Prevent dpm from being enabled again


Degil

I have manjaro linux and I want to disable dpms permanently. I have xautolock which enables screen lock (i3lock) after a while, which also puts my monitor to sleep.

I know I can "disable" DPMS, xset -dpmsbut after a reboot or during a suspend it will be enabled again ( xset qfor checking).

I have some scripts (added to systemd) that get executed after a wake from suspend or reboot xset -dpms, but I've added it to the script and that doesn't work.

I also uninstalled xscreensaver from my system, so it's not a good idea to always re-enable DPMS.

Sometimes it gets re-enabled even after a few minutes of my executionxset -dpms

So what could be the reason why DPMS always re-enables the buzzer? Which program/daemon might be the cause of this behavior?

Major

I managed to prevent DPMS blanking with the following command:

xset dpms 0 0 0 && xset s noblank && xset s关闭

When you start DE/WM, it should start automatically in one way or another, but it still hangs.

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Prevent dpm from being enabled again

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quantify Say I have some complex function f(fvar1, ..., fvarN)like: def f(fvar1,..., fvarN): return (complicated function of fvar1, ..., fvarN). Now, the function g(gvar1, ..., gvarM)has an expression represented by, f(fvar1, ..., fvarN)so to speak: def g

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quantify Say I have some complex function f(fvar1, ..., fvarN)like: def f(fvar1,..., fvarN): return (complicated function of fvar1, ..., fvarN). Now, the function g(gvar1, ..., gvarM)has an expression represented by, f(fvar1, ..., fvarN)so to speak: def g

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quantify Say I have some complex function f(fvar1, ..., fvarN)like: def f(fvar1,..., fvarN): return (complicated function of fvar1, ..., fvarN). Now, the function g(gvar1, ..., gvarM)has an expression represented by, f(fvar1, ..., fvarN)so to speak: def g

Store the function value to prevent it from being run again

quantify Say I have some complex function f(fvar1, ..., fvarN)like: def f(fvar1,..., fvarN): return (complicated function of fvar1, ..., fvarN). Now, the function g(gvar1, ..., gvarM)has an expression represented by, f(fvar1, ..., fvarN)so to speak: def g