Race Point Alpine Skiing
Could you be in next week’s post? Every week we feature the biggest climbers, ranking rockets and race winners – at every level, in every nation. Follow @racepoint_net

🇨🇦 Rebecca PELKEY

FIS code 108933 · CAN · born 2007 · Canadian Ski Team / Calgary Alpine

Rebecca PELKEY has alpine FIS points in 4 events. Lowest: Slalom, 44.16 points (world no. 369). Lower is better. Source: official 17th FIS points list 2026/27 (valid 2026-10-22 to 2026-10-28).

Calculate your points in the next race

What are Rebecca PELKEY’s FIS points?

EventPointsWorld rankingTo next place
Downhill196.16no. 5650.28
Slalom44.16no. 3690.05
Giant Slalom44.36no. 3440.10
Super-G100.29no. 4440.38

Lower points are better. “To next place” is the gap to the next athlete above you (same event, same gender). A tie does not pass: you need to get more than that many points lower to pass them. From 17th FIS points list 2026/27, valid 2026-10-22 to 2026-10-28.

Athletes closest to Rebecca PELKEY

Slalom, women: 0.05 points to the next place, held by Mathilde BLANC: you need to get more than 0.05 points lower to pass.

RankAthletePointsGap
no. 364🇨🇦 Alexandra HOULE43.72−0.44
no. 365🇸🇪 Natalia SAHLMAN43.82−0.34
no. 366🇧🇪 Axelle Julie MOLLIN43.94−0.22
no. 367🇮🇹 Selina TRAFOIER43.98−0.18
no. 368🇫🇷 Mathilde BLANC44.11−0.05
no. 369🇨🇦 Rebecca PELKEY44.16
no. 370🇨🇭 Silja MICHEL44.17+0.01
no. 371🇸🇪 Elsa BERG44.23+0.07
no. 372🇺🇸 Noelle ROTH44.28+0.12
no. 373🇳🇴 Maren Stavseng BOTTEN44.36+0.20
no. 374🇯🇵 Kara SATO44.45+0.29

Gap is their points minus yours: a minus means they are ahead. Same list as above, 2881 women with Slalom points.

More from Canadian Ski Team / Calgary Alpine

2 athletes from the club on the current list. See them all.

FIS and club

Share your FIS points

A card with your points, ready for Instagram. It takes a second and nothing is uploaded — the image is made on your phone.

Is this you?

Add your social media and your sponsors to this page. It is free, it takes a couple of minutes, and everything is checked before it appears.