Motion P1788/M003.01_Set_of_reals No
Reason: By specifying how intervals must be defined mathematically,
different innovative definitions are precluded that might provide
narrower bounds on the value, or set of values that must be contained in
any interval result. Thus, the *only* requirement that an interval
standard should have is that the resulting interval not violate the
constraint that every interval result contain the set of all possible
values. Of course, this does require that the set of all possible
values be defined.
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