Ranking the NHL’s Most Likely Worst-to-First Teams for 2024-25
It’s almost impossible for a team to go from worst to first in the NHL. A lot must go right for a rebuilding team to take a significant leap in…
Category Archives: Montreal Canadiens Season Preview
Canadiens’ Offense Stacks Up as Playoff-Calibre on Paper in 2024-25
To end 2023-24, the Montreal Canadiens iced a second line of Alex Newhook, Brendan Gallagher and Joel Armia. Each ended the season on a high.
Top 5 Canadiens to Watch at 2024 Training Camp
Montreal Canadiens training camp just opened. Several stand-outs have emerged on paper. Will they justify the attention in literal practice?
Canadiens’ Clear Priority Is to Compete for Playoff Spot in 2024-25
If you’re the Montreal Canadiens, you don’t acquire Patrik Laine unless you have designs on competing for a playoff spot in 2024-25.
Top 5 Canadiens Facing Higher Expectations in 2024-25
Many expect the Montreal Canadiens to be better in 2024-25. It will be due to these players facing higher expectations themselves:
Likeliest Canadiens to Win NHL Awards in 2024-25
Lane Hutson misses making this list o the likeliest Montreal Canadiens to win an award for 2024-25. Rookie Joshua Roy nabs a spot instead.
Canadiens Blue Line Spots Not as Open as People Believe
The Montreal Canadiens will be entering the 2024-25 season training camp with what fans believe will be an open door for some young defenders to step through. General manager Kent…
Canadiens Face 3 Obstacles in Way of a Playoff Spot in 2025
With Patrik Laine now in the fold, expectations as to whether or not the Montreal Canadiens earn a 2025 playoff spot must be reassesse
Canadiens Milestone Watch: Habs Set to Hit It Big in 2024-25
Here are the top five Montreal Canadiens within reach of milestones in 2024-25, with several Habs are in line for more than one:
Canadiens with Career Years Who Can Hit Another Gear in 2024-25
The Montreal Canadiens have a lot of good young talent. This list of those with career years who are set to get better in 2024-25 proves it: