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Milngavie 2020

Marc's Theorum 2.4



Proof

Let x be the chances that I'm wrong, and everyone in Milngavie isn't linked to any other Milngavier by two degrees of separation. It can easily be shown that :

x²=-1

Therefore,

x=√-1

So,

x=i

Thus,

The chances that everyone in Milngavie isn't linked to any other Milngavier by two degrees of separation is purely imaginary.

Henceforthwards,

Everyone in Milngavie is linked to any other Milngavier by two degrees of separation.



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