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Complete list (all 2900) of fx9860GII functions

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Calculators: Casio fx-9750G PLUS, Casio fx-9750GII (SH4)

Complete list (all 2900) of fx9860GII functions

Postby brickviking » Fri Sep 11, 2015 1:30 am

I see varying answers to this question, but nothing explicitly listing all 2,900 functions in one single place. Amazon and Casio all seem to show us a subset of these, listing the categories. The PDF documents (fx9860GII-Soft) seem to scatter lists of these among all the chapters. My Google-fu doesn't work very well.

The reason I'm asking is to compare it against the list of functions available for the HP-50G, which is considered far more powerful but only claims 2,300 functions.

(Post 6)
Regards, BrickViking

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Calculators: Casio Cfx Series, Casio fx-9860GII

Re: Complete list (all 2900) of fx9860GII functions

Postby Jsec42 » Sun Sep 13, 2015 2:27 pm

Hello Brickviking! I have been using Casio Calculators for a while now - here's what I know about [OPTN][F1](There are so many commands in Casio-OS that I shouldn't cover all of them in one post). :geek:
Code: Select all
"List" token - "List <#list>" - specifies a list variable - can also be accessed by [shift][1]
"L->M"/"List->Mat" - Transfers a list into a ? dimension of a matrix?
"Dim" - "Dim List <list>" - returns the dimension of a list
"Fill"/"Fill(" - presumably fills a list/matrix, but I do not know the syntax
"Seq"/"Seq(" - "Seq(<expr>,<ind. Variable>,<#start>,<#end>,<#step>)" - Creates a sequence of values from an expression - Basically Sum Seq( will give you summation, and Prod Seq( will give you the cumulative product
"Min&Max&Mean&Med&Sum&Prod&Cuml"/"Min(&Max(&Mean(&Median(&Sum &Prod &Cuml " - "Min(<list>)" or "Max(<list>)" or "Mean(<list>)" or "Median(<list>)" or "Sum <List>" or "Prod <list>" or "Cuml <list>" - statistics analysis commands - though it is probably a better idea to use the statistics mode for this, these commands work too
"AUG" - "Augment(" - I think this concatenates a list/matrix, but I don't really know much about this one
"%" - "Percent " - "Percent <List>" - Calculates the percentage that a value makes up the sum of a list :crazy:
"∆" - "∆List " - "∆List <List>" - Calculates the increment between elements in a list :shock:

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Calculators: Casio fx-9750G PLUS, Casio fx-9750GII (SH4)

Re: Complete list (all 2900) of fx9860GII functions

Postby brickviking » Mon Sep 14, 2015 10:57 am

So, talking about Lists, is there any way in Program mode to take a sequence of variables and assign those to a specified List? I haven't managed to find one yet, without stuffing things into a Matrix and using Matrix->List. i.e. What I effectively want is the following:

Code: Select all
A~E->List 1


When I try this from Run/Mat, I get "Syntax Error", and in fact I get it from everywhere except inside Stat. Even there, the best I can do is: {A, B, C, D, E, G} with my pointer on the List header. And yes, I did want G in there too.

(Post 7)
Regards, BrickViking

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Calculators: Casio Cfx Series, Casio fx-9860GII

Re: Complete list (all 2900) of fx9860GII functions

Postby Jsec42 » Mon Sep 14, 2015 2:11 pm

{A,B,C,D,E,G} is the best you can do, I'm afraid :/ But that "should" be correct syntax.

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Calculators: Casio fx-9750G PLUS, Casio fx-9750GII (SH4)

Re: Complete list (all 2900) of fx9860GII functions

Postby brickviking » Thu Sep 17, 2015 3:39 am

Okay, I've got that sorted out then...

Here's a couple of small routines to save and restore all numeric vars, not matrices or Lists. In the following code, replace Theta with Alpha ^ and r with Alpha x².

Code: Select all
File 6
{A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,r,Theta}->List 6
File 1


Code: Select all
File 6
List 6[1]->A
List 6[2]->B
...
List 6[27]->r
List 6[28]->Theta
File 1



I used List 6, because there's only 6 Lists per File on a fx9750G+, and that's what I wrote these routines for. So, is there a better way to do this? That's an awful lot of lines just to restore 28 variables.

(Post 8)
Regards, BrickViking

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Re: Complete list (all 2900) of fx9860GII functions

Postby SimonLothar » Thu Sep 17, 2015 4:34 pm

This is a complete list of available OpCodes on a fx9860GII OS2.02.
If you copy it into some textfile, transfer it to your fx-9860 and view it with noteview, you will even see the CASIO multibyte characters.
List: Show
0000:
0001: f
0002: p
0003: 
0004: æK
0005: m
0006: k
0007: 
0008: 
0009:
000A:

000B:
000C:
000D:

000E: æ‘
000F: 
0010: 
0011: 
0012: 
0013: 
0014: fåÑ
0015: fåÒ
0016: fåÓ
0017: fåÔ
0018: fåÕ
0019: fåÖ
001A: 
001B: 
001C: 
001D: 
001E: 
001F: 
0020:
0021: !
0022: "
0023: #
0024: $
0025: %
0026: &
0027: '
0028: (
0029: )
002A: *
002B: +
002C: ,
002D: -
002E: .
002F: /
0030: 0
0031: 1
0032: 2
0033: 3
0034: 4
0035: 5
0036: 6
0037: 7
0038: 8
0039: 9
003A: :
003B: ;
003C: <
003D: =
003E: >
003F: ?
0040: @
0041: A
0042: B
0043: C
0044: D
0045: E
0046: F
0047: G
0048: H
0049: I
004A: J
004B: K
004C: L
004D: M
004E: N
004F: O
0050: P
0051: Q
0052: R
0053: S
0054: T
0055: U
0056: V
0057: W
0058: X
0059: Y
005A: Z
005B: [
005C: \
005D: ]
005E: ^
005F: _
0060: `
0061: a
0062: b
0063: c
0064: d
0065: e
0066: f
0067: g
0068: h
0069: i
006A: j
006B: k
006C: l
006D: m
006E: n
006F: o
0070: p
0071: q
0072: r
0073: s
0074: t
0075: u
0076: v
0077: w
0078: x
0079: y
007A: z
007B: {
007C: |
007D: }
007E: ~
007F:
0080: Pol(
0081: sin
0082: cos
0083: tan
0084: h
0085: ln
0086: †
0087: ‡
0088: å±
0089: +
008A: xnor
008B: åÂ
008C: Œ
008D: æ»(
008E: Mod
008F: åQxåÂ
0090: @
0091: sinåÊ
0092: cosåÊ
0093: tanåÊ
0094: d
0095: log
0096: å߆
0097: Abs
0098: 
0099: -
009A: xor
009B: åÊ
009C: œ
009D: @
009E: Med
009F: åQx
00A0: Rec(
00A1: sinh
00A2: cosh
00A3: tanh
00A4: o
00A5: e^
00A6: Int
00A7: Not
00A8: ^
00A9: ©
00AA: or
00AB: !
00AC: ¬
00AD: minY
00AE: minX
00AF: n
00B0: @
00B1: sinhåÊ
00B2: coshåÊ
00B3: tanhåÊ
00B4: b
00B5: µ
00B6: Frac
00B7: Neg
00B8: å݆
00B9: ¹
00BA: and
00BB: »
00BC: ¼
00BD: maxY
00BE: maxX
00BF: åQyåÂ
00C0: Ans
00C1: Ran#
00C2: Â
00C3: Ã
00C4: æQx
00C5: sx
00C6: æQy
00C7: sy
00C8: a
00C9: b
00CA: r
00CB: Ë
00CC: Ì
00CD: Í
00CE: æG
00CF: åQy
00D0: æO
00D1: Cls
00D2: @
00D3: Rnd
00D4: Dec
00D5: Hex
00D6: Bin
00D7: Oct
00D8: Ø
00D9: Norm
00DA: Deg
00DB: Rad
00DC: Gra
00DD: Eng
00DE: Intg
00DF: åQxy
00E0: Plot
00E1: Line
00E2: Lbl
00E3: Fix
00E4: Sci
00E5: @
00E6: @
00E7: @
00E8: Dsz
00E9: Isz
00EA: Factor
00EB: ViewWindow
00EC: Goto
00ED: Prog
00EE: Graph Y=
00EF: Graph æ»
00F0: Graph Y>
00F1: Graph Y<
00F2: Graph Y
00F3: Graph Y
00F4: Graph r=
00F5: Graph(X,Y)=(
00F6: ,
00F7:
00F8: @
00F9:
00FA: @
00FB: P(
00FC: Q(
00FD: R(
00FE: t(
00FF:
7F00: Xmin
7F01: Xmax
7F02: Xscl
7F03: @
7F04: Ymin
7F05: Ymax
7F06: Yscl
7F07: @
7F08: TæGmin
7F09: TæGmax
7F0A: TæGptch
7F0B: Xfct
7F0C: Yfct
7F0D: D Start
7F0E: D End
7F0F: D pitch
7F10: RightXmin
7F11: RightXmax
7F12: RightXscl
7F13: @
7F14: RightYmin
7F15: RightYmax
7F16: RightYscl
7F17: @
7F18: RightTæGmin
7F19: RightTæGmax
7F1A: RightTæGptch
7F1B: @
7F1C: @
7F1D: c
7F1E: d
7F1F: e
7F20: Max(
7F21: Det
7F22: Arg
7F23: Conjg
7F24: ReP
7F25: ImP
7F26: d/dx(
7F27: dåÂ/dxåÂ(
7F28: Solve(
7F29: åQ(
7F2A: FMin(
7F2B: FMax(
7F2C: Seq(
7F2D: Min(
7F2E: Mean(
7F2F: Median(
7F30: SolveN(
7F31: @
7F32: @
7F33: @
7F34: @
7F35: @
7F36: @
7F37: @
7F38: @
7F39: @
7F3A: MOD(
7F3B: MOD_Exp(
7F3C: GCD(
7F3D: LCM(
7F3E: StdDev(
7F3F: Variance(
7F40: Mat
7F41: Trn
7F42: *Row
7F43: *Row+
7F44: Row+
7F45: Swap
7F46: Dim
7F47: Fill(
7F48: Identity
7F49: Augment(
7F4A: Listæ‘Mat(
7F4B: Matæ‘List(
7F4C: Sum
7F4D: Prod
7F4E: Percent
7F4F: Cuml
7F50: P
7F51: List
7F52: åCList
7F53: S
7F54: T
7F55: Ref
7F56: Rref
7F57: æž
7F58: @
7F59: @
7F5A: @
7F5B: @
7F5C: @
7F5D: @
7F5E: @
7F5F: @
7F60: Sim Coef
7F61: Ply Coef
7F62: Sim Result
7F63: Ply Result
7F64: n
7F65: I%
7F66: PV
7F67: PMT
7F68: FV
7F69: @
7F6A: List1
7F6B: List2
7F6C: List3
7F6D: List4
7F6E: List5
7F6F: List6
7F70: @
7F71: @
7F72: @
7F73: @
7F74: @
7F75: @
7F76: QåÑ
7F77: QåÓ
7F78: xåÑ
7F79: yåÑ
7F7A: xåÒ
7F7B: yåÒ
7F7C: xåÓ
7F7D: yåÓ
7F7E: @
7F7F: @
7F80: @
7F81: @
7F82: @
7F83: @
7F84: @
7F85: logab(
7F86: RndFix(
7F87: RanInt#(
7F88: RanList#(
7F89: RanBin#(
7F8A: RanNorm#(
7F8B: @
7F8C: åQaåÞ
7F8D: åQbåÞ
7F8E: åQcåÞ
7F8F: Getkey
7F90: F Result
7F91: F Start
7F92: F End
7F93: F pitch
7F94: R Result
7F95: R Start
7F96: R End
7F97: H Start
7F98: H pitch
7F99: @
7F9A: @
7F9B: @
7F9C: æžSimp
7F9D: @
7F9E: @
7F9F: @
7FA0: aåÞ
7FA1: aåÞåÛåÎ
7FA2: aåÞåÛåÏ
7FA3: åÞ
7FA4: aåÍ
7FA5: aåÎ
7FA6: aåÏ
7FA7: båÞ
7FA8: båÞåÛåÎ
7FA9: båÞåÛåÏ
7FAA: båÍ
7FAB: båÎ
7FAC: båÏ
7FAD: aåÞStart
7FAE: båÞStart
7FAF: @
7FB0: And
7FB1: Or
7FB2: @
7FB3: Not
7FB4: Xor
7FB5: åQaåÞåÛåÎ
7FB6: åQbåÞåÛåÎ
7FB7: åQcåÞåÛåÎ
7FB8: @
7FB9: åQaåÞåÛåÏ
7FBA: åQbåÞåÛåÏ
7FBB: åQcåÞåÛåÏ
7FBC: Int¹
7FBD: Rmdr
7FBE: Fa
7FBF: @
7FC0: n1
7FC1: n2
7FC2: Â1
7FC3: Â2
7FC4: sx1
7FC5: sx2
7FC6: sp
7FC7: Ç
7FC8: Ç1
7FC9: Ç2
7FCA: Left
7FCB: Right
7FCC: P/Y
7FCD: C/Y
7FCE: Fb
7FCF: @
7FD0: F
7FD1: z
7FD2: p
7FD3: t
7FD4: se
7FD5: æVåÂ
7FD6: råÂ
7FD7: Adf
7FD8: Edf
7FD9: df
7FDA: SSa
7FDB: MSa
7FDC: SSe
7FDD: MSe
7FDE: Fab
7FDF: @
7FE0: Bdf
7FE1: ABdf
7FE2: pa
7FE3: pb
7FE4: pab
7FE5: @
7FE6: @
7FE7: @
7FE8: @
7FE9: CellSum(
7FEA: CellProd(
7FEB: CellMin(
7FEC: CellMax(
7FED: CellMean(
7FEE: CellMedian(
7FEF: CellIf(
7FF0: å´
7FF1: å²
7FF2: å³t
7FF3: å´t
7FF4: å³
7FF5: @
7FF6: @
7FF7: @
7FF8: @
7FF9: @
7FFA: @
7FFB: SSb
7FFC: SSab
7FFD: MSb
7FFE: MSab
7FFF: @
F700: If
F701: Then
F702: Else
F703: IfEnd
F704: For
F705: To
F706: Step
F707: Next
F708: While
F709: WhileEnd
F70A: Do
F70B: LpWhile
F70C: Return
F70D: Break
F70E: Stop
F70F: @
F710: Locate
F711: Send(
F712: Receive(
F713: OpenComport38k
F714: CloseComport38k
F715: Send38k
F716: Receive38k
F717: @
F718: ClrText
F719: ClrGraph
F71A: ClrList
F71B: LinearReg(a+bx)
F71C: S-L-Normal
F71D: S-L-Thick
F71E: S-L-Broken
F71F: S-L-Dot
F720: DrawGraph
F721: PlotPhase
F722: DrawDyna
F723: DrawStat
F724: DrawFTG-Con
F725: DrawFTG-Plt
F726: DrawR-Con
F727: DrawR-Plt
F728: DrawRåQ-Con
F729: DrawRåQ-Plt
F72A: DrawWeb
F72B: NormalG
F72C: ThickG
F72D: BrokenThickG
F72E: DispF-Tbl
F72F: DispR-Tbl
F730: SimplifyAuto
F731: SimplifyMan
F732: NPPlot
F733: Sinusoidal
F734: SinReg
F735: Logistic
F736: LogisticReg
F737: @
F738: @
F739: @
F73A: Pie
F73B: @
F73C: Bar
F73D: @
F73E: @
F73F: DotG
F740: 1-Variable
F741: 2-Variable
F742: LinearReg(ax+b)
F743: Med-MedLine
F744: QuadReg
F745: CubicReg
F746: QuartReg
F747: LogReg
F748: ExpReg(aæªe^bx)
F749: PowerReg
F74A: S-Gph1
F74B: S-Gph2
F74C: S-Gph3
F74D: Square
F74E: Cross
F74F: Dot
F750: Scatter
F751: xyLine
F752: Hist
F753: MedBox
F754: @
F755: N-Dist
F756: Broken
F757: Linear
F758: Med-Med
F759: Quad
F75A: Cubic
F75B: Quart
F75C: Log
F75D: Exp(aæªe^bx)
F75E: Power
F75F: ExpReg(aæªb^x)
F760: S-WindAuto
F761: S-WindMan
F762: Graph X=
F763: Y=Type
F764: r=Type
F765: ParamType
F766: @
F767: X=Type
F768: X>Type
F769: X<Type
F76A: Y>Type
F76B: Y<Type
F76C: YType
F76D: YType
F76E: XType
F76F: XType
F770: G-Connect
F771: G-Plot
F772: @
F773: @
F774: @
F775: @
F776: Resid-None
F777: Resid-List
F778: BG-None
F779: BG-Pict
F77A: GridOff
F77B: @
F77C: @
F77D: GridOn
F77E: Exp(aæªb^x)
F77F: @
F780: D Var
F781: @
F782: @
F783: @
F784: @
F785: @
F786: @
F787: Q1Q3TypeStd
F788: VarRange
F789: Q1Q3TypeOnData
F78A: @
F78B: @
F78C: SketchNormal
F78D: SketchThick
F78E: SketchBroken
F78F: SketchDot
F790: aåÞType
F791: aåÞåÛåÎType
F792: aåÞåÛåÏType
F793: StoPict
F794: RclPict
F795: StoGMEM
F796: RclGMEM
F797: StoV-Win
F798: RclV-Win
F799: %
F79A: Data
F79B: @
F79C: @
F79D: @
F79E: Menu
F79F: RclCapt
F7A0: Tangent
F7A1: Normal
F7A2: Inverse
F7A3: Vertical
F7A4: Horizontal
F7A5: Text
F7A6: Circle
F7A7: F-Line
F7A8: PlotOn
F7A9: PlotOff
F7AA: PlotChg
F7AB: PxlOn
F7AC: PxlOff
F7AD: PxlChg
F7AE: @
F7AF: PxlTest(
F7B0: SortA(
F7B1: SortD(
F7B2: VarList1
F7B3: VarList2
F7B4: VarList3
F7B5: VarList4
F7B6: VarList5
F7B7: VarList6
F7B8: File1
F7B9: File2
F7BA: File3
F7BB: File4
F7BC: File5
F7BD: File6
F7BE: Y=DrawSpeedNorm
F7BF: Y=DrawSpeedHigh
F7C0: FuncOn
F7C1: SimulOn
F7C2: AxesOn
F7C3: CoordOn
F7C4: LabelOn
F7C5: DerivOn
F7C6: LocusOn
F7C7: åQdispOn
F7C8: G SelOn
F7C9: T SelOn
F7CA: D SelOn
F7CB: R SelOn
F7CC: DrawOn
F7CD: ab/c
F7CE: d/c
F7CF: @
F7D0: FuncOff
F7D1: SimulOff
F7D2: AxesOff
F7D3: CoordOff
F7D4: LabelOff
F7D5: DerivOff
F7D6: LocusOff
F7D7: åQdispOff
F7D8: G SelOff
F7D9: T SelOff
F7DA: D SelOff
F7DB: R SelOff
F7DC: DrawOff
F7DD: @
F7DE: @
F7DF: @
F7E0: @
F7E1: @
F7E2: @
F7E3: @
F7E4: @
F7E5: @
F7E6: @
F7E7: @
F7E8: @
F7E9: @
F7EA: @
F7EB: @
F7EC: @
F7ED: @
F7EE: @
F7EF: @
F7F0: @
F7F1: @
F7F2: @
F7F3: @
F7F4: @
F7F5: @
F7F6: @
F7F7: @
F7F8: @
F7F9: @
F7FA: @
F7FB: @
F7FC: @
F7FD: @
F7FE: @
F7FF: @
F900: @
F901: æžDec
F902: æžHex
F903: æžBin
F904: æžOct
F905: æžDMS
F906: æža+bP
F907: æžrTæG
F908: Real
F909: a+bP
F90A: rTæG
F90B: EngOn
F90C: EngOff
F90D: @
F90E: @
F90F: @
F910: Sel aåÍ
F911: Sel aåÎ
F912: cåÞ
F913: cåÞåÛåÎ
F914: cåÞåÛåÏ
F915: cåÍ
F916: cåÎ
F917: cåÏ
F918: cåÞStart
F919: IneqTypeAnd
F91A: @
F91B: fåÞ
F91C: File
F91D: VarList
F91E: ClrMat
F91F: @
F920: ZoomAuto
F921: Xdot
F922: RightXdot
F923: @
F924: DrawDistNorm
F925: DrawDistT
F926: DrawDistChi
F927: DrawDistF
F928: None
F929: StickLength
F92A: StickHoriz
F92B: IneqTypeOr
F92C: Graph X>
F92D: Graph X<
F92E: Graph X
F92F: Graph X
F930: StrJoin(
F931: StrLen(
F932: StrCmp(
F933: StrSrc(
F934: StrLeft(
F935: StrRight(
F936: StrMid(
F937: ExpæžStr(
F938: Exp(
F939: StrUpr(
F93A: StrLwr(
F93B: StrInv(
F93C: StrShift(
F93D: StrRotate(
F93E: @
F93F: Str
F940: @
F941: @
F942: @
F943: @
F944: @
F945: @
F946: @
F947: @
F948: @
F949: @
F94A: @
F94B: @
F94C: @
F94D: @
F94E: @
F94F: @
F950: @
F951: @
F952: @
F953: @
F954: @
F955: @
F956: @
F957: @
F958: @
F959: @
F95A: @
F95B: @
F95C: @
F95D: @
F95E: @
F95F: @
F960: @
F961: @
F962: @
F963: @
F964: @
F965: @
F966: @
F967: @
F968: @
F969: @
F96A: @
F96B: @
F96C: @
F96D: @
F96E: @
F96F: @
F970: @
F971: @
F972: @
F973: @
F974: @
F975: @
F976: @
F977: @
F978: @
F979: @
F97A: @
F97B: @
F97C: @
F97D: @
F97E: @
F97F: @
F980: NormPD(
F981: NormCD(
F982: InvNormCD(
F983: tPD(
F984: tCD(
F985: InvTCD(
F986: ChiPD(
F987: ChiCD(
F988: InvChiCD(
F989: FPD(
F98A: FCD(
F98B: InvFCD(
F98C: BinominalPD(
F98D: BinominalCD(
F98E: InvBinominalCD(
F98F: PoissonPD(
F990: PoissonCD(
F991: InvPoissonCD(
F992: GeoPD(
F993: GeoCD(
F994: InvGeoCD(
F995: HypergeoPD(
F996: HypergeoCD(
F997: InvHypergeoCD(
F998: @
F999: @
F99A: @
F99B: @
F99C: @
F99D: @
F99E: @
F99F: @
F9A0: Smpl_SI(
F9A1: Smpl_SFV(
F9A2: Cmpd_n(
F9A3: Cmpd_I%(
F9A4: Cmpd_PV(
F9A5: Cmpd_PMT(
F9A6: Cmpd_FV(
F9A7: Cash_NPV(
F9A8: Cash_IRR(
F9A9: Cash_PBP(
F9AA: Cash_NFV(
F9AB: Amt_BAL(
F9AC: Amt_INT(
F9AD: Amt_PRN(
F9AE: Amt_åQINT(
F9AF: Amt_åQPRN(
F9B0: Cnvt_EFF(
F9B1: Cnvt_APR(
F9B2: Cost(
F9B3: Sell(
F9B4: Margin(
F9B5: PmtEnd
F9B6: PmtBgn
F9B7: Bond_PRC(
F9B8: Bond_YLD(
F9B9: DateMode365
F9BA: DateMode360
F9BB: PeriodsAnnual
F9BC: PeriodsSemi
F9BD: Days_Prd(
F9BE: @
F9BF: @
F9C0: @
F9C1: @
F9C2: @
F9C3: @
F9C4: @
F9C5: @
F9C6: @
F9C7: @
F9C8: @
F9C9: @
F9CA: @
F9CB: @
F9CC: @
F9CD: @
F9CE: @
F9CF: @
F9D0: @
F9D1: @
F9D2: @
F9D3: @
F9D4: @
F9D5: @
F9D6: @
F9D7: @
F9D8: @
F9D9: @
F9DA: @
F9DB: @
F9DC: @
F9DD: @
F9DE: @
F9DF: @
F9E0: OneSampleZTest
F9E1: TwoSampleZTest
F9E2: OnePropZTest
F9E3: TwoPropZTest
F9E4: @
F9E5: @
F9E6: @
F9E7: @
F9E8: OneSampleTTest
F9E9: TwoSampleTTest
F9EA: LinRegTTest
F9EB: ChiGOFTest
F9EC: ChiTest
F9ED: TwoSampleFTest
F9EE: OneWayANOVA
F9EF: TwoWayANOVA
F9F0: x1InvN
F9F1: x2InvN
F9F2: xInv
F9F3: @
F9F4: @
F9F5: @
F9F6: @
F9F7: @
F9F8: @
F9F9: @
F9FA: @
F9FB: zLow
F9FC: zUp
F9FD: tLow
F9FE: tUp
F9FF: @
E500: @
E501: å
E502: å
E503: å
E504: å
E505: å
E506: å
E507: å
E508: å
E509: å
E50A: å

E50B: å
E50C: å
E50D: å

E50E: å
E50F: å
E510: å
E511: å
E512: å
E513: å
E514: å
E515: å
E516: å
E517: å
E518: å
E519: å
E51A: å
E51B: å
E51C: å
E51D: å
E51E: å
E51F: @
E520: å
E521: å!
E522: å"
E523: å#
E524: å$
E525: å%
E526: å&
E527: å'
E528: å(
E529: å)
E52A: å*
E52B: å+
E52C: å,
E52D: å-
E52E: å.
E52F: å/
E530: å0
E531: å1
E532: å2
E533: å3
E534: å4
E535: å5
E536: @
E537: @
E538: @
E539: @
E53A: @
E53B: @
E53C: @
E53D: @
E53E: @
E53F: @
E540: å@
E541: åA
E542: åB
E543: åC
E544: åD
E545: åE
E546: åF
E547: åG
E548: åH
E549: åI
E54A: åJ
E54B: åK
E54C: åL
E54D: åM
E54E: åN
E54F: åO
E550: åP
E551: åQ
E552: @
E553: åS
E554: åT
E555: åU
E556: åV
E557: åW
E558: åX
E559: @
E55A: @
E55B: @
E55C: @
E55D: @
E55E: @
E55F: @
E560: å`
E561: åa
E562: åb
E563: åc
E564: åd
E565: åe
E566: åf
E567: åg
E568: åh
E569: åi
E56A: åj
E56B: åk
E56C: ål
E56D: åm
E56E: ån
E56F: åo
E570: åp
E571: åq
E572: år
E573: ås
E574: åt
E575: åu
E576: åv
E577: åw
E578: åx
E579: åy
E57A: åz
E57B: å{
E57C: å|
E57D: å}
E57E: å~
E57F: @
E580: å€
E581: å
E582: å‚
E583: @
E584: @
E585: @
E586: @
E587: @
E588: @
E589: @
E58A: @
E58B: @
E58C: @
E58D: @
E58E: @
E58F: @
E590: å
E591: å‘
E592: å’
E593: å“
E594: å”
E595: å•
E596: å–
E597: å—
E598: å˜
E599: å™
E59A: åš
E59B: å›
E59C: åœ
E59D: å
E59E: åž
E59F: åŸ
E5A0: å 
E5A1: å¡
E5A2: å¢
E5A3: å£
E5A4: å¤
E5A5: å¥
E5A6: å¦
E5A7: å§
E5A8: @
E5A9: @
E5AA: @
E5AB: @
E5AC: @
E5AD: @
E5AE: @
E5AF: @
E5B0: å°
E5B1: å±
E5B2: å²
E5B3: å³
E5B4: å´
E5B5: åµ
E5B6: å¶
E5B7: å·
E5B8: å¸
E5B9: å¹
E5BA: åº
E5BB: å»
E5BC: å¼
E5BD: å½
E5BE: å¾
E5BF: å¿
E5C0: åÀ
E5C1: åÁ
E5C2: åÂ
E5C3: åÃ
E5C4: åÄ
E5C5: åÅ
E5C6: åÆ
E5C7: åÇ
E5C8: åÈ
E5C9: åÉ
E5CA: åÊ
E5CB: åË
E5CC: åÌ
E5CD: åÍ
E5CE: åÎ
E5CF: åÏ
E5D0: åÐ
E5D1: åÑ
E5D2: åÒ
E5D3: åÓ
E5D4: åÔ
E5D5: åÕ
E5D6: åÖ
E5D7: å×
E5D8: åØ
E5D9: åÙ
E5DA: åÚ
E5DB: åÛ
E5DC: åÜ
E5DD: åÝ
E5DE: åÞ
E5DF: åß
E5E0: @
E5E1: @
E5E2: @
E5E3: @
E5E4: @
E5E5: @
E5E6: @
E5E7: @
E5E8: @
E5E9: @
E5EA: @
E5EB: @
E5EC: @
E5ED: @
E5EE: @
E5EF: @
E5F0: @
E5F1: @
E5F2: @
E5F3: @
E5F4: @
E5F5: @
E5F6: @
E5F7: @
E5F8: @
E5F9: @
E5FA: @
E5FB: @
E5FC: @
E5FD: @
E5FE: @
E5FF: @
E600: @
E601: æ
E602: æ
E603: æ
E604: æ
E605: æ
E606: æ
E607: æ
E608: æ
E609: æ
E60A: æ

E60B: æ
E60C: æ
E60D: æ

E60E: æ
E60F: æ
E610: æ
E611: æ
E612: æ
E613: æ
E614: æ
E615: æ
E616: æ
E617: æ
E618: æ
E619: æ
E61A: æ
E61B: æ
E61C: æ
E61D: æ
E61E: æ
E61F: æ
E620: æ
E621: æ!
E622: æ"
E623: æ#
E624: æ$
E625: æ%
E626: æ&
E627: æ'
E628: æ(
E629: æ)
E62A: æ*
E62B: æ+
E62C: æ,
E62D: æ-
E62E: æ.
E62F: æ/
E630: æ0
E631: æ1
E632: æ2
E633: æ3
E634: æ4
E635: æ5
E636: @
E637: @
E638: @
E639: @
E63A: @
E63B: @
E63C: @
E63D: @
E63E: @
E63F: @
E640: æ@
E641: æA
E642: æB
E643: æC
E644: æD
E645: æE
E646: æF
E647: æG
E648: æH
E649: æI
E64A: æJ
E64B: æK
E64C: æL
E64D: æM
E64E: æN
E64F: æO
E650: æP
E651: æQ
E652: æR
E653: æS
E654: æT
E655: æU
E656: æV
E657: æW
E658: æX
E659: @
E65A: @
E65B: @
E65C: @
E65D: @
E65E: @
E65F: @
E660: æ`
E661: æa
E662: æb
E663: æc
E664: æd
E665: æe
E666: æf
E667: æg
E668: æh
E669: æi
E66A: æj
E66B: æk
E66C: æl
E66D: æm
E66E: æn
E66F: æo
E670: æp
E671: æq
E672: ær
E673: æs
E674: æt
E675: æu
E676: æv
E677: æw
E678: æx
E679: æy
E67A: æz
E67B: æ{
E67C: æ|
E67D: æ}
E67E: æ~
E67F: @
E680: æ€
E681: æ
E682: æ‚
E683: @
E684: @
E685: @
E686: @
E687: @
E688: @
E689: @
E68A: @
E68B: @
E68C: @
E68D: @
E68E: @
E68F: @
E690: æ
E691: æ‘
E692: æ’
E693: æ“
E694: æ”
E695: æ•
E696: æ–
E697: æ—
E698: æ˜
E699: æ™
E69A: æš
E69B: æ›
E69C: æœ
E69D: æ
E69E: æž
E69F: æŸ
E6A0: æ 
E6A1: æ¡
E6A2: æ¢
E6A3: æ£
E6A4: æ¤
E6A5: æ¥
E6A6: æ¦
E6A7: æ§
E6A8: æ¨
E6A9: æ©
E6AA: æª
E6AB: @
E6AC: @
E6AD: @
E6AE: @
E6AF: @
E6B0: æ°
E6B1: æ±
E6B2: æ²
E6B3: æ³
E6B4: æ´
E6B5: æµ
E6B6: æ¶
E6B7: æ·
E6B8: æ¸
E6B9: æ¹
E6BA: æº
E6BB: æ»
E6BC: æ¼
E6BD: æ½
E6BE: æ¾
E6BF: æ¿
E6C0: æÀ
E6C1: æÁ
E6C2: æÂ
E6C3: æÃ
E6C4: æÄ
E6C5: æÅ
E6C6: æÆ
E6C7: æÇ
E6C8: æÈ
E6C9: æÉ
E6CA: æÊ
E6CB: æË
E6CC: æÌ
E6CD: æÍ
E6CE: æÎ
E6CF: æÏ
E6D0: æÐ
E6D1: æÑ
E6D2: æÒ
E6D3: æÓ
E6D4: æÔ
E6D5: æÕ
E6D6: æÖ
E6D7: æ×
E6D8: æØ
E6D9: æÙ
E6DA: æÚ
E6DB: æÛ
E6DC: æÜ
E6DD: æÝ
E6DE: æÞ
E6DF: æß
E6E0: @
E6E1: @
E6E2: @
E6E3: @
E6E4: @
E6E5: @
E6E6: @
E6E7: @
E6E8: @
E6E9: @
E6EA: @
E6EB: @
E6EC: @
E6ED: @
E6EE: @
E6EF: @
E6F0: @
E6F1: @
E6F2: @
E6F3: @
E6F4: @
E6F5: @
E6F6: @
E6F7: @
E6F8: @
E6F9: @
E6FA: @
E6FB: @
E6FC: @
E6FD: @
E6FE: @
E6FF: @
E700: @
E701: [ns]
E702: [æKs]
E703: [ms]
E704: [s]
E705: [min]
E706: [h]
E707: [day]
E708: [week]
E709: [yr]
E70A: [s-yr]
E70B: [t-yr]
E70C: [ŒC]
E70D: [K]
E70E: [ŒF]
E70F: [ŒR]
E710: [u]
E711: [g]
E712: [kg]
E713: [lb]
E714: [oz]
E715: [slug]
E716: [ton(short)]
E717: [ton(long)]
E718: @
E719: [mton]
E71A: [l-atm]
E71B: [ftæªlbf]
E71C: [calçIçT]
E71D: [calçtçh]
E71E: [Btu]
E71F: [kWæªh]
E720: [kgfæªm]
E721: [Pa]
E722: [kPa]
E723: [bar]
E724: [mmHåÒO]
E725: [mmHg]
E726: [inHåÒO]
E727: [inHg]
E728: [lbf/inåÂ]
E729: [kgf/cmåÂ]
E72A: [atm]
E72B: [dyne]
E72C: [N]
E72D: [kgf]
E72E: [lbf]
E72F: [tonf]
E730: @
E731: @
E732: @
E733: @
E734: @
E735: @
E736: @
E737: @
E738: @
E739: @
E73A: @
E73B: @
E73C: @
E73D: @
E73E: @
E73F: @
E740: @
E741: çA
E742: çB
E743: çC
E744: çD
E745: çE
E746: çF
E747: çG
E748: çH
E749: çI
E74A: çJ
E74B: çK
E74C: çL
E74D: çM
E74E: çN
E74F: çO
E750: çP
E751: çQ
E752: çR
E753: çS
E754: çT
E755: çU
E756: çV
E757: çW
E758: çX
E759: çY
E75A: çZ
E75B: @
E75C: @
E75D: @
E75E: @
E75F: @
E760: @
E761: ça
E762: çb
E763: çc
E764: çd
E765: çe
E766: çf
E767: çg
E768: çh
E769: çi
E76A: çj
E76B: çk
E76C: çl
E76D: çm
E76E: çn
E76F: ço
E770: çp
E771: çq
E772: çr
E773: çs
E774: çt
E775: çu
E776: çv
E777: çw
E778: çx
E779: çy
E77A: çz
E77B: @
E77C: @
E77D: @
E77E: @
E77F: @
E780: @
E781: @
E782: @
E783: @
E784: @
E785: @
E786: @
E787: @
E788: @
E789: @
E78A: @
E78B: @
E78C: @
E78D: @
E78E: @
E78F: @
E790: @
E791: @
E792: @
E793: @
E794: @
E795: @
E796: @
E797: @
E798: @
E799: @
E79A: @
E79B: @
E79C: @
E79D: @
E79E: @
E79F: @
E7A0: @
E7A1: @
E7A2: @
E7A3: @
E7A4: @
E7A5: @
E7A6: @
E7A7: @
E7A8: @
E7A9: @
E7AA: @
E7AB: @
E7AC: @
E7AD: @
E7AE: @
E7AF: @
E7B0: [fm]
E7B1: @
E7B2: [mm]
E7B3: [cm]
E7B4: [m]
E7B5: [km]
E7B6: [Mil]
E7B7: [in]
E7B8: [ft]
E7B9: [yd]
E7BA: [fath]
E7BB: [rd]
E7BC: @
E7BD: [mile]
E7BE: @
E7BF: [n mile]
E7C0: [acre]
E7C1: @
E7C2: [ha]
E7C3: [cmåÂ]
E7C4: [måÂ]
E7C5: [kmåÂ]
E7C6: @
E7C7: [inåÂ]
E7C8: [ftåÂ]
E7C9: [ydåÂ]
E7CA: [mileåÂ]
E7CB: [m/s]
E7CC: [km/h]
E7CD: [ft/s]
E7CE: [mile/h]
E7CF: [knot]
E7D0: [mL]
E7D1: [L]
E7D2: [tsp]
E7D3: [cmåÃ]
E7D4: [måÃ]
E7D5: [tbsp]
E7D6: @
E7D7: [inåÃ]
E7D8: [ftåÃ]
E7D9: [fl_oz(UK)]
E7DA: [fl_oz(US)]
E7DB: [cup]
E7DC: [pt]
E7DD: [qt]
E7DE: [gal(US)]
E7DF: [gal(UK)]
E7E0: @
E7E1: @
E7E2: [æKm]
E7E3: [mg]
E7E4: [å]
E7E5: @
E7E6: @
E7E7: @
E7E8: [AU]
E7E9: [l.y.]
E7EA: [pc]
E7EB: [ftæªlbf/s]
E7EC: [calçtçh/s]
E7ED: [hp]
E7EE: [Btu/min]
E7EF: [W]
E7F0: [eV]
E7F1: [erg]
E7F2: [J]
E7F3: [calåÑåÕ]
E7F4: [kcalåÑåÕ]
E7F5: [kcalçtçh]
E7F6: @
E7F7: @
E7F8: @
E7F9: @
E7FA: @
E7FB: [kcalçIçT]
E7FC: @
E7FD: @
E7FE: @
E7FF: @
I'll be back!

Member
Posts: 24
Joined: Sun Aug 31, 2014 4:48 pm
Calculators: Casio Cfx Series, Casio fx-9860GII

Re: Complete list (all 2900) of fx9860GII functions

Postby Jsec42 » Sun Sep 20, 2015 2:05 pm

Unfortunately that does seem to be the best way to save/restore variables. :yawn:

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