Popsy Clothing · Leggings

Heath Tea Cup Print Leggings I Popsy Clothing - 14 - 16

There's nothing quite like a comforting cup of tea, and these playful leggings celebrate that everyday moment with a beautifully illustrated tea cups print on a rich navy background. Designed to move with you, Heath combines buttery soft comfort with practical performance, making them perfect for everything from morning walks to relaxing with your favourite brew. Features Exclusive tea cups print Soft touch stretch fabric Full length design Comfortable elasticated waistband Easy pull-on style 2 side pockets High waist band Designed and made in the UK Family business Why You'll Love Her Yes, she has pockets A charming print that's perfect for tea lovers Comfortable enough for everyday wear and active days alike Supportive high waistband stays comfortably in place Easy to style with sweatshirts, knitwear and casual tees Designed to keep up with every adventure Models wear Model is 5'6 and wears size 6-8 Model is 5'4 and wears size 10-12 Message from Cherish Tea has always been one of life's little comforts, so creating a print inspired by beautiful teacups felt like such a lovely idea. Whether you're heading out for a walk, popping into town or curling up with a good book afterwards, these leggings bring together comfort, practicality and a print that's guaranteed to make you smile. I hope they become your new favourite pair. Cherish x Fabric & Composition 92% Polyester 8% Elastane Our legging fabric is smooth, mid-weight, and designed for comfort and performance. The high elastane content gives it excellent stretch and recovery, allowing the fabric to move with you while quickly returning to its original shape. The polyester base adds strength and durability, helping the fabric resist wear & fading. Its super soft against the skin and supportive without feeling restrictive, this fabric offers long-lasting comfort and flexibility. Sizing Available in sizes 6-8, 10-12, 14-16, 18-20, 22-24 Find Your Popsy Size - Popsy Clothing

90-day range £∞–-£∞ · average £NaN