this post was submitted on 30 Oct 2024
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[–] [email protected] 1 points 2 hours ago (1 children)

No, the same which is the same for the candidate you prefer. The chances only change if you vote for them or for their opponent. It is objectively, mathematically false to say that the chances change when you do nothing, it's not even a coherent statement, doing nothing by definition changes nothing.

[–] [email protected] 0 points 2 hours ago* (last edited 2 hours ago) (1 children)

and the same is a lower chance for the candidate you prefer than if you had voted for them.

How are you confused by this???

if you vote for kamala

+1 chance for kamala

if you do not vote

+0 chance for kamala

If trump is an option, and you didn't increase the chance for kamala, you have increased the chance for trump

[–] [email protected] 0 points 2 hours ago* (last edited 1 hour ago) (1 children)

Than if you had voted for them. You didn't say that before. When you don't specify that, the statement is false.

Relative to a baseline of starting nuclear war, I stopped a nuclear war today. That doesn't mean that I actually stopped a nuclear war in an absolute sense, or relative to doing nothing. If I went around telling people I stopped a nuclear war, I'd be lying. In the same way, it's false to say that not voting is "helping" Trump, unless you specify that you mean relative to doing something that hurts Trump.

If trump is an option, and you didn’t increase the chance for kamala, you have increased the chance for trump

For example, this is false.

if you do not vote

+0 chance for kamala

There you go, you just said it yourself. Neither an increase nor a decrease.

[–] [email protected] 1 points 51 minutes ago

Neither an increase nor a decrease.

how do you not understand that neither an increase or a decrease, when there are two choices, is equivalent to a neutral vote, and therefore you are increasing the odds of the side that you don't want to win, than if you had voted for the side you do want to win.

How is this so complex for you? I am genuinely baffled.