awawa noises
awawa arrives
For that tangent around for where Jelly doesn’t get log(x)You can imagine it as the question “how many times do you have to divide by the base to get to 1?”This is why it dips out at the end and gets flat, the distance between 10 and 100 is worth a singular increase on the y axis for log base 10, but so is 100 and 1000, 1000 and 10000, and 10000 and 100000; the distance between them gets bigger and bigger but between these hoops the amount of times you have to divide by base 10 to get to 1 increases by merely 1.So if we writelog base a (argument b) = xb/(a^x) = 1
