Nice++ Thankyou, I now have the full set.

Except...it can be taken further: R & R & R & R & R & R gives 0.5 bits :)

So, it should be possible to get all 32 n.5 possibilities. And then all n.(25|75) etc.

The ultimate question is this. Given an arbitrary target in the range 0 .. 99.99999999%..., is it possible to programmically generate the sequence required to approximate it?

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In reply to Re^4: Boolean math: Fill in the blanks. by BrowserUk
in thread Boolean math: Fill in the blanks. by BrowserUk

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