r1nkle's CS2 sensitivity at any DPI
r1nkle (Artem Moroz) of G2 Esports plays Counter-Strike 2 at 2.77 sensitivity on 400 DPI on a Logitech G Pro X2 SUPERSTRIKE Lunar Eclipse: 1108 eDPI, or 37.5 cm of mouse travel per 360. Sensitivity only means something together with DPI, so to copy it on a different mouse setting keep the eDPI the same: at 800 DPI that is 1.385. That is on the high side for a pro: higher than 90% of the 176 players we track, whose median is 804 eDPI. The converter below is set to r1nkle's numbers; enter your DPI as the new DPI to get your in-game value.
All of r1nkle's settings, crosshair and gear · CS2 DPI Converter & eDPI Calculator for your own numbers
Your sensitivity in CS2
at 800 DPI in CS2
- eDPI
- 1108
- cm / 360°
- 37.5
- inches / 360°
- 14.8
CS2 command: sensitivity 1.385
Pros at your sensitivity
r1nkle's CS2 sensitivity by DPI
r1nkle's CS2 sensitivity converted to common mouse DPIs; every row feels the same.
| Your DPI | CS2 sens | eDPI | cm/360 |
|---|---|---|---|
| 400 DPI | 2.77 | 1108 | 37.5 cm |
| 800 DPI | 1.385 | 1108 | 37.5 cm |
| 1600 DPI | 0.693 | 1108 | 37.5 cm |
| 3200 DPI | 0.346 | 1108 | 37.5 cm |
Pros close to r1nkle's sensitivity
The tracked pros with the nearest eDPI to r1nkle, with their own DPI and sensitivity. Click a player for their full settings.
Frequently asked questions
What is r1nkle's eDPI?
r1nkle's eDPI is 1108: 400 DPI multiplied by 2.77 in-game sensitivity. That is on the high side for a pro: higher than 90% of the 176 players we track, whose median is 804 eDPI.
What is r1nkle's sensitivity at 800 DPI?
To get r1nkle's feel at 800 DPI, set your CS2 sensitivity to 1.385. That keeps the eDPI at 1108 and the turn distance at 37.5 cm per 360.
How do I copy r1nkle's sensitivity exactly?
Set 400 DPI in your mouse software and run "sensitivity 2.77" in the CS2 console. On a different DPI, use the value from the table above for the same eDPI.
What mouse does r1nkle use?
r1nkle plays with a Logitech G Pro X2 SUPERSTRIKE Lunar Eclipse at 400 DPI.
New to eDPI and cm/360? Read how sensitivity conversion works.