Módulo Universal - M-300+ - JFL

Código do produto: 1989
Disponibilidade: Imediata
R$ 382,03

5% de desconto
Para pagamentos à vista (boleto ou Depósito / Transferência)
R$ 362,93

Pague em 1x de R$ 382,03 sem juros ou em até 18x

ver parcelas

R$ 362,93 no boleto bancário (5% de desconto)

R$ 362,93 no débito online (5% de desconto)

R$ 362,93 (5% de desconto)

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

  • 2 SIM CARDs
  • 2 entradas que geram eventos programáveis.
  • 2 saídas PGMs
  • Duplo monitoramento.
  • Função Download: Esta função permite estabelecer conexão via modem com a central de alarme pela estação de monitoramento. Durante o tempo de download a linha telefônica é comutada para a central de alarme e o telefone de extensão é cortado da linha telefônica.

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Fcontrol - Sistema de Detecção de Fraudes