 Hansson supplies wonderful carved wooden furniture in 1:12 scale and 1:24 scale. Every piece is beautifully hand carved and hand painted. Hansson uses quality materials including solid mahogany and solid walnut. Their unique craftmanship features upholstered seats, working drawers and magnifiicent details. A variety of finishes is available, the two main wood finishes are mahogany and walnut. Subtle variations in color, warmth and tone make for a wonderful collection. Hansson also offers hand-painted cream finish or hand-painted black finish. Both beautifully detailed, hand-painted chinoise designs are available with the cream or black background. Other finishes are also available as well as unfinished pieces for the buyer to create a one-of-a-find masterpiece. The selection of fabrics and styles are incredible ranging from country floral skirted, tufted silk, to cognac leather. Hansson's eggshell porcelain which includes vases, jars, pitchers, bowls, tea sets, and complete dish sets and exquisitely hand painted pieces. They are a magnificent addition to your dollhouse. Hansson also carries a line of pictures framed in mahogany, or an ornate hand-painted gold finish. These marvelous pieces will delight and charm you. We will be happy to order anything from Hansson that takes your fancy. |
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 Incredible printable minis guaranteed to add wonder and delight to your doll house. |
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 A must see for doll lovers. |
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It's fun to share good ideas. Please visit our blog and share your tips so everyone can enjoy them. |
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Wisconsin's Largest Minnetonka® Moccasin Store. We will make every attempt to ship your order the same business day. We will never share your information with anyone. We always take care of our customers. Est 1995.
Minnetonka® creates comfortable, stylish, moccasins, boots and slippers from only the best glove tanned leathers. Each piece is constructed with a commitment to excellent fit and long wear. By combining the best fitting qualities and long-lasting comfort, Minnetonka Moccasin provides the lowest possible cost for the highest possible value. |
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