Episode 31 – Papaya and Grenadilla and Pitaya, oh my!
While together in Edmonton, Deborah and Melanie visit a local Alpaca Farm. The Alpacas take a special liking to everyone… except Deborah.
She makes up for it by participating in knit nights with friends both old and new. (Some of whom she helped to infect with the knitting bug.)
Then, Deborah travels to Ottawa, where she meets up with listener Sparkleecat and her husband, and visits Wool ‘n Things and Knit-Knackers Yarn Warehouse.
She held back, but did walk away with some Jeager Luxury Tweed, Fleece Artist, Nyoni, Sublime Angora Merino, and Drops Lin.
After Ottawa, Deborah finishes her move to Colombia!
She starts to plan her craft room, scopes out the local yarn options, and gets easily distracted by a huge variety of tropical fruit:
In addition to Papaya, Mango, Banana, and Passionfruit (aka Grenadilla), she falls in love with Dragon Fruit (aka Yellow Pitaya). They’re not all winners, however: she tries Tree Tomatoes and doesn’t like them as much.
Meanwhile, Melanie’s summer is saved by knitting!
She shares a scene from Europe: A Savvy Girl’s Guide, the Musical, one of the two highly successful shows she put on at the recent Edmonton Fringe Theatre Festival — and she couldn’t have done it without the help of the knitting community!
Joining Melanie is Trish Van Doornum, Marsha Amanova, and Erin Craig.
Speaking of other knitters… as fate would have it, Melanie’s new NYC roommate, Pablo, is the very same knitter that she interviewed back in Episode 8!
SavvyDad makes his second appearance on the show; this time, he answers questions from our listeners (submitted via Ravelry). Thanks for the advice SavvyDad!
Deborah talks about choosing sweater patterns most flattering to your body shape. See below for some suggestions.
We’ve gotten a great response to the knitting etiquette contest, so we are extending the deadline for entries until September 30th!
Pick sweaters to flatter your body shape!
For the ‘pear’ shape: For the ‘hourglass’: For the ‘rectangle’: For the ‘apple’: For the ‘inverted triangle’: |
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