Vendu par multiple de 10 cm
Le tissu sera livré d'un seul tenant
Importer d'Hollande
L'Avis d'Yvonne : Superbe Molleton non gratté avec une belle tenue et un touché très agréable !! Il sera parfait pour coudre un Sweat, un Cardigan ou un Gilet, une Robe ou une Jupe ou un Jogger ! Et grâce au pourcentage d' élasthanne de cette maille vos Cousettes ne seront pas que canon mais aussi super confortables ;-)).
Molleton de poids moyen, avec un taux d'élasticité de 30 %, idéal pour la réalisation de Sweat, Robe, Jupe, Gilet, Pantalon et Accessoire
95 % Coton / 5 % Elasthanne
Poids : 295 gr / m² Laize : 160 cm
Coloris : Curry
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)
Entretien :
![](https://cdn1.ox-resources.net/L25506/site/medias/IDLclassic30nxv.jpg)
Nous avons sélectionné ci-dessous quelques patrons parfait pour ce tissu.