overview for el

Unifying north America in c/[email protected]

[–] el_psd 3 points 4 hours ago

Sra. Sheinbaum my people yearn for freedom

it's good to look in the mirror and understand the material outcomes of voter behavior in c/[email protected]

[–] el_psd 7 points 4 hours ago (2 children)

I mean, I place more of the blame for "ending the country" on the fascists and the people who enthusiastically put them into power, but if you want to blame the handful of people who abstained then you do you I guess

Bluetooth issues in c/[email protected]

[–] el_psd 1 points 2 weeks ago (1 children)

I cannot into computers, but draining the capacitors before rebooting has fixed this issue for me in the past. Not sure if this is even possible on your device given you're running Plasma Mobile

The Democratic party refused to understand that courting the right doesn't work, and now it's cost them the election in c/[email protected]

[–] el_psd 6 points 3 months ago

Stein got 0.6 million votes. Over a hundred million stayed at home. I sincerely doubt that each of those hundred million is a dyed-in-the-wool anti-electoralist, so why focus on the "Not left enough" people? They had no effect on the election one way or another, just like they kept telling you. Your problem is that the majority of people in this country are completely alienated from politics. If you continue to focus on the left to the exclusion of the Democrats' very real shortcomings, if you continue to ignore DNC's failure to offer a winning platform to everyday people, then you are damning us all to an eternity of the current moment.

Coin-flipping game in c/[email protected]

[–] el_psd 3 points 8 months ago

response

Thanks for the catch! Once I noticed that the probability of winning on the initial flip was the difference between the two, I stopped thinking about the other terms...

Coin-flipping game in c/[email protected]

[–] el_psd 3 points 8 months ago (2 children)

I read the other answers in the thread, and I definitely would have gotten this wrong without that. This answer stands a chance at least

Independence

A and C are independent, A and B are not. Since you have a chance to win on turn 4 that you do not have on turn 1, P(A|B) = 1/2 + 1/16 + 1/64... = 7/12 != P(A). Conversely, P(A|C) = 1/4 + 1/16 + 1/64... = 1/3 = P(A)