; Keypress Equates ;====================================================================== ; Keyboard key names ; ; kRight EQU 001h kLeft EQU 002h kUp EQU 003h kDown EQU 004h kEnter EQU 005h kAlphaEnter EQU 006h kAlphaUp EQU 007h kAlphaDown EQU 008h kClear EQU 009h kDel EQU 00Ah kIns EQU 00Bh kRecall EQU 00Ch kLastEnt EQU 00Dh kBOL EQU 00Eh kEOL EQU 00Fh ; kSelAll EQU 010h kUnselAll EQU 011h kLtoTI82 EQU 012h kBackup EQU 013h kRecieve EQU 014h kLnkQuit EQU 015h kTrans EQU 016h kRename EQU 017h kOverw EQU 018h kOmit EQU 019h kCont EQU 01Ah kSendID EQU 01Bh kSendSW EQU 01Ch kYes EQU 01Dh kNoWay EQU 01Eh kvSendType EQU 01Fh kOverWAll EQU 020h ; kNo EQU 025h kKReset EQU 026h kApp EQU 027h ; kDoug EQU 028h kListflag EQU 029h menuStart EQU 02Bh ; kAreYouSure EQU 02Bh kAppsMenu EQU 02Ch kPrgm EQU 02Dh kZoom EQU 02Eh kDraw EQU 02Fh kSPlot EQU 030h kStat EQU 031h kMath EQU 032h kTest EQU 033h kChar EQU 034h kVars EQU 035h kMem EQU 036h kMatrix EQU 037h kDist EQU 038h kAngle EQU 039h kList EQU 03Ah kCalc EQU 03Bh kFin EQU 03Ch ; menuEnd EQU kFin ; kCatalog EQU 03Eh kInputDone EQU 03Fh kOff EQU kInputDone ; kQuit EQU 040h appStart EQU kQuit ; kLinkIO EQU 041h kMatrixEd EQU 042h kStatEd EQU 043h kGraph EQU 044h kMode EQU 045h kPrgmEd EQU 046h ; PROGRAM EDIT kPrgmCr EQU 047h ; PROGRAM CREATE kWindow EQU 048h ; RANGE EDITOR kYequ EQU 049h ; EQUATION EDITOR kTable EQU 04Ah ; TABLE EDITOR kTblSet EQU 04Bh ; TABLE SET kChkRAM EQU 04Ch ; CHECK RAM kDelMem EQU 04Dh ; DELETE MEM kResetMem EQU 04Eh ; RESET MEM kResetDef EQU 04Fh ; RESET DEFAULT kPrgmInput EQU 050h ; PROGRAM INPUT kZFactEd EQU 051h ; ZOOM FACTOR EDITOR kError EQU 052h ; ERROR kSolveTVM EQU 053h ; TVM SOLVER kSolveRoot EQU 054h ; SOLVE EDITOR kStatP EQU 055h ; stat plot kInfStat EQU 056h ; Inferential Statistic kFormat EQU 057h ; FORMAT kExtApps EQU 058h ; External Applications. NEW kNewApps EQU 059h ; New Apps for Cerberus. ; append EQU kNewApps ; echoStart1 EQU 05Ah ; kTrace EQU 05Ah kZFit EQU 05Bh kZIn EQU 05Ch kZOut EQU 05Dh kZPrev EQU 05Eh kBox EQU 05Fh kDecml EQU 060h kSetZm EQU 061h kSquar EQU 062h kStd EQU 063h kTrig EQU 064h kUsrZm EQU 065h kZSto EQU 066h kZInt EQU 067h kZStat EQU 068h ; echoStart2 EQU 069h ; kSelect EQU 069h kCircl EQU 06Ah kClDrw EQU 06Bh kLine EQU 06Ch kPen EQU 06Dh kPtChg EQU 06Eh kPtOff EQU 06Fh kPtOn EQU 070h kVert EQU 071h kHoriz EQU 072h kText EQU 073h kTanLn EQU 074h ; kEval EQU 075h kInters EQU 076h kDYDX EQU 077h kFnIntg EQU 078h kRootG EQU 079h kDYDT EQU 07Ah kDXDT EQU 07Bh kDRDo EQU 07Ch KGFMin EQU 07Dh KGFMax EQU 07Eh ; ; EchoStart EQU 07Fh ; kListName EQU 07Fh kAdd EQU 080h kSub EQU 081h kMul EQU 082h kDiv EQU 083h kExpon EQU 084h kLParen EQU 085h kRParen EQU 086h kLBrack EQU 087h kRBrack EQU 088h kShade EQU 089h kStore EQU 08Ah kComma EQU 08Bh kChs EQU 08Ch kDecPnt EQU 08Dh k0 EQU 08Eh k1 EQU 08Fh k2 EQU 090h k3 EQU 091h k4 EQU 092h k5 EQU 093h k6 EQU 094h k7 EQU 095h k8 EQU 096h k9 EQU 097h kEE EQU 098h kSpace EQU 099h kCapA EQU 09Ah kCapB EQU 09Bh kCapC EQU 09Ch kCapD EQU 09Dh kCapE EQU 09Eh kCapF EQU 09Fh kCapG EQU 0A0h kCapH EQU 0A1h kCapI EQU 0A2h kCapJ EQU 0A3h kCapK EQU 0A4h kCapL EQU 0A5h kCapM EQU 0A6h kCapN EQU 0A7h kCapO EQU 0A8h kCapP EQU 0A9h kCapQ EQU 0AAh kCapR EQU 0ABh kCapS EQU 0ACh kCapT EQU 0ADh kCapU EQU 0AEh kCapV EQU 0AFh kCapW EQU 0B0h kCapX EQU 0B1h kCapY EQU 0B2h kCapZ EQU 0B3h kVarx EQU 0B4h kPi EQU 0B5h kInv EQU 0B6h kSin EQU 0B7h kASin EQU 0B8h kCos EQU 0B9h kACos EQU 0BAh kTan EQU 0BBh kATan EQU 0BCh kSquare EQU 0BDh kSqrt EQU 0BEh kLn EQU 0BFh kExp EQU 0C0h kLog EQU 0C1h kALog EQU 0C2h kToABC EQU 0C3h ; kClrTbl EQU 0C4h ; kAns EQU 0C5h kColon EQU 0C6h ; kNDeriv EQU 0C7h kFnInt EQU 0C8h kRoot EQU 0C9h ; kQuest EQU 0CAh kQuote EQU 0CBh kTheta EQU 0CCh kIf EQU 0CDh kThen EQU 0CEh kElse EQU 0CFh kFor EQU 0D0h kWhile EQU 0D1h kRepeat EQU 0D2h kEnd EQU 0D3h kPause EQU 0D4h kLbl EQU 0D5h kGoto EQU 0D6h kISG EQU 0D7h kDSL EQU 0D8h kMenu EQU 0D9h kExec EQU 0DAh kReturn EQU 0DBh kStop EQU 0DCh kInput EQU 0DDh kPrompt EQU 0DEh kDisp EQU 0DFh kDispG EQU 0E0h kDispT EQU 0E1h kOutput EQU 0E2h kGetKey EQU 0E3h kClrHome EQU 0E4h kPrtScr EQU 0E5h kSinH EQU 0E6h kCosH EQU 0E7h kTanH EQU 0E8h kASinH EQU 0E9h kACosH EQU 0EAh kATanH EQU 0EBh kLBrace EQU 0ECh kRBrace EQU 0EDh kI EQU 0EEh kCONSTeA EQU 0EFh kPlot3 EQU 0F0h kFMin EQU 0F1h kFMax EQU 0F2h kL1A EQU 0F3h kL2A EQU 0F4h kL3A EQU 0F5h kL4A EQU 0F6h kL5A EQU 0F7h kL6A EQU 0F8h kunA EQU 0F9h kvnA EQU 0FAh kwnA EQU 0FBh ; ;====================================================================== ; THIS KEY MEANS THAT IT IS A 2 BYTE KEYCODE ; THERE ARE 2 OF THESE KEYS; BE CAREFUL WITH USAGE ;====================================================================== ; kExtendEcho2 EQU 0FCh ; ;======================================================================; ; THIS KEY MEANS THAT THE KEY PRESS IS ONE THAT ECHOS ; INTO A BUFFER, AND IT IS A 2 BYTE KEY CODE, GO LOOK AT ; (EXTECHO) FOR THE KEY VALUE ;====================================================================== ; kExtendEcho EQU 0FEh ; ;====================================================================== ; THIS KEY MEANS THAT IT IS A 2 BYTE KEYCODE ; UNLESS (EXTECHO) IS 0 THEN IT IS AN OLD 1 BYTE KEYCODE ; THERE ARE 3 OF THESE KEYS; BE CAREFUL WITH USAGE ;====================================================================== ?kExtendEcho3 EQU 0FBh kE1BT EQU 0 kDrawInv EQU kE1BT kDrawF EQU kE1BT+1 kPixelOn EQU kE1BT+2 kPixelOff EQU kE1BT+3 kPxlTest EQU kE1BT+4 kRCGDB EQU kE1BT+5 kRCPic EQU kE1BT+6 kSTGDB EQU kE1BT+7 kSTPic EQU kE1BT+8 kAbs EQU kE1BT+9 kTEqu EQU kE1BT+10 ; == kTNoteQ EQU kE1BT+11 ; <> kTGT EQU kE1BT+12 ; > kTGTE EQU kE1BT+13 ; > = kTLT EQU kE1BT+14 ; < kTLTE EQU kE1BT+15 ; < = kAnd EQU kE1BT+16 kOr EQU kE1BT+17 kXor EQU kE1BT+18 kNot EQU kE1BT+19 kLR1 EQU kE1BT+20 kXRoot EQU kE1BT+21 kCube EQU kE1BT+22 kCbRt EQU kE1BT+23 ; Cube ROOT kToDec EQU kE1BT+24 ; kCubicR EQU kE1BT+25 kQuartR EQU kE1BT+26 ; kPlot1 EQU kE1BT+27 kPlot2 EQU kE1BT+28 ; kRound EQU kE1BT+29 kIPart EQU kE1BT+30 kFPart EQU kE1BT+31 kInt EQU kE1BT+32 kRand EQU kE1BT+33 kNPR EQU kE1BT+34 kNCR EQU kE1BT+35 kXFactorial EQU kE1BT+36 kRad EQU kE1BT+37 kDegr EQU kE1BT+38 ; DEGREES CONV kAPost EQU kE1BT+39 kToDMS EQU kE1BT+40 kRToPo EQU kE1BT+41 ; R kRToPr EQU kE1BT+42 kPToRx EQU kE1BT+43 kPToRy EQU kE1BT+44 kRowSwap EQU kE1BT+45 kRowPlus EQU kE1BT+46 kTimRow EQU kE1BT+47 kTRowP EQU kE1BT+48 kSortA EQU kE1BT+49 kSortD EQU kE1BT+50 kSeq EQU kE1BT+51 kMin EQU kE1BT+52 kMax EQU kE1BT+53 kMean EQU kE1BT+54 kMedian EQU kE1BT+55 kSum EQU kE1BT+56 kProd EQU kE1BT+57 kDet EQU kE1BT+58 kTransp EQU kE1BT+59 kDim EQU kE1BT+60 kFill EQU kE1BT+61 kIdent EQU kE1BT+62 kRandm EQU kE1BT+63 kAug EQU kE1BT+64 kOneVar EQU kE1BT+65 kTwoVar EQU kE1BT+66 kLR EQU kE1BT+67 kLRExp EQU kE1BT+68 kLRLn EQU kE1BT+69 kLRPwr EQU kE1BT+70 kMedMed EQU kE1BT+71 kQuad EQU kE1BT+72 kClrLst EQU kE1BT+73 kHist EQU kE1BT+74 kxyLine EQU kE1BT+75 kScatter EQU kE1BT+76 kmRad EQU kE1BT+77 kmDeg EQU kE1BT+78 kmNormF EQU kE1BT+79 kmSci EQU kE1BT+80 kmEng EQU kE1BT+81 kmFloat EQU kE1BT+82 kFix EQU kE1BT+83 kSplitOn EQU kE1BT+84 kFullScreen EQU kE1BT+85 kStndrd EQU kE1BT+86 kParam EQU kE1BT+87 kPolar EQU kE1BT+88 kSeqG EQU kE1BT+89 kAFillOn EQU kE1BT+90 kAFillOff EQU kE1BT+91 kACalcOn EQU kE1BT+92 kACalcOff EQU kE1BT+93 kFNOn EQU kE1BT+94 kFNOff EQU kE1BT+95 kPlotsOn EQU kE1BT+96 kPlotsOff EQU kE1BT+97 kPixelChg EQU kE1BT+98 kSendMBL EQU kE1BT+99 kRecvMBL EQU kE1BT+100 kBoxPlot EQU kE1BT+101 kBoxIcon EQU kE1BT+102 kCrossIcon EQU kE1BT+103 kDotIcon EQU kE1BT+104 kE2BT EQU kE1BT+105 kSeqential EQU kE2BT kSimulG EQU kE2BT+1 kPolarG EQU kE2BT+2 kRectG EQU kE2BT+3 kCoordOn EQU kE2BT+4 kCoordOff EQU kE2BT+5 kDrawLine EQU kE2BT+6 kDrawDot EQU kE2BT+7 kAxisOn EQU kE2BT+8 kAxisOff EQU kE2BT+9 kGridOn EQU kE2BT+10 kGridOff EQU kE2BT+11 kLblOn EQU kE2BT+12 kLblOff EQU kE2BT+13 kL1 EQU kE2BT+14 kL2 EQU kE2BT+15 kL3 EQU kE2BT+16 kL4 EQU kE2BT+17 kL5 EQU kE2BT+18 kL6 EQU kE2BT+19 ; ;====================================================================== ; These keys are layed on top of existing keys to ; enable localization in the inferential stats editor ;====================================================================== ; kinfData EQU kL1 kinfStats EQU kL1+1 kinfYes EQU kL1+2 kinfNo EQU kL1+3 kinfCalc EQU kL1+4 kinfDraw EQU kL1+5 kinfAlt1ne EQU kL1+6 kinfAlt1lt EQU kL1+7 kinfAlt1gt EQU kL1+8 kinfAlt2ne EQU kL1+9 kinfAlt2lt EQU kL1+10 kinfAlt2gt EQU kL1+11 kinfAlt3ne EQU kL1+12 kinfAlt3lt EQU kL1+13 kinfAlt3gt EQU kL1+14 kinfAlt4ne EQU kL1+15 kinfAlt4lt EQU kL1+16 kinfAlt4gt EQU kL1+17 kinfAlt5ne EQU kL1+18 kinfAlt5lt EQU kL1+19 kinfAlt5gt EQU kL1+20 kinfAlt6ne EQU kL1+21 kinfAlt6lt EQU kL1+22 kinfAlt6gt EQU kL1+23 ; ; kMatA EQU kE2BT+20 kMatB EQU kE2BT+21 kMatC EQU kE2BT+22 kMatD EQU kE2BT+23 kMatE EQU kE2BT+24 kXmin EQU kE2BT+25 kXmax EQU kE2BT+26 kXscl EQU kE2BT+27 kYmin EQU kE2BT+28 kYmax EQU kE2BT+29 kYscl EQU kE2BT+30 kTmin EQU kE2BT+31 kTmax EQU kE2BT+32 kTStep EQU kE2BT+33 kOmin EQU kE2BT+34 kOmax EQU kE2BT+35 kOStep EQU kE2BT+36 ku0 EQU kE2BT+37 kv0 EQU kE2BT+38 knMin EQU kE2BT+39 knMax EQU kE2BT+40 kDeltaY EQU kE2BT+41 kDeltaX EQU kE2BT+42 kZXmin EQU kE2BT+43 kZXmax EQU kE2BT+44 kZXscl EQU kE2BT+45 kZYmin EQU kE2BT+46 kZYmax EQU kE2BT+47 kZYscl EQU kE2BT+48 kZTmin EQU kE2BT+49 kZTmax EQU kE2BT+50 kZTStep EQU kE2BT+51 kZOmin EQU kE2BT+52 kZOmax EQU kE2BT+53 kZOStep EQU kE2BT+54 kZu0 EQU kE2BT+55 kZv0 EQU kE2BT+56 kZnMin EQU kE2BT+57 kZnMax EQU kE2BT+58 kDelLast EQU kE2BT+59 kSinReg EQU kE2BT+60 kConstE EQU kE2BT+61 kPic1 EQU kE2BT+62 kPic2 EQU kE2BT+63 kPic3 EQU kE2BT+64 kDelVar EQU kE2BT+65 kGetCalc EQU kE2BT+66 kRealM EQU kE2BT+67 kPolarM EQU kE2BT+68 kRectM EQU kE2BT+69 kuv EQU kE2BT+70 ; U vs V kvw EQU kE2BT+71 ; V vs W kuw EQU kE2BT+72 ; U vs W kFinPMTend EQU kE2BT+73 kFinPMTbeg EQU kE2BT+74 ; kGraphStyle EQU kE2BT+75 ; kExprOn EQU kE2BT+76 kExprOff EQU kE2BT+77 kStatA EQU kE2BT+78 kStatB EQU kE2BT+79 kStatC EQU kE2BT+80 kCorr EQU kE2BT+81 kStatD EQU kE2BT+82 kStatE EQU kE2BT+83 kRegEq EQU kE2BT+84 kMinX EQU kE2BT+85 kQ1 EQU kE2BT+86 kMD EQU kE2BT+87 kQ3 EQU kE2BT+88 kMaxX EQU kE2BT+89 kStatX1 EQU kE2BT+90 kStatY1 EQU kE2BT+91 kStatX2 EQU kE2BT+92 kStatY2 EQU kE2BT+93 kStatX3 EQU kE2BT+94 kStatY3 EQU kE2BT+95 kTblMin EQU kE2BT+96 kTblStep EQU kE2BT+97 kSetupLst EQU kE2BT+98 kClrAllLst EQU kE2BT+99 kLogistic EQU kE2BT+100 kZTest EQU kE2BT+101 kTTest EQU kE2BT+102 k2SampZTest EQU kE2BT+103 k2SampTTest EQU kE2BT+104 k1PropZTest EQU kE2BT+105 k2PropZTest EQU kE2BT+106 kChiTest EQU kE2BT+107 k2SampFTest EQU kE2BT+108 kZIntVal EQU kE2BT+109 kTIntVal EQU kE2BT+110 k2SampTInt EQU kE2BT+111 k2SampZInt EQU kE2BT+112 k1PropZInt EQU kE2BT+113 k2PropZInt EQU kE2BT+114 kDNormal EQU kE2BT+115 kInvNorm EQU kE2BT+116 kDT EQU kE2BT+117 kChi EQU kE2BT+118 kDF EQU kE2BT+119 kBinPDF EQU kE2BT+120 kBinCDF EQU kE2BT+121 kPoiPDF EQU kE2BT+122 kPoiCDF EQU kE2BT+123 kun EQU kE2BT+124 kvn EQU kE2BT+125 kwn EQU kE2BT+126 kRecn EQU kE2BT+127 kPlotStart EQU kE2BT+128 kZPlotStart EQU kE2BT+129 ; recursion n kXFact EQU kE2BT+130 ; PlotStart kYFact EQU kE2BT+131 ; ZPlotStart kANOVA EQU kE2BT+132 ; XFact kMaxY EQU kE2BT+133 ; YFact kWebOn EQU kE2BT+134 ; MinY kWebOff EQU kE2BT+135 ; MaxY kTblInput EQU kE2BT+136 ; WEB ON kGeoPDF EQU kE2BT+137 ; WEB OFF kGeoCDF EQU kE2BT+138 ; WEB OFF kShadeNorm EQU kE2BT+139 kShadeT EQU kE2BT+140 kShadeChi EQU kE2BT+141 kShadeF EQU kE2BT+142 kPlotStep EQU kE2BT+143 kZPlotStep EQU kE2BT+144 kLinRegtTest EQU kE2BT+145 KMGT EQU kE2BT+146 ; VERT SPLIT kSelectA EQU kE2BT+147 kZFitA EQU kE2BT+148 kE2BT_End EQU kZFitA ; ; ;====================================================================== ; More 2 Byte Keys ;====================================================================== kE2BT2 EQU 0 kGDB1 EQU kE2BT2 kGDB2 EQU kE2BT2+1 kGDB3 EQU kE2BT2+2 kY1 EQU kE2BT2+3 kY2 EQU kE2BT2+4 kY3 EQU kE2BT2+5 kY4 EQU kE2BT2+6 kY5 EQU kE2BT2+7 kY6 EQU kE2BT2+8 kY7 EQU kE2BT2+9 kY8 EQU kE2BT2+10 kY9 EQU kE2BT2+11 kY0 EQU kE2BT2+12 kX1T EQU kE2BT2+13 kY1T EQU kE2BT2+14 kX2T EQU kE2BT2+15 kY2T EQU kE2BT2+16 kX3T EQU kE2BT2+17 kY3T EQU kE2BT2+18 kX4T EQU kE2BT2+19 kY4T EQU kE2BT2+20 kX5T EQU kE2BT2+21 kY5T EQU kE2BT2+22 kX6T EQU kE2BT2+23 kY6T EQU kE2BT2+24 kR1 EQU kE2BT2+25 kR2 EQU kE2BT2+26 kR3 EQU kE2BT2+27 kR4 EQU kE2BT2+28 kR5 EQU kE2BT2+29 kR6 EQU kE2BT2+30 kGDB4 EQU kE2BT2+31 kGDB5 EQU kE2BT2+32 kGDB6 EQU kE2BT2+33 kPic4 EQU kE2BT2+34 kPic5 EQU kE2BT2+35 kPic6 EQU kE2BT2+36 kGDB7 EQU kE2BT2+37 kGDB8 EQU kE2BT2+38 kGDB9 EQU kE2BT2+39 kGDB0 EQU kE2BT2+40 kPic7 EQU kE2BT2+41 kPic8 EQU kE2BT2+42 kPic9 EQU kE2BT2+43 kPic0 EQU kE2BT2+44 kStatN EQU kE2BT2+45 kXMean EQU kE2BT2+46 kConj EQU kE2BT2+47 kReal EQU kE2BT2+48 kFAngle EQU kE2BT2+49 kLCM EQU kE2BT2+50 kGCD EQU kE2BT2+51 kRandInt EQU kE2BT2+52 kRandNorm EQU kE2BT2+53 kToPolar EQU kE2BT2+54 kToRect EQU kE2BT2+55 kYMean EQU kE2BT2+56 kStdX EQU kE2BT2+57 kStdX1 EQU kE2BT2+58 kw0 EQU kE2BT2+59 kMatF EQU kE2BT2+60 kMatG EQU kE2BT2+61 kMatRH EQU kE2BT2+62 kMatI EQU kE2BT2+63 kMatJ EQU kE2BT2+64 kYMean1 EQU kE2BT2+65 kStdY EQU kE2BT2+66 kStdY1 EQU kE2BT2+67 kMatToLst EQU kE2BT2+68 kLstToMat EQU kE2BT2+69 kCumSum EQU kE2BT2+70 kDeltaLst EQU kE2BT2+71 kStdDev EQU kE2BT2+72 kVariance EQU kE2BT2+73 kLength EQU kE2BT2+74 kEquToStrng EQU kE2BT2+75 kStrngToEqu EQU kE2BT2+76 kExpr EQU kE2BT2+77 kSubStrng EQU kE2BT2+78 kInStrng EQU kE2BT2+79 kStr1 EQU kE2BT2+80 kStr2 EQU kE2BT2+81 kStr3 EQU kE2BT2+82 kStr4 EQU kE2BT2+83 kStr5 EQU kE2BT2+84 kStr6 EQU kE2BT2+85 kStr7 EQU kE2BT2+86 kStr8 EQU kE2BT2+87 kStr9 EQU kE2BT2+88 kStr0 EQU kE2BT2+89 kFinN EQU kE2BT2+90 kFinI EQU kE2BT2+91 kFinPV EQU kE2BT2+92 kFinPMT EQU kE2BT2+93 kFinFV EQU kE2BT2+94 kFinPY EQU kE2BT2+95 kFinCY EQU kE2BT2+96 kFinFPMT EQU kE2BT2+97 kFinFI EQU kE2BT2+98 kFinFPV EQU kE2BT2+99 kFinFN EQU kE2BT2+100 kFinFFV EQU kE2BT2+101 kFinNPV EQU kE2BT2+102 kFinIRR EQU kE2BT2+103 kFinBAL EQU kE2BT2+104 kFinPRN EQU kE2BT2+105 kFinINT EQU kE2BT2+106 kSumX EQU kE2BT2+107 kSumX2 EQU kE2BT2+108 kFinToNom EQU kE2BT2+109 kFinToEff EQU kE2BT2+110 kFinDBD EQU kE2BT2+111 kStatVP EQU kE2BT2+112 kStatZ EQU kE2BT2+113 kStatT EQU kE2BT2+114 kStatChi EQU kE2BT2+115 kStatF EQU kE2BT2+116 kStatDF EQU kE2BT2+117 kStatPhat EQU kE2BT2+118 kStatPhat1 EQU kE2BT2+119 kStatPhat2 EQU kE2BT2+120 kStatMeanX1 EQU kE2BT2+121 kStatMeanX2 EQU kE2BT2+122 kStatStdX1 EQU kE2BT2+123 kStatStdX2 EQU kE2BT2+124 kStatStdXP EQU kE2BT2+125 kStatN1 EQU kE2BT2+126 kStatN2 EQU kE2BT2+127 kStatLower EQU kE2BT2+128 kStatUpper EQU kE2BT2+129 kuw0 EQU kE2BT2+130 kImag EQU kE2BT2+131 kSumY EQU kE2BT2+132 kXres EQU kE2BT2+133 kStat_s EQU kE2BT2+134 kSumY2 EQU kE2BT2+135 kSumXY EQU kE2BT2+136 kuXres EQU kE2BT2+137 kModBox EQU kE2BT2+138 kNormProb EQU kE2BT2+139 kNormalPDF EQU kE2BT2+140 kTPDF EQU kE2BT2+141 kChiPDF EQU kE2BT2+142 kFPDF EQU kE2BT2+143 kMinY EQU kE2BT2+144 ; MinY kRandBin EQU kE2BT2+145 kRef EQU kE2BT2+146 kRRef EQU kE2BT2+147 kLRSqr EQU kE2BT2+148 kBRSqr EQU kE2BT2+149 kDiagOn EQU kE2BT2+150 kDiagOff EQU kE2BT2+151 kun1 EQU kE2BT2+152 ; FOR RCL USE WHEN GOTTEN FROM 82 kvn1 EQU kE2BT2+153 ; FOR RCL USE WHEN GOTTEN FROM 82 ; k83_00End EQU kvn1 ;end of original keys... kArchive EQU k83_00End + 1 kUnarchive EQU k83_00End + 2 kAsm EQU k83_00End + 3 ; Asm( kAsmPrgm EQU k83_00End + 4 ; AsmPrgm kAsmComp EQU k83_00End + 5 ; AsmComp( ; kcapAAcute EQU k83_00End + 6 kcapAGrave EQU k83_00End + 7 kcapACaret EQU k83_00End + 8 kcapADier EQU k83_00End + 9 kaAcute EQU k83_00End + 10 kaGrave EQU k83_00End + 11 kaCaret EQU k83_00End + 12 kaDier EQU k83_00End + 13 kcapEAcute EQU k83_00End + 14 kcapEGrave EQU k83_00End + 15 kcapECaret EQU k83_00End + 16 kcapEDier EQU k83_00End + 17 keAcute EQU k83_00End + 18 keGrave EQU k83_00End + 19 keCaret EQU k83_00End + 20 keDier EQU k83_00End + 21 kcapIAcute EQU k83_00End + 22 kcapIGrave EQU k83_00End + 23 kcapICaret EQU k83_00End + 24 kcapIDier EQU k83_00End + 25 kiAcute EQU k83_00End + 26 kiGrave EQU k83_00End + 27 kiCaret EQU k83_00End + 28 kiDier EQU k83_00End + 29 kcapOAcute EQU k83_00End + 30 kcapOGrave EQU k83_00End + 31 kcapOCaret EQU k83_00End + 32 kcapODier EQU k83_00End + 33 koAcute EQU k83_00End + 34 koGrave EQU k83_00End + 35 koCaret EQU k83_00End + 36 koDier EQU k83_00End + 37 kcapUAcute EQU k83_00End + 38 kcapUGrave EQU k83_00End + 39 kcapUCaret EQU k83_00End + 40 kcapUDier EQU k83_00End + 41 kuAcute EQU k83_00End + 42 kuGrave EQU k83_00End + 43 kuCaret EQU k83_00End + 44 kuDier EQU k83_00End + 45 kcapCCed EQU k83_00End + 46 kcCed EQU k83_00End + 47 kcapNTilde EQU k83_00End + 48 knTilde EQU k83_00End + 49 kaccent EQU k83_00End + 50 kgrave EQU k83_00End + 51 kdieresis EQU k83_00End + 52 kquesDown EQU k83_00End + 53 kexclamDown EQU k83_00End + 54 kalpha EQU k83_00End + 55 kbeta EQU k83_00End + 56 kgamma EQU k83_00End + 57 kcapDelta EQU k83_00End + 58 kdelta EQU k83_00End + 59 kepsilon EQU k83_00End + 60 klambda EQU k83_00End + 61 kmu EQU k83_00End + 62 kpi2 EQU k83_00End + 63 krho EQU k83_00End + 64 kcapSigma EQU k83_00End + 65 ksigma EQU k83_00End + 66 ktau EQU k83_00End + 67 kphi EQU k83_00End + 68 kcapOmega EQU k83_00End + 69 kphat EQU k83_00End + 70 kchi2 EQU k83_00End + 71 kstatF2 EQU k83_00End + 72 kLa EQU k83_00End + 73 kLb EQU k83_00End + 74 kLc EQU k83_00End + 75 kLd EQU k83_00End + 76 kLe EQU k83_00End + 77 kLf EQU k83_00End + 78 kLg EQU k83_00End + 79 kLh EQU k83_00End + 80 kLi EQU k83_00End + 81 kLj EQU k83_00End + 82 kLk EQU k83_00End + 83 kLl EQU k83_00End + 84 kLm EQU k83_00End + 85 kLsmalln EQU k83_00End + 86 kLo EQU k83_00End + 87 kLp EQU k83_00End + 88 kLq EQU k83_00End + 89 kLsmallr EQU k83_00End + 90 kLs EQU k83_00End + 91 kLt EQU k83_00End + 92 kLu EQU k83_00End + 93 kLv EQU k83_00End + 94 kLw EQU k83_00End + 95 kLx EQU k83_00End + 96 kLy EQU k83_00End + 97 kLz EQU k83_00End + 98 kGarbageC EQU k83_00End + 99 ; GarbageCollect ; kE2BT2_End EQU kGarbageC ; the following keys were added in OS version 1.15 KE2BT3 EQU 0 ; kReserved equ KE2BT3+01 ;01 - 001d kAtSign equ KE2BT3+02 ;02 - 002d kPound equ KE2BT3+03 ;03 - 003d kDollar equ KE2BT3+04 ;04 - 004d kAmpersand equ KE2BT3+05 ;05 - 005d kBackQuote equ KE2BT3+06 ;06 - 006d kSemicolon equ KE2BT3+07 ;07 - 007d kBackSlash equ KE2BT3+08 ;08 - 008d kVertSlash equ KE2BT3+09 ;09 - 009d kUnderscore equ KE2BT3+10 ;0A - 010d kTilde equ KE2BT3+11 ;0B - 011d kPercent equ KE2BT3+12 ;0C - 012d kLastUsedK3 equ kPercent kTab equ KE2BT3+13 ;0D - 013d kShftTaB equ KE2BT3+14 ;0E - 014d kShftDel equ KE2BT3+15 ;0F - 015d kShftBack equ KE2BT3+16 ;10 - 016d kShftPgUp equ KE2BT3+17 ;11 - 017d kShftPgDn equ KE2BT3+18 ;12 - 018d kShftLeft equ KE2BT3+19 ;13 - 019d kShftRight equ KE2BT3+20 ;14 - 020d kShftUp equ KE2BT3+21 ;15 - 021d kShftDn equ KE2BT3+22 ;16 - 022d ; kDiamond equ KE2BT3+23 ; kDiaAdd equ kDiamond+00 ;17 - 023d kDiaSub equ kDiamond+01 ;18 - 024d kDiaTilde equ kDiamond+02 ;19 - 025d kDiaDiv equ kDiamond+03 ;1A - 026d kDiaBkSlash equ kDiamond+04 ;1B - 027d kDiaColon equ kDiamond+05 ;1C - 028d kDiaQuote equ kDiamond+06 ;1D - 029d kDiaLBrack equ kDiamond+07 ;1E - 030d kDiaRBrack equ kDiamond+08 ;1F - 031d kDiaBkSpace equ kDiamond+09 ;20 - 032d kDiaEnter equ kDiamond+10 ;21 - 033d kDiaComma equ kDiamond+11 ;22 - 034d kDiaDel equ kDiamond+12 ;23 - 035d kDiaDecPnt equ kDiamond+13 ;24 - 036d kDia0 equ kDiamond+14 ;25 - 037d kDia1 equ kDiamond+15 ;26 - 038d kDia2 equ kDiamond+16 ;27 - 039d kDia3 equ kDiamond+17 ;28 - 040d kDia4 equ kDiamond+18 ;29 - 041d kDia5 equ kDiamond+19 ;2A - 042d kDia6 equ kDiamond+20 ;2B - 043d kDia7 equ kDiamond+21 ;2C - 044d kDia8 equ kDiamond+22 ;2D - 045d kDia9 equ kDiamond+23 ;2E - 046d kDiaTab equ kDiamond+24 ;2F - 047d kDiaSpace equ kDiamond+25 ;30 - 048d kDiaA equ kDiamond+26 ;31 - 049d kDiaB equ kDiamond+27 ;32 - 050d kDiaC equ kDiamond+28 ;33 - 051d kDiaD equ kDiamond+29 ;34 - 052d kDiaE equ kDiamond+30 ;35 - 053d kDiaF equ kDiamond+31 ;36 - 054d kDiaG equ kDiamond+32 ;37 - 055d kDiaH equ kDiamond+33 ;38 - 056d kDiaI equ kDiamond+34 ;39 - 057d kDiaJ equ kDiamond+35 ;3A - 058d kDiaK equ kDiamond+36 ;3B - 059d kDiaL equ kDiamond+37 ;3C - 060d kDiaM equ kDiamond+38 ;3D - 061d kDiaN equ kDiamond+39 ;3E - 062d kDiaO equ kDiamond+40 ;3F - 063d kDiaP equ kDiamond+41 ;40 - 064d kDiaQ equ kDiamond+42 ;41 - 065d kDiaR equ kDiamond+43 ;42 - 066d kDiaS equ kDiamond+44 ;43 - 067d kDiaT equ kDiamond+45 ;44 - 068d kDiaU equ kDiamond+46 ;45 - 069d kDiaV equ kDiamond+47 ;46 - 070d kDiaW equ kDiamond+48 ;47 - 071d kDiaX equ kDiamond+49 ;48 - 072d kDiaY equ kDiamond+50 ;49 - 073d kDiaZ equ kDiamond+51 ;4A - 074d kDiaPgUp equ kDiamond+52 ;4B - 075d kDiaPgDn equ kDiamond+53 ;4C - 076d kDiaLeft equ kDiamond+54 ;4D - 077d kDiaRight equ kDiamond+55 ;4E - 078d kDiaUp equ kDiamond+56 ;4F - 079d kDiaDn equ kDiamond+57 ;50 - 080d ; kdbSquare equ kDiamond+58 ; kSqrAdd equ kdbSquare+00 ;51 - 081d kSqrSub equ kdbSquare+01 ;52 - 082d kSqrTilde equ kdbSquare+02 ;53 - 083d kSqrDiv equ kdbSquare+03 ;54 - 084d kSqrBkSlash equ kdbSquare+04 ;55 - 085d kSqrColon equ kdbSquare+05 ;56 - 086d kSqrQuote equ kdbSquare+06 ;57 - 087d kSqrLBrack equ kdbSquare+07 ;58 - 088d kSqrRBrack equ kdbSquare+08 ;59 - 089d kSqrBkSpace equ kdbSquare+09 ;5A - 090d kSqrEnter equ kdbSquare+10 ;5B - 091d kSqrComma equ kdbSquare+11 ;5C - 092d kSqrDel equ kdbSquare+12 ;5D - 093d kSqrDecPnt equ kdbSquare+13 ;5E - 094d kSqr0 equ kdbSquare+14 ;5F - 095d kSqr1 equ kdbSquare+15 ;60 - 096d kSqr2 equ kdbSquare+16 ;61 - 097d kSqr3 equ kdbSquare+17 ;62 - 098d kSqr4 equ kdbSquare+18 ;63 - 099d kSqr5 equ kdbSquare+19 ;64 - 100d kSqr6 equ kdbSquare+20 ;65 - 101d kSqr7 equ kdbSquare+21 ;66 - 102d kSqr8 equ kdbSquare+22 ;67 - 103d kSqr9 equ kdbSquare+23 ;68 - 104d kSqrTab equ kdbSquare+24 ;69 - 105d kSqrSpace equ kdbSquare+25 ;6A - 106d kSqrA equ kdbSquare+26 ;6B - 107d kSqrB equ kdbSquare+27 ;6C - 108d kSqrC equ kdbSquare+28 ;6D - 109d kSqrD equ kdbSquare+29 ;6E - 110d kSqrE equ kdbSquare+30 ;6F - 111d kSqrF equ kdbSquare+31 ;70 - 112d kSqrG equ kdbSquare+32 ;71 - 113d kSqrH equ kdbSquare+33 ;72 - 114d kSqrI equ kdbSquare+34 ;73 - 115d kSqrJ equ kdbSquare+35 ;74 - 116d kSqrK equ kdbSquare+36 ;75 - 117d kSqrL equ kdbSquare+37 ;76 - 118d kSqrM equ kdbSquare+38 ;77 - 119d kSqrN equ kdbSquare+39 ;78 - 120d kSqrO equ kdbSquare+40 ;79 - 121d kSqrP equ kdbSquare+41 ;7A - 122d kSqrQ equ kdbSquare+42 ;7B - 123d kSqrR equ kdbSquare+43 ;7C - 124d kSqrS equ kdbSquare+44 ;7D - 125d kSquareT equ kdbSquare+45 ;7E - 126d kSqrU equ kdbSquare+46 ;7F - 127d kSqrV equ kdbSquare+47 ;80 - 128d kSqrW equ kdbSquare+48 ;81 - 129d kSqrX equ kdbSquare+49 ;82 - 130d kSqrY equ kdbSquare+50 ;83 - 131d kSqrZ equ kdbSquare+51 ;84 - 132d kSqrPgUp equ kdbSquare+52 ;85 - 133d kSqrPgDn equ kdbSquare+53 ;86 - 134d kSqrLeft equ kdbSquare+54 ;87 - 135d kSqrRight equ kdbSquare+55 ;88 - 136d kSqrUp equ kdbSquare+56 ;89 - 137d kSqrDn equ kdbSquare+57 ;8A - 138d ; kUnDef equ kdbSquare+58 ;8A - 139d kE2BT3_End equ kUnDef ;