Theorem: There are at least ∞^4 integers in 2 dimensions.

[Khritjan Robham]

Lets look shapes with 3,4,5,6,... angles.

They have inside ∞ crosses. Because by dividing areas with 2, we get ∞ points.

Lets begin with 2 line connected shapes with 3 and 4 angles.

We can continue to N shapes.

Now lets start to go around these shapes with connecting shapes.

Process can continue forever.

So we get number N*∞*∞*∞ points.

The biggest integer is ∞, so there are ∞^4 integers.

Kristjan Robam

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