Admiral Razorbeard vs Kaiser Greedy (Rayman vs Ristar)

[Mantidil]

Battle of the platformer tyrannical space-pirates. Both 4-B. Speed Equalized. Razorbeard has the Grolgoth. Both have prior knowledge of each other.

Greedy has Black Hole Creation, but Razorbeard has a much higher AP (Razorbeard=1.41441e+50 joules vs Greedy=1.63947e+48 joules)

Razor:

Greed:

Inconclusive:

 

[Dinamic8000]

If we are talking about a scientific accurate black hole it kinda negates durability right?

 

[Mantidil]

If we are talking about a scientific accurate black hole it kinda negates durability right?

Correct, at least according to this wiki’s rules.

 

[Dinamic8000]

So basically Kaiser stomps since speed equalized matches mean that:

The combat speed of that faster character is assumed to be equalized to the combat speed of the slower character. Every other speed the faster character has is reduced by the same multiplier. This includes the speed of any attacks, projectiles, reactions, perception, flight etc.

And Razor (The slowest character) Only goes up to Sub-Relativistc regarding reaction speed, and you need a FTL speed to avoid a black hole

His only salvation is use the escape pod of the Grolgoth, but he would need to first quickly realize the attack would obliterate him and then react to launch the pod, can't see this happening

 

[Mantidil]

I honestly wasn’t aware of that rule. I could change the rules to where they both have prior knowledge of each other right? Otherwise, this might need to be closed then.

 

[Dinamic8000]

No worries, the best would be to restrict black hole, but do what you fell more comfortable

 

[Mantidil]

No worries, the best would be to restrict black hole, but do what you fell more comfortable

Just added prior knowledge to conditions, since I don’t know if Greedy has win conditions besides the black hole creation.

 

[Mantidil]

Bump