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I did not mean to imply that 3 does not exist. I meant to imply that it did not exist in (2 + 2 + 2), as clearly it does not. Also visa versa. 3 does not exist in the first expression of addition, 2 does not exist in the second expression of addition. They both exist in the original binary expression of multiplication. But as stated binary multiplication MUST be extrapolated to what it really means...a binary expression of addition.


A unit is defined as a dimension. A "quantity of dimensions" is not the same as a "quantity of numerical value".


(2 + 2 + 2) is the numerical quantity of (2) "placed" into the quantity of dimensional unit of (3).


The number 2 in.....3 spaces. The quantity of 3 dimensional units, is the same quantity in the numerical quantity of the number 3. Yet they are not the same. One is a numerical quantity, the other a quantity of dimensions.


Your time, and intelligence is greatly appreciated. Thank you!


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