14
EuropeIsFuckingGay 14 points ago +14 / -0

I hope we eventually learn who they are, they have earned their spots in the history books.

2
EuropeIsFuckingGay 2 points ago +2 / -0

To play devils advocate: maybe we need to pretend to inaugurate biden to bait china to invade (i saw posts theorizing that china wants biden in so that they can immediately invade without any resistance).

But yeah i agree with you.

2
EuropeIsFuckingGay 2 points ago +2 / -0

What do you suggest might be accomplished with this particular piece of disinformation? I don't see what difference it makes to the ds whether he's alive or dead

1
EuropeIsFuckingGay 1 point ago +1 / -0

I don't believe something will happen after the 20th, but if i had to imagine such a scenario, here is what i would say:

Biden is inaugurated but weirdly and mysteriously, the military (and possibly other institutions too) is not at all loyal to him. Despite delivering orders, which are covered by msm, nothing seems to happen and he is powerless. Trump comes back and begins commanding the military and the arrests begin.

Its a stretch but it would sure be one hell of a way to red pill normies, showing them that even the military has decided that it will not accept a Biden presidency.

3
EuropeIsFuckingGay 3 points ago +3 / -0

very strange that 76, 145 and 141 show up twice, 162 shows up 3 times. Likely has significance.

2
EuropeIsFuckingGay 2 points ago +2 / -0

or inverted:

76

145

145

106

38

88

162

141

76

162

162

141

3
EuropeIsFuckingGay 3 points ago +3 / -0

12 bytes:

179

110

110

149

217

167

93

114

179

93

93

114

5
EuropeIsFuckingGay 5 points ago +5 / -0

1011001101101110

0110111010010101

1101100110100111

0101110101110010

1011001101011101

0101110101110010

or inverted: 010011001001000110010001011010100010011001011000101000101000110101001100101000101010001010001101

4
EuropeIsFuckingGay 4 points ago +5 / -1

op is correct that statistically this is impossible. Even if you only look at the digits in the tripcode, 1, 1, 3, and 6, the probability that every single one of 4 random digits would show up in a tweet which has around 10 (relatively random) digits is pretty low: (1-(1-1/10)^10)^4 = ~0.18 = 18%

Then there are a total of 13 capital letters in the tweet, 3 capitol letters in the trip code (the following calculation will ignore letter frequencies for simplicity): (1-(1-1/26)^13)^3 = ~0.06 = 6%

together .06*.18 = ~1% And this number will continue to shrink the more factors you take into account

These are absolutely not methods for calculating the exact probability of this, but will generally correlate with the actual answer, and should at least make a point. Anyone feel free to correct me if i made any mistakes.

-2
EuropeIsFuckingGay -2 points ago +2 / -4

Is this a new clip? I have seen a very similar clip a while ago.

1
EuropeIsFuckingGay 1 point ago +1 / -0

I did this and i'm not confident that i didn't screw up but it came out around 5% for a body of ~640 characters