The Oilers controlled this game in underlying metrics—61% of shot attempts, 54% of expected goals (3.17–2.73)—yet the Flames won 4-3 in a shootout. Calgary overperformed its xG by 1.27 goals, a margin that captured how thoroughly the numbers favored Edmonton.

Edmonton was lethal where it mattered. They scored twice on 29 rush chances and twice on 15 power-play shots (1.20 xG). High-danger chances split even at 4–4. But S. Skinner's goaltending faltered: a 0.864 save percentage (19 of 22) on an indefensible volume left Edmonton exposed.

D. Wolf's 0.914 (32 of 35) held. Calgary scored twice on 22 rush chances—not dominant, but enough. The shootout came down to one shot: Nazem Kadri's backhander from the doorstep, which decided the night.

The Three Stars belonged to Edmonton, the team that generated the better game despite falling short in the only moment that mattered.

The model projects Edmonton at 56% win probability in a 2.4–2.8 game, but regression risk cuts both ways.

Blake Coleman drives Calgary's offense at 16 goals with an xG rate of 0.89 per 60 minutes, shooting at 11.4%. Matt Coronato has 10 goals at 0.80 xG/60 but is converting at just 6.6%—a rate that usually falls. Edmonton's Connor Clattenburg generates an elite 1.47 xG/60 yet has just 1 goal on a 33.3% shot rate, a ceiling that will regress. Zach Hyman is the steadier producer: 14 goals with 1.23 xG/60 and a sustainable 13.0% shooting rate.

Defensively, Matt Coronato is Calgary's structural weakness. Edmonton's Jake Walman carries similar exposure. Neither team has generated early-goal or rebound chances at scale (both sit at 0% for both metrics), which limits how much chaos either can inflict from their blue-line vulnerabilities. The Oilers control underlying play, but Calgary's form is volatile enough to close the gap.

Three Stars

• Edmonton owns 52.0% 5v5 expected goals against Calgary's 47.0%, with a nearly even Corsi split (50.0% to 49.0%).
• Calgary is minus-10 in goal differential over 10 games.
• Both PDOs are running cold (Edmonton 0.982, Calgary 0.985) and due for positive regression.