vs Xavier
56% early, 23% late · Valentina needs to win it earlyMinutes of game time. Bars are green above a 50% win rate and red below it. Empty columns had too few games to report.
Mage · 45.22% win rate · rank 129 · 18 measured Mid Lane matchups
The best Mid Lane counters for Valentina are Xavier, Zhask and Cyclops. Valentina wins the lane against Harley, Lylia and Selena. Every hero on this page plays Mid Lane, so these are matchups you meet in lane rather than anywhere on the map. Updated August 2026.
Xavier
Zhask
Cyclops
Odette
Valir
Harley
Lylia
Selena
Lunox
Luo Yi
Kadita
Zetian
Vexana
Kagura
AuroraValentina's win rate against each hero, split by how long the game ran. A counter that only bites after 15 minutes is a different problem from one that beats you at level 4, and the lists above cannot tell you which is which.
Minutes of game time. Bars are green above a 50% win rate and red below it. Empty columns had too few games to report.
Minutes of game time. Bars are green above a 50% win rate and red below it. Empty columns had too few games to report.
Minutes of game time. Bars are green above a 50% win rate and red below it. Empty columns had too few games to report.
Minutes of game time. Bars are green above a 50% win rate and red below it. Empty columns had too few games to report.
Xavier, Zhask, Cyclops beat Valentina in Mid Lane. These are heroes who play the same lane, so you will actually face them there rather than meeting them elsewhere on the map.
Valentina wins the Mid Lane matchup against Harley, Lylia, Selena.
Valentina is a Mage played in Mid Lane, with a 45.22% win rate overall and rank 129 in the current meta. In Mid Lane specifically there are 18 measured matchups: 12 Valentina wins and 6 Valentina loses.
Each score is the win rate difference in matches where both heroes played, in win rate points, read from Moonton's ranked data across five rank tiers. Scores measured on very few games are marked as thin data and pulled toward zero, so a big number from a hero almost nobody picks does not outrank a solid one. How this is calculated.