INFORMACIÓN PREGUNTAS Y RESPUESTAS INFORMACIÓN
Medidas: límites
Aunque se pueden alcanzar los 300 cm de ancho el rango de ancho y alto recomendado son:
- ANCHO: Entre 40 cm hasta 225 ó 275 cm según sea la anchura de las lamas 15-16 mm, 25 mm ó 50 mm.
- ALTO: Hasta un máximo de 300 cm

Las medidas del pedido son el ancho total y el alto de la persiana veneciana completamente desplegada. Hay que tener en cuenta que puede haber una holgura, en ancho de 2,5 mm y en alto de unos entre 1 y 2 cm en las persianas venecianas de 15 ó 25 mm
.
Opciones de Instalación
Según el enganche: se pueden instalar a pared, techo, En puerta o ventana: en el interior del marco de cristal o fuera. (En el supuesto que la puerta o ventana tuviera esa opción) .Todas las opciones deben ser indicadas en el pedido
Opción de Instalación en Puerta o Ventana:
Hay dos decisiones a tomar:
- Una primera opción que consiste en elegir la opción normal, atornillando los soportes, o elegir la opción sin taladrar, que puede ser con enganches o con adhesivos extrafuertes
- Una segunda decisión que es elegir si se ubica dentro del marco del cristal o por fuera.
Exterior

Interior


PLAZO DE ENTREGA
El plazo de entrega de este tipo de persianas venecianas es de entre 3 y 7 días hábiles laborables, salvo en temporada alta (primavera y verano) que puede tener algunos días de retraso. La segunda quincena de agosto y la quincena en torno al final de año, por vacaciones de la industria, serán inhábiles a los efectos de plazo. Los pedidos que se realicen en esos períodos se servirán por riguroso orden de compra tan pronto se reinicie la actividad.
Si quiere conocer con más detalle el plazo de entrega de su pedido, por favor consulte a través de [email protected]
Volver al Catálogo de:
No te olvides de visitar nuestros:
PREGUNTAS Y RESPUESTAS



Información
Medidas: límites
Aunque se pueden alcanzar los 300 cm de ancho el rango de ancho y alto recomendado son:
- ANCHO: Entre 40 cm hasta 225 ó 275 cm según sea la anchura de las lamas 15-16 mm, 25 mm ó 50 mm.
- ALTO: Hasta un máximo de 300 cm

Las medidas del pedido son el ancho total y el alto de la persiana veneciana completamente desplegada. Hay que tener en cuenta que puede haber una holgura, en ancho de 2,5 mm y en alto de unos entre 1 y 2 cm en las persianas venecianas de 15 ó 25 mm
.
Opciones de Instalación
Según el enganche: se pueden instalar a pared, techo, En puerta o ventana: en el interior del marco de cristal o fuera. (En el supuesto que la puerta o ventana tuviera esa opción) .Todas las opciones deben ser indicadas en el pedido
Opción de Instalación en Puerta o Ventana:
Hay dos decisiones a tomar:
- Una primera opción que consiste en elegir la opción normal, atornillando los soportes, o elegir la opción sin taladrar, que puede ser con enganches o con adhesivos extrafuertes
- Una segunda decisión que es elegir si se ubica dentro del marco del cristal o por fuera.
Exterior

Interior


PLAZO DE ENTREGA
El plazo de entrega de este tipo de persianas venecianas es de entre 3 y 7 días hábiles laborables, salvo en temporada alta (primavera y verano) que puede tener algunos días de retraso. La segunda quincena de agosto y la quincena en torno al final de año, por vacaciones de la industria, serán inhábiles a los efectos de plazo. Los pedidos que se realicen en esos períodos se servirán por riguroso orden de compra tan pronto se reinicie la actividad.
Si quiere conocer con más detalle el plazo de entrega de su pedido, por favor consulte a través de [email protected]
Volver al Catálogo de:
No te olvides de visitar nuestros:
¿Cómo Medir?
Recomendaciones
1. Primero
Mide el ancho del marco de la ventana. Añade a esa anchura 5 cm por cada lado para que cubra bien el hueco.
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
Persiana veneciana lamas de aluminio 25 mm guiada sin taladrar a medida
¡Sin taladros, sin complicaciones! Opta por nuestras persianas venecianas de aluminio guiadas sin taladrar y disfruta de una instalación fácil. ¡Adquiere la tuya ahora y transforma tu espacio al instante!