Pick up at the store
(at no charge shipment)
Store name Address Opening Hours
Quantity of stock
Select store
Distance from
Number of items purchased
There are no stores nearby that have stock.
transport
1PC Pendant Necklace Beaded Necklace For Men's Women's Street Gift Daily Wooden Acrylic Retro Buddha
The person who bought this product
I also obtain these products
Would you prefer to unfavorite?
More information about 1PC Pendant Necklace Beaded Necklace For Men's Women's Street Gift Daily Wooden Acrylic Retro Buddha
Highlights
[Fabric & Craftsmanship:]
This pendant necklace is meticulously handcrafted using a blend of natural wood and high-quality acrylic materials. The beads are polished to a smooth finish, offering a comfortable and lightweight accessory that's perfect for daily wear. With its retro and bohemian style, the necklace features earthy tones alongside vibrant accents of red, yellow, blue, and green.
[Fit & Design:]
Designed as a long necklace, it has a flexible and geometric shape that suits both men's and women's fashion. The necklace is adorned with a distinctive larger bead at its center, featuring a captivating mosaic pattern. This distinctive focal point highlights its vintage charm while exhibiting a touch of boho flair.
[Design Features:]
Showcasing a harmonious blend of traditional craftsmanship and latest design, the necklace includes intricately threaded beads and a signature design that reflects the serene theme of Buddha. The inclusion of acrylic and wooden materials instills a sense of nature-inspired elegance.
[Occasions & Versatility:]
Ideal for various occasions such as street outings, daily casual wear, or as a thoughtful gift. Its versatile style enables it to complement a wide range of outfits, making it an excellent accessory for individuals who admire unique, handmade jewelry.
[Size & Suitability:]
Offered in a one-size-fits-all design, the necklace is fashioned to adapt easily to any wardrobe, making it a convenient addition to your jewelry collection without the need to worry about size constraints.