User blog:VoidSansXD/Unnecessarily Small Number (USN)

How the function works
Before we begin, let's start out with some relatively small numbers.

1

0.1

0.01

0.001

0.0001

0.00001

0.000001

0.0000001

0.00000001

0.000000001

0.0000000001

0.00000000001

0.000000000001

0.0000000000001

0.00000000000001

0.000000000000001

'''0.0000000000000001

This is starting to hard and long to write, so we’ll use 1/n to symbolize small numbers'''

1/10 or 0.1

1/100 or 0.01

1/1,000

1/10,000

1/10/10 or 1/100 or 0.01

10/10/10/10 or 10/1,000 or 1/100

10/10/10/10/10 or 10/10,000 or 1/1,000

10/10/10/10/10/10/10/10/10/10 or 10/10,000,000,000 or 1/10B or 0.000000001

'''At this point, writing the / is becoming arbitrary, so we’ll need to use // to symbolize the /’s. For example, 3//3 = 3/3/3 or 0.333333…..'''

10//10 or 10/10/10/10/10/10/10/10/10/10


 * 1) Miggol or 10//100
 * 2) Miggold or 10//101
 * 3) Garmiggol or 10//200
 * 4) Miggolding or 10//500
 * 5) Miggolchime or 10//1,000
 * 6) Miggolbell or 10//5,000
 * 7) Miggoltoll or 10//10,000
 * 8) Miggolgong or 10//100,000

At this point, a // b is becoming arbitrary itself, so to counter this, I decided to change the function to %’s.

10%=0.1

But 10%% is 0.001.

Using a(%*n), we’ll be able to create smaller and smaller numbers.

10(%*1) = 10% = 0.1

10(%*2) = 10%% = 0.001

9.)  Tripercent or 10(%*3)

10.)  Quadripercent or 10(%*4)

11.)  Quintipercent or 10(%*5)

12.)  Sextipercent or 10(%*6)

13.)  Septipercent or 10(%*7)

14.)  Octopercent or 10(%*8)

15.)  Nonipercent or 10(%*9)

16.)  Decipercent or 10(%*10)

17.)  Undecipercent or 10(%*11)

18.)  Duodecipercent or 10(%*12)

19.)  Tredecipercent or 10(%*13)

20.)  Quattuordecipercent or 10(%*14)

21.)  Quindecipercent or 10(%*15)

22.)  Sexdecipercent or 10(%*16)

23.)  Septendecipercent 10(%*17)

24.)  Octodecipercent or 10(%*18)

25.)  Novemdecipercent or 10(%*19)

26.)  Icosapercent or 10(%*20)

27.)  Hexapercent or 10(%*100)

Using a // b with multiple percentages causes smaller numbers.

28.)  Miggotripercent:  10//100(%*3)

29.)  Miggoquadripercent:  10//10(%*4)

30.)  Miggolgonexapercent:  10//100,000(%*100)

Squaring numbers less than one causes numbers to be even smaller.

0.1^2=0.1*0.1=0.01

31.)  Squigglegon-exapercent:  (10//100,000(%*100))^2

32.)  Cuigglegon-exapercent:  (10//100,000(%*100))^3

33.)  Quartigglegon-exapercent:  (10//100,000(%*100))^4

At this point, I’ve run out of names for these numbers.

34.)  (10//100,000(%*100))^5

35.)  (10//100,000(%*100))^6

36.)  (10//100,000(%*100))^7

37.)  (10//100,000(%*100))^8

38.)  (10//100,000(%*100))^9

39.)  (10//100,000(%*100))^10

40.)  (10//100,000(%*100))^20

41.)  (10//100,000(%*100))^30

42.)  (10//100,000(%*100))^40

43.)  (10//100,000(%*100))^50

44.)  (10//100,000(%*100))^60

45.)  (10//100,000(%*100))^70

46.)  (10//100,000(%*100))^80

47.)  (10//100,000(%*100))^90

48.)  Pomiggolgoexapercenilligol or (10//100,000(%*100))^100

49.)  (10//100,000(%*100))^1,000

50.)  (10//100,000(%*100))^1,000,000

51.)  Pomiggolgomegapercenilligold or (10//100,000(%*100))^3,000,003