Do Parallel Lines Meet At Infinity?
- Torquemada 1420
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Only holds in the special case of Euclidean. Not true in differential geometry e.g. Riemmanian geometry and so in reality, parallel lines can't exist over infinite distances if we hold fast to that definition.ASMO wrote: Sat Aug 21, 2021 2:42 pm In answer to the OP, absolutely not, lines that meet, no matter where, cannot by definition be called parallel
Beyond infinity is a meaningless concept.
And are there two g’s in Bugger Off?
Humour must exist there though.. please say it does...
- Insane_Homer
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fucking dumb question.
“Facts are meaningless. You could use facts to prove anything that's even remotely true.”
I think it's meant to be Disney's idea of humour or should that be disnae, as in it doesn't matter what number you come up with you can always +1, a bit like wedding invites

Possibly they do if you ascribe to the multiverse theories, as in one universe would have parallel lines meeting but still being parallel. Sort of like in one Universe France might have won the rugger world cup.Raggs wrote: Fri Aug 20, 2021 12:36 pm No they don't meet, otherwise the wouldn't be parallel.
If they got infinitesimally closer to each other every meter travelled (so no longer parallel), then it would probably take a bigger infinite rather than a smaller infinite.