'%20stroke-width='24'%20opacity='0.3'/%3e%3c!--%20Inner%20crosshair%20ring%20--%3e%3ccircle%20cx='256'%20cy='256'%20r='90'%20fill='none'%20stroke='url(%23bg)'%20stroke-width='20'%20opacity='0.6'/%3e%3c!--%20Center%20dot%20--%3e%3ccircle%20cx='256'%20cy='256'%20r='28'%20fill='url(%23bg)'/%3e%3c!--%20Crosshair%20lines%20--%3e%3cline%20x1='256'%20y1='56'%20x2='256'%20y2='156'%20stroke='%237c3aed'%20stroke-width='20'%20stroke-linecap='round'/%3e%3cline%20x1='256'%20y1='356'%20x2='256'%20y2='456'%20stroke='%2306b6d4'%20stroke-width='20'%20stroke-linecap='round'/%3e%3cline%20x1='56'%20y1='256'%20x2='156'%20y2='256'%20stroke='%237c3aed'%20stroke-width='20'%20stroke-linecap='round'/%3e%3cline%20x1='356'%20y1='256'%20x2='456'%20y2='256'%20stroke='%2306b6d4'%20stroke-width='20'%20stroke-linecap='round'/%3e%3c/svg%3e)
CoD Black Ops 6 Sensitivity Calculator & Converter
Black Ops 6 shares the Call of Duty mouse scale of 0.0066 degrees per count with Warzone, Overwatch 2 and Destiny 2, so your hipfire number carries over between them unchanged. The calculator converts hipfire mouse sensitivity only. ADS speed depends on the ADS sensitivity multiplier and on the monitor distance coefficient, both left as you set them. Worked example: 7 at 800 DPI equals 24.7 cm/360, which is Valorant 0.66. A CS2 player at sensitivity 1 needs 3.33 in CoD Black Ops 6.
Your current game
Convert to
Result analysis
Centimeters your mouse travels for a full rotation (should match in both games)
CoD Black Ops 6 Sensitivity Reference Table
Values calculated with the CoD Black Ops 6 yaw (0.0066). Each row shows how many centimetres you need to move your mouse for a 360° turn at that sensitivity at 400, 800 and 1600 DPI, and the sensitivity that gives the same turn in other games at the same DPI.
| CoD Black Ops 6 sens | cm/360 at 400 DPI | cm/360 at 800 DPI | cm/360 at 1600 DPI | CS2 equivalent | Valorant equivalent |
|---|---|---|---|---|---|
| 3 | 115.5 | 57.7 | 28.9 | 0.9 | 0.283 |
| 5 | 69.3 | 34.6 | 17.3 | 1.5 | 0.471 |
| 7 | 49.5 | 24.7 | 12.4 | 2.1 | 0.66 |
| 10 | 34.6 | 17.3 | 8.7 | 3 | 0.943 |
| 15 | 23.1 | 11.5 | 5.8 | 4.5 | 1.414 |
Formula: cm/360 = 914.4 / (DPI × degrees per mouse count); in games with a linear scale, degrees per count = sensitivity × yaw. Equivalents match cm/360 and do not account for FOV or aim-down-sights multipliers.
Calculate your sensitivity in other popular games
Select a game to calculate your equivalent sensitivity from CoD Black Ops 6.
Frequently asked questions
How do I convert Black Ops 6 sensitivity to Valorant?
Multiply by 0.0066 and divide by 0.07. Black Ops 6 at 7 becomes exactly 0.66 in Valorant, and in reverse, Valorant 0.5 becomes 5.30 in Black Ops 6. With the same DPI, both give the same distance per turn. Your ADS settings do not transfer, since Valorant uses a single scoped multiplier.
How do I convert CS2 sensitivity to Black Ops 6?
Multiply your CS2 value by 0.022 and divide by 0.0066, which is multiplying by 3.33. CS2 at 1 becomes 3.33 in Black Ops 6, and 2 becomes 6.67. Apex Legends uses the same scale as CS2, so the same ratio applies from Apex.
Which settings does the conversion not cover in Black Ops 6?
The calculator converts only hipfire mouse sensitivity. The ADS sensitivity multiplier, the monitor distance coefficient and vertical sensitivity stay as you set them. Changing your field of view does not alter hipfire cm/360 either, but it changes how fast the turn looks on screen, so it can feel different.
What is the cm/360 of sensitivity 7 in Black Ops 6?
With cm/360 = 914.4 ÷ (DPI × sensitivity × 0.0066), sensitivity 7 at 800 DPI turns 0.0462° per count and needs 24.7 cm for a full turn. At 400 DPI it would need 49.5 cm. The same value in Warzone, Overwatch 2 or Destiny 2 gives exactly the same result.
CoD Black Ops 6 Technical Data
The yaw value is the angle in degrees the camera turns for each unit of mouse movement. It is the constant that makes sensitivity conversion possible: two games sharing a yaw share a scale, so the number carries over unchanged. When the yaw differs, the conversion multiplies by the ratio between them.