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Defines |
#define | xNEG 0x39976 |
| x -> -x
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#define | xABS 0x39a07 |
| x -> |x|
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#define | xPLUS 0x39b58 |
| x, y -> x + y
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#define | xMINUS 0x39cfc |
| x, y -> x - y
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#define | xMULTIPLY 0x39de8 |
| x, y -> x * y
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#define | xDIVIDE 0x39f49 |
| x, y -> x / y
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#define | xPOW 0x3a097 |
| x, y -> x^y
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#define | xROOT 0x3a200 |
| x, y -> x^(1/y)
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#define | xSIGN 0x3a3ee |
| x -> (x < 0) ? -1 : 1)
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#define | xSQRT 0x3a442 |
| x -> x^(1/2)
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#define | xSQ 0x3a4ef |
| x -> x^2
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#define | xSIN 0x3a57c |
| x -> sin(x)
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#define | xCOS 0x3a5d0 |
| x -> cos(x)
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#define | xTAN 0x3a624 |
| x -> tan(x)
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#define | xSINH 0x3a678 |
| x -> sinh(x)
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#define | xCOSH 0x3a6c2 |
| x -> cosh(x)
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#define | xTANH 0x3a70c |
| x -> tanh(x)
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#define | xASIN 0x3a756 |
| x -> arcsin(x)
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#define | xACOS 0x3a7dc |
| x -> arccos(x)
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#define | xATAN 0x3a844 |
| x -> arctan(x)
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#define | xASINH 0x3a88e |
| x -> arcsinh(x)
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#define | xACOSH 0x3a8d8 |
| x -> arccosh(x)
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#define | xATANH 0x3a94f |
| x -> arctanh(x)
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#define | xEXP 0x3a9b7 |
| x -> exp(x)
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#define | xLN 0x3aa01 |
| x -> Ln(x)
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#define | xLOG 0x3aa73 |
| x -> Log(x)
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#define | xALOG 0x3aae5 |
| x -> 10^x
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#define | xFACT 0x3abaf |
| x -> x! (Not yet implemented)
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#define | xIP 0x3ac3d |
| x -> int(x)
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#define | xFP 0x3ac87 |
| x -> fract(x)
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#define | xFLOOR 0x3acd1 |
| x -> floor(x) (Not yet implemented)
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#define | xCEIL 0x3ad1b |
| x -> ceil(x) (Not yet implemented)
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#define | xMOD 0x3afcb |
| x, y -> x % y (Not yet implemented)
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#define | xRAND 0x3b3e6 |
| -> random (Not yet implemented)
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#define | xAND 0x3ca07 |
| x, y -> x AND y (Not yet implemented)
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#define | xOR 0x3ca8d |
| x, y -> x OR y (Not yet implemented)
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#define | xNOT 0x3cb13 |
| x -> NOT x (Not yet implemented)
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#define | xEQ 0x3cbf6 |
| x, y -> x XOR y (Not yet implemented)x, y -> x == y
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#define | xDIFF 0x3cd21 |
| x, y -> x != y
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#define | xLT 0x3ce42 |
| x, y -> x < y
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#define | xGT 0x3cee1 |
| x, y -> x > y
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#define | xLE 0x3cf80 |
| x, y -> x <= y
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#define | xGE 0x3d01f |
| x, y -> x >= y
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#define | xDER 0x3d258 |
| f(x) -> df(x)/dx (Not yet implemented))
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#define | xINTEGRAL 0x3d47e |
| f(x) -> integ(f(x))
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#define | xSUM 0x3d503 |
| 'x', i1, in, f(x) -> sum(x = i1..in, f(x))
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