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Prefeitura de Camaquã se reúne com SIMUCA para tratar sobre reforma da previdência

Foto: Tarso Ribeiro - Ascom Prefeitura de Camaquã
Foto: Tarso Ribeiro - Ascom Prefeitura de Camaquã

Na manhã desta quinta-feira (23), o Executivo Municipal
esteve reunido com o Sindicato dos Municipários de Camaquã, o Simuca, para
tratar do projeto da reforma da previdência dos servidores municipais.

 O encontro ocorreu na sede do sindicato com a presença da
comitiva do executivo composta pelo Vice-Prefeito, Abner Dillmann, o
procurador-chefe do município, Fabiano Ribeiro, e o secretário Especial de
Governo, Rafael de Moura. Representando o Sindicato estava a presidente Carla
Simone de Oliveira Blaskowski e membros da diretoria, os componentes da
comissão composta pelo sindicato para tratar do projeto da reforma e também a
assessoria jurídica da entidade.

 Durante toda a manhã foram apresentados os principais pontos
do projeto e a necessidade da reforma para garantir a sustentabilidade
financeira do FAPS. A comitiva do Executivo respondeu todos os questionamentos
realizados pelos presentes no encontro e elucidou algumas dúvidas que surgiram.

 A comitiva do Executivo ressaltou que o Município sempre
estará aberto ao diálogo com os servidores e os representantes dos servidores,
como o Simuca, e que está disponível para sanar qualquer dúvida sobre a
proposta para qualquer pessoa.

 O PROJETO DA REFORMA DA PREVIDÊNCIA

 A proposta foi apresentada devida a necessidade de mudanças
no Fundo de Aposentadoria e Pensão do Servidor (FAPS), que é o regime de
previdência próprio do Município e possui um déficit atuarial superior a R$ 589
milhões de reais acumulados ao longo dos últimos 30 anos.

 Hoje, o Município repassa ao FAPS uma alíquota efetiva de 57,34%
(20,11% patronal + 32,07% passivo atuarial + 5,16% de parcelamentos). Neste
ano, o valor estimado que será repassado pela Prefeitura ao FAPS vai superar a
casa dos R$ 21 milhões. Para 2023, caso nenhuma medida venha a ser tomada, a
previsão é de que o valor seja R$ 10 milhões maior do que neste ano, passando
dos R$ 31 milhões, só para a Administração Direta. Caso não haja uma solução
efetiva, a partir de 2025, o caixa do Município ficará inviabilizado para,
inclusive, suprir necessidades básicas da população, realizar investimentos em
infraestrutura, educação e saúde, bem como repor a inflação para os servidores.

 Com a proposta do governo, quem ganha menos passará a pagar
menos e quem ganha mais passará a pagar mais. Assim, para quase 80% dos
servidores ativos não haverá aumento ou haverá diminuição no valor de
contribuição previdenciária que pagam hoje. Ou seja, o ponto de equilíbrio será
para quem ganha até R$ 3.939,00, que passará a ter uma contribuição igual ou
inferior aos 14% descontados pelo FAPS atualmente.

 A Prefeitura contratou a empresa Lumens Assessoria e
Consultoria Atuarial para prestação de serviços técnicos e orientação nas
adequações necessárias para equacionar o déficit do regime de Previdência.

 “Nós sabemos que este é um projeto que delicado e que
ninguém gostaria de apresentar, mas é algo inadiável, pois irá comprometer as
contas do município não para a minha gestão, mas para as próximas gestões
independentemente de quem irá chefiar o nosso município. O que gestores
anteriores fizeram de deixar uma alíquota suplementar que é uma dívida que consome
mais de R$ 18 milhões por ano dos recursos do município, valor que poderia ser
aplicado na melhoria dos serviços públicos, não é o que a nossa gestão quer
deixar para as próximas”, declarou o Prefeito Ivo de Lima Ferreira.


IDADE MÍNIMA E TEMPO DE CONTRIBUIÇÃO

A proposta também prevê a idade 62 anos para mulher e 65
para homem com 30 anos de contribuição, se mulher, e, 35, se homem. No caso dos
professores a idade mínima será reduzida em 5 anos, bem como o tempo de
contribuição.

 

REGRAS ESPECIAIS DE TRANSIÇÃO

Haverá também regras especiais de transição que seguirão os
modelos de pontuação estabelecidos pela legislação federal.

 

O QUE CONTARÁ PARA A BASE DE CONTRIBUIÇÃO?

É importante ressaltar que para saber qual é a sua base de
contribuição devem ser excluídos os valores correspondentes às horas-extras,
comissões e diárias do seu salário bruto. As parcelas incorporadas como CRET e
FG serão contabilizadas obrigatoriamente para base de contribuição.

Já os servidores que têm CRET e FG não incorporados poderão
optar por contribuir ou não sobre essas parcelas não incorporadas.

 

COMO FICARÁ A CONTRIBUIÇÃO?

Haverá isenção de contribuição, até o valor de R$ 2.424,00
para todos os aposentados e pensionistas. Para quem recebe valores acima de R$ 2.424,00,
as alíquotas de contribuição são progressivas (17%, 18%, 20%, 21% e 22%).

Para quem tem mais de uma matrícula, a isenção até R$ 2.424,00
é para cada matrícula.

 

 

CONFIRA A TABELA PARA SERVIDORES INATIVOS E PENSIONISTAS:

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