Even through randomwarp stripes you can see an ordered pattern in the cloth. Linen sitting on the shelf is begging to be used, even though the tubes are partly emptied. So, why not make some linen wash cloths to use every day?
The weave structure is a classic two-block broken twill, symmetrically threaded across the warp. The asymmetry of the warp stripes is out of sync with the precise threading symmetry in the block weave structure. And, asymmetrical patches of weft are out of step with a strict treadling sequence. The chaos of leftover-linen warp and weft threads has me holding my breath, wondering how this will turn out. Yet, as I weave, the surprise after surprise that appears on the loom fills me with delight. These humble linen wash cloths will yield textile pleasure for years to come.
The Grand Weaver breaks through chaos to reveal his beautiful plan. Despite the hardships we endure in this world, the structure threaded into the Grand Weaver’s fabric holds it all together. He brings our random stripes of emptiness into harmony with his project plan. We find continual delight as we see the surprising glory of his master plan. Jesus, with his deliberate stripes, comes to wash us clean.
I’m curious. How much difference will it make to change the direction of the design? I wove the first Windmill and Taildragger from the side. (See Time Lapse: Windmill and Taildragger on the Drawloom.) This second one, I am weaving from bottom to top. For one thing, I know I can enlarge the image if I turn it upright, giving me more distinct details.
This second Windmill and Taildragger is indeed larger, with smoother detail lines. No surprise. What does surprise me is how much simpler this one is to weave! The single-unit pulls are more manageable now that the design is turned in a lengthwise direction. Enlargement, clarity, and ease—all from a single design adjustment.
Spoken wishes express our needs. Our wishes are sincere, but hold no power in themselves. What if we turn the direction of our wishes? When we turn those expressions upward to God they become prayer. Prayer is an expression of belief. Jesus invites us to tell him our needs through prayer. Prayer enlarges and clarifies our hopes. You may be surprised how simple it is to take your needs to the Lord in prayer.
This is the kind of weaving results that makes me giggle like a child. Waffle weave is one of those things I have been intrigued about for some time, and have wanted to give it a try. Will it really buckle up into waffled wrinkles? Will linen do that? Will it be even better than I expect? Yes, yes, and YES. Talk about transformation!
Everything in these waffle weave washcloths is linen that has been leftover from previous projects. The tail end of linen tubes, quills that didn’t quite get used up, thrums, and threading missteps that gave me skinny warp chains of several meters. The warp is 16/2 linen, but the weft is everything from fine linen threads, to bundles of threads, to coarse linen rug warp. I discovered, as you will see, that the thicker the weft, the more pronounced the wrinkles. The thickest wefts have given me delightful accordion pleats.
Please enjoy this process video of the making of leftover linen waffle weave washcloths! Watch to the end to see the squishiness of this unusual cloth.
Don’t think that this is the end of waffle weave. I am already thinking of all the interesting possibilities…
Before starting, I sketched out several versions of the finished blanket, showing different sizes and arrangements of the rectangle blocks. My favorite version is one with a random look. This twelve-shaftdouble weave has three blocks. Block 1 is a solid color across the warp. Block 2 has a narrow, vertical contrasting rectangle. Block 3 has a wide, horizontal contrasting rectangle. The warp threading determines the width of the rectangles. But the height of the rectangles is determined by the treadling pattern. I decided to use a Fibonacci sequence of numbers in random order to guide my treadling options as I weave.
Low-Tech Random Fibonacci Sequence
1 Determine the desired range of the Fibonacci sequence. 1, 2, 3, 5, 8, 13
2 Determine the number of repeat options for each block (one repeat is 4 picks per double-weave layer).