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Galaxy-sized Boulder: How to index it?

I ain't kidding....

In the Taz-Mania episode "I'm Okay You're Taz", Taz and Buddy Boar survive being crushed by a Galaxy-sized boulder

My question is: Since KE ins't applicable to objects moving at FTL Speeds, there is any other way to index the feat?
No.
Maybe we can just leave it as baseline 3-C?
I don't think so, no. I don't think it can be used for Durability since you can't determine its energy and in terms of mass I'm not even sure it can have the mass of the Milky Way. Maybe Lifting Strength handles that case.
 
My question is: Since KE ins't applicable to objects moving at FTL Speeds, there is any other way to index the feat? Maybe we can just leave it as baseline 3-C?
Hmmm... I can try something

V = 4/3*Pi*(10^21)^3 = 4,188e+63 m^3 --> 4,188e+63*2500 = 1,04719e+67 kg

E = (1,04719e+67 / 1,9885e+30) * 5,693e+41 J = 2,998e+78 J (Multi-Galaxy level, 3-B)
 
Not lifting but not getting crushed by its weight. This kind of feat is generally considered Lifting Strength.
Yeah but considering the whole stuff about Toons like Taz having the capability of recovering from being flatened without showing any injuries, it is dubious

Yeah?

The rock moving would be 3-B, but you'll have to prove that Taz was in the "epicenter"
Fine, thanks for the help

Considering how hard is to get calculations evaluated nowadays, it will probably get added as just "likely far higher" on Taz's profile
 
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