Vegas Golden Knights vs Montreal Canadiens Prediction: the Knights Have No Right to Fail

Vegas Golden Knights
Vegas Golden Knights
Start
Day
Hours
Minutes
Seconds
Finished
Live
06 Mar 2023 02:00
Montreal Canadiens
Montreal Canadiens

NHL – 1

Stadium: T-Mobile Arena (Paradise)

06.03.2023 02:00

Valeriia Shikhova
05 Mar 2023
15:34
All time statistics:
1332
1312
12
50.15%
Statistics
Odds
Bet Type
Bookmaker
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Odds 1,88
Bet Type W1+TO 4.5
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Vegas Golden Knights vs Montreal Canadiens Prediction, Betting Tips & Odds │6 MARCH, 2023

Prediction for the NHL Vegas Golden Knights vs Montreal Canadiens match which will take place on March 6th. Who will turn out to be stronger? Check the team conditions! Several betting options are available.

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Vegas could not defend the first position in the Western Conference standings, and Dallas again took the lead. On the eve of the match with Montreal, the Golden Knights have 80 points, and the Stars have 81. In general, the struggle is highly dynamic. Los Angeles and Minnesota are also breathing down the neck (80 and 78 points). Based on this, it is not the time for the Knights to lose points, especially in the upcoming match they will meet with an outsider against whom they have no right to fail.

Montreal is just finishing the season as an outsider. The team does not shine with results, rarely beating opponents of equal class. So, for example, in five games, the Canadiens recorded two victories – over Philadelphia (5:2) and San Jose (3:1). Montreal is in the penultimate place in the Eastern Conference standings with 56 points scored.

Vegas is a favorite, which is not surprising at all. The Golden Knights are greatest to the upcoming opponent in the class and have a reasonably significant tournament motivation. Also, remember that the fight will occur at the Las Vegas arena, where all attention will be focused on the hosts. The Canadiens have no chance of even one point.

Odds
Bet Type
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Odds 1,88
Bet Type W1+TO 4.5
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Odds 2,42
Bet Type Team 1 To Score in Each Period - yes
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Odds 13
Bet Type CS 5:2
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