A Matemática é uma ciência exata e os números comprovam, na eleição de Taquaritinga deste ano aconteceu uma grande renovação, 7 novos vereadores irão assumir em 2017, são eles Oscar Miguel , Demir , João Eugênio, Hélio de Novo, Borges ,Dé Cumaru e Claudinho .
A nova Câmara de Vereadores de Taquaritinga do Norte, ficou assim composta:
1º Eraldo de Pedra Preta (PTN)- 1.287 votos
2º Oscar Miguel (PSC)- 1.045 votos
3º Demir (PMDB)- 882 votos
4º João Eugênio (PPS) – 823 votos
5º Helio de Novo (SD) - 711 votos
6º Geovane (PR) - 653 votos
7º Borges (PSD)- 628 votos
8º Dé Cumaru (PSD) - 573 votos
9º Rogéria de Zeca (PSDB)- 533 votos
10º Claudinho de Tontom (PSD)- 525 votos
11º Luquinha da Saúde (PTB)- 517 votos
.![Resultado de imagem para luquinha da saude vereador taquaritinga](data:image/jpeg;base64,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)
Ficaram de fora da próxima legislatura, os atuais vereadores:
Demar (PSD)- 434 votos
Ronaldo Veiga (PV)- 317 votos
João da Banda (PSDB)- 238 votos
Gilson Carlos (PSDB)- 197 votos
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