Try dividing the numbers one through ten into two groups. Then

I'm doing poos right now

There are an infinite number of numbers between every two numbers

Okay, so we have 1, 0.1, 0.01, 0.001, 0.0001, 0.00001, ... you can repeat this process infinitely

So, I can just divide the groups up so I have an infinite amount on both sides and get
infinity = infinity

checkmate, OP. Shouldn't have specified real numbers or integers

you mean product

>>8739697
Yeah but the numbers from 6 to 10 are bigger, therefore the sum is bigger too. "infinity" is more of a concept, but if you theoretically managed to multiply all the numbers together, the second group would be bigger

>>8739706
I just do the groups like this:
Group 1:
1.1, 2.2, 1.3, 2.4
Group 2:
1.2, 2.1, 1.4, 2.3

Here I have 4 unique numbers in each group, but the sum is the same. I just alternate every time with the last digit. Both sides will end up being the same kind of infinity

>>8739697
what do you get when you multiply every real number?

>>8739713
Do you mean multiplying every real number between 1 and 10?

Even just from 1 to 2 would be infinite, because there are infinitely many reals between 1 and 2. Even between 1 and 1.1 there are infinitely many reals.

There are infinite infinities.

>>8739713
>>8739727
if you meant "all reals" then the answer is 0 because 0 is a real