Difference between revisions of "TI-BASIC:One Byte Tokens"
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! 9 || } || [[TI-BASIC:Max|Max(]] || (space) || 9 || I || Y || [[TI-BASIC:Float|Float]] || [[TI-BASIC:Seq_Mode|Seq]] | ! 9 || } || [[TI-BASIC:Max|Max(]] || (space) || 9 || I || Y || [[TI-BASIC:Float|Float]] || [[TI-BASIC:Seq_Mode|Seq]] | ||
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− | ! A || | + | ! A || <sup>[[TI-BASIC:Radian_Symbol|r]]</sup> || [[TI-BASIC:Min|Min(]] || [[TI-BASIC:Characters|"]] || [[TI-BASIC:Characters|.]] || J || Z || [[TI-BASIC:Equal|=]] || [[TI-BASIC:Indpntauto|IndpntAuto]] |
|- | |- | ||
! B || [[TI-BASIC:Degree_Symbol|°]] || [[TI-BASIC:R►Pr(|R►Pr(]] || [[TI-BASIC:Characters|,]] || [[TI-BASIC:E_Ten|E]] || K || θ || [[TI-BASIC:Lessthan|<]] || [[TI-BASIC:Indpntask|IndpntAsk]] | ! B || [[TI-BASIC:Degree_Symbol|°]] || [[TI-BASIC:R►Pr(|R►Pr(]] || [[TI-BASIC:Characters|,]] || [[TI-BASIC:E_Ten|E]] || K || θ || [[TI-BASIC:Lessthan|<]] || [[TI-BASIC:Indpntask|IndpntAsk]] | ||
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! D || [[TI-BASIC:2|²]] || [[TI-BASIC:P_Rx|[P►Rx(]]] || [[TI-BASIC:Factorial|!]] || [[TI-BASIC:Xor|Xor]] || M || '''[[TI-BASIC:Variable_Tokens#toc1|2-byte]]''' || [[TI-BASIC:Lessthanequal|≤]] || [[TI-BASIC:Dependask|DependAsk]] | ! D || [[TI-BASIC:2|²]] || [[TI-BASIC:P_Rx|[P►Rx(]]] || [[TI-BASIC:Factorial|!]] || [[TI-BASIC:Xor|Xor]] || M || '''[[TI-BASIC:Variable_Tokens#toc1|2-byte]]''' || [[TI-BASIC:Lessthanequal|≤]] || [[TI-BASIC:Dependask|DependAsk]] | ||
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− | ! E || | + | ! E || <sup>[[TI-BASIC:Transpose|T]]</sup> || [[TI-BASIC:P_Ry|P►Ry]] || [[TI-BASIC:Cubicreg|CubicReg]] || [[TI-BASIC:Characters|:]] || N || '''[[TI-BASIC:Variable_Tokens#toc2|2-byte]]''' || [[TI-BASIC:Greaterthanequal|≥]] || '''[[TI-BASIC:Format_Tokens|2-byte]]''' |
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! F || [[TI-BASIC:3|³]] || [[TI-BASIC:Median|Median(]] || [[TI-BASIC:Quartreg|QuartReg]] || newline || O || [[TI-BASIC:Prgm|Prgm]] || [[TI-BASIC:Notequal|≠]] || [[File:0Ah_LboxIcon.gif]] mark | ! F || [[TI-BASIC:3|³]] || [[TI-BASIC:Median|Median(]] || [[TI-BASIC:Quartreg|QuartReg]] || newline || O || [[TI-BASIC:Prgm|Prgm]] || [[TI-BASIC:Notequal|≠]] || [[File:0Ah_LboxIcon.gif]] mark |
Revision as of 22:25, 24 February 2016
The two tables below show all the one-byte tokens by their hexadecimal value - the column is the first hex-digit, and the row is the second, so something in the 2 column and the F row would correspond to the hexadecimal number 0x2F. 2-byte means that this byte signifies the beginning of a 2-byte token (with a link to the appropriate table); unused means that this token isn't used for any actual command.
!! One-byte tokens by hex code (0x00 - 0x7F) | ||||||||
!! 0 !! 1 !! 2 !! 3 !! 4 !! 5 !! 6 !! 7 | ||||||||
0 | unused | ( | RandM( | 0 | And | P | 2-byte | + |
---|---|---|---|---|---|---|---|---|
1 | ►DMS | ) | Mean( | 1 | A | Q | 2-byte | - (sub.) |
2 | ►Dec | Round( | Solve( | 2 | B | R | 2-byte | Ans |
3 | ►Frac | Pxl_Test( | seq( | 3 | C | S | 2-byte | Fix |
4 | → | Augment( | FnInt( | 4 | D | T | Radian | Horiz |
5 | Boxplot | - | NDeriv( | 5 | E | U | Degree | Full |
6 | [ | - | unused | 6 | F | V | Normal | Func |
7 | ] | *row( | FMin( | 7 | G | W | Sci | Param |
8 | { | *row+( | FMax( | 8 | H | X | Eng | Polar |
9 | } | Max( | (space) | 9 | I | Y | Float | Seq |
A | r | Min( | " | . | J | Z | = | IndpntAuto |
B | ° | R►Pr( | , | E | K | θ | < | IndpntAsk |
C | ֿ¹ | R►Pθ( | I | Or | L | 2-byte | > | DependAuto |
D | ² | [P►Rx(] | ! | Xor | M | 2-byte | ≤ | DependAsk |
E | T | P►Ry | CubicReg | : | N | 2-byte | ≥ | 2-byte |
F | ³ | Median( | QuartReg | newline | O | Prgm | ≠ | mark |
Comments
- PrintScreen is an unimplemented command that nevertheless has a token associated with it. It doesn't do anything, least of all print the screen. Sorry to get your hopes up.
- The following commands are 2-byte commands even though other similar commands are only one byte:
- SinReg and Logistic
- G_T
- RandInt(, RandNorm(, and RandBin(
- GetCalc(
- the e constant
- ZoomFit
- ModBoxplot and NormProbPlot
- ClrAllLists
- The , , and marks are for the Plot1(, Plot2(, and Plot3( commands.
- 0xEF is the first half of a 2-byte token on the TI-84+ and TI-84+ SE, and is unused on other models.