Schwarzkopf Gliss Color permanent hair dye shade 7-42 Nude Beige Blonde 1 pc

Schwarzkopf Gliss Color permanent hair dye shade 7-42 Nude Beige Blonde 1 pc

Schwarzkopf Gliss Color permanent hair dye shade 7-42 Nude Beige Blonde 1 pc

Lowest price in the last 45 days: £ 4,64

Prices and availability may change several times a day. Check the current data directly in the e-shops. You can find all available colors and sizes directly in the e-shops.

Schwarzkopf Gliss Color permanent hair dye shade 7-42 Nude Beige Blonde 1 pc - product description

Schwarzkopf Gliss Color, 1 pc, Permanent Hair Dye for Women, The Schwarzkopf Gliss Color hair dye gives your hair intense colour and radiant shine. Characteristics: dyes hair reliably colour stays beautiful and rich nourishes and hydrates hair covers grey quick and easy application from the comfort of your home leaves hair healthy and soft to the touch How to use: Use according to the instructions included.

You can find this product in the group Hair colors, is in the offer of brand Schwarzkopf, in size 1 pc, you can find it at the store Notino.co.uk and is intended female.

Product Schwarzkopf Gliss Color permanent hair dye shade 7-42 Nude Beige Blonde 1 pc belongs to the product group Hair coloring, it is produced by the brand Schwarzkopf, in size 1 pc, in the offer of seller Notino.co.uk and is designed female.

Product Schwarzkopf Gliss Color permanent hair dye shade 7-42 Nude Beige Blonde 1 pc is marked with an EAN code 9000101716221.

Schwarzkopf Gliss Color permanent hair dye shade 7-42 Nude Beige Blonde 1 pc - product parameters

Size
Designed forfemale
CategoryHair colors, Hair coloring
BrandSchwarzkopf
Size1 pc
Designed forfemale
E-shopNotino.co.uk
EAN9000101716221

Schwarzkopf Gliss Color permanent hair dye shade 7-42 Nude Beige Blonde 1 pc - price and availability history

Schwarzkopf Gliss Color permanent hair dye shade 7-42 Nude Beige Blonde 1 pc - other interesting products

Schwarzkopf Gliss Color permanent hair dye shade 7-42 Nude Beige Blonde 1 pc - how to find the best offer?