HOME | DD

ThetaOfQuicksandFun [2011-12-30 11:41:51 +0000 UTC]

Numbers are an amazing thing. You can do many things with numbers and arraying higher numbers or even making large notations from them. It is possible to put mathematical operations in a kind of X Axis with the negative on one side and the positive on the other. It would do something like this. It keeps going negative this direction but here is where it starts, Negative Bigation (The Negative Bigolth notation, this would be -{10,10,100,5}), Negative Boogation (The Negative Boogolth notation, this would be -{10,10,100}), Negative Triseptation (The Negative Trisepth notation, this would be -7 Heptated to 7), Negative Giggation (The Negative Giggolth notation, this would be Negative 10 Tetrated to 100), Negative Multation (The Negative Multillionth notation, this would be 10^(3x10^(3x10^3tredecillion) +3)), Negative Twentillation (The Negative Twentillionth notation, this would be 10^-3x10^3x10^60+3), Negative Ennecillation (The Negative Ennecillionth notation, this would be 10^-3x10^57+3), Negative Zeptillation (The Negative Zeptillionth notation, this would be 10^-3x10^21+3), Negative Myrillation (The Negative Myrillionth notation, this would be 10^-30,003), Negative Sescintillation (The Negative Sescintillionth notation, this would be 10^-1,803), Negative Centillation (The Negative Centillionth notation, this would be 10^-303), Negative Googation (The Negative Googolth notation, this would be 10^-100), Planckation (the 10^-35 notation), Yoctation (the 10^-24 notation), Zeptation (the 10^-21 notation), Attation (the 10^-18 notation), Femptation (the 10^-15 notation), Pication (the -1,000,000,000,000 notation), Nanation (the -1,000,000,000 notation), Micration (the -1,000,000 notation), Millation (the -1,000 notation), Centation (the -100 notation), Negative Decation (the -10 notation), Noventation (the -9 notation), Negative Octation (the -8 notation), Septation (the -7 notation), Sexation (the -6 notation), Quintation (the -5 notation), Quadation or Negative Tetration (the -4 notation), Negative Exponentiation (the -3 notation), Division (the -2 notation), Subtraction (the -1 notation), Zeration (the 0 notation), Addition (the 1 notation), Multiplication (the 2 notation), Exponentiation (the 3 notation), Tetration (the 4 notation), Pentation (the 5 notation), Hexation (the 6 notation), Heptation (the 7 notation), Octation (the 8 notation), Nonation (the 9 notation), Decation (the 10 notation), Undecation (the 11 notation), Hectation (the 100 notation), Kilation (the 1,000 notation), Megation (the 1,000,000 notation), Gigation (the 1,000,000,000 notation), Terration (the 1,000,000,000,000 notation), Petation (the 10^15 notation), Exation (the 10^18 notation), Zettation (the 10^21 notation), Yattation (the 10^24 notation), Xonation (the 10^27 notation), Googation (The Googolth notation, a Googol is 10^100), Centillation (The Centillionth notation, a Centillion is 10^303), Sescintillation (The Sescintillionth notation, a Sescintillion is 10^1,803), Myrillation (The Myrillionth notation, a Myrillion is 10^30,003), Zeptillation (The Zeptillionth notation, a Zeptillion is 10^3x10^21+3), Ennecillation (The Ennecillionth notation, Ennecillion is 10^3x10^57+3), Twentillation (The Twentillionth notation, a Twentillion is 10^3x10^3x10^60+3), Multation (The Multillionth notation, a Multillion is 10^(3x10^(3x10^3tredecillion) +3)), Giggation (The Giggolth notation, a Giggol is 10 Tetrated to 100), Triseptation (The Trisepth notation, Trisept is 7 Heptated to 7), Boogation (The Boogolth notation, a Boogol is {10,10,100}), Bigation (The Bigolth notation, a Bigol is {10,10,100,5}), Troogation (The Troogolth notation, a Troogol is {10,10,10,100}), Ennadecation (The Ennadecalth notation, an Ennadecal is {10,10,10,10,10,10,10,10,10}), Quintobbation (The Quintobbolth notation, a Quintobbol is {10,10,10,10,10,100,6 (1) 2}), Gatrolation (The Gatrolth notation, a Gatrol is {10,100,3 (1) 3}), Gooquintation (The Gooquintolth notation, a Gooquintol is {10,100 (1) 5}), Yottossation (The Yottossolth notation, a Yottossol is {10,10 (8) 2}), Trilatration (The Trilatrith notation, a Trilatri is {A (0,2) A (0,2) A (1,2) A (0,2) A (0,2) A (1,2) A (0,2) A (0,2) A (2,2) A (0,2) A (0,2) A (1,2) A (0,2) A (0,2) A (1,2) A (0,2) A (0,2) A (2,2) A (0,2) A (0,2) A (1,2) A (0,2) A (0,2) A (1,2) A (0,2) A (0,2) A} where A represents "3^3 & 3 (0,1) 3^3 & 3 (0,1) 3^3 & 3 (1,1) 3^3 & 3 (0,1) 3^3 & 3 (0,1) 3^3 & 3 (1,1) 3^3 & 3 (0,1) 3^3 & 3 (0,1) 3^3 & 3 (2,1) 3^3 & 3 (0,1) 3^3 & 3 (0,1) 3^3 & 3 (1,1) 3^3 & 3 (0,1) 3^3 & 3 (0,1) 3^3 & 3 (1,1) 3^3 & 3 (0,1) 3^3 & 3 (0,1) 3^3 & 3 (2,1) 3^3 & 3 (0,1) 3^3 & 3 (0,1) 3^3 & 3 (1,1) 3^3 & 3 (0,1) 3^3 & 3 (0,1) 3^3 & 3 (1,1) 3^3 & 3 (0,1) 3^3 & 3 (0,1) 3^3 & 3" - this is a size 3 - x^3x array of 3's.), Meamoompation (The Meameamealokkapoowa Oompath notation, a Meameamealokkapoowa Oompa is {LLL....a.....LLL,10}10,10 a = Meameamealokkapoowa array of L's), Rayoation (The Rayo's Number notation, Rayo's Number is most likely somewhere above Meameamealokkapoowa Oompa) and there are are other possible notation larger than these. It is possible to take one of these numbers and likewse extend them to their own notation like take Troogation then have a higher level of notation untill you have a highe level of Troogation or Troogation Troogated upon it's self. Then take this notation and Troogate it upon it's self making a third level of Troogation. Take these three leels and extend them for a Troogation of levels. You could take Ennecillation and expand it to an Ennecillation of levels or expand Yottossation, Gatrolation, Giggation and Gooquintation and expand them upon themselves. Consider a number like a Googol Googated to a Googol Googated to a Googol Googated to a Googol for a Googol Googated to a Googol Googated to a Googol Googated to a Googol....(For a Googol levels) levels or one of the higher numbers expanded to that many arrays; you could even count all this as a few array levels and move out to that many array levels arrayed upon it's self amazingly. Thank you for this.

👍: 0 ⏩: 0