The Pittsburgh Penguins are nearing the end of a demanding March schedule, and they enter their latest matchup with the Dallas Stars riding the momentum of an emotional 4-3 shootout victory over the Ottawa Senators. This Saturday’s game marks the second meeting of the season between the two teams, with the Stars having previously edged out the Penguins 3-2 in a shootout back on December 7.
Currently, the Stars are one of only two teams to have secured a playoff spot, showcasing their position among the league’s elite. However, they face challenges as they arrive in Pittsburgh on a four-game losing streak. The good news for Dallas fans is the anticipated return of star forward Mikko Rantanen, who has been sidelined for a month due to an injury sustained while competing for Team Finland in the Olympics. Rantanen has been outstanding this season, accumulating 20 goals and 69 points in just 54 games.
Leading the Stars in points is Jason Robertson, who has notched an impressive 85 points in 72 games, including 39 goals. As a restricted free agent this summer, Robertson is poised for a significant pay increase. Meanwhile, Wyatt Johnston, the team’s top-line center, leads the squad in goals with 40 and has tallied 78 points across 72 games, proving to be a pivotal player for Dallas.
The Stars’ defensive lineup is equally impressive, featuring two standout players: Miro Heiskanen and Thomas Harley. Heiskanen is widely regarded as one of the top five defensemen in the world, excelling in all three zones and serving as a key player in the team’s breakout plays. Harley complements him well with his puck-moving abilities, having recorded at least 15 goals in each of the past two seasons.
On the Penguins’ side, lineup decisions remain uncertain as the availability of stars Sidney Crosby and Evgeni Malkin is still in question. As the teams prepare for puck drop at 5 p.m. ET, fans can catch the action on SportsNet Pittsburgh or tune in to 105.9 ‘The X’ for the radio broadcast.
Note: This recap is an independently written summary based on publicly available reporting.
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