The weak equation makes local mollifications constant, giving local almost-everywhere constancy of the original function. Overlap and countable gluing arguments give global almost-everywhere constancy on an open preconnected domain. The separate continuous case upgrades this to pointwise constancy.
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Level 0 (4 Cards)
Level 0
Gluing
one almost-everywhere constant over a countable cover
Combines local exceptional sets using an inequality between
restricted measures.
MathlibAnnex.aeConstantOn_of_countableCover
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