Help:Tabview/alphacentauriproxima proof

A weird rant proving Magikarp is the strongest Pokémon.
 You might think I'm joking, but I'm not.

Here's some math to prove it:

Magikarp Stat Total: 200. The Earth's surface is 70% water. There is usually over a 90% of Magikarp in that water.

It takes about 5 seconds to fish up a Fish Pokémon. Therefore, in one hour, you would find 720 Fish Pokémon. Fish Pokémon are carried along by the current. Currents range from 2-8 kph. That means that for every 2-8 kilometers of stream there are about 720 Fish Pokémon.

A stream ranges from 5-20 meters wide. That means that for every 10-160 square kilometers there are 720 Fish Pokémon.

The Earth's Surface Area is 510 million square kilometers. 70% of that is 357 million square kilometers. 35.7 million to 4.5 million Fish Pokémon therefore are on Earth (excluding Fish Pokémon at the bottom of the ocean).

Approximately 90% of all Fish Pokémon are Magikarp. 32.4 million to 4.1 million Magikarp exist.

'''The total base stat total of all Magikarp is about 6.48 billion to 820 million, probably the highest tbst.  If you still (somehow) aren't convinced, consider that a fully grown Magikarp can jump over mountains. The average height for a mountain is 3.8 kilometers. A Magikarp weighs 10 kilograms, or 98 newtons. Therefore, 3800 times 98 equals 372400 Joules of energy. '''

A human can jump about 40 centimeters (average). A human weighs 62 kg (average). Therefore, a human can use about 2480 Joules of energy per jump.

'''Therefore, a Magikarp can use about 150.1 times more energy than a human.

Oh, and when that Magikarp falls down 3800 meters, the maximum kinetic energy when it hits the ground is 10*9.81*3800 Km (J), or 372780 Joules, or about 7 times the energy of a car crash of a 1400 kg car traveling at 10 m/s.  You don't want to mess with Magikarp...'''