![]() 10/02/2020 at 06:33 • Filed to: None | ![]() | ![]() |
Option 1 - Only Trump has the rona and that is the only way Biden wins
Option 2 - Both have the rona and that’s how Pelosi becomes president
Option 3 - Trump, Biden, Pelosi and Minuchin all have it. Chaos ensues.
![]() 10/02/2020 at 06:42 |
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great timing for Trump to get it.
going to be a complete shitshow now.
![]() 10/02/2020 at 06:48 |
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If Trump & Pence are dead before the election I’ll start believing in God again.
![]() 10/02/2020 at 06:52 |
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If they all kick it quickly, Warren/Duckworth 2020 doesn’t have the worst ring to it.
![]() 10/02/2020 at 07:04 |
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Like it’s been an incomplete s**tshow up until now?
Anyhow, this is all a hoax so Trump duck the next debate.
![]() 10/02/2020 at 07:04 |
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:D
![]() 10/02/2020 at 07:10 |
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![]() 10/02/2020 at 07:10 |
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![]() 10/02/2020 at 07:17 |
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2020 - oh you crazy year! What else could happen this year?
I DON’T REALLY MEAN THAT. IT’S A RHETORICAL QUESTION. PLEASE END THIS YEAR ON A WHIMPER, NOT A BANG.
![]() 10/02/2020 at 07:25 |
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Now, that ship sailed a long time ago.
![]() 10/02/2020 at 07:34 |
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If you were to quantify disasters and put them on a chart, I would say it looks parabolic.
Which only means the tail goes to infinity.... sadly we should be expecting a bang...
![]() 10/02/2020 at 08:07 |
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Asymptotic? Parabolic would come back down
![]() 10/02/2020 at 08:17 |
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No. I think parabolic... with concave up
Vs asymptotic
as x reaches for infinity
, Y becomes less and less.
![]() 10/02/2020 at 08:20 |
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Dang it. Pictures removed.
Parabolic - V - as X goes to infinity, y is approaching infinity
vs Asymtotic L = as x goes to infinity, y is approaching zero.
![]() 10/02/2020 at 08:30 |
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Getting too much use out of this one.
![]() 10/02/2020 at 08:33 |
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Eh, we'd just keep going down the line of Cabinet members.
![]() 10/02/2020 at 08:55 |
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I’m here for this.
![]() 10/02/2020 at 10:13 |
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Gotcha, y=x^2 for positive values of x
![]() 10/02/2020 at 12:56 |
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in case kinja steals my images again - Tri Lambda - It’s Nerd Bashing time
![]() 10/02/2020 at 12:58 |
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When we run out of cabinet members, can we go to cabinet makers?
![]() 10/02/2020 at 16:04 |
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Sure. At least they'd know how to fix something.