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Rubião fitava a enseada, - eram oito horas da manhã Quem o visse, com os polegares metidos no cordão do chambre, a janela de uma grande casa de Botafogo, cuidaria que ele admirava aquele pedaço de
água quieta, mas em verdade vos digo que pensava em outra coisa. Cotejava o passado com o presente. Que era, há um ano? Professor. Que é agora! Capitalista. Olha para si, para as chinelas sumas chinelas de Túnis, que lhe deu recente amigo, Cristiano Palha), para a casa, para o jardim,
para a enseada, para os morros e para o céu, e tudo, desde as chinelas até o céu, tudo entra na mesma sensação de propriedade.
- Vejam como Deus escreve direito por linhas tortas, pensa ele. Se mana Piedade tem casado
com Quincas Borba, apenas me daria uma esperança colateral. Não casou; ambos morreram, e aqui está tudo comigo, de modo que o que parecia uma desgraça...
Machado de Assis, Quincas Borba.
O primeiro capítulo de Quincas Borba já apresenta ao leitor um elemento que será fundamental na construção do romance: | 75 | USP_2021_75 | [
"a) a contemplação das paisagens naturais, como se lê em \"ele admirava aquele pedaço de água quieta\".",
"b) a presença de um narrador-personagem, como se lê em \"em verdade vos digo que pensava em outra coisa\".",
"c) a sobriedade do protagonista ao avaliar o seu percurso, como se lê em \"Cotejava o passado com o presente.",
"d) o sentido místico e fatalista que rege os destinos, como se lê em \"Deus escreve direito por linhas tortas\".",
"e) a reversibilidade entre o cômico e o trágico, como se lê em \"de modo que o que parecia uma desgraça...\"."
] | [] | E | false | string | [
"portuguese"
] | true | false | false | false | true | true |
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.
Segundo o texto, conhecer a composição de elementos químicos que constituem as estrelas é fundamental, pois ela, entre outros aspectos, | 56 | USP_2021_56 | [
"a) fornece evidências da ligação entre as idades das estrelas.",
"b) sugere a existência de planetas rochosos formados por elementos pesados.",
"c) influencia na possibilidade de presença de vida em outros locais do universo.",
"d) determina condições cosmológicas da evolução de aglomerados estelares.",
"e) possibilita a síntese de moléculas em nuvens de gás e poeira cósmica."
] | [] | C | false | string | [
"english"
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A base física do Brasil, do principiar o século XVII, era profundamente diverso daquela que, mesmo numa interpretação
liberal do Tratado de Tordesilhas, fora assentada no diploma de 1494. A expansão ao longo do litoral levara ao Oiapoc, no norte, e ao Prata, no sul. O rush do ouro estava determinando a ampliação do
área oeste do mesmo modo por que a "droga do sertão" explicava a façanha da incorporação do mundo amazônico. Todo uma geografia nova, política,
social e econômica se estava escrevendo na América portuguesa [...].
Arthur F. Reis. "Os tratados de limites". História geral do civilização brasileira, t.l, v.1, p.396.
A partir da leitura do trecho e de seus conhecimentos, é correto afirmar: | 36 | USP_2021_36 | [
"a) Tratado de Tordesilhas representou uma permanente barreira à exploração econômica dos sertões portugueses da América, e só foi ultra passada no século XVIII por sertanistas que passaram a agir junto à coroa portuguesa.",
"b) A ocupação da Amazônia foi determinante na formação do território português da América porque as drogas do sertão puderam ser exploradas por longos períodos, ao contrário do efémero ouro de Minas Gerais, Goiás e Mato Grosso.",
"c) Embora a mineração tenha interiorizado a presença portuguesa no continente, a definição das fronteiras territoriais do Brasil só se completaria definitivamente muito depois, no começo do século XX.",
"d) Mesmo com o rush minerador, a economia colonial portuguesa continuou isolada em relação aos principais circuitos econômicos europeus de sua época, situação que só se alteraria na primeira década do século XIX.",
"e) A realidade econômica de Portugal e Espanha nos séculos XVII e XVIII tornou o Tratado de Tordesilhas obsoleto, uma vez que, nesse período, importava menos o comércio extrativista e mais a produção industrial."
] | [] | C | false | string | [
"history"
] | true | false | false | false | true | true |
A reação de Maillard, que ocorre entre aminoácidos e carboidratos redutores, é a responsável por formar espécies que geram compostos coloridos que
conferem o sabor característico de diversos alimentos assados. Um exemplo é a reação entre a glicina e um carboidrato redutor mostrada na equação em que representa uma cadeia genérica:
[IMAGE 0]
Um aminoácido específico (Composto 1), ao reagir com o carboidrato redutor, pode gerar o composto 2, levando à formação
de acrilamida, uma espécie potencialmente carcinogénica, conforme mostrado na equação:
[IMAGE 1]
A estrutura do aminoácido marcado como Composto 1 e que é capaz de gerar esse intermediário de espécies carcinogênicas é: | 88 | USP_2021_88 | [
"a) [IMAGE 2]",
"b) [IMAGE 3]",
"c) [IMAGE 4]",
"d) [IMAGE 5]",
"e) [IMAGE 6]"
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",
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",
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",
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",
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",
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",
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"
] | E | true | images | [
"chemistry"
] | false | true | false | false | false | true |
Na transição do Cerrado para a Mata Atlântica, ocorre uma substituição da vegetação,
que resulta em mudanças na frequência de certas características das plantas.
Identifique duas mudanças decorrentes dessa transição. | 24 | USP_2021_24 | [
"a) Aumento da frequência de caules e galhos tortuosos; aumento da frequência de plantas que apresentam folhas largas.",
"b) Aumento da frequência de plantas que germinam e crescem melhor sob a luz direta do sol; diminuição da frequência de plantas que apresentam folhas largas.",
"c) Diminuição da frequência de caules e galhos tortuosos; aumento da frequência de plantas que apresentam folhas largas.",
"d) Diminuição da frequência de plantas epífitas; diminuição da frequência de plantas com adaptações a queimadas.",
"e) Diminuição da frequência de plantas que germinam e crescem melhor sob a luz direta do sol; aumento da frequência de plantas com adaptações a queimadas."
] | [] | C | false | string | [
"biology",
"geography"
] | false | false | false | false | true | true |
"[IMAGE 0]\nTrês triângulos equiláteros e dois quadrados formam uma figura plana, como ilustrado\(...TRUNCATED) | 4 | USP_2021_4 | [
"a) T + Q",
"b) (1/2)T + (1/2)Q",
"c) T + (1/2)Q",
"d) (1/3)T + (1/4)Q",
"e) (1/3)T + (1/2)Q"
] | ["iVBORw0KGgoAAAANSUhEUgAAAjcAAAGTCAYAAADUTTPLAAAABHNCSVQICAgIfAhkiAAAABl0RVh0U29mdHdhcmUAZ25vbWUtc2(...TRUNCATED) | C | true | string | [
"mathematics"
] | true | true | true | false | false | true |
"Texto para a questão:\n\nLeusipo perguntou o que eu tinha ido fazer na aldeia. Preferi achar que o(...TRUNCATED) | 72 | USP_2021_72 | ["a) incompreensão; armação; inofensivo; irredutível.","b) altivez; brincadeira; ofendido; mansa(...TRUNCATED) | [] | D | false | string | [
"portuguese"
] | true | false | false | false | false | true |
"Um marceneiro possui um pedaço de madeira no formato de um triângulo retângulo, cujos catetos me(...TRUNCATED) | 12 | USP_2021_12 | [
"a) 8,0 cm",
"b) 8,5 cm",
"c) 9,0 cm",
"d) 9,5 cm",
"e) 10,0 cm"
] | [] | C | false | string | [
"mathematics"
] | true | false | true | false | false | true |
"Texto para a questão:\n\nLeusipo perguntou o que eu tinha ido fazer na aldeia. Preferi achar que o(...TRUNCATED) | 74 | USP_2021_74 | ["a) abandona a ideia de investigar o passado, ao se ver encurralado por Leusipo.","b) explora a sua(...TRUNCATED) | [] | E | false | string | [
"portuguese"
] | true | false | false | false | false | false |
"Se f: ℝ → ℝ e g: ℝ → ℝ são funções dadas por f (x) = c + x^2, \nonde c ∈ ℝ, e g((...TRUNCATED) | 11 | USP_2021_11 | [
"a) c ≤ 1/4",
"b) c ≥ 1/4",
"c) c ≤ 1/2",
"d) c ≥ 1/2",
"e) c ≤ 1"
] | [] | A | false | string | [
"mathematics"
] | true | false | true | false | false | true |
End of preview. Expand
in Dataset Viewer.
BLUEX
There is a repository with the minimal code for using this dataset available here. If you use this dataset for research, please cite the paper:
@misc{almeida2023bluex,
title={BLUEX: A benchmark based on Brazilian Leading Universities Entrance eXams},
author={Thales Sales Almeida and Thiago Laitz and Giovana K. Bonás and Rodrigo Nogueira},
year={2023},
eprint={2307.05410},
archivePrefix={arXiv},
primaryClass={cs.CL}
}
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