Anal Adventures Matrix Silicone Swirling Bling Plug Sapphire
For anyone looking to explore new anal sensations alone or with a partner! Anal Adventures Matrix is ready to delight! Morpheus has a tapered head for easy insertion and soft swirls of texture along the side of the plug that work with your body for additional sensations during use. StayPut technology ensures this plug will stay inside you comfortably without popping out during play and has a heart-shaped base with a beautiful jewel for added beauty. Morpheus has silky-smooth UltraSilk and is made of Puria platinum-cured silicone, making it body safe and free of phthalates, paraffins, fragrance, and latex. Easy to clean and easy to use, find your pleasure with Matrix!
- StayPut Design Keeps Product Securely In Place
- Pure Platinum-Cured Puria Silicone. Ultrasilk Smooth.
- Beautiful Heart-Shaped Base. Jewel for Added Beauty.
- Tapered Head for Easy Insertion. Swirled for Added Sensation.
- 4.5in. L x 4in. Insertable x 1.5in. W at its Widest Point
$13.36
Anal Adventures Matrix Silicone Swirling Bling Plug Sapphire—
$13.36
Description
For anyone looking to explore new anal sensations alone or with a partner! Anal Adventures Matrix is ready to delight! Morpheus has a tapered head for easy insertion and soft swirls of texture along the side of the plug that work with your body for additional sensations during use. StayPut technology ensures this plug will stay inside you comfortably without popping out during play and has a heart-shaped base with a beautiful jewel for added beauty. Morpheus has silky-smooth UltraSilk and is made of Puria platinum-cured silicone, making it body safe and free of phthalates, paraffins, fragrance, and latex. Easy to clean and easy to use, find your pleasure with Matrix!
- StayPut Design Keeps Product Securely In Place
- Pure Platinum-Cured Puria Silicone. Ultrasilk Smooth.
- Beautiful Heart-Shaped Base. Jewel for Added Beauty.
- Tapered Head for Easy Insertion. Swirled for Added Sensation.
- 4.5in. L x 4in. Insertable x 1.5in. W at its Widest Point
