Alabama Pack, "Brooklyn" black

Treat yourself to our Alabama pack to discover the pretty products that make up the "Brooklyn" collection in black: Alabama bag, travel kit and S pouch. Take the opportunity to introduce your customers to a model in small and large sizes in the "Brooklyn" collection in black. It can be suitable for "Madame" or "Miss" to store their makeup, products, AirPods or for any other use! This pack is not only practical but also ideal since you can store all your accessories. These products make ideal gifts for Mother's Day, Grandmother's Day, end of school year gifts, birthdays, or a great Christmas gift idea. But it can very well suit a young girl to hide her first secrets! The little extra of this bag, pencil case and pouch? They have a waterproof fabric inside that protects the outer fabric. No more mess in your bag, pencil case or pouch, you won't have to worry if one of your products spills. No more stress for any possible stains of makeup, products or liquid that could get through. However, if your bag, toiletry bag or pouch gets stained, thanks to the waterproof fabric, you can simply wipe it with a damp or slightly soapy sponge. The Alabama bag has a pocket inside to hold small items or accessories. We offer this "Brooklyn" collection in different colors: beige, camel, jade, khaki, black, powder pink, wine lees, ecru, navy, fuchsia, gray, petrol, mustard and sea green. Do not hesitate to browse our site or contact us if necessary. It's impossible not to find what you're looking for in our shop, which almost looks like "Santa's". Take the opportunity to discover this entire "Brooklyn" collection for women or for men in our store with our different items: pouches, pencil cases, bucket hats, fanny packs, etc. Otherwise, you can visit our collection of pouches, travel cases and vanity cases to discover all our other models. All our products are 100% made in France. Cut, assembled, made by hand by our seamstresses, with lots of love, in our workshop in Bourg sur Gironde, near Bordeaux. Therefore, it is possible that there is a slight deviation in the size of the dimensions given as an indication.