Chicago Blackhawks vs Vegas Golden Knights

NHL · Tue, Sep 29, 10:40 PM EDT

AI Pick
Vegas Golden KnightsSpread-1.5+110on Caesars
Confidence 96/99 (Slight Value)Market prob 48.6%Edge 1%
Why this pick

Vegas Golden Knights have 8 factors working in their favor: 39-26 overall (60% win rate). Outscoring opponents by 15.0 PPG on the season. Significantly better record than Chicago Blackhawks (60% vs 43%). Concerns: 0.2% PP / 0.8% PK. The tight -1.5-point spread indicates a close game despite being favored. Low-scoring defensive game projected (O/U 5.5).

Factors driving the pick
+
Strong Record
39-26 overall (60% win rate)
+
Scoring Efficiency
Outscoring opponents by 15.0 PPG on the season
+
Record Advantage
Significantly better record than Chicago Blackhawks (60% vs 43%)
+
Opponent Depleted
Chicago Blackhawks missing 3 starters: Connor Bedard (C), Matt Grzelcyk (D), Artyom Levshunov (D)
+
Home Field
Playing at home — crowd, routine, and familiarity advantage
+
Favorable Matchup
Strong offense (3.22 GF/G) vs weak defense (3.29 GA/G)
-
Weak Special Teams
0.2% PP / 0.8% PK
+
Shot Edge
+10.0 net shots/game vs opponent
+
Possession Driver
+4.6 net shots/game (top-tier possession)
Best lines available
+110
Caesars
+105
DraftKings
+102
BetRivers
-105
BetMGM
-108
FanDuel

Frequently asked

What is SlateSense's pick for Chicago Blackhawks vs Vegas Golden Knights?

SlateSense's AI model picks Vegas Golden Knights Spread (-1.5) at +110 on Caesars, with a confidence of 96/99 (Slight Value).

When does Chicago Blackhawks vs Vegas Golden Knights start?

Chicago Blackhawks vs Vegas Golden Knights is scheduled for Tuesday, September 29, 2026 (NHL). Times listed are ET.

What are the best odds for Vegas Golden Knights Spread (-1.5)?

Best available: Caesars (+110), DraftKings (+105), BetRivers (+102).

How does SlateSense generate its picks?

SlateSense scores each side of every game across 50+ factors including team records, recent form, pitcher/goalie matchups, line movement, weather, injuries, rest, advanced metrics (run differential, net rating, etc.), and market disagreement. The model picks the side with the larger factor score when the gap is meaningful.

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