To understand the damage mechanism of weak click breaking to the Huaguoshan sect, we must first understand the mechanism of weak click breaking. It temporarily increases damage by 3% and ignores about 31.2% of the opponent's defense, unleashing 1 Normal Attack. That is, if a weak click can break the defense, then without considering the state of poor cultivation, formation bonus, five elements restraint, magic energy bonus, rival bonus, etc.:
Weak click damage = (Panel Damage × 1.03 - Panel Defense ×0.688) × 1.3.
If Huaguoshan has an "eye of fire" in the meridians, it will be multiplied by an additional coefficient of 1.5, i.e., weak click damage = (panel damage × 1.03 - panel defense ×0.688) × 1.3 × 1.5.
If Huaguoshan uses weak click to break when it has 2 layers of flags, the piercing of the flag and the puncture of weak click will be stacked, and the comprehensive puncture at this time is 1-0.688×0.84 = 42.21%, that is, weak click damage = (panel damage×1.03 - actual defense ×0.688×0.84) ×1.3×1.5).
Previously, I always thought that weak click breaking was directly ignoring a certain percentage of defense, but according to the skill description of weak click breaking in the game, as well as the test of netizens, weak click breaking may not only come with a certain amount of puncture, but also increase a certain percentage of damage.
Let's assume that the damage value formula for weak click break = (damage × coefficient A - defense × factor B) × 1.3× coefficient C, which is also more in line with the general formula for calculating physical damage. Generally speaking, the coefficient C, as a skill coefficient, is often fixed, so you might as well assume that C is a constant, then you can merge C with A and B, that is, you can assume that the damage value formula for weak click break is: (damage × coefficient A - defense ×coefficient B) × 1.3.
Suppose that even under the effect of the damage bonus of coefficient A and the puncture of coefficient B, the weak click break cannot achieve the broken defense, then the damage value formula of the weak click break should become: (damage force × coefficient A×0.1) × 1.3, at this time, you can pass the test and calculate a fairly accurate coefficient A, that is, the bonus of weak click break to damage. After that, in the state of breaking the defense, the test is carried out again, and the coefficient B can be derived.
Based on the above ideas, the testing process is as follows:
(1) Non-Breaking Defense Control Group: The attacker's damage is 1773, and the defender's defense is 2941.
At this time, the defense is not broken, and the theoretical flat slash damage result is 230.49, and the average of the 60 flat slash test results is 231.06, which is very close.
(2) Unbroken Defense Experimental Group 1: The attacker's damage and defender's defense remain the same, at 1773 and 2941.
Different from the control group, at this time, a weak click break was used instead of a flat slash, and a total of 114 weak click breaks were collected, and the average value was found to be 237.56, while the average value of the control group's flat slash was 231.06, indicating that weak click breaks will indeed increase a certain amount of damage. After reverse extrapolation, when the damage increase ratio is 3%, the theoretical value is 237.40, which is quite close to the measured value of 237.56.
(3) Unbroken Defense Group 2: The defender's defense is still 2941, but the attacker's damage is reduced to 1498.
According to the previous set's test results, 1498 damage points should be 200.58 at a 3% bonus, and the damage value caused by using weak click breaks or flat slashes should be 200.58. After collecting 116 weak clicks, the measured average value at this time is 201.03, which is very close to 200.58. Therefore, it can be basically assumed that the damage bonus of weak click break is 3%.
(4) Unbroken Defense Experimental Group 3: Keep the conditions unchanged with Group 2, at this time select Fire Eye in the meridians, then using weak click to break will cause 50% additional damage, multiply by a factor of 1.5 in the theoretical value calculation formula, and the theoretical damage value is 300.87.