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1. The terms "integer part" and "whole part" are both used for the same concept. Pick one and use it consistently. 2. The algorithm for whole-part-grouping-positions in 16.4.3 has a loophole regarding multiples of N. It currently says ...if they are all consecutive integer multiples of some value N... but what is wanted is consecutive integer multiples starting at N*1, else you have the scenario that 6,9,12 are consecutive integer multiples of 3 (where said consecutive integers are 2,3,4). I suggest: ...if they are all consecutive integer multiples of some value N, where N is the smallest value on the list, ... 3. In step 5 of the algorithm in 16.4.4, the reference to round-half-to-even should have your usual hyperlink and superscript.
1. I've changed it to use "integer" throughout. 2. "integer multiples": to be honest, I thought we could rely on the intelligence of the reader here. But I will change it to say "that is, if they form a sequence N, 2N, 3N,... for some integer value N". 3. Done.