0:13 Mistake: n-(10^10^10^56-3) more than n-(10^10^10^56), since the values are added, but decreasing the subtracted (since n is minuend). 3:02 Note: ∞ = n = n+0 = (-1/12)(As an erroneous sum of all natural numbers) = (0/0)(But: you can't divide by zero)
Not as a letter designation, but as ATE(discontinued in 2019) successor. It is quite possible to use (-1/12)(The sum of all natural numbers, according to the theory of the same name) era. But it will be harder there, since not everyone will understand why exactly (-1/12), and not (0/0) or (1/0).
thanks for your very good bootscreens
Nice! I can’t wait for YoctoOS History Part 36 and Part 2 of this! What eras will you use?
Part 36 for Anno Domini Era (The Exponent Era)
Part 2 for n (n era is also called as ATE)
@@Wind2000channeln is the first era in the second half of the lowercase letters era
0:13 Mistake: n-(10^10^10^56-3) more than n-(10^10^10^56), since the values are added, but decreasing the subtracted (since n is minuend).
3:02 Note: ∞ = n = n+0 = (-1/12)(As an erroneous sum of all natural numbers) = (0/0)(But: you can't divide by zero)
@@Wind2000channel -1/12 ≈ 0.083 (infinitely many 3s after the digit 8)
@@WindowsXP_YT teh
YoctoOS n-Googolplex (n-10^10^100, scientific form n-1e+1e+100)
YoctoOS n-1000000000000 (n-1000000000000)
YoctoOS n-100000000000 (n-100000000000)
YoctoOS n-1900 (n-1900)
Why you skipped eras from a to m?
Not as a letter designation, but as ATE(discontinued in 2019) successor. It is quite possible to use (-1/12)(The sum of all natural numbers, according to the theory of the same name) era. But it will be harder there, since not everyone will understand why exactly (-1/12), and not (0/0) or (1/0).
@@Wind2000channel or ∞