jordanlund@lemmy.worldM to politics @lemmy.world · 2 months agoThe Dangerous Illusion of a Presidential Third Party in 2024www.thirdway.orgexternal-linkmessage-square202fedilinkarrow-up1255arrow-down137file-text
arrow-up1218arrow-down1external-linkThe Dangerous Illusion of a Presidential Third Party in 2024www.thirdway.orgjordanlund@lemmy.worldM to politics @lemmy.world · 2 months agomessage-square202fedilinkfile-text
Really you don’t need to read more than one chart: If you vote for anyone other than Harris, you’re voting for Trump:
minus-squarejordanlund@lemmy.worldOPMlinkfedilinkarrow-up7arrow-down4·2 months agoOne exception proves the rule. :) But Florida is gonna Florida. There’s no question who they’re voting for. It everyone else we need to worry about.
minus-square14th_cylon@lemm.eelinkfedilinkarrow-up9arrow-down2·2 months ago One exception proves the rule. :) No, it doesn’t. Also my point is not “how Florida voted” It is that the blue part of the right graph is clearly bigger than half, yet the text description says 48%. So the whole graph set is not really worth drawing any conclusion from, because you can’t trust the data.
minus-squareBlackbeard@lemmy.worldlinkfedilinkEnglisharrow-up6arrow-down1·2 months agoWait, aren’t ALL of those colors inadvertently transposed? The reds and blues are wrong.
One exception proves the rule. :) But Florida is gonna Florida. There’s no question who they’re voting for.
It everyone else we need to worry about.
No, it doesn’t. Also my point is not “how Florida voted”
It is that the blue part of the right graph is clearly bigger than half, yet the text description says 48%.
So the whole graph set is not really worth drawing any conclusion from, because you can’t trust the data.
Wait, aren’t ALL of those colors inadvertently transposed? The reds and blues are wrong.