Felix Finch
2018-10-25 14:56:22 UTC
Just noticed an interesting phenomena. I was asked about a several-day-long thread whose most recent message was yesterday, wanted to find the thread beginning, so I switched to 'd' order, found the most recent message, and switched to 't' order while on that message; mutt beeped and went to the last message (in 't' order). Back to 'd' order, found the most recent, switched to 's' order, saw all the messages, went to the very first, switched to 't' order, and it properly stayed in the thread. Or if I stay in 'd' order, find the first in the thread, and switch to 't' order, it does the right thing.
I can sort of comprehend / guess how this might be happening; 't' collapses threads, and because the current message is not directly visible, mutt gets confused, beeps, and goes to the most recent thread. But it seems like a bug.
I can sort of comprehend / guess how this might be happening; 't' collapses threads, and because the current message is not directly visible, mutt gets confused, beeps, and goes to the most recent thread. But it seems like a bug.
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... _._. ._ ._. . _._. ._. ___ .__ ._. . .__. ._ .. ._.
Felix Finch: scarecrow repairman & wood chipper / ***@crowfix.com
GPG = E987 4493 C860 246C 3B1E 6477 7838 76E9 182E 8151 ITAR license #4933
I've found a solution to Fermat's Last Theorem but I see I've run out of room o
... _._. ._ ._. . _._. ._. ___ .__ ._. . .__. ._ .. ._.
Felix Finch: scarecrow repairman & wood chipper / ***@crowfix.com
GPG = E987 4493 C860 246C 3B1E 6477 7838 76E9 182E 8151 ITAR license #4933
I've found a solution to Fermat's Last Theorem but I see I've run out of room o