Data publicação: 14 de outubro de 2016
compartilhe:

A Petrobras anunciou nesta sexta-feira a redução do preço da gasolina em 3,2% em suas refinarias, a partir da zero hora de sábado.Também haverá redução de 2,7% no preço do diesel. Os reajustes são reflexo de uma nova política de preços aprovada nesta quinta pela empresa.

data:image/jpeg;base64,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

A redução é para o combustível vendido no atacado para postos de gasolina. O impacto dessas reduções no bolso do consumidor dependerá das estratégias de cada posto. Mas, se o repasse da redução no preço na refinaria for feito integralmente para o preço ao consumidor, as reduções serão de 1,4% na gasolina e 1,8% no diesel.

Jornal O Dia