How Many Perfect T0 Spellbombs Would it Take To Instakill The Forgotten King?


#1

Asking for a friend.


#2

over 9000


#3

It would take 4,186 perfect spell bombs to instakill The Forgotten King.


#4

Can you please elaborate on that?


#5

actually the manga was a typo the power level was supposed to be 8000


#6

#7

Do math, take the total HP of the forgotten king and see how many spellbombs (damage per shot minus def of king) it’d take.

Pm me and I’ll dot it tomorrow (on phone rn)


#8

What’s there to elaborate on, I answered your question as simple as possible. It would take 4,186 perfect spell bombs to instakill The Forgotten King. If you’re wondering whether or not it was a t0 spell or something else it was a t0 that I did the calculations on I don’t see as to why I wouldn’t use a t0.


#9

If it takes more than 1 spellbombs to kill something, can you really call it instakill-ing?


#10

The real question is, why would you want to know something so specific?


#11


#12

nice meme


#13

Well, I did use one of those meme making thingy-majingies :wink:


#14

shrug:wink:


#15

Yep just found out and did the math with my friend It is indeed 4186 frame perfect t0 spellbombs.


#16

Fire spray does 20 - 45 (32.5)

15% of this is 4.65 -> 4 dmg (game rounds down, see flying brains -7)

16*4= 64dmg/spell

King has 150khp (65def)

2,343.75

2344 bombs


#17

20 shots per spell.

And does attack affect spells?


#18

Abilities are unaffected by atk. 20 shots fml…

Umm

2343.75 uni bombs

2343.75 * 16 is 37500 shots

1875 bombs


#19

Oh look some dead thread I can attempt to bring back to life ¯\_(ツ)_/¯
150,000 HP - 65 DEF
T0 - 25-40 dmg (32.5 average per shot)
Before applying DEF - 32.520 = 650
After applying DEF - 650
0.15 = 97.5
(About decimals - it’s an average, my thought process uses the exact numbers because on average that’s how much damage you’ll be doing, rounding an average down changes the entire outcome.)
150,000/97.5 = 1538.46 shots on average required to instantaneously kill the Forgotten King
Percent error: (32.5-25)/32.5 = 0.23 = 23%
Percent error is high, the range of number of spellbombs required to kill ranges from 1183 (on all high rolls, extremely unlikely) to 2000 (on all low rolls, also extremely unlikely).


#20

What’s the point though? Bring in 1183 multiboxing wizards into a shatters?

… That would actually be glorious to watch.