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HONEYWELL BMS

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SKU:H7735C2015

Detector de humedad para exterior , exactitud 3% HR , termistor 20 kOhm

Detector de humedad para exterior , exactitud 3% HR , termistor 20 kOhm

Precio habitual $ 5,570.85 MXN
Precio habitual Precio de oferta $ 5,570.85 MXN
Oferta Agotado ó Sobre pedido

MAS IVA (16%)

- ENVIAMOS A TODA LA REPUBLICA MEXICANA

Los precios pueden cambiar diariamente debido al tipo de cambio

código fiscal

Bajas existencias: quedan 6

EN CASO QUE TU PRODUCTO APARECIERA "AGOTADO", PREGUNTA A UN ASESOR PARA NUEVA FECHA DE INVENTARIO O SI ES PRODUCTO "SOBRE PEDIDO" TE ESTIMEMOS UNA FECHA DE ENTREGA

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"" alt="""" />

 

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