Slim Rice de Konjac paquet de 200g - Gluten Free

Price:

17.000 DT

 Free Shipping for order over 200 TND
Slim Rice de Konjac paquet de 200g - Gluten Free
Slim Noodles Konjac Noodles 270g
Slim Noodles Konjac Noodles 270g
19.000 DT
19.000 DT
Jacobs Milka 3 in 1 - 124 g
Jacobs Milka 3 in 1 - 124 g
22.000 DT
22.000 DT
Gluten-Free

Slim Rice de Konjac paquet de 200g - Gluten Free

https://meilleurgout.com/web/image/product.template/2339/image_1920?unique=2e8c8e3
(0 review)


Organic Slim products are a vegetable alternative to ordinary products. It is made from a unique blend of organic, gluten-free konjac flour and oat fiber called Juroat, which was first developed in 2012. Konjac is a plant root compared to yam and grows in Southeast Asia. Konjac flour in Juroat is rich in soluble viscous fibers called Glucomannan. Juroat expands upon contact with water, and once it reaches its maximum size, it is then processed into various forms of pasta, noodles and rice. Being a popular product for its nutritional values, Slim products are scientifically proven to help you lose weight. As a source of fiber, Slim products give you that feeling of fullness like any other noodles. Your mind and stomach believe that it eats a food loaded with carbohydrates, whereas in fact there are no carbohydrates. Nutrition comes from the additional ingredients you add to it. These low-calorie foods are easy to prepare, you just open the package, drain the water and heat it with your favorite ingredients. There is no need for cooking. SPECIAL DIETS - WEIGHT LOSS – Thin products contain the required amount of glucomannan needed to help you use weight, as approved by the European Food Safety Authority. KETO – Thin products contain 0 g of carbohydrates, making it an obvious choice if you are on a keto diet. VEGANS – 100% Natural Herbal Thin Products. GLUTEN-FREE – Thin products do not contain wheat or gluten. It is a convenient alternative to regular free foods.

17.000 DT 17.0 TND 17.000 DT

17.000 DT

Not Available For Sale


    This combination does not exist.