Instructions

The following table shows all available calculator instructions.

Contents:

Character Alternatives
Instructions

Character Alternatives

The table below shows all available alternatives for some characters.

Character	Alternative	Note
`≤`	`<=`
`≥`	`>=`
`≠`	`!=`
`^-1`	`^(-1)` or `^(_-1)`
`²`	`^(2)`
`³`	`^(3)`
`ᴇ`	`&E;`	Exponent character
`ʟ`	`&L;`	Lists prefix
`ᵀ`	`&T;`	Matrix transpose operator
`◻`	`&square;`	Square plot pointer
`✛`	`&cross;`	Cross plot pointer
`·`	`&dot;`	Pixel plot pointer
`α`	`α`
`β`	`β`
`Δ`	`Δ`
`δ`	`δ`
`ε`	`ε`
`θ`	`θ`
`λ`	`λ`
`μ`	`μ` or `µ`	The alternative µ is the ASCII micro symbol
`π`	`π`
`ρ`	`ρ`
`Σ`	`Σ`
`σ`	`σ`
`τ`	`τ`
`φ`	`φ`
`χ`	`χ`
`Ω`	`Ω`
`Á`	`Á`
`À`	`À`
`Â`	`Â`
`Ä`	`&Adiaeresis;`
`á`	`á`
`à`	`à`
`â`	`â`
`ä`	`&adiaeresis;`
`Ç`	`&Ccedilla;`
`ç`	`&ccedilla;`
`É`	`É`
`È`	`È`
`Ê`	`Ê`
`Ë`	`&Ediaeresis;`
`é`	`é`
`è`	`è`
`ê`	`ê`
`ë`	`&ediaeresis;`
`Í`	`Í`
`Ì`	`Ì`
`Î`	`Î`
`Ï`	`&Idiaeresis;`
`í`	`í`
`ì`	`ì`
`î`	`î`
`ï`	`&idiaeresis;`
`Ñ`	`Ñ`
`ñ`	`ñ`
`Ó`	`Ó`
`Ò`	`Ò`
`Ô`	`Ô`
`Ö`	`&Odiaeresis;`
`ó`	`ó`
`ò`	`ò`
`ô`	`ô`
`ö`	`&odiaeresis;`
`p̂`	`&pcirc;`
`Ú`	`Ú`
`Ù`	`Ù`
`Û`	`Û`
`Ü`	`&Udiaeresis;`
`ú`	`ú`
`ù`	`ù`
`û`	`û`
`ü`	`&udiaeresis;`
`x̄`	`&xbar;`
`ȳ`	`&ybar;`
`ß`	`&ss;`
`𝖺`	`&vara;`	Variable a
`𝖻`	`&varb;`	Variable b
`𝖼`	`&varc;`	Variable c
`𝖽`	`&vard;`	Variable d
`𝖾`	`&vare;`	Variable e
`𝑒`	`&exp;`	Euler’s constant
`𝙵`	`&F;`
`𝑖`	`&imag;`	Imaginary number
`𝗇`	`&varn;`	Variable n
`𝑛`	`&n;`	Italicized n
`𝐍`	`&N;`	Bold N
`𝗉`	`&varp;`	Variable p
`𝗋`	`&varr;`	Variable r
`𝗌`	`&vars;`	Variable s
`𝗍`	`&vart;`	Variable t
`𝗎`	`&varu;`	Variable u
`𝗏`	`&varv;`	Variable v
`𝗐`	`&varw;`	Variable w
`𝗓`	`&varz;`	Variable z
`´`	`´`	Acute accent
`	`&grave;`	Grave accent
`¨`	`&diaeresis;`	Diaeresis
`¿`	`&invertedqmark;`
`¡`	`&invertedexclp;`
`←`	`&larrow;`
`→`	`&rarrow;`
`↑`	`&uarrow;`
`↓`	`&darrow;`
`⬆`	`&bolduarrow;`	Bold upwards arrow
`⬇`	`&bolddarrow;`	Bold downwards arrow
`∠`	`&angle;`
`∫`	`∫`
`√`	`&sqrt;`
`∛`	`&cbrt;`
`×`	`×`
`₀` to `₁₀`	`&sub0;` to `&sub10;`

Instructions

Calculator		Source file (if different)		Token	Note
English	French	English	French	Token	Note
`▶DMS`		`>DMS`		`0x01`
`▶Dec`		`>Dec`		`0x02`
`▶Frac`		`>Frac`		`0x03`
`→`		`->`		`0x04`	Store operator
`BoxPlot`	`Carré`			`0x05`
`[`				`0x06`
`]`				`0x07`
`{`				`0x08`
`}`				`0x09`
`^r`		`&rexpon;`		`0x0A`
`°`				`0x0B`
`^-1`		`⁻¹`		`0x0C`
`²`		`²`		`0x0D`
`^T`		`ᵀ`		`0x0E`	Matrix transpose operator (U+1D40)
`³`		`³`		`0x0F`
`(`				`0x10`
`)`				`0x11`
`round(`	`arrondi(`			`0x12`
`pxl-Test(`				`0x13`
`augment(`	`chaîne(`			`0x14`
`rowSwap(`	`permutLigne(`			`0x15`
`row+(`	`ligne+(`			`0x16`
`*row(`	`*ligne(`			`0x17`
`*row+(`	`*ligne+(`			`0x18`
`max(`				`0x19`
`min(`				`0x1A`
`R▶Pr(`		`R>Pr(`		`0x1B`
`R▶Pθ(`		`R>Pθ(`		`0xC`
`P▶Rx(`		`P>Rx(`		`0x1D`
`P▶Ry(`		`P>Ry(`		`0x1E`
`median(`	`médiane(`			`0x1F`
`randM(`	`matAléat(`			`0x20`
`mean(`	`moyenne(`			`0x21`
`solve(`	`résoudre(`			`0x22`
`seq(`	`suite(`			`0x23`
`fnInt(`	`intégrFonct(`			`0x24`
`nDeriv(`	`nbreDériv(`			`0x25`
`fMin(`	`xfMin(`			`0x27`
`fMax(`	`xfMax(`			`0x28`
				`0x29`	Space character
`"`				`0x2A`
`,`				`0x2B`
`i`		`𝑖`		`0x2C`	Imaginary number (U+1D456)
`!`				`0x2D`
`CubicReg`	`RégCubique`			`0x2E`
`QuartReg`	`RegQuatre`			`0x2F`
`0` to `9`				`0x30` to `0x39`
`.`				`0x3A`
`E`		`ᴇ`		`0x3B`	Exponent operator (U+1D07)
`or`	`ou`			`0x3C`	Don’t forget spaces before and after
`xor`	`ouExcl`			`0x3D`	Don’t forget spaces before and after
`:`				`0x3E`
`and`	`et`			`0x40`	Don’t forget spaces before and after
`A` to `Z`				`0x41` to `0x5A`
`θ`				`0x5B`
`[A]` to `[J]`				`0x5C00` to `0x5C09`
`L₁` to `L₆`		`L1` to `L6`		`0x5D00` to `0x5D06`
`Y₁` to `Y₉`		`Y1` to `Y9`		`0x5E10` to `0x5E18`
`Y₀`		`Y0`		`0x5E19`
`X_1T`		`X1T`		`0x5E20`
`Y_1T`		`Y1T`		`0x5E21`
`X_2T`		`X2T`		`0x5E22`
`Y_2T`		`Y2T`		`0x5E23`
`X_3T`		`X3T`		`0x5E24`
`Y_3T`		`Y3T`		`0x5E25`
`X_4T`		`X4T`		`0x5E26`
`Y_4T`		`Y4T`		`0x5E27`
`X_5T`		`X5T`		`0x5E28`
`Y_5T`		`Y5T`		`0x5E29`
`X_6T`		`X6T`		`0x5E2A`
`Y_6T`		`Y6T`		`0x5E2B`
`r₁` to `r₆`		`r1` to `r6`		`0x5E40` to `0x5E45`
`u`		`𝗎`		`0x5E80`	Variable u (U+1D5CE)
`v`		`𝗏`		`0x5E81`	Variable v (U+1D5EF)
`w`		`𝗐`		`0x5E82`	Variable w (U+1D5D0)
`prgm`				`0x5F`
`Pic1` to `Pic9`	`Img1` to `Img9`			`0x6000` to `0x6008`
`Pic0`	`Img0`			`0x6009`
`GDB1` to `GDB9`	`BDG1` to `BDG9`			`0x6100` to `0x6108`
`GDB0`	`BDG0`			`0x6109`
`RegEq`	`EqReg`			`0x6201`
`n`		`𝗇`		`0x6202`	Variable n (U+1D5C7)
`x̄`				`0x6203`
`Σx`				`0x6204`
`Σx²`		`Σx²`		`0x6205`
`Sx`				`0x6206`
`σx`				`0x6207`
`minX`				`0x6208`
`maxX`				`0x6209`
`minY`				`0x620A`
`maxY`				`0x620B`
`ȳ`				`0x620C`
`Σy`				`0x620D`
`Σy²`		`Σy²`		`0x620E`
`Sy`				`0x620F`
`σy`				`0x6210`
`Σxy`				`0x6211`
`r`		`𝗋`		`0x6212`	Variable r (U+1D5CB)
`Med`				`0x6213`
`Q₁`		`Q1`		`0x6214`
`Q₃`		`Q3`		`0x6215`
`a`		`𝖺`		`0x6216`	Variable a (U+1D5BA)
`b`		`𝖻`		`0x6217`	Variable b (U+1D5BB)
`c`		`𝖼`		`0x6218`	Variable c (U+1D5BC)
`d`		`𝖽`		`0x6219`	Variable d (U+1D5BD)
`e`		`𝖾`		`0x621A`	Variable e (U+1D5BE)
`x₁`		`x1`		`0x621B`
`x₂`		`x2`		`0x621C`
`x₃`		`x3`		`0x621D`
`y₁`		`y1`		`0x621E`
`y₂`		`y2`		`0x621F`
`y₃`		`y3`		`0x6220`
`n`		`𝑛`		`0x6221`	Italicized n (U+1D45B)
`p`		`𝗉`		`0x6222`	Variable p (U+1D5C9)
`z`		`𝗓`		`0x6223`	Variable z (U+1D5D3)
`t`		`𝗍`		`0x6224`	Variable t (U+1D5CD)
`χ²`		`χ²`		`0x6225`
`Ϝ`		`𝙵`		`0x6226`	(U+1D675)
`df`		`&vardf;`		`0x6227`	Variable df
`p̂`				`0x6228`
`p̂₁`		`p̂1`		`0x6229`
`p̂₂`		`p̂2`		`0x622A`
`x̄₁`		`x̄1`		`0x622B`
`Sx₁`		`Sx1`		`0x622C`
`n₁`		`n1`		`0x622D`
`x̄₂`		`x̄2`		`0x622E`
`Sx₂`		`Sx2`		`0x622F`
`n₂`		`n2`		`0x6230`
`Sxp`				`0x6231`
`lower`	`inf`			`0x6232`
`upper`	`sup`			`0x6233`
`s`		`𝗌`		`0x6234`	Variable s (U+1D5CC)
`r²`		`r²`		`0x6235`
`R²`		`R²`		`0x6236`
`ZXscl`	`ZXpas`			`0x6300`
`ZYscl`	`ZYpas`			`0x6301`
`Xscl`	`Xgrad`			`0x6302`
`Yscl`	`Ygrad`			`0x6303`
`u(nMin)`		`u(nMin)`		`0x6304`
`v(nMin)`		`v(nMin)`		`0x6305`
`u(n-1)`		`u(n-1)`		`0x6306`
`v(n-1)`		`v(n-1)`		`0x6307`
`Zu(nMin)`		`Zu(nMin)`		`0x6308`
`Zv(nMin)`		`Zv(nMin)`		`0x6309`
`Xmin`				`0x630A`
`Xmax`				`0x630B`
`Ymin`				`0x630C`
`Ymax`				`0x630D`
`Tmin`				`0x630E`
`Tmax`				`0x630F`
`θmin`				`0x6310`
`θmax`				`0x6311`
`ZXmin`				`0x6312`
`ZXmax`				`0x6313`
`ZYmin`				`0x6314`
`ZYmax`				`0x6315`
`Zθmin`				`0x6316`
`Zθmax`				`0x6317`
`ZTmin`				`0x6318`
`ZTmax`				`0x6319`
`TblStart`	`DébutTbl`			`0x631A`
`PlotStart`	`PointDébut`			`0x631B`
`ZPlotStart`	`ZPointDébut`			`0x631C`
`nMax`		`nMax`		`0x631D`
`ZnMax`		`ZnMax`		`0x631E`
`nMin`		`nMin`		`0x631F`
`ZnMin`		`ZnMin`		`0x6320`
`ΔTbl`	`PasTbl`			`0x6321`
`Tstep`	`Tpas`			`0x6322`
`θstep`	`θpas`			`0x6323`
`ZTstep`	`ZTpas`			`0x6324`
`Zθstep`	`Zθpas`			`0x6325`
`ΔX`	`PasX`			`0x6326`
`ΔY`	`PasY`			`0x6327`
`XFact`				`0x6328`
`YFact`				`0x6329`
`TblInput`	`EntréeTbl`			`0x632A`
`N`		`𝐍`		`0x632B`	Bold N (U+1D40D)
`I%`				`0x632C`
`PV`	`ValAct`			`0x632D`
`PMT`				`0x632E`
`FV`	`ValAcq`			`0x632F`
`P/Y`	`Ech/An`			`0x6330`
`C/Y`	`Pér/An`			`0x6331`
`w(nMin)`		`w(nMin)`		`0x6332`
`Zw(nMin)`		`Zw(nMin)`		`0x6333`
`PlotStep`	`GraphPas`			`0x6334`
`ZPlotStep`	`ZGraphPas`			`0x6335`
`Xres`				`0x6336`
`ZXres`				`0x6337`
`TraceStep`	`TracePas`			`0x6338`
`Radian`				`0x64`
`Degree`	`Degré`			`0x65`
`Normal`				`0x66`
`Sci`				`0x67`
`Eng`	`Ing`			`0x68`
`Float`	`Flottant`			`0x69`
`=`				`0x6A`
`<`				`0x6B`
`>`				`0x6C`
`≤`				`0x6D`
`≥`				`0x6E`
`≠`				`0x6F`
`+`				`0x70`
`-`				`0x71`
`Ans`	`Rép`			`0x72`
`Fix`	`Fixe`			`0x73`
`Horiz`				`0x74`
`Full`	`PleinEcr`			`0x75`
`Func`	`Fonct`			`0x76`
`Param`				`0x77`
`Polar`	`Polaire`			`0x78`
`Seq`	`Suite`			`0x79`
`IndpntAuto`	`ValeursAuto`			`0x7A`
`IndpntAsk`	`ValeursDem`			`0x7B`
`DependAuto`	`CalculsAuto`			`0x7C`
`DependAsk`	`CalculsDem`			`0x7D`
`Sequential`	`Séquentiel`			`0x7E00`
`Simul`				`0x7E01`
`PolarGC`	`CoordPol`			`0x7E02`
`RectGC`	`CoordRect`			`0x7E03`
`CoordOn`	`CoordAff`			`0x7E04`
`CoordOff`	`CoordNAff`			`0x7E05`
`Connected`	`Relié`			`0x7E06`
`Dot`	`NonRelié`			`0x7E07`
`AxesOn`	`AxesAff`			`0x7E08`
`AxesOff`	`AxesNAff`			`0x7E09`
`GridOn`	`QuadAff`			`0x7E0A`
`GridOff`	`QuadNAff`			`0x7E0B`
`LabelOn`	`EtiqAff`			`0x7E0C`
`LabelOff`	`EtiqNAff`			`0x7E0D`
`Web`	`Toile`			`0x7E0E`
`Time`	`f(n)`			`0x7E0F`
`uvAxes`				`0x7E10`
`vwAxes`				`0x7E11`
`uwAxes`				`0x7E12`
`◻`				`0x7F`	Square plot pointer
`✛`				`0x80`	Cross plot pointer
`·`				`0x81`	Pixel plot pointer
`*`				`0x82`
`/`				`0x83`
`Trace`				`0x84`
`ClrDraw`	`EffDessin`			`0x85`
`ZStandard`				`0x86`
`ZTrig`				`0x87`
`ZBox`	`Zboîte`			`0x88`
`Zoom In`	`Zoom +`			`0x89`
`Zoom Out`	`Zoom -`			`0x8A`
`ZSquare`	`ZOrthonormal`			`0x8B`
`ZInteger`	`ZEntier`			`0x8C`
`ZPrevious`	`ZPrécédent`			`0x8D`
`ZDecimal`	`ZDécimal`			`0x8E`
`ZoomStat`				`0x8F`
`ZoomRcl`	`ZoomRpl`			`0x90`
`PrintScreen`	`ImprEcr`			`0x91`
`ZoomSto`	`SauveFen`			`0x92`
`Text(`	`Texte(`			`0x93`
`nPr`	`Arrangement`			`0x94`	Don’t forget spaces before and after
`nCr`	`Combinaison`			`0x95`	Don’t forget spaces before and after
`FnOn`	`FonctAff`			`0x96`	Don’t forget the space at the end
`FnOff`	`FonctNAff`			`0x97`	Don’t forget the space at the end
`StorePic`	`SauveImage`			`0x98`	Don’t forget the space at the end
`RecallPic`	`RappelImage`			`0x99`	Don’t forget the space at the end
`StoreGBD`	`SauveBDG`			`0x9A`	Don’t forget the space at the end
`RecallGBD`	`RappelBDG`			`0x9B`	Don’t forget the space at the end
`Line(`	`Ligne(`			`0x9C`
`Vertical`	`Verticale`			`0x9D`	Don’t forget the space at the end
`Pt-On(`	`Pt-Aff(`			`0x9E`
`Pt-Off(`	`Pt-NAff(`			`0x9F`
`Pt-Change(`				`0xA0`
`Pxl-On(`	`Pxl-Aff(`			`0xA1`
`Pxl-Off(`	`Pxl-NAff(`			`0xA2`
`Pxl-Change(`				`0xA3`
`Shade(`	`Ombre(`			`0xA4`
`Circle(`	`Cercle(`			`0xA5`
`Horizontal`	`Horizontale`			`0xA6`	Don’t forget the space at the end
`Tangent(`	`Tangente(`			`0xA7`
`DrawInv`	`DessinRecip`			`0xA8`	Don’t forget the space at the end
`DrawF`	`DessFonct`			`0xA9`	Don’t forget the space at the end
`Str1` to `Str9`	`Chaîne1` to `Chaîne9`			`0xAA00` to `0xAA08`
`Str0`	`Chaîne0`			`0xAA09`
`rand`	`NbrAléat`			`0xAB`
`π`				`0xAC`
`getKey`	`codeTouch(`			`0xAD`
`'`				`0xAE`
`?`				`0xAF`
`-`		`_-`		`0xB0`	Negative sign
`int(`	`partEnt(`			`0xB1`
`abs(`				`0xB2`
`det(`	`dét(`			`0xB3`
`identity(`	`identité(`			`0xB4`
`dim(`				`0xB5`
`sum(`	`somme(`			`0xB6`
`prod(`				`0xB7`
`not(`	`non(`			`0xB8`
`iPart(`	`ent(`			`0xB9`
`fPart(`	`partDéc(`			`0xBA`
`npv(`	`vActNet(`			`0xBB00`
`irr(`	`tauxRi(`			`0xBB01`
`bal(`	`paSolde(`			`0xBB02`
`ΣPrn(`	`paSomPrinc(`			`0xBB03`
`ΣInt(`	`paInt(`			`0xBB04`
`▶Nom(`		`>Nom(`		`0xBB05`
`▶Eff(`		`>Eff(`		`0xBB06`
`dbd(`	`jed(`			`0xBB07`
`lcm(`	`ppcm(`			`0xBB08`
`gcd(`	`pgcd(`			`0xBB09`
`randInt(`	`entAléat(`			`0xBB0A`
`randBin(`	`BinAléat(`			`0xBB0B`
`sub(`	`sous-Chaîne(`			`0xBB0C`
`stdDev(`	`ecart-type(`			`0xBB0D`
`variance(`				`0xBB0E`
`inString(`	`carChaîne(`			`0xBB0F`
`normalcdf(`	`normalFRép(`			`0xBB10`
`invNorm(`	`FracNormale(`			`0xBB11`
`tcdf(`	`studentFRép(`			`0xBB12`
`χ²cdf(`	`χ²FRép(`	`χ²cdf(`	`χ²FRép(`	`0xBB13`
`Ϝcdf(`	`ϜFRép(`	`Fcdf(`	`FFRép(`	`0xBB14`
`binompdf(`	`binomFdp(`			`0xBB15`
`binomcdf(`	`binomFRép(`			`0xBB16`
`poissonpdf(`	`poissonFdp(`			`0xBB17`
`poissoncdf(`	`poissonFRép(`			`0xBB18`
`geometpdf(`	`géometFdp(`			`0xBB19`
`geometcdf(`	`géometFRép(`			`0xBB1A`
`normalpdf(`	`normalFdp(`			`0xBB1B`
`tpdf(`	`studentFdp(`			`0xBB1C`
`χ²pdf(`	`χ²Fdp(`	`χ²pdf(`	`χ²Fdp(`	`0xBB1D`
`Ϝpdf(`	`ϜFdp(`	`Fpdf(`	`FFdp(`	`0xBB1E`
`randNorm(`	`normAléat(`			`0xBB1F`
`tvm_Pmt(`	`vat_Pmt(`			`0xBB20`
`tvm_I%`	`vat_I%`			`0xBB21`
`tvm_PV`	`vat_Vact`			`0xBB22`
`tvm_N`	`vat_N`	`tvm_N`	`vat_N`	`0xBB23`
`tvm_FV`	`vat_Vacq`			`0xBB24`
`conj(`				`0xBB25`
`real(`	`réel(`			`0xBB26`
`imag(`				`0xBB27`
`angle(`	`argument(`			`0xBB28`
`cumSum(`	`somCum(`			`0xBB29`
`expr(`				`0xBB2A`
`length(`	`longueur(`			`0xBB2B`
`ΔList(`	`ΔListe(`			`0xBB2C`
`ref(`	`Gauss(`			`0xBB2D`
`rref(`	`Gauss-Jordan(`			`0xBB2E`
`▶Rect`		`>Rect`		`0xBB2F`
`▶Polar`	`▶Polaire`	`>Polar`	`>Polaire`	`0xBB30`
`e`		`𝑒`		`0xBB31`	Euler’s constant (U+1D452)
`SinReg`	`RegSin`			`0xBB32`	Don’t forget the space at the end
`Logistic`	`Logistique`			`0xBB33`	Don’t forget the space at the end
`LinRegTTest`	`RegLinTTest`			`0xBB34`	Don’t forget the space at the end
`ShadeNorm(`	`OmbreNorm(`			`0xBB35`
`Shade_t(`	`Ombre_t(`			`0xBB36`
`Shadeχ²(`	`Ombreχ²(`	`Shadeχ²(`	`Ombreχ²(`	`0xBB37`
`ShadeϜ(`	`OmbreϜ(`	`ShadeF(`	`OmbreF(`	`0xBB38`
`Matr▶list(`	`Matr▶liste(`	`Matr>list(`	`Matr>liste(`	`0xBB39`
`List▶matr(`	`Liste▶matr(`	`List>matr(`	`Liste>matr(`	`0xBB3A`
`Z-Test(`				`0xBB3B`
`T-Test`				`0xBB3C`	Don’t forget the space at the end
`2-SampZTest(`	`2-CompZTest(`			`0xBB3D`
`1-PropZTest(`				`0xBB3E`
`2-PropZTest(`				`0xBB3F`
`χ²-Test(`		`χ²-Test(`		`0xBB40`
`ZInterval`	`ZIntConf`			`0xBB41`	Don’t forget the space at the end
`2-SampZInt(`	`2-CompZInt(`			`0xBB42`
`1-PropZInt(`				`0xBB43`
`2-PropZInt(`				`0xBB44`
`GraphStyle(`				`0xBB45`
`2-SampTTest`	`2-CompTTest`			`0xBB46`	Don’t forget the space at the end
`2-SampFTest`	`2-CompFTest`			`0xBB47`	Don’t forget the space at the end
`TInterval`	`TIntConf`			`0xBB48`	Don’t forget the space at the end
`2-SampTInt`	`2-CompTInt`			`0xBB49`	Don’t forget the space at the end
`SetUpEditor`	`ListesDéfaut`			`0xBB4A`	Don’t forget the space at the end
`Pmt_End`	`Pmt_Fin`			`0xBB4B`
`Pmt_Bgn`	`Pmt_Déb`			`0xBB4C`
`Real`	`Réel`			`0xBB4D`
`re^θi`		`re^θi`		`0xBB4E`
`a+bi`		`a+bi`		`0xBB4F`
`ExprOn`	`ExprAff`			`0xBB50`
`ExprOff`	`ExprNAff`			`0xBB51`
`ClrAllLists`	`EffToutListes`			`0xBB52`
`GetCalc(`	`CaptVar(`			`0xBB53`
`DelVar`	`EffVar`			`0xBB54`	Don’t forget the space at the end
`Equ▶String(`	`Equ▶Chaîne(`	`Equ>String(`	`Equ>Chaîne(`	`0xBB55`
`String▶Equ(`	`Chaîne▶Equ(`	`String>Equ(`	`Chaîne>Equ(`	`0xBB56`
`Clear Entries`	`Efface Entrées`			`0xBB57`
`Select(`	`Sélect(`			`0xBB58`
`ANOVA(`	`ANUVA(`			`0xBB59`
`ModBoxPlot(`	`GraphBoitMoust`			`0xBB5A`
`NormProbPlot`	`GraphProbNorm`			`0xBB5B`
`G-T`				`0xBB64`
`ZoomFit`	`ZMinMax`			`0xBB65`
`DiagnostiOn`	`CorrelAff`			`0xBB66`
`DiagnosticOff`	`CorrelNAff`			`0xBB67`
`Archive`				`0xBB68`	Don’t forget the space at the end
`UnArchive`	`Désarchive`			`0xBB69`	Don’t forget the space at the end
`Asm(`				`0xBB6A`
`AsmComp(`				`0xBB6B`
`AsmPrgm`				`0xBB6C`	Don’t forget the space at the end
`Á`				`0xBB6E`
`À`				`0xBB6F`
`Â`				`0xBB70`
`Ä`				`0xBB71`
`á`				`0xBB72`
`à`				`0xBB73`
`â`				`0xBB74`
`ä`				`0xBB75`
`É`				`0xBB76`
`È`				`0xBB77`
`Ê`				`0xBB78`
`Ë`				`0xBB79`
`é`				`0xBB7A`
`è`				`0xBB7B`
`ê`				`0xBB7C`
`ë`				`0xBB7D`
`Ì`				`0xBB7F`
`Î`				`0xBB80`
`Ï`				`0xBB81`
`í`				`0xBB82`
`ì`				`0xBB83`
`î`				`0xBB84`
`ï`				`0xBB85`
`Ó`				`0xBB86`
`Ò`				`0xBB87`
`Ô`				`0xBB88`
`Ö`				`0xBB89`
`ó`				`0xBB8A`
`ò`				`0xBB8B`
`ô`				`0xBB8C`
`ö`				`0xBB8D`
`Ú`				`0xBB8E`
`Ù`				`0xBB8F`
`Û`				`0xBB90`
`Ü`				`0xBB91`
`ú`				`0xBB92`
`ù`				`0xBB93`
`û`				`0xBB94`
`ü`				`0xBB95`
`Ç`				`0xBB96`
`ç`				`0xBB97`
`Ñ`				`0xBB98`
`ñ`				`0xBB99`
`´`				`0xBB9A`
`				`0xBB9B`
`¨`				`0xBB9C`
`¿`				`0xBB9D`
`¡`				`0xBB9E`
`α`				`0xBB9F`
`β`				`0xBBA0`
`Δ`				`0xBBA2`
`δ`				`0xBBA3`
`ε`				`0xBBA4`
`λ`				`0xBBA5`
`μ`				`0xBBA6`
`π`		`&letterpi;`		`0xBBA7`
`ρ`				`0xBBA8`
`Σ`				`0xBBA9`
`φ`				`0xBBAB`
`Ω`				`0xBBAC`
`p̂`		`&letterpcirc;`		`0xBBAD`
`χ`				`0xBBAE`
`Ϝ`		`&letterF;`		`0xBBAF`
`a` to `k`				`0xBBB0` to `0xBBBB`
`l` to `z`				`0xBBBC` to `0xBBCA`
`σ`				`0xBBCB`
`τ`				`0xBBCC`
`Í`				`0xBBCD`
`GarbageCollect`	`RéorganiserMém`			`0xBBCE`
`~`				`0xBBCF`
`@`				`0xBBD1`
`#`		`\#`		`0xBBD2`	Must be escaped as it is used to declare comments
`$`				`0xBBD3`
`&`		`&`		`0xBBD4`
`		`&grave2;`		`0xBBD5`
`;`				`0xBBD6`
`\`		`\\`		`0xBBD7`
`\|`				`0xBBD8`
`_`				`0xBBD9`
`%`				`0xBBDA`
`…`				`0xBBDB`
`∠`				`0xBBDC`
`ß`				`0xBBDD`
`^x`		`&xexpon;`		`0xBBDE`
`_T`		`&T_;`		`0xBBDF`
`₀`		`₀`		`0xBBE0`
`₁`		`₁`		`0xBBE1`
`₂`		`₂`		`0xBBE2`
`₃`		`₃`		`0xBBE3`
`₄`		`₄`		`0xBBE4`
`₅`		`₅`		`0xBBE5`
`₆`		`₆`		`0xBBE6`
`₇`		`₇`		`0xBBE7`
`₈`		`₈`		`0xBBE8`
`₉`		`₉`		`0xBBE9`
`₁₀`		`₁₀`		`0xBBEA`
`←`				`0xBBEB`
`→`				`0xBBEC`
`↑`				`0xBBED`
`↓`				`0xBBEE`
`×`				`0xBBF0`
`∫`				`0xBBF1`
`⬆`				`0xBBF2`	Bold upwards arrow
`⬇`				`0xBBF3`	Bold downwards arrow
`√`				`0xBBF4`
`=`		`&invertedequal;`		`0xBBF5`	Inverted equal sign
`√(`				`0xBC`
`∛(`				`0xBD`
`ln(`				`0xBE`
`e^(`		`e^(`		`0xBF`
`log(`				`0xC0`
`10^(`		`10^(`		`0xC1`
`sin(`				`0xC2`
`sin^-1(`	`Arcsin(`	`sin-1(`		`0xC3`
`cos(`				`0xC4`
`cos^-1(`	`Arccos(`	`cos-1(`		`0xC5`
`tan(`				`0xC6`
`tan^-1(`	`Arctan(`	`tan-1(`		`0xC7`
`sinh(`	`sh(`			`0xC8`
`sinh^-1(`	`Argsh(`	`sinh-1(`		`0xC9`
`cosh(`	`ch(`			`0xCA`
`cosh^-1(`	`Argch(`	`cosh-1(`		`0xCB`
`tanh(`	`th(`			`0xCC`
`tanh^-1(`	`Argth(`	`tanh-1(`		`0xCD`
`If`				`0xCE`	Don’t forget the space at the end
`Then`				`0xCF`
`Else`				`0xD0`	Don’t forget the space at the end
`While`				`0xD1`	Don’t forget the space at the end
`Repeat`				`0xD2`	Don’t forget the space at the end
`For(`				`0xD3`
`End`				`0xD4`
`Return`				`0xD5`
`Lbl`				`0xD6`	Don’t forget the space at the end
`Goto`				`0xD7`	Don’t forget the space at the end
`Pause`				`0xD8`	Don’t forget the space at the end
`Stop`				`0xD9`
`IS>(`				`0xDA`
`DS<(`				`0xDB`
`Input`				`0xDC`	Don’t forget the space at the end
`Prompt`				`0xDD`	Don’t forget the space at the end
`Disp`				`0xDE`	Don’t forget the space at the end
`DispGraph`	`AffGraph`			`0xDF`
`Output(`				`0xE0`
`ClrHome`	`EffEcr`			`0xE1`
`Fill(`	`Remplir(`			`0xE2`
`SortA(`	`Tricroi(`			`0xE3`
`SortD(`	`TriDécroi(`			`0xE4`
`DispTable`	`AffTable`			`0xE5`
`Menu(`				`0xE6`
`Send(`	`Envoi(`			`0xE7`
`Get(`	`Capt(`			`0xE8`
`PlotsOn`	`GraphAff`			`0xE9`
`PlotsOff`	`GraphNAff`			`0xEA`
`L`		`ʟ`		`0xEB`	List prefix (U+029F)
`Plot1(`	`Graph1(`			`0xEC`
`Plot2(`	`Graph2(`			`0xED`
`Plot3(`	`Graph3(`			`0xEE`
`^`				`0xF0`
`^x√`		`&xrt;`		`0xF1`
`1-Var Stats`	`Stats 1-Var`			`0xF2`	Don’t forget the space at the end
`2-Var Stats`	`Stats 2-Var`			`0xF3`	Don’t forget the space at the end
`LinReg(a+bx)`	`RegLin(a+bx)`			`0xF4`	Don’t forget the space at the end
`ExpReg`	`RegExp`			`0xF5`	Don’t forget the space at the end
`LnReg`	`RegLn`			`0xF6`	Don’t forget the space at the end
`PwrReg`	`RegPuiss`			`0xF7`	Don’t forget the space at the end
`Med-Med`				`0xF8`
`QuadReg`	`RegQuad`			`0xF9`
`ClrList`	`EffListe`			`0xFA`	Don’t forget the space at the end
`ClrTable`	`EffTable`			`0xFB`
`Histogram`	`Histogramme`			`0xFC`
`xyLine`	`Polygone`			`0xFD`
`Scatter`	`Nuage`			`0xFE`
`LinReg(ax+b)`	`RegLin(ax+b)`			`0xFF`	Don’t forget the space at the end

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