [] |
Coral reefs are colorful underwater forests which teem with
life and act as a natural protective barrier for coastal
regions. The fishes and plants which call them home
belong to some of the most diverse ― and fragile ―
ecosystems on the planet. Higher sea temperatures from
global warming have already caused major coral bleaching
events. Bleaching occurs when corals respond to the stress
of warmer temperatures by expelling the colorful algae that
live within them. Increased levels of atmospheric carbon
dioxide result in higher levels of CO2 in the water, leading to ocean acidification, which is also a threat to coral. As the
oceans become more acidic, the corals' ability to form
skeletons through calcification is inhibited, causing their
growth to slow. Increasing sea levels caused by melting
sea ice could also cause problems for some reefs by
making them too deep to receive adequate sunlight,
another factor important for survival.
(Adaptado de Coral Reefs, The National Wildlife Federation.
Disponível em https://www.nwf.org/Wildlife/Threats-to-Wildlife/Global-
Warming/Effects-on-Wildlife-and-Habitat/Coral-Reefs.aspx. Acessado
em 26/07/2017.)
Considerando o texto e seus conhecimentos, assinale a
alternativa correta.
Os recifes de corais estão seriamente ameaçados pela
combinação dos seguintes fatores: | 37 | UNICAMP_2018_37 | [
"a) branqueamento das esponjas calcáreas pela exalação \nde suas algas simbiontes; acidificação marinha em \nvirtude da elevação do nível do mar; e menor taxa \nfotossintética pelo aumento do CO2 nos oceanos.",
"b) bloqueio das conchas dos cnidários pela expulsão de \nsuas algas parasíticas; acidificação marinha em \nvirtude dos maiores níveis de CO2 no ar; e maior incidência de luz solar por causa do degelo das \ncalotas polares.",
"c) branqueamento dos pólipos de cnidários pela \nexpulsão de suas algas simbiontes; acidificação \nmarinha em virtude dos maiores níveis de CO2 no ar; e menor taxa fotossintética em razão dos níveis \noceânicos elevados.",
"d) bloqueio das esponjas calcáreas pela aquisição de \nalgas comensalistas; acidificação marinha em virtude \ndos maiores níveis de CO2 no ar; e maior incidência de luz solar por causa do degelo das calotas polares"
] | [] | C | false | string | [
"english"
] | true | false | false | true | false | false | [] | [] |
Sejam ƒ (x) = x – 2 e g(x) = x^2 – 4x funções reais. A quantidade
de números x ∈ Z que satisfazem à inequação g(ƒ(x)) < 0 é: | 54 | UNICAMP_2025_54 | [
"a) 2.",
"b) 3.",
"c) 4.",
"d) 5."
] | [] | b | false | string | [
"mathematics"
] | false | false | true | false | false | true | [] | [] |
I.
"É indispensável romper com todas as diplomacias nocivas,
mandar pro diabo qualquer forma de hipocrisia, suprimir as
políticas literárias e conquistar uma profunda sinceridade pra
com os outros e pra consigo mesmo. A convicção dessa
urgência foi pra mim a melhor conquista até hoje do
movimento que chamam de 'modernismo'. Foi ela que nos
permitiu a intuição de que carecemos, sob pena de morte, de
procurar uma arte de expressão nacional".
HOLANDA, Sérgio Buarque de. O lado oposto e outros lados, 1926.
II.
"Trazendo de países distantes nossas formas de convívio,
nossas instituições, nossas ideias, e timbrando em manter
tudo isso em ambiente muitas vezes desfavorável e hostil,
somos ainda hoje uns desterrados em nossa terra".
HOLANDA, Sérgio Buarque de. Raízes do Brasil, 1936.
Os dois excertos do historiador e crítico literário Sérgio
Buarque de Holanda salientam que a cultura brasileira
somente completará a sua formação quando | 47 | USP_2023_47 | [
"a) souber reproduzir fielmente os modelos externos.",
"b) importar uma estética à altura da sua genialidade.",
"c) abolir a necessidade de figurar o caráter nacional.",
"d) deixar a posição de colônia e se tornar metrópole.",
"e) firmar, na arte e na vida social, a sua autenticidade."
] | [] | E | false | string | [
"portuguese"
] | true | false | false | false | false | false | [] | [] |
Por se situar em uma região limítrofe entre diferentes placas
tectônicas, a Turquia tem histórico de terremotos de grande
magnitude e poder destrutivo. Em 1939, um terremoto de
magnitude 7,8 provocou a morte de cerca de 30.000 pessoas.
Em fevereiro de 2023, registrou-se um terremoto de magnitude
7,8 às 4h17 (horário local) e, nove horas depois, registrou-se
novo abalo sísmico, dessa vez de magnitude 7,6, o que levou
50.000 pessoas à morte.
A figura a seguir mostra a localização do sistema de falhas da
placa da Anatólia e indica as áreas atingidas pelos respectivos
terremotos.
[IMAGE 0]
(How the February 2023 Türkiye Earthquakes Ruptured and Produced Damaging Shaking.
Disponível em: https://www.seismosoc.org/news/how-the-february-2023-turkiye-earthquakes-ruptured-and-produced-damaging-shaking/. Acesso em 12/06/2023.)
Os tremores de 1939 e de 2023 foram gerados, respectivamente, pelo deslocamento entre a Placa da Anatólia e as placas | 32 | UNICAMP_2024_32 | [
"a) Euroasiática e Arábica; o sentido de deslocamento das placas forma falhas transcorrentes.",
"b) Indiana e Africana; o sentido de deslocamento forma falhas \nnormais.",
"c) Arábica e Euroasiática; o sentido de deslocamento das placas forma falhas normais.",
"d) Africana e Indiana; o sentido de deslocamento forma falhas \ntranscorrentes."
] | [
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] | A | true | string | [
"geography"
] | true | true | false | false | false | true | [
"Mapa mostrando a Turquia em amarelo com sistemas de falhas marcados por linhas vermelhas. Setas indicam o sentido de movimento relativo entre as placas. Áreas específicas para \"Terremoto 1939\" perto do Mar Negro e \"Terremotos 2023\" são destacadas. A Placa da Anatólia é representada com hachuras. A legenda inclui categorias: Turquia, Outros Países, Sistemas de Falhas, e o sentido do movimento. O mapa inclui também o Mar Mediterrâneo ao sul e uma bússola apontando o norte."
] | [
"Mapa da Turquia mostrando a localização dos sistemas de falhas tectônicas na região. As áreas afetadas pelos terremotos de 1939 e 2023 estão indicadas, com o movimento relativo entre as placas marcado por setas. A legenda identifica diferentes regiões, incluindo a Placa da Anatólia e outros países adjacentes, além dos sistemas de falhas representados em vermelho."
] |
Em 20 de maio de 2019, as unidades de base do Sistema
Internacional de Unidades (SI) passaram a ser definidas a partir de
valores exatos de algumas constantes físicas. Entre elas, está a
constante de Planck h, que relaciona a energia E de um fóton
(quantum de radiação eletromagnética) com a sua frequência f na
forma E=hf.
A unidade da constante de Planck em termos das unidades de base
do SI (quilograma, metro e segundo) é: | 70 | USP_2020_70 | [
"a) kg m^2/s",
"b) kg s/m^2",
"c) m^2 s/kg",
"d) kg s/m",
"e) kg m^2/s^3"
] | [] | A | false | string | [
"physics"
] | true | false | true | false | false | true | [] | [] |
There is no evidence that hydroxychloroquine helps
Covid-19 patients. So why is Congress still discussing it?
By Ashish Jha
Dean of the Brown University School of Public Health
Nov 24, 2020
Last week, in the United States Senate, the conversation was
all about the drug hydroxychloroquine. There has been no
evidence that hydroxychloroquine improves outcomes for
Covid-19 patients; some studies have found that it causes
more harm than good. The hearing and the theater around it
reflect the disinformation campaigns that have undermined
belief in science. Neither Ron Johnson, the Wisconsin senator
who is the chairman of the committee, nor his chosen
witnesses showed more than a passing interest in evidence.
Intuition and the personal experiences of individual doctors
were the guiding principles. Early in the pandemic, President
Trump referred to hydroxychloroquine as a “game changer”; “I
feel good about it”, he said.
That’s not how we practice medicine. We have to protect lives
through public health measures while we await widespread
vaccinations. By endorsing unfounded therapies, we risk
jeopardizing a century’s work of medical progress. Do we
really want to go back to not using the best evidence to decide
which treatments work? Do we want to let politicians prescribe
our medications? Science and evidence are the tools we use
to know what is true. They are the foundation of modern
medicine and public health.
(Adaptado de https://www.nytimes.com/2020/11/24/opinion/hydroxychloro
quine-covid.html. Acessado em 06/06/2021.)
Com base no texto, assinale a alternativa que responde à
pergunta apresentada no título do artigo. | 29 | UNICAMP_2022_29 | [
"a) Porque a propagação de notícias falsas confunde os \nespecialistas e fomenta discussões prejudiciais ao \navanço da medicina moderna.",
"b) Porque a grande mídia se sobrepõe às evidências da \nciência, o que leva a tomada de decisões para um \nâmbito político.",
"c) Porque faltam estudos que comprovem a ineficácia da \nhidroxicloroquina como tratamento para Covid-19, o \nque demanda novas pesquisas.",
"d) Porque algumas discussões no âmbito político e \nadministrativo são pautadas por aspectos subjetivos e \nnão por dados empíricos."
] | [] | D | false | string | [
"english"
] | true | false | false | true | false | false | [] | [] |
A escrita faz de tal modo parte de nossa civilização que
poderia servir de definição dela própria. A história da
humanidade se divide em duas imensas eras: antes e a partir
da escrita. Talvez venha o dia de uma terceira era — depois da
escrita. Vivemos os séculos da civilização escrita. Todas as
nossas sociedades baseiam-se no escrito. A lei escrita substitui
a lei oral, o contrato escrito substitui a convenção verbal, a
religião escrita se seguiu à tradição lendária. E sobretudo não
existe história que não se funde sobre textos.
Charles Higounet. A história da escrita. Adaptado.
A escrita poderia servir de definição da nossa civilização, uma
vez que | 28 | USP_2022_28 | [
"a) a terceira era está prestes a acontecer.",
"b) o escrito respalda as atividades humanas.",
"c) as convenções verbais substituíram o escrito.",
"d) a oralidade deixou de ser usada em períodos remotos.",
"e) os textos pararam de se modificar a partir da escrita."
] | [] | B | false | string | [
"portuguese"
] | true | false | false | false | false | true | [] | [] |
TEXTOS PARA AS QUESTÕES 72 E 73
Este último capítulo é todo de negativas. Não alcancei a
celebridade do emplasto, não fui ministro, não fui califa, não
conheci o casamento. Verdade é que, ao lado dessas faltas,
coube-me a boa fortuna de não comprar o pão com o suor do
meu rosto. Mais; não padeci a morte de dona Plácida, nem a
semidemência do Quincas Borba. Somadas umas coisas e
outras, qualquer pessoa imaginará que não houve míngua nem
sobra, e, conseguintemente, que saí quite com a vida. E
imaginará mal; porque ao chegar a este outro lado do mistério,
achei-me com um pequeno saldo, que é a derradeira negativa
deste capítulo de negativas: - Não tive filhos, não transmiti a
nenhuma criatura o legado da nossa miséria.
Machado de Assis, Memórias póstumas de Brás Cubas.
Não sei por que até hoje todo o mundo diz que tinha
pena dos escravos. Eu não penso assim. Acho que se fosse
obrigada a trabalhar o dia inteiro não seria infeliz. Ser obrigada
a ficar à toa é que seria castigo para mim. Mamãe às vezes diz
que ela até deseja que eu fique preguiçosa; a minha esperteza
é que a amofina. Eu então respondo: "Se eu fosse preguiçosa
não sei o que seria da senhora, meu pai e meus irmãos, sem
uma empregada em casa".
Helena Morley, Minha vida de menina.
São características dos narradores Brás Cubas e Helena,
respectivamente, | 72 | USP_2018_72 | [
"a) malícia e ingenuidade.",
"b) solidariedade e egoísmo.",
"c) apatia e determinação.",
"d) rebeldia e conformismo.",
"e) otimismo e pessimismo."
] | [] | C | false | string | [
"portuguese"
] | true | false | false | false | false | false | [] | [] |
Dois estudantes, de massa corporal em torno de 75 kg, da
Universidade de Northumbria, no Reino Unido, quase
morreram ao participar de um experimento científico no
qual seriam submetidos a determinada dose de cafeína e a
um teste físico posterior. Por um erro técnico, ambos
receberam uma dose de cafeína 100 vezes maior que a
dose planejada. A dose planejada era de 0,3 g de cafeína,
equivalente a três xícaras de café. Sabe-se que a União
Europeia, onde o teste ocorreu, classifica a toxicidade de
uma dada substância conforme tabela a seguir.
Categoria | DL50 (mg/kg de massa corporal)
muito tóxica | menor que 25
tóxica | de 25 a 200
nociva | de 200 a 2000
Considerando que a DL – dose necessária de uma dada
50
substância para matar 50% de uma população – da cafeína
é de 192 mg/kg, no teste realizado a dose aplicada foi
cerca de | 18 | UNICAMP_2019_18 | [
"a) 100 vezes maior que a DL da cafeína, substância\n50\nque deve ser classificada como nociva.",
"b) duas vezes maior que a DL da cafeína, substância\n50\nque deve ser classificada como tóxica.",
"c) 100 vezes maior que a DL da cafeína, substância\n50\nque deve ser classificada como tóxica.",
"d) duas vezes maior que a DL da cafeína, substância\n50\nque deve ser classificada como nociva."
] | [] | B | false | string | [
"mathematics"
] | false | false | true | false | false | true | [] | [] |
TEXTO PARA AS QUESTÕES DE 80 A 82
Sarapalha
– Ô calorão, Primo!... E que dor de cabeça excomungada!
– É um instantinho e passa... É só ter paciência....
– É... passa... passa... passa... Passam umas mulheres
vestidas de cor de água, sem olhos na cara, para não terem de
olhar a gente... Só ela é que não passa, Primo Argemiro!... E eu
já estou cansado de procurar, no meio das outras... Não vem!...
Foi, rio abaixo, com o outro... Foram p'r'os infernos!...
– Não foi, Primo Ribeiro. Não foram pelo rio... Foi trem-de
ferro que levou...
– Não foi no rio, eu sei... No rio ninguém não anda... Só a
maleita é quem sobe e desce, olhando seus mosquitinhos e
pondo neles a benção... Mas, na estória... Como é mesmo a
estória, Primo? Como é?...
– O senhor bem que sabe, Primo... Tem paciência, que não é
bom variar...
– Mas, a estória, Primo!... Como é?... Conta outra vez...
– O senhor já sabe as palavras todas de cabeça... "Foi o
moço-bonito que apareceu, vestido com roupa de dia-de
domingo e com a viola enfeitada de fitas... E chamou a moça
p'ra ir se fugir com ele"...
– Espera, Primo, elas estão passando... Vão umas atrás das
outras... Cada qual mais bonita... Mas eu não quero,
nenhuma!... Quero só ela... Luísa...
– Prima Luísa...
– Espera um pouco, deixa ver se eu vejo... Me ajuda, Primo!
Me ajuda a ver...
– Não é nada, Primo Ribeiro... Deixa disso!
– Não é mesmo não...
– Pois então?!
– Conta o resto da estória!...
– ..."Então, a moça, que não sabia que o moço-bonito era o
capeta, ajuntou suas roupinhas melhores numa trouxa, e foi
com ele na canoa, descendo o rio..."
Guimarães Rosa, Sagarana
A novela Sarapalha apresenta uma estória dentro de outra, por
meio da qual a personagem masculina da narrativa principal
(Primo Argemiro) alude a uma mulher da narrativa secundária
(a moça levada pelo capeta). O mesmo procedimento ocorre
em | 80 | USP_2018_80 | [
"a) Duelo, com Cassiano e Silivana.",
"b) Minha gente, com Ramiro e a filha de Emílio.",
"c) A volta do marido pródigo, com Lalino e Maria Rita.",
"d) O burrinho pedrês, com Raymundão e a namorada de Silvino.",
"e) A hora e vez de Augusto Matraga, com Ovídio e Dionóra."
] | [] | D | false | string | [
"portuguese"
] | true | false | false | false | false | true | [] | [] |
Note e adote:
Considere que o calor específico e a densidade do café e do leite sejam idênticos.
Um bom café deve ser preparado a uma temperatura pouco
acima de 80oC. Para evitar queimaduras na boca, deve ser
consumido a uma temperatura mais baixa. Uma xícara contém
60 mL de café a uma temperatura de 80oC. Qual a quantidade de
leite gelado (a uma temperatura de 5oC) deve ser misturada ao
café para que a temperatura final do café com leite seja de 65oC? | 50 | USP_2022_50 | [
"a) 5 mL",
"b) 10 mL",
"c) 15 mL",
"d) 20 mL",
"e) 25 mL"
] | [] | C | false | string | [
"physics"
] | true | false | true | false | false | true | [] | [] |
Materias termoelétricos são aqueles com alto potencial de
transformar calor em energia elétrica. A capacidade de
conversão de calor em eletricidade é quantificada pela
grandeza F = (S^2 * T)/ρk , que é adimensional e função da
temperatura T e das propriedades do material:
resistividade elétrica ρ, condutividade térmica κ,
coeficiente Seebeck S . O gráfico a seguir mostra ρ em
função de T para certo material termoelétrico. Analisando
o gráfico e considerando κ = 2,0 W/(mxK) e
S = 300 µV/K para esse material, a uma temperatura
T = 300 K , conclui-se que a grandeza F desse material a
essa temperatura vale
[IMAGE 0] | 47 | UNICAMP_2018_47 | [
"a) 0,003.",
"b) 0,6.",
"c) 0,9.",
"d) 90."
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IQ1tN5Z8wL90HjaT3FdDQAUUUUAFFFFABWVr95PZWCSW8mxzKFJwDxg+v0rVrK1+8nsrBJLeTY5lCk4B4wfX6UAXbGV5rOOSQ5Y5yce5qxVexleazjkkOWOcnHuasUAFFFFABRRRQAVmeHrue+0S3uLl98r7tzYAzhiO3sK06zPD13PfaJb3Fy++V925sAZwxHb2FAGnRRRQAUUUUAFFFFAGR4fvbi+0yGa5k3yMGydoHRiO1a9ZHh+9uL7TIZrmTfIwbJ2gdGI7Vr0AFFFFABRRRQAVg6fqN3P4murOSXdBHDuVNoGD8vfGe5rerB0/UbufxNdWcku6COHcqbQMH5e+M9zQBvUUUUAFFFFABRRRQBhTajdJ4hNqsuIdyDbtHfGecZ7mt2sKbUbpPEJtVlxDuQbdo74zzjPc1u0AFFFFABRRRQAVh3moXUWsx26S4iMqKV2jocZ7VuVh3moXUWsx26S4iMqKV2jocZ7UAblQ3dylnZz3UgYpDG0jBepAGTj8qyfGGqTaN4T1PULdyk1vbSyIwUMQVRmHB46ivm29+NniO9sLi0k1Kdo54mjYG1gGQwIPIHvQB6/4g+NWhaSjxi11QSqQNywxkcrnu9YOmfG618QapaaRaLqCT3kyQI0sEQUF2CjJDE4yR2r51vLmS/vWnkbc8hAJIA7Adq9L+Gfw91e61jQfEUdzZCzF5HKUZ38zakwzxtxn5TjmgD6El8DaRqtsp1yzW6uidzuk0igkZA+6R2wOlS6X4D8NaNeC70/TfJnAwH8+Ru4PQsR1Aroh0paAMzWrue0jszA+wyXSRvwDlTnI5q/AxeFWY5JqhrV3PaR2ZgfYZLpI34Bypzkc1fgYvCrMck0ASUUUUAFFFFABVPVZ5LbTLiaFtsiRsynAOCFJq5VPVZ5LbTLiaFtsiRsynAOCFJoAh0C6mvdEt7i4ffK+7c2AM4Yjt9K0qzdAupr3RLe4uH3yvu3NgDOGI7fStKgAooooAKKKKAOR+JP8AyJd5/uP/AOi3pnwq/wCSbaT/ANtv/Rz0/wCJP/Il3n+4/wD6LemfCr/km2k/9tv/AEc9AHY0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHGfEnxS/hrwpfXFu0sd0ixMjoisADKqnhuOme1ed+D/AIKrdRfaPEsdleusrLmK4lX5NowOAvck11viO3TU/ihpNtMu6F7M7lJIzjzT1HPYV6VSp7c3V/kOf8qOP/4Vb4N/6A3/AJNTf/F1yXiv4NaYLZ7vw1aW1leoiiKWa5mYKd3zcHcOVJHSvXaKGuwJ2PCPEXiqXxP8FtemuXkkmFzFGrOirgCSE/w/U123we/5FK7/AOv5/wD0XHUviL4W6Dr10ssthGwEYT5riVehJ7H3rpvD2g2nh3T5LSziWKN5TKVV2bkgDq3PYVpGS5ZXW9iWtkuhrUUUVAwooooAKKKKACiuN8fePrHwPZwS3cV25lkVR9njRuoY/wATD+6a8YPxj8V3Q8211aRIx8pD2sOc/wDfJ9qVx2PpmivL/ht8U4fF09xZTC8e5jVpd8kMaLsBQY+U9ct6V6hVNWJTuFFFZ2s6xb6JZpc3KSujSCMCMAnJBPcj0qW0ldlJNuyNGivnDUPjZrWp3atoV9c2sCphlntYclsnJ6N2I/Kux+G3xa/4SG4uLDUmvJ7pEaZX8iJVCAoMfKRzkntVRTkTJqJ69RRRSGFFFFABRRXk3jb4mz6X4gh03TpbmEtarOcwxsD87L1OTngULWSj3B6Jvses0UVh+KfE9p4V02O9vI53jkmEQECqTkhj3I4+U0pNRV2NJvRG5RXzXcfGfxHqMol0rUpoIANrLLaw5LevQ9iK9G+GXxPi8YPcWc/2t7qMNKHkijRdg2DHynrlvSqiuYmTUT06obmEzxhRjg55rD8YaVrWrabFDol3b206zBmafoVwwI+63OSPyrC8MaX4k8MTSXPiLULW7gdTGi2o5DHBBOUXjCt+YqHZp3K1VrGfqUXhD4Zacq3elXLLPKCBayM/LA9d7j+4f0pvwXsWt9Fu5k2iE3DrtySd22M5/Kuy0jU9K8Zae93HbTiKOUxYm+U5AB/hY8fNXE/Dr7PF4wuINPjaGz+wM5jY5PmeYgzkknpjvVLSTT3E1eN0eq15j8dP+RJsv+win/ouSvTq8x+On/Ik2X/YRT/0XJQB2vhn/kGyf9dj/IVs1jeGf+QbJ/12P8hWzQAUUUUAYekahdXV+0U0u5BEWA2gc5HoK3Kw9I1C6ur9oppdyCIsBtA5yPQVuUAFFFFABRRRQAVkXF7cJ4hFqsmIfsnmbdo+9vxnPXpWvWRcXtwniEWqyYh+yeZt2j72/Gc9elAGvXkPxm8E6n4tktDYT2kYjCA+e7Dp5nop/vCvXq8++Lni++8G+G7W+sJ3hkku0hLJGjkgpIcYbj+EUAeP+B/hzrGn+JZkkubEk2bH5Xc/xr6r7V9Q18nwfGfxEmpG7bUpi/k+VkWsPTOemMV9WQuXQk+tAElFFFAGNf31zDrS28cmIjb79u0fe3EZrZrGv765h1pbeOTERt9+3aPvbiM1s0AFFFFABRRRQAVg+KtRutN06KW0l8t2mCk7QeMMe49hW9WD4q1G603TopbSXy3aYKTtB4wx7j2FAG9RRRQAUUUUAFFFFAFHVbiW2tVeJtrFwM4B4wag0C8nvbF5LiTe4lKg4A4wPT61PqtxLbWqvE21i4GcA8YNQaBeT3ti8lxJvcSlQcAcYHp9aANWiiigAooooAKr3srxQhkODux0qxVe9leKEMhwd2OlAFfQ7ma80eCed98rbstgDOGI7fStCs/Q7ma80eCed98rbstgDOGI7fStCgAooooAKKKKACsXQr+5vFBuJN/yE/dA747VtVi6Ff3N4oNxJv8AkJ+6B3x2oA2qKKKACiiigAooooAwrTULqXxfe2Ly5to4QyJtHBwnfGe5rdrCtNQupfF97YvLm2jhDIm0cHCd8Z7mt2gAooooAKKKKACsCLUrtvFl5ZGX/R44gyJtHBwnfGe5rfrAi1K7bxZeWRl/0eOIMibRwcJ3xnuaAN+iiigAooooAKKKKAOe8SaneWEIa2m8s+YF+6DxtJ7iuhrnvEmp3lhCGtpvLPmBfug8bSe4roaACiiigAooooAKytfvJ7KwSS3k2OZQpOAeMH1+latZWv3k9lYJJbybHMoUnAPGD6/SgC7YyvNZxySHLHOTj3NWKr2MrzWcckhyxzk49zVigAooooAKKKKACszw9dz32iW9xcvvlfdubAGcMR29hWnWZ4eu577RLe4uX3yvu3NgDOGI7ewoA06KKKACiiigAooooAyPD97cX2mQzXMm+Rg2TtA6MR2rXrI8P3txfaZDNcyb5GDZO0DoxHategAooooAKKKKACsHT9Ru5/E11ZyS7oI4dyptAwfl74z3Nb1YOn6jdz+Jrqzkl3QRw7lTaBg/L3xnuaAN6iiigAooooAKKKKAMKbUbpPEJtVlxDuQbdo74zzjPc1u1hTajdJ4hNqsuIdyDbtHfGecZ7mt2gAooooAKKKKACuJ8e+I7/w/pN5dWlwYjCpYERqxGIy38Q9RWz4x1SfRvCepahbSGOa3tpZFYKGIKozDg8dRXzNrPxi8Q6zpF1p9xqMzw3ETxOptYVBDKVIyBkcGgBdZ+MfiDWNJu9Pn1GZ4biJ4nU2sK5DKVIyBkda85t8faYs9N4/nXpXgT4VXXi7Tba+jey8uVXciaWRThX2n7qn0r3Dw78I/DenaLa2+oabHLeRli8kVzNtPzEjHzDsR2oAb8J9Lsbj4aaRM8GXbzsncR0mf3r0CGGOCIRxrtRegzmoNO0600mwisbGLyraLOxNxbGSSeSSepNWqACiiigDM1q7ntI7MwPsMl0kb8A5U5yOavwMXhVmOSaoa1dz2kdmYH2GS6SN+Acqc5HNX4GLwqzHJNAElFFFABRRRQAVT1WeS20y4mhbbIkbMpwDghSauVT1WeS20y4mhbbIkbMpwDghSaAIdAupr3RLe4uH3yvu3NgDOGI7fStKs3QLqa90S3uLh98r7tzYAzhiO30rSoAKKKKACiiigDkfiT/yJd5/uP/6LemfCr/km2k/9tv8A0c9P+JP/ACJd5/uP/wCi3pnwq/5JtpP/AG2/9HPQB2NFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB5f4quhpHxR0m8fcYo7I7ggyefNHf616hXK+PvC0fijwve2aJH9plWNUeV2VQFkVudv0PavFvC3xk1Dw8wtfEN1dXe6RpP8ARreHG0rgD+HnIJpQ/kfy9Bzv8SPpOivN/wDhdfhv/ny1X/v1H/8AHK43xF8bBrKNpvh1r60u5kXy3uLeLYCG3Nnlv4QR0o1vZAl1Z1Pi34v6f4fulTytQCmJXwkMbdWI7t7V2XhLxHF4n0qW9hWYKk5iPmqqnIVT2J/vV5t428MJ4W+Deu2u2MO00UoMbsw5liH8X0rp/g9/yKV3/wBfz/8AouOrjFcsutrEt3cXa1z0GiiipGFFFFABRRRQB5B4i8BX3ibxzHeahLaTWiaaIghd0YOJSc/Ko4wx7165FEkKlY1wCc9afXJeO/G9p4L06G5uY7lvNlWMeQiseQx/iI/u0ubkgo9hqPNO55F8XrWHQvG9rJpaeQ76aisclsgySf3s+gr6JUkjmvBPhXol94x1e58Q69LDdpHA1inJjcEMjjhABj5jz15r3yrS5acYvchvmm5LYK8E/aIvpnaw0xHITEdxggYz+9Xr1r3uvnv44DPjazz0/s5P/RklSkpTjF9WXzcsXI9p8MaBaeHtOktbOFYkeUyEK7NyQo/i+grx/wDaC0qKwt7HWLVFjnLR2pfcSduJWxg8dR16170vSvHf2iR/xR1h/wBhCP8A9Fy0qsm5KXW4UY6cp0d/45Ok+FF1WZp23X32cbI0J+4W6E4xxWv4F8Z2njXSJr+0juUSKdoSLhFU5Cqf4SePmFZnwyhS58K3CzjeBesRzj+BPSvKtSuJ/g14oVLZ/KtLmyBMdsBKd7OeSZPaP19PerqNRqST67EU1zU010PUPF3xItfD+txaUEuxO9sLnckSMu0sy4yTnOR6V6ApJHNeNfBXw3cP9s17VXhnuvns1kRmBCfu3xgADrnnrXs1FnGKUtx3Td1seQ/E258Vajr9vo2g6nb2sa2q3TrPGpBO51JzsY55XjpxXmev+DD4I8TpZsIN8tkJcwyO4wXI/iA5+WvqqvAvjF/yUC0/7Baf+jZKmn7s4rzHU96En5Hvor5++Nryaz4ts9IDfuVsUutr8DcJJFzkc9D06V9AivnzxaM/FaLP/QEH/o9qIK9aMXsEny0pSPd9N0u00m3aCzi8qNnLldxbnAHcn0FeDfGuzTwxrtnqumKIGe2S2YglyctI3RsjHyivoWvB/wBo7/kH6ef+msf8paTk1JS63HGK5XHoe4Wdx9phL88NjkVMyK4wwyKxvCxY6ZJuOT5x/wDQVrbrSpFKTRnTbcUzz7VfhRoV3crJa2ESKECkPcS5zk+5rrND8Pab4dtnt9NtvIjdy7DzGfJIA/iJ9BWrRULRWRb1d2FeY/HT/kSbL/sIp/6Lkr06vMvjlj/hCrPP/QRT/wBFyUAdp4Z/5Bsn/XY/yFbNeEaVqHxG+yt9n8QWSJvOQYU64H/TKr39ofE3/oY7H/vwn/xqgD2miuCg1/WVQia8DNngiNen5VJ/wkGqf8/X/kNf8KAN3SNQurq/aKaXcgiLAbQOcj0Fblea2PirWprlkkvcqEzjyk65HtWj/wAJBqn/AD9f+Q1/woA7miuG/wCEg1T/AJ+v/Ia/4Uf8JBqn/P1/5DX/AAoA7miuG/4SDVP+fr/yGv8AhR/wkGqf8/X/AJDX/CgDuayLi9uE8Qi1WTEP2TzNu0fe34znr0rnf+Eg1T/n6/8AIa/4VRl8U6yuqiEXmI/I348pOu7HpQB6PXmnxq8O3niPwrZ21lLBG6XqSEzMQMBJB2B9RWl/wkGqf8/X/kNf8K5jx3ruoyaJCJLjI+0qfuL/AHW9qAPDE8C6nBeeQ09oWMe/IdsYzj+7X2XZyLLEWQEDdjmvgivqDwPrmoRaLMsVxtX7QxxsX+6vtQB6/RXDf8JBqn/P1/5DX/Cj/hINU/5+v/Ia/wCFAHQX99cw60tvHJiI2+/btH3txGa2a82ufFWtR6gIlvcJ5W7HlJ1z9K0P+Eg1T/n6/wDIa/4UAdzRXDf8JBqn/P1/5DX/AAo/4SDVP+fr/wAhr/hQB3NFcN/wkGqf8/X/AJDX/Cj/AISDVP8An6/8hr/hQB3NYPirUbrTdOiltJfLdpgpO0HjDHuPYVif8JBqn/P1/wCQ1/wrN1rxXrdpaI8F7sYyAE+Uh4wfUUAel0Vw3/CQap/z9f8AkNf8KP8AhINU/wCfr/yGv+FAHc0Vw3/CQap/z9f+Q1/wo/4SDVP+fr/yGv8AhQB3NFcN/wAJBqn/AD9f+Q1/wo/4SDVP+fr/AMhr/hQB1eq3Ettaq8TbWLgZwDxg1BoF5Pe2LyXEm9xKVBwBxgen1rkr3xLq8MIZLvB3Y/1ae/tUemeKNZuLZnlvNzByM+Ug4wPagD0aiuG/4SDVP+fr/wAhr/hR/wAJBqn/AD9f+Q1/woA7miuG/wCEg1T/AJ+v/Ia/4Uf8JBqn/P1/5DX/AAoA7mq97K8UIZDg7sdK47/hINU/5+v/ACGv+FRXHiTVkjBW7wc/880/woA67Q7ma80eCed98rbstgDOGI7fStCvPNO8TaxPYRSy3m52zk+Wg7n2q1/wkGqf8/X/AJDX/CgDuaK4b/hINU/5+v8AyGv+FH/CQap/z9f+Q1/woA7miuG/4SDVP+fr/wAhr/hR/wAJBqn/AD9f+Q1/woA7msXQr+5vFBuJN/yE/dA747Vgf8JBqn/P1/5DX/Cs/TfFWtXAHm3u75Sf9Ug7/SgD0miuG/4SDVP+fr/yGv8AhR/wkGqf8/X/AJDX/CgDuaK4b/hINU/5+v8AyGv+FH/CQap/z9f+Q1/woA7miuG/4SDVP+fr/wAhr/hR/wAJBqn/AD9f+Q1/woA3LTULqXxfe2Ly5to4QyJtHBwnfGe5rdrzSDxXrT69cWzXuYUjDKvlJwfl749zWl/wkGqf8/X/AJDX/CgDuaK4b/hINU/5+v8AyGv+FH/CQap/z9f+Q1/woA7miuG/4SDVP+fr/wAhr/hR/wAJBqn/AD9f+Q1/woA7msCLUrtvFl5ZGX/R44gyJtHBwnfGe5rF/wCEg1T/AJ+v/Ia/4VmJ4r1s65cW5vf3SICq+UnBwvt7mgD0yiuG/wCEg1T/AJ+v/Ia/4Uf8JBqn/P1/5DX/AAoA7miuG/4SDVP+fr/yGv8AhR/wkGqf8/X/AJDX/CgDuaK4b/hINU/5+v8AyGv+FH/CQap/z9f+Q1/woA2PEmp3lhCGtpvLPmBfug8bSe4roa8x1bxZrdrGDDe7TvA/1SHt7itX/hINU/5+v/Ia/wCFAHc0Vw3/AAkGqf8AP1/5DX/Cj/hINU/5+v8AyGv+FAHc0Vw3/CQap/z9f+Q1/wAKP+Eg1T/n6/8AIa/4UAdzWVr95PZWCSW8mxzKFJwDxg+v0rm/+Eg1T/n6/wDIa/4VS1PxRrNvbK8V5tYuBnykPGD7UAd9YyvNZxySHLHOTj3NWK4G28R6tJbqzXeWOefLT1+lS/8ACQap/wA/X/kNf8KAO5orhv8AhINU/wCfr/yGv+FH/CQap/z9f+Q1/wAKAO5orhv+Eg1T/n6/8hr/AIUf8JBqn/P1/wCQ1/woA7mszw9dz32iW9xcvvlfdubAGcMR29hXM/8ACQap/wA/X/kNf8Kp6X4n1i506KWW83O2cnykHcj0oA9Forhv+Eg1T/n6/wDIa/4Uf8JBqn/P1/5DX/CgDuaK4b/hINU/5+v/ACGv+FH/AAkGqf8AP1/5DX/CgDuaK4b/AISDVP8An6/8hr/hR/wkGqf8/X/kNf8ACgDovD97cX2mQzXMm+Rg2TtA6MR2rXrzjS/FGs3NnHJLebmIOT5SDv8ASr3/AAkGqf8AP1/5DX/CgDuaK4b/AISDVP8An6/8hr/hR/wkGqf8/X/kNf8ACgDuaK4b/hINU/5+v/Ia/wCFH/CQap/z9f8AkNf8KAO5rB0/UbufxNdWcku6COHcqbQMH5e+M9zWJ/wkGqf8/X/kNf8ACsy18V63JrE0D3uYljyF8pODx7e5oA9Morhv+Eg1T/n6/wDIa/4Uf8JBqn/P1/5DX/CgDuaK4b/hINU/5+v/ACGv+FH/AAkGqf8AP1/5DX/CgDuaK4b/AISDVP8An6/8hr/hR/wkGqf8/X/kNf8ACgDcm1G6TxCbVZcQ7kG3aO+M84z3NbteaSeK9aXVDCL393lRjyk749q0v+Eg1T/n6/8AIa/4UAdzRXDf8JBqn/P1/wCQ1/wpy67qr9Lof9+1/wAKAO3ry744ao1r4L8uEssouRltoIx5Uh7/AIVl/ErxX4g0vwuLi0vxHJ520nykPGxz3X2FfOura5qOuXb3Wo3HnzSEFm2KuSBgcKAOgoAkgvdR1O5hsBcLm4dYhuUAZY45wM45rp4vhPrsojK3enDzG2jMj+v+5SfDPQ49V8QwylEMlqn2pCzMMMki4PHXr0PFe7L4i1iynitI7wLGHA2iNDweTyRnvQBa+FPhe+8M6Fa217LbyPHFKpMLMRkylh1A7V6LXDf8JBqn/P1/5DX/AAo/4SDVP+fr/wAhr/hQB3NFcN/wkGqf8/X/AJDX/Cj/AISDVP8An6/8hr/hQB3NFcN/wkGqf8/X/kNf8KP+Eg1T/n6/8hr/AIUAdNrV3PaR2ZgfYZLpI34Bypzkc1fgYvCrMck159qHifWIEtzHebd8yo37pDkHPtVqPxFqrRgm65/65r/hQB3dFcN/wkGqf8/X/kNf8KP+Eg1T/n6/8hr/AIUAdzRXDf8ACQap/wA/X/kNf8KP+Eg1T/n6/wDIa/4UAdzVPVZ5LbTLiaFtsiRsynAOCFJrkv8AhINU/wCfr/yGv+FQXviXV4rOWRLvDKhIPlp6fSgDrtAupr3RLe4uH3yvu3NgDOGI7fStKvO9M8T6xcadFLLebnbOT5SDufarf/CQap/z9f8AkNf8KAO5orhv+Eg1T/n6/wDIa/4Uf8JBqn/P1/5DX/CgDuaK4R/EGrGNgl2A+DtJjXg/lXNX2p/EOS8kay1+zjtzjYjwpkcDP/LI980Adl8Sf+RLvP8Acf8A9FvTPhV/yTbSf+23/o568w8SXvj19IddU1y0nsySJI0iQFl2nIyIx2z3r1D4W4/4VxpOBgfvv/Rz0AdhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUwyASBOckZp9cZ8QPCNz4l0ucWD28d6Y0SOSZ2CjEm45wD2z2pN2Glc7OsLXvB+ieI0YanZCclAnMrpwG3AfKR3rw3SvizrvhK9jtPE9/Neq5MxFpbQ42EFQOQvO5c17BovxG0fXYjJa218gDlP3qIOQAezH1puKa01Fdrc5b/hRXhj/oFwf+Bc/wD8VXc6J4K8P+HXD6XYfZ2DFwfOkfkjB+8x7Vuo4cZGfxp1O7QrJnnvjzwX4g8W28lnFe2QspYkWSOYspLK+7OVQnsO/aug8GeHH8MaPNZSGIl7gy/umZhyqjuB/dqfUfFFlpkDTTRXDKoBIRVJ5OO5ryXxP8ebVo2g0Qala3DIpR5beEgHdz1Zuwx0qYy5U4rqU1d3fQ9zZwnXNOrxDwD4O8Sarrtt4g1+/sbsWryQHYSrbfLOAAqKOr5r2+qcbb7kpp7BRRRSGFFFFAHBfEzx/F4Ksbcj7SJpZF+aGNHG0h+PmPqtcR8PvAV14qnn1rxe9rqIjVrSPy5HjZcFWHCBRj5m9+ax/G3w+8VeINdhvhqOnbktlhzIzKcBmPQR471J/Y3xW/6GbSv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] | C | true | string | [
"physics"
] | true | true | true | false | false | false | [
"O gráfico apresenta a resistividade (ρ) em função da temperatura (em Kelvin). No eixo Y está a resistividade em ohm.cm, variando de 0,0 a 4,0 x 10⁻³. No eixo X está a temperatura, variando de 0 a 400 K. A curva começa com alta resistividade próxima de 4,0 x 10⁻³ em 0 K, decresce rapidamente até cerca de 50 K, atinge um ponto mínimo entre 100 K e 200 K, e depois volta a aumentar até 400 K."
] | [
"Gráfico mostrando a resistividade elétrica (ρ) em função da temperatura (T) para um material termoelétrico. O eixo x representa a temperatura em Kelvin (0 a 400 K) e o eixo y representa a resistividade em ohm-centímetro variando até 4,0x10^-3. A curva mostra um comportamento não-linear com um mínimo por volta de 100 K e um aumento gradual após 250 K."
] |
\textbf{Da moenda para a célula a combustível: caldo de cana é usado para produzir energia elétrica}
"Pesquisadores do Instituto de Pesquisas Energéticas e Nucleares (Ipen), órgão associado à USP, testaram o uso de caldo de cana para gerar energia elétrica em células a combustível. O processo dispensa a transformação do caldo in natura em etanol, feita nas usinas de álcool, impedindo a formação de resíduos nocivos ao meio ambiente. Após o êxito dos experimentos em laboratório, os cientistas vão desenvolver a aplicação da técnica em escala industrial.
'A célula a combustível tem o mesmo princípio de funcionamento de uma pilha. A diferença é que o combustível serve como reagente para ser consumido e gerar eletricidade', explica o pesquisador do Ipen, Almir Oliveira Neto, que coordenou a pesquisa. 'No dispositivo que foi desenvolvido na pesquisa, a oxidação do caldo de cana acontece no ânodo e a redução de oxigênio no cátodo. O objetivo do experimento era obter energia da biomassa com o mínimo impacto ambiental possível. Para isso, utilizou-se o caldo de cana em uma célula a combustível para gerar energia elétrica', diz o pesquisador. 'O uso do caldo de cana direto evita a formação de vinhaça, um resíduo ambientalmente perigoso decorrente da produção de etanol, contribuindo, assim, para a preservação do meio ambiente'."
Ao empregar o pronome se em "utilizou-se o caldo de cana em uma célula a combustível para gerar energia elétrica", o
pesquisador | 66 | USP_2025_66 | [
"a) indetermina o sujeito, tentando mostrar que desconhece a real autoria do experimento.",
"b) valoriza o objeto \"caldo de cana\", enfatizando a importância desse produto para o experimento.",
"c) chama a atenção para o verbo transitivo \"utilizar\", valorizando a importância de se experimentar diretamente o caldo de cana.",
"d) faz uso da voz passiva, construção em que \"caldo de cana\" atua como sujeito, deixando de haver menção a quem realizou o experimento.",
"e) escolhe uma construção reflexiva em que \"caldo de cana\" é, ao mesmo tempo, o agente e o objeto do experimento realizado."
] | [] | d | false | string | [
"portuguese"
] | true | false | false | false | false | true | [] | [] |
Na construção de tecidos biológicos, as células se
ancoram em uma rede de microfibras tridimensional (3D),
em uma matriz extracelular. Interessados em recriar
tecidos biológicos em laboratório utilizando técnicas de
engenharia genética e de tecidos, cientistas confirmaram
divisões e ligações celulares nas construções 3D obtidas a
partir de proteínas de seda recombinantes. Ao observarem
células interfásicas e em divisão, formação de actina
filamentosa e pontos de adesão focal, os cientistas
verificaram que o conjunto de células e matriz extracelular
apresentou viabilidade e força biomecânica muito
semelhantes às da parede arterial humana.
(Fonte: https://phys.org/news/2019-04-ecm-like-fibers-bioactive-silk-d.html. Acessado em
20/05/ 2019.)
Considerando as informações referentes ao estudo
mencionado, e as relações entre célula e seu ambiente, é
correto afirmar que as condições experimentais permitiram | 17 | UNICAMP_2020_17 | [
"a) a respiração aeróbica e anaeróbica para conservar as\ntrocas gasosas e as fases do ciclo celular durante a\nformação da parede arterial humana.",
"b) a síntese, o transporte e o armazenamento de\nmacromoléculas no citoplasma para fortalecer a\nestrutura celular, como na parede arterial humana.",
"c) a presença de cromossomos alinhados na placa\nequatorial das células estacionadas na fase interfásica,\ntal como na parede arterial humana.",
"d) a adesão e a proliferação celular para sustentar o\nmetabolismo e a funcionalidade semelhantes aos das\nartérias humanas."
] | [] | D | false | string | [
"biology"
] | true | false | false | false | false | true | [] | [] |
O surgimento das primeiras universidades, nos séculos XII
e XIII, marca um momento capital da história do Ocidente
medieval. Em relação à época anterior, esse momento
comportou elementos de continuidade e de ruptura. Os
primeiros devem ser buscados na localização urbana das
universidades, no conteúdo dos ensinamentos, no papel
social dos homens de saber. Já os elementos de ruptura
foram inicialmente de ordem institucional. No âmbito das
instituições educativas, este sistema era novo e original. As
comunidades autônomas dos mestres e dos estudantes
eram protegidas pelas mais altas autoridades leigas e
religiosas daquele tempo, permitindo tanto progressos no
domínio dos métodos intelectuais e em sua difusão como
uma inserção mais eficiente das pessoas de saber na
sociedade da época.
(Adaptado de J. Verger, Cultura, ensino e sociedade no ocidente nos séculos XII e XIII. Bauru:
EDUSC, 2001, p.189-190.)
Considerando o texto e seus conhecimentos sobre o
período medieval, assinale a alternativa correta. | 83 | UNICAMP_2020_83 | [
"a) A Igreja Católica apoiava a estruturação das\nuniversidades medievais, que representavam o avanço\ndas ciências e a superação de dogmas e das teorias\nteocêntricas.",
"b) A organização institucional diferencia as universidades\nmedievais das corporações de ofícios, visto que seu\nmétodo de estudo estava calcado na escolástica,\ncaracterizando o atraso do mundo medieval.",
"c) Uma ruptura trazida pelas universidades medievais foi\no início da atuação dos copistas nas bibliotecas, que\ncopiavam sistematicamente a produção de autores\nlatinos críticos aos dogmas religiosos.",
"d) A institucionalização das universidades medievais era\num dado novo no período; essas instituições se\ncaracterizavam pelo apoio das autoridades de dentro e\nde fora da Igreja, e pela maior autonomia e inserção\nsocial de seus membros."
] | [] | D | false | string | [
"history"
] | true | false | false | false | false | true | [] | [] |
Sócrates: − [...] Pois segundo entendo, no limite do cognoscível
é que se avista, a custo, a ideia do Bem; e, uma vez avistada,
compreende-se que ela é para todos a causa de quanto há de
justo e belo; que no mundo visível, foi ela que criou a luz, da
qual é senhora; e que no mundo inteligível, é ela a senhora da
verdade e da inteligência, e que é preciso vê-la para se ser sen-
sato na vida particular e pública.
Glauco: – Concordo também, até onde sou capaz de seguir a
tua imagem.
(Adaptado de PLATÃO. A República. Lisboa: Fundação Calouste Gulbenkian, 517b6-c5.)
O diálogo anterior aparece em uma passagem da obra A Re-
pública, de Platão, trecho que ficou conhecido como “o mito
da caverna”. Sobre esse diálogo, assinale a alternativa correta. | 22 | UNICAMP_2025_22 | [
"a) O diálogo trata da ideia do Bem, causa do justo, do belo, da \nverdade e da inteligência; o Bem é prontamente visível aos \nhabitantes da caverna.",
"b) Por ser causa da justiça e senhora da verdade e da inteligên-\ncia, a ideia do Bem orienta o comportamento dos habitantes \nda caverna, na sua vida particular e pública.",
"c) Embora não seja facilmente cognoscível, a Ideia do Bem – \nenquanto causa do justo e do belo – não é prescindível para \na tomada de boas decisões na cidade.",
"d) O diálogo entre Sócrates e Glauco trata da Ideia do Bem, \nque – por situar-se no limite do cognoscível – permanece a \ntodos incognoscível."
] | [] | c | false | string | [
"history",
"philosophy"
] | true | false | false | false | false | true | [] | [] |
A figura a seguir retrata a variação latitudinal dos padrões
espaciais de distribuição dos principais biomas terrestres.
[IMAGE 0]
(Fonte: James F. Petersen, Dorothy Sack e Robert E. Glabler, Fundamentos de
Geografia Física. São Paulo: Cengage, 2015, p. 158.)
Considere a figura anterior e assinale a alternativa correta. | 28 | UNICAMP_2019_28 | [
"a) As florestas têm um aumento na diversidade de suas\nespécies à medida que a precipitação aumenta e as\ntemperaturas apresentam declínio.",
"b) Os desertos e as savanas ocorrem em todos os\ncontinentes, em áreas com temperaturas elevadas e\nbaixo volume de precipitação.",
"c) A taiga apresenta espécies arbóreas de maior porte\nem razão da umidade proveniente das baixas pressões\nde médias latitudes do Hemisfério Norte.",
"d) As savanas e as florestas de monções dependem da\nsazonalidade climática: invernos frios e chuvosos,\nverões quentes e secos."
] | [
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] | C | true | string | [
"geography"
] | false | true | false | false | false | true | [
"A imagem é um gráfico triangular que representa diferentes biomas de acordo com latitude e condições climáticas. No eixo esquerdo está a temperatura decrescente, e no eixo inferior, a precipitação decrescente. O triângulo é dividido em seções horizontais:\n\n- No topo: Ártico com Tundra.\n- Abaixo: Subártico com Taiga.\n- Na parte do meio: Latitude média com Floresta, Bosque, Chaparral, Pastagens e Deserto.\n- Na base: Tropical com Tropical Úmida, Floresta de Monções, Espinheiros e Arbustos, Savana e Deserto."
] | [
"Diagrama que ilustra a variação latitudinal dos biomas terrestres em função da temperatura e precipitação. O gráfico em forma de pirâmide mostra biomas como Tundra, Taiga, Floresta, Bosque, Chaparral, Pastagens, Deserto, Tropical Úmida, Floresta de Monções, Espinheiros e Arbustos, e Savana, distribuídos de acordo com a latitude, desde o Ártico até regiões Tropicais."
] |
O primeiro relatório do desmatamento no Brasil, publicado
pelo MapBiomas, apresentou dados preocupantes sobre a
situação no ano de 2019. Foram cortados cerca de 12.000
km2 de vegetação nativa no país. Após sobreposição com
bases de dados oficiais, constatou-se que 99,5% da área
de desmatamento detectada pelos alertas apresentaram
irregularidades que incluem desde a localização em áreas
protegidas ou com restrição legal até a ausência de
autorização para supressão da vegetação.
(Adaptado de Relatório anual do desmatamento no Brasil 2019. São Paulo, SP,
MapBiomas, 2020.)
O mapa a seguir representa os biomas brasileiros. As
barras indicam as respectivas áreas desmatadas no ano de
2019, conforme o relatório.
[IMAGE 0]
(Adaptado de M. Pivetta. Pesquisa Fapesp, São Paulo, v. 292, p. 73-75, jun.
2020.)
Considerando os conhecimentos sobre os biomas
brasileiros e as informações fornecidas, é correto afirmar: | 25 | UNICAMP_2021_25_day2 | [
"a) O bioma com menor área de desmatamento apresenta \nplanície aluvial e é influenciado por rios que alagam a \nregião, processo fundamental para a abundância de \nnutrientes no solo.",
"b) Um terço do total da área desmatada corresponde ao \nbioma característico de savana, com floresta \nestacional e campo, e elevado potencial aquífero que \nfavorece a biodiversidade.",
"c) O bioma com maior área de desmatamento é \nexclusivamente brasileiro, sendo o mais fragilizado em \nrazão de sua grande biodiversidade, que inclui \nvegetação típica de floresta tropical.",
"d) Dois terços da área desmatada representam o bioma \ncom grande reserva de madeira tropical, vegetação \nrica em espécies de plantas suculentas e com \nespinhos, e fonte de riqueza natural."
] | [
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] | B | true | string | [
"geography"
] | true | true | false | false | true | true | [
"A imagem é um mapa do Brasil ilustrando os biomas: Amazônia, Cerrado, Pantanal, Caatinga, Mata Atlântica e Pampas. Cada bioma está demarcado e rotulado. Na parte inferior, há um gráfico de barras mostrando a área desmatada em 2019, totalizando 12.187 km². A Amazônia tem 7.702 km², o Cerrado 4.086 km², o Pantanal 165 km², a Caatinga 122 km², a Mata Atlântica 106 km², e os Pampas 6 km²."
] | [
"Mapa do Brasil destacando os biomas: Amazônia, Cerrado, Pantanal, Caatinga, Mata Atlântica e Pampas. Inclui barras indicando as áreas desmatadas em 2019 para cada bioma: Amazônia (7.702 km²), Cerrado (4.086 km²), Pantanal (165 km²), Caatinga (122 km²), Mata Atlântica (106 km²) e Pampas (6 km²)."
] |
O botulismo provocou a morte de 1,1 mil cabeças de gado, no
último mês de agosto, numa fazenda em Mato Grosso do Sul. A
suspeita clínica inicial foi confirmada pelo exame das amostras
de grãos úmidos de milho fornecidos aos animais,
demonstrando a presença da toxina botulínica, que é produzida
pela bactéria Clostridium botulinum.
Considerando que a toxina botulínica bloqueia a transmissão
neuromuscular, a morte dos animais deve ter sido decorrente
de | 43 | USP_2018_43 | [
"a) infecção generalizada.",
"b) hemorragia interna.",
"c) desidratação provocada por diarreia.",
"d) acidente vascular cerebral.",
"e) parada respiratória."
] | [] | E | false | string | [
"biology"
] | true | false | false | false | false | true | [] | [] |
Scientists have long touted DNA's potential as an ideal
storage medium; it's dense, easy to replicate, and stable over
millennia. But in order to replace existing silicon‐chip or
magnetic‐tape storage technologies, DNA will have to get a lot
cheaper to predictably read, write, and package.
That's where scientists like Hyunjun Park come in. He and
the other cofounders of Catalog, an MIT DNA‐storage spinoff
emerging out of stealth on Tuesday, are building a machine
that will write a terabyte of data a day, using 500 trillion
molecules of DNA.
If successful, DNA storage could be the answer to a
uniquely 21st‐century problem: information overload. Five
years ago humans had produced 4.4 zettabytes of data; that's
set to explode to 160 zettabytes (each year!) by 2025. Current
infrastructure can handle only a fraction of the coming data
deluge, which is expected to consume all the world's
microchip‐grade silicon by 2040.
"Today's technology is already close to the physical limits
of scaling," says Victor Zhirnov, chief scientist of the
Semiconductor Research Corporation. "DNA has an
information‐storage density several orders of magnitude
higher than any other known storage technology."
How dense exactly? Imagine formatting every movie ever
made into DNA; it would be smaller than the size of a sugar
cube. And it would last for 10,000 years.
Wired, June, 2018. Disponível em https://www.wired.com/. Adaptado.
Afirma‐se no texto que, no futuro, a tecnologia de gravação
em moléculas de DNA | 29 | USP_2020_29 | [
"a) será utilizada para sequenciar trilhões de moléculas \ndestinadas à pesquisa médica.",
"b) deverá ter seu uso expandido no campo da genética e \náreas afins.",
"c) continuará sendo inviável comparada a tecnologias \nconvencionais.",
"d) terá de ser adaptada para o propósito de ler, codificar e \nguardar dados.",
"e) poderá ser a solução para o problema de espaço de \narmazenamento de informação digital."
] | [] | E | false | string | [
"english"
] | true | false | false | true | false | false | [] | [] |
[IMAGE 0]
SCIENCE MEMES. Adaptado.
No meme, a inadequação da resposta à questão está baseada
no efeito de sentido proveniente da presença de | 1 | USP_2023_1 | [
"a) metáfora.",
"b) trocadilho.",
"c) sinédoque.",
"d) eufemismo.",
"e) comparação."
] | [
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wFpfjCHUJvEVp9qsrZEFrFvePDOz7juQrn7nTnr2oA+gPDfijR/FumtqGi3f2m2SQxO/lumHADEYYA9GHPvXLXHxr8BwSbP7a3Edf9FnGP/Idc78WbG28P+AIPCnhyDyBfXcQaHcZMxqrN/FubrCvT0+tdL4b+EPhfQdJ+yy2v2u4f/X3HmSx+bhiV+XeQMA4464oA6/SNZsNe0+O/wBNn8+1kAKvsZc5AI4YA9CKqal4s0TSdVttMvr3yry63+TH5Ttu2qGbkAgYBHU14xpSt8JPjHBoMTfadN1vb9nhQbfs4muAi5Zss21Y8dec1B8fLi4tfFGjzWkmydfP2tgHHyRA8H2zQB6jqvxc8F6NqL2F5q+y4jI8xfs0x25AI5CEHgiul0PXtN8R6cL/AEq5+0WxOA+xk5wD0YA9CK4+w+DfhSy8Py6a9n5s0qsHuPNlXJ+badu/sGx15rgfgx5mk/FjxP4bgf8A0C0F3sTHdJ40BycnoPWgDL+Ivj3w/r3jPRL2w1RriytPP3sYpFCbo0AwGUHkg9BX0Foev6Z4j08X+k3P2i2Lbd/lsnOAejAHowr56+IfgXw3ofjbR9O03TvItbjzvNj8+Rt22NGHLMSOSelfQuh6BpnhvThYaTbfZ7UNu2eYz84A6sSeiigDSrltW+IvhXRNQvdPv9U8q7slVp4/s8rbNy7xyFIORzxmupr5+1Lwda+Nv2i9f0++cizt4be7lTaT5oWOBSmQwK5DnnPHpQB6v4Y+IvhjxffS2Ojaj9ouo4zM0fkSphAQCcsoHVhx1pviL4leFfC161jq2p+RdLjMfkSt2B6qpHRhWBrug+HvhP4U1XxL4b0r7PdxRpEf9Ikfcryxgj5yw9O3auY+EHww0u/0KLxRrim8u7vPkxnfEbbY0kbcqwDbgAeRxigD07w1488N+LpXi0XUPtMsaF3XyZEwBgHllH94fnXSV8/fFHwXYfD7U9K8a6AhhRL6JZrMbnLuC8rSb3ZsZ2KMYwOteieIrLWfiB8LbSPSntbefVLO3uHa5kICEmOTHyoc9COgoAZc/GrwHbybP7b3MOo+yzjH/kOtvw14/wDDXi64e30XUftM8aGR08iRMAEA8soHVh+dc94P+EGgeHtAW11C2S81CRWW6uUllQSjcxX5d2BhSBxjpXFQaJo/hb9pDQrTRAiW01pNJMiSGTEhWfIJZiQRtXjigD3a6uYbK0murh9kMMbSSNgnaoGScDnoK4Of41+A4LloW1rlG2ufss/BBwf+WdZ3xl1OaaLRPB0PyDxHci2efg+UFlh5K4yfvHuK2NI+EnhPTNATTZNP853hCXMonlXznKhXbG/5c4zgdKAOks/E2kX/AIdj1+2u9+mSDKz+W4yN237pG7rx0rxDR/iJ4Ytvjx4g8R3GqldIudOSC3uDBKdzAQZG3buHKP1AHHvXa+C/hxdeGNY8Q2MyWs3h3UJka3jWWQPFGpdlU5XnBZRnf2/CuJ0b4d+Fbv48eIfDU+l7tItNPSaC3+0SjY5WAk7g24/fbqe/0oA9Q8a6l4LvfCWn6h4kuV/se6kjltZWtmk3s0bMh27GIypY8gV2rMEUsxwAMmvFvj/Y2+mfDLRrCzj8u1tb6CGFNxO1FhlCjJ5OAB1ro/jBrkkGhW3he1DLfeI5BZwTYBVB5katuHXlXI4GaALeo/GLwRpl/PZXGsYuIJWilX7NN8rKSCMhMHBHauq0LXtN8S6VDqelXH2i0lB2SbGTOCVPDAHqCOnauN8J/CPw5o+gRQ3tiJ72WALcyCaVQxKqHGN3qD2H4V57qsbfBf4nRahbA/8ACO6m8jfY4hlzsiwBufJ4eXPDfX0oA9s1bxZomh6lZ6fqN75F1eSJHBH5TtvZyVUZUEDJB61h6x8WfBuh3z2V7q2y5jYq6fZpjjBIPIQjqDXnPx7t57vxHoltbEC4maCOInoGLygeveuz8M/CXwzH4Zt11TThcXl1BHJduJ5UDOQrNwGGPmGeAPoKAO20LxDpXibTk1DSLr7TavnbJ5bJnBK9GAPVT+VM8Q+JdI8K6ct/rN39mtmk8pX8t3y2CcYUE9FP5V4b4AguPAnx0uPBttOJLS52+cwUDdttmlXrkjl+xqX4orpeo/GnR7bxCfs+mi1gV/MbYrD7Q4JLbl2qVLcg8UAehQfGvwFPL5f9t4P8P+iz8/8AkOvQa8w8SfCjwv4q8Ionh5LWO4WNBY3oupJY0UMu7oxDZVSO9dR8PtA1Hwv4KsdG1Sa3murcybnt2JQhpGYYyoP8XpQB09c/q3jfw7oeo/2fqOo+RdeXJL5fkyN8qJ5jHKqRwvP/ANeugr58+KWl/wBt/GDQ9LP3Lq5EUnX/AFZSIP05+7n0+o60AemaV8W/Bms6pFp1nq/mXE0gjiX7NMNzFgo5KADJI61seJ/Gvh/wcts2u3/2X7Tu8n9zI+7bjd9xTjG4dfWsjSPht4P8HA6tZaZ5V1bwZkn+0SnIXDE4ZyByoNee+G/A9t8RvHniLxJ4hxc6eLxkt4RuTzI1MkSjchXG0Rp0znHPfIB6V4d+JvhTxRffYdL1Pzrvbu8vyJV+XIGcsgHVhWj4y/5FO9/7Z/8Aoa1598Tfhhpw0WXxHoSJY6npam8aZ3kk3RxI77QCSuche3arXhzxWfF3wcluXjZZrQw2czEj946CIs2AABkt0oAzv2eP+RZvf+Af+hy13/iX4geGfCN0lrrepfZriSMSonkSPlSSAcqpHVT+Ved/AITnwdqYtdn2jy18recLu3TYycHAz7H6VZ8P/BQN4u1PxB4se0vTc3MtxDbW0koCO0gdXLjZkj5htxjnP0AOm0/4xeB9SultoNZzM+di/ZZucAk8lMdBWz438Sad4X8MXN3qN41oJla3gkVHYmUoxUDaCR9089OOteZfGbwH4X03wfd6xawx22pRbBGrTuzS5kjQ4DPjhT6GtXw9p1r45+AtlN4ji+2yRpc3SHcY8SI8yq3yEdAcY6UAcf8AB7xho9n4s1c3+oMJb+e4kiLRuxk3MjZJAPUKx59K9+1XVbLRNLuNS1GbybO3XfLJtLbR64UEn8BXz/8ABvwloepeKNVe7sfMazmuFgPmuNgBRR0PPDMOc9a1vHN//wAJz8aNK8Czxqmn2k26dt+4XKGJJ2XgArwhXIbvntigDtI/jb4CknEY1vgnCn7LPzz/ANc67uzu4L+xt721fzLe4jWWJ8EblYZBweRwe9cbqvwl8JajoL6ZHp3k7YytvJ58reS+0qrY3/NjPQ9awfg1qklrJr3g2aQPHoF21tBJwPNBlmJIXqPujuaAO78S+L9D8I2iXOt3v2aJ2CIfKd8sQSB8qn+6fyrz/wAWfErwt4s8Fatp+kal594Ejk8ryJV+UTR5OWUDvWNpmh2XxY+J+oeIrxGl0O2jSC2ifKsHQRMRuQgdXfuTz09L/wAXPhpocHguXV9JtPs2oWJiVW8ySTfEW2bMFiB9/dnBPy470AbnwL/5Jlp3/bT/ANHSV6VXmvwL/wCSZad/20/9HSV6VQB85/tE+JLO91DTNGsr52uLIzC+gAdQpYRMmcgBuhPGcV7p4a8T6P4s0177RLz7VbRymFn8p0w4AJGGAPRh+deD/tF6DpunatpGqWlt5d7qRnN3LvY+YUEQXgnAwCegFemeIDoXwl+HWoDRbZrEXTSi3CyGTFy0R2sfMY8fuxxz06daANrxN8RvC/hG9Sy1jUfIunjEqx+RK2VJIzlVI6qfyqbwz498OeL3lj0XUPtMkOPMXyZE25zjllGfun8q81+Ffw3g1SOTxf4jUXV7fu9xGBvj4lVX3/KVH8TjAGOetL498B2HgW807x34fhjtotKuEkvYGldmnVnjjCqXLAcF8njr7UAe20jMEUsxwBVLRdSXWdB07VFj8tb22juAhOdodQ2M9+tXWUOpVhkGgD5/0v4keGIfjprXiG41dv7Hm0xba3nMEp+b9ySoXbuHKuegHX1rZ+PmoWuq/CzSL+yl822uNRhlifaV3K0MpBwQCOCOtYek/Drwpc/HXXfDc2lbtItdNWeG3+0Sja58nncG3H77cE45rc+Pmn2ulfCzSLCyi8q1t9RhiiTcW2qsMoAySSeAOtAHb6/8UvCHhrVZtL1PVfJvYdvmRfZ5W25UMOVQg8MD1rY8N+KdG8W6e99ot39pt0kMTt5bphwASMMAejD864/wr8GvDuj+HhZ6raJe30ysl1cJNKglBLYG0NxhWxxjpXA+FtKX4efHSewtdrWt/EyQopP7mJ7lQqktknAQc9TQB9CSSJDGXc4UdTiuA/4Xb4B87YNcyv8Ae+yT/wAvLrjPirqOoeNfHdp8OdJljtXG/wC0POQUl/dJOvRSy42np1z6V3Mnwg8IN4ffSU03YvzNG/nynY5BAbG/nGemcUAdpY31vqWn219aSeZbXMSzRPtI3IwBBweRwR1qxXjvwjRvCPibxF4PuZ1MTXfn2CYC7h+8Vjz8x+WJO5Ax9SfYqACvPZfjZ4Cik2f23n1P2Wfj/wAh0nxn8RT+HfAEpgjLtqMhsDgjgSRSc8g56f8A16PC3wd8NaBoYsryD7fdv/x8XW+SLzsMxX5A5C4BA464zQB5t441rT/EPxu8C6ppdx9ospxZ+XLsZN228kU8MARyCOlfRlfLmveE7bwd8efDun2KhLGS8sZ7eMFjsUyhSCWJJ+ZWPU9a77466nqly+keEtLmCjU0lkuYyoO8IUdOxYYKN0x+NAHRyfG3wCkoQa5kZ5P2Sfj/AMh122l6rZa1p8N/p83nW0yq6PtK5BAI4IB6EVxejfB3wppehy6fNZfaZJ1K3E/myp5gySvyhzjAOOOuK4HQzL8Jvi6nhzes+l6yQ1rBHx5HnThEyzZZtqx4680Ae83NzFaQNPO+yNcZbBOMnHauCHxu8AGbYNc+Xs32Sf8Al5dcV8Ub298c/EWy+HdhKlmU3+dNLhlkzEk68AZXG0jg85rub34PeELjw3LpEGneRw7QS+fM3lSkEB8F/mxnOCcGgDt7G9t9S0+2vrSTzLa5iWaJ9pG5GAIODyOCOtYfifx14e8H+SNbv/szz7vKXyZH3bcZ+6px94dfWuI8Jaff/B7wZ4im1dobvT4L1ZbbySUZgzLHk7l442Hq3f6nnvhT4AHixf8AhNfFDRXz3bK1ttLRspjLxtuCbV/hXHXp2oA9Q8N/Efwt4svWstI1Lz7pUMhj8iVcKCBnLKB1YV0Gp6nZ6Np0t/fzeTaxY3vtLYyQBwAT1Irx/wCJnwvstNsT4o8MxrZX2nv9skJMkmRGHkLfMWHULwRjiuk8SeI7bxb8FrrXLOKWKC62bUlxuG24CHOCR1U0AaV38WfBVnp1tfSaziC6UtA32Wb5wGZemzI+ZGHPpWn4V8caB4zW6OiXv2k2uzzh5Uibd2dv3lGc7W6eleV/BLwDo2q+EV1zVbQXFy88kcLeZIm2MFeMBgD8wY9O9c58Q/A9rb/F/TtE8Oqtg2oWRuXZi0o8zdMWPzEnkJjA4oA9al+NHgSK6EB1r5sgH/RZ+M/8AruLK8g1Gwt721k8y3uIlmifBG5GGQcHkcEda858U/DXwrpXw31yO10zZ9msJ5oz58pw6qzqeWPRgOtZv7O1y8vgO9jc52ai4U+gEUXFAHY2nxO8H32k6jqltq++z07y/tUn2aYeX5jbU4KZOSMcA471U0v4veCdX1GCwtNY33NxKsUKfZphuZiABkoAOT3rwD4T+Ax431y4Fy6/2babftUZDZfcr7MFSMYZfUV638S/hLoM3hW61TSYvsF9psL3PmbpJfNjjR28rDPgZYg7sEjFAHrtcx4l+IPhnwlMkGs6j9nnfOxPIkfOACeVUjowrhfBvxIls/gnc69c2bynRZIrDyg4UuFEKZzt4+/nGD061l/CT4d2niHTl8ZeIil/PenNsoLxmHy2eNs7CAc7V7dqAPTPDPxE8MeLr17LRtS+0XSRGV4/IlTCggE5ZQOrCuprwj4ofDS08OLD4u8LRi0urS4W5kQl5PmTfIZMsWHVV4xjj8K634k+JE1D4L6jrWkSfu5fL8uUbWxi4RT0yOxFAFu7+M/gazujbyaz8y43f6LPxnn+56V1HhzxPo/izTnv9Eu/tVskhiZ/LdMOACRhgD0YfnXl3wj8MeC9Y+HttHKsFzf3AnF5H9qZZMeYV+ZFf5fl2dMcEHvXR+B/h5eeBfE+ry2Eto2i6i6uIt7iSEKZdq4IO7AdRncOh/EA0tUl8Hr4901L6ZRr5kP2VDbliW2Ln59hx8u3+IV558evGOi32gQaFZagzalb6krzwiORcIqyo3zEBT8xAwDVrxX/AMnA+Gf+vlv/AETHVP4+eENC03QbfXbSx8vU7rU1jmn81zuVlldhtLbRlgDwKAPVvD3jXw54wju/7F1D7Wtrs8/9xIm3dnb99RnO09PSq/w/l8Ly+HZG8JSrJp32hgzLAYv3mFzwVXtt5xUuheCfD3g63vf7B0/7J9q2ed++kk3bSdv32OMbm6eteffA/UU0f4O6vqciF0s7m5uGQHBYJEjEZ/CgD0TxR458PeDjbrrl/wDZWuQxhHkyPuC4z9xTjqOtZ2gfFTwh4k1WHTNO1Xzb2ckRxfZ5V3YBY8sgA4BPWvPfh94dsfifrGu+LdfiFzbLfPb2MO9kaJPmcqShUHiVeTk8Gtr4k/DfSrPQ7rxRocAtNX0xReJIWkk3GMq2cMxUYVD2I9aAPVbu6hsbOe7uX2QQRtLI+CdqqMk4HJ4Fczc/Evwja6Faa1Nq23T7vf5Ev2aU79jbG4C5GG45FYXh/wAXJ4x+DOp3u2X7RbadLa3LyBRvmW3BdgF4wS3t9K4H4LfDyx17Szq+uRLc26/8ecYZ0KfNIr5KkZyQPXp2oA9b8NfEnwt4svmsdJ1Lz7tUMhj8iVflBAzllA6sK6yvnz4yeE7Lwfqek+MtJURNHeQIYMs26Rd7h9zEgcIoxjtmvbvDN/JqvhTR9RlGJLuxgnce7IGPp60AatFFFABRRRQAUUUUAFFFFABRRRQAV80/tD/8j7pn/XhF/wCjZa+lq+af2h/+R90z/rwi/wDRstAH0tRRRQAUUUUAFFFFAHEfF7/kl2s/9sP/AEdHXMfs5/8AJPb7/sKSf+ioq6f4vf8AJLtZ/wC2H/o6OuY/Zz/5J7ff9hST/wBFRUAevUUUUAFFFFABRRRQAUUUUANkijmjMcqK6HqrDIP4V8z6Lr91ovwG1i1nllM02rTabsdjlVNqBtAJBAyOn6V9NV8jXkk918WJvDMzf8SqfxW0rQ4HJafy87h833eOtAH0X8MtHtdH+H2ji1iWM3dpBdTYUDMjRJuJwBzx35rz2VpdB+LfxDntYxBAPD0lxEI1KgNHDDyMYHVj09a9psbSKwsLazgGIreJYkGTwqgAdfYV4p+0HeXGjnSLmz+Q31veWdw3B3Iwh4wc44Xtj60Aa3wFt1u9C1jXbiEi9utUmzK6/MyMsT9TyRnnrXN+K+f2h7X/AIH/AOki16v8OLGGx+HuheSuPPsLed+TyzRJnr9K8o8V/wDJw9r/AMD/APSRaAPf3+430ryD4Pf8j/8AEz/sKD/0bcV6+/3G+leQfB7/AJH/AOJn/YUH/o24oA0NI/5OK1z/ALBR/wDbWsj462l3enSYLW5Fs7zLtmdyiKQkxPzDocAj8aPEPiC38B/GqTW9VTbYajbG2EuSdoAt9zYUMTjaeMDNanxX0+Px/wDDCO80Gb7R5VxDdQjbs81SCuPnK7eJd3PpjvwAcp/wqz4vf9D5/wCVe7/+Io0z4NePP+Ex0bW9c8QWOoCwu4JWaa8nlk8tJA5VS6fXAyBk1u+DvjvoF1pAHie9+xXqdW8qSTzMs3/POPAwNv1zXLaIb74s/Fu18RKnkWGkSIYnyrb1inDhcfKRkSdSD+NAH0VWL4w/5EnX/wDsHXH/AKLatqsvxLbSXvhbV7SFd0s9lNGgyBlmQgdfrQB5h+z5/wAi9q3/AGEpv/QIqz/iu1v4N+JHh7xZEhE9z9p85lAydsKRrzwejdzVP4MeKLHw7rGqeFdTPkXbXtw6nDNl1Cgr8oI6Rsc57fSux+O2jWt98ObzUpY911YbPIbcRt8yaJW4zg8DuDQBynhUXPi74z+MI9TgM1nDaXunRSMhZAouFwuWyM4Y8D8qjXxQ+hfDfxrpOnS+TPoN/wCVCN23Ae9fptIPT0Arof2fpJL3wjq2o3Db7mfVpnkfGMlo4mJwOOpryX4iaXdj4t+ItB0vkX86TvHx87GMTHljxyzHqP6UAeqeFNLbTv2cNQ861e3u5NLv/OWSPY/BmxkEZ6HvWh8ApIn+HsvlbflvSr4x97yos5r0TVtMj1XQr/S2by47u2kty2M7Q6lScZGevrXgvhDxDP8AB/xrfeGfEUn2fQZ3muYJNofILbElwgZ+RFjaTxnJ9wD3LxNLBD4eupLnb5Q2bt2MffHr71wvwFtby1+Hr/a2c+bdmWHcTxGYotuM9uvTiuR+JPxRsvGOmv4U8Kp/aBvsZny0W3YUk+7Igz91h1HSvbPD2nNo/hrStMd97WdnDblsY3FEC5xk+nrQBpV4x8Po5Yfjp4riuCfOFhDndnP3YvXn0r2evF/Hzz/Dn4j2/jqIeba6uwsrwcL5SgRY/vE5ETHhRjHXpkA9nYqF+bGPevCP2a/+PbxD/wBu385q0PGXxS03xZ4WGh+EJ/teuX7RgQ7Gj8kL+8c5kQK2Am3qOuR0rP8A2a/+PbxD/wBu385qAK3wp/5OA8ZfS9/9KkpPG3/Je7T/AIH/AOkq0vwp/wCTgPGX0vf/AEqSk8bf8l7tP+B/+kq0AdH+0b/yT2w/7Csf/oqWpGDN+zzEEBLfY7PAHX/ljUf7Rv8AyT2w/wCwrH/6Klrr/hxEk/w40eORdyGzgyM4/wCWSUAeD+AvA3j3XfD0d54b8WR2Fo2f9HXUZ4mT52HKopAyQx/Gumn+EvxZureW3uPG8c0EqFJI5NVumV1IwQQUwQRxiszwvrE/wS8W6hpGrw+fZ3nl5udwXbsjZvuqHJ5lA6//AFt74i/F6w17Th4d8IT/AG2TUf8AR3k2NHkSB0KYkQeqnOR1+tAHeeHfDl54S+E9tod/JBJdWu7e8DEod05cYJAPRh2rmf2e/wDkVLn/AID/AOhy10vhrQ5fDvwf03TJz++jt1kkHHyvJJ5jLwSDgsRnPOM1zX7Pf/IqXH/Af/Q5aAKfxusdQ1DXdHtrC6+ySvtCTvI0aKQs5PzDoSAR+NZ3/CrPi9/0Pn/lXu//AIiuz+OPh2fXvh+WtBuuLO6inCcDePmTGSQB/rM59sd6zvCvx48N3mlKfEV3/Z94vVfLkl3fM39yPA4C/nQBzumfBnx3/wAJlo2ua5r9jqH2C7glZ5ryeWTy0kDlVLp9cDIGTVT4/wD/ACM2j/8Abb/0CKjwzFqHxX+KsXieYeXp2lSg20nynIinEipgbT92TqQfxo+P/wDyM2j/APbb/wBAioA+ia8A+Fv/ACcL40/7fv8A0qSvf68A+Fv/ACcL40/7fv8A0qSgC18Wf+SkeH/+3n/0Sle614N8dpxovijw3qjR71P2r5c4z8kS9efX0r2Pw94l0jxVpzX+i3f2q1WQxF/LdMMADjDAHow/OgDWrybw5/ycp4w/7B0P/oFvXrNeTeHP+TlPGH/YOh/9At6ANX447v8AhU2rbc43wbsennJ1/HFeW+F/h38TNT8OWl5o/jNbawk3+VCuqXKBcOwPCrgcgnj1r3nxl4cTxb4UvdDefyFuvLzJs3Y2ur9Mj+7614l8NviNJ8P5ZPCXjA/Zba2x5Z+/9n3b5D/q1YtuLr34z9RQAuofBj4navbi31Lxda3sAbcI7nUrmRQ2CM4ZCM4JH4mvRtc8TJ8LfhvpNtdvBLqVvZQ28cancsrRiNHKglWIAOf515r8QvGcXxT1XTvCnh5fOs/tUUpuslcHc8edjqp6SKevtWh8aPCF7b/DrwvKvzQ6BZi3uW+UcsIIwcbvVT0zQAJZfFz4hWkd4l9H4eUEsI1mu7QtztwR82fu5/Gqem+Gbrwt8efCtnf6lcahezac9xczTzmX96Y5wwViAduVJGeea67Svj34Xl8Nfar6T7LqgR2+wYlfLAttXzBHt5AXntu9q4fTNd1fXPjFovirVbfyLBlmitW3o2ImimdB8oB6MeSM+tAHbfFBlT4ofDkyD5TqDgZ9S0AH64r12vNfjFoNxdaNZ+KLKXF54cf7ZFFtHz/vI2Y5JwNoQnkHPTFZ2j/Hjwy/hdZ9Tu9mrxwc23lyHzpAgP3lj2rlsj0H0oA9TW+s2vGtFu4DcpjdCJBvGRkZXr05ryjw9/ydB4s/7BSf+g2tVvhRpd74l8Xaz4/1G38uG8n36c+8Hcg82IrhSCNoCjLLzjPvVGXxNpPg/wDaN8S6jrt19ltJ9Oiijk8t3yxS3OMICf4G/KgDU/aN/wCRDsP+wnH/AOipal+LwP8Awn/wzPYarz/39t6pfH++t9T+GWjX9nJ5lrdX0E0L7SNyNDKVODyMgjrXXfFzQf7X8C3t5bw79S01PtNq+7Gza6O5wSFPyoeufagDvK8C/aWBZ/Cyqfm/0v8A9o1seCfjh4ej8NW9n4hm/s6+so1tsbZJvP2Io3/JHhcndxzjFc/odvJ8V/i/da29r53huzlZdvmbcoYmjRs/K/zNGGxg4zg0AbHxg/5KD4T/AOvyz/8ARslezWP/AB4W3/XJf5CvGfjB/wAlB8J/9fln/wCjZK9msf8Ajwtv+uS/yFAHhH/N3f8An/nwrv8A4jfC6w8dxtd+bJDqkVuY7dwyqmRvKhzsZtu5ucVwH/N3f+f+fCq3jCKf4W/FceJLWPzLDUjvun3AfNJO0jrg7j0jHIA9qAMW40j4ofDS5tfJub7UbOEMqxWr3M1qgwBhgAoHL8e49q9x+GfjCbxx4Mh1a6SCO8E0kNwkAIRWByMAsSPlKnk9Se2K5bWPj34WtvD4udNl+26kURjZbZY8MSu5d7R44Bbnvj3rQ+Buhz6J8OUFyuyW7u5bgrkHHROoJ/555/GgD0mvE/Ff/JwPhn/r5b/0THXtleJ+K/8Ak4Hwz/18t/6JjoA9W8VBz4Q1oICXNhPtC9c+W3Svnfwn4G+IOuWM93oHioadbGaTNudQnhZSJHByqKQOQx/Gvp11V0ZGGVYYI9q+e7bxM/wo+KfiODUbfdpurXZnWbfjYuHkA2qGY8ygdumfoAPn+EvxZureW3uPG8c0EqFJI5NVumV1IwQQUwQRxiup8M+CtS8CfCrV9L1Se0mnlvRcK1q7MoU+UuDuVTnKHt6Vz3xJ+Llt4h0+Lw54Lu/tMmosLeWXyym9ZA6NFiVBjOU+YEfzrqPD3hNvCHwemtJDie6MN3On9yRhEGXOSDgr1HHtQBifAe9h03wRq19cHbBbRCaQ5AwqtMT146Cs4eO/H/xA1fUdO8N21tb6ZHPLHDqCpOg2htq5kRmXftdW4+tL8JbOfUfhP4psbVN9xc6fJDEmQNzMJwBk8Dk96zvhJ8QdM8AR6n4Y8S/6F5d5LK8/zSYlHlxmPait/cY7s44oAh8YfDvxVpngPW9a8W+Jbi/kt/INpBFfSyxjfKquHWRfdcYPUc9BXonwy/5N+tv+vS9/9Gy1558VPiFceONPu7Pw2nmaDYlftlzkDz97IY/ldQ64dWHGc9+K9I+EcX274H2NrHy7xXUWPcyyf4igDmPgb/yMniH/AK+Ln/0OOuJ8TaVrWtfH6607RL46fqsuzybkzPEUxahm+ZQWGVBHHrW/8MvEum+FviP4i0rVZfs+bq7VH2s+XEi/LhQeyMc57VtfEzQ77wl4/sfiTYR+fbxzK1/8yr5abY4QOSSdwLDKrx+tAFD/AIVZ8Xv+h8/8q93/APEV0nwy+GfiTwhr97qWtalZ3bXTh5Hinkkd2xJksWQZJLg5z61PefHjwjHoH2q2u/O1Iwb/ALF5cq7ZNudm8x7fvcZ6d6h+C+k3M51zxjdReWviC4+1QR7gfL/eTZGQefvDqBQBH+z20Y8GakhK+d/abnH8W3yofxxXd+OjCPBt+bjZ5X7vdvxj/WL615Xr2tN8L/jRdapPaeZo2q28MWfMx5G7YrPwGZseSxxgZz+bfif8VND8UeEZfD/hyf7dc3rR7zseLywrbz99AD9wDqOvtQB13wL/AOSZad/20/8AR0lelV5r8C/+SZad/wBtP/R0lelUAeA/tM/8yv8A9vf/ALRre/aKBPw70/A/5isf/oqasn9pOxuJ7LQLuNMw232jzWyPl3GEDjqefSvQG1LSvid8PdWGjTfaA8U9qp2smyYxnA+YLnh1PpzQBpfD94n+Hvh3y9vy6bbK2Mfe8pc1ifGz/kkWuf8Abv8A+j4688+HPxBt/h5PfeEfFg+zRwTyul7y+Nu2MR7I1b+4x3Zp/iTxwvxP8baL4W0EebpBulN1L937RGCkjHDqrJt8t+hycfQUAev+Bf8Aknvhr/sFWv8A6KWugqvYWcenada2UIxFbxJCg5+6oAHX6VYoA8k0L/k5zxP/ANgdP5W9M/aN/wCSe2H/AGFY/wD0VLWTqnibT/BH7Q+ralq7+VaXmmxRCTDNjPlc4UE8eW3GO1W/j3qVpq/ws0m/sZfNtZ9RhkjfaV3K0MpBwQCOCKAPaa8L1/8A5OE0v/rhF/6VmvdK8L1//k4TS/8ArhF/6VmgDlfG2laxrX7Rl9p+g3/2DU5vL8m5854tmLRWb5kBYZUEcetdB/wqz4vf9D5/5V7v/wCIq98bPDWpadf23jbQl2TQbvtc+VOzcI4k+Vzg5BI4X6+tbFr8fvC0vhtr64byNVCSMNNxK2WGdq+aI9vzYHPbPtQBl+CPhT400P4gWHiHXdctL6KASCXF3NLI4aN1H30GfmfPJ9a9srxn4NC48Ua94j8Y39tsWW7C2Xzg+UD5jMnGM4Eq8sOc/XHs1AHj/wC0KrjwnpTlv3X9qQgjPGfLl5r2CuO+J3hE+MvBlxYxjdc2+66tk6b5VjcKudwAyW6niuM8FfHXQ59EVPFN/wDZb+POX8l383LN2jjwMDb9c0AY3xR/5OE8F/Sx/wDSt6b8atP1HU/ih4etNNvBZXMlg/lXDStGqkGQt8yjI4GOPUVx934ln8X/ABt8Oa5JB5FvcX1kLaPeG2xrKqnnAJ+dXPIz+GK9R+PPhG913R7HV7E5k0wOGj4+cSNGo5LDGME9DQBz/wDwqz4vf9D5/wCVe7/+Io0z4M+O/wDhMtG1zXNfsdQ+wXcErPNeTyyeWkgcqpdPrgZAya6DQ/j74cuNBkuNWf7JqSIzLa4kk8xsthd6x4GQF59/auT8HWuqfFT4oHxVqDf8S3TZs2b4X5fLmWRIsDaxwsh+Yg+9AFz/AJu7/wA/8+Fe/V4j8ZtD1TRNXs/HWgrsnt9/2ufKnZuWOFPlckHILDhfr61fvPj54efwnJc2svl608cgSz2yHy2w207zHtPIU49/agDZ+MV5a3vwn8RRWlzDPJC8CSpFIGMbfaI+GA6Hg8Gp/gn/AMkh0P8A7eP/AEfJXNfCXwtNq/h/xJq2vw5HiK7S4MW4fMg/eq+UIxkyHjAxt98VyngLxbcfCfxFd+GPFcflWjmP9/kN9m+VpPuxhi+4yL34oA9u8eMq/D3xJuIGdLugM+vlNXmehf8AJrtv/wAC/wDS01kfEj4kwePGsvCfhL/SRdTpuu+U3bt8Zj2SKuPvqd2e+PWvTfiBYW+mfC3UbO0j8uCPy9q5JxmdSeTz1JoAzvgT/wAkp0//AK7T/wDow1z/AIw/5OT8L/8AYKb+VzXQfAn/AJJTp/8A12n/APRhrn/GH/Jyfhf/ALBTfyuaAPSPHf8AyT3xL/2Crr/0U1edfs5f8iVf/wDYRk/9FxV6L47/AOSe+Jf+wVdf+imrzr9nL/kSr/8A7CMn/ouKgDH/AGaPveKf+3T/ANrV7F4yIHgbxAW6DTbnP/fpq+Vvht4p1Dwdq8+sQwefpkO37bHvVc5V1j5ILfeb+EfWvTviH8W7TxFp8XhvwZc/a59TYWsj7DHvEgeMx4lQAZJT5sjr25oA5nRQT+zd4zcH5DqybRn/AG7f/EV7D8GmRvhRohjGFPn4GP8ApvJVXwp8NoLH4XHw3e/I9/5V1drydku2MsuQ3ODH1BArzr4fePbr4Z6lN4Q8ZD7NaQbdjcP9l3BpDxErF9xde/H5igD1/wCJMkUfw91zzSvzWM6pux97ynxj3rD+Fmjwal8FtJ0zVrQSRSed5kNxGDnFw7DKsPUA8iuA+IPjyL4mXVj4S8MR+fDJcxyNeZK8EvGV2SKvZ1Oc+1ekfFjwnceI/Alza6Xb+dfRbfIi3hc5lQtyxA6AnmgDzLXvg34r8K3V5e+Ddauk05E3RxR3UounwgLAiJADllwP+A10Pwr+Ieuf27F4P8W2V9HqE6A2cs8Th2CI5dpDI2Tny+CB13Zpvw5+M3h+08G29p4n1TyNTgeRSfs8jeapYsrfIm0fe24/2c96b4b1FviP8a4PFemwbNM0OFrNpN+fNDC4CPhgrLncOMHHc0AO8V/8nA+Gf+vlv/RMdX/2iv8AkQdN/wCwtF/6Klqh4r/5OB8M/wDXy3/omOtH9ohHf4f2JRc7NUjc89hFLQB6tc/8e7fh/OvC/hkM/s7+LAOvl3//AKTrXqeg+N/D3jK2vP7Cv/tZtdnnDyZI9m4nb99RnO09PSuF+AtpDf8Awp1CzuF3Q3F7PFIuSMq0aAjjnoaAF/ZyGPh9qAPX+1ZP/RUVd/48IHw88S5IA/sq66/9cmryLQ9fX4OeOtY0XWrbyNH1W4a7tZvM3eTEGlCnaodm3YQckEYzjrVv4gfFHSvGGmp4Q8Kt9vn1iRLc3GGi8n50IG2RAG3fMOoxjNAEfwf/AOSF+K/+ut3/AOk0ddT8Cf8Akm9l/wAD/wDR0tbEWhr4d+EF1p3leXPHozi4G7OZRb7WPUjqO3FY/wACf+Sb2X/A/wD0dLQBk/tG/wDIi2H/AGE4/wD0VLXofgT/AJJ74a/7BVr/AOilrzz9o3/kRbD/ALCcf/oqWvQ/An/JPfDX/YKtf/RS0AdBRRRQAUUUUAFFFFABRRRQAUUUUAFfNP7Q/wDyPumf9eEX/o2Wvpavmn9of/kfdM/68Iv/AEbLQB9LUUUUAFFFFABRRRQBxHxe/wCSXaz/ANsP/R0dcx+zn/yT2+/7Ckn/AKKirp/i9/yS7Wf+2H/o6OuY/Zz/AOSe33/YUk/9FRUAevUUUUAFFFFABRRRQAUUUUAFMMMRcOY0LjoxUZp9FABTXjSTG9FbByNwzinUUAAAAAAwB2phhiL7zGhf+8VGafRQAU1Y0RmZEVSxyxAxn606igCnqOkabrEKQ6np1pfRI25UuYVlVT0yAwODUlnYWenW4t7G0gtYB0jgjCKOMdBx0A/KrFFAGXf+GtB1Wfz9R0TTbyb/AJ6XFqkjdAOrA9gPyrRiijgiSKJFjjRQqIgwFA4AA7Cn0UAFFFFAGdcaBo13fLe3OkWE12o2rPJbI0gHPAYjPc/ma0GVXUqwBB7EUtFACKiou1FCj0AxTfKj8zzPLTzP720Z/On0UAFVr/TrHVbU2uo2VveW5IYxXESyISOhwwIqzRQBS07R9L0hGTTNNs7JXxuW2gWMNjOM7QPU/mau0UUAFMlijuIXhmjSSKRSro6gqynggg9RT6KAM2w8P6LpVw9xp2j6fZzuCrS29skbMCQSCVAJGQD+FX44o4s+XGiZ67VAzT6KAGLDEjl1jRXPVgoBNBhiZ97RoW/vFRmn0UANeNJV2yIrjOcMM0qqqKFVQoHQAYpaKAIbu0tr+2e2vLeK4gfG6KZA6tg5GQeDyAaq6doWkaOWOmaVY2Rb732a3SPPTrtA9B+QrQooAQgEYIyPekSOOMYjRUHooxTqKACsu/8ADOgapOZ9Q0TTbuY9ZLi0jkboB1IJ6AflWpRQA2ONIYkiiRUjQBVVRgKB0AHYUjwxSEF4kYjuyg0+igApiwxI5dY0Vz1YKATT6KAILyxtNRtXtb61gurd8b4p4w6Ng5GQeDyAfwqPTtK07SLdrfTLC1soGbeY7aFY1LYAzhQBnAHPsKt0UAFNEaCQyBFDngtjk/jTqKACqmoaVp2rQiHUrC1vIh0S5hWQdj0YH0H5VbooAq2Gm2Gl2/kafZW1pDnPl28SxrnAGcAAdAPyq1RRQBlx+GtBhvvt0WiabHd5B89bVBJxjHzYzxgfkK0XijlGJEVx6MM0+igArJn8L+Hrq8+2XGhaZLdbt/nyWkbPuznO4jOc81rUUANREijWONVRFAVVUYAA6ACqGo6Bo2sOr6npNhesowrXNskhA54G4H1P5mtGigCGOztorWK2jt4Ut4lCxxKgCIAMAAdAAOKmoooAzL/w3oWq3An1HRdOvJlXaJLi1SRgMk4ywJxkn86vwQQ2tvHb28UcMMShI441CqijgAAcAVJRQAxoo3YM8asR0JGcU+iigBnkxeb5nlp5n97aM/nRLFHPC8M0ayROpV0cZDA8EEHqKfRQBl2fhnQNPvBeWWh6bbXQJImhtI0fJBB+YDPQn861KKKACmGKMuHMalx0YjkU+igAqG7s7a/tmt7y3huIHxuimQOrYORkHjqAamooAoadoekaPu/szSrGy3Z3fZrdI89Ou0D0H5CrxAYYYAj0NLRQAxIo4hiNFQf7IxVHUdA0bWHV9T0mwvWUYU3NskhA56bgfU/ma0aKAIbaztrK1jtbW3hgt4xtSGJAqKPQAcCpEjSNdsaKg9FGKdRQBmX3hzQ9TulutQ0bTru4Vdiy3FqkjheTjJBOOT+ZrRdFkRkdQyMMMrDII9DTqKAMiPwp4civPtkfh/Skug/mectnGH3Zzu3YznPOa1wMDA6UUUARXFvBd28lvcwxzQyKVeORQysCMEEHggiqlhoOjaUHGnaTYWYf732e2SPd067QPQfkK0KKAGoiRrtRVVfRRinUUUARzQRXMTRTxJLG3VHUMD36Gq2naPpmjxNFpmnWllGzbmS2gWME8ckKBzwPyFXaKAKeo6TpurwLBqen2l7CrB1juYVkUNgjOGB55P5mnWOm2Ol24t9Psra0gHSO3iWNRyT0AA6kn8atUUAFFFFAFHUdF0rWEVNT0yzvVU5UXMCyAHnpuB9T+ZqW306xtbVba3s7eG3TG2KOJVQYGBgAY6cVZooAKYYoy+8xoXH8W0Zp9FABWTL4X8PzX4v5dC0yS8DKwuHtIzJlcYO7GcjAx9K1qKAEVQqhVACgYAHaloooAKy7/wANaDqk/n6homm3c3/PS4tUkboB1IJ6AflWpRQBGYISysYkLL0O0ZFSUUUAZd14b0K+vBeXei6bcXQIYTzWqO+RjB3EZ4wPyFaUcaRRrHGioiAKqqMAAdABTqKACsxfDehJf/b00XTlvMg/aBaoJMjGPmxnjA/IVp0UAFVr7T7LU7Zra/s7e7gb70U8SyKec8gjHUD8qs0UAU9O0jTdIhaHTNPtLKJm3MltCsak8DJCgc8D8hVtlV1KsoYHsRmlooAaiJGu1FVV9FGBSGKNpBIUUuBgMRyKfRQAhAZSrAEEYIPekSOOIYjRUHXCjFOooA8B/ZqAY+KQQCP9E4P/AG2r27TtB0fSGZtM0qxsmYYY21ukZPTrtA9B+QrA8DfDnSPABvzpVzfTfbvL8z7U6NjZuxjaq/3z1z2rr6ACqt/pthqlubfULK2vIT1juIlkU8g9CCOoH5VaooAqWGl6fpUBg06xtrOEtuMdvCsak4AzhQBnAH5VboooAyr/AMMaBqt0bnUdD0y8uCApluLSOR8DoMsCa0La2gs7eO3tYI4IY1CpHEgVVAGAABwAAKlooAYYoy4cxqXHRiORRLFHPC8UsayROpV0cZDA8EEdxT6KAKGm6HpGjeb/AGXpVjY+bjzPstukW/GcZ2gZxk/maupGkS7Y0VB1woxTqKAK17p9lqds1tf2dvdwN1iniWRTyD0Ix1AP4VBpuhaRoxkOl6VY2PmY3/ZbdIt2M4ztAzjJ/M1oUUAIQGBBAIPBBpEjSNdqIqj0UYp1FADXjjlGJEVx1wwzSgBVCqAABgAdqWigAooooAKKKKACiiigAooooAKKKKACvmn9of8A5H3TP+vCL/0bLX0tXzT+0P8A8j7pn/XhF/6NloA+lqKKKACiiigAooooA4j4vf8AJLtZ/wC2H/o6OuY/Zz/5J7ff9hST/wBFRV0/xe/5JdrP/bD/ANHR1zH7Of8AyT2+/wCwpJ/6KioA9eooooAKKKKACiiigAooooAKKK4a7+MXgKxvJ7S517ZPBI0UifY5ztZTgjITB5FAHc1zvjPxnp3gfRk1PU47iSKSYQqkAUsWKs38TDj5T+laej61p+v6cl/plx59q4BV9jLnIBHDAHoRXjvx78QaRcx6VobXW64tdSjlu4fLb5EKE5zjB4btnrQB2HhT4oS+KNSWBfCWt2tnKA0N5JCTGykqFJOMDhs8E8DvXoNcX8P/ABJ4a1LSNP0rR7lHubaxjMka27pgKqqTkqAeSOldpQAUUVmeIdesfDGhXOsak7paW+3zGRCxG5go4HuwoAwfGvxL0DwMsQ1BpbmeRyn2e0MbSJxnLKWBAwRz7iuLT9ofS1l8y48NatHYH7twNpJ9PlJA54/i/OsP4V+HpviBruoeK/FcCXcBSMW8cpWWN2B2sdj7iP8AVAdR1P4ezS+DvDM1t9nfw9pJiGMJ9ijwMdONtADPCvi/R/GOlrfaVcK3/PS3d0MsPzMBvVWO3O0keorer5/8LeBvEngX4tBNJivp9AX/AFgF5GPP/cNjem5N212OMjjrXvlxPFa20txM22KJC7tgnCgZJ4oAkorg5/jN4At55IJdf2yRsUdfsc5wQcH+Cus0bW9O8QabHqGl3H2i1kzsk2MmcEqeGAPUGgCzeXtpp1q91fXUNtbR43zTyBEXJwMk8DkgfjXlF9+0H4fjmaDTtH1S+mGMbRGFPQ8FWY9M9u1R/GrUrvWbjT/AOkCUanfFLw/PsjeJRLlS2fWMHBGOB3rsvDfwz8L+HNMhtE0q0vJI93+k3dvFJK2WJ5bYM9cfQCgDmdF+PfhvU76GxvLG+024kdUZrgxiKMkgfMxYEAEnPHQV6lBPFc28c8EqSwyqHjkjYMrqRkEEcEEd68w+J/wu0rVvDlze6Pp9pZX1qrXGbeJIfM2o5wSF5JJHUgcdRXSfDCPU4Ph1o1vq8DxXUUG35pFcFNzbMEMf4NtAGz4i8SaZ4W0qXUdUuY4okViqGRVeUhS2xAxG5jjgV5jL+0PpEj/8S/w7q9zEPvOwRcH8C3t37/nheIJLn4y/EpNAsLuIaBpRS6eTLxtLGwiD4BBBcZcLlQOuTzz7BpvgXwxpenQWcOhac6xRrGZJLSIvJgAbnIUZY4yT60AYHhT4xeF/Ft29rA09jMuMC/aKPfwx+XDnOAvP1FegV4b8VvhXDaW0niXwtGljPDjzLe2KwKMlIx5YVRjjcTlh198V6X4A8V23jDwjaajBL5k8aJDd/IyhZxGrOBu5Iy3Xn60AdPRRRQAUUUUARXNzDZ2k11cSLHDCjSSO7ABVAySSeAMCsrw34gXxJYy38EKLZ+dLFBKsu/zgkjxluBjB2ZGCeDXJfGHxBNY+G4tE08q+oaxMLERMCMpKkiZ3ZAHzADk/hXVeCtKOieCNE05oUhlgsohMiYwJCoLnjg5Ysc985oA3aK5rxF8QPC/hO5jt9b1P7LLJnav2eV84AJ+6p/vD86l8OeNvD3i3zP7D1D7X5ed37mSPGMZ++o/vD86AKXjbxzH4IWzuLvSry7sZt/n3FsMi3xtC7s4HzFgBkjp36V1gIYAggg8giuf8b+Gh4t8JXui7lRrjZhycbdsit1wcfd9Kz/hh4pt/FngaxuYTcNNaJHZ3Tzjl5kiQuQc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] | B | true | string | [
"english",
"chemistry"
] | true | true | false | true | false | true | [
"A imagem mostra um quadro dividido em seções com linhas azuis. A primeira seção contém a instrução: \"Write two different reactions related to the decomposition of CaCO₃ (s)\". \n\nA seguir, há duas subseções:\n\na) \"Reaction 1 to decompose CaCO₃ (s) (with heat):\" seguida pela palavra \"Surprised\" escrita à mão em azul.\n\nb) \"Reaction 2 to decompose CaCO₃ (s) (with diluted acid):\" seguida pela palavra \"Astonished\" escrita à mão em azul."
] | [
"Uma resposta de exame de química onde é pedido para escrever duas reações envolvendo a decomposição do CaCO3(s). A resposta, em vez de equações químicas, contém as palavras 'Surprised' para a primeira reação e 'Astonished' para a segunda, formando um trocadilho relacionado a reações emocionais em vez de químicas."
] |
Para medir o volume de uma pedra com formato irregular,
Ana utilizou um recipiente cilíndrico de raio r = 8 𝑐𝑚 e com
água até a altura de 20 𝑐𝑚. Após colocar a pedra no
recipiente, a altura da água subiu para 23,5 𝑐𝑚.
[IMAGE 0]
O volume da pedra é: | 88 | USP_2023_88 | [
"a) 128𝜋 c𝑚3",
"b) 224𝜋 c𝑚3",
"c) 240𝜋 c𝑚3",
"d) 282𝜋 c𝑚3",
"e) 320𝜋 c𝑚3"
] | [
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] | B | true | string | [
"mathematics"
] | true | true | true | false | false | true | [
"A imagem mostra dois cilindros ao lado um do outro. O cilindro à esquerda contém água com uma altura de 20 cm. Uma seta arqueada aponta do cilindro da esquerda para o cilindro da direita, que tem uma pedra submersa na água. No segundo cilindro, a altura da água é de 23,5 cm. Há uma indicação \"r\" representando o raio do cilindro da esquerda."
] | [
"Ilustração de dois recipientes cilíndricos com água. O primeiro mostra água até 20 cm de altura, e o segundo mostra a água com uma pedra dentro, subindo para 23,5 cm."
] |
TEXTOS PARA AS QUESTÕES 68 E 69
Sonetilho do falso
Fernando Pessoa
Onde nasci, morri.
Onde morri, existo.
E das peles que visto
muitas há que não vi.
5 Sem mim como sem ti
posso durar. Desisto
de tudo quanto é misto
e que odiei ou senti.
Nem Fausto nem Mefisto,
10 à deusa que se ri
deste nosso oaristo*,
eis‐me a dizer: assisto
além, nenhum, aqui,
mas não sou eu, nem isto.
Carlos Drummond de Andrade.
Claro Enigma.
Ulisses
O mito é o nada que é tudo
O mesmo sol que abre os céus
É um mito brilhante e mudo ‐
O corpo morto de Deus,
Vivo e desnudo.
Este, que aqui aportou
Foi por não ser existindo.
Sem existir nos bastou.
Por não ter vindo foi vindo
E nos criou
Assim a lenda se escorre
A entrar na realidade,
E a fecundá‐la decorre.
Em baixo, a vida, metade
De nada, morre.
Fernando Pessoa. Mensagem.
*conversa íntima entre casais.
Considerando os poemas, assinale a alternativa correta. | 68 | USP_2019_68 | [
"a) As noções de que a identidade do poeta independe de sua\nexistência biográfica, no \"Sonetilho\", e de que o mito se\nperpetua para além da vida, em \"Ulisses\", produzem uma\nanalogia entre os poemas.",
"b) As referências a Mefisto (\"diabo\", na lenda alemã de\nFausto) e a Deus no \"Sonetilho\" e em \"Ulisses\",\nrespectivamente, associadas ao polo de opostos \"morte\" e\n\"vida\", revelam uma perspectiva cristã comum aos poemas.",
"c) O resgate da forma clássica, no \"Sonetilho\", e a referência à\nprimeira pessoa do plural, em \"Ulisses\", denotam um\nmesmo espírito agregador e comunitário.",
"d) O eu lírico de cada poema se identifica, respectivamente,\ncom seus títulos. No poema de Drummond, trata‐se de\nalguém referido como \"falso Fernando Pessoa\", já no\npoema de Pessoa, o eu lírico é \"Ulisses\".",
"e) Os versos \"As coisas tangíveis / tornam‐se insensíveis / à\npalma da mão. // Mas as coisas findas, / muito mais que\nlindas, / essas ficarão\", de outro poema de Claro Enigma,\nsugerem uma relação de contraste com os poemas citados."
] | [] | A | false | string | [
"portuguese"
] | true | false | false | false | false | true | [] | [] |
O gás hélio disponível comercialmente pode ser gerado pelo
decaimento radioativo, sobretudo do urânio, conforme
esquematizado pela série de decaimento. Desde a formação
da Terra, há 4,5 bilhões de anos, apenas metade do ²³⁸U
decaiu para a formação de He.
[IMAGE 0]
Com base nessas informações e em seus conhecimentos, é
correto afirmar: | 7 | USP_2020_7 | [
"a) O decaimento de um átomo de ²³⁸U produz, ao final da \nsérie de decaimento, apenas um átomo de He.",
"b) O decaimento do ²³⁸U para ²³⁴U gera a mesma quantidade \nde He que o decaimento do ²³⁴U para ²³⁰th.",
"c) Daqui a 4,5 bilhões de anos, a quantidade de He no planeta \nTerra será o dobro da atual.",
"d) O decaimento do ²³⁸U para ²³⁴U gera a mesma quantidade \nde He que o decaimento do ²¹⁴Pb para ²¹⁴Po.",
"e) A produção de He ocorre pela sequência de decaimento a \npartir do ²⁰⁶Pb."
] | [
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ZAysPcGLmi1+I3iKwtktbLwDPbW0YwkMUgVVHXgCLFAHq9ho2maXn7Bp9rak5yYYlUnPXJA56D8qvV5B/wtHxZ/0JN5/3+/8AtdH/AAtHxZ/0JN5/3+/+10Aev0V5B/wtHxZ/0JN5/wB/v/tdH/C0fFn/AEJN5/3+/wDtdAHr9FeQf8LR8Wf9CTef9/v/ALXR/wALR8Wf9CTef9/v/tdAHr9FeQf8LR8Wf9CTef8Af7/7XW94Q8ca9r2vLY6h4aubC3MbMZ5JNwBHQfcH86ANrx/LrkfhO4Tw9G7ahMwjVkkVDGp6sC3HQY9ec9q43wxqeveHdOSM+BnuL98tdXralD5k8hwWYkknnA4z2Fes0UAYsmsagnhcaoujO98UDGwFwgIJbGN/3eBzXmRn8UH4lL4s/wCESk2C0+z/AGf+0Ic5xjO7P9K9nooA559G0/xfpNpca9owSbh/IebcYiMgfMhAPU/nXKeLvhvo4tdN/snRl3/2lB5+J2H7nd8/3m9PTmvTKKAOP8Q6VaaN8LNZsrK3EEK6dMfLDFsEoSeST3r5r8JeIn8KeI7fWI4PPaEOBHv253KV64Pr6V9SeO/+RB8Qf9g+b/0A187/AAktbe8+I+nwXUEU8LJLmOVAyn923Y0DLHiv4n614ytv7LjRrW1nZA0CyK28g8AttU4zjvjivRvg74Bm0WBfEGoqiXVxGyxR53FY22kHIOOcHjGea9OttI02ycPa6daQMOjRQqp/QVcoEfMfxnG74mXS+sMI/wDHRXrfgLwJ4cj8E6ZNc6RZXVxdWyyzTTQh2beM4+bOMcDj0ryT4znb8TbpvSGE/wDjor07wT8UPCsfg/T7a91EWdzZ2yxSxSoxJ2ADIIBBB7d6BnkPxD0yLwt8SLuPTkWCKKSO4gSLgR5AbA9MHNfSPg69fUPBei3cjM0klnEWZjkk7Rkmvm3xtqcXjb4kzSaVuliuZYra3JGN+AFBx2BPrXuJ8UaV8OfBOk2ervIbuGziUW8UZLM208Z6DlW6ntQB3busaM7HCqMk+1eU+N/jFaaRcTaVosUlxfI6o033FRs8jDKc9h6c+1eZ+N/iVfeL794YJ7qw0h9qG38zIIGcswUDPXOOelbXgTxL4A8JwRz3kVxe6mpLfaPsQ/dk44XLnpjrgdaBHuPhXVJtb8LabqNxGY5p4FaRSQfm6E8cc9fxrYrzP/hefhAfwaj/AOA4/wDiqX/henhD+7qP/gOP/iqAPS6K80/4Xp4Q/u6j/wCA4/8AiqP+F6eEP7uo/wDgOP8A4qgD0uivNP8AhenhD+7qP/gOP/iqP+F6eEP7uo/+A4/+KoA9LqimjaXHcm5TTbNZznMqwKGOevOM1wX/AAvTwh/d1H/wHH/xVH/C9PCH93Uf/Acf/FUAei3NpbXsXlXVvFPHnOyVAwz64NSqoVQqgAAYAHavNf8AhenhD+7qP/gOP/iqP+F6eEP7uo/+A4/+KoA9LorzT/henhD+7qP/AIDj/wCKo/4Xp4Q/u6j/AOA4/wDiqAPS6K80/wCF6eEP7uo/+A4/+Ko/4Xp4Q/u6j/4Dj/4qgC98UW8Ty6VZ2fhuObdNIzXEsM6RMqrjC5Yg8k9j/Dz1qho2vatoOnRWWn/D1oYo1CkrqUOW9yTkk5JPJPWvQdL1KDWNKtdStd/kXUSyx7xg7SMjIq3QBi63rGoaZpUF1Z6M9/PIyh7dbhIzGCCSdzcHBGOPWvMtCuPE+j+Ndd19vCUkq6nt2wi/hBjx6nPNez0UAcB450zWr19A8QaXYC4uLEyNLYvMi8SxhfvN8p2n278VieKtU8QePtAm8P2Hhh7aWV1aSWe8hKxhTu4wcnJGOK9aooA8v+J+nnSfgxHpxfebUW0Jb12kDPP0rxnwP41m8E391dwWv2hp4hGR5gTHOe6mvdPjV/yTW7/67w/+hivOPgTY2d/4h1RLy0guEW0BVZow4B3jkZoGc14i8X+IPiFeR2bMzQq5khtdyAKcdc4XPGevrXs3g/wyfh14JmvriNDqUqRm5CdjvOFzkg4D449K9AtrCzsxi1tIIBjH7qML/Kquv6dJq2iXFlGyq8u3BbpwwP8ASgR81fDTSYPFfxBSPV1F1G6SzzCTJ8xsHk4I7tmvo2+8I+H9QsPsU+jWJg4wqwKu3B7EYI/Cvm74ea5beC/HYudXWSOKJJbebYu4o3ToOvIxXv2pfEvwnpumLfNq0UyPjYkGWds+3b15xQNnz/4HvJfDfxIj8t2xC88D7eN4CsPfuAfwr6tr5a+HmlzeKfiP5saYizNczFuQikED9WAr6X1eXUYdOd9Ktorm7yNsck3lAjPPzbW7e1AmR63r2neHdON/qlwYLYMF3hGfk9OFBNeIa78R/EfjvVf7H8JLcWibmdSk6xvKqgc5IBXoTjd3rgvGEniM65cJ4ja7FyJWISeQsq9OFPTGMdPaut8Ir48GjRP4a08fZygBkt5oFZhk/ez83XPWgZ698PPCWqeFdLaPU9We7eZVPkEErA2WZsMSc5LcnA6V2deHbvjD/wA+V5/4EwUbvjD/AM+V5/4EwUCPcaK8O3fGH/nyvP8AwJgo3fGH/nyvP/AmCgD2MaNpQuTcjTbMTnOZfIXcc++M1YubW3vITDdW8U8ROSkqBlz9DXim74w/8+V5/wCBMFG74w/8+V5/4EwUAe4KqoioihVUYAAwAKWvDt3xh/58rz/wJgo3fGH/AJ8rz/wJgoA9xorw7d8Yf+fK8/8AAmCjd8Yf+fK8/wDAmCgD3GivDt3xh/58rz/wJgo3fGH/AJ8rz/wJgoA9xorw7d8Yf+fK8/8AAmCjd8Yf+fK8/wDAmCgD3GuS+IVr4nvfD6W/hV2jvHmXzHWVYysYBPBPvjpU3gf/AISI6KP+EkjkjvPSR1Y/ebuvHTbXT0AeYaHF4z8P6dHaWPgu1j2qBJIupxbpW5JZiVJJJJPJPWtzxjF4w1DwfaR6DH9l1eVozchLhAYhjLAOQAfmwMjFdnRQB5hocPjPw/p8drZeC7VCFAklGpRbpW5JZiVJJJJPJPWtzxfH4wv/AAbax6FF9l1iVkNwqXCAxDBLAOQAecDjFdnRQB5foUHjPw/p8drZeC7VGCgSzDUot8zcksxKkkkknknrXS+KZLuX4dzyX0Agu2jiMsQcOEbzFyNw4P1rq653x1/yJt//ANs//Ri0AfLvhWTXotY3eHJJI7/y2G5GVTs4zy3HpUuveIPEepztp+v6rdyiJ8tE8m5VbHXA4rqfgb/yUMf9ecv81rvvjn4dF74ag1e2gj860nHnMqfOyPhevfBC0DOj+G3hTRtB8PW17pjJcy3kCs955bIZRkkfKxO3r046V5v8ff8AkJ6V/wBtf/QYqufAjxMWuLrw9cSyH9yJLZWbKjDMXAHbO8H8Kp/H3/kJ6V/21/8AQYqBHVfC/wAAeH/+ESsdWvNOtr26vId7NPHvC/M3QMSBxgZAHSvIPiVpFtovjzU7WyhSG1EimOJBgLlFYgD6k19EfDX/AJJxoX/XsP5mvCPjD/yUTUf95P8A0UlAI+jvDkrz+GNJmkJZ5LOFmJ7koDU+p6rZaNYte383k26kAvtLYJOBwATWbob3UfgfSGsoI57gWNvtjklMan5Fz821sce1fNXj1/FJ1ydfEn2tCZmaKKSXfGvA+5j5ehHQCgDt/E3xW1jxVfDSPB6XFr+8YidZVVpkAz/EBs6E9a734a+CtZ8LR3F1q+rSXM15Gpe1YlhE+SSd245PJ6DvXkngr/hMzp+7wtYKwC4klglgR2GTjdn5uoPWup3fGH/nyvP/AAJgoA9xorw7d8Yf+fK8/wDAmCjd8Yf+fK8/8CYKAPcaK8O3fGH/AJ8rz/wJgo3fGH/nyvP/AAJgoA9rubS2vIvKureKePOdkqBh+Rplpp9lYKVs7O3t1PBEMSoP0FeL7vjD/wA+V5/4EwUbvjD/AM+V5/4EwUAe1izthdfahbQ/aMY83YN+Pr17D8qmrw7d8Yf+fK8/8CYKN3xh/wCfK8/8CYKAPcaK8O3fGH/nyvP/AAJgo3fGH/nyvP8AwJgoA9xorw7d8Yf+fK8/8CYKN3xh/wCfK8/8CYKAPcaK8O3fGH/nyvP/AAJgrvPh9/wlxjvf+EqhljbCeT5kiPnlt33f+A0AdrVPVbW5vNNlt7O7NpO+Ns4XJXBBPHuAR+NXKKAPKdJ+GHirQxL/AGb40jgaY5lkGnIzyHJOWYkluSeprr9L0PxHbaTdW2oeJjeXUmzyrgWyp5WGJPAPORgfhXT0UAeU6V8MPFWiPM+neNY4ZZzmaX+zlaSQ5J+ZiSTyT1Ndr4Z0fXdMS5XXtfGseZt8rNssXl4znp1zkflV3W/EekeHLZLjV76O1idtqFwSWPsACar6H4x8P+JJnh0jU4rqVF3MihlIHTOGAoA5EfD7xPpN1cJ4b8XDTtNlkLR2htQ6wgkthdxPcnpiup8KeE7XwxZvhhcajcYa8vSCHuHyTuOSf7xq9rfiLSPDlqlzq99HaxO21S+SWPsACaq6H4y8PeJJ3g0jVIrqVF3sgDKQPXDAUAfLEGmjWPF81gZfKEs8vz7c4xuPTI9K6fx78K7vwXpsepLfx3lq0vltiPyzGSOOCxznmsfw9/yUUf8AXef/ANBevqPXtHg17Rp9OuFRo5dpO9dw4YHp+FAzzP4I+INMvbSXSYtMhtdQtrdWkuERQ1wu48khR0yvUnrXd+M/F9h4M0Zb++iebzJRFFEg5Zup56DABNfN3hrVZ/h/48aa6SQtZvLbzxxnG7gr36jOD+Fep/HGwutX8NaRqtirz2kbln2jkLIq7Wx+H60CML/hbvirX7uRNEs/JC/Ns82JsD6sgrzjxXeanf8AiK6udYQLfOV80DZ12gD7ox0Ar0vwD8WtB8MeFLfSr3TrsXEAIaWBEPm5dm5yQeA1cD46vrzW9fl1+exltLXUW32yyEElVVV7e2Pz70DPqXw3/wAitpH/AF5Q/wD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] | B | true | string | [
"chemistry"
] | true | true | true | false | false | true | [
"A imagem mostra uma série de reações nucleares apresentando decaimentos alfa e beta. Os elementos envolvidos são o urânio-238, tório-234, protactínio-234, urânio-234, tório-230, rádio-226, radônio-222, polônio-218, chumbo-214, bismuto-214, polônio-214, chumbo-210, bismuto-210, polônio-210 e chumbo-206. Os decaimentos são indicados por setas entre os elementos, com alfa ou beta ao lado das setas para indicar o tipo de decaimento."
] | [
"Diagrama que ilustra a série de decaimento radioativo do urânio-238 (²³⁸U) culminando em chumbo-206 (²⁰⁶Pb). O processo envolve emissões sucessivas de partículas alfa e beta, com diferentes elementos intermediários, como tório (Th), protactínio (Pa), rádio (Ra), radônio (Rn), polônio (Po) e bismuto (Bi)."
] |
Peptídeos podem ser analisados pelo tratamento com duas
enzimas. Uma delas, uma carboxipeptidase, quebra mais
rapidamente a ligação peptídica entre o aminoácido que tem
um grupo carboxílico livre e o seguinte. O tratamento com outra
enzima, uma aminopeptidase, quebra, mais rapidamente, a ligação
peptídica entre o aminoácido que tem um grupo amino livre e
o anterior. Isso permite identificar a sequência dos aminoácidos
no peptídeo.
Um tripeptídeo, formado pelos aminoácidos lisina, fenilalanina
e glicina, não necessariamente nessa ordem, foi submetido a
tratamento com carboxipeptidase, resultando em uma mistura
de um dipeptídeo e fenilalanina. O tratamento do mesmo
tripeptídeo com aminopeptidase resultou em uma mistura de
um outro dipeptídeo e glicina.
O número de combinações possíveis para os três aminoácidos
e a fórmula estrutural do peptídeo podem ser,
respectivamente,
[IMAGE 5] | 39 | USP_2019_39 | [
"a) 3 combinações e [IMAGE 0]",
"b) 3 combinações e [IMAGE 1]",
"c) 6 combinações e [IMAGE 2]",
"d) 6 combinações e [IMAGE 3]",
"e) 6 combinações e [IMAGE 4]"
] | [
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] | C | true | images | [
"chemistry"
] | false | true | true | false | false | true | [
"A imagem é um diagrama de uma estrutura química. A molécula possui um grupo amina (NH2), um grupo carboxila (COOH) e várias ligações de carbono, incluindo anéis e cadeias laterais. Há um grupo fenil em uma das extremidades.",
"A imagem mostra a estrutura química de um composto orgânico. A estrutura inclui anéis benzênicos, grupos amina (NH2), grupos carboxila (COOH), e ligações químicas representando as conexões entre os átomos.",
"A imagem mostra a estrutura química de um composto orgânico, com um anel benzênico, grupos amina, carbonila e ácido carboxílico.",
"A imagem mostra uma estrutura química que representa uma molécula. Ela inclui grupos amina (H₂N), grupos carbonila (C=O), e termina com um grupo ácido carboxílico (COOH). Há também um anel benzênico ligado a um dos grupos amina.",
"A imagem mostra a estrutura química de uma molécula. A estrutura contém uma cadeia principal de seis átomos de carbono, formando um anel hexagonal com dois nitrogenados (NH e NH2), um grupo carbonila (C=O) e um grupo carboxila (COOH) ligado a ele. Além disso, está ligado à estrutura um anel benzênico, que é uma sequência de átomos de carbono formando um hexágono.",
"A imagem mostra três estruturas químicas de aminoácidos, rotuladas como lisina, glicina e fenilalanina. A lisina possui uma cadeia lateral contendo um grupo amina; a glicina é o aminoácido mais simples, com apenas um átomo de hidrogênio como cadeia lateral; a fenilalanina possui um anel fenil como parte de sua estrutura."
] | [
"Fórmula estrutural de um peptídeo com sequência glicina-lisina-fenilalanina.",
"Fórmula estrutural de um peptídeo com sequência fenilalanina-glicina-lisina.",
"Fórmula estrutural de um peptídeo com sequência glicina-fenilalanina-lisina.",
"Fórmula estrutural de um peptídeo com sequência fenilalanina-lisina-glicina.",
"Fórmula estrutural de um peptídeo com sequência lisina-fenilalanina-glicina.",
"Desenho dos aminoácidos lisina, glicina e fenilalanina."
] |
Leia o texto a seguir:
Uma vida inteira pela frente.
O tiro veio por trás.
Cíntia Moscovich, Os cem menores contos brasileiros do século (organização:
Marcelino Freire).
Embora seja um texto composto por apenas duas linhas, é
possível caracterizá-lo como uma narrativa. Nesse texto, essa
caracterização deve-se ao fato de que ele apresenta | 38 | USP_2024_38 | [
"a) adjetivação de tempos.",
"b) diálogo entre narradores.",
"c) referenciação de espaços.",
"d) descrição de personagens.",
"e) sequência de ações."
] | [] | E | false | string | [
"portuguese"
] | true | false | false | false | false | true | [] | [] |
Pode-se dizer que o fascismo italiano foi a primeira
ditadura de direita que dominou um país europeu: ele era
uma colagem de diversas ideias políticas e filosóficas. É
possível conceber um movimento totalitário que consiga
juntar monarquia e revolução, exército real e milícia
pessoal de Mussolini, os privilégios concedidos à Igreja e
uma educação estatal que exaltava a violência e o livre
mercado?
(Adaptado de Umberto Eco, “O Fascismo Eterno”, em Cinco Escritos Morais. Rio
de Janeiro: Record, 2010, p. 29-38.)
A partir da leitura do texto do escritor italiano Umberto Eco
(1932-2016), é correto afirmar que o fascismo italiano | 61 | UNICAMP_2021_61_day2 | [
"a) era marcado pela política de integração europeia, \neliminação de fronteiras nacionais e produção regulada \npelo Estado.",
"b) resultou da combinação de ideários político-filosóficos \ninicialmente incompatíveis, valendo-se da violência \ncomo instrumento político.",
"c) era uma ditadura de direita que serviu de modelo para \npaíses como Espanha, Portugal, Brasil e Estados \nUnidos.",
"d) tinha como centro a figura de Mussolini, um homem \ncarismático que assumia o papel de líder religioso e \npolítico."
] | [] | B | false | string | [
"history"
] | true | false | false | false | false | true | [] | [] |
Numa fritadeira a ar com potência de 1400 W, um pedaço
de carne ficou pronto para ser consumido após 18 minutos
de funcionamento do equipamento. Um cozimento
semelhante foi realizado em menor tempo em um fogão a
gás. Nesse caso, foram consumidos 16 gramas de gás
propano, cuja reação de combustão é dada por:
C₃H₈(g) + O₂(g) ➞ 3CO₂(g) + 4H₂O(g); ΔH= –2046 kJ mol^(-1).
Comparando os dois processos de cozimento, o consumo
de energia foi maior empregando-se | 56 | UNICAMP_2020_56 | [
"a) o fogão a gás, sendo cerca de 1,5 vezes maior que o\nconsumo da fritadeira a ar.",
"b) o fogão a gás, sendo cerca de 12 vezes maior que o\nconsumo da fritadeira a ar.",
"c) a fritadeira a ar, sendo cerca de 6 vezes maior que o\nconsumo do fogão a gás.",
"d) a fritadeira a ar, sendo cerca de 2 vezes maior que o\nconsumo do fogão a gás."
] | [] | D | false | string | [
"physics",
"chemistry"
] | false | false | true | false | false | true | [] | [] |
Uma alteração genética é determinada por um gene com
herança autossômica recessiva. O heredograma mostra
famílias em que essa condição está presente.
[IMAGE 0]
O casal III2 e III3 está esperando um menino. Considerando
que, nessa população, uma em cada 50 pessoas é
heterozigótica para essa alteração, a probabilidade de que esse
menino seja afetado é | 33 | USP_2019_33 | [
"a) 1/100",
"b) 1/200",
"c) 1/1.000",
"d) 1/25.000",
"e) 1/40.000"
] | [
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] | B | true | string | [
"biology"
] | false | true | false | false | false | true | [
"A imagem é um pedigree genético. Ela mostra três gerações, rotuladas como I, II e III. Os círculos representam indivíduos do sexo feminino e os quadrados do sexo masculino. Os símbolos preenchidos indicam que esses indivíduos possuem uma característica de interesse, enquanto os símbolos não preenchidos não possuem. Na última geração, há um quadrado com um ponto de interrogação."
] | [
"Heredograma mostrando três gerações. Indivíduos afetados por uma condição genética, indicada por círculos ou quadrados preenchidos, aparecem na primeira e na segunda geração. O casal na terceira geração (III2 e III3) é destacado com um círculo e um quadrado vazios, e eles têm um filho cuja condição genética é questionada, representado por um quadrado com um ponto de interrogação."
] |
Na última crônica da série “Bons dias!”, de 29 de agosto de
1889, série na qual um tema são as questões gerais em torno
do curandeirismo, o narrador enuncia:
“Hão de fazer-me esta justiça, ainda os meus mais ferrenhos
inimigos; é que não sou curandeiro, eu não tenho parente
curandeiro, não conheço curandeiro, e nunca vi cara, foto-
grafia ou relíquia, sequer, de curandeiro. Quando adoeço,
não é de espinhela caída*, — coisa que podia aconselhar-me
a curanderia; é sempre de moléstias latinas ou gregas. Estou
na regra; pago impostos, sou jurado, não me podem arguir
a menor quebra de dever público.”
(ASSIS, Machado de. Bons dias! Campinas: Editora da UNICAMP, p. 295, 2008.)
*espinhela caída: designação popular para doenças caracteri-
zadas por dores pelo corpo (peito, costas e pernas), além de
cansaço físico.
Na “profissão de fé”, feita pelo narrador da crônica no parágra-
fo citado, percebe-se | 7 | UNICAMP_2023_7 | [
"a) a distinção do narrador como uma figura avessa ao curan-\ndeirismo, por crença na ciência dos filósofos e pensadores \ngregos e latinos, o que marca o tom crítico da série.",
"b) a caracterização do narrador como uma figura superior à \npopulação em geral, o que ecoa o tom analítico das crônicas \ndessa série.",
"c) a repetição exagerada da palavra “curandeiro” (e “curan-\nderia”) no trecho, como marca estilística da simplicidade \nlinguística das crônicas dessa série.",
"d) a personificação gerada por “quando adoeço (...) é sempre \nde moléstias latinas ou gregas”, como marca do estilo em-\npolado do narrador nessa série de crônicas."
] | [] | B | false | string | [
"portuguese"
] | true | false | false | false | true | false | [] | [] |
Use os valores aproximados: g = 10 m/s^2 e π = 3.
Uma das etapas mais difíceis de um voo espacial tripulado é a
reentrada na atmosfera terrestre. Ao reencontrar as camadas
mais altas da atmosfera, a nave sofre forte desaceleração e sua
temperatura externa atinge milhares de graus Celsius. Caso a
reentrada não ocorra dentro das condições apropriadas, há risco de graves danos à nave, inclusive de explosão, e até mesmo
risco de ela ser lançada de volta ao espaço.
O ar atmosférico comporta-se como um gás perfeito. Sendo a
pressão e a temperatura do ar, numa determinada posição da
alta atmosfera, dadas por p = 2,0 Pa e T = 180 K (sem a presen-
ça da cápsula na vizinhança), e sendo a constante universal dos
gases perfeitos R ≈ 8 J/mol.K, qual é o volume ocupado por
um mol de ar naquela posição? | 36 | UNICAMP_2024_36 | [
"a) 1,38 x 10^-3 m^3.",
"b) 9,00 x 10^1 m^3.",
"c) 7,20 x 10^2 m^3.",
"d) 2,88 x 10^3 m^3."
] | [] | C | false | string | [
"physics"
] | true | false | true | false | false | true | [] | [] |
Texto comum às questões 9 e 10.
Os últimos anos testemunharam a retomada do interesse de al-
guns países pela exploração da Lua. Diversas missões com desti-
no a esse satélite foram lançadas: Chandrayaan-3 (Índia, 2023),
Luna 25 (Rússia, 2023), Peregrine Mission One (EUA, 2024),
Slim (Japão, 2024) e Chang´e 6 (China, 2024).
Ao longo da linha que une o centro da Terra ao da Lua (ver
figura A), há um ponto P para o qual as forças gravitacionais
da Terra, F_Terra, e da Lua, F_Lua, exercidas sobre uma sonda, têm
módulos iguais e sentidos opostos. Isso significa que, no ponto
P, essas duas forças se cancelam. [IMAGE 0](Figura A)
O gráfico da figura B representa a componente da aceleração
resultante a das forças F_Terra e F_Lua ao longo da referida linha,
sendo r a distância ao centro da Terra e d = 380 000 km a dis-
tância Terra-Lua. Valores positivos de a indicam que o vetor
aceleração aponta para a Lua, enquanto que valores negativos
de a implicam que esse vetor aponta para a Terra. [IMAGE 1] (Figura B)
O ponto P fica aproximadamente a que distância do centro da
Lua? | 10 | UNICAMP_2025_10 | [
"a) 38000 km.",
"b) 114000 km.",
"c) 266000 km.",
"d) 342000 km."
] | [
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",
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"
] | a | true | string | [
"physics"
] | true | true | true | false | false | true | [
"A imagem é um diagrama linear horizontal representando a Terra à esquerda, marcada com \"0\", e a Lua à direita, marcada com \"1\". Entre eles, há um ponto \"P\". Há também uma seta dupla entre \"P\" e a Lua, destacando uma razão \"r/d\". O diagrama é rotulado como \"Figura A\".",
"A imagem é um gráfico de linhas com um eixo horizontal rotulado como \\( \\frac{r}{d} \\) variando de 0,2 a 0,9, e um eixo vertical rotulado como \\( a \\, (\\text{m/s}^2) \\) variando de -0,04 a 0,01. A linha no gráfico começa em \\( (0,2, -0,04) \\) e sobe de forma curvilínea, passando perto de 0 em \\( a \\), ao longo do intervalo de \\( \\frac{r}{d} \\). O gráfico está identificado como \"Figura B\"."
] | [
"Diagrama mostrando a linha que une o centro da Terra ao da Lua. O ponto P está marcado nessa linha, onde as forças gravitacionais da Terra e da Lua sobre uma sonda se equalizam.",
"Gráfico mostrando a componente da aceleração resultante das forças gravitacionais da Terra e da Lua ao longo da linha que une os dois corpos celestes. O eixo x representa a razão r/d e o eixo y a aceleração, com valores positivos apontando para a Lua e valores negativos para a Terra."
] |
Uma forma de apresentar dados é usar um gráfico de radar.
Este tipo de gráfico é composto por segmentos uniformemente
espaçados, dispostos em torno de um ponto. Os segmentos
representam diferentes valores, valores esses que aumentam
conforme a distância em relação ao centro se torna maior. Grá-
ficos de radar são frequentemente usados em jogos eletrônicos
para representar o desempenho, em diferentes aspectos, dos
personagens.
Enzo tem uma livraria e vende obras dos gêneros Romance, Fic-
ção, Tecnologia, Biografias e Infantil. Ele representou no gráfico
de radar, a seguir, quantas obras diferentes de cada um des-
ses gêneros foram vendidas em 2020 e 2021. Por exemplo, em
2021, foram vendidas 20 obras do gênero Tecnologia. Note que
o gráfico não indica quantos exemplares de cada obra foram
efetivamente vendidos, indica apenas o número de obras que
tiveram exemplares vendidos para os gêneros indicados.
[IMAGE 0]
Sobre os dados apresentados no gráfico, é correto afirmar que | 63 | UNICAMP_2023_63 | [
"a) o gênero que teve maior quantidade de obras vendidas, \nconsiderando os dois anos, foi Biografias, cuja venda foi o \ntriplo da venda do gênero que teve menos obras vendidas.",
"b) os únicos gêneros que venderam mais obras em 2021, \nquando em comparação com as vendas de 2020, foram os \ngêneros Ficção e Infantil.",
"c) o número de obras do gênero Romance que foram vendidas \nem 2021 é o dobro do que foi vendido em 2020 para este \nmesmo gênero.",
"d) a quantidade de obras vendidas, do gênero Infantil, nos dois \nanos, é a mesma quantidade de obras vendidas, no mesmo \nperíodo de tempo, do gênero Biografias."
] | [
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] | D | true | string | [
"mathematics"
] | true | true | true | false | false | false | [
"A imagem é um gráfico de radar que mostra a quantidade de obras vendidas em duas categorias, 2020 (linha preta pontilhada) e 2021 (linha cinza sólida). As categorias representadas são Romance, Ficção, Infantil, Tecnologia e Biografias, com escala de 0 a 35. A linha de 2020 é mais ampla em Romance e Biografias, enquanto a de 2021 é mais pronunciada em Infantil e Tecnologia."
] | [
"Um gráfico de radar representando a quantidade de obras vendidas de diferentes gêneros (Romance, Ficção, Tecnologia, Biografias, Infantil) nos anos de 2020 e 2021. O gráfico mostra duas linhas: uma tracejada para 2020 e uma contínua para 2021. Cada eixo do gráfico representa um gênero literário, e a posição das linhas ao longo dos eixos indica o número de obras diferentes vendidas em cada ano para cada gênero."
] |
Os lisossomos são organelas centrais que desempenham funções importantes para a homeostase celular.
Assinale a alternativa que descreve corretamente a função dos
lisossomos representada na figura a seguir.
[IMAGE 0]
(Adaptado de: YANG, C.; WANG, X. Journal of Cell Biology, Nova Iorque, v. 220,
p.e202102001, mai. 2021.) | 44 | UNICAMP_2024_44 | [
"a) Heterofagia por pinocitose, o que permite à célula degradar \nfragmentos de microrganismos, fragmentos esses importantes na apresentação de antígenos.",
"b) Autofagia, que permite à célula empacotar, modificar e exportar proteínas sintetizadas no lúmen das cisternas do retículo endoplasmático.",
"c) Autofagia, que permite à célula eliminar porções envelhecidas ou danificadas do citoplasma, incluindo organelas e \nmoléculas.",
"d) Heterofagia por fagocitose, o que permite à célula capturar \nmacromoléculas, utilizando-as nas diferentes vias biossintéticas."
] | [
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"
] | C | true | string | [
"biology"
] | false | true | false | false | false | true | [
"A imagem mostra um diagrama esquemático de um processo celular, destacando o retículo endoplasmático, núcleo e lisossomo digestivo. O retículo endoplasmático é exibido em duas partes, uma em tons de azul e outra em laranja, indicando suas diferentes funções. Vesículas estão transportando material entre as organelas, representadas por setas pretas. O lisossomo digestivo é mostrado como uma estrutura esférica azul, com enzimas digestivas dentro dele. As organelas são detalhadas com várias estruturas internas e simbologias para indicar suas funções."
] | [
"Ilustração de um lisossomo digestivo em ação no processo de autofagia, envolvendo a degradação de porções envelhecidas ou danificadas do citoplasma, incluindo organelas e moléculas. A imagem também mostra interações com outras partes da célula, como o retículo endoplasmático e o núcleo."
] |
E Sofia? interroga impaciente a leitora, tal qual Orgon: Et
Tartufe? Ai, amiga minha, a resposta é naturalmente a
mesma, - também ela comia bem, dormia largo e fofo, -
coisas que, aliás, não impedem que uma pessoa ame, quando
quer amar. Se esta última reflexão é o motivo secreto da vossa
pergunta, deixai que vos diga que sois muito indiscreta, e que
eu não me quero senão com dissimulados.
Repito, comia bem, dormia largo e fofo. Chegara ao fim da
comissão das Alagoas, com elogios da imprensa; a Atalaia
chamou-lhe "o anjo da consolação". E não se pense que este
nome a alegrou, posto que a lisonjeasse; ao contrário,
resumindo em Sofia toda a ação da caridade, podia mortificar
as novas amigas, e fazer-lhe perder em um dia o trabalho de
longos meses. Assim se explica o artigo que a mesma folha
trouxe no número seguinte, nomeando, particularizando e
glorificando as outras comissárias - "estrelas de primeira
grandeza".
Machado de Assis, Quincas Borba.
No excerto, o autor recorre à intertextualidade, dialogando
com a comédia de Molière, Tartufo (1664), cuja personagem
central é um impostor da fé. Tal é a fama da peça que o nome
próprio se incorporou ao vocabulário, inclusive em português,
como substantivo comum, para designar o "indivíduo
hipócrita" ou o "falso devoto". No contexto maior do
romance, sugere-se que a tartufice | 44 | USP_2020_44 | [
"a) se cola à imagem da leitora, indiscreta quanto aos amores \nalheios.",
"b) é ação isolada de Sofia, arrivista social e benemérita \nfingida.",
"c) diz respeito ao filósofo Quincas Borba, o que explica o \ntítulo do livro.",
"d) se produz na imprensa, apesar de esta se esquivar da \neloquência vazia.",
"e) se estende à sociedade, na qual o cinismo é o trunfo dos \nfortes."
] | [] | E | false | string | [
"portuguese"
] | true | false | false | false | true | true | [] | [] |
Detroit foi símbolo mundial da indústria automotiva.
Chegou a abrigar quase 2 milhões de habitantes entre as
décadas de 1960 e 1970. Em 2010, porém, havia perdido
mais de um milhão de habitantes. O espaço urbano entrou
em colapso, com fábricas em ruínas, casas abandonadas,
supressão de serviços públicos essenciais, crescimento da
pobreza e do desemprego. Em 2013, foi decretada a
falência da cidade. Essa crise urbana vivida por Detroit
resulta dos seguintes processos: | 73 | UNICAMP_2018_73 | [
"a) ascensão do taylorismo; protecionismo econômico e \nconcorrência com capitais europeus; deslocamento de \nindústrias para cidades vizinhas.",
"b) consolidação do regime de acumulação fordista; \nprotecionismo econômico e concorrência com capitais \neuropeus; deslocamento de indústrias para outros \npaíses;",
"c) declínio do toyotismo; liberalização econômica e \nconcorrência com capitais asiáticos; deslocamento de \nindústrias para cidades vizinhas.",
"d) ascensão do regime de acumulação flexível; \nliberalização econômica e concorrência com capitais \nasiáticos; deslocamento de indústrias para outros \npaíses."
] | [] | D | false | string | [
"history",
"geography"
] | true | false | false | false | false | true | [] | [] |
O mapa do continente africano a seguir reproduz as fronteiras
étnicas anteriores ao processo de colonização europeu (linhas
pretas) e as fronteiras dos Estados Nacionais africanos, que
surgiram após a emancipação no século XX (linhas vermelhas):
[IMAGE 0]
Disponível em https://www.nber.org/papers/w18275/. Adaptado.
Com base na leitura do mapa, assinale a alternativa correta. | 44 | USP_2023_44 | [
"a) A diversidade étnica observada na região sul africana foi\nobjeto de cobiça do tráfico transatlântico de escravizados\npara as Américas.",
"b) O Chifre da África foi uma área marcada por guerras\ntravadas entre diferentes grupos étnicos, as quais\nimpediram a construção de unidades políticas nacionais.",
"c) A porção norte da África teve menor diversidade étnica,\ncom o predomínio de população branca, religião islâmica\ne língua árabe.",
"d) Após o processo de emancipação, a quantidade de Estados\nNacionais africanos ultrapassou numericamente as\nconfigurações territoriais anteriores à colonização.",
"e) As fronteiras dos Estados Nacionais africanos foram\ntraçadas a partir de solidariedades étnicas, e não por\ncritérios geopolíticos decorrentes da colonização."
] | [
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DyDn+I15J8U9H/tlbXW9N+crGdxj55Zgf4Qf73rWh8LvGrXLR6ZeS4k3YAZuuS57t9O1KTGj0vUdMt76ykt7kcMpBySOxHY+9fM95by+FvFWYGyqdGGMcp+P96vpLxJfraaNPOrAMEbBz/sk+tfOJiuNcvyWy7Hvye34+lZOdjtw2G9ruepal8Q7C70AwiePzXVhjd67h/drymSdJr6aTcPmckfma6C28BajPLt2yBD04bj/x2sbxL4evfDN1F5qMY3UtuwfXHoPUVnZs9OnKlh9j2r4fRt/ZoJUj/wDW1dwGIFcV8OdStb3QgInUOM55H95/eu28s+XuBzzWlOPKjysXUU6zkiPBSQMRkCsLxvosGr+FL1hHvkjhkYAE8EI2O/vXQK24YNVrvB067iPKvE4I+oxWqZyM+Z/Aukx3Pi+WzuRtCyuuCcdFf39q+mYdNisERIR8o+v+PvXzvpoNh8TbkJ8oM8x9P+elfSkh4UH8KJbjWw04cDPamjKnrwKXaeopryQImZJlU+7AVIDinOaQEdCeazZ/EGnW7bXu4h/20X/Gqlx4o0uKFpRdxHGP+Wi+v1piucb8WvEUUGktpMMyNPONmwHJ6ofT0NL8KPDUtvp326eJkeQZBYdQQh9a86kmm8ZfEGzwS6GdMjkjG1c+v92vovSrVdM0y2tlULtjVcYx0UD+lN6AWUbAMZ7cUEAduKVhkZHWhW3DmkMTG8YoRtpKmlb5TxQQpGe9IBpX5s06kB7UvSgBM4bmlbkcUYDUgJDYPSgAGOhoI2n2pXGORQpDjHemAmQetNJI4NObbH8zEAe9Zmo65p9pEXa5iBA6b19D70ASX8scFs7yuqrx8xOO9fMPiry59ZlaEhl45B/2Vr0H4g/EES2ZsrCb5mdeUbsCfRvYV5yLSZo/OlyS3c5+lRN8up3YKHtLwPU/DniXTJPBj6dJcxiUREbS2D/qwvpXF6GEbxdPGOY2lcjn2Y1zStJayHY7Ln0JFeh/D3w+b+8S+cE5Gc/UMPSsXqelFKlFtno154A0nUrcExAPz/E30/vVTtPhjpltJlo8jnu3/wAXXchdigL2p4+YDJOa6FseDJ3bZiweEdJt0HlxjI/2m/8Aiq1I1ESbAMAcCpTkHmhkyKZI1QcZFOYA0qUwgg8UASZ2oQfSvmLxoNvjQ+cCqnqTx/yzWvpwfMOfSvCfjHobwXSajbxHvkhfaNewppiPbrSNBaQrH93YuPypbmBJ4TFIuQfr61zfgnxCms6DbPvBkVFVuf8AZX3PrXWqhZM9aktSd7o8y174ax3cu+2U49Bk9h/tVyl18MtQXKwwSMc9l/8Asq93AP8AEMUxowGyBUezR2Rx1S2up89S/DzW4RkWUxbt8o/xqCGTxJ4cm3xQzxFT3iU/zB/u19GmNGHzKPyrLv8ARbG8YpLbxnPcIvv7e9S6bWxtHHRkrTR534e+MFzaPHBq0ZK/xOSFxhfQJ616roPi/SPESn7BewyuoyyK3zAZxnBANeZ+JfhpHKwnskwMEkKB3Pstef2F5qfgbWBcLvRWKqw+YAgEN7UKco7jlh6VaPNT0Z9U596Mnd7d6848P/FbSL60j+2SrFNgbtzIvOB6v6k1Jr/xT0mxtm+xyrLKcfdZG7j0f3Nbc8bXOH2FS/LY5P4039lcTQW8U6STAKCqnkH94P51Z+ENvKumzh1IXzFIJH+xXnUUd94q18XE+9g8mSDuOAWz3z/er3bwvpEekaXGiDDMqk/XaB6CsU7yud9e1LD8j3NzoxzQQCcgU4c5pp4OK2PJAnimopViacy4I9KAdxIoARjkE0KeMYoPHBpdvFADd2DxVXWJBHo87McD5f8A0IVaxg9axPF92lpoMpdsZx3/ANpaHsVBe8rHz3oDI3iH5vutL/7OK+h9G0+D+zIJEXqi55P90e9fPPhW2e61uMKOfMH/AKEtfSejxtDpUMT9Qi/+giuaK/eHr42bVCKuWpI43G3HFQNYW8gIccH3P+NWduCaCMjFdNkzyVOSe5zepeDbG8j24+nJ9v8Aa9q8/wBS+Ftzlnt0ZsjoB7f71exZI4OKl444qHTR008bUh5nzpP4A122k/d6fOfcKP8AGom0bXtJZbr7FcIYju3GMcYr6QKxseUU/hVO8060u7d4pIEKuMHKD/CodI6Y5inpJHkWj/FrU9Itvs97btLt6E4TsB2T2NYHiPxrqfiu5EURIQ/wAK3Yf7I/u16NrPw6s7pJWiiVSQcYUD1/2a8ZkguPDWsgXMTBV7lTj7vvj+9Ryyeg+egnzpHdeG/h3dXMCyXcLoST1HuPRq73TPAdhbR4cc+5Ydv96tTw1q1pqulxTW0keSWBUMPX2JrakBA4pxpLdnPUx1R6R0M2DQLOyIKAfmf8feqev+H7C606SSQqpVScljxwfetxWJA3EdeteXfFLxqbBf7Ms5MSsMHYeed69m9h2rRQRgsTU5ua55RMPO1Zre2/eA9Aoz/DmpdTtLjS51t542jcgHawwec13nw08Ctc3I1C/Q+24ezr3X6Vh/FJkPj6OCNQqhIeAMev+NZumj0IZjN6NFHT/Cer6paC4gs5nQ45VeOgPr71p2nw51p2VjZyrz3Uf/FV674Jt44fCdtlBkqh6f7C10SbVYfIMfSkqQpZk07JHg9/4A1Cys5J5LaT5VJPHsT2b2rovgrrscd5c6ZPKqtJs8tTx0EjHtXp+pxJc2FwhQEGNuMexr5usbyfw54oW4h+Qp06jqhHbHrSceR3NI1ni6bg0fWWctxT6paZfRanYRXkJBjkzgqRjgkdvpV2upO+p47TTswooooEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUlLkUhoAx/Ed5PY6NNPbLmRcY5H94Dv8AWuL+Fet6xrH21tTH7sIpT7nXcwP3QK9IkiWRCjDIPUUyC0htVKwR7QevJP8AOkBMM5606mgEfSnUwCiiopp4rePfLKkaj+J2AFAEtFQ213b3kfmW88Uyf3o3DD9KmoAKKKKACg9KM0hPHWgBnqT25r53+KN9BqniARQclep57onrj0r1T4g+Lh4d0l1idDcOpAGAcZV+2fUV846betca2j3LDLZyTgfwmsarurI9HAx5HzyPdvAdpJaaHGrDB3v/ADrsGy64HWquipEdPTYRj5sHPvVx8xkEDjuaUVZHHXlzVGxifIcYxnrSum3LjpWZrOvafYWMk0lxGCik4Lrn+deReIfivfGSS309o/LBIBMat6j1PtVXM1G+x65qPiLT7aFluH/Rvb0FfNvjiaC98QyTWJ/d7EA6+nvUF3qGpau5aZtx9kA/p7UlrZSW773icnp0NHtEkddPBTk7vY6T4f8Aib7BFPp98cxuwK+wCn0HsKzNQKaZ4ogvrU8RyK35BfX8ah/si6vZQ8EL7v8AdP8Agar6lZXunOv2yF1XPJKEenqB61HPfY6FhI037x1mu+MpdV01LYH+AA9PQj+6PWun+HPhwTQm4k/zy49ayfBnhPStesVuJJfnGMgS47Ken410epeM7LwjH9itCrH6h/Q/3h/eNRGLvqXiMRCnBxhud/LqdppyEXBxgZ7/ANBXkPxU8UWOpQJa25zgHP3v76+o9q5/UdT8Q+MbvfFExibC5WA49DyAfWun8LfCdboefqnmBjggbyvUf7vrXSjx22zy/wAP67qGhtvg+7/wH39QfWu70L4r3MNykd19wsAenqPRK9Xh8BaJaRGIwSFSME+a3+e9cz4i+EGk3sUtxZLKkmCwHnE88npg+op6CZ3um6lb6taLc27ZB9j6kdwPSr3liaN1PUqRivmbS/EGueBdT8hxthHUNDn+EnqQO7V9CeHNft/EGnR3ts6sSWDAEcYOOxPtS2A8H8dxPoPxEEzDCuJHB+rOPf1r6Bs9ShvtEW9RsqAxPB7Ej09q8t+OOmW08VnfZxcxxso+b1de34mvOdE8Q+JDaDT7TmKT5MCDPUnvj3NDQLY9g8Q/Eq30tpIU5dcjv7j+6fSvKta8W6nr167W5wrMSB8vt6geldBovw4vdWmW51JXw53EDcvXB/u+5r1bQ/BGi6ZZxoIH3qoBzK3v/jStYR4PF4V1q/iExXP4p2/GnzeBtWFo0mOhHHyf/FV9KxQQQr5aR4T3JpZLeBxtCdeuSapMLHy/8PNS/sLxtZG54/egH8VPoD619QwXEN/bxzxnIZQw6+mf615V8QfhxBdo+p6Yki3MalwN5bJAXHGD6GuL0Dx1rfhW7SyvVAiRgvzQY4BA6nH900PUex9FkkcYzn3owAOOaxfDnijT/EOnQzpPGJ2QFl3qOee2T6Vs/dO3tUjHjDLimH5TScq2R0p5+b60ANIzzRyaaTtao7u7htYvMeVFHuwoAnxzmnHYBktz9K861/4n2Ngrw27rJJjgrtYcg/7VcBe/EHX9TkKWKDk5GLfPHP1osK57tPq9nbZE0mP+An+grntb8Z6dY27NHLlgCR8reh/2favHpNM8WawQZo3yeP8Aj3I/9l9q1dJ+F2oag6m/Z1UnnGV9P9j3NFhXINe+Jt3eNLBbfd3YB49R6p7Vh6V4f1jxHIsjcKTjPydiB6j1r2TQ/hdpGkhZXSR2xzmY+/sPWuyg0+ztotsEW0Dn7xP9aaGfOXi74f3WhaIuoE5IZAenfP8AtGuetNRaW1EZ6D/H6V9U31jb6raNY3iloCRwDg5B45rxrxf8NYdIQz2KyBPQuW/uj+77moqK6O/AVOSoebTK0k6ovJYgD86+iPh1phtfCdk7DDPECfzb3968a8G2lrea9Clznhl/ix/Ev+NfR1jFHaWFvFF/qxGABnPasqerOnMXZepOue1ByDzS57ilB3da3PIFOCuabnBxSNkHilIyM0AI2c0A5FCn1pSMGgBMEc1Q13RYtb0qS2cZzjPX+8D6j0rRxkdaWElZCM8fzoBny3pOtXXgvxBNbNwkcjDHHZwPQ/3a7T/hbzqQQvH1/wDsK5L4hWyTfEB4SMLJKQefWVxXpmk/B/RL7QLC5kEu+WBXJE5AyQPaqsiSHSvi5b3cm24+U8ep7+yV3Gi+LbDVnEaPyRno3t7CuFvvgtYKpMDSqT0/ek9v92uL1fwdrnhOU3VgHdQdoOwv1JH9z2FJodz6LON3y/hSjD5HcV4PoPxW1SxkEOpKuz3hC+p9R6ivYdH16w1WNXt7iJiwB2h1J5x6E+tILmvyrAAda8j+NfkRWNjs/wBa05B6/wByvW7qZLW0admAC45J9wP6188ateTeMvHFvYFg9uksZ+QAddgPIz6mi1zSFRxloU9I8G3Opaclyi/eAPUegP8Ae963tK8AXDyjzl4+o9/Rq9k0fRodI0iC2iU4SNQcsT0UD+laKohXGMY96y9nc7XjmtEjB0bw1baaqFR8wA7n29/at9RzjHSkDHOKju7lLOLzZXVV9yB/nrWiSSscVSo5u7JsYYnuaUrjHr1rzTxB8Urazby4GRz/ALIVu3+971zcXxevFuRlE8rd/wA8h6/71UZ3PbT6E0ipsJrl/D/jSx14hUlQP6blz3/2j6V1CSpuKuQPxoGKRupc8YoIHUEEexpzR8ZFAEe0GuG+J8cknh9to6Y/9DSu6rH8VQLcaFMrjpt7/wC0tS9jSk7TR83aDqo0jUI5z/CwJ/MH0PpX0R4T8QW+v6Ujwt86BVYYPXaD3Ar510zTF1a6e3zyWIHOO4H9a1rS91X4f6uiDiCUF/mjz0BUckD1FZU17x6OYN8sex9KkHvTduDmsrQNdt9csVuIpUZuchWHHJHYn0rZX5uO9bnlDGGcUo4FIwK9aXbkZoAO9DdDRTSSKQCo+1hkcVynjPwnBrtkxx+8GPX1X3HpXVEZxjOO9Z+saibDT5ZiQAuOv1A/rTRLPnbwxrN14a8UJYbvkLpxgfxFPY19IaVc/bNNinb+JVP5gGvBvB2hHxT4sfUZVJiVl5XIGV8v0B9a9+t7ZLO0jt4uiKByc9Bj+lJ76FFPXJWtdEvrjONkLN+Qr550eyl8T+PJHkGVW5J7dPNH0/vV7n49nNv4K1RsgN9nYDPvj/GvMPgzH5ms3MpGTvY5/wCBRmqWxPU9nkZNKhAXhV/z7+tfOfi27XUfHIugcr+6GfpivdPGfnf2XIYfvcds/wAS1877HLlpBhwc9MVjUlY9TAYdVbtn0Z4MkWXw3bgHhUQH/vha3+Ny46E15z8LtU8zTJrd3XKuoA4H8P8A9avRRknNVTldHLiqXs6rix7AYK+orwn4l6ILK+FxGOD/AIIPX3r3NuoNee/FVbdNJG4/vD0+b/aSlUWhtgJ2qpdzb+EGqC88IpbE/PDLJge2QfT/AGq9Erw34HSyjULmPB8vyn7d90de5VVJ3iRjIqNZ2CiiitDlCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkNLSH260ANyOuf/AK9AI9awfGdzc2fhPUri0UtLFbSuMY4xGxzz9BXzt4R+IOux+MraFpiyTXSRunlpkgyKCPu5pAfVHOP88UtN984qOW6t7aMtPNHGo6l2AxTAm4pa5G/+JPhWw1BbObWLbec/dYsBjPUgEDp611UNxFcRLLDIHjboy9DQBJRSZFGR60ADdK8a+NPjmTSIYdHsW/fTIXdwzKyYcdMf7p716J4z8SW/hrw9PeyyKG2sIwTjLbGIHQ/3a+YFi1H4ieMZGhUu8jvgDbwPncD+H3oFfoew/AnVr3UNKvI7qR5FRVKlnLfxv6mvX65vwb4Vg8K6X9mjbdIw+dsEfxMR3P8Aero89qBjqKTIoLqoJJAAGSTQA0nGTXN+MfFcPhfSzOVV5W3KincBnaT2H0rnPH3xEttH22enTxTXJzv2ODsIYDB+Ujsa8jhsdd8V3oeSKWQEj5vLA9F9vSsZ1EtEdmHwzl709EP1HVdS8c63l+EL4CByQBuP94/7VL4r+Ht3olqt5byOWXr90Y5Udj716R4U8GHR9k0yMJMDIII5+U+vtXcXdrFqFq0EvIPbPvn+lTFO92aYqtGyhT2PK/ht8QVurIWOoELMrNg5dsgkY7H19a3fFnxHtNDhEcSiaRhkZLL/ABAeleOeP9Cm8NeJGSIFVZEKnHqPcn0rA8u4uFR5wTkcHGK0dkclOm6rsjU1TxPqWuSsGkdY34KrI2O3qfamadoc97KqoCzH1I9vU+9bvhjwldalcReVA5TcMkDoOff2r2bQPC8OmJE0iEOAM5J9vf2rJybdkejyU8Ovf1Zxvhj4cRyANdOwPptU/wB6uwPgDSkI3KG+saf4V1RjVW3KKfkOPnPNP2a6nJPGVG9GYNr4R0y3wYol4/6Zr/hWX4v8IWOraBeARqk6wsUZY1zng9ce1dczNE2MYU96x/Fes2mj6DdzvMgcRNtBPU8D39auMUjnlXnLdnzbZ+IdU8Jajc2UMjELIyYMjDocdj/s12Hh3wTfeLpftl9NIFPuG9R3b/ZFYmg6LN4v8ZPcCB2haYsWHTHmA+3Zq+krKxj0uBYYkIUZ9fUn39atpIzu2Zeh+FtN0K0WCKJHIJO5o1zyc9hW75YVQUUKB2XikceYueppImKAq3ApALu3DnJzSb9mRjj0oK7TlaU4Kk9TQBxnjL4f6fr1i8sY8u44wVRPVfUegryfwf4svfAmt/2VeLvtywzvcnG4qc4XI6A19Dxuy8MMivN/iP8ADx9dZ7+xiZ5wgyqjP3Vb/a+naqWpLOK+IPiA+K9bs7azb9yYWJAJ65J74/uivTvC/gLT9M06F3jV5gSdxjTPDH2rwbSre48MeJ0XVYng2lseYNuRhh/OvqSxvYL+0Se1lWWNs8ocjg4/oaUilsSW8aQrsWNVA44FSHgkgcUOoxkdaF5Uc8+lSA7bvHHWmZ2tgikYOrZHSlwXXOMkUAJJbhkww3KeCDXH+JfhrpmvQSSovlTkHBSNOuD7eprsULEENwPSnAspyBxVJisfMmoW+veAtYlihml8mNyqky4BHbhW/wBqvRPCXxci1BUt9RiSOYsRkF2zkjHY+tem6no1lrEJS4TLHqdx9vQj0rx/xP8ACWcXTz6YjcAYCrnJA93+lPcR7BYapaaiiiJhyuRwf6j3qy8ZhO5zgDmvmgJ4o8HXPnS2s6Rrld5iXHPHofSuqPxae90eWz2g3EilVwRnJPpspNDueneIfFWnaPZyyO4MgUkDa3JwfQe1eIaz471rxFqE1vYkpFvO0LMw469yP7tRW3h7XfFGoLJJbTeQzjLGMAYz+HZq9f8ADPw+s9HtIZWXMpQbuT1wc/xH1oEcP4Z+FdxfgXWrTS5JIx8jdCPUn3r0fSvh/o2nBSkSu6jGWiT0A9K6eErFGI8fjQwIbPUUrjsV4bC1gxiCP/vkf4VYMaBPkRV+gpTgr70ikCgYByRtPakxs70HGSRSnDoeeaQDAobkdc1keKoxLosgZQxGOv8AvLWou5Dk9KS6gW7tGXGen86b1RUHytNHy7oNy9tr0TqcYlHGf9oV9M6JL9r0S0lbq0SnP4V8zyW5s/FEkZBBFyRg/wC/X0f4U3Dw1ZE/88VrCHxHqY5XpJs1144pSOPSlcZGV5NIpOOa3PJEHNLzQAQ1BBz1oAQ4JoPJpVAHWgjByKAEwVpV4YHtS9qaPzFMDwX4vaDJp2txavHkrkZ6DndI3rntXqHw218a34NsFziSGFUYAnsSO/8Au1a8caCPEXh+aBFLSBGKgeuxgO49a8b8Da3ceCPFFxpd9mFBIynfgdA5HY/3h3o6C2PocFnyG7VWu7K3u49k8SSIT0ZQf51MkqTossTBkOfmHINPLbuM5xQM8+8R/CnS9Ti8y1ZoZP8AYjQensPQ15K9z4g8B6njc8kSNxvlIBAb0Df7FfTSvsIz0rM1nQbPWIisqBiwx94j19CPWhiseM6h8YJ7/wANtbG3SO4+UZV35wVPp7HvT/g1of8AaOrXOqzMS0aIRkA87/fn+CofiB8MJNOtpNQsIndByQqk9XA7sfWr3wJ1eGG6vrCd1VmjQgMcfxn/AOKptaaAtz25n4CY6cUhG3morm7tLd8vcRr9WqnN4n0aH7+pWy/WQUhmgDuPQDmvJfi94tu9Mlg0+1OC8ZJIZgeHHp9K6+f4ieHrdiBqlsSPR8/0rxHx94itNc8Ww3McqvAiOu4Hj7zH0HtQkJm/4F+H0viKNr3UpZNhAwPlb+IjuT6V30/wi0Z7Ro4pHEm3qI064+lXfDPizw/b6MkY1K1TrwZP9pvWr1z460G0jaQ6nakYJGJM8/lTEfP+qLqfgHW9sUzkDpl8Z+Uf3T/t1vP8YdUkVWW0i4Az+9es3xjqMvjbXFWwiaYDOCgz/CvsP7pr1jwv8OrGHSYlvoCJCoJBLD+FfRvrQ0hnB2vxq1CMYls4SPXzHrr9C+MFnfN5d1EkWcdC7d8f3a1NS+GWlXIxDHj/AIEx7/79cPrnwiu4gJLCN256Bfb3elYD1ux8R6dqKq0EuSe21vb1HvR4glim0WdA+CNvIB/vCvnuXwx4n0STdHZ3Bx6RA/4+lW5tZ8UNaNBLYXIBx1iHrn+7Sa0Kg/eRieH7prHWkk6gSjOT/tD/AAr17XPCtn4w8P210j7JliUZVBxnaep/GvFIYpoiysjCXJ+UjnNb2n674g0mEEW06wdj5YweMDnafasYfGetjo/uIi6b4g1zwFftDjzojgYklOOzdA3ua7fTfjOJdouLWJG4B2u/t7Vztv4r07V3EOqKsTeruR147Adq2YPAOka9EZdPu4mcjOEJbn/vv3FdDR41z0fS/Gem6yoEcgDdwFb39R7V0AYYHOfavlTV7C/8Ia0qNlSO5Uf3R9f71fSnhG8/tPwzBdsfmZnH5MfpSeg0bBXv+lJ94YpQRUVxdQWULTzyKkajJZjgAUhko4Fcj8Q5xBoMuCQTj/0JK3rXX9J1CXy7e+gkfPRXyc/5Nct8SxnQ359P/Qkqo7ky2MH4IxqdJnkIy3mSf+yV6sCdzZ9eK8u+CBX/AIR+bnnzJP8A2SvUwu8nHJqerLOE+LV6LXwbex/xSR7R1/vIP61zvwVsNlhLeMOTIfT0jNUvi5qou7230yJg0kj7Sg68+WR2r0D4e6U2l+F7YOhUvGrkH3RPf2qnsStzoLi0jvoykg4Ptn/PSvAPGmlJpPiOS2jGE2Iw4A6j2r6FT71eU/FLRJpr/wDtCOJioRQSB6Bj61jVV0elltVQqWfU4fQdduNBug8ZyjHJBYjsR2+te+aFqn9pWaS4Azn19SP6V83lfMjK9xwfavVvhxrkQjWymmQOThQTjOS59Kwpz5ZHo5lhlOHOlsenOMH1rxL4rapNJeR25PyrnufRDXtMsyxwPK3ChSQfwzXzd4lvn1nxC6p8+cY285+Qf4VvUemh52XQvNvsez/B3RYrPwsl+cGaeSQAlR93cB169Vr0msLwlpjaP4atLJ8hoy/BGOrk+p9a3a1grRSOXET56sn5hRRRVGIUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUh+tLSGgCC5toru1lt5kDRSoUdWAIIIwQQa8uk+DVrbeMINasJVjhS4W4MTMBgiTdgAJjGMDrWz8SfiCngyziWNPMuJWZQucYwuc/dI7is/4YfEWbxjeT2txFsdI2kB3A8AoOyj+9QIv+Jvivofhq+FlP5sso+8I9jbeARnLjH3q8C8U/EXXNZ1adodQu4bViwSNJnUbSzYyAxGcGvYPHXwlPiHXP7RtHw0v+sGPRVUdXHoap6n8Cbd7ZPst7ukAGR5RHY+slNC1PLPA3hW98a62VkmYohO+R2bqVY9cHuK+i9R8U6N4JtIbK9vF3gkBTKm7+93I/vCl8AeDY/B+kyW+d0krqzHGOQoH94+9eHfGy0uIvFQklGY2OAeP+ecdK2o+h9CaB4r0nxHDvsLuKRgMlFkQsOnUAn+8K2s4GTj+lfN3wJtZR4rmmC/uvIIzkdd8Rr6TI3LjNAHzX8YfHB1u/OkWbK1vC3zbTnLAyL2YjoR2qf4EaDdHXZNSeMiGFgDuU85jcccY7jvXc2fwV0231p72W58xC5cR7GH8WcZ8yvSrCwg06zS2t12xoAoGSegAHU+1AJFnJA7fjVeW+tYc+ZcRIe+5wK4z4neKW0DRkjt2xPMWTp0+Q+oI7ivAJdRu7+4kmuZNzOxOdoHU57D3rGdXldjvwuCddXvZH0/e+K9FtIjJJqNsMdhOnPT3ryzxJ8YhdWstppiOjSZQuRgjIIyCr/SvKZUOetVFxG4IHes3VbO+GXwpu8tTsvDmi3XiTV2nuvMkDMSWfJzkMepBr2/TdBttLhUQQqCO4UDvnsBXlHhjxla6TpQifiT5eef7oH901tw/FCNOoyP8AP+xUQet2ZYunUk7Q2PUl5XDAVGcxt0P1rzg/E62dSw+9+P8A8RTYfifBNGyycNxjr/8AEVqqiOB4WpvY4/4yzx3fieKGMguqRZx/wL/EVzVzCLexslZQCY8nI9hUWrXx1HxQb5uV+QflirGs3iXRtVT+CPBpVJXsj0sBRlTTkz2/wTYxW2mRTRovzZycD+8wrrXUMoxXPeB8N4diA6/N/wChtW+SUfBFVBe6eZipuVV3Hxtj5WoI28jnmmyqSMrQsiJDvkPSrOcJ5Yo4d8pAUdc4rwXxtr83iDWY9KtXZo5HCYUk9Qh7E+h7Vv8AxS8WmF47GzfO5TuOO4ceo9qrfDDwoZLyPUbgcowYDPpvHY+3pTXclnc+BvCkGg6NBP5YFw6KzEqM8qp9Aeorsd5kTLDmmoQgCdhwKGUhutAxFyhxTpFBAIpc7hTVJDHI4pAC8jFIRtNLIuMEUDkUAIUzyCKfG235SMjvn0pBxwaJF3LkdKadhWPKfjH4SS9todUtIwrohVti4zl19B/tHvUXwZ8TNdRPpVxIWcYCbmyefMY9T/SvVbqzS/sHgYZPGB+IP9K+c4oJfBXxNsTjEJuEHbptGfU/xU9xo+kn+VuR3pMc0lrcpqGmwXMfIZFb8xn+tOVs/LikAuNwpvKGlYbeRSghxzwaQCGlBHSkGQaUxlhupgIwKkEVJ99TwCKryXsFspErYx7GuN8R/EC00csqtuOMjgjsf9k+lNCubHizTrC70OdLmOHqp3MFyPmHqK+dfBGnW934+srWXa0XnLkHBB+Un0rZ8R+Nb/xKzW0I+Qtkfd7Enuorn4dJ1Lw9dQ6sEw0Tb85Xtx6n19KvoI+pbHSrOzgWO3hjUbR0UDsPQe1WVJU7W6CvKPBnxRjupYbW7G2QhUJ5Ofujsn1r1mJ47y3SeNvldQw49ayKArkZFKpHQ02NsZB60pGDuoACMN7UFcDNL98Un3TjrQAgIJxQV2k4pSoPzCgmgBpAYYohYIhWg/LzTwq4JzQB8169Gq+NnyMfvyen/TQ1794Xw/huxA/54rXhfxBH2bxM0q/3yf8Ax969e+Ht99p8K2Rz0iX+Z/wrGHxHr413oo6sfKcGlIyOKMhh6GkUkH3rc8gBg8HrRjaeaRlzzSg7loAMZ5opEJGSegp5XIBoAaV4zRjINPA7EUFfLGc0wK4JDHccL718+/GOG3tvEYu7VlWV2YvsIHO1B2+prvvHfj+3tLOa1tmzPyvQ8HDDuuOteb+H/DV54xvZLu5PysxYHjvu9CP7oqkI9F+GPjq31KxNleThZUXKl3AyS7ere4r0oOjENGwYEZ+Q5r508VeBLvw7surXkBvbjAz3Y+lJ4X+Id9oM4juvmiUFSPlHYDsp9Km1gTPo1k3D396QbUGS4GOuTXD6T8SLC8i3s+32wx9f9n2rz7xj8Qp7u7e3sWxklc4Hqw7r9KAueneN/EOnW2iTwTTRMzYwu5SeHX1NfN2i6pfaRq7XdiHDHbwu7sQexHcV1eg+EdT8STm4nPysc5+XnIJ7MK9h8M+A7HSkzKm5jjnLDuT/AHjTuC3PGJ/EvinV5ML9q5/u+b/ifWof+Ef8W3rfMl9j/aEv+HtX0sNMtICvlp+p/wAauDYo4X9aVx2PnrT/AIUavcsrTvJyOcl/b1Srd98Gbvyd0b5f3J9v9iveRgNkUrvnGKdxWPmCfwF4msm8tY7op6qJMf8AoPvU1n8P/EV9IqSGfaTyG8zp/wB8+9fTSsCmGGajZQHBUUgscH4V+HFpoZWaQBpRn72D/eH90etd1kg4GAPapWO6mAc0DEViDTi3TeAR6UhxSLQAya2tbofPAhx6oKqy6LpkinNpB/37X/CrwGGzTnAKZPWgD5u16CK28ZtEigJ5pGAB/wA9DXs2ieHdM1Hw5bia2hJKIcmNf7qnuK8c8SNnxu//AF3P/ow17p4V/wCRdt/+uaf+giuaH8Q9rHu+HicF40+FdobA3GlrtmXJwgA/h/2Uz1Fec6PrGteCNVC3An8kNght+Mbh6kdlr6aIytYGveF7PXIGWZfmI65PofQj1rqueJY+dvFevr4o1tZE6Ht/wFfc/wB2vpHwnZiw8L28AGMM5/NjXzf4u8LzeFdWBXlOx4/ur7n+9Xvfg7xTaX3hWCV3wys+eD2Y+1EmETrUXIJPAHWvHPib43fMmkWDEtKNg2HnkIeze57V3eteM9Ps9PkXzOeMcN6j/ZrwnwjC+veOba4cbkWVGY9Oin6f3aSBsp6Xq+s6Bq1tPK86rI6nDFxkFgfUele9eJ4v7Z8LvIFyxx0H+2Pr6V5b8SHin1+wsYB8yPGp69mcd69u0608vSUhbpzn/vomjqJ6o8u+C96IFn09yAwkY4PXny/8a9qiAVya+ctOuDovxQMA4V/K/Ux/X0r6JsJBPaRuvRkU/pRazZR87eJm+3/F2whflDcxDHb7iV9B2caw6XbRKAAsSrx/u4r5/wDHcJ0b4k2F8R8guI2z9Fj+vrXumj3a6lo1lPH/ABQox/75B/rVMSLwXZWfrWnR6pYSQuASVI6exHofWtJSWO3vQ3yHpUWLi2ndHzv4n0STQ9UZAhCSFmHB/vH2FZ2mX82manb3MbEBJAxAJr27xhoaanaebt+ZBjr6sPcV4XIpjuWhbqP8K45xs7H1GDrRxFGzPaB4vtLvwu5MyiXyCCNwznZ/vV5b8O7GPVfGsMdwvmKd2QRn/lm/rn0rDctEGKnjB4r0/wCDPh9jcyavIuNmNnPXIkU9/wClVC8nY561GGGhKSPblGOMU6mg+1OrtPngooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKRsd6WgjIxQByfirwDo3i8xnU1n3xklTHLtHIA/oKPCvgHRfB7vJpqTeY4KkvKW4O3/AOJFdXgUYoAb+f4Uo6+9LijFABjFY2v+GNL8S26RanC8ioSV2OVIyMdq2sUhFAGPoXhjS/DsHlabC8anqXkLHoB3+grZpMYpM84xzQAp6ZqOSURoXJwKeTn6DrXJeOvEsXh3RWkb5nfBAJI/iUdh70m7K5UYuTsjw34ha5JrPiRwzq0URBTaB3RM9PpXL24nuLpIYFLEkDgZ74qjPeyXN3uLEs5AySfYV7J8OvA0E1rHqF0SWYBlBVT2Rq53Bt6nsLExpQ5YmNB8Nr2e2Er7h7fN6/7tWF+FryIGXfnv8zf/ABNexYS2Ta4AT6Vl6l4hsdKt3lBBCgkgqfQ+g9qPZoweZTZ5XJ8LpRKBJuVex3MP/Zabc/DNrZdyTA8HPzk/+y1Z8QfGAvI1vZ2cJIJAbc4PB+g9K5H/AITfxJqMnlx8Z4wJm+n96q9kQse73aNQeCbddwmnVT/11x/Sub1ywh03ASVX+j59P8a1DY+K9Qw2XGfSb/7P3rJ8R+HdXsbcTXbsR7sD3A/vH1FEaRbx/MrWNrw54Nn1zS/tkYOMsOM9voDWZq2lPpN6YJQQwzjOfUjuB6V678IVV/BykqD+8l/mK4r4nBE8TRBFAyjcAf7bVlONtTswuK9pLkaO68Ba/avpcds0ih89CQP4mPrXegJOgZSMdc5r5khn1HRpEuoXcIpzjeQOPofeu40r4qyW9iBNGrMoxy7+g9jThKxy43CNzconrN1ewWalp5EVR6sB/P615T478etJMbLSJFkLKBlVV+oI7E+ormtU8c6t4puRaWyiIH+5Iw7A9yP7tdd4L+GgbZe6pI7uGPDBG6EY7n0roR5TvszE8GeArjxJK+oaqHB3cdU4Kk/3fU17XZWEOmW6wwghR6nPcn+tFvZRabGsVqoVMDoAOnHarR/eJ70MQhG5dw60obK89aah2Ngmh17g0gFwQfal2llyKVf3i+9N3GNsHpQAB8Da1BU9RSuARkU5SNuDQAYDjnrSIdnymgfLz2pSN/zCgBpBVwy9K8p+M2iCXTRrEKt5lt8+ckj70Y6fhXq4bOVxisHxxpiah4K1SE8n7O+OB169/pVIRyvwi8Rvf6MLad0JQbQMAHAWMevvXpDKMkivnX4Yam+k+K209z8pk2YJP99F7cdq+idw+Vh0YAj8qT0HccCGGGpjrtOf4aUggZFCuGQhuAD1oAZc3EVraPPIyqqAnk4rz/XvibBpjOsDo7DIGArev+17Vzfj7x7dPfHRLEDMuE3B2B5Cn2Hc1H4d+GNxrUUd7qNzKN5Dbflbg4Pcn1NOxLZzep+I/EXia9kkt4mETsSNtv2/I+lbGg/C2+1zbcai7IM8jJQ8Ef7H1r1rRvCWl6TBHbrbxsyqBuaNcnr6D3rbSNbchYlCr6AYouOxy+g/D3R9FVSYnaQDGTKfQD29K3NR0HTdQsntJYnMbqV4cg1oNmQe9IjdAaLhY8V8X/CdbSOTUNG37o8vtLl+m5um0+1M+HvxAu9NvBouqlV8n92N0YXoHPcj27V7bLEroyMAUcEEEcHNfOvxO0hND8WSXtoSnnOzbQAoHyr6f7xpiPoshXUOhyp75pFOTtNY/g7UH1TwrbXUowxZx1J6MfWthhk5FSUBBU8dKdwRSZzwaOU60gE3EEjtSEYPHSlYZGaA207SKAEHOQaY7FEYipGGAWFI6h4yvegEfMPi+9l1PXrkEZKyMAAP9pv8a6n4ZeM10mcaZfMscQ4XcAvQOepI9RXN6xEtt4ulDqNpnOc/9dDXQap8PnudMg1nTpXV5UD7VCr1wOuQfWs4b2PWxq5aSaPd4ZoJ0EkMqMp9GBqwIxgHIJ9jXzZa+OfEvh39xcIHA6b5mPv2Y+tatr8btShG2WzhP1ketbHknveNpwaa6lWGK8fh+N8TgGWziU+zv/8AE1pW3xksZWImgQZ6YL//ABNFmK56HqGqW1hCTPKi4x1YD09T7153q/xXisyY7QpJz2VW7ezVxPinxpeeJtVa108lIixxtkYdge+P7prqPDnwljmhFzf3MrMf4SqEcE+57CgCg3xh1D+G3/8AIA/+KqG5+Luq3Fs0UcALH0g9/wDer0JfhjobQqmzBGMnyk/wpsPwu0iCXcF3D3iT/CmLU8u8JeCr3xHqovdUjkEbNuPDJn5lP93/AGjXuum6JaaNYQ29ohVVUDlif89TU9lp1rYQCOCNVx6KB29vpVnOODyPei4yCW3gvUMF0m5Mcckf561yevfC/QdVUskcyOSCSJj6k+/rXZMBncKXcSMZoCx86eMfhrN4btftVrIxj92Ld1H93/arT+FXhCw1YfbbwM7Kf4ZCP7h7fU16h8Q7YXHhabKgkbf/AENK4X4K3W5Jbc9nP/tMU3sI9atdOtdPhEdtGyqAOrE+1TIcgg8fWpWAyR703b3pFDSMc0pUYyKXgikXpg0AAxnmk7mjGaD0oAAMijIAx3pvK496cy4waAArt5zQcHpRncOaAMGgBp4NOBFDDNGMHaaQCdTTv+WRFNxg9af1UgUAfN/iT/kdWP8A02P/AKMNe6eFj/xT1t/1zT/0Ba8M8R/8jqw9Jj/6MNe6+FVB8PWx/wBhP/QVrnh/EPax3+7xNfBUc9KTgkHnI6U4ncKaOK6TxTz34t2VrLohnkB84dDux/FGP5V4t4a0vWtTszHYq3k7iMiMkds87T617R8X0caEhU8c5/76jrP+CMcE3htsxIZBNJnKg/3afQlHFR/DXXbsqJ920/7LD/2SvR/Dngq38JaNd3WG89Yi2S5IGN3Ygf3q9CVVUsvkpweMAVn+JgW8M6iEAB8huR9KLgfP2no2t/EsvJ8wS46jjgTD0+tfSoAUBB92vnbwCo/4T2YOMt5zfn5q19DOxHI6UPcFsfP/AMWbFtE8cwalAjBcQkk5I4z/APE1634A1xdZ8MwyhlLoqKcY67FPY1k/FLw7FrOgyXY4miUnOB0VXPU/WuW+CWqPC2oaVIc7JxtyT2Vh9P4aH3KOi+KvhqLV9BlvoVY3UCFxgn1TsAey1yPwv8aS2Nx/Y+oOiorbACoUjBRe5Hoa9qvbFLmKSCQZR1KsCAeteCfEXwlN4W1capp7MEdvMIG1cEs7diD/AAin0J6n0B8ozIh3Dtg5pD81eb+B/iVb6laCG+Co47je2eWPofQV2cPiPTppAiS8k4+63+FSO5qNGHhZT7V4H4z0CXS9WMwRvLOMnk9FX29699jZZQGRvlI64rkvHekJd+H7ydlAkjiLDgH0/wAKyqRuj0MBX9nUXZniNlb/AG7Ura17TSqh/Egf1r6k0jS7bSNPjs7RSsaZxuYnqSf6mvmPw04Xxbp8bY4vIx/5EFfVK4xwaVBbnZm82+VDuh9qdTfrxTq6DxQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACmdBk8089DXLeO9cl0Dwpc3sBUTJt25znl1B6EHoaT01HFczsc94y+JttortbWE0c1wuQSjg4PzD+6R1ArxLxf4zvvEc6NdvkICFGF6E57KKzZ7t7oyXM8jNK5LZY55PPernhnwzceJNRIMbeUpIJAOOhPoaxTcnqejOMKMUluc1aeYt7HKY2KqwJOPcV6zpXxPj0vTIrVF5RAOvoAP7ntXXQfC3TIrVQUUt34X3/2KbJ8KdJmwVVQ3oAn/AMRWjscLk2cLq/xI1LU02W8Eh+gB9P8AY9qwrLRvEniCfy5LeYI55YxqBgkfT1r0jUPCmm+HrcyNEjbfVVPcew9a5JPiAbYlbaBUAOMqmP5NWbklobU8NKouZHS+GfhTDanzdQ+Zmwecrjj2f3r0C28K6RbYMQUMOfvsf/Zq8iHxUv1XbgkfRv8A4ukHxTvY2yNxP/Av/i6XtGivqcj3KJbaABMYA4zk15f8X5Fi04KmCD6H3jrBf4q3jpgxnJ9Af/i6wPEniuTXrQRzZJHrn1HqT6UKoJYOZ6b8H2UeDQpcA+ZLx+Irh/ie+PEkbA9Ff/0M1j+HPF93oOnG2idgMscAnv8A8CFZur6pca5fiSbcWOcZz6k9yaiUrux34ag6T5jTv9bivtH+xwLvmIIwuSeTn0qhaeFNWvLYypZT4xnGz2r0TwJ4CgkeK6u4wQGzhgPVh3WvUU0eztFCRQx7cYICD/Cmo6aGVTFWm+Y+bdBuX0DU1muIGjI7PkfwkenvXu+h+MtP1q2UR3ESy5I2F+evuB6isvxR8PbTVIDNaIqyDsoA7qOyn0NeQSwar4av/l81ChB/iAPQ+3pSfNFmns6WIh7u59MQuHjB4Poc08ZU57V5h4K8fLewG3vZQkiELl2xn5fdvavSbS+trxP3Usb5/usDWkZp6HmVaEqb2JyokGccihTjg0u7Z9M4pWXIyKswGnKNuHSnHEgz3oU5XBppBQjHSgBynb8ppGUjkUpXdz3oUnoTQAKcjBpBlDg0pGOlKenvQAwoSdwpk6/abO4t2H+sjZf0NSq2GwelJjD5FMD5q162k8O/ENZWUohuQwJ/66n6+lfRejzpfeHtPuVIbzIEPH0FeNfGOxEd7DeKoDB1OQPeQ13vgfxDZx+CNL825iDrbqGDOOOT705ExOzHpXNeN9aTQdBkuS6g70UAn1P0NWbzxhosFu8v2233AE7RKmenpurxXxv4tn8V3h0yyDyRb8gLk52lvQntjtQhsd8OfDs/iPxNHqs8bmOGRW3Y4PDDsR/dr6Eg226LDtwqgD+lct4D0AaBoiLtAc5zxz95vYetdXgSAtxmi4wkAZtw5FKMFaarbSVNBODUgBO08UEZ5FH3hQDnigBFOSMnvXhXxo/5DEQ92/lHXu2MMK8J+NCt/a0bFTtUtzjjpHVIlnqvw9QJ4ItQe7yf+hGuiHDVy3w2vI7/AMEWzRtnbJIDg99x/wAa6oqcbvT0qShGB3Z7UdaTdvHejlSKYCHOfYUkqFn3L6U8/MKYSRxQAqEN8p61z+veIrTRlJlnRW9Cfp7H1rcO5eR1rw34oXd0uoKp3hD9cdEqZaI3w9P2k0mcxq80mta6biCNnDyZG0Z6sT/WvoDwMjQ+FLGCdCrCFeDxjk15d8O9Jtb6VZJQrEHgHB/ue3vXtVpAkEEcaLgKMDArKle9z0MxmlFU0ZereE9N1RwZY+n+03oB/eFc7efCfRrrLgDOfV//AIuu7DbuCaUkoODxXRc8g8sn+DVi33P/AGb/AOLrjvE3wlutJsJrqBXkVVZuF7AE/wB8+lfQwOV61Q1yMXOh3kbAH9y45/3TTTE0eDfB7S4ptelS4Hzo20g5BB2ye/tX0RgQjZ2r56+H9z9g+Imowlto+0yDrjoJK+h2Ac5pS3H0I3IK/LzmlVjjGaaCFc+lLjPIoAQghs0cEU8YI5phGGPFIBoJJxSngcU4cknFGecU7AUNct/t2hzRYJJ28f8AAgf6V4Z8KNTTT/FElpKwUtKVAP8AvoPT2r6DKb4nXjBxXy5Zv/ZPxMRR8oN6B6f8tvw9KfQnqfUsnIVh/EM0xM8g0yCQS6fayA53RKf0FSKTmkUNYEGnYyOKCQetGdrUCEB9aY+cU7BJ4p4UMCD1oHcaBuXntRuJ4NIzCMfMSM1BNeW0I+eeNe/LgUCLBUgZpVGa5678aaPZcS3kRP8A11T/AOK96hj8f6CQAt5Dk+sqf/FUBc6U8GhySv0qnZa3p+oIHtriJ89cOp7Z7Gr2AAVBBzSGRjkD1qTBVD60wLjOO1PLbhQgPnHxKMeNn/67H/0Ya918Kf8AIuWw/wCmaf8AoK14X4kJHjZ8/wDPc/8Aow17n4V/5F+1P/TNP/QFrnh/EPax3+7xNjG1aOo/Cg8nFAWug8U57xnpZ1XQ3gClm4wB/vKf6V498PNeHhHXn07UT5COwP7z5eWKex9D3r6C2rIAjAHPrXiHxg8KiznTV7KMrwgbaMYwHOeB/sjvVbonY9gj13SpYBOL+3CsAQd4/wA96ydd8WaJHo93EdRtiWiYACTrx/8AXr5w03Vdf1NRaWk1wdny4DSensfatuLwd4pvnEcyXO1jj5xL/VaEgYzQtctbHx+10ZkEDXBO4njHmg9cegr6Qt9a0m/AMF/buT2WQf57V4HL8JNVW089c+cBkAbuuM/3PWsETeKfDkmWF2Mf9dcf09aGrsNj6b1JIptJuoXddrROAc/7JFeBaJqEPh74j3AaVFieWQkk8ceYPf1qvL8U9WuLE2xLea2RwWzzn/b965S5stauJ21V7e4Iclt+x+/PX/gXrSS0GfXaSrPGskbBs5zg1R13S4NZ0x7WYZypHUj+Ej1HrXkXgv4nyLPb2d++AXALOfUk93+leyWt7b6larNburhgD8pB7Z7fWjoB4Jqvwo1mznL6fDI6/wCyg9B6sfU1hX/hzxNoTLdS2syquGJ8te2T7+lfT0TAghgGz681yvxEa1g8NzsyJuKNjIH9x6pCb0OQ8C/Eeyt9Je21W6jikQqMOcHhQD0X1FTeKPiVpN3pN1a21zHI0sZUbSec4/2a8t8N+F7zxJqVy1uG8oSEHGcdz2Br1HTPhDaBkNyWJzzkj39UqWi4ScZJnl+n3XkapDfEYVJ1kz9GBr6wsL2DULRLi3mSaF84dDkcEj+YrxHxp8P49H0/zrQEqFycD2Y9lHoK1Pg14maZbjSru4JK7fJV35/5aM2AT9OgrGl7smmevjbVqSqR6Hso65p1M7+vNProPICiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoopOlAAehrwD4veJnu9UOmRn91F198rG3p/WvfZG2Rux7KTXyBqt097q00s5yx29Bj+Ef4VlVfQ7MHC83LsZ9havf6vBar0Z1U/TcB/WvpnwfoEOk6FAqL8xRCTk/wB0D1NeN/CvS4b7xE0koY7BuGDjkOn+Ne/kGAIg+6FwKaMq8+aQ/ncQDxTWj2ncKezb13L1ojY9GpGCOF+JOG0Ripx0/wDQkrzbwR4eh1o7ZRkZ9T/s+49a9H+JasmlEDp/9klc78JY1dXyeQT3/wBysZ6ysexhpuFByRrt8NLVAGRcj6n/AOLpY/hnZTEnHP1P/wAXXpCn+Fu1QksJh5YrRU0cbx1Vvc8yu/h5BZpI7D5VBPf/AOK9q8ha2NzrP2eDlT/8TnvXu3xN8RrpuhvCrKJXUrjg9VcevtXHfCXwsLic6jdxvjsckdnX0+lP2aRSx0+pp6R8MoZrASSj5yT3P/xdaVr8O4LSceYmV7cn/wCKr0RlEDfushR+NPDCXBYZNJU0J46q9EytaWSW1rsjHA6fmaljJOVPAp24o+OxoYfxLVo4pSbd2MyYCM9KzNa0C31uyYlOSCOp9CPUetaoPmja1ZWra1HocJLuoTHfHofUj0qXa2ppSc1L3TxXxX4Km0y5Mtt93n0/vY7t71R8N+JbnRL+HeflDjIwOnPsfWvTr7xppN5HiSRS2OzqO/8AvV554ij0m4VprRvnxn/WA+nua5pOzPfoJ1Y2mj2fQfElprFpHtbEjKOMHrgew9a21bBxXzJp+r3mkTLNauMqQcFQemD/AEFev+GPH9rq6bLySOOf0JVf73+16AVpTqNaSPOxWAlT96Ox3zqcbhSqcrzUUVwkiYDAqeMg09V2tx0rc822ochqcyjGaTAbJHWkDEHFMQqmhvlfNKy8cUKd4INIA+8pNNj4YZ70oBRsdqVlzyOtMLnm3xdsRJojy9wCf/HZK8e8M+HNU1qJ/snKqeny+repHoa9++IcaSeF7kSDpG2P++HrkvgsUWO6TaSA+B/31LVPYlbnJ6f8Lb+8lP2ltoHsp9PR69F8J/DiDQphcn532kZ5HUD/AGjXoR2NlgOaSNm5U9KVyrAB+7wetMwVOR0p5+Xp0oOWFIAYZAahWB4NKAQMGgjHSkA0/Kc0p+YZFAAJpCCp9qAG5w1cf8QvDQ1/TMKMvj1909x6V2TKCOO9NXkbTVITPmzwz4rvvAt41hMP3IbcV+X+Laewb0r1zw78T9O1aRI3baxXkYY9AP8AYFW/Evw50jX5GuZEk80qFyspHQH2NeZa/wDCPUNNVrnSiWAbAUlnPJP+x6YptXEj35Jop4w8Ryv0NA+Y4r5m0jxn4l8K38SXsZECuN4a2xx9Tj+9XtXhbx9p3iOFAsyRy7QCpZQc/L23HuaTRVzrOjGkcbqcCHXKsCO2DSDK9RSAYnyk965Px34cTV7EuiZf6+6+49K64ncpwMUiEOPLcZFJq+hpSqOnJSR806Dqc/h7XFjfgeYAen94ex9K+htD1BL/AEm3nX+OME/5xXknxQ8Pw2F39rgDKWOTlie7n+ldf8Lb5rnw7DEzAlEC/q/+FYwXLI9PGJVaSqRO+Zc9KVeV20cg4oKkciug8gjOUaluR5thcDHWNv5U8c9aYDnchHDDFITPmuF/sHxW1BT/AM/Mp/8AHW/xr6XDEwI46HNfOfxEsTovxBkvVBCzSO2Tz/Av/wAVXvvh+/GqaPFLuB69Mf3iP6U3uNbF8/MuaFpcFO3HvTiONy0AROCDUg+YAU0MCP3hA+vFDMg6SJj60AKDhiKVx8uaYJoB1kTPswpj3lqud80a/VwKYixCBu5718v+PbY6V8QBMegud/8A5FY+/pX0c+uWEHJuofxkX/GvAfi9f2V9rCTWsiuRjJVgf4pD2PvQg6nu3hS7W+8K6fKP+eEf/oC1rK3NcH8JdTgufBsUbzRhoyiYLAdI0rvvkYfu2B/GkNjWGGpcAjinBSVpjDaenFAAvDCqurahBpVm1zL0GCevcgeh9atkKAWJAwN3WvE/i14pubnUIdIsmVl2NuwoY5D+2f7tAmU/FHxPutQcW+n9M8njuAO6Vygi13W51Utkt7J3P4etekfDv4a28du19qsUhcr8oDsvIY9sD0FenW2k2FogEMZGBjlyadwR4Pa/CzVJ/wDXdf8AgP8AR6ty/B+48pmR/mHsP/i697STb/DgUpYckDjFArHyzeadrHg2++Q4Xk5+T3X1PrXqfw9+IQ1yVrG6/wBcigqfXLY7KPUV6Bqmh2GtQFLqNjjgYcjuD/SvBvFuhTeANettQs1KwvIBlst0Ct3A9D3ouGx9DCTOOO1PwAhrmvA+tx+INCin3KZQozjA52qegJ9a6bgqcipRR85eJ8f8Jq//AF2P/oxq9z8JjPh61/65p/6AteG+JwF8avj/AJ7H/wBGGvc/CX/IvWx/6Zp/6AK54fxD2sd/u8TXYc0e9LwetIcL0roPFA4zzx71k+JNO/tXRLu3YbmaJ1HbkqR6j1rWYAninL94qcHjmmhHzFpdzJ4M8aTJKuEMjk89hvA9a+ktK1WHUbRZIjy319SPT2rjPiD8PbbxHGl3bq63SKVyHODlgemD6mvKNM1/xJ4KvRDJEfIRgW3W5xjr1IH96mI+mT79fWqN7ZW9xAwlGRx6+tec6P8AFu0ulVbsqjYGchV9P9v61pa78QdOTS5Gt7iIsccbkP8AEP8AaoQNnk+k6PHe/EkxouY0MR6+8fv719FW+mWw0uG3KcBFHU9QB7+1eP8AwjsRqN/capIDuLlQRwOPL/wr2sDA29hRzDPIPH3w5hSwub+1XEkabup7bfVqwvhd4qk0vVhpVyeDJsA4/vIvYH09a95lgW5haCXlXBHBxXzn8R9MHhfxxDd2gKhmWU7ju5Mjnv8A7op9BI+jWABDDivMPjNIyaQqA8YH/oMlehaDfjVdIiuAQWOckf7xH9Kw/HWhLrmhzZRiyoxGCeyt6fWlEHscv8DCg0S+4yxmT/0CvUCdzgjrXiHwu1R9B1y+0ebCq8xIBHPyhx3x/dr3ELtcEdDU9SuhX1G2S9sZYHGd0ZB/Ij+tfNt8k/hvxAJojt2dDweqAe/96vppwOa8t+JXhVJbP7Zbo24dcEnug9Kior6o9DAVFGThLqeo+G9ZXxBodtqKrgSFuM9CGI9B6Vs14f8ACDxXPCF0S5eMRFmKAgA7mZRjOfc17aMAEg5q4S5kc+IpOlUa6D6KTjd70tWYBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFF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] | C | true | string | [
"history"
] | true | true | false | false | false | true | [
"A imagem é um mapa da África que ilustra as fronteiras étnicas históricas antes da colonização em preto e as fronteiras nacionais contemporâneas em vermelho. O mapa está dividido em várias seções que representam as terras natais tradicionais das etnias. Há uma legenda que explica que as linhas pretas representam as fronteiras étnicas históricas e a área sombreada em branco representa as terras natais tradicionais das etnias. As linhas vermelhas simbolizam as fronteiras nacionais atuais. O título indica que o mapa se refere às fronteiras étnicas e de países africanos no século XX."
] | [
"Mapa do continente africano mostrando fronteiras étnicas pré-coloniais em linhas pretas e fronteiras dos Estados Nacionais africanos pós-emancipação em linhas vermelhas."
] |
Sabemos que correntes elétricas acima de um décimo de Am-
père podem provocar paradas cardíacas. Imediatamente após
um raio atingir o solo, o potencial elétrico na superfície diminui
gradativamente em função da distância ao ponto de impacto,
como ilustrado pelas curvas equipotenciais da figura.
[IMAGE 0]
Sendo a
resistência do corpo humano R = 80 kΩ, a corrente elétrica que
atravessa o corpo da pessoa ilustrada na figura, com os dois pés
em contato com o chão, será igual a | 35 | UNICAMP_2023_35 | [
"a) 0,800 A.",
"b) 1,25 A.",
"c) 10,0 A.",
"d) 11,25 A."
] | [
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] | B | true | string | [
"physics"
] | false | true | true | false | false | true | [
"A imagem mostra um diagrama com círculos concêntricos. No centro, há um símbolo de raio e uma figura de um boneco. Os círculos são rotulados com diferentes valores de kilovolts: 900 kV, 800 kV e 600 kV, de dentro para fora."
] | [
"Diagrama de curvas equipotenciais após um raio atingir o solo. Mostra um ponto de impacto com um raio e um perfil humano com ambos os pés em contato com a superfície do chão. As curvas equipotenciais são rotuladas como 900 kV, 800 kV e 600 kV, indicando o decaimento do potencial elétrico com a distância do ponto de impacto."
] |
“Um cego me levou ao pior de mim mesma, pensou
espantada. Sentia-se banida porque nenhum pobre beberia
água nas suas mãos ardentes. Ah! era mais fácil ser um
santo que uma pessoa! Por Deus, pois não fora verdadeira
a piedade que sondara no seu coração as águas mais
profundas? Mas era uma piedade de leão.”
(Clarice Lispector, “Amor”, em Laços de família. 20ª ed. Rio de Janeiro:
Francisco Alves, 1990, p. 39.)
Ao caracterizar a personagem Ana, a expressão “piedade
de leão” reúne valores opostos, remetendo
simultaneamente à compaixão e à ferocidade. É correto
afirmar que, no conto “Amor”, essa formulação | 8 | UNICAMP_2019_8 | [
"a) revela um embate de natureza social, já que a pobreza\ndo cego causa náuseas na personagem.",
"b) expressa o dilema cristão da alma pecadora diante de\nsua incapacidade de fazer o bem.",
"c) indica um conflito psicológico, uma vez que a\npersonagem não se sente capaz de amar.",
"d) alude a um contraste moral e existencial que provoca\nna personagem um sentimento de angústia."
] | [] | D | false | string | [
"portuguese"
] | true | false | false | false | false | true | [] | [] |
Texto 1
“Parece-me gente de tal inocência que, se nós os entendês-
semos e eles a nós, seriam logo cristãos porque eles não têm
nem conhecem nenhuma crença. E, portanto, se os degre-
dados que aqui hão de ficar aprenderem bem a sua fala e os
entenderem, não duvido que eles, segundo a santa intenção
de Vossa Alteza, se tornem cristãos e passem a crer em
nossa santa fé, à qual praza a Nosso Senhor que os traga.
Porque certamente esta gente é boa e de boa simplicidade,
e imprimir-se-á ligeiramente neles qualquer cunho que lhes
quiserem dar. E, pois, Nosso Senhor, que lhes deu bons cor-
pos e bons rostos, como a bons homens, se aqui nos trouxe,
creio que não foi sem um motivo.”
(CAMINHA, Pero Vaz de. Carta de Achamento do Brasil. Campinas: Editora da UNICAMP,
2001, p. 108.)
Texto 2
“As molas do homem primitivo podem ser postas em ação
pelo exemplo, educação e benefícios (...). Newton, se hou-
vesse nascido entre os guaranis, seria mais um bípede, que
pisara sobre a superfície da Terra; mas um guarani criado por
Newton talvez ocupasse o seu lugar. Quem ler o diálogo que
traz Léry na sua viagem ao Brasil entre um francês e um ve-
lho carijó conhecerá que não falta aos índios bravos o lume
natural da razão.”
(ANDRADA E SILVA, José Bonifácio de. Projetos para o Brasil. São Paulo: Companhia das
Letras, 2000, p. 50.)
A partir dos dois textos, escritos em momentos emblemáticos
da história do Brasil (o “achamento” em 1500 e o debate de
ideias para a criação de uma constituição em 1823), seria corre-
to afirmar que os povos originários são | 9 | UNICAMP_2023_9 | [
"a) definidos como díspares entre si, pois Caminha os vê como \ningênuos, crédulos, enquanto Bonifácio alerta para o perigo \ndos indígenas bravos.",
"b) considerados uma página em branco e maleáveis, tanto no \ntexto do cronista quinhentista quanto naquele do publicista \noitocentista.",
"c) apontados como benignos, com a intenção de preservar os \nindígenas distantes da degradação dos costumes europeus.",
"d) tributários de uma imutabilidade cultural, tanto na crônica \nde Caminha quanto no discurso de José Bonifácio."
] | [] | B | false | string | [
"history",
"portuguese"
] | true | false | false | false | false | false | [] | [] |
Obs.: para as questões de 70 a 79, aproxime π = 3,0
Texto comum às questões 71, 72 e 73.
As agências espaciais NASA (norte-americana) e ESA
(europeia) desenvolvem um projeto para desviar a
trajetória de um asteroide através da colisão com uma
sonda especialmente enviada para esse fim. A previsão é
que a sonda DART (do inglês, “Teste de Redirecionamento
de Asteroides Duplos”) será lançada com a finalidade de se
chocar, em 2022, com Didymoon, um pequeno asteroide
que orbita um asteroide maior chamado Didymos.
Numa colisão inelástica da sonda DART com o asteroide
Didymoon, | 72 | UNICAMP_2020_72 | [
"a) a energia cinética do conjunto sonda + asteroide é\nconservada e o momento linear do conjunto também é\nconservado.",
"b) a energia cinética do conjunto sonda + asteroide não é\nconservada; já o momento linear do conjunto é\nconservado.",
"c) a energia cinética do conjunto sonda + asteroide é\nconservada; já o momento linear do conjunto não é\nconservado.",
"d) a energia cinética do conjunto sonda + asteroide não é\nconservada e o momento linear do conjunto também\nnão é conservado."
] | [] | B | false | string | [
"physics"
] | false | false | false | false | false | true | [] | [] |
O refluxo gastroesofágico é o retorno do conteúdo do
estômago para o esôfago, em direção à boca, podendo
causar dor e inflamação. A pHmetria esofágica de longa
duração é um dos exames que permitem avaliar essa
doença, baseando-se em um resultado como o que é
mostrado a seguir.
[IMAGE 0]
Dados: O pH normal no esôfago mantém-se em torno de 4
e o pH da saliva entre 6,8-7,2.
Assim, episódios de refluxo gastroesofágico acontecem
quando o valor de pH medido é | 17 | UNICAMP_2019_17 | [
"a) menor que 4; no exemplo dado eles ocorreram com\nmaior frequência durante o dia.",
"b) maior que 4; no exemplo dado eles ocorreram com\nmaior frequência à noite.",
"c) menor que 4; no exemplo eles não ocorreram nem\ndurante o dia nem à noite.",
"d) maior que 4; no exemplo eles ocorreram durante o\nperíodo do exame."
] | [
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] | A | true | string | [
"mathematics",
"biology"
] | false | true | true | false | false | false | [
"O gráfico mostra variações de pH ao longo do tempo. No eixo vertical está o pH, variando de 0 a 7, e no eixo horizontal está o horário, de 10:00 às 06:00 do dia seguinte. A linha no gráfico é irregular, indicando flutuações constantes nos valores de pH durante o período observado."
] | [
"Gráfico de pH esofágico medido ao longo do tempo, variando entre 0 e 7, com flutuações significativas. O eixo x representa o horário, de 10:00 até 07:00 do dia seguinte, e o eixo y representa o pH. Notam-se variações abaixo de pH 4 em diferentes momentos, sugerindo episódios de refluxo."
] |
[IMAGE 0]
O Brasil possui um território extenso, com 92% pertencentes à
zona intertropical. As massas de ar que atuam em território
brasileiro possuem influências oceânicas e continentais. Sobre
as características dessas massas de ar, é correto afirmar: | 51 | USP_2018_51 | [
"a) W representa a Massa Equatorial Atlântica de ar quente e\númido, responsável pela grande umidade na Amazônia.",
"b) Y indica a Massa Polar Atlântica, que se desloca a partir do\nsul em direção ao norte do território brasileiro e tem como\ncaracterística a presença de ar frio, podendo atingir a região\nCentro-Oeste no inverno.",
"c) Z indica a Massa Tropical Continental, que tem como\ncaracterística a presença de ar quente e úmido,\nocasionando alagamentos no Centro-Oeste no inverno.",
"d) X indica a Massa Equatorial Continental de ar quente e seco,\nque atua no nordeste do litoral brasileiro.",
"e) V representa a Massa Temperada Atlântica de ar frio e seco,\nque atua no sul do litoral brasileiro."
] | [
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] | B | true | string | [
"geography"
] | true | true | false | false | true | true | [
"A imagem mostra um mapa da América do Sul destacando as massas de ar que atuam no Brasil. Setas indicam o movimento das massas de ar com letras designando cada uma: W, X, V, Y, Z. As setas partem de diferentes regiões do continente e dos oceanos Pacífico e Atlântico, atravessando o território brasileiro. As linhas do equador e do Trópico de Capricórnio são marcadas. O mapa possui uma escala gráfica indicando a distância de 801 km. A legenda cita \"M.E. Simieli. Geoatlas, 2010. Adaptado\"."
] | [
"Mapa mostrando a América do Sul com as massas de ar que atuam no território brasileiro. As massas estão indicadas por setas e letras: W, X, Y, Z e V, cada uma apontando sua direção e área de influência."
] |
Martín Fierro acredita na importância da contribuição
intelectual da América, prévia tesourada a todo cordão
umbilical. Acentuar e generalizar para as demais
manifestações intelectuais o movimento de independência
iniciado, no idioma, por Ruben Darío, não significa,
entretanto, que haveremos de renunciar, nem muito menos
que finjamos desconhecer que todas as manhãs nos servimos
de um creme dental sueco, de umas toalhas francesas e de um
sabonete inglês.
Martín Fierro tem fé em nossa fonética, em nossa visão,
em nossas maneiras, em nosso ouvido, em nossa capacidade
digestiva e de assimilação.
"Manifesto Martín Fierro", de Oliverio Girondo, 15/5/1924. In: Jorge
Schwartz, Vanguardas latino-americanas: polêmicas, manifestos e textos
críticos. São Paulo: EDUSP; Iluminuras; FAPESP, 1995, p. 116.
A revista de vanguarda literária Martín Fierro foi fundada em
Buenos Aires, na Argentina, em 1924. O "Manifesto",
publicado no seu nº 4, apresentava sintonias com o
movimento modernista paulistano, ao | 87 | USP_2022_87 | [
"a) propor a ruptura com tradições estéticas e valorizar a \nautonomia criativa local, sem desprezar os intercâmbios \ncom a Europa.",
"b) defender a obediência aos modelos artísticos da França e \nda Inglaterra, reconhecendo sua contribuição intelectual.",
"c) repudiar o movimento de independência iniciado, na \nlíngua espanhola, pelo poeta nicaraguense Ruben Darío.",
"d) buscar inspiração nos modos de expressão popular e \nartística originários da América e revolucionar os hábitos \nde consumo.",
"e) condenar a inquietação intelectual e a experimentação \nliterária em favor da cultura de massas e do conformismo."
] | [] | A | false | string | [
"history"
] | true | false | false | false | true | true | [] | [] |
Considere uma comunidade marinha que compreende
muitos ancestrais dos filos de animais modernos.
Considere ainda que uma adaptação proficiente foi
introduzida em uma única espécie. O resultado da
adaptação seria um rápido aumento tanto na abundância
relativa da espécie quanto no espaço explorado por ela. As
interações bióticas podem ser consideradas agentes de
seleção, e a interação das comunidades de espécies em
seus próprios ambientes seletivos é uma fonte de
diversificação. O rápido aumento da espécie seria seguido
por uma desaceleração da proliferação de novos tipos
ecológicos. A tragédia dos comuns, quando os interesses
ou ações de uma espécie são prejudiciais à comunidade
como um todo, deve ser evitada para o sucesso da
comunidade marinha.
(Adaptado de P. D. Roopnarine e K. D. Angielczyl. Biology Letters, Londres, v. 8,
p. 147-150, fev. 2012.)
Baseado em seus conhecimentos em ecologia e evolução,
assinale a alternativa correta. | 22 | UNICAMP_2021_22_day2 | [
"a) A população da espécie com a adaptação aumentaria \ninfinitamente, pois os recursos são ilimitados e haveria \naumento das interações bióticas interespecíficas.",
"b) A espécie com a adaptação seria um agente de \nseleção de outras espécies pelo uso de um recurso \ncomum, impulsionando a evolução dos concorrentes.",
"c) A proliferação da espécie com a adaptação seria \nmotivada pela saturação ecológica e pela exaustão de \nrecursos pelas outras espécies.",
"d) A comunidade marinha permanecerá inalterada se a \nespécie com a nova adaptação apresentar abundantes \ninterações bióticas interespecíficas."
] | [] | B | false | string | [
"biology"
] | true | false | false | false | false | true | [] | [] |
O uso de cigarros eletrônicos é crescente entre jovens. Na
composição desses cigarros encontramos propilenoglicol,
glicerol, água, nicotina e flavorizantes, que são aquecidos e
vaporizados para inalação.
Um estudo foi desenvolvido com animais experimentais
expostos a três fatores distintos: ar ambiente, nicotina e
cigarro eletrônico. Constatou-se que a exposição à nicotina
e ao cigarro eletrônico causa aumento da área de espaço
aéreo alveolar e redução das paredes alveolares, em
comparação com o grupo exposto ao ar ambiente.
Adicionalmente, o grupo exposto ao cigarro eletrônico
apresentou maior redução no número de capilares
alveolares, mesmo quando comparado ao grupo exposto à
nicotina. A conclusão indicou um prejuízo mais significativo
para as trocas gasosas e perfusão de sangue pulmonar no
grupo exposto ao cigarro eletrônico.
As imagens a seguir são fotomicrografias que representam,
em mesma escala, os alvéolos pulmonares dos animais
dos grupos estudados, mostrando o espaço aéreo alveolar;
as setas representam o número de capilares alveolares.
[IMAGE 1]
[IMAGE 0]
O gráfico abaixo mostra dados quantitativos referentes à
área de espaço aéreo alveolar e à contagem de capilar.
[IMAGE 2]
(Fonte: Viktorija Reinikovaite e outros, European Respiratory Journal, Sheffield, v. 51, n. 4, p.
1701661, abr. 2018.)
Considerando os resultados mencionados acima, assinale
a alternativa que relaciona corretamente o painel da
fotomicrografia e os dados gráficos do grupo exposto ao
cigarro eletrônico. | 16 | UNICAMP_2020_16 | [
"a) II-B.",
"b) II-C.",
"c) III-B.",
"d) III-C."
] | [
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",
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] | B | true | string | [
"biology"
] | true | true | true | false | false | true | [
"A imagem mostra uma estrutura micrográfica em preto e branco com formas irregulares que parecem ser grãos ou células separados por bordas finas. Há várias setas pretas apontando para diferentes partes da estrutura. No canto superior esquerdo, há a numeração \"III\".",
"A imagem mostra duas micrografias lado a lado rotuladas como I e II. Ambas apresentam uma estrutura celular semelhante a um favo de mel, com várias bordas delineadas e flechas apontando para algumas dessas bordas. À direita da imagem II, há uma borda mais espessa. Há uma escala de 100 μm mostrada na imagem II.",
"O gráfico exibe duas barras para cada uma das três categorias: A, B e C. As barras pretas representam a \"Área de Espaço Aéreo Alveolar %\" com a escala à esquerda, variando de 40 a 100. As barras brancas representam a \"Média da Contagem de Capilar\" com a escala à direita, variando de 4 a 12. Categoria A tem uma área de espaço alveolar em torno de 60%, categoria B em cerca de 90%, e categoria C levemente abaixo de 90%. A média da contagem de capilar está cerca de 10 para B e entre 4 a 6 para C, enquanto A é ligeiramente abaixo de 8."
] | [
"Fotomicrografia com setas indicando capilares alveolares e aumento do espaço aéreo alveolar, marcando como III.",
"Duas fotomicrografias lado a lado. A primeira, marcada como I, mostra estrutura alveolar com setas indicando capilares. A segunda, marcada como II, também indica capilares alveolares e maior espaço aéreo.",
"Gráfico com barras mostrando área de espaço aéreo alveolar e média da contagem de capilar para três grupos: A, B e C."
] |
Uma agência de turismo vendeu um total de 78 passagens
para os destinos: Lisboa, Paris e Roma. Sabe-se que o número
de passagens vendidas para Paris foi o dobro do número de
passagens vendidas para os outros dois destinos
conjuntamente. Sabe-se também que, para Roma, foram
vendidas duas passagens a mais que a metade das vendidas
para Lisboa. Qual foi o total de passagens vendidas,
conjuntamente, para Paris e Roma? | 21 | USP_2020_21 | [
"a) 26",
"b) 38",
"c) 42",
"d) 62",
"e) 68"
] | [] | D | false | string | [
"mathematics"
] | true | false | true | false | false | false | [] | [] |
O Brasil ardeu em chamas em 2020. Muitas soluções
foram propostas, incluindo o uso do “boi bombeiro”, porém
nem todas eliminam de fato um dos três componentes que
mantêm o fogo: calor, combustível e comburente. A figura
a seguir representa três ações de bombeiros para extinguir
o fogo.
[IMAGE 7]
Nas alternativas a seguir, o componente ausente no
triângulo representa o componente eliminado pela ação
dos bombeiros para a extinção do fogo. Assinale a
alternativa que apresenta a correlação adequada entre as
ações A, B e C e o componente eliminado do triângulo do
fogo em cada ação, respectivamente. | 41 | UNICAMP_2021_41_day1 | [
"a) [IMAGE 11] [IMAGE 2] [IMAGE 0]",
"b) [IMAGE 3] [IMAGE 1] [IMAGE 12]",
"c) [IMAGE 5] [IMAGE 8] [IMAGE 10]",
"d) [IMAGE 4] [IMAGE 9] [IMAGE 6]"
] | [
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"
] | D | true | images | [
"chemistry"
] | true | true | false | false | false | true | [
"A imagem mostra um triângulo com as palavras \"COMBUSTÍVEL\" em uma das laterais e \"CALOR\" na base. Dentro do triângulo, há uma chama vermelha e amarela estilizada.",
"A imagem mostra um triângulo com uma chama no centro. Os lados do triângulo têm as palavras \"COMBURENTE\" e \"CALOR\" escritas.",
"A imagem mostra um triângulo com uma chama no centro. Dois lados do triângulo possuem as palavras \"COMBUSTÍVEL\" e \"COMBURENTE\".",
"Um triângulo com um contorno vermelho contém uma chama no centro, com as palavras \"COMBUSTÍVEL\" à esquerda e \"COMBURENTE\" à direita.",
"A imagem mostra um triângulo com uma chama no centro. As bordas do triângulo são rotuladas como \"CALOR,\" \"COMBURENTE,\" e há uma ausência de um terceiro rótulo, com as chamas estilizadas em vermelho e laranja.",
"A imagem é um triângulo com uma chama no centro. O lado esquerdo do triângulo tem a palavra \"COMBUSTÍVEL\" escrita verticalmente e a base tem a palavra \"CALOR\".",
"A imagem mostra um triângulo com uma chama estilizada dentro. As palavras \"COMBUSTÍVEL\" e \"COMBURENTE\" estão escritas nas laterais do triângulo.",
"A imagem exibe três situações de combate a incêndio. Na primeira, marcada com a letra \"A\", dois bombeiros usam varas para afastar o fogo de palha. Na segunda, identificada com \"B\", um bombeiro cobre chamas em um fogão. Na terceira, indicada como \"C\", dois bombeiros utilizam uma mangueira para apagar o fogo. Há triângulos com as letras respectivas ao lado de cada cena.",
"A imagem mostra um triângulo com uma chama no centro. No interior do triângulo, está escrito \"COMBUSTÍVEL\" à esquerda e \"COMBURENTE\" à direita.",
"A imagem mostra um triângulo representando o triângulo do fogo. Dentro do triângulo, há uma chama central com cores que vão do amarelo ao vermelho. Um dos lados é rotulado como \"COMBUSTÍVEL\" e a base é rotulada como \"CALOR\".",
"A imagem mostra um triângulo com as palavras \"COMBUSTÍVEL\" e \"CALOR\" ao lado de dois dos lados. Dentro do triângulo, há uma chama em cores amarelo e vermelho.",
"A imagem mostra um triângulo com as palavras \"Combustível\", \"Calor\" e \"Comburente\" nas bordas. No centro do triângulo, há a figura de uma chama em vermelho e amarelo.",
"A imagem mostra um triângulo representando o \"Triângulo do Fogo\". No interior do triângulo, há uma chama desenhada em vermelho e amarelo. Cada lado do triângulo é rotulado: \"COMBURENTE\" na hipotenusa, \"CALOR\" na base horizontal."
] | [
"Triângulo do fogo sem o componente comburente.",
"Triângulo do fogo sem o componente combustível.",
"Triângulo do fogo sem o componente calor.",
"Triângulo do fogo sem o componente calor.",
"Triângulo do fogo sem o componente combustível.",
"Triângulo do fogo sem o componente comburente.",
"Triângulo do fogo sem o componente calor.",
"Imagens de bombeiros realizando três ações diferentes para extinguir o fogo: ação A removendo palha, ação B abafando o fogo de uma panela, ação C jogando água nas chamas.",
"Triângulo do fogo sem o componente calor.",
"Triângulo do fogo sem o componente comburente.",
"Triângulo do fogo sem o componente comburente.",
"Triângulo do fogo sem o componente combustível.",
"Triângulo do fogo sem o componente combustível."
] |
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