PATTERN: Maze Geometric Blanket
YOU ARE BUYING A FINGER-KNITTING PATTERN, NOT THE FINISHED PRODUCT. YOU ARE RESPONSIBLE FOR BUYING YOUR OWN MATERIALS TO COMPLETE THIS PROJECT.
This PDF pattern includes pattern templates and row-by-row stitch instructions. For general instructions on knitting with Alize Puffy More yarn, please see my free instruction sheet here.
The Maze Geometric Blanket Pattern has a geometric graphic of a real working maze. Beautiful to look at, this design also works well as a child's blanket or mat. Like all Alize Puffy More designs, this pattern is repeated on the back side of the blanket in inverse colours.
SKILL LEVEL: Advanced.
SUGGESTED MATERIALS: 8 balls of Alize Puffy More yarn (5.3oz, 150g) (Image shown is the colour 6293).
SUGGESTED TOOLS: No needles required (finger knitting). Scissors. (Because the loops of this product are quite small, you may find it easier to use a crochet hook than your fingers. I use a US J10/6 mm hook).
FINISHED MEASUREMENTS: Approx. 39” by 42” (99 cm by 107 cm).
PLEASE NOTE: Alize Puffy More is a double-stranded yarn which is manufactured in a way to create double-sided colourwork patterns.
Currently, the only substitute for this yarn is Bernat Alize Blanket-EZ Graph It yarn, a new product soon to be available in North America. This new yarn will come in larger skeins, so you will need approximately 15% fewer skeins to complete this project as-is. Also, the loops are slightly taller, so your finished blanket will be 25% longer.
The Maze Geometric Blanket pattern and all photographs are the property of I Love My Blanket/Reena Belford. This pattern and design are subject to copyright, and you may not distribute or sell this pattern under any circumstances.
Products made with this pattern *ARE* permitted to be used for both personal and commercial use, but please credit ‘I Love My Blanket’. (@iloveblanket on Instagram)
Please share your work! Follow and tag me on instagram @iloveblanket
NEED YARN? Click here.
Want to learn more about Alize Puffy More yarn? Click here.