Esta tabla de Talles corresponde a todas las Partes de Arriba
![](https://d2r9epyceweg5n.cloudfront.net/stores/001/235/163/rte/blobid2.png)
![](https://d2r9epyceweg5n.cloudfront.net/stores/001/235/163/rte/blobid3.png)
Las Partes de Arriba con TALLE UNICO: te mostramos la medidas de la prenda sobre una superficie plana. Podes ver en cada descripcion del producto los CM de ancho y largo de la prenda.
Al trabajar con diferentes marcas dentro de las Partes de Abajo, te mostramos las medidas de la prenda expresadas en CM sobre superficie plana e incluimos un dibujo como el siguiente, para guiarte:
*Las medidas corresponden al ANCHO Y LARGO de la Prenda, NO del controno.
![](https://d26lpennugtm8s.cloudfront.net/stores/001/235/163/rte/como%20medir%20partes%20de%20abajo2.jpg)
TABLA DE TALLES EXCLUSIVO PARA REMERAS MANGA LARGA TERMICAS
![](data:image/png;base64,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)
CALZADO
Medidas optativas en la descripcion de cada producto.
![](//d2r9epyceweg5n.cloudfront.net/stores/001/235/163/rte/medida plantilla.jpeg)
Medí el largo de la plantilla* de un calzado que utilices y comparala con la siguiente tabla para saber tu talle. Por ejemplo, si tu plantilla mide 25 cm aprox., entonces probablemente seas talle 37 en tus zapatillas de Cata.
*La plantilla está adentro del zapato. No es la suela.
A tener en cuenta:
*No somos fabricantes, al trabajar con diferentes marcas tenemos diferentes medidas o talles.
*Todas las medidas estan expresadas en cm.
*Si tenes alguna duda sobre "talle unicos" nos consultas por Whatsapp en el botón del margen derecho. No lo dudes ! Estamos para ayudarte!