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Competitions → Canada → Please Be Quiet Pickering 2022

Competitions · Canada

Please Be Quiet Pickering 2022

Pickering, Ontario · 15 October 2022 · 4 events · 17 competitors · 7 personal bests

Elliott Kobelansky won four of the four events (3×3 blindfolded, 4×4 blindfolded, 5×5 blindfolded). 17 competitors produced 7 personal bests, 4 of which still stand today, and one people held a competitor card for the first time.

The moment

A national record

Elliott Kobelansky set the 3×3 Multi-Blind single national record: 48 of 50 cubes · 58:21.

Four wins
Elliott Kobelansky — 3×3 blindfolded, 4×4 blindfolded, 5×5 blindfolded, 3×3 Multi-Blind
7
personal bests set on the day

Winners & podiums

EventWinnerSingleAverage
3×3 blindfoldedElliott Kobelansky14.74
4×4 blindfoldedElliott Kobelansky2:13.87
5×5 blindfoldedElliott Kobelansky5:56.76
3×3 Multi-BlindElliott Kobelansky48 of 50 cubes · 58:21

The PB harvest

7 set · 4 still standing
  • Elliott Kobelansky — 3×3 Multi-Blind single 48 of 50 cubes · 58:21: into the top 0.28% of the event's history.
  • Ben Bergen — 3×3 Multi-Blind single 14 of 16 cubes · 55:49: into the top 12.8% of the event's history.
  • Abdullah Gulab — 3×3 Multi-Blind single 10 of 10 cubes · 55:25: into the top 17.5% of the event's history.
  • Skylar Porter — 3×3 blindfolded single 1:46.21: into the top 28.7% of the event's history.

First-timers

One person competed for the first time at this competition, joining the 26,245 people who made their debut in 2022. Start here explains what a first competition is like.

Records watch

2 regional records were set at this competition.

The field

17 competitors · 46 results · 4 events.

Everyone who competed

17 competitors

Reading this page: a single is one solve's time · an average is the middle three of five solves, best and worst discarded · a PB is a personal best · a final is a competition's last round; its order decides the podium · a DNF (did not finish) is an attempt with no valid result: a popped piece, an unsolved face, an over-limit memorisation · every solve starts from a computer-generated scramble, the same for every competitor in a round.