Talk:Devil of Dragon Balls Omega Shenron/@comment-36826475-20190805154846

I like the art on this one. Dokkan render is not an issue because no ecard that already exists uses it already. Effect work is godly.

Calculation time.

Since he's a DFE unit,I'll calculate his damage on his own team. Let's assume you're playing Shadow Dragon units instead of SSJ4s and all that.

Now, lets calculate his average KI. He gets 12 just from leader skill lmao. And he gets 6 more from links. No point in calculating any more really, because 12 is the limit.

So his average Ki is 12(its more than that, but 12 is the equivalent of it in terms of Ki).

1)Leader Skill Based Buffs

14644 x 5.8 = 84935

2)Passive Skill Based Start of Turn Buffs

84935 x 2.2 = 186857

3)Link Skill based Percentage ATK buffs

186857 x 1.65 = 308315

4)Link Skill based flat ATK buffs

None applicable

5)KI multiplier

His 12 Ki multiplier is 150%

308315 x 1.5 = 462472

6)Passive based build up buffs

None.

7)SA Multiplier

462472 x 5.05 = 2.33548 mil.

8)Additional Attacks

He gets 1 additional super.

So that is 2.33548 mil more.

On top of that, there is the dupe system additional.

462472 x (1-(11/ 100)) = 411600

2.33548 mil x 11/100 = 256903

411600 + 256903 = 668504

So, in total, damage is 2.33548 mil + 2.33548 mil + 668504 = 5.33947 mil.

But we're not done yet! The critical boost is still left.

9)Critical Hits

Alright. He has a bit of a buildup in his passive for this.

A typical fight is 6 turns long, and he will appear in 3 of them. In each turn he attacks about 2 times, that's 6 attacks per fight.

So...

4 + 8 + 12 + 16 + 20 + 24/6 = 14%.

Crit chance from passive is 14% on average.

5.33947 mil x 1.015 x (1-(14/100)) = 4.66083 mil

5.33947 mil x 1.9 x 14/00 = 1.4203 mil

4.66083 mil + 1.4203 = 6.08113 mil

This is an increase of 741653.

Now, the dupe system crit.

5.33947 mil x 1.015 x (1-(15/50)) = 3.7937 mil

5.33947 mil x 1.9 x 7/00 = 3.0435 mil.

3.7937 mil + 3.0435 mil = 6.83719 mil

This is an increase of 1.49772 mil.

Total increase is 2.23937 mil.

So, final damage is 5.33947 + 2.23937 = 7.57885 mil.

The average damage per turn of this card is 7,578,847.

Yet again, insanely OP.