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Crise encolhe produção de cédulas e moedas e faz faltar dinheiro trocado
Publicado em 23/02/2016 , por EDUARDO CUCOLO
Dono de uma lanchonete na região central de Brasília, Carlos Pinto fica mudo por alguns instantes toda vez em que um cliente lhe estende uma nota de R$ 20 ou R$ 50. "Será que tem troco?", pergunta o comerciante, que não trabalha com cartões.
Dados do Banco Central mostram que o valor total das cédulas e moedas em circulação no país cresceu apenas 2,1% em 2015, menor expansão desde a criação do Plano Real, em 1994. Descontada a inflação, o valor do meio circulante encolheu 8,4%.
É a segunda vez nestes 22 anos que isso ocorre. A outra foi em 2003, quando gastos na produção de dinheiro foram limitados para conter a despesa pública.
O problema deve se repetir neste ano, devido ao corte de 7% no orçamento previsto para a produção de numerário em relação a 2015.
Entre 2014 e 2016, essa despesa deve somar R$ 1,35 bilhão. Somente em 2013 foi de R$ 1,23 bilhão.
No ano passado, o número de notas que saíram de circulação, principalmente as cédulas mais antigas da primeira família do real, superou a produção de dinheiro novo, da segunda família. Com isso, a quantidade de cédulas disponíveis encolheu 1%.
Caiu o número de notas de R$ 5, R$ 10 e R$ 20 em circulação, entre 5% e 9%. Por outro lado, houve aumento de 6% no numerário de R$ 100, o que explica, por exemplo, por que caixas eletrônicos passaram a entregar mais notas desse valor.
FLANELINHAS
Mas o problema do "seu Carlos", o dono da lanchonete no Distrito Federal, é, principalmente, a falta de moedas. O pequeno aumento no número das peças de metal em circulação (3%) parece não ter sido suficiente para cobrir a demanda.
Por isso, o comerciante afirma recorrer aos lavadores de automóveis da região em que trabalha na busca por trocados.
"Todos os comerciantes daqui vão ao estacionamento trocar dinheiro com os flanelinhas", diz.
Outra tática, de acordo com ele, é negociar moedas de R$ 1 da série especial dos Jogos Olímpicos do Rio de Janeiro, muito procuradas por colecionadores, por outras de menor valor.
Os números do Banco Central mostram que o aumento na produção se deu, principalmente, nessa série especial. O número de moedas de R$ 1 cresceu 6%, praticamente o dobro do acréscimo na circulação daquelas de menor valor.
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)
MOEDA NO BOLSO
De acordo com a autoridade monetária, a disponibilidade hoje é de R$ 29 em moedas ou 118 peças por habitante, acima do patamar considerado adequado.
A instituição informou que a produção de numerário tem sido impactada desde 2014 pela redução da despesa pública federal, mas que tem administrado os estoques disponíveis com a finalidade de atender da forma mais equânime possível às demandas.
"Em 2016, como nos anos anteriores, o BC administrará os estoques disponíveis de numerário com a finalidade de atender à demanda do público em âmbito nacional", afirma a instituição.
Pesquisas sobre o uso do numerário pelo comércio, de acordo com o Banco Central, mostram que, na impossibilidade de obtenção de cédulas ou moedas nos bancos, o procedimento mais utilizado é a troca com estabelecimentos próximos.
Outra estratégia é a obtenção de moedas de bancos ou de consumidores que as mantêm fora de circulação, guardadas em casa, segundo o BC. Neste ano, o metrô de São Paulo chegou a reduzir a tarifa de R$ 3,80 para R$ 3,75 em algumas estações devido à falta de troco.
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)
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)
Dados do Banco Central mostram que o valor total das cédulas e moedas em circulação no país cresceu apenas 2,1% em 2015, menor expansão desde a criação do Plano Real, em 1994. Descontada a inflação, o valor do meio circulante encolheu 8,4%.
É a segunda vez nestes 22 anos que isso ocorre. A outra foi em 2003, quando gastos na produção de dinheiro foram limitados para conter a despesa pública.
O problema deve se repetir neste ano, devido ao corte de 7% no orçamento previsto para a produção de numerário em relação a 2015.
Entre 2014 e 2016, essa despesa deve somar R$ 1,35 bilhão. Somente em 2013 foi de R$ 1,23 bilhão.
No ano passado, o número de notas que saíram de circulação, principalmente as cédulas mais antigas da primeira família do real, superou a produção de dinheiro novo, da segunda família. Com isso, a quantidade de cédulas disponíveis encolheu 1%.
Caiu o número de notas de R$ 5, R$ 10 e R$ 20 em circulação, entre 5% e 9%. Por outro lado, houve aumento de 6% no numerário de R$ 100, o que explica, por exemplo, por que caixas eletrônicos passaram a entregar mais notas desse valor.
FLANELINHAS
Mas o problema do "seu Carlos", o dono da lanchonete no Distrito Federal, é, principalmente, a falta de moedas. O pequeno aumento no número das peças de metal em circulação (3%) parece não ter sido suficiente para cobrir a demanda.
Por isso, o comerciante afirma recorrer aos lavadores de automóveis da região em que trabalha na busca por trocados.
"Todos os comerciantes daqui vão ao estacionamento trocar dinheiro com os flanelinhas", diz.
Outra tática, de acordo com ele, é negociar moedas de R$ 1 da série especial dos Jogos Olímpicos do Rio de Janeiro, muito procuradas por colecionadores, por outras de menor valor.
Os números do Banco Central mostram que o aumento na produção se deu, principalmente, nessa série especial. O número de moedas de R$ 1 cresceu 6%, praticamente o dobro do acréscimo na circulação daquelas de menor valor.
MOEDA NO BOLSO
De acordo com a autoridade monetária, a disponibilidade hoje é de R$ 29 em moedas ou 118 peças por habitante, acima do patamar considerado adequado.
A instituição informou que a produção de numerário tem sido impactada desde 2014 pela redução da despesa pública federal, mas que tem administrado os estoques disponíveis com a finalidade de atender da forma mais equânime possível às demandas.
"Em 2016, como nos anos anteriores, o BC administrará os estoques disponíveis de numerário com a finalidade de atender à demanda do público em âmbito nacional", afirma a instituição.
Pesquisas sobre o uso do numerário pelo comércio, de acordo com o Banco Central, mostram que, na impossibilidade de obtenção de cédulas ou moedas nos bancos, o procedimento mais utilizado é a troca com estabelecimentos próximos.
Outra estratégia é a obtenção de moedas de bancos ou de consumidores que as mantêm fora de circulação, guardadas em casa, segundo o BC. Neste ano, o metrô de São Paulo chegou a reduzir a tarifa de R$ 3,80 para R$ 3,75 em algumas estações devido à falta de troco.
Fonte: Folha Online - 22/02/2016
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Perguntas e Respostas
- Quanto tempo o nome fica cadastrado no SPC, SERASA e SCPC?
- A consulta ao SPC, SERASA ou SCPC é gratuita?
- Saiba quais os bens não podem ser penhorados para pagar dívidas
- Após quantos dias de atraso o credor pode inserir o nome do consumidor no SPC ou SERASA?
- Protesto de dívida prescrita é ilegal e dá direito a indenização por danos morais
- Como consultar SPC, SERASA ou SCPC?
- ACORDO - Em caso de acordo, após o pagamento da primeira parcela o credor é obrigado a tirar o nome do devedor dos cadastros de SPC e SERASA ou pode mantê-lo cadastrado até o pagamento da última parcela?
- CHEQUE – Não encontro à pessoa para qual passei um cheque que voltou por falta de fundos. O que posso fazer para pagar este cheque e regularizar minha situação?
- Problemas com dívidas? Dicas para você não entrar em desespero
- PROTESTO - Qual o prazo para o protesto de um cheque, nota promissória ou duplicata? O protesto renova o prazo de prescrição ou de inscrição no SPC e SERASA?
- O que o consumidor pode fazer quando seu nome continua incluído na SERASA ou no SPC após o pagamento de uma dívida ou depois de 5 anos?
- Cartão de Crédito: Procedimentos em caso de perda, roubo ou clonagem
- Posso ser preso por dívidas ?
- SPC e SERASA, como saber se seu nome está inscrito?
- Acordo – Paga a primeira parcela nome deve ser excluído dos cadastros negativos (SPC, SERASA, etc)