Comment by lostmsu 1 year ago No, basic set theory: not every restriction is a fundamental restriction. 2 comments lostmsu Reply redserk 1 year ago Elaborate? lostmsu 1 year ago I said NOT(rule in "fundamental restrictions") AND (rule is XXX). You showed (XXX in "restrictions"). It would have been sufficient to prove my statement false if "fundamental restrictions" === "restrictions", but it is not.
redserk 1 year ago Elaborate? lostmsu 1 year ago I said NOT(rule in "fundamental restrictions") AND (rule is XXX). You showed (XXX in "restrictions"). It would have been sufficient to prove my statement false if "fundamental restrictions" === "restrictions", but it is not.
lostmsu 1 year ago I said NOT(rule in "fundamental restrictions") AND (rule is XXX). You showed (XXX in "restrictions"). It would have been sufficient to prove my statement false if "fundamental restrictions" === "restrictions", but it is not.
Elaborate?
I said NOT(rule in "fundamental restrictions") AND (rule is XXX). You showed (XXX in "restrictions"). It would have been sufficient to prove my statement false if "fundamental restrictions" === "restrictions", but it is not.