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Birtel

nu-uh

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OK, pi does not contain every possible sequence of numbers, because we know that it doesn''t repeat itself, right? So how about sequences like 1/3? If that is included somewhere in pi, wouldn''t that be the end of pi? and if so, then where is 2/3? Get my point? Never mind!

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If you limit yourself to a finite sequence, your argument won''t hold

A polar bear is a rectangular bear after a coordinate transform.

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Well, technically there is an infinite number of sequences of numbers (I hope that made sense ). Ummmmm, since 1/3 is just 0.33333..., you wouldn''t ever see it in PI, and the same goes with 2/3 (0.66666...). Hope that answers your question.

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