11 is also 5 + 6 (sum of the first three numbers & the product of the first two primes). 3 + 8, 2 + 9 both also cool
11 is also 5 + 6 (sum of the first three numbers & the product of the first two primes). 3 + 8, 2 + 9 both also cool
11 is obviously lucky. it is the fifth prime (5 is third prime and 2 + 3 (first and second primes)); it is the sum of the first four numbers (and 4 is 2^2 (first prime raised to itself)), it is 4 (see above) plus 7 (the fourth (see above) prime). what else
(which as we know is addition because @allof.mathisaddition.com)
there's no implicit ordering between i and 1 (i.e. no non-arbitrary way to say one is larger than the other), but |i| = |1| = 1 (i.e. they're the same magnitude or 'size')
😎😎
i think they are the same size but not equal
is i less than or greater than 1
this is not the acct i was logged in on when i closed the app hmm
I will only accept giant pickle super noodle from now on. no substitutions will do.
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no more, no less, but precisely these steps 3.
the number one (1) is just the product of no numbers at all
0 times anything is 0, but 0 raised to itself is 1. this is where the lines intersect
code reviews at 4.59 on a Friday
66,373 times 3 is totally 1,891,997 what are you talkign about
yeag i was off by a factor of ten its nbd
yeah its math checks out tbh
waluigi is not related to either luigi or wario. hes just some dude who showed up to play tennis
that has nothing to do with addition its just what im thinking about right now
subtraction:
you might be thinking, that is not addition! that is the opposite of addition!! what the fuck kind of game are you trying to run here!
to which: a thing’s inverse and opposite is just a reflection of that thing
we can only understand wario in relation to mario— the same is true here
derivatives just tell you how fast you are doing addition, which is basically addition, when you think about it
QED
1 is scary. cannot get away from it. it can be in any number infinitely. multiply something by 1– and youre still there. do it again? and again? and again? same story
sometimes i think i am having a really exciting discovery or profound realization and then i realize all i am doing is discovering something very fundamental. like “numbers” level fundamental. i rediscovered [checks notes] the concept of numbers
starting with zero, we need one before we can get away. if we add one again—
the number one (1) is very scary— perhaps scarier than zero. because at least you can get away from zero
the reason that all of math is addition is because we have been trying to get as far away as we can from zero ever since we found it
next lesson:
integral functions are just addition
this one i feel is self-explanatory
successor function is just addition but slower
ergo, the successor function is also addition
QED
for our first lesson:
multiplication is just addition but faster
exponentiation is just multiplication but faster
ergo exponentiation is just addition but faster
QED