There's also proprietary packages that don't work with vscodium, like Microsoft's pylint or something I forget, but I had to go to great lengths to get features like refactoring and auto formatting in my python files after switching to vscodium.
Oh I don't use remote server within my ide. If I wanna push code or files I just use a git repo.
Scrubs are a political stunt.... If he can travel from Texas to DC he can change his clothes.
Oh dang I thought I was safe using codium. What other problems should I be aware of?
Then should a small federal subcommittee screen all candidates on the state's behalf before they're placed on the ballot?
I think finding ourselves in the position where a candidate won the popular vote but the electors are unable to vote for him, that would be a blunder as a country at best, cause an uprising among all the disenfranchised voters at worst.
Also one of their arguments that you left out is whether or not the POTUS is an officer of the United States... Which I think is an obvious YES! He is the commanding officer of the military, and as a veteran, I was trained that the POTUS was an officer.
Ty for warning.... Not clicking that.
Yeah I know this is fake but the funny part is humans are slowly burning themselves to death and half of them don't realize it.
Thanks algorithms.
Is the boiling frog apalogue true? Stay tuned and find out.
if a frog is put suddenly into boiling water, it will jump out, but if the frog is put in tepid water which is then brought to a boil slowly, it will not perceive the danger and will be cooked to death.
Lol OK buddy, I went to school for this and worked in a power plant.
I concede that it is exponential and not logarithmic, but the original statement of yours "loses its harm exponentially" is what got us going down this tangent. I think that statement is misleading, because the truth is that the waste loses its harm exponentially slower as time goes on.
Exponential decay is not the same as "exponentially losing its harm"
It very slowly "loses its harm" and as time progresses, it gets even slower.
The inverse of an exponential function is still an exponential function.
This was before morning coffee lol... I can be dense at times.