Ouviram do Ipiranga as margens plácidas De um povo heróico o brado retumbante, E o sol da liberdade, em raios fúlgidos, Brilhou no céu da pátria nesse instante. Se o penhor dessa igualdade Conseguimos conquistar com braço forte, Em teu seio, ó liberdade, Desafia o nosso peito a própria morte! Ó Pátria amada, Idolatrada, Salve! Salve! Brasil, um sonho intenso, um raio vívido De amor e de esperança à terra desce, Se em teu formoso céu, risonho e límpido, A imagem do Cruzeiro resplandece. Gigante pela própria natureza, És belo, és forte, impávido colosso, E o teu futuro espelha essa grandeza. Terra adorada, Entre outras mil, És tu, Brasil, Ó Pátria amada! Dos filhos deste solo és mãe gentil, Pátria amada, Brasil! Deitado eternamente em berço esplêndido, Ao som do mar e à luz do céu profundo, Fulguras, ó Brasil, florão da América, Iluminado ao sol do Novo Mundo! Do que a terra, mais garrida, Teus risonhos, lindos campos têm mais flores; "Nossos bosques têm mais vida", "Nossa vida" no teu seio "mais amores." Ó Pátria amada, Idolatrada, Salve! Salve! Brasil, de amor eterno seja símbolo O lábaro que ostentas estrelado, E diga o verde-louro dessa flâmula - "Paz no futuro e glória no passado." Mas, se ergues da justiça a clava forte, Verás que um filho teu não foge à luta, Nem teme, quem te adora, a própria morte. Terra adorada, Entre outras mil, És tu, Brasil, Ó Pátria amada! Dos filhos deste solo és mãe gentil, Pátria amada, Brasil!

sexta-feira, 30 de agosto de 2013

TEMA: O trabalho infantil

Pedra no caminho
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
“No meio do caminho tinha uma pedra. Tinha uma pedra no meio do caminho”. Tomando como base o trecho do poema de Carlos Drummond podemos, de maneira análoga, dizer que a pedra a que Drummond se refere pode ser vista, na contemporaneidade, como o trabalho infantil que tantos danos causam na vida de crianças e adolescentes.

O trabalho infantil é um estigma que sempre se mantém presente na vida de crianças e adolescentes. É claro que o número de envolvidos nesse tipo de trabalho, se comparados ao de décadas atrás, reduziu expressivamente. Ao se inserirem nessa categoria, pouco remunerada ou não remunerada, elas se tornam adultos pouco qualificados e que dificilmente terão melhores salários no futuro.

A região Nordeste possui uma significativa abrangência de crianças em jornadas exaustivas de trabalho. Muitos são inseridos na produção de castanha-de-caju que é, para muitos, a única forma de se obter renda. Dessa forma, enquanto muitos apreciam o sabor dessas castanhas para outros o sabor não é nada agradável.

É importante frisar, também, que as crianças estão sujeitas a perderem o seu presente e o futuro. Isso porque de amaneira repentina elas trocam cadeiras de escolas por serviços na falsa impressão de mudança de vida. Como se vê, descobrir o trabalho infantil é tarefa árdua em virtude das crianças estarem empregadas no setor informal da economia.

Fica nítido, portanto, que a pedra que impede o desenvolvimento de crianças deve ser retirada. Para isso é necessário uma maior fiscalização nas cidades do interior, além disso o ensino integral deve ser implantado nas escolas para que, assim, possam integrar o mercado de trabalho formal.



Re: TEMA: O trabalho infantil

Mensagem por richardson gutemberg Hoje à(s) 6:39 pm
Pedra no caminho


“No meio do caminho tinha uma pedra. Tinha uma pedra no meio do caminho”. Tomando como base o trecho do poema de Carlos Drummond podemos, de maneira análoga, dizer que a pedra a que Drummond ele se refere pode ser vista, na contemporaneidade, como o trabalho infantil que tantos danos causam na vida de crianças e adolescentes.
-Interessante!

[1] e [2]O trabalho infantil é um estigma que sempre se mantém presente na vida de [muitas] crianças e adolescentes. É claro que o número de envolvidos nesse tipo de trabalho, se comparados ao de décadas atrás, reduziu expressivamente. Ao se inserirem nessa categoria, pouco remunerada ou não remunerada, elas se tornam adultos pouco qualificados e que dificilmente terão melhores salários no futuro.
1ª Aqui contém uma sútil generalização. No caso, são em todas as crianças ou em algumas?
2ªTodo o trecho poderia ser mais conciso.
-O parágrafo contém uma boa linha de raciocínio, mas ele pode ser escrito em poucas linhas, afinal, o início apresentou prolixidade.

Ainda, a região Nordeste possui uma significativa abrangência de crianças em jornadas exaustivas de trabalho. Muitas são inseridas na produção de castanha-de-caju que é, para muitos, [1]a única forma de se obter renda. Dessa forma, enquanto muitos uns apreciam o sabor dessas castanhas[,] para outros o sabor não é as acham nada desagradável.
1ª Essa ideia poderia ser explorada com mais densidade, mostrando as causas do trabalho infantil.
-Faltou atenção ao construir essa argumentação. Há palavras muito repetidas, algumas expressões podem ser mais diretas e outras necessitam de exploração. No geral, a ideia daqui é pouco desenvolvida.

É importante frisar, também, que as crianças estão sujeitas a perderem o seu presente e o futuro. Isso porque de a [1]maneira repentina com que elas trocam cadeiras de escolas por serviços na falsa impressão de mudança de vida. [2]Como se vê, descobrir o trabalho infantil é tarefa árdua em virtude das crianças estarem empregadas no setor informal da economia.
1ª Faltou alguma coisa nesse trecho. Perceba que ele preciso de um "toque", pois acabou ficando "truncado".
2ª Não há clareza. Só é possível identificar o trabalho infantil se as crianças atuarem na economia formal? Faltou atenção.

Fica nítido, portanto, que a pedra que impede o desenvolvimento de crianças deve ser retirada. Para isso[,] é necessário [1]uma maior fiscalização nas cidades [2]do interior[,][.] Além disso[,] [[3]o ensino integral deve ser implantado nas escolas para que, assim, possam integrar o mercado de trabalho formal.
1ª Por qual meio?
2ª Só no interior?
3ª A tua reflexão fugiu da linha de raciocínio. Faltou explicar que isso é necessário devido o tempo das crianças ser ocupado por programas benevolentes, o que contribui para que, no futuro, elas possam ingressas no mercado formal.
-A conclusão precisa de um fecho.

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