<
Voltar para notícias
1582
pessoas já leram essa notícia
Fantasmas de reajustes passados e futuros alimentam inflação de 2016
Publicado em 03/03/2016 , por MARIANA CARNEIRO e ÉRICA FRAGA
Metade da inflação em 2016 será fabricada pelos fantasmas dos aumentos de preços passados e futuros.
A profunda recessão, na qual o país está mergulhado no presente, não tem contribuído para amainar a escalada do custo de vida, que deverá subir quase 8% neste ano, preveem economistas.
Na teoria, a contração desestimularia remarcações de preço, pois menos gente estaria disposta a pagar mais caro por um produto ou serviço. Mas, na prática, outro fenômeno econômico entrou em ação: a persistência ou inércia inflacionária.
Cálculo do economista Leandro Padulla, da consultoria MCM, prevê que a inflação será de 7,7% em 2016 –metade (3,8 ponto percentual) virá da "herança" de aumentos de preços de 2015 (fantasma da inflação passada) mais a expectativa de que eles seguirão subindo (fantasma da inflação futura).
O economista-chefe do Banco Votorantim, Roberto Padovani, afirma que este é um dos "mistérios" com que os economistas brasileiros terão de lidar neste ano.
"Já que estamos diante da talvez maior recessão da nossa história, por que a inflação não cai mais?", questiona. A inflação de 2015 foi de 10,7%.
![](data:image/png;base64,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)
′NÃO É NORMAL′
"Em 2015 foi simples: os preços subiram devido à correção dos administrados, como transporte e energia, e também pela alta do dólar. Neste ano, estes choques não deverão se repetir, mas expectativas continuam jogando a inflação para cima de 7,5%. Isso não é normal".
Mesmo com evidentes sinais de piora da crise econômica a partir do segundo semestre do ano passado, as expectativas de aumento de preços só cresceram (veja arte).
Em estudo, os economistas Alexandre Schwartsman, colunista da Folha e ex-diretor do BC, e Mauricio Schwartsman mostram que as expectativas aferidas a partir das cotações de títulos do governo indexados à inflação sugerem algo pior: inflação de 9% a 9,5% daqui a 12 meses.
Segundo os dois, uma análise histórica dos dados brasileiros revela que a recessão e o desemprego só tendem a puxar os preços para baixo quando as expectativas de inflação ficarem estáveis. O oposto do quadro atual.
Para Padovani, a explicação passa por uma análise comportamental: quanto maiores são as incertezas, maior tende a ser o estímulo para olhar o passado.
"Com a crise política, a alta do dólar e o aumento do risco-país, os agentes se agarram no que conhecem, ou seja, na inflação passada", diz.
Ao remarcarem seus preços olhando para trás, conectam o passado ao futuro, alimentando uma inflação alta pelos próximos meses e anos –para analistas, a inflação não volta para a atual meta (4,5%) nem em 2020, segundo a pesquisa Focus, do BC.
A profunda recessão, na qual o país está mergulhado no presente, não tem contribuído para amainar a escalada do custo de vida, que deverá subir quase 8% neste ano, preveem economistas.
Na teoria, a contração desestimularia remarcações de preço, pois menos gente estaria disposta a pagar mais caro por um produto ou serviço. Mas, na prática, outro fenômeno econômico entrou em ação: a persistência ou inércia inflacionária.
Cálculo do economista Leandro Padulla, da consultoria MCM, prevê que a inflação será de 7,7% em 2016 –metade (3,8 ponto percentual) virá da "herança" de aumentos de preços de 2015 (fantasma da inflação passada) mais a expectativa de que eles seguirão subindo (fantasma da inflação futura).
O economista-chefe do Banco Votorantim, Roberto Padovani, afirma que este é um dos "mistérios" com que os economistas brasileiros terão de lidar neste ano.
"Já que estamos diante da talvez maior recessão da nossa história, por que a inflação não cai mais?", questiona. A inflação de 2015 foi de 10,7%.
′NÃO É NORMAL′
"Em 2015 foi simples: os preços subiram devido à correção dos administrados, como transporte e energia, e também pela alta do dólar. Neste ano, estes choques não deverão se repetir, mas expectativas continuam jogando a inflação para cima de 7,5%. Isso não é normal".
Mesmo com evidentes sinais de piora da crise econômica a partir do segundo semestre do ano passado, as expectativas de aumento de preços só cresceram (veja arte).
Em estudo, os economistas Alexandre Schwartsman, colunista da Folha e ex-diretor do BC, e Mauricio Schwartsman mostram que as expectativas aferidas a partir das cotações de títulos do governo indexados à inflação sugerem algo pior: inflação de 9% a 9,5% daqui a 12 meses.
Segundo os dois, uma análise histórica dos dados brasileiros revela que a recessão e o desemprego só tendem a puxar os preços para baixo quando as expectativas de inflação ficarem estáveis. O oposto do quadro atual.
Para Padovani, a explicação passa por uma análise comportamental: quanto maiores são as incertezas, maior tende a ser o estímulo para olhar o passado.
"Com a crise política, a alta do dólar e o aumento do risco-país, os agentes se agarram no que conhecem, ou seja, na inflação passada", diz.
Ao remarcarem seus preços olhando para trás, conectam o passado ao futuro, alimentando uma inflação alta pelos próximos meses e anos –para analistas, a inflação não volta para a atual meta (4,5%) nem em 2020, segundo a pesquisa Focus, do BC.
Fonte: Folha Online - 02/03/2016
1582
pessoas já leram essa notícia
Notícias
- 08/07/2024 Extratos bancários terão termos padronizados a partir de segunda-feira
- Banco Central anuncia novas diretrizes do Open Finance para facilitar uso do Pix por aproximação
- Chocolate vai acabar? Preço do cacau sobe e qualidade fica mais baixa; entenda
- Refinarias privadas ameaçam recorrer à Justiça contra preços da Petrobras
- Fraudes contábeis nas Americanas superaram os R$ 25 bilhões
- Empresa deve indenizar consumidor por falha em serviço de entrega
- Com compromisso fiscal de Lula, dólar fecha a R$ 5,46, menor valor em dez dias
- Plano de saúde e administradora são condenadas por abuso no reajuste por faixa etária
- Funerária é condenada por erro no contrato de assistência familiar pós-morte
- Consumidor que ingeriu ervilhas com validade vencida é indenizado por empresas
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)