Valorant sensitivity calculator
Use our sensitivity calculator for Valorant to optimize your gameplay settings and improve performance.
Find the ideal in-game sensitivity for your target cm/360° and DPI.
Recommended Valorant Sensitivity
0.0381
at 800 DPI for 30 cm/360°
Note: This uses a linear approximation. Some games have non-linear scaling.
What is a Valorant sensitivity calculator?
cm/360° (centimetres per full 360° rotation) is the universal sensitivity measurement used by competitive players. Unlike in-game sensitivity numbers, which vary between games, cm/360° means the same thing everywhere: how far you physically move your mouse to spin your crosshair one full revolution.
How to use this tool
Enter your mouse DPI and your target cm/360°. The calculator converts this to the exact Valorant in-game sensitivity you should set. If you don't know your target cm/360°, measure how far you swipe your mouse for a full 360° rotation in your current setup — that's your baseline.
Valorant Recommended cm/360° Range
30–60 cm/360°
Longer mouse movement = more precision for clicking heads. For Tactical FPS like Valorant, most competitive players use 30–60 cm/360°. A longer swipe distance (high cm/360°) gives more precision; shorter (low cm/360°) gives faster aim transitions.
Frequently Asked Questions
What is a good cm/360° for Valorant?
For Valorant, 30–60 cm/360° covers most competitive players. If you're playing Tactical FPS and prioritising precision aim, aim for the higher end of that range.
Why is cm/360° better than in-game sensitivity?
Valorant's sensitivity setting is an arbitrary number that only makes sense within Valorant. cm/360° is absolute — it tells you exactly how much physical movement equals a full spin, making it transferable to any game or setup.
How do I find my current cm/360°?
Open a game, spin your crosshair exactly 360°, and measure how far you moved the mouse with a ruler. That number (in centimetres) is your current cm/360°. Alternatively, enter your current DPI and sensitivity into this calculator and it will show you.