Description
This Christmas DTF transfer features an adorable faux yarn crochet-style Stitch wearing a fluffy Santa hat and holding a red-and-white candy cane in his mouth, rendered in rich blues, teals, and purples with a cozy handmade texture throughout. Ready to press DTF transfer, heat press and go.
Made for:
- Tee shirt makers and small shop owners building a Christmas character collection.
- A crafting mama pressing a holiday batch for her kids' matching Christmas outfits or gifting a fun festive look to her crew.
- Nana hunting for the most adorable holiday shirt idea to spoil the grandkids with this season.
Press it on:
- Hoodies, sweatshirts, and tees — the dark ground makes the vibrant yarn-texture blues and holiday reds pop beautifully against any base color.
- Perfect for holiday markets, Christmas family photo shoots, and kids' Christmas party orders where a fan-favorite character brings extra cheer.
- Tote bags and canvas pouches — the square-friendly design lands perfectly centered for a gift-ready look.
Open the press, pull the film hot, quick re-press to lock it in, and the next blank is already going on. It's a workflow that rewards you for moving fast — and the design looks just as good on shirt one as it does on shirt thirty for a Christmas collection run.
About Our Ready to Press DTF Transfers
Sweet Tee Transfers are premium Direct-to-Film (DTF) heat press transfers — vibrant, durable, and ready to press on cotton, polyester, and cotton/poly blends. No weeding required. Works on light and dark fabrics for any apparel.
DTF Transfer Pressing Instructions
Pre-press your garment to remove moisture and wrinkles before applying.
- Temperature: 300°F
- Time: 10-15 seconds, heavy pressure
- Peel: Hot peel immediately after pressing
- Repress: 5 seconds for best results
DTF Transfer Washing Instructions
- Wash inside out in cold water
- Tumble dry on low heat
Transfer Sizes
- Adult: 11" wide
- Youth: 9"
- Toddler: 7"
- Baby: 5"
- Pocket / Hat: 4"
Maximum height is 12". For narrow, tall designs, children's sizes are determined by height.
