This yarn is on sale because it is a discontinued color - otherwise it's perfect! Sale yarns are not returnable.
About this Item
This yarn is ready to ship from our studio to your favorite knitting chair. Each of these pre-wound cakes of Breathtaking BFL has approximately 205 yds of hand-dyed goodness.
If you love this color but want a different size or base yarn, click here to see what other options are currently available for shipment!
About this Color
This gradient is part of our Impressionist Gradient Collection, another Knitcircus exclusive. Rich and vibrant colors change slowly from one main color to the next, with unexpected pops of theme colors throughout. Each cake is absolutely unique and pre-wound for your convenience. Select the number of your preferred cake from the drop-down menu. If it is not already sold, you can add it to your cart. Each cake is unique.
*Brambleberry Impressionist Gradient* is the purples, deep pinks and reds of our favorite berries: blackberries and raspberries. Pick a bushel full of these succulent, juicy summer fruit, but look out for the thorny brambles! They'll catch your yarn and cause a tangle.
This colorway is perfect on its own, or you can pair it with one of our Panoramic Gradient cakes or Kettle-Dyed Semi-Solid skeins.
About this Yarn Base
Breathtaking BFL - fingering (100% superwash Blue-faced Leicester wool) - 205 yds/50g. This lustrous, longwool breed boasts a wooly halo and is a favorite among knitters. Click here for more information about our different yarn bases.
Notes about Knitcircus Yarns
- Because of our unique dyeing process, many of our darker colors appear heathered, with small light spots sprinkled throughout. This heathering is normal.
- Care for this yarn is to hand or machine wash cold (delicate cycle), dry flat. Our yarns are colored using professional-grade acid dyes.
- We’ve made every effort to photograph the color accurately, but appearance may vary depending on your monitor settings.
- You will receive exactly the cakes you choose from the photos - each set is unique.