NHL Picks – Oct 23

With Nick Suzuki sidelined, Caufield loses his primary playmaking center — a meaningful shift in his offensive setup. Over nine games this season, he's averaging roughly 0.9 points per game, which puts the 1.5-point threshold at a comfortable distance. Two or more points in a single game represents the upper end of his range even under ideal conditions, and tonight's circumstances fall short of that. The number offers reasonable value on the under.

Kapanen has yet to register a point through two appearances this season, and his projected role in tonight's lineup doesn't meaningfully change that outlook. Even with elevated ice time factored in, his scoring probability remains well below the 0.5 threshold. Montreal's power play adds further context, having connected just four times all year — limiting the secondary opportunities where peripheral contributors tend to find value.

Dobson has managed just two points across nine games with zero goals on 21 shots, translating to a production rate that sits well below his usual pace. Our model projects him at approximately 0.45 points in this spot, keeping him right on the edge of this line. With Suzuki out of the lineup, Montreal's offensive structure becomes considerably thinner, reducing the secondary point opportunities that a defenseman like Dobson typically relies on.

Chicago ranks among the league's least active offensive teams, averaging just 21 shots per game in this matchup — a meaningful suppressor of peripheral point opportunities. Kantserov has produced three points across nine games, all goals, with zero assists, suggesting limited playmaking involvement even when he does contribute. Our model projects him at approximately 0.37 points per game, placing the under 0.5 threshold in a statistically favorable position.

Gage Goncalves has recorded zero points across eight appearances this season, a sample size that reflects his established role as a depth forward rather than a primary offensive contributor. Colorado is set to start Mackenzie Blackwood in net, adding another layer of resistance for a player who rarely factors into scoring opportunities. Given his limited ice time and offensive deployment, the probability of him reaching one point tonight sits well below the implied threshold.

D'Astous has produced just three points across eight games this season, translating to a projected contribution of roughly 0.3 points per game — well below the 0.5 threshold. His average ice time of under 15 minutes per night limits his overall opportunity, and Tampa Bay's power play has converted at a rate below 13%, reducing the likelihood of point production in man-advantage situations. The math here points clearly toward the under.

Hughes has recorded just three points across ten games this season while averaging fewer than 15 minutes of ice time per night — a usage and production profile that points toward limited offensive involvement. Tampa Bay's defense compounds the challenge, surrendering only 2.56 goals per game, one of the more disciplined structures in the league. Our projection sits at roughly 0.25 points for Hughes in this spot, making the under 0.5 skater points a straightforward value proposition based on both role and matchup.

Tampa Bay enters this matchup with a 7-2 record and a stingy 2.56 goals-against average, making them a legitimate top-tier team priced nearly even with Colorado. With the puck line at +1.5, the Lightning simply need to avoid a two-goal loss — a outcome that aligns well with their defensive structure. That cushion shifts the estimated probability on this line to roughly 68%, offering meaningful value relative to the implied odds.

With Nick Suzuki sidelined two to four weeks, Montreal loses its top center and arrives with a power play converting below 14% — meaningful context against a rested Chicago side at home. Spencer Knight is expected in net for the Blackhawks, and the structural matchup points toward a tight, low-margin game. Our model estimates Chicago covers +1.5 in roughly 64% of simulations, which represents a clear edge against the implied probability at this line.