segunda-feira, 4 de agosto de 2014

Paraíba tem 280 mil eleitores analfabetos nas Eleições 2014

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

Mais de 280 mil eleitores analfabetos estão aptos a confirmar seus votos nas Eleições 2014 na Paraíba. Segundo estatística do Tribunal Superior Eleitoral (TSE), o número representa quase 10% do eleitorado paraibano, composto por 2.835.882 pessoas. São 150 mil homens e 129 mil mulheres sem alfabetização, 280.446 ao todo.

A maior desproporção no grau de instrução entre homens e mulheres na Paraíba acontece entre os eleitores que concluíram o ensino superior. De acordo com o TSE, são apenas 62 mil homens aptos e mais de 100 mil mulheres que declararam à justiça eleitoral ter completado o nível superior de ensino.

O estado possui ainda 239 mil homens e 318 mil mulheres que declararam saber apenas ler e escrever, 648 mil eleitores ao todo. São mais de 799 mil com ensino fundamental incompleto, 393 mil homens e 406 mil mulheres, e cerca de 123 mil eleitores com ensino fundamental completo, sendo 55 mil homens e 67 mil mulheres.

No pleito deste ano, também estão registrados na Paraíba 95 mil eleitores que declararam possuir o grau de instrução superior incompleto, estando aptos a votar 43 mil homens e 52 mil mulheres no estado.

São 40.722 analfabetos a menos do que os 321.168 que puderam votar há seis anos, nas eleições de 2008 na Paraiba. Eram 312.603 com direito a voto nas eleições de 2010; e nas eleições de 2012 estavam aptos a votar 307.156 eleitores analfabetos.

Do G1 PB

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