P.E.I.'s Mark Arendz featured in 'High-Performance Herd' T-shirt series

Arendz spending summer training in New Zealand snow

Image | Mark Arendz

Caption: Mark Arendz describes the missing antler on his caricature as 'kind of symbolic.' (The Canadian Press/Dave Elston)

Two-time Paralympic medallist in biathlon Mark Arendz of Hartsville, P.E.I., is being featured on a new line of T-shirts celebrating Canada's top high-performance athletes.
The High-Performance Herd of 2018(external link) features caricatures of moose representing 16 Olympic and Paralympic athletes from across the country, and will raise money for training.
Arendz' moose is designed to be missing part of its antler.
Bobsledder Jesse Lumsden helped create the program, reaching out to top athletes and offering them a chance to raise some training funds. He enlisted cartoonist Dave Elston to do the designs.

'Missing parts'

"When we were talking I'm like, 'I think it would be really cool to have some missing parts,'" said Arendz.
"So we went with missing the antler, so that's kind of symbolic right there. I really love the design."
The T-shirts will be printed in batches during the rest of the year, with Arendz getting a portion of each shirt sold.
The link through which to buy the T-shirts changes every two weeks — the shirts will be available here(external link) between Aug 1. and Aug. 15.

Heading 'to the snow farm'

Arendz is training hard in hopes of making the 2018 Paralympic Games in Pyeongchang, South Korea, trading P.E.I. summer in for New Zealand snow.
"We go to the snow farm," said Arendz, referring to an area in New Zealand near Wannaka. "It's great snow conditions this year too."

Image | arendz-mark

Caption: Mark Arendz of Canada competes the Men's Biathlon 12.5km - Standing at the Sochi 2014 Paralympic Winter Games. Arendz is currently training for the 2018 Paralympic Games in Pyeongchang, South Korea. (Getty Images)

Arendz said he's training hard to shave a few seconds of his times.
"There were a lot of close races, a lot of close fourths that I could easily make into thirds if you will," he said.