The Detroit Tigers handed the Toronto Blue Jays a 6-1 defeat at TD Ballpark on March 14, 2026, a result that erased the DiamondIQ model's pre-game 54 percent home win probability down to zero by the final out. The game remained scoreless through four innings before Detroit began to pull away in the fifth, when a Wenceel Pérez single off Tommy Nance, worth a 12.2 percent swing in win probability, opened the scoring. Matt Vierling followed with a double off Nance that added another 11.9 percent to Detroit's win probability, and the Tigers took a 2-0 lead into the bottom half of the inning. Toronto answered briefly when Daulton Varsho connected on a home run off Tarik Skubal, a swing that added 12.4 percent win probability for the Blue Jays and briefly kept the game within reach at 2-1.
Any Toronto momentum was short-lived. Vierling struck again in the seventh inning, doubling off Louis Varland for the single largest win-probability swing of the game at plus 15.9 percent, extending Detroit's advantage and effectively sealing the outcome. A Jonatan Clase double play in the bottom of the seventh, which cost the Blue Jays 9.5 percent in win probability off Burch Smith, extinguished another Toronto opportunity. Detroit added two more runs in the eighth and one in the ninth to finish with six, scattering 11 hits against a Toronto pitching staff that could not contain the Tigers' lineup through the late innings.
Vierling was the game's dominant offensive performer, finishing with a combined WPA of plus 25.5 percent and an RE24 of plus 1.8 across his two critical extra-base hits. Varsho's home run gave him a plus 11.2 percent WPA and plus 0.8 RE24, representing Toronto's lone bright spot. On the pitching side, Max Scherzer led all pitchers with a plus 18.9 percent WPA, with Jack Little and Tarik Skubal each contributing positively at plus 11.1 and plus 8.9 percent respectively, supporting a Tigers performance that the DiamondIQ model would identify as one that decisively overturned the pre-game probabilities from first pitch onward.
Analysis generated by DiamondIQ's model.