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NEW Warp Notation is the notation trying to explain rules with advanced sets.

Basic

  •  %(a) = a
  •  %(a,b) = %(a+1,b-1)

2-Entry

  •  %(a,0,1) = a
  •  %(a,b,1) = %(a+1,b-1,1)
  •  %(a,1,c) = %(a,a,c-1)
  •  %(a,b,c) = %(a,%(a,b-1,c),c-1)

Linear

  •  %(a,0,1) = a
  •  %(a,b,1) = %(a+1,b-1,1)
  •  %(A,1) = %(A)
  •  %(a,1,c,A) = %(a,a,c-1,A) (if c > 1)
  •  %(a,b,c,A) = %(a,%(a,b-1,c,A),c-1,A) (if c > 1)
  • Else start the first entry on A. Below that, these rules are in the process.
    • If the entry is 1 then go into next entry.
    • If the entry is not 1 then subtract the entry by 1; set the previous entry by the second entry; and set the second entry by the first entry.
      • This process ends.

Last trails of 1 will be removed on Warp Notation.

Dimensional

  •  %(A(Xn)1) = %(A)
  •  %(a,1,c(X1)A) = %(a,a,c-1(X1)A) (if c > 1)
  •  %(a,b,c(X1)A) = %(a,%(a,b-1,c(X1)A),c-1(X1)A) (if c > 1)
  • Else start the first entry on A. Below that, these rules are in the process.
    • Coming soon!

All (1) will be shorthanded into the comma.

Expanding

Multiple Expanding

Leggiatic

Higher Leggiatic

Cascading

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