Camera Bullet HD - CHD-2160VF - JFL

Código do produto: 268
Disponibilidade: Imediata
R$ 607,35

5% de desconto
Para pagamentos à vista (boleto ou Depósito / Transferência)
R$ 576,98

Pague em 3x de R$ 202,45 sem juros ou em até 18x

ver parcelas

R$ 576,98 no boleto bancário (5% de desconto)

R$ 576,98 no débito online (5% de desconto)

R$ 576,98 (5% de desconto)

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

  • Resolução horizontal de 1.920 (H) x 1.080 (V).
  • Alta resolução de imagem (TVI) em tempo real.
  • Sensor CMOS Progressive Scan.
  • Não necessita de substituição da estrutura de cabeamento de sistemas de CFTV convencional.
  • Saída de vídeo 4em1 (TVI/CVI/AHD/Analógica).
  • Lente varifocal de 2.8 a 12mm.
  • AGC e BLC.
  • Case IP66.

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