A detailed description of the functions performed by the combinators in the combinators themselves, as well as all the values and what they are for.
F.A.Q.
1. Hysteresis in the performer's circuit is necessary for the smooth operation of the systems.
Hysteresis is an oscillation around a set value. As a result, it can cause a "rattle" of changing recipes.
2. The drawings are parameterized and unified (try not to change anything, or change
3. P is needed to overclock the system, I is needed to adjust overclocking, D is needed to adjust overclocking "from the past".
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

