mattyS Posted February 4, 2021 Posted February 4, 2021 I've played every cod from cod 4 to bo2 and my sensitivity converts perfectly in between those games (I use 3/400dpi in bo1/bo2/waw and the infinity ward games do it differently so I use mouse-sensitivity.com to convert it and it works perfectly). When I convert my bo1 sens to cod 2 it's the same value (3) but when in game, the sens is too fast for whatever reason and doesn't match. Not sure why this is happening when I have mouse accel and smoothing off. Also it's not affected by fov so I know that isn't the issue. In cod 2, when I go across my whole mousepad, my game will do an extra 90 or so degrees compared to every other cod with a matching sens. Can anyone help? I'm not sure whether it's just a problem on my pc or the sens is actually wrong altogether.
Wizard DPI Wizard Posted February 4, 2021 Wizard Posted February 4, 2021 Is the movement consistent in CoD2? Meaning does the crosshair end up in the same place (overshooting 90 degrees or so) both if you swipe across the mousepad really slowly and if you do it really quickly?
mattyS Posted February 4, 2021 Author Posted February 4, 2021 There's no acceleration at all, no matter how fast i swipe it across it always goes to the same place. it's strange
Wizard DPI Wizard Posted February 4, 2021 Wizard Posted February 4, 2021 Ok, the only thing I can think of then is the FOV, and that there's a mismatch between configured FOV and what you have the calculator set to. Have you checked this?
mattyS Posted February 4, 2021 Author Posted February 4, 2021 FOV doesn't affect the sens in cod 2, so it would be 3 regardless of FOV
Wizard Solution DPI Wizard Posted February 4, 2021 Wizard Solution Posted February 4, 2021 48 minutes ago, mattyS said: FOV doesn't affect the sens in cod 2, so it would be 3 regardless of FOV I forgot you're doing 360 distance here, but I launched the game now to test and in fact it is affected by FOV if your aspect ratio is 16:9 or above. So I assume you are running 16:9? If you change to 4:3 you should get the expected distance with sensitivity 3. I've updated the calculator now to account for this, so try to convert again
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