PORTARIA SMAJ/PROCON 2019
(Publicação DOM 27/12/2019 p.1)
REVOGADA pela Portaria nº 01, de 16/12/2020-PROCON
Divulga os coeficientes referentes à Condição Econômica - CE das empresas, bem como os índices estabelecidos para classificar a Natureza da Infração - NAT, para efeito de aplicação do Decreto de Dosimetria do PROCON de Campinas.
O Secretário Municipal de Assuntos Jurídicos, no uso de suas atribuições legais, e em cumprimento ao disposto nos arts. 8º e 14 do Decreto nº 19.868, de 10 de maio de 2018, que disciplina a dosimetria das penas pecuniárias aplicadas aos procedimentos sancionatórios do PROCON de Campinas e estabelece a sua forma de cálculo, FAZ SABER:
Art. 1º Os coeficientes utilizados para efeito de cálculo da pena pecuniária, até a data de 31 de dezembro de 2020, encontram-se representados no quadro abaixo, tendo sido definidos conforme o método da interpolação linear:
![](data:image/png;base64,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)
Art 2º Os índices estabelecidos para classificar a natureza da infração correspondem, respectivamente, a:
1 - para as infrações de natureza moderada;
1,25 - para as infrações de natureza média;
1,5 - para as infrações de natureza grave.
Art. 3º Esta Portaria entra em vigor na data de sua publicação e produz efeitos a partir de 1º de janeiro de 2020.
Campinas, 26 de dezembro de 2019
ENRIQUE JAVIER MISAILIDIS LERENA
Secretário Municipal de Assuntos Jurídicos interin