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(* ::Package:: *)
(* Changelog:
2.5.2010: Bugfix in MetaGaussError: wenn Zahlen mit 1*10^-9 \[UDoubleDot]bergeben worden sind,
dann wurde die Zahl falsch interpretiert. F\[UDoubleDot]r den Fix wurde ToString@data in
ToString[data,InputForm] ge\[ADoubleDot]ndert
2.5.2010 Bugfix in MetaGaussError, ExpData Array muss in eine Zahl umgewandelt werden
mit N@data
5.5.2010 Feature OneLine bei FitParamToText
9.5.2010 Feature OffsetPercent in FindPlotRangeInDataset
9.5.2010 MultiGaussFit raus!
18.5.2010 MetaGaussError mit mehreren Daten
6.7.2010 (Clemens) MetaShowLegend kann jetzt auch Style Informationen aus Directive holen
xx .12.2010 mytools.m ist f\[UDoubleDot]r Mathematica 6, die neue Version mytools2.m f\[UDoubleDot]r Mathematica 7:
keine Abh\[ADoubleDot]ngigkeit von NonlinearRegress mehr und FitParametersTo* Anpassungen
18.1.2010 PlotLegende mit Right,Left,Top,Bottom in Offset positionieren
29.1.2010 Lokale Variablen
10.2.2010 MetaZoom, Zoom Palette
*)
BeginPackage["myMathematicaTools`",{"ErrorBarPlots`"}];
(* standard stil setzen *)
SetOptions[GraphicsBox,DefaultBaseStyle->{FontFamily->"Helvetica",FontSize->Medium}];
SetOptions[#,Axes->False,Frame->True] &/@ {Plot,ListLinePlot,ListPlot,ErrorListPlot};
(* Physikalische Konstanten *)
konstanten = {Subscript[c, 0] -> 299792458, (*Vakuumlichtgeschwindigkeit*)
Subscript[\[Mu], 0] -> N[Pi]* 4 *10^-7,
Subscript[\[Epsilon], 0] -> 8.854187817* 10^-12,
Subscript[\[CapitalGamma], G] -> 6.6742 *10^-11,(*Gravitationskonstante*)
Subscript[h, p] -> 6.6260693* 10^-34,
Subscript[h, q] -> 6.6260693* 10^-34/(2 N[Pi]),
Subscript[e, e] -> 1.60217653* 10^-19,
Subscript[\[CapitalPhi], 0] -> 6.6260693* 10^-34/(2 1.60217653* 10^-19), (*Fluxquantum*)
Subscript[m, e] -> 9.1093826 *10^-31, (*Ruhemasse Elektron*)
Subscript[m, p] -> 1.67262171* 10^-27,
Subscript[m, n] -> 1.67492716* 10^-27, (*Quelle Wikipedia:Neutron*)
Subscript[\[Alpha], f] -> 1/137.03599911, (*Feinstruktur \[Alpha]_f*)
Subscript[R, \[Infinity]] -> 10973731.568525, (*Rydbergkonstante R_[esc inf esc]*)
Subscript[N, A] -> 6.0221415*10^23, (*Avogardo*)
Subscript[R, m] -> 8.31447, (*Molare Gaskonstante*)
Subscript[k, B] -> 1.3806505*10^-23, (*Boltzmann Konstante*)
Subscript[\[Sigma], B] -> 5.670400 10^-8, (*Stefan Boltzmann-K*)
amu -> 1.66053886* 10^-27 };
(* erzeuge ein Palette zum zoomen *)
CreatePalette[
Button["Zoom",
Module[{g, g0, g1, pp1, pp2, arorg},
g0 = NotebookRead[SelectedNotebook[]];
g = Position[
g0, (Graphics[__] | GraphicsBox[__]), {0, Infinity}];
If[g == {}, g0 === {}, g0 = {g0[[Sequence @@ Sort[g][[1]]]]}];
g1 = Catch[
If[g0 === {}, Throw[{}]];
g =
If[Head[g0[[1]]] === GraphicsBox, ToExpression[g0[[1]]],
g0[[1]]];
If[Length[Cases[g0, Dynamic[__], {0, Infinity}, 1]] > 0,
Throw[{}]];
arorg = (AspectRatio /. AbsoluteOptions[g]);
If[arorg === Full, arorg = 1.; g = Show[g, AspectRatio -> 1]];
If[Not[NumberQ[arorg]], Throw[{}]];
{pp1, pp2} = (PlotRange /. AbsoluteOptions[g]);
If[And[MatchQ[pp1, {_?NumberQ, _?NumberQ}],
MatchQ[pp2, {_?NumberQ, _?NumberQ}]], {pp1, pp2} =
Transpose[{pp1, pp2}], Throw[{}]];
{pp1, pp2} = {0.75 pp1 + 0.25 pp2, 0.25 pp1 + 0.75 pp2};
DynamicModule[{p1 = pp1, p2 = pp2, lp = {0, 0},
aspectswitch = 0, pts = {{0, 0}}, aspectslider = 1,
arorgdyn = arorg*(pp2[[1]] - pp1[[1]])/(pp2[[2]] - pp1[[2]])},
Column[{LocatorPane[Dynamic[{p1, p2}],
Show[{g,
Graphics[{Opacity[0.1],
Rectangle[Dynamic[p1], Dynamic[p2]]}]},
ImageSize -> Small]],
TextCell["Zoom corners:"],
InputField[Dynamic[p1], FieldSize -> 14],
InputField[Dynamic[p2], FieldSize -> 14],
Row[{TextCell["AspectRatio set by slider:"],
Checkbox[Dynamic[aspectswitch], {0, 1}]}],
Dynamic[If[aspectswitch == 1,
Row[{Slider[Dynamic[aspectslider], {0.2, 5., 0.1},
ImageSize -> 150],
InputField[Dynamic[aspectslider], FieldSize -> 3]}],
TextCell["AspectRatio is kept as zoomed area."]]],
LocatorPane[Dynamic[pts],
Show[g, PlotRange :> Dynamic[Transpose[{p1, p2}]],
Frame -> True, ImageSize -> Full,
AspectRatio ->
Dynamic[
Which[aspectswitch ==
0, (aspectslider = Round[#, 0.001]; #) &@
Abs[arorgdyn*(p2[[2]] - p1[[2]])/(p2[[1]] - p1[[1]])],
aspectswitch == 1, aspectslider]]],
LocatorAutoCreate -> True],
TextCell["Use Alt+Click to add or delete locators!"],
TextCell["Locator positions:"],
InputField[Dynamic[pts], FieldSize -> 14],
Button[
"Copy locator positions", (SelectionMove[ButtonNotebook[],
All, ButtonCell];
SelectionMove[ButtonNotebook[], All, CellContents];
SelectionMove[ButtonNotebook[], All, CellContents];
FrontEndExecute[FrontEndToken[ButtonNotebook[], "Copy"]];
Module[{b}, b = NotebookRead[ButtonNotebook[]];
If[Length[b] >= 2, b = b[[1, 5]];
$LocatorPositions = b;
SelectionMove[ClipboardNotebook[], All, Notebook];
NotebookWrite[ClipboardNotebook[], ToBoxes[b], All];
SelectionMove[ClipboardNotebook[], All, Notebook];
SelectionMove[ButtonNotebook[], Before, Cell]]])],
Button["Copy zoomed graphics", (SelectionMove[ButtonNotebook[],
All, ButtonCell];
SelectionMove[ButtonNotebook[], All, CellContents];
FrontEndExecute[FrontEndToken[ButtonNotebook[], "Copy"]];
Module[{b}, b = NotebookRead[ButtonNotebook[]];
If[Length[b] >= 2,
b = Cell[BoxData[#1],
"Output"] &@(b[[2, 1, 1, 7, 1,
2]] /. {(PlotRange :> _) -> (PlotRange ->
Transpose[
b[[1, {1,
2}]]]), (AspectRatio -> _) -> (AspectRatio ->
Which[b[[1, 4]] == 0,
Abs[b[[1,
7]]*(b[[1, 2]][[2]] -
b[[1, 1]][[2]])/(b[[1, 2]][[1]] -
b[[1, 1]][[1]])], b[[1, 4]] == 1,
b[[1, 6]]]), (ImageSize -> Full) -> Sequence[]});
SelectionMove[ClipboardNotebook[], All, Notebook];
NotebookWrite[ClipboardNotebook[], b, All];
SelectionMove[ClipboardNotebook[], All, Notebook];
SelectionMove[ButtonNotebook[], Before, Cell]]])],
Dynamic[MousePosition["Graphics"]]}, Center]]];
If[g1 === {}, CreateDialog[{TextCell["Zoom:
No proper input available. Select some 2D, Mathematica-6 type \
grahics and \npress the Zoom button again! Please avoid dynamic \
content!"], DefaultButton[]}],
CreateDocument[g1, WindowSize -> {290, All},
WindowTitle -> "Zoom-DHID",
WindowElements -> {"VerticalScrollBar"},
WindowFrame -> "Palette", Background -> GrayLevel[0.96]]]]],
WindowTitle -> "Zoom2D"];
(* Interaktives Zoomen in Plot mit gedr\[UDoubleDot]ckter Ctrl - Taste
Beispiel:
Plot[x,{x,0,10}] // MetaZoom
*)
MetaZoom[graph_Graphics]:=With[{
gr=First[graph],
opt=DeleteCases[Options[graph],PlotRange->_],
plr=PlotRange/.Options[graph,PlotRange],
size=PlotRange/.Options[graph,ImageSize],
rectangle={Red,Line[{#1,{First[#2],Last[#1]},#2,{First[#1],Last[#2]},#1}]}&,
line={Red,Line[{#1,#2}]}&},
DynamicModule[{action="undeployed",filename,dragging=False,first,second,range=plr},
Style[
Column[{
ButtonBar[{
"unfix":>(action="undeployed"),
"Move":>(action="move"),
"Zoom":>(action="zoom"),
"Export":>(filename=SystemDialogInput["FileSave"];Export[filename,Graphics[gr,PlotRange->Dynamic[range],Sequence@@opt]]),
"Reset":>(range=plr)}(*
{If[action=="undeployed",Green,LightGray],
If[action=="move",Green,LightGray],
If[action=="zoom",Green,LightGray],Green,LightGray}*)],
EventHandler[
Dynamic@Graphics[
Which[dragging && action=="zoom",{gr,rectangle[first,second]},
dragging && action=="move",{gr,line[first,second]},
!dragging || action=="undeployed",gr],
PlotRange->Dynamic[range],Sequence@@opt
],
{"MouseDown",1}:>If[action!="undeployed",(first=MousePosition["Graphics"])],
{"MouseDragged",1}:>If[action!="undeployed",(dragging=True;second=MousePosition["Graphics"])],
{"MouseUp",1}:>(dragging=False;
Which[action=="move",range=range-(first-second),
action=="zoom",range=Transpose@{first,second}]),
PassEventsDown->True]
}]
(* TODO: seriously slow with that *)
(*,If[action!="undeployed",Deployed->False,Deployed->True]]*)]
]
]
(* ===============================================================
* Fehlerfortpflanzung
* Aufruf: MetaGaussError[Funktion, Liste der Variablen, ExpData->{{messwert1, fehler1},{messwert2,fehler2},...},(kovarianzenmatrix)]
* Deutlich verbessert zur normalen GaussError Funktion. Diese kann mit Kovarianzen rechnen
* Und macht zudem auch GaussErrorWithMapping \[UDoubleDot]berfl\[UDoubleDot]ssig
* Beispiel:
* einfache Formel mit Messwerten:
* volR=MetaGaussError[4/3 * \[Pi] * r^3,{r},ExpData->{{1,0.01}}]
* einfache Formel mit mehreren Messwerten:
* MetaGaussError[A/B,{A,B},CovarianceMatrix->{},ExpData->{{{3,2},{1,2}},{{1,5},{5,3}}}]
* einfache Formel ohne Messwerte:
* volR=MetaGaussError[4/3 * \[Pi] * r^3,{r}]
* korrelierte Parameter ohne Messwerte:
* volR=MetaGaussError[r^2*\[Pi]*h,{r,h},CovarianceMatrix->{{0.1,-1},{1,0.3}}]
* korrelierte Parameter mit Messwerten, ExpData nimmt keine Fehler der Parameter an,
* diese stehen schon in der Kovarianzmatrix
* volR=MetaGaussError[r^2*\[Pi]*h,{r,h},CovarianceMatrix->{{0.1,-1},{1,0.3}},ExpData->{5,1}]
*===============================================================*)
Options[MetaGaussError]={ExpData->{},CovarianceMatrix->{}};
MetaGaussError[g_,list_,OptionsPattern[]]:=Module[{sol,cm,dat},
If[Length@Select[list,#[[0]] == Subscript || #[[0]] == Superscript &]>0,
Print["GaussError: Achtung, Sub- und Superscript werden nicht unterst\[UDoubleDot]tzt!"];
Abort[];
];
cm=OptionValue[CovarianceMatrix];
dat=OptionValue[ExpData];
(* keine Kovarianzmatrix angeben. eine Diagonalmatrix erstellen *)
If[Length@cm==0,
cm=DiagonalMatrix[
Table[ToExpression["\[CapitalDelta]"<>ToString[list[[i]]]]^2,{i,1,Length@list}]
],
Print["Fehlerberechnung mit Kovarianzen"];
];
(* Eigentliche Fehlerfortpflanzung, mit Beachtung eventueller Kovarianzen *)
sol={g ,Sqrt[\!\(
\*UnderoverscriptBox[\(\[Sum]\), \(m = 1\), \(Length[list]\)]\(
\*UnderoverscriptBox[\(\[Sum]\), \(n = 1\), \(Length[list]\)]\((D[g, list[\([m]\)]]*D[g, list[\([n]\)]]*cm[\([m, n]\)])\)\)\)]};
(*Daten noch einsetzen falls gew\[UDoubleDot]nscht*)
If[Length@dat!=0,
(* keine Kovarianz angegeben *)
If[Length@OptionValue[CovarianceMatrix]==0,
(*Print["Fehlerberechnung mit Daten"];*)
If[Length@dat != Length@list,
Print["Achtung! Anzahl der \[UDoubleDot]bergebenen Daten stimmt nicht mit Anzahl der Parameter \[UDoubleDot]berein!"];
Abort[];
];
If[Length@dat[[1]]!=2,
Print["Achtung! Es wurde keine Kovarianz-Matrix \[UDoubleDot]bergeben,\nes ist hier eine Fehlerangabe im Datenarray n\[ODoubleDot]tig!"];
Abort[];
];
If[(!MatchQ[dat,List[List[List[_,_],List[_,_]]..]] && !MatchQ[dat,List[List[_,_]..]] && !cm),
Print["Achtung! ExpData muss entweder vom Format\n"<>
"{{a1,\[CapitalDelta]a1},{b1,\[CapitalDelta]b1},...} oder\n"<>
"{{{a1,a2,...},{\[CapitalDelta]a1,\[CapitalDelta]a2,...}},{{b1,b2,...},{\[CapitalDelta]b1,\[CapitalDelta]b2,...}}}\n"<>
"sein."];
Abort[];
];
(* Wenn nur ein Messpunkt angegeben ist, dann umordnen *)
If[MatchQ[dat,List[List[_,_]..]] && !MatchQ[dat,List[List[List[_,_],List[_,_]]..]],
(*Nur ein Messpunkt und Fehler*)
dat={{#[[1]]},{#[[2]]}}&/@dat;
];
(* Alle Eintr\[ADoubleDot]ge aus ExpData durchgehen *)
sol = sol /.
Join[
Table[list[[i]] -> N@Flatten@dat[[i,1]],{i,1,Length@list}],
Table[
ToExpression[
"\[CapitalDelta]"<>ToString[list[[i]]]<>"->"<>ToString[N@Flatten@dat[[i,2]],InputForm]],{i,1,Length@list}]
];
sol=Transpose@sol;
(* Wenn eh nur ein Datensatz berechnet wurde, dann Flatten f\[UDoubleDot]r kompatibilit\[ADoubleDot]t *)
If[Length@sol==1,
sol=Flatten@sol;
];
,
(* else: kovarianzen angegeben *)
If[Length@dat != Length@list,
Print["Achtung! Anzahl der \[UDoubleDot]bergebenen Daten stimmt nicht mit Anzahl der Parameter \[UDoubleDot]berein!"];
Abort[];
];
If[(!MatchQ[dat,List[_List..]] && !MatchQ[dat,_List] && !cm),
Print["Achtung! ExpData muss entweder vom Format\n"<>
"{a1,b1,c1,...} oder\n"<>
"{{a1,a2,...},{b1,b2,...},...}"<>
"sein."];
Abort[];
];
(* nur ein datensatz drin *)
If[Length@dat == Length@list,
dat={#}&/@ dat;
];
sol = sol /.Table[list[[i]] -> N@Flatten@dat[[i]],{i,1,Length@list}];
(*wenn Fehler nicht abh\[ADoubleDot]ngig von den Variablen ist, \[UDoubleDot]berall den gleichen Fehler einf\[UDoubleDot]gen*)
If[!MatchQ[sol[[2]],_List],
sol[[2]]=Table[sol[[2]],{Length@sol[[1]]}]
];
sol=Transpose@sol;
];
(* endif, es sind Expdata vorhanden *)
];
sol
(*sol={g ,Sqrt[\!\(
\*UnderoverscriptBox[\(\[Sum]\), \(i = 1\), \(Length[list]\)]\(\((D[g, list[\([i]\)]]\ \ ToExpression["\<\[CapitalDelta]\>" <> ToString[list[\([i]\)]]]\ )\)^2\)\)]}*)
]
(* ===============================================================
* Alte Fehlerrechnungs Funktion, ersetzt durch MetaGaussError
* Fehlerfortpflanzung
* Aufruf: MetaGaussError[Funktion, Liste der Variablen, (messdaten),(kovarianzenmatrix)]
* Deutlich verbessert zur normalen GaussError Funktion. Diese kann mit Kovarianzen rechnen
* Und macht zudem auch GaussErrorWithMapping \[UDoubleDot]berfl\[UDoubleDot]ssig
* Beispiel:
* erf=GaussError[x^2,{x}]
* pkt=f/.erf/. {x->2,\[CapitalDelta]x->1.1}
* \[CapitalDelta]pkt=\[CapitalDelta]f/.erf/.{x->2,\[CapitalDelta]x->1.1}
*===============================================================*)
GaussError[g_,list_]:=Module[{sol},
If[Length@Select[list,#[[0]] == Subscript || #[[0]] == Superscript &]>0,
Print["GaussError: Achtung, Sub- und Superscript werden nicht unterst\[UDoubleDot]tzt!"];
Abort[];
];
sol={g ,Sqrt[\!\(
\*UnderoverscriptBox[\(\[Sum]\), \(i = 1\), \(Length[list]\)]\(\((D[g, list[\([i]\)]]\ \ ToExpression["\<\[CapitalDelta]\>" <> ToString[list[\([i]\)]]]\ )\)^2\)\)]}
]
(* Alte Fehlerrechnungs Funktion, ersetzt durch MetaGaussError*)
GaussErrorWithMapping[g_,list_]:=Module[{solution},
solution = GaussError[g,list[[All,1]]];
{
solution[[1]],
solution[[2]]} /.
Join[
Table[list[[i,1]] -> list[[i,2]],{i,1,Length@list}],
Table[
ToExpression[
"\[CapitalDelta]"<>ToString[list[[i,1]]]<>"->"<>ToString[list[[i,3]]]],{i,1,Length@list}]
]
]
(* ===============================================================
* Symbole von Plots herausfinden,
* Sollte eigentlich nicht von Hand aufgerufen werden, sondern durch MetaPlot - aus diesem Grund folgt hier keine Berschreibung \[UDoubleDot]ber den Aufruf
*===============================================================*)
MetaPlotMarkerSymbols[plots_]:=Module[{i,markersym,type,styleData,tempPlot},
markersym={};
For[i=1,i<=Length[plots],i++,
(* Suchen ob Punkte in Plot vorkommen, dann ists ein DataPlot *)
tempPlot=Flatten[plots[[i,1]]];
(* GraphicsComlex muss anderst geparst werden *)
If[ToString[tempPlot[[0]]]=="GraphicsComplex",tempPlot=Flatten[tempPlot[[2]]]];
If[ Length[Select[tempPlot,ToString[#[[0]]]=="Point" || ToString[#[[0]]]=="Inset" &,1] ] > 0,
type="DataPlot",
type="GraphPlot"
];
(* Style Informationen holen *)
styleData =Select[tempPlot,
ToString[#[[0]]] == "Hue" ||
ToString[#[[0]]] == "Thickness" ||
ToString[#[[0]]] == "RGBColor" ||
ToString[#[[0]]] == "Dashing" ||
ToString[#[[0]]] == "Directive" || (* +Clemens 7.6.2010*)
ToString[#[[0]]] == "GrayLevel" ||
ToString[#[[0]]] == "Opacity" &
];
markersym = Append[markersym,
Inset[Graphics[
If[type=="GraphPlot",
Join[styleData, {Line[{{0,0},{1,0}}]}],
Join[styleData,{Disk[]}]],
AspectRatio->1,
If[type=="GraphPlot",ImageSize->14,
ImageSize->8
] ] ]]
];
markersym
];
(* ===============================================================
* MetaPlot
* Plot Funktion die alle wichtigen Typen von Plot in ein Objekt kapselt
* Aufruf: Der Aufruf erfolgt, wie bei den in Mathematica typischen Funktionen,
* es wird jedoch automatisch ein ErrorListPlot statt einem ListPlot erstellt,
* falls Fehlerdaten vorhanden sind.
*===============================================================*)
MetaPlot[data_,args___ ] :=Module[{plot},
(* Um was f\[UDoubleDot]r eine Art von Daten es sich handelt herausfinden *)
plot =If[ArrayDepth[data]>1,
If[Length[Flatten[data[[1]]]]==2,
ListPlot[data,args],
ErrorListPlot[data,args]],
Plot[data,args]
];
plot
]
(* ===============================================================
* MetaShowLegend
* Verbessertes ShowLegend, findet automatisch die richtigen Symbole und generiert die Legende
* Die Plotrange Option funktioniert wie in Show, dh sie wird vom ersten Plot vorgegeben.
*
* Aufruf:
* MetaShowLegend[{plot1, [weitere Plots]}, {"Beschriftung des Plots", [weitere Beschriftungen]}, {x-Koord,y-Koord}] oder
* MetaShowLegend[{plot1, [weitere Plots]}, {{"Beschriftung des Plots", {Farbe, Gr\[ODoubleDot]\[SZ]e, Dicke, usw. der Schrift}}, [weitere Beschriftungen]}, {x-Koord,y-Koord}]
*
* Positionierung kann mit Left,Top,Bottom,Right,Center festgelegt werden
* Optionen:
* RelLegendPos: Relative Positionierung der Legende, dh 1 ist ganz rechts im Plot 0.5 in der Mitte, usw. die Position bezieht sich auf die linke obere Ecke der Legende
* Background, Frame, FrameStyle, ganz normal wie in anderen Funktionen
* AutomaticOffset: Setzt Offset entsprechend richtig, falls Left, Top Right Positionierung gew\[UDoubleDot]nscht ist
* Offset: Bezugspunkt
*
* Beispiel:
* dataToPlot=MetaPlot[Table[{i,Random[]},{i,1,100}],
* LabelStyle->{FontSize->18},ImageSize->600,PlotStyle -> {Thick, ColorData[1,"ColorList"]}];
* MetaShowLegend[
* {
* dataToPlot
* },
* {
* {"test_hahaha",{Red,Large}},{"blub\n ich habe\n ganz viel text\n und geh \[UDoubleDot]ber\n mehrere zeilen",{Small,Pink}}
* },
* {55,0.2},Background->Opacity[0.5,LightGray],Frame->True,FrameStyle->{Thick, Blue}
* ]
*
* FIX: Einen einzelnen Plot nicht innerhalb von "{" und "}" \[UDoubleDot]bergeben lassen
*===============================================================*)
Options[MetaShowLegend]={Offset->{Left,Top},AutomaticOffset->True,RelLegendPos->True,FrameStyle->Thick,FontStyle->{FontSize->Medium,FontFamily->"Helvetica"},Background->Opacity[0.8,LightGray],Frame->True};
MetaShowLegend[plots_,legend_,legendPos_:{Left,Top},OptionsPattern[]] := Module[{realLegendPos,realOffset},
(* Fehlerbehandlung*)
If[Length[plots]!=Length[legend],
Print["Anzahl der Plots ("<>ToString@Length@plots<>") passt nicht zur Anzahl der Beschreibungen ("<>ToString@Length@legend<>")"];
Abort[]
];
realLegendPos = legendPos /. {Left->0,Right->1,Top->1,Bottom->0,Center->0.5};
realOffset = OptionValue[Offset];
(* Offset automatisch setzen je nachdem was LegendPos seil soll*)
If[OptionValue[AutomaticOffset] && !NumericQ[legendPos[[1]]], realOffset[[1]] = legendPos[[1]]];
If[OptionValue[AutomaticOffset] && !NumericQ[legendPos[[2]]], realOffset[[2]] = legendPos[[2]]];
(**TODO Anordnen in Grids*)
Show[plots,Epilog->Inset[
Grid[{{Style[Grid[
Transpose[{
Graphics[#,ImageSize->10]&/@MetaPlotMarkerSymbols[plots],
Style[If[Length[#]==0,#,#[[1]]],
TextAlignment->Left,
If[Length[#]<=1,OptionValue[FontStyle],#[[2]]]]&/@legend}
],
Alignment->{{Right,Left}},
BaselinePosition->Center
]
]}},
Frame->OptionValue[Frame],
FrameStyle->OptionValue[FrameStyle],
Background->OptionValue[Background]
]
,
If[OptionValue[RelLegendPos],
Scaled[{realLegendPos[[1]],realLegendPos[[2]]}],
Offset[{0,0},realLegendPos]
],
(*auf welchen Punkt in Legende bezogen wirt*)
realOffset
]]
]
(* ===============================================================
* MetaFourier
* Berechnet die Frequenzachse von FFT
*)
MetaFourier[data_,samplingRate_,fouierArgs___] := Module[{N,T},
N=Length[data];
T=samplingRate;
Transpose[{(Range[N]-1)*(T/N),Abs@Fourier[data,fouierArgs]}]
]
(* ===============================================================
* FindPeaks
* findet Position+H\[ODoubleDot]he von Peaks
*)
Options[FindPeaks]={PeakType->"All"};
FindPeaks[data_,OptionsPattern[]]:=Module[{type,increment,start,currentSign, peakList,peaks,j,firstIsMax},
type=OptionValue[PeakType];
If[type!="All" && type != "OnlyMaxima" && type!="OnlyMinima",
Print["PeakType: All, OnlyMaxima, oder OnlyMinima"];
Abort[];
];
If[Length@data[[1]]!= 2,
Print["Daten sind nicht im x,y Format"];
Abort[];
];
(*Extremstellen finden*)
(*Einfach mal genug Speicher reservieren, schneller als dynamisch*)
peakList = Range[Length@data];
peaks=1;
(*Vorzeichen festlegen*)
currentSign=1;
firstIsMax=False;
If[data[[1,2]] > data[[2,2]],
currentSign=-1;
firstIsMax=True;
];
(*Einfachs Peak finden mit Vorzeichenwechsel*)
For[j=1,j<Length[data],j++,
If[currentSign !=Sign[data[[j,2]]-data[[j+1,2]]],
peakList[[peaks++]]=data[[j]];
currentSign=-1*currentSign;
];
];
peakList[[peaks++]]=Last@data;
(*Nur Peaks ausgeben, alles was sonst noch im Speicher reserviert ist, ignorieren*)
If[peaks <1,
Print["Keine Peaks gefunden!"];
Abort[];
];
start=1;
increment=1;
If[type=="OnlyMaxima",
If[firstIsMax,
start=1;increment=2,
start=2;increment=2
];
];
If[type=="OnlyMinima",
If[firstIsMax,
start=2;increment=2,
start=1;increment=2
];
];
peakList[[start;;peaks-1;;increment]]
];
(* ===============================================================
* Benes "Formatiermodul" f\[UDoubleDot]r Zahlen + Fehler
*===============================================================*)
Options[ErrFmt]={TeX->False,LastCol->False};
ErrFmt[val_,err_,scalefac_:1, OptionsPattern[]]:=Module[{table,formatted,valkorr,out,errkorr,fmtstr1,fmtstr2,fmtstr3,fmtstr4,andstr,numpointstr,tmp},
valkorr=If[NumberQ[val],{val},val];
errkorr=If[NumberQ[err],Array[err&,Length[valkorr]],err];
If[OptionValue[TeX],
fmtstr1="$``(``)``";
fmtstr2="\\cdot 10^{";
fmtstr3="}$ ";
fmtstr4="$ ";
numpointstr="{,}";
andstr=If[OptionValue[LastCol],"\\\\","&"];
,
fmtstr1="``(``)``";
fmtstr2="*10^";
fmtstr3="";
fmtstr4="";
numpointstr=".";
andstr="";
];
table={
Round[#[[1]],10^(RealDigits[#[[2]],10][[2]]-1)],
RealDigits[#[[1]],10][[2]]-RealDigits[#[[2]],10][[2]]+\[Piecewise]{
{1, RealDigits[#[[2]],10][[2]]<= 1},
{2, RealDigits[#[[2]],10][[2]]>1}
},
\[Piecewise]{
{ Round[FromDigits[{RealDigits[#[[2]],10][[1]],1}],1], #[[2]]<10},
{ Round[FromDigits[{RealDigits[#[[2]],10][[1]],1}],1]*10^(RealDigits[#[[2]],10][[2]]-1), 10<=#[[2]]<= 10^5 && #[[1]]<10^6},
{Round[FromDigits[{RealDigits[#[[2]],10][[1]],1}],1], True}
},
RealDigits[#[[1]],10][[2]],RealDigits[#[[2]],10][[2]]
}&/@Transpose[{valkorr,errkorr}/scalefac];
formatted=StringForm[fmtstr1,
NumberForm[
N[#[[1]]/\[Piecewise]{
{10^(#[[4]]-1), #[[4]]>6},
{10^(#[[4]]-1), #[[4]]<=-1},
{1, True}
}],{#[[2]],(#[[2]]-\[Piecewise]{
{1, #[[3]]==10&&#[[5]]<=0},
{0, True}
}-\[Piecewise]{
{1, #[[4]]<= -1},
{#[[4]], #[[4]]<= 6},
{#[[2]], #[[2]]<#[[4]]&&#[[4]]<=6},
{1+\[Piecewise]{
{0, #[[5]]<=1},
{1, True}
}+\[Piecewise]{
{1, #[[3]]==10},
{0, True}
}, True}
})},NumberPoint->numpointstr,ExponentFunction->(If[-1<=#<6,Null,#]&)],
#[[3]]/\[Piecewise]{
{\[Piecewise]{
{10, #[[3]]==10},
{1, True}
}, #[[4]]<=6&&#[[2]]>#[[4]]},
{\[Piecewise]{
{10, #[[3]]==10},
{1, True}
}, #[[4]]>6},
{1, True}
},
\[Piecewise]{
{fmtstr2<>ToString[#[[4]]-1]<>fmtstr3<>andstr, #[[4]]>6},
{fmtstr2<>ToString[#[[4]]-1]<>fmtstr3<>andstr, #[[4]]<=-1},
{fmtstr4<>andstr, True}
}
]&/@table;
tmp=StringReplace[ToString[#],{"{,}("->"(",",("->"(",".("->"("}]&/@formatted;
out=StringReplace[#,{"(0)"->""}]<>", " &/@tmp;
(* mit dieser Ab\[ADoubleDot]nderung *)
If[NumberQ[val]==True,StringReplace[out[[1]],{", "->""}], out]
];
Options[FitParametersToText]={OneLine->False};
FitParametersToText[fitting_,OptionsPattern[]]:=Module[{oneline,param, heading,i,output},
oneline=OptionValue[OneLine];
heading = fitting["ParameterTable"][[1,1,2;;,1]];
param = fitting["ParameterTable"];
output = "";
If[Length[heading]==0, Print["FitParametersToText: Kein ParameterTable in fit gefunden"]];
For[i=1,i<=Length[heading],i++,
output = StringJoin[output,ToString[heading[[i]],StandardForm],"=",ErrFmt[param[[1,1,i+1,2]],param[[1,1,i+1,3]]]," "];
If[i<Length@heading && !oneline,output=output<>"\n"];
];
output
];
FitParametersToTable[fitting_]:=Module[{param, heading,i,output},
heading = fitting["ParameterTable"][[1,1,2;;,1]];
param = fitting["ParameterTable"];
output = "";
If[Length[heading]==0, Print["FitParametersToTable: Kein ParameterTable in fit gefunden"]];
Table[{heading[[i]],param[[1,1,i+1,2]],param[[1,1,i+1,3]]},{i,1,Length[heading]}]
];
Options[FindPlotRangeForDataSet]={PercentOffset->10};
FindPlotRangeForDataSet[dataset_,OptionsPattern[]]:=Module[{offset,actualdata},
offset=OptionValue[PercentOffset];
actualdata={
{First@Sort@Table[First@Sort[dataset[[i,All,1]]],{i,1,Length@dataset}],
Last@Sort@Table[Last@Sort[dataset[[i,All,1]]],{i,1,Length@dataset}]},
{First@Sort@Table[First@Sort[dataset[[i,All,2]]],{i,1,Length@dataset}],
Last@Sort@Table[Last@Sort[dataset[[i,All,2]]],{i,1,Length@dataset}]}
};
actualdata=actualdata+(offset/100*{(actualdata[[1,2]]-actualdata[[1,1]])*{-1,1},(actualdata[[2,2]]-actualdata[[2,1]])*{-1,1}}) //N;
Print["FindPlotRangeForDataSet: "<>ToString@actualdata];
actualdata
];
(*Aus Funktion in der Deltafunktionen vorkommen, Deltafkt extrahieren und als Linien ausgeben*)
GetLinesFromDiracDeltas[func_,var_]:= Module[{deltas,deltaInfo},
(*Das +1 ist ein $\[Section]&$ % ( Hack, aber Mathematica nimmt sonst kein a*DiracDelta[x+b] als Funktion*)
deltas=Join[
Cases[func+1,(a_)*DiracDelta[b_]:> {a,b}],
Cases[func+1,DiracDelta[b_]:> {1,b}]
];
deltaInfo={Abs@#[[1]],Flatten[Solve[#[[2]]==0]]} &/@deltas;
Flatten@Table[Table[Arrow[{{var/.deltaInfo[[j,2,i]],0},{var/.deltaInfo[[j,2,i]],deltaInfo[[j,1]]}}] ,{i,1,Length@deltaInfo[[j,2]]}],{j,1,Length@deltaInfo}]
];
EndPackage[];
|
>node15
asvge-vniaei-rtrfegcyvaclhlyplacpengnpskgnlgpgtdkt
aqcqantgvflycfgctgpsfamiktrvqsvsvsellregcggtamkvkw
egaeqeyshnsvqwlv--ravdhpyepltknggltsirrtsdggsgvcht
akakvqpckhlmcnhcgvlscrhfviiiiacyqggnasl-pdsl----tk
h-klceseayrvaegtikkhvvfevkgesgdslsgrypnfrkeanavpa-
-ddvtikalsgtdkfparlvvdngpdlgksdpykeaygvppvgqpevsgd
kyq-----klirifysklsalatrllpd--gyveqaslan----iqavkd
saeectsrpt------rpaaeqifdq--lskykgatlldakplvg----y
kwlctskgtgfkvaiecldldfkksvklqpaipdntseagrlkkvkvtks
glkangtlclgpvclaylgqlgpvkcgdkgfgfpswtiyacstvnripk-
evvrhlrwvcfhcvfvvkkfvyfaklvydtwginl-------------g
>node3
agvge-vnhaga-rarfegcyvpclhlytlacpeqgneekgnlgpgkdki
aqcqanstiflyclgctgptfaaikarvqtvsvaellrqgcagtamkvkw
qgaemeyshntvqwli--ravghpyepltkngglssirrts--nsgvcht
akakvkpckplmcnhcgvlrcrhfviiiitcyqggkasl-pdsl----tk
h-kacdseaylvlegtikkhlvfelkgesgdsasgrypnfrkeanavpa-
-ddvsikalsgtdwfparlvvdkgpelgkvdpgkegygvapvgqpaasgn
kya-----alirifyaklnalakrllpe--gyveqatlan----iqaikd
saepctsrpnqrgwfetpvaeqifaq--lskykgaalldatplvg----y
kwlctskgtgfkvpigcleldfkksrklqpkipdntsdagrlnkvkctks
glkakgtlclapvclaylgqlgsvtcgdkgfgfpswtiyacskvnripke
evvrhlrwvcfhcvfvvqkfvyfakl-----ginlaqlmavgechlceg
>node10
isvge-vniaei-rtrfagcyvaclhlyglacpengtpskgslgpgtdkt
aqcqvntgvflycfgctgpsfamkskrvqsvsvsellkegcggtsmkvkw
agaeqeyshnsvqwlv--idvdhpyeplqkngglmpirrassggsgvcht
akskvqpcrhlmcnhcghlscrhfviiiiacyqggnasl-pesl----tk
i-kfcesdayrvvegtikkhvvyeekgesgdslskrypnfgkeannvpa-
-edvtikalsgtdkfpaslvvengpdlgksdpfktaygkpalgqpevtgd
kyq-----klirifysrlsalgtrllpd--gyveqaplsn----yqavkd
saepctsrpt------rpaneqifeq--lsdykgttlldakplvg----y
kwlcttksssfkvaiecldldfdksnklqpalpdntseagtlkrvkvaks
gikannalclgevclaylgplgpvksgdkefgfpswtiyacgvvnkipk-
ev--hfrwvcfhclfvvkkfvyfaklvydtwgsnl-------------g
>H
vsvgd-vqeaei-rsmfagcyiaclhlyplacpehgnptkgslspgtdkt
aqcqantggfeycfgctgpsfamaktriqsasvpeplrggcggtsmkvqw
agaeqeyslkstqwlv--lavghpyeplqhnggltsarrgsagasgvcht
akakvqpckhlmsnhcahmscrhfaiviisryeggnagl-pdal----tk
hkkfcqleayrvvegtikkhvvyevkgmsgdslsnrypnfrkqanalsa-
-eevtikalsgydkfparlvvgngpglgkkdpfkiayvvppvgqpsvtgd
kyq-----klirifysslgalgtrllagtkgyveeaplsd----fqgvkg
apeectsret------spaanqifaqgalskykgattldtrplvgpksey
qwlctpksstfrvaieclssnidksdelqsaisdntsqagrlkdvkvtrs
gikanhtlclgpvclaylgqlgpcksgdkgfgfpswtiyacdtalriak-
ev--hfrwlcyhclfvvkkfvyfarlvydtwsadh-------------g
>node7
agvge-vnhaga-rtrfegcyvpclhlytlacpengnpskgnlgpgkdkt
aqcqanstvflycfgctgptfaaiktrvqtvsvaellregcagtamkvkw
qgaeqeyshntvqwlv--ravghpyepltknggltsirrtsdggsgvcht
akakvqpckplmcnhcgvlscrhfviiiiacyqggkasl-pdsl----tk
h-klcdseayrvlegtikkhlvfelkgesgdslsgrypnfrkeanavpa-
-ddvsikalsgtdrfparlvvdngpelgksdpskeaygvppvgqpeasgd
kyq-----alirifyaklnalatrllpe--gyveqatlan----iqaikd
saeqctsrpt------tpvaeqifdq--lskykgatlldakplvg----y
kwlctskgtgfkvpigcldldfkktrklqpkipdntsdagrlnkvkctks
glkakgtlclgpvclaylgqlgpvkcgdkgfgfpswtiyacskvnripkm
evvrhlrwvcfhcvfvvkkfvyfaklvidtwginl-------------g
>B
agvge-inhaga-rarlegcyvpclhlytlacpeqgneekgnlgpgkdki
ahcqanstiflyclgctgptfpaikarvqtvsvaellrqgcagtamkvrw
qgaameyshntvqwli--rtvghpyeqltkngglsairpts--nsgvcht
akakvkpckpfmcnhcg--kcrhfviiiitc-----------------tk
h-kacdseaylvlegtikkhlvfelkgesgdaasgrypdfrkeanaapa-
-ddvsikalsgtdwfparlvvdsgpelgkvnpgkegygvaptgqpsgsgn
kya-----asirifygqlaalakrllpe--gyieqatlan----iraikd
aaepctsrpnqrgwfetpvaeqifah--vnkykgaalldatplvg----y
kwlctskgtgfkvpigcleldfkksrklqpkipvntsdagrlnkvkctks
glnakgtlcvapvclaylgqlgsvtggdkgfgfptwtiyacskvnripke
evvrhlrwmcfncvfvcqkfvyfakl-----dinlaqlmavgeahlcqg
>D
aavgaavhhags-rtrfagccvpclhlytlacpedvnpskgnlgpgkdkk
kdcqagstvflycfgcttpnfaaik-gtqtasvaellregcagtamsvkw
qgaeqdyshntvhwfiynrtvghayeplkenggltsirrstdggsgicht
akakvhpcqplmcnhcgvlscrhfaiiiiacyqggsgalltdsl----sk
h-rlcdhdaysvlegtikkhlvfeakgesgdalsghypnfrkeanatpg-
-ddqtikalsntdrf---lvvqngpelgkgdpskehygvppigqpensgd
kyh-----alisifyaklnalgsrllpe--gyveqttlan----isaikd
saeqctsrpt------tpvleqsfdq--lskykgatlldakalvg----y
dwlcdskgssfkvpigcldlqfkktrklqtktpgntsdsarlkslkctkn
glkekgtlclgpvclsylgqlgpvkcgergfgfpswtiyackkvnripkm
elvahlrwgcfscvfvvkkfvffakmvidswgikl-------------n
>node14
isvge-vniaei-rtrfagcyvaclhlyplacpengnpskgslgpgtdkt
aqcqantgvflycfgctgpsfamkktrvqsvsvsellregcggtsmkvkw
agaeqeyshnsvqwlv--iavdhpyeplqknggltsirrassggsgvcht
akakvqpckhlmcnhcghlscrhfviiiiacyqggnasl-pdsl----tk
h-kfceseayrvvegtikkhvvyevkgesgdslssrypnfrkeanavpa-
-ddvtikalsgtdkfparlvvengpdlgksdpfktaygvppvgqpevtgd
kyq-----klirifysrlsalgtrllpd--gyveqaplsn----fqavkd
saeectsrpt------rpaaeqifeq--lskykgatlldakplvg----y
kwlctsksssfkvaiecldldfdksnklqpaipdntseagrlkkvkvtks
gikanntlclgpvclaylgqlgpvksgdkgfgfpswtiyacgtvnripk-
ev--hfrwvcfhclfvvkkfvyfaklvydtwganl-------------g
>A
agvge-vnhagatrarfegcyvpclelytvacpeqggeekgnlgpgkdki
aqceanstiflyclgcsgptfaaikarvqtvsvaellregcavtamkvkw
qgaemefshgtvqwvi--ravghpyepltkdgalssirrss--nsgvcht
akvkikpcselmcnhcgvlrcrhfviiiiacyqggkasl-pdpl----tk
h-kacdsdsylvlegtikkhlvfelkgesgdsasgryphfrkesnavpt-
-ddvsikalsgtdwfparlvvdkgpelgkvdpgkdsygvapvgqpagsgn
kya-----alirifyaklnalatrllpe--gyveqttlan----iqaikd
saepctsrpnqfgwfetpvaeqifaq--lskykgaalldttplvg----y
rwlctskgtgfkvpvgcleldfkkfrklqpkvadntadagrlnkvkcaks
glkakgtlclapvclaylgqlgsvtcehkgfgfpswtiyacskanripke
evvrhlrwtcfhcvfvvhkfvyfakl-----ginlaqlvalgechlceg
>G
dsigd-vdvaei-rsrfagpyvaclhlyplacpengnpskgsigpgtdkt
aqcqanvgvaeycfgctgpnfakdktriqrssvsellrggcggtstkvkw
agreqdyshnstqwlv--iavghpyeplqkngaltsirrasaggsgvsha
akakvqpckhlmsihcghmscrhfaiiiiasyeggnagl-pdtl----tk
hkkfcqisanrvvegtikkhvvyevkgmagdslss-------eanavsad
redvtikalsgydkfparlvvedgpglgksdpfktavvvpavgqpsvtnd
kyq-----klirifysrlgalgtrlfag--gyveeaplsnsfssfqavkg
saeectsrps------r--adqefeqgaltkykgattldtrplvgpksey
kwlctskestfrvgieclssdfdrsdklaqaindntseagrlkkvkvtrs
gikanntlclgpvclaylgqlgpcssgdkgfafpswtvyacgvalripr-
ev--hfrwlcyhclfvvkkfvyfaklvydtrganl-------------g
>node6
agvgeavhhags-rtrfegccvpclhlytlacpengnpskgnlgpgkdkt
adcqagstvflycfgcttpnfaaiksttqtasvaellregcagtamnvkw
qgaeqdyshntvhwli--rtvghayepltknggltsirrtsdggsgvcht
akakvhpckplmcnhcgvlscrhfviiiiacyqggkgalltdsl----tk
h-rlcdsdaysvlegtikkhlvfelkgesgdslsghypnfrkeanavpa-
-ddqtikalsntdrfparlvvqngpelgksdpskeaygvppigqpensgd
kyq-----alirifyaklnalasrllpe--gyveqstlan----isaikd
saeqctsrpt------tpvaeqifdq--lskykgatlldakplvg----y
kwlcdskgtgfkvpigcldlqfkktrklqpktpgntsdavrlkslkctss
glkekgtlclgpvclsylgqlgpvkcgdkgfgfpswtiyactkvnripkm
eavahlrwvcfscvfvvkkfvffaklvidswginl-------------n
>F
vsage-vkiaei-rtrfagcyvrclhlyglacpengtprkgsigpgtdkt
tqcsvntgvflycfgctgpsyqmk-kpvqsvavsellkegcggtsmkikw
agaeqeyahnsvqwll--idvdhpyeplqkngglmpirrassggsgvcht
arskvqpcrhlmcnhcgqlscqhfviiiiacyqggnasl-peslfysrtn
i-kfcesdsykvvegtikkhvvyeekgengdslskrypqfgkeasnvpa-
-edvtikalsgtdkfpaalvvengpdkgks------ygkpglgqpavtgd
kyqqlklaklvriiysrlsaldtrllpd--gyveqlpltn----yqvvke
ptepctsrst------rpanqqifeq--lsdykgttlldakklvg----y
kwlcttksssfkvaiec-dldfdksnklqptlpdntteagtlkrvkvaks
gieannalclgevclaylgplgpvksgdkqfgfpawtvyacgvvnk--k-
ev--hfrwvcfhclfvvkkfpyfaklvydtwgsnl-------------g
>C
ggvgeavhhsgs-rtrfegccvpclhlyalacpenvnpskgnlgpgkgkt
vncqvgstvflycfgcttpnfaaiksttqvasvaellregcagtamnvrw
qgaeqdtshntvhwli--atvahayapltknggltsirrtsdggsgvpqi
akqkvhpckplmcnhcgvlscrhfvkiimacyqgskgakltdsl----tk
h-rlcdsdfykvlegtikkhlvfelkgesgqslsghyrsfrkeanavpa-
-ddqnikalsnadryparlvvqng----kseptkeaygappigqpesdgd
kyq-----glirifyaklkalqssllpe-----yqstlan----lsaike
sqeqctsrpt------vpvaeqifeq--ltkykgatlasakplvp----y
kwlcdskganfkvppgclnmqfkkthklqpnypgnssdgvrlkslkctss
glkdkgtlclgpvclsylgqlgpvkcgdigfgfpswtiyactrvnripka
etvmhlrwvcfs--fvvkkflffaklvidswginl-------------n
>node13
vsvgd-vqiaei-rsrfagcyvaclhlyplacpengnpskgslgpgtdkt
aqcqantgvfeycfgctgpsfamdktriqsasvsellrggcggtsmkvkw
agaeqeyshnsvqwlv--iavghpyeplqknggltsirrasaggsgvcht
akakvqpckhlmsnhcghmscrhfaiiiiasyeggnagl-pdtl----tk
hkkfcqieayrvvegtikkhvvyevkgmsgdslssrypnfrkeanavsa-
-edvtikalsgydkfparlvvengpglgksdpfktayvvppvgqpsvtgd
kyq-----klirifysrlgalgtrllag--gyveeaplsn----fqavkg
saeectsrps------rpaadqifeqgalskykgattldtrplvgpksey
kwlctsksstfrvaieclssdfdksdklqsaipdntseagrlkkvkvtrs
gikanntlclgpvclaylgqlgpcksgdkgfgfpswtvyacgtalripk-
ev--hfrwlcyhclfvvkkfvyfaklvydtwganl-------------g
>E
isvge-vniaei-rtrfagcyvaclnlygltcpengtpskgslapgtdkt
aqcqvntgvflycfgctgppfalkskrvqsvpvsellhegcggtsmkvkw
alaeqayshnsvqwlm--idvdhayepllkngglmpirrassagsgvche
akskvqscrhlmcnhcghlscrhfvtiiiscyqggnanl-pesl----sk
i-kfcesnayrvvegtikkhvayeekgesgdklskrypnfgkeantvpa-
-edvtikalsgtdrfpaslvvengpklgksdpfktaygkpalgqpevtgd
kyq-----klirfyysr--algtrllpd--gfvehaplsn----yqavkd
saepctsrlt------rpanpqifeq--lsdykgttllqakplgg----y
kwlcttksssfkvtiecldldfdkvnklqpalpdntngagtlkrvkaaks
nvkannalclgqgclaylgplgpvnsgakefgfpswtvyacgtvnsipk-
ev--hfrwvcfhslflvkkfvyfaklvydtwgsnl-------------g
|
---
flag:
- living
location:
position: standing
detail:
default:
nouns:
- human
adjectives:
- simple
---
based on std:item
is positional, movable, gendered
is reading, smelling, viewing
is listening
can scan:brief as actor
can scan:item as actor
can move:accept as actor
can move:prox:near as actor
can see as actor
can smell as actor
can go as actor
reacts to pre-move:prox as actor with do
set eflag:moving-prox
set eflag:moving
:"<Actor> <move> toward <direct>."
end
reacts to move:prox:near as actor with do
if eflag:moving then
if not MoveTo("normal", "near", direct) then
reset eflag:moving
uhoh "You can't get there from here."
end
end
end
reacts to post-move:prox as actor with do
reset eflag:moving-prox
reset eflag:moving
end
reacts to pre-go:direction as actor with do
if direction & Exits() then
set eflag:going
set eflag:moving
:"<Actor> <go> {{ direction }}."
else
uhoh "You can't go that way."
end
end
reacts to go:direction as actor with do
if eflag:going then
if not MoveTo("normal", "in", Exit( direction ) ) then
reset eflag:going
reset eflag:moving
uhoh "You can't go that way"
end
end
end
reacts to post-go:direction as actor with do
if eflag:going then
reset eflag:moving
:"<Actor> <verb:enter>."
end
end
reacts to pre-move:accept with do
Emit("Accepting the move!")
True
end
reacts to move:normal as actor with do
if eflag:moving then
Place(moving_to)
end
end
reacts to post-move:accept with
if physical:location.detail:default:position and not (physical:position & trait:allowed:positions) then
set physical:position to physical:location.detail:default:position
end
|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|
(* ::Package:: *)
<< "KrancThorn.m";
derivatives = {
PDstandard2nd[i_] -> StandardCenteredDifferenceOperator[1,2,i],
PDstandard2nd[i_, i_] -> StandardCenteredDifferenceOperator[2,2,i],
PDonesided2nd[1] -> dir[1] (-shift[1]^(2 dir[1]) + 4 shift[1]^dir[1] - 3 )/(2 spacing[1]),
PDonesided2nd[2] -> dir[2] (-shift[2]^(2 dir[2]) + 4 shift[2]^dir[2] - 3 )/(2 spacing[2]),
PDonesided2nd[3] -> dir[3] (-shift[3]^(2 dir[3]) + 4 shift[3]^dir[3] - 3 )/(2 spacing[3])
};
DefineDerivative[pd, PDstandard2nd];
DefineDerivative[pdo, PDonesided2nd];
Map[DefineTensor, {norm[ui], dir[li]}];
groups = {{"evolved_group", {phi, pi}}};
initialSineCalc = {
Name -> "initial_sine",
ConditionalOnKeyword -> {"initial_data", "sine"},
Schedule -> {"AT initial"},
Equations ->
{
phi -> Sin[2 Pi (x - t)],
pi -> -2 Pi Cos[2 Pi (x - t)]
}};
initialgaussianCalc = {
Name -> "initial_gaussian",
ConditionalOnKeyword -> {"initial_data", "gaussian"},
Schedule -> {"AT initial"},
Equations ->
{
phi -> Exp[- (x^2 + y^2 + z^2) 10],
pi -> 0
}};
evolveCalc = {
Name -> "calc_rhs",
Schedule -> {"IN MoL_CalcRHS"},
Where -> Interior,
Equations ->
{
dot[phi] -> pi,
dot[pi] -> Euc[ui,uj] pd[phi,li,lj]
}};
boundaryParam =
{
Name -> "boundary_condition",
Default -> "radiative",
AllowedValues -> {"none", "radiative"}
};
boundaryCalc =
{
Name -> "wave_boundary",
Schedule -> {"in MoL_RHSBoundaries"},
ConditionalOnKeyword -> {"boundary_condition", "radiative"},
Where -> Boundary,
Shorthands -> {norm[ui], dir[li]},
Equations ->
{
norm1 -> -x/r,
norm2 -> -y/r,
norm3 -> -z/r,
dir[li] -> EucDD[li, lj] Sign[norm[uj]],
(* \partial_t u = - (u - u_0) / r - \partial_r u
for u_0 some background solution. In this case, Minkowski in Cartesian
coordinates. *)
dot[phi] -> -(phi - 0) / r + norm[ui] pdo[phi, li],
dot[pi] -> -(pi - 0) / r + norm[ui] pdo[pi, li]
}
};
idParam =
{
Name -> "initial_data",
Default -> "gaussian",
AllowedValues -> {"gaussian", "sine"}
};
keywordParameters =
{
idParam,
boundaryParam
};
CreateKrancThornTT[
groups, ".",
"SimpleWave",
PartialDerivatives -> derivatives,
KeywordParameters -> keywordParameters,
DeclaredGroups -> {"evolved_group"},
Calculations -> {initialSineCalc, initialgaussianCalc, evolveCalc, boundaryCalc}];
|
>H
-kpirfmagegraltmgakv---------cgh--iasqqstg-sslm---
---------nsl---gamyga-------ecpyehgkataktkhggdhqes
glteavliagdsp-----ktishsgc--frn---vkkgwc--illvahls
nltgqicwnaaqglerdv----k--snlrhr---tatyqrialgatq---
-----iiingd--kvcaskdtrgfmfkr-il--kpi-lacsgtkf-----
-nlkkgdai----fhyrqlvvvrskngqy--mt---frslgevgaqhgay
ed-hlnp---ykrpral-----------kg-pfg----yra-----gkfl
atgnavqiglagl-kgfhefveamntalvlaknedlffvtrrqagevlhn
vlsktellkdafsgl----a--qtrsscvkrhkh-vsv-lddpitlaneq
givqtcg----------------------------pptlls----t-rqf
gfern---l--pglynflqfyk-------em-----dksetvek---nsr
k-------------pcf-kicatashs-yygpklpcikhvn---------
e--r----eahakcgmaqgksnyyh-sevaqei--aflpfdmegak-lrh
kqmr--yaddgksnawsgslgvgedgh--halpvqp--vasgnp---
>node10
-kpvrfmvaqnaaltmgsmv---------smg--iarqdpigdstlfqhg
g----kdkcd----------------------vhgaastkakhgssh--s
glheaimivgdsp-----kgiahtac--frr---ckkgwc--ivlvshlp
dl----cwqntvglgrti----k--snhrqr---qatyhpislgttg---
-----lldnn-----------ksamaprkvl--kli-lgclgtkysc---
-fldrgdai----fqerhlviargknnpy--mt---lqeadevasqhgsy
ve-lltpmgdnmrpwav-----------kd-pygeqwlyre-----ghfl
atgkgvpigldefkrgfnefvetmntalakakfeeiffvfssea----cn
nlsktellkdalsga----g--qssrecvkkhrh-idvrlqdaitlatea
givltcg----------------------------apklls----t-rql
agerti--t--gaif--prfym-------em-----akrdlnqk---sss
k-------------pcf-sncpnaah---ygaklrviknvd---------
e--s----egyarc-meqgkstyfnsaa--qll--allsfdfeia--frh
temr--ytddgksttw-galgvgedgfpghhmpvqp--vastdp---
>node7
-kpvkfkaehd-altlgaei---------clg--varagpigeptlf---
---------dsl---edmyga-------sspyergdattktkegtah---
alddavlimgdgp-----ktinhtta--frs---ckkgwc--illvtala
qlt--icweqaaslersi----k--teerqr---qatyhrvvlgttt---
-----flennd--qvcvakdtsglmpahril--khillgcl---------
-hlikndel----fhyrnlvlergksgey--mtessfrsatevatghgsy
ee-hlgqmggsdwswaa-----------kd-gfnehwlyrq-----sdft
argrgvpidllea-rg--------atelakakiddtffdfskda----sn
glsmtells--lsgt----g--qsssecvlrdkh-advrlkdpfkl----
-ilptca--msdgvddqafc-yee--------edpgptkvt----skrql
gskrsiwvt--ggif--aktytgyinlvhe------ekveliqk---nss
k------nlvegffpcv-rtcp----t-yyfak-rciknv----------
eesstsflecharckmeeakghyfs-tathqlldtallpfnfena--irh
tdih--ygeygkgttw-galavgengypgqdapasqvqvfgtep---
>D
nitv------d-aitlganl---------cln--varsgpigepslf---
---------dgl---ndmyga-------sgpfersdatlkskggkth---
awddailpmgdap-----nytnrtta--crn---skkgwckfillvtal-
hwt--irwdqtarmdr-i----n--keerqr---kaqy---algttt---
-----flesid--qvcvg---aglmpahrii--keillgcl---------
-hllkndedpgfsfhyrnlvlekgkpgdf--mn-----tatevgtgqgsy
aq--lnqmgssewrwav-----------rdtsfsnhwlysh-----kdft
argriarinlleg-kg--------eadltkpkikdvffdfsnna----sd
glgltells--mngs----g--qspsecvlrdnn-sdvklkdpfkl----
-iqptca--msd------fc-feq--------edpgptkvk----skrel
aanrslwvt--ggif--aktyttydnlvhs------ekvelirkaagnts
kgagpscdlvapffpcl-qtcp----a-yyfsm-rcikne----------
qenttsfvewnvrckmeevrthyfn-sydhqlldtallplnfena-hikn
tdih--ygeygkstsw-nalvvgdhgfpgqdapasqvqvfstea---
>node14
-kpvrfmvaqntaltmgskv---------cmg--iarqqpigdstlf---
---------dsl---gdmyga-------ecpyehgeattkakhgsah--s
glneavliigdsp-----ktishtac--frs---ckkgwc--illvshla
dlatqicwqnavglerti----k--snqrqr---qatyhrislgtta---
-----flennd--nvcvskdtkgfmpkrril--khi-lgclgtkykc---
-hlirgdai----fhyrqlvvergkngpy--mt---frsaeevasqhgsy
ed-hlnpmggnkrpwal-----------kd-pfgenwlyre-----gdfl
atgkgvpigldef-rgfnefveamntalakakfediffvfskea----cn
dlsktellkdalsgt----g--qssrecvkrhkh-advrlqdpitlaeeq
givqtcg----------------------------aptlls----t-rql
ggerti--t--ggif--prfyt-------em-----dkseliek---nss
k-------------pcf-kncpnashs-yygaklrciknvd---------
e--s----edharckmeqgksnyyn-tavnqll--allpfnfeda--irh
temr--yaddgksstw-galgvgedgfpghnlpvqp--vastdp---
>node15
-kpvkfkaehntaltlgaki---------cmg--varqgpigdstlf---
---------dsl---gdmyga-------scpyehgdattkakhgsah--s
alneavliigdsp-----ktinhtaa--frs---ckkgwc--illvsala
dlt--icwqqavglerti----k--sderqr---qatyhrivlgttt---
-----flennd--nvcvakdtsglmpkrril--khvllgclgtsyka---
-hlirndel----fhyrdlvvergkngpy--mt---frsaievasqhgsy
ee-hldpmggsdwswal-----------kd-gfgenwlyrq-----sdft
atgkgvpidldea-rg--------ntalakakfddtffdfskea----sn
dlsktellsdalsgt----g--qsssecvlrhkh-advrlsdpfnleeqq
givptcg--madgvddqvfc-yee--------qdpgptlls----s-rql
ggkrsiwvt--ggif--aksytgyidllhel-----dkveliqk---nss
k-------------pci-rtcp----a-yyfaklrciknvd---------
e--s----eaharckmeeakghyya-tavqqll--allpfnfena--irh
tdih--yaddgkgttw-galgvgengypghnlpasq--vastep---
>C
nkvi------d-nltlgnna--------gclg--vvrtgsianptlf---
---------dgl---ndmyga-------sspyergdptlktkegksf---
awdeaalimgegp-----nftnhtsqkecrstpcckkgwc--illiaala
hwt--vrwdqtarldqsiahlsk--keerqr---kskyhkvaidttt---
-----flenke--qvcva---sglvpaqrilv-khillgcl---------
-hllkdded----fqyrnlvlekgkpgef--mevsmfrsatevgtghgsy
eq-hlgdmsskewswaa-----------ke-kfsdnwlysh-----ssft
argrivpielleg-kg--------gaelakikikdaffkfskna----sn
glgstills--lsgsqfnlp--qss---vlrdkh-advrlkepfkf----
-iqptca--mtd------fc-ylthvclngaldepgpgnvt----sdrrl
gakrsi---------------ttyinlvha------ekvdlieqaagnpa
k------dlvdgffpcl-rtcs----teyyfak-rciknv-ltwhvqgdf
qkssttiverhvrckmepakthyfn-tathqlldtal---nfeka-hiry
tecyalfgeygkrttl-galivgehgypaqdtpasqvqvftteadga
>node6
nkvi------d-altlganv---------clg--vartgpigeptlf---
---------egl---ndmyga-------sspyergdatlktkegksh---
awddaalvmgdgp-----nytnhtta--crs---ckkgwc--illitala
hwt--irwdqtarldrsi----k--keerqr---kakyhrvalgttt---
-----flenkd--qvcva---sglmpahril--khillgcl---------
-hllknded----fhyrnlvlekgkpgef--mdasmfrsatevgtghgsy
eq-hlgqmgssdwswaa-----------kd-sfsdhwlysh-----sdft
argrivpidlleg-kg--------eaelakikikdvffdfskna----sn
glgmtells--lsgs----s--qsssecvlrdkh-advrlkdpfkl----
-iqptca--msd------fc-yee--------ddpgptkvt----skrql
gakrsiwvt--ggif--aktyttyinlvha------ekveliekaagnss
k------dlvegffpcl-rtcp----t-yyfak-rciknv----------
qesstsfverhvrckmeeakthyfn-tathqlldtallpfnfena-hirh
tdih--ygeygksttw-galvvgdhgypgqdtpasqvqvfstea---
>E
-kpvrfmvaqnasltmgsmv---------smg--varqdpigdstlfqhg
g----kekvd----------------------aqgaastkakhgsth--t
glhdaimivgnsp-----ssiahtac--frr---ckkgwc--ivlpshlp
da----cwqdavglgrti----k--shtrqr---qkthhpislgstg---
-----ildsn-----------enamapskvl--kli-lgclgtkyschaf
llldrgdai----fqerhlvimrgknnpyk-mt---leeadevadqlgsy
ve-lltpmgdnmspwavaakvwchehrekd-rygeqwlyk----------
--gkgvpigldefk--mnefvetmksalakdkheavffvtsaea----cn
nlskvelvkdvlnga----g--hspracvkkhrh-idvrlqdnitlatea
gkemtcg----------------------------apklls----t-rql
agerti--t--gavf--prfym-------em-----gkrelnqk---sss
k-------------pcf-sncpnsah---ygaklrviknvd---------
d--n----egyarc-meqgkntyfesaa--qll--allsfdfeig--frh
iemp--ytdtgrstsw-galgvgadgfpgehmpvqp--vestda---
>B
-kpvkykaehd-altlaaki---------clg-mva--gpigdpalf---
---------dsa---qdfyaaftecalvsspyergdmptkrkkgtsh---
vldvaalvmldgpafykyrtindtda--vks---ckkgwc--ilfvirla
qmt--vcwektteleasi----k--keeykr---dteahrpvlgsas---
-----fliphh--sicvakensgllaaprfa-ektillg-----------
-hlikddgl----fhfrelvldrgssgey-wmpessirdgteagtphgsy
ee-hlg-mggslmpwha-----------ne-gfnehwlyrh-----sdfa
argkggpvdllgn-------------kltkariahtffdfsrda----pn
gvamtells--lsga----gepagssecllrnaq-aeirlkepfal----
-llqtcseliddgvddaafcnyee--------eg--ptkva----kkrqv
gskstvwvt--agef--aktytgyinqdhd------tkvalidm---lnt
k------nlmegffpcv---cp----v-yyfaq-rciknv----------
eesssaflecqqrcklqeakgpyfs-vathqlldtallpfnsesa--vrh
idah--ygdygkgttw-gilp-sehg-sdqdapaaqf----tap---
>F
-kplrfmvaehsaltlg-tv---------tmg--iarq----dstlfqqg
gtglmkdkcd----------------------vhgaasttakhkssh--s
glhdaimivgdsf-----kgiahtac--frr---ckkgwc--lvlvshlp
dl----cwqstvglgrti----kknshfrprpkgqatyhpislgslgsli
hsavrlldnn-----------ksamaprkrl--rli-vaclgtkysc---
-fldigdsi----fsqrnlviargknn-----t---lqeadkvagqhssy
ve-lltpigddmrpwda-----------ke-pygdqwlyre-----thfl
atpkgvpiglqefkrkfnefvetmntalakakfeeiffvfssec----cd
nlsktelmkdalsgs----g--est-----khrhaidvrlqdaitlataa
givltcg----------------------------apklls----t-rel
agqrvv--t--gaif--prfya-------em-----akrdlnqk---sss
k-------------pclkpncpnaah---ygsklrgiknpd---------
e--s----ggfakc-meqgkntyfnsgk--rll--allgfd---t--f-q
t------------atw-galgvgedcfpghqmpvqp--vsntdp---
>node3
-kpvkykaehd-altlgaei---------clg--va--gpigeptlf---
---------dsl---edmygafkecalvsspyergdaptkrkkgtsh---
alddavlimvdgp-----rtindtda--vks---ckkgwc--ilfviila
qlt--icweqaaslersi----k--teerkr---eaeyhrsvlgsat---
-----flenhn--svcvaketsglmaapria--khillg-----------
-hlikddel----fhyrdlvlergssgey--mpessfrdatevgtghgsy
ee-hlg-mggsllswha-----------nd-gfnehwlyrq-----sdft
argrgvpidllga-rg--------agnlakakiahtffdfsrda----sn
gvsmtells--lsgs----g--asssecvlrnkh-advrlkepfkl----
-llqtcselisdgvddaafc-yee--------ed--ptkva----skrql
gskrsvwvt--agef--aktytgyinldhd------tkvpliem---lss
k------nlmegffpcv-racp----v-yyfaq-rciknv----------
eesssaflechqrckmqeakgsyfs-tathqlldtallpfnsesa--vrh
idah--ygeygkgttw-gelpvgehg-pdqdapasqvqvfgtep---
>node13
-kpirfmvaqgtaltmgskv---------cag--iasqqssgdstlm---
---------nsl---gemyga-------ecpyehgdataktkhgsah--s
glneavliagdsp-----ktishsac--frn---vkkgwc--illvahla
dlatqicwqnahglerdv----k--snlrhr---hatyqrialgata---
-----ilinsd--nvcaskdtrgfmfkrril--kpi-laclgtky-----
-nllkgdai----fhyrqlvvvrgkngay--mt---frspgevasqhgay
ed-hlnplggykrpwal-----------kd-pfganwlyra-----gkfl
atgnlvqigldef-rgfhefveamntalllaknedlffvfrreagevlcn
dlsktellkdalsgi----a--qsssecvkrhkh-aavrlddpitlaeeq
givqtcg----------------------------aptlls----t-rql
ggera---t--ggly--lrfyt-------em-----dkseliek---nss
k-------------pcf-ktcasashs-yygaklscikhvd---------
e--r----ethakcsmdqgksnyyn-savsqli--allpfnmega--lrh
kemr--yaddgksstw-galgvgedgh--hnlpvqp--vasgnp---
>A
-kpvkykpehd-iealgadi---------clg--ve--gpigeptlf---
---------esl---edmygafkecalvsspyqrgdaptkrskgtsh---
slkdavlimvegp-----rtindsdg--vkk---ckk-----ilfvivla
qlv--icwehdaslersi----k--teerkr---eaqyqcsplgaak---
-----flenht--svcvaketsglmtapria--ghillg-----------
-hlikndel----fhsrdevldrgsssey--mqdssfrgateagtshgsh
qedhmg-mg-sllswha-----------ne-gfnehwlyrqlcdyandpt
argrpvptdlvag-rg--------agnlakakiahtffdfsrda----sn
gvsitells--lsds----g--ptskecvlrnkh-advrlrepfkl----
-llqtcaelihdgvdeaafc-yee--------ed--ptkva----skrql
gskrsvwctgldgef--aktytgyinldhd------tkapliek---lss
k------nlligffpsv-racp----i-yefar-rciknl----------
eesssaylechqrckmqeakgsffs-tgthqlldtvllafhsesa--vrh
ideh--ygeyvqgttw-nelpvgehg-peqdspase-qvfgtep---
>G
-kpvrfmvaqgsalsmgskvtfpfcaaq-cagp-iasqhssgdstll---
---------nalqdrgemyga-------ecpyehgdatgktkhgsvh--s
glsdavliagdsp-----ktishsac--fri------gwc--iilvahla
dlateicwedah-------------gnlrhr---hatyqriaagatv---
-----iligsdianv--skd----------l--n---laclgaka-----
-nllkgdvi----fsyrqlivvrgkngaf--mt---frspgevgsqhgay
kg-hhsplggykrtwal-----------kd-pfsa-wlyra-----gkfl
ttgnleqrgldef-refqkfveamnt---la----lffvfrreagetlcn
slsktellkgeesgi----a--qgstqcikrhkh-aa-----pislaeeq
givhtcg----------------------------aptllsvvefv-rql
gggra---s--ggly--lkfyt-------emgaaaqdkaeliek---nss
k-------------pcf-kncssashg-cygakldcikhvd---------
d--------------mqqgnsnyys-tavsqli--allafnmega--lrh
kemr--ysedgktgtw-galgigds----hnlilqp--tasakp---
|
syms x y z
f=[x,2*y^2,3*z^3]
v=[x,y,z]
d=divergence(f,v)
pretty(d)
|
>ENV_HV2D1/24-501
dkglhslypgksrysaktqyeikvpndlgnahnsahspvrkps---gaae
grnhtgfynndkgylsahdtvglgyvtsgt---htnqrhsvtkkgqtcqk
lqkyg-------vrggtyalf------lcgpqnlrshgyslswdnsltil
hsevltalkeqfylhfkmega---ael--apglkyggkiqktvdhgvkeg
gatdlgcgdfaglhtcllatvkafadrgefpvaatnles-akiamvslfa
amgrlggsavaasfkeshdktnfnly-g-kdrgdlqhghisksagk---s
rllhakde------hkevg---pktvnrfpylqyykvvnevhhitgeilk
edpltyh-----ivlrwlclassaaykaak-dgikgk-sahhahvttgia
ndrgvtllnqlvaakecrslyaggdggggghrkartetdgegaecvgtrd
rpyqlrppakcecgsvcqcekkk--stppgwhhstplw--gnsadgvlte
vhgppgsfrsvnhvavsmgss---------hgnnqvsyyrkrvaylgniq
laaaclagdygvrklraahvq
>node17
nkglhslfpskerfsakvqyeikvpndlgnahngahtptrkpe---gaae
grnhtgfyqndmgylsahktlgleyvqngt---htnqrhsvtkkgqgcqk
lqkyd-------trggvyalf------lcgpqnlrdhgyslswdnsitrl
dlevlkalnepfylyfkleka---ael--aagllypgkaqktvnhdikdp
gatdlgcggytglhtctlptvkaftdrgefpvavtnlqs-ak--------
----lggsavaatikeshdkldfela-g-kereelehehinkvagk---s
rlleakee------nkevg---pknldrfpflqyykvvneirhingiflk
edpltyd-----ivirwlcldasavykaak-dgvkek-sphhaqittgia
aergvslmlsmvaskecrslyagsdgdggghqkartetegegaecfgtra
rpyqlrppakcecgsvchcqren--atppgwfhdsplw--gnsadgvitl
pqgppgsfrcvnhvaifvgss---------hghnqvgyyrkrvaylghid
lavatlvgdygnrklpsshtq
>node14
dkglhslfpsksrfsaktqyeikvpndlgnahngahnpvrkps---gaae
grnhtgfynndmgylsahntlgleyvqsgt---htnqrhsvtkkgqtcqk
lqkyd-------vrggvyalf------lcgpqnlrdhgyslswdnsltrl
dlevlkalnepfylhfklesa---ael--aaglkypgkaqktvnhdvkdp
gatdlgcgdfaglhtctlptvkaftdrgefpvavtnles-ak--------
----lggsavaatikeshdktdfnla-g-keradlehehinksagk---s
rlleakde------hkevg---pknvdrfpflqyykvvneirhingiilk
edpltyd-----ivirwlclnasavykaak-dgvkgk-sphhahvttgia
adrgvtlllslvaskecrslyaggdgdggghqkartetegegaecfgtre
rpyqlrppakcecgsvcqcqren--atppgwhhstplw--gnsadgvitl
vqgppgsfrcvnhvavfmgss---------hghnqvgyyrkrvaylgnid
lalatlvgdygnrklpsshtq
>node8
skairgvlpisshfkgkaryqrrptaaigkgcnsalspmktstgkgasme
gngsggsyenemgfltvhnvlgldciqsga---higakehttekgdscnk
tkrya-------essgvyalf------migaqflfdfnfamawedsttsl
klnvakalkhasylffklika---svlsclaavknpgkglstdnhsakdp
gatelgcqgysvlaactltssvlfkgragfpvnscpiqgdak--------
----hggavlkqtmsdeqkrfnf----g-mrretveldhvgkapar---t
rtlqsnpgghhyglhselg---kktcnkieffeyygvgdnirhrngeiqg
dkplafh-----lavqwicflidvledaak-kavhekscpqfthvdpgii
haiavpvkagividkecrslyhgtnndaarhkkqrhgekgsakevqsegs
tpyedraracsncgaicgctsaa--gsaagwvveevlw--gispddvvnm
pgkargcyrcvpyvaefleha---------napgtvdcysahmvtlkklq
mvvatmvaryakrkrprtsaa
>node7
tkanrsalqisnhfkgnyryqrrptaaigqgcksalsamktltskgvnle
gspeggsydnemgflavhkvlglecidsgaandhmgakdhktekgescsk
tkrfp-------epsgayalf------mitapflfefnfarawedsatsl
klnvakalnhaaylffkiika---svlsclaavknpgkgagtdnhsekdp
gatelgcqgfsvladcalttgvlfqgrggfpldacpiqgdak--------
----hggavweqtmseeekrynf----g-lkketveldhvgkapan---t
rslqsnpagdhfglgselg---krkcnkieffeyygfsdnirhrnneiqg
dsplsfh-----lavqwicflidvladsmkrknvhekscpqfthvdpgvi
saiavpvkasdvidkecrslyhgtnneaarhkkqrqsekgcakevqgekn
tpyenrartcsncgsitnctgaa--gssagwaleeitw--gispddvvtm
pgkargsyrcvpyvteflakg---------nppgtgdcyiphmitlknls
vvvatmvaqnakknrprisaa
>node19
nkglhslfpskerfsakvqyeikvpndlgnahngahtptrkps---gaae
grnhtgfynndmgylsahntlgleyvqsgt---htnqrhsvtkkgqgcqk
lqkyd-------srggvyalf------lcgpqhlrdhgyslswdnsltrl
dlevlkalnepfylhfkleka---ael--aaglkypgkaqktvnhdvkdp
gatdlgcngyaglhtctlptvkaftgrgefpvavtnlqs-ak--------
----lggsavaatikeshdkldfkla-g-kereelehehinksagk---s
rlleakde------hkevg---pknldrfpflqyykvvneirhingiilk
edpltfd-----ivtrwlclnasavykaak-dgvkek-sphhahittgia
adrgvslmlslvaskecrslyagsdgdggghqkartetegegaecfgtre
rpyqlrppakcecgsvchcqren--atppgwfhdsplw--gnsadgvitl
pqgppgsfrcvnhvavfvgss---------hghnqvdyyrkrvaylghid
lalatlvgdygnrklpsshtq
>ENV_HV2BE/24-510
dkgfhglfpsksrlsaktqykikvpnnvgnshngmhnpvrkps---gaag
grnqtgrynnnmgylgthntlvleyvqsgk---hgnqrqsvtkkgqtcqt
lqnyd-------vrggvyplf------lcgkqnlkdhgfsdswdnslsrl
dlevlkalnepyylhfklesa---aep--aaglkypgkaqktanhdvtdp
gptdlgcgdfaglhtctfptvkaftdpgefsvavtnleg-dt--------
----lgghavvvtikashdktdfnla-g-kersdlehehinksagk---s
rlleakdd------hkevg---pknvdrfpflqyykvvneiahvygidlk
edpltyd-----ivvrwlclngssiiraak-epvkgk-sphhahvktgit
adrgvtallslvtslacrnildggdgdgggqqkartetagiseeclgtre
spyqlrppakcecgtvcqckken--ptppgrdhntplwqlgnsadggitl
iqgppggfrcvshvstfmgkt---------hghnqvgyyrkrvgylgnyn
lalatltgdygdrllpsahtq
>node18
dkglhslfpskerfsakvqyeikvpndlgnahngahtptrkps---gaae
grnhtgfynndmgylsahntlgleyvqsgt---htnqrhsvtkkgqgcqk
lqkyd-------vrggvyalf------lcgpqnlrdhgyslswdnsltrl
dlevlkalnepfylhfkleka---ael--aaglkypgkaqktvnhdvkdp
gatdlgcggyaglhtctlptvkaftdrgefpvavtnlqs-ak--------
----lggsavaatikeshdkldfkla-g-kereelehehinksagk---s
rlleakde------hkevg---pknldrfpflqyykvvneirhingiilk
edpltyd-----ivirwlclnasavykaak-dgvkek-sphhahittgia
adrgvslmlslvaskecrslyagsdgdggghqkartetegegaecfgtre
rpyqlrppakcecgsvchcqren--atppgwfhdsplw--gnsadgvitl
pqgppgsfrcvnhvavfvgss---------hghnqvgyyrkrvaylghid
lalatlvgdygnrklpsshtq
>ENV_SIVM1/24-528
spalhgllpskerfsakvqyqikapsdigkagdganipvrnashkggacn
arnhtgfyktdlgylaahdtlgldyaqset---hdsprrrtttdgegcqk
mdkya-------sragvnalf------lcgplhlrdygrslsrekpisrl
dlvvalalkepyylpfklvka---aav--taglhypgkalptgnhdlkds
gvadlgcnnyaalhtctlpeviqstgrpefpvagtplqs-ak--------
----legsivvatknesheklefrhl-g-kkredlehahvqkatad---s
klvqakde------hkeld---pkkldrfsfldyykvkneirhpngiflk
rdwltfd-----ilerwlclyngvvyrfak-egvspkttpqhanyttgis
aarslsimlllvaskecralyqakdgdgvghpkaknetqasgaecfgtke
vpyqlrpsgkctsgrvchcapes--gsppgwfqasplw--gnskegvvdl
gqgppgtfrcanfvsifvgss---------hghnnvgyyrrrviylghld
vpl--lvghygkrmypssssq
>ENV_HV2D2/24-513
ykglhnlqpskeryqkkveyeikapndlnkmhnvahyparkpq---gdae
grnhtgfygsdmgyisasddvglqyvqkst---haskhhtvtkrgyattk
lekfayvvvcsksrgsayapf------pcgpkhmrdhgvslswnnsssrl
nlevvkhldepyslnfkleramsgael--tlllkysaktdttikhkvkdp
aatnincdsyiglhtcvlpevkvftgreqfpvvgtnlqs-ak--------
----lgptaeaatikeshdkldlklv-g-knredlehedisksagk---s
rlleaked------hkevg---aqnlgrftfldynklvkeirtiksiklk
qdtltyd-----vltrwlcvnqsavykser-navrektnpqhahistgva
aarglslrlelvaskecrkiyagsdgddgghkkaknetegegse-fgtre
vpyqvvppakctcgtvcfcqrds--gt--gwyqdsplw--gssasgvvdl
gqgppgayrcvnfvaifvgst---------qgnndvdy-rkkvtylghld
ivlatlvwnygnrkyptdadl
>ENV_HV2G1/23-502
nkdlhslgpskerfaakgqyeinvpnelgnahngattptrkps---gaaq
grshtgfysndmgylsahntlgldyvqsgt---httqrhrvtkkgdgcqk
lqkye-------srggvyalf------lcgpqhlrdhgyslnwdnaiakl
dlevikalkepfylhfkleks---ael--aaglkhpgsaqktvnhdvkdp
gatnlgcngyaglhtctlptvkafsgrgdfpvavtnlhg-ak--------
----lggsavaanikeshskldfkla-g-keredlenehinksagk---s
rlleakdq------hkdvg---pkdldrfpflqyykvvngiratngiivv
ddplsfe-----ivtrwlclnhsavykaak-dgvkek-sphhahiptgia
adrgvtlmlslvaskecrslyagsdgdggghgkartetegegascfgtre
kpyqlrpsakcecgsvchcqrdnlggikagwfhdaplw--gnsaegvidl
pqgppgsfrcvnhlatfvgss---------hgpnqhdsyrkrvaylghid
lavatklgdygnrkylsshtq
>node9
srslhgllpskerfsakvqyqirapsdigkacngahipvrkashrggaad
grnhtgfynndmgyltahdtlgldyvqsgt---htsqrhsvtkkgegcqk
lekya-------srggvyalf------lcgpqhlrdygfslswensitrl
dlevvkalkepfylhfklaka---aal--tagikypgkalptgnhdvkdp
gatdlgcngyaalhtctlpaviqftsreefpvagtplqs-ak--------
----legsvvvatmneshdklefrll-g-kkredlehehihksagk---s
rllqakde------hkelg---pknldrfsfldyykvvneirhingiilk
kdsltfd-----ivarwlclnisvvykaak-dgvsektsphhahittgia
aargvsimlslvaskecrslyqgsdgdgaghqkarnetqgsgaecfgtre
vpyqlrpkakctcgsvchcares--gtppgwfhdsplw--gnsadgvvdl
gqgppgtfrcvnfvsifvgss---------hghntvdyyrkrvvylghld
ialatlvghygkrkypsdaaq
>node11
nkglhslfpskerfsakvqyeikvpndlgnahngahtptrkps---gaae
grnhtgfynndmgylsahntlgleyvqsgt---htnqrhsvtkkgqgcqk
lqkyd-------srggvyalf------lcgpqhlrdhgyslswdnsitrl
dlevvkalnepfylhfkleka---ael--aaglkypgkaqktvnhdvkdp
gatdlgcngyaglhtctlptvkaftgrgefpvavtnlqs-ak--------
----lggsavaatikeshdkldfkla-g-kereelehehinksagk---s
rlleakde------hkevg---pknldrfpflqyykvvneirhingiilk
ddpltfd-----ivtrwlclnasavykaak-dgvkek-sphhahittgia
adrgvslmlslvaskecrslyagsdgdggghqkartetegegaecfgtre
rpyqlrppakcecgsvchcqren--gtppgwfhdsplw--gnsadgvitl
pqgppgsfrcvnhvavfvgss---------hghnqvdyyrkrvaylghid
lalatlvgdygnrkypsshtq
>ENV_HV2CA/25-512
nkgfhslfpskarssaklqfeikvendigdahngahaptkkpe---gaae
grnhtgfyqnemgylsarksqgleyvqngs---htyqrhsvtkrgqgcqk
lqkyd-------lrggvyalg------lcgpanlrdhgyslswdntvgrl
daevlkslsesfylyfkleka---hel--aagllypgkaqktvthnikqp
gamdldcgkytglhtctlpaiksfsdkgefavavaslqs-ak--------
----lgssivagkikeshdklvfela-g-kereqleqahinklggkfktd
rlleakee------nkavg---pksldtfpfieyykvvneirhingiflk
kdpltyd-----ivvrwfhldasaiykaak-dkpkek-spvnahittsia
aarsvslqlsmvaskdcrslytgsggdgggpqkgrtetvgstaecfgtra
rpyqlsppakcecggvchcqren--atapgwfhdtslw--gtssdgvikf
pqgppksfrcinkvarfvgsk---------aghdqvgyyrtklaylgyid
lavgtlvgdygnrklpssntq
>ENV_HV2NZ/24-502
eeglsplfpsksrfsakvqyeikgpndlgnahdgahapnrmpe---gaae
grnhtgyyqndvgylsphktlgleyvqhgt---qsnqphsvtkkeqgcqk
lqkhd-------trgsvyalf------lcgpqslrdhdyslswdnkitrl
dlnilkalnesyylyfkleta---sdl--aaglaypgrsektvnhgvadp
gaadmgcggysvlhtctlptrkaftergefpvavtdlqs-ak--------
----lgesaaaatikemhdkldfefa-g-kepeelehehvpgvagk---t
rlleakee------nkevg---pknldrfaflqyykvvnqirrmngvfls
qdpktyd-----aviqwlcwgavavykaak-dgvkdt-iphhaqitrgis
aqkgvtlmlnmlagkecrslyagsdgdggghqkgrtetkgdgaecfgtra
rpyevrppkkcscgqcihcqrdg--atppswfndsplw--gnsaagvitl
pqgpsgafrgishvaifvgsn---------hghnqvsyyrkrvayqgfis
lavatligdygnrklqkshtq
>node10
nkglhsllpskerfsakvqyeikapndlgkahngahiptrkpa---gaae
grnhtgfynndmgylsahdtlgleyvqsgt---htnqrhsvtkkgegcqk
lekya-------srggvyalf------lcgpqhlrdhgyslswdnsitrl
dlevvkaldepfylhfkleka---ael--taglkypgkaqstvnhdvkdp
gatdlgcngyaglhtctlpavkaftgreefpvagtnlqs-ak--------
----lggsavvatikeshdklefklv-g-keredlehehinksagk---s
rllqakde------hkevg---pknldrfpfldyykvvneirhingiilk
edsltfd-----ivtrwlclnisavykaak-dgvkektspqhahittgia
aargvslmlslvaskecrslyagsdgdggghqkarnetegegaecfgtre
vpyqlrppakctcgsvchcqres--gtppgwfhdsplw--gnsadgvvdl
gqgppgsfrcvnfvaifvgss---------hghnqvdyyrkrvaylghld
ialatlvgdygnrkypsdvaq
>ENV_SIVV1/24-538
hkankssfqvshhfkgnyrydrrptapdlqgckesmsymdtlaskgvnlp
gsphgqsydqelgfaavhdclgleci--gtandhmgtkdqntekaeccar
tkrlp-------mptgayqmf------sitvpmlfefnpvrswndsatsl
kmnvanalghaavayykfids---avlgclsdikasgkgangdnrneknp
gaaelgcqgftvlascfltsgitfqgkggmqldncgkegdmk--------
----hggevwtqtmseeedhyed----a-lsvetfemdhvdklpag---s
rslqahpsgenlglgsdlg---kqschkidsleyfgfsediphrnpevqg
ekavsfh-----lavrwvcflidvladamqrkdlhdkpspkfthqdpgvl
stitgpvkasev-atestslahktngeadshkkqrtskkgcdkqvqgdrn
tpyenrawkcgwcgaitnstgaa--gsahawgmieitw--giapgdavtc
rgkqtgtyrcvsfitqamrsgcplatggepdppgrgnctlphmktkkglc
vvvasmtaeeakknrprvana
>ENV_SIVGB/47-569
tnaidetelnffcmdakp-yqpaivviggrvcnrasgkkhnaagkssgmp
hekagsgykdgqflltvygiirlpqlages---aitvspitlgvfhdttp
krkyg-------glpkaygpfrayaslfivenfkfhfrldfhwdndpavl
alalsnakhhkwyllfkidka---vlfacttllkngkkfqgkggcdakha
ttnntlclaftilgtcslqqpvlfsegkgfsvkcckvrgaik--------
----gdeqlllrnqrneltpdql---kanvgmqtkseqavgkpaga---t
agrekeasthekgahlekgaaknatgqklqyydyacvvsqvrskhhstsg
tkpmgaaserevmeavysciligdfdetak-nehdakdc-piphvsktli
erv---------vnqkcsdvytgdpd--nkadpqncadvviltdhekahs
tpdaelvsgrhlcstfcgvkkaa--ggpggwqvnellw--nkksvelvki
nkgsgtciflveyadgfqrql---------dppstrhsfgsp-----kvw
k-adstlakyskpkaartteg
>ENV_SIVG1/22-522
tkdsrnalqianhikgnyqyqrrptaaiapgcksalsamstllsksvnle
gapagasyensmgflavhnvlglecidsgsandpmgakenktekgescrk
tkrfp-------apsgayalf------mitapflfelnyvktwedsatsl
tlkvakalnhaaylffkiika---svlaclayaknpgkgtgntnhpekdp
gatgvgcqgfsvlsdcalttgelfqgrggfplescpiegngk--------
----hgsaawdqtmseeekrynf----g-rrketgqldhvgkaevn---s
sslqsgpsgdhfglgsepg---krkcdkieffeyyaftndilhrnneieg
tspltfh-----lavhwicflitvlakslkkknvhekscpqfanvdtgvi
daiavpvtasdvidqeckslyhgtnnaaarhgkqkksqkgcvkdaqgekn
tpynnrdrtcsncgsitnctgaa--epaaewaleeiaw--aicpe-----
--------------seflakg---------nppgtgdcyepheitsknls
vvlanmvaqnakknrpriaaa
|
gameid = minetest
backend = sqlite3
load_mod_worldedit = true
load_mod_worldedit_commands = true
creative_mode = true
enable_damage = false
server_announce = false
load_mod_skylands = false
|
>E
v--rm----egncil---r---a---gseefh-gfelkidgt--------
prhev-------tegesefal-----vtkykvspl-rvhn-e--ptflle
aetllaek--lfla-g---------eptvl-nldfpnc--d---gagcqk
---rh----e---scplcctp-----evgvvnnvheaeikd------yss
kiptfiagvg-e---icwivvhevivqyltpkrng------lssgftfev
alg-i-----ilalpryk-------g-k-g-----------qkgtlvelv
-dyrtiikakntrhghpsgniss----gdirdkyymklhggglrqtvaml
--h-egsi--------tagvfcnk---ktfdsmlrhk-----alk---lf
sheksavhlt-gldcitayhgfkllg--kygirdyrleklqrff-vmalk
nfsk-sff----tmhrn-tiekkt------rhkqerala--klqgiddpt
qislks-----------------yparl----gela----hsadgsre--
-keddcaagglvanws-a-eteftkgnr-t---gqvrtgla---gtf---
---------k-vagqcy-e----gqq--gagevagkgyikvylvgfysst
khhafq---avri-edsnimiekipplgy----i----------------
--saayqeea-skhfls---s
>node6
actwm----agy-----mr---avrpgcddfhhgvele---sa--cdgtd
qr-ea-------tpah-efgvfkakkvgryncspk-ki-tsn--alflha
aailmvqk--sfqg-l---------erstlarlvfpks--g---aagcek
tv-rqfvpfv---qcriccap-----q---ayevnnpnl----kkpefta
rtnshlstag-qvvascwigqynafaqflkpn---------ifg------
-vg-a-----lltaprfk-------g-k-s--tg--------elsvvelv
-thhtiappkngkhghpsgnipl--nps------------------vamv
--h-aggipdldnlcrtsglfckklpiscfdavlahh-----alk---lf
rahrsviqlp-gvneitafkgfkvlgpnkygiwdykleklqryslnlvl-
vnsersff----tmqrevakdkrt------yqk-----a--nlllledpi
evhlks-----------------ypskl----sefscpdgkeassvree-
--------tplnsewc-g-ndsftvavhva---gsaltdlg---gsyekv
atl------k-nagpcy-ecvya-rh--dawevggkswtrvylvgfycsv
kdhafq---yvki-tdrnvlleklsel------d----------------
--saayaeqatakslealkln
>F
g--rme---ggyciv---r---airkgsedfh-gfhln---i--------
arhev-------a--lqefal-----vtrykcgpl-tvgs-e--ptflha
sdtlladpsllfla-h---------dptilaklefpkc--e---gagcqk
---nh----eatsdcpmcctpsccrlevgcdegvheanlkdcetkaeyga
ktpdyivgvgne---iswevvyeviveyltpk---------fftgfgfev
alg-v-----iltlpryk-------g-k-g--tgs----kgqsttlvelv
vdyrtlvkakntkhghpsgnirs----gdirdkyymrlhggtlkqtvamm
--h-egsi--------tagvfcihnpiesidfvlaht-----alk---lf
shektsthlt-gldqiaayhgfkllt--kysrwdyr-eklprfliglaaa
dftk-sf-------------qkkk------kpkherala--klavigepn
qislks-----------------ysakl----gefacpdghgakgsre--
--------gglnsnwc-a-ttgftagpr-s---kgartgla---gtf---
---------k-vagqcy-g----grq--gtgeiggkgyirvyligfygst
khhtf---------edsniliekfsqlgytwpai----------------
--saayeeea-pkhfl-----
>H
g--pm----aafctl---rtlieisg-snsfh-gvean---s--------
phnev-------tqgeaefal-----vtkyrceplnkvgs-i--t--ahp
sat-lahd--vlla-r---------kp-vlerlelpkc--n---aagcgk
---rh----e---dt-tccgp-----n---eqnvhepnlkncstmgeyga
pisgvlggag-g---f--itvydsiihflg-------------g------
-ag-ickdptflslpr---------aek-d-ssgtkltgsgrsvtltqls
-dyhtvkk---skhehpsgniklmmdpgdvrdkyylklhge--dqsigml
--hypgne--------iagvfcidihisifnmvltnn-----aln---lf
hherfalhlt-sidevsafagfkllgpkkygiwdykmdktqrffmglelk
ifan-sffy---tmhrn-tiqakstpsreflqk-----a--kllviaepv
gislkd-----------------faskf----gefacadqrng-gsrkd-
--------aglnanwc-a-ampftasir-tdrig--rtglpenagpf---
---------k-vagqch-nc---srh--gaweiggkdyv---lvsfycqi
ehhafq---cviitaehnkliikingl------lalpphseaapkacrgr
mpaavyaeep-sknfhs---k
>B
vciwi----agycamacms---svrpgmkefq-----d---sv--csgkn
hkrev-------tegh-nysvfkakkvnryac------vp-e--alflpg
aeilltqr--lfl-rl---------esstlarivfpkc--g---pag-ek
tvpresvpfv---qantccrp-----q---aeeahnpnv----kkadyga
rinthlsseg-qvvafcwvgqysalaqflkpd---------i--------
--g-l-----flalp-gkadnvwfsg-e-g--fa--------evsvcqis
-t---flaskngkqghsngsvkl--hacenrnk-----ngvkgeasaptv
--h-aasipdvdnlcrssgafckql--------lght-----afk---fv
rphra--hia-gvtaitafkgfkilgpkqygiwqykse-------glvlr
vnse-nfy-agktmqre-dkdkrt------hqd-----a--kllvf--pi
evhlks-----------------yrkkl----gefaccdgkdatka----
--------tslasnscsg-n--ftvavpva---gsaltnlg---tsf---
---------kglaapvy-ecvyg-rh--gaseig-pswvivylggfycsi
kdhafq---nflp---kdvllqkinkl------d----------------
--tvqypdqaaakdleakead
>G
g--rm----agfcql---m---elan-tdqfh-gvean---a--------
pqhev-------tqgeaefal-----atlyscdplnkvgs-d--tafaha
aae-laqd--llla-h---------kp-vlerlefpkc--n---aagce-
----n----s---etplccgp-----n---eenihnsnlkdcdtmseyga
pisgvlggvg-g---fcwivayapyieflspk---------ifg------
-lg-ickdptflslpr---------vdk-dlssgt----dgsfvtltqlt
-dyhmvkk---akhghpsgni------gtprdkyylalhgg--desigml
--h-agsi--------tanvhcihi----fnmvlqtk-----tln---lf
hqeksalhlt-sldeiaafagfkllgfkkfgiwdykmdrlqrffm----k
ifan-gff----sqhrn-tiqsrttpd--flqk-----aqsklviicepi
elslkecmapfdaihkgsgksplftskf----vefacadarna-gssash
l-------aglsanwc-a-avpfiagik-terig--rkglp---tpf---
---------k-vttqcndec---grh--gaweiggqdyv---lvsfycef
drhafqiakcviisedhniliikinal------v----------------
--aavyeeea-sln------k
>node7
actwm----aayctmvcmr---svrpgsddfhhgveld---sv--cdgtn
qrhea-------tegh-efsvfkakkvsrykcgpk-kivp-e--alflha
aeilmaqk--lfla-l---------esstlarlvfpkc--g---aagcek
tvsrqfvpfv---qcpvccap-----q---aeevhepnl----kkpeyga
rinshlssag-qvvafcwigqynafaqflnpn---------ifg------
-lg-a-----flavprfk-------g-k-g--tg--------evsvvelv
-thhtimkskngkhghpsgnisl--npsdirdk-----aggkgeqavamv
--h-agsipdldnlcrssgafckqlpissfdavlahr-----alk---lf
rahrsaiqlt-gvneitafkgfkvlgpnkygiwdykleklqrfslglvlr
vnse-sff----tmhre-akdkrt------yqk-----a--kllvledpi
evhlks-----------------ypskl----gefacpdgkdassaree-
--------tslnsnwc-g-ndpftvavpvt---gsaltdlg---gsf---
---------k-nagpcy-ecvyg-rh--gaweiggkswtrvylvgfycsv
kdhafq---yvli-tdrnvllekisal------d----------------
--saayaeeatakplealkln
>D
actwm----ady-----mr---avppgcddfnhavele---sa--csgtd
qr-ea-------tgah-efgvfkahnvgryncspk-ei-tsnnftlflha
aavlmgqk--sfhg-lwpgkglfvigrselallvfpks--g---tsgcek
nv-ktlipyv---qcriccap-----e---ayevnnsnl----kkpeyaa
rgksnlstvg-qvpascwigqyhnyaqflkpn---atsfttvfg------
-vn-t-----lskaprfk-------g-kks--tg--------elsvvelv
-thhelappkngkhghpsgnlpl--dps------------------vgmv
--h-aggipdlanlcrtsglfckklpiscfdaelphh-----avk---lf
ksrrpviqlplgvnaitafkgfkvlgpskygvfdyklervqryslnlvl-
insdrsff----tiqrevakdkrt------hqk-----i--nlllleepi
evhfks-----------------ypaslististfacpdakeassvsne-
--------tplrsnwc-s-ndsnsvavhra---gyaltdlg---gsydkv
atl------v-nggacy-evvya-rhtvdaweiggkastrvylagfycwv
kthafk---yvka-tdrnvlleklsml------n----------------
--saayaeqatakrldem---
>A
vctwi----pgycamactk---avrpglrefqhganle---sv--cdgtn
rkrea-------tedr-qfsvfkvkkvsrytc------vp-d--slwlpg
aeilatqr--afl--l---------els-lprlvfpkcqqgergvag-er
tvirhlvpfv---qavtcctp-----q---aeeaq-pnv----kkaeygg
krn--lsaeg-qvavfcwigqynafahflnpn---------i--------
--g-i-----ilalp-gk-------a-e-g--sa--------avsvsevc
-vhqtilkskngkhghgngqvsl--hpyeiknk-----kgvqgeaavati
avh-agsypnvdslcrssggfckslplssfdgmlaht-----vlkpnsla
rp-wa--qlt-gvnditaftgfkilgpkqygfwdyksd-------glvlr
vnse-sff-tgktmpre-ikdkrt------hqk-----a--kllvledpi
vih--------------------ypkkl----geftskdgkdatns----
--------aavngswc-g-t--ftvavsts---gsaltnig---sef---
---haggeekgvagpvy-ecvyg-rh--gaweiggnsrsrlylggfycsl
kdhafq---lvmi-tdnnallqkigkl------d----------------
--saayadeavvraleamklt
>node14
g--rm----aafctl---r---airpgsddfh-gveln---t--------
prhev-------tqgeaefal-----vtrykcgpl-kvgs-e--paflha
aetllaek--lfla-h---------epsvlarlefpkc--n---aagcek
---rh----a---dcpmcctp-----d---eenvhepnlkdceskgeyga
kiasflsgvg-e---fcwivayeaivqfltpk---------ifg------
-lg-i-----flalprfk-------g-k-g--sgt----kgqsvsltelv
-nyhtvvksknakhghpsgnirl--npgdirdkyylrlhggafdqsvamm
--h-agsi--------tagvfcihipiktfnsvlthr-----alk---lf
rhersaihlt-gldeitafpgfkllgpkkygiwdyrleklqrfflglalk
ifak-sff----tmhrn-tiekrt------eqk-----a--kllviadpi
qislks-----------------ypskl----gefacpdgkdakgsree-
--------aglnsnwc-a-tdpftagvr-t---ggartgla---gpf---
---------k-vagqcy-ec---grq--gaweiggkdyirvylvgfycsv
khhafq---cvii-sdsniliekisal------i----------------
--saayaeea-skpfqs---s
>node13
g--rm----aafctl---r---eiaa-sdqfh-gvean---s--------
phhev-------tqgeaefal-----vtkykceplnkvgs-e--tafaha
aat-laed--llla-h---------kp-vlerlefpkc--n---aagcek
---rh----a---dtpmccgp-----n---eenvhesnlkdcstmgeyga
piagvlggvg-g---fcwivayeaiiqfltpk---------ifg------
-lg-ickdptflslpr---------aek-d-ssgt----dgrsvsltqls
-dyhtvkk---akhghpsgnikllmdpgdirdkyylglhgg--dqsigml
--h-agsi--------tagvfcihipiktfnmvlthk-----aln---lf
hhersalhlt-sldeitafagfkllgpkkfgiwdykmdklqrffmglelk
ifan-sff----tmhrn-tiqsrttpd--flqk-----a--kllviaepi
qlslkg-----------------ypskf----gefactdgrna-gsrae-
--------aglnanwc-a-adpftagir-terig--rtglp---gpf---
---------k-vagqcn-ec---grh--gaweiggkdyv---lvsfycei
dhhafq---cviitadhniliikinal------i----------------
--aavyeeea-sknfhs---k
>node15
gctwm----aafctl---r---sirpgsddfh-gveld---thckcdgtn
prhea-------tqgd-efalykatkvtrykcgpl-kvgs-e--alflha
aeilmaek--lfla-h---------essvlerlefpkc--n---aagcek
tvsrq----v---dcpmccap-----q---dedvhepnlkdcekkpeyga
rinshlsgag-qvvafcwigqydaiaqfltpk---------ifg------
-lg-a-----flalprfk-------g-k-g--sgt----tgqsvsvtelv
-nhhtvmksknakhghpsgnisl--npsdirdk-----sggkgeqsvamv
--h-agsipevdnlcrtsgvfckqipistftavlthr-----alk---lf
rdhrsaiqlt-gvneitafkgfkvlgpkkygiwdyrleklqrfslglvlr
vnak-sff----tmhre-aadkrt------eqk-----a--kllvledpi
evslks-----------------ypskl----gefacpdgkdasgsred-
--------aglnsnwc-g-ndpftvavrvt---gsartglg---gsf---
---------k-vagqcy-ec---grq--gaweiggkgwvrvylvgfycsv
kdhafq---yvli-tdsnillekisal------i----------------
--saayaeea-akpfqalqls
>node10
g--rm----ggycil---r---airsgsedfh-gfeln---t--------
prhev-------tqgeaefal-----vtrykcgpl-kvgs-e--ptflha
aetllaek--lfla-h---------dptvlanlefpkc--e---gagcqk
---rh----e---dcpmcctp-----evgvdenvheanlkdcetkgeyga
kipsfisgvg-e---icwivvyetivqyltpk---------ffggfsfev
alg-i-----ilalpryk-------g-k-g--tgt----kgqtatlvelv
-dyrtivkakntkhghpsgnirs----gdirdkyymrlhggalkqtvamm
--h-egsi--------tagvfcihipiksfdsvlthk-----alk---lf
sheksavhlt-gldqitayhgfkllg--kygiwdyrleklqrfflgmalk
nfak-sff----tmhrn-tiekkt------kqkqerala--kllviadpt
qislks-----------------ypakl----gefacpdghsakgsre--
--------gglnanwc-a-tteftagnr-t---ggartgla---gtf---
---------k-vagqcy-e----grq--gageiggkgyirvylvgfysst
khhafq---cvri-edsniliekisqlgy----i----------------
--saayeeea-pkhfls---s
>node3
vciwi----agycamacmr---svrpglkefqhgveld---sv--cdgtn
qkrea-------tegh-nfsvfkakkvsryac------vp-e--alflpg
aeilmtqr--lfl--l---------esstlarlvfpkc--g---aag-ek
tvsrqfvpfv---qantcctp-----q---aeeahdpnv----kkaeyga
rinshlsseg-qvvafcwigqynafaqflnpn---------i--------
--g-i-----flalp-gk-------g-d-g--sa--------evsvsevs
-thhtilkskngkhghpngsvsl--hpceirnk-----ngvkgeaavatv
--h-agsipdvdnlcrssgafckqlplssfdgmlaht-----alk---la
rphra--qlt-gvneitafkgfkilgpkqygiweykse-------glvlr
vnse-sff-tgktmhre-akdkrt------hqk-----a--kllvledpi
evhlks-----------------ypkkl----gefacsdgknatka----
--------tslnsnwc-g-n--ftvavpvt---gsaltnlg---gsf---
---------kglagpvy-ecvyg-rh--gaweiggkswtrvylggfycsi
kdhafq---fvli-tdrnvllqkigkl------d----------------
--saayadeaaakpleamkln
>C
actwl-lgsagy-----mr---avrpgcddfhhgvqle---sa--cdgsd
qr-eatavdtsrspaq-efavfkakkvgayncspk-kl-tan--alflna
aailmvqk--snkg-l---------qrntlarlmfpni--g---dagcek
tv-rqfvpfv---qcriccap-----q---ayevnnhnl----krpe--a
gtnsnlsssg-qivapsalgrkeafaqflnpn---------iyg------
-vgwa-----lltaprfk-------g-k-s--t-------------ielv
-thhtiappkngkrghptsi-pl--npw------------------vamv
--h-agg-psmddlcrtsglfck-lplncfdavlahhlrcetali---lf
sahrsivqlp-qvieitafkgykvlgankfgiwefklemlqryslnlvi-
vnsekaff----tmqrsvar--rt------nsk-----a--dllkledpi
evhlks-----------------ypaka----sefsspdgkeassvree-
--------kpvvaewc-gvnesfavavhva---gsalaelg---gssekv
atl------n-dagpcy-ectya-rh--eawevgekswtriylvgfycsv
kdhafq---yvki-tdrnvllgklssq------e----------------
--saaypsqataktlgalkln
|
(* ::Package:: *)
(* :Title: Limiti *)
(* :Context: Limiti`*)
(* :Author: Sebastian Davrieux *)
(* :Summary:
Versione preliminare di funzione per il calcolo dei limiti agli estremi della funzione
*)
(* :Copyright: Davrieux *)
(* :Package Version: *)
(* :Mathematica Version: *)
(* :History: *)
(* :Sources: biblio *)
(* :Limitations: *)
(* :Discussion: *)
BeginPackage["Limiti`"]
CreazioneListaDominio::usage =
"CreazioneListaDominio[listaDominio,dominio] crea la lista da essere usata per chiamare le altre funzioni."
CalcolaEstremiInferiori::usage =
"CalcolaEstremiInferiori[estremiInferiori,dominio] calcola gli estremi inferiori del dominio."
CalcolaEstremiSuperiori::usage =
"CalcolaEstremiSuperiori[estremiSuperiori,dominio] calcola gli estremi superiori del dominio."
CalcolaLimiti::usage =
"CalcolaLimiti[f,x] calcola i limiti e gli asintoti."
Begin["`Private`"]
ControlloSeLista[var_]:=(
If[ListQ[var],var,{var}]
);
SetAttributes[CreazioneListaDominio,HoldFirst];
CreazioneListaDominio[listaDominio_,dominio_]:=(listaDominio=Union[listaDominio,ControlloSeLista[Select[dominio,Head[#]==Greater&]]];
listaDominio=Union[listaDominio,ControlloSeLista[Select[dominio,Head[#]==GreaterEqual&]]];
listaDominio=Union[listaDominio,ControlloSeLista[Select[dominio,Head[#]==Inequality&]]];
listaDominio=Union[listaDominio,ControlloSeLista[Select[dominio,Head[#]==Less&]]];
listaDominio=Union[listaDominio,ControlloSeLista[Select[dominio,Head[#]==LessEqual&]]];
listaDominio = DeleteCases[listaDominio,False];
);
SetAttributes[CalcolaEstremiInferiori,HoldFirst];
CalcolaEstremiInferiori[estremiInferiori_,dominio_]:=(estremiInferiori=Union[estremiInferiori,#[[2]]&/@Select[dominio,Head[#]==Greater&]];
estremiInferiori=Union[estremiInferiori,#[[2]]&/@Select[dominio,Head[#]==GreaterEqual&]];
estremiInferiori=Union[estremiInferiori,If[#[[2]]===Less,#[[1]]]&/@Select[dominio,Head[#]==Inequality&]];
estremiInferiori=Union[estremiInferiori,If[#[[2]]===LessEqual,#[[1]]]&/@Select[dominio,Head[#]==Inequality&]];
estremiInferiori=Union[estremiInferiori,If[#[[2]]===Greater,#[[5]]]&/@Select[dominio,Head[#]==Inequality&]];
estremiInferiori=Union[estremiInferiori,If[#[[2]]===GreaterEqual,#[[5]]]&/@Select[dominio,Head[#]==Inequality&]];
estremiInferiori=DeleteCases[estremiInferiori,Null];
);
SetAttributes[CalcolaEstremiSuperiori,HoldFirst];
CalcolaEstremiSuperiori[estremiSuperiori_,dominio_]:=(estremiSuperiori=Union[estremiSuperiori,#[[2]]&/@Select[dominio,Head[#]==Less&]];
estremiSuperiori=Union[estremiSuperiori,#[[2]]&/@Select[dominio,Head[#]==LessEqual&]];
estremiSuperiori=Union[estremiSuperiori,If[#[[2]]===Less,#[[5]]]&/@Select[dominio,Head[#]==Inequality&]];
estremiSuperiori=Union[estremiSuperiori,If[#[[2]]===LessEqual,#[[5]]]&/@Select[dominio,Head[#]==Inequality&]];
estremiSuperiori=Union[estremiSuperiori,If[#[[2]]===Greater,#[[1]]]&/@Select[dominio,Head[#]==Inequality&]];
estremiSuperiori=Union[estremiSuperiori,If[#[[2]]===GreaterEqual,#[[1]]]&/@Select[dominio,Head[#]==Inequality&]];
estremiSuperiori=DeleteCases[estremiSuperiori,Null];
);
CalcolaLimiti[f_,x_]:=(
dominio =FunctionDomain[f[x],x];
dominio=If[Head[dominio]===Or,dominio,{dominio}];
listaDominio={};
CreazioneListaDominio[listaDominio,dominio];
listaDominio;
Print["quindi gli estremi inferiori sono: "];
estremiInferiori={};
CalcolaEstremiInferiori[estremiInferiori,listaDominio];
Print[estremiInferiori];
Print["quindi gli estremi superiori sono: "];
estremiSuperiori = {};
CalcolaEstremiSuperiori[estremiSuperiori,listaDominio];
Print[estremiSuperiori];
calcolaInfinito=If[Max[estremiInferiori]>= Max[estremiSuperiori],True,False];
calcolaMenoInfinito=If[Min[estremiInferiori]>= Min[estremiSuperiori],True,False];
If[calcolaMenoInfinito,(Print["Il limite per x->",-\[Infinity]," nell'intorno destro = ",Limit[f[x],x->-Infinity],If[NumberQ[Limit[f[x],x->-Infinity]]," quindi \[EGrave] un asintoto orizzontale.", " quindi \[EGrave] un asintoto verticale."]])]
If[calcolaInfinito,(Print["Il limite per x->",+\[Infinity]," nell'intorno sinistro = ",Limit[f[x],x->Infinity],If[NumberQ[Limit[f[x],x->Infinity]]," quindi \[EGrave] un asintoto orizzontale.", " quindi \[EGrave] un asintoto verticale."]])]
(Print["Il limite per x->",# ," nell'intorno destro = ",Limit[f[x],x->#,Direction->1],If[NumberQ[Limit[f[x],x->#,Direction->1]]," quindi \[EGrave] un asintoto orizzontale.", " quindi \[EGrave] un asintoto verticale."]])&/@estremiInferiori;
(Print["Il limite per x->",# ," nell'intorno sinistro = ",Limit[f[x],x->#,Direction->-1],If[NumberQ[Limit[f[x],x->#,Direction->-1]]," quindi \[EGrave] un asintoto orizzontale.", " quindi \[EGrave] un asintoto verticale."]])&/@estremiSuperiori;
);
End[]
EndPackage[]
|
(* Mathematica Package *)
(* Created by Mathematica Plugin for IntelliJ IDEA *)
(* :Title: ExPlot *)
(* :Context: ExPlot` *)
(* :Author: GalAster *)
(* :Date: 2016-5-12 *)
(* :Package Version: 0.5 *)
(* :Update: 2016-10-17 *)
(* :Mathematica Version: 11.0+ *)
(* :Copyright:该软件包遵从CC协议:BY+NA+NC(署名、非商业性使用、相同方式共享） *)
(* :Keywords: *)
(* :Discussion: *)
BeginPackage["ExPlot`"];
Begin["`Private`"];
InfinitePlot[list_]:=Module[{funs,func,tick,axis,coor},
funs=ArcTan[Function[x,#][Tan[x]]]&/@list;
func=Plot[Evaluate@funs,{x,-Pi/2,Pi/2},AspectRatio->1,Axes->False,PlotLegends->list,PerformanceGoal->"Quality",MaxRecursion->15];
tick=N@ConstantArray[Pi/2,12]-((Pi/2^#)&/@Range[12]);
axis={{{0,0},{Pi/2.0,0}}}~Join~({{#,0.02},{#,-0.02}}&/@tick);
coor=Graphics[Line/@((#.RotationMatrix[Pi/2])~Join~#)&@(axis~Join~-axis)];
Show[func,coor,ImageSize->Large]];
InfiniteListPlot[list_]:=
Module[{funs,xxx,data,func,tick,axis,coor},
funs=ArcTan[Function[x,#][Tan[x]]]&/@list;
xxx=Subdivide[-Pi/2,-Pi/4.0,800]~Join~Subdivide[-Pi/4,Pi/4.0,400]~Join~Subdivide[Pi/4,Pi/2.0,800];
data=Transpose[{xxx,Function[x,#]/@xxx}]&/@funs;
func=ListLinePlot[data,AspectRatio->1,Axes->False,PlotLegends->list,PlotRangeClipping->False];
tick=N@ConstantArray[Pi/2,12]-((Pi/2^#)&/@Range[12]);
axis={{{0,0},{Pi/2.0,0}}}~Join~({{#,0.02},{#,-0.02}}&/@tick);
coor=Graphics[Line/@((#.RotationMatrix[Pi/2])~Join~#)&@(axis~Join~-axis)];
Show[func,coor,ImageSize->Large]];
ComplexPlot[f_]:=Module[{fun,data,RE,IM,ABS},
fun=Table[f/.z->(xI+y),{x,-4,4,0.02},{y,-4,4,0.02}];
data=2ArcTan[#@fun]/Pi&/@{Re,Im,Abs};
{RE,IM,ABS}=ArrayPlot[#,ColorFunction->"TemperatureMap"]&/@data;
GraphicsGrid[{{RE,ABS,SpanFromLeft},{IM,SpanFromAbove,SpanFromBoth}},ImageSize->Large]];
Gray3DPlot[img_,points_:200]:=Module[{gray},
gray=Reverse@ImageData@RemoveAlphaChannel@ColorConvert[img,"Grayscale"];
ListPlot3D[gray,ColorFunction->GrayLevel,MaxPlotPoints->points,Boxed->False,Axes->False,Mesh->None]];
WavePlot[img_,mf_:5,md_:80,ops___]:=Module[{in,gray},
in=ImageResize[MeanFilter[img,mf],{200,md}];
gray=Reverse@ImageData@RemoveAlphaChannel@ColorConvert[in,"Grayscale"];
ListPlot3D[gray,Mesh->{0,md},PlotStyle->Opacity[0],Boxed->False,Axes->False,ops]];
Options[letter]={ImageSize->100};
letter[s_,OptionsPattern[]]:=Binarize@Graphics[
{EdgeForm[None],FaceForm[Black],
First[First[ImportString[ExportString[Style[s,FontSize->100],"PDF"],
"PDF","TextMode"->"Outlines"]]]},AspectRatio->1,
ImageSize->OptionValue[ImageSize]];
GEBPlot[str_String,res_Integer:100]:=Module[{X,Y,Z},
{X,Y,Z}=(ImageData@letter[#,ImageSize->res])&/@StringPartition[str,1];
Quiet@RegionPlot3D[X[[Round[i],Round[j]]]==0&&Y[[Round[i],Round[k]]]==0&&
Z[[Round[j],Round[k]]]==0,{i,1,res},{j,1,res},{k,1,res},
Boxed->False,Axes->False,Mesh->None,PlotPoints->res/10]];
FunQ={ConstantArray[#1,Length@{##2}],{##2}}&@@@NestList[RotateLeft,#,Length@#-1]&;
FunGE[{a_,b_}]:=If[Inner[GreaterEqual,a,b,And],a[[1]],I];
FunLE[{a_,b_}]:=If[Inner[LessEqual,a,b,And],a[[1]],I];
(*Thanks to @Apple*)
MaxPlot[funcs_,range_,ops___]:=Plot[Evaluate[FunGE/@(FunQ@funcs)],range,ops];
MinPlot[funcs_,range_,ops___]:=Plot[Evaluate[FunLE/@(FunQ@funcs)],range,ops];
MaxPlot3D[funcs_,range_,ops___]:=Plot3D[Evaluate[FunGE/@(FunQ@funcs)],range,ops];
MinPlot3D[funcs_,range_,ops___]:=Plot3D[Evaluate[FunLE/@(FunQ@funcs)],range,ops];
DigitsPlot[x_,num_:100,dig_:10,ops___]:=
ArrayPlot[Partition[RealDigits[x,dig,num][[1]],dig],Mesh->True,ops];
End[];
EndPackage[];
|
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f2H+Pz2IdvSOXvg1D61E6g==
|
>E
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aeelmtes-gpvdygeaek---avcgnygpsntavgvtgydk----rnkk
gta-gkh----gghevgyksemrttlgqrgsegmlviwgkkvgtgfcgfe
gpvnpcgcknrifhglin---fh------lscadaktivytthitlnekk
ckaehklflgpghcsigngdldaqghaghlncapksaeksy---kksgy-
-lgl-hyqprasngalsgltpgytknflkdtgdslklaqdtvaatvltpd
gendniiennhshggadhk---------it-atfnh------sics--eg
stt-nsleakhi-vtgsyefhf-------------cdmifn-sahyfsnv
dnvdldsdfcsnanptqksql-pktsggpvgsag--vhltqkkclllgra
iaq--tggtgisigehk------ptfsp--ssvyintkgglryvaad---
-gsnflspgsrndrrg--sfltllyiledd---hyc-yrckknk-klgke
ganpsqglqdak
>node7
gvhcpggshsheqegyhysfyvddnkhy-fetdtrgyrntcsnsvidtsg
yesh------------ylkqdelgaafrsds---gqgsvlkqrsydvqek
cdgsglqnparaayanitc---nscelysphqgvmpgqsfak----tkkk
ans-akh-----skkgvykgdmlvtmghwgnrptlkmwqniisipicffg
psakecgcvndeisglve---fvepayatlpckelklansppnvfagkik
csgirh--fapgkctkpalpldakgergqltfidktgrkrq---mrkgn-
-gnrreyqyrestgtltsdapgfssvntraagngl-------satllg--
-gledevdngvphgidnla---------la-caydh------rvca--vw
tpegspveqmhsfatsalcfvyerkghrasgnaddtdkafl-pqhfyre-
nivvlvarfahqahkglnstf-rgsr-ggvgavd-----------ilgai
mgq--sastgpatdnsnnq-avfqsgqtftknsyaksvdg--nempa---
-kgvcmtng----krtpelfhviiptlrsl---iyc-yrpakgy-kvtmk
pvnagnglkakk
>node13
dv-cpgepqthekascanrysaggnsny-feslsrgyrsvcsngvvvqpg
eqghsriaf---dl--lasdaalkeafskhn---gpvdiatmfsikdhnq
vkaltlqkfahvssghvqe---kvcplyspfvavmplrgynk----ttsk
sts-akhivlltrnkqifrgekwptvgqwgnhprlklwarkihvgicyye
gpvrqcgcdnealkglle---siapsygtlicgdvkkqhyaqnifldrik
cksqrh--igganvedpsaeleaagergelaydgrsgskal---ikgey-
-gtl-eyhphgthgalsaaapgftsgklraggsrlqllksk--gcmhp--
-gketkdengvspgtpgik---------ya-gaykh------hvcd--nt
tst-daqnvdqg-taggfafvy-------------tkdsfh-eqryfrt-
nvhpmdqkfcretnkdpntsf-pgtg-gpvgaaqcq---------flakp
lgk--tggtattaaehk------psgnt--ndvyinkgtg--ysnpd---
-pgaevtpgenearrgkdvflaiflkfate---ayc-ykakkst-kland
avdvek-ikerr
>F
gv-cpgakhkhagqrcdtrctihnttayayktgpkgyravyaegddtchk
svphakvsl---dl--yakeavlrlafsmeka--sehtnksmraykahrt
skglmiqsflklsykdsdk---vlcplyntfnkamastghak----tgtr
cta-mrh----gvhsanyrtamkatlaqkgnsgrlvlwgdkastefcays
gppnpcgksdsdfqgvis---yp------lnciniqtaiysmsavlsetk
crgsrh--lihghclvpngaleatthsgelgyvnraagqay---rmggy-
-vsl-eyetkgttnalgsfaagyndselkatgnslklhqstvseaila--
-akdqtnenssshtgadqm---------iv-safeh------nicg--aa
ati-tglgtkhg-vtgsfifvy-------------cnmhfhqpehfftiv
daedldskfcsepkkaqklnlkpksssgplgntg--vdlmetkcmllgpp
lse--tggtgtnvaeh-------psldc--nsvymnskggltygnpdmep
yagsflspssngerkgcagflsqlyplvde---dyc-fkcskgm-klnke
avnpgeglsnnk
>node6
gvhcpggslpheqdgtnfsafvdedkhf-fetaareyrnsclkkaidtng
ykah------------ylkhdvlnmylrsdn---gqgsilglktydteek
cnedalqnvmrapfadinc---pscevylphkdvmpgqsfsk----dkas
sns-akh-----skmgvkkgdklvsmgnwgnrptlkrshndvavaiclla
psgkdctvtkmavsglve---yiepayaglpckevklgakpanapeekqk
cskirh--iapgkctppalpldpqaasaeltfleksgrkrt---lrign-
-gesrdyeyt-stgtvtsgapkfaflstsaagngl-------daalmn--
-glqdivddgvphsaddrggkcagqsytvp-cvyqd------rlca--vw
vpegslvnqtkcfatsa--fvyarkghrasgladgtdtafl-prhflre-
nivllvarfaaiahrglnctf-rgpr-gghgtvk-----------vlgai
ksqyysastdpatkasfeq-svfqsgqpftdnsyaksvvg--nelas---
-kgacmtqg----krapelv--iiptlrsl---vyc-tspakgy-rgtgk
pangadgakakk
>D
gvhcagsalphseqgkafsafvgqdkrf-fdtavkqyrngy----vqnnv
yktd------------vlkhdqlnmylrnpe-yggegsilglkafktevt
akeealanilkvpfadidc---pacqinlpvkdllpgqsfte----ekts
tns-alh-----sklglkngenlvsmggwgkrltldrsgndvavltclla
pdgrecavtkmevgtlln---yinpansgkpckqvklgtrpsnapedkqk
ctkiqh--rapgkcspphypmdpmaagdelsylkgggrrkt---lriad-
-geppkyeyn-tdgtvtsggsklayltnsaegng------------ks--
-glneivengvvhatpdqggkcggpsytvs-cvysd------rlca--lr
apigstvlqvkcfassa--flyirkghrasgladgsntffl-grhylre-
niillverfaa-ahiglsctn-rgpr-gargtvm-----------t---a
ksefytgstnpaipaafeqgmsfetgqpftdlktqksvak--nelag---
-kytcmvqg----ksapplv--ikktlral---ahc-tspakgl-kgttk
ptngqeeksskq
>node3
gvhcpggphgqlqegfiypfyvdkkkhy-fatqtrgykktngpavtdtss
fenh------------yvnqnelgaayrsnt---gqgtalkqrkydaqae
cegsglq-parktysertclsgnscelysshqgvkpdqsfak----tktk
ann-gre-----skkgvhkgdvlvlykhwgsrpalkiwgniisipicffg
psakqcgcts-disglievk-yvmpayatlpcknlkigiprpytaagkik
sgkrrq--yapsnylkpslplqakgersqltfvdkaerkrtnhkartad-
-gnkreyqyhetagtlasdiqgfslvntrt-------------atllg--
-glqqsadkniantienla---------lgkcaydhllkd-srtca--lw
aqpgtavdqlhsfagsdlckiyerqshnadgtgddsqklfl-pqlfyre-
nivvvvarftrpadkgikstf-sggr-gavdave-----------vqfai
lgl--kavnepatndsnds-ivfqsgktftknnylpsvdg--rsmpa---
-kgicmtdg----kqtpelfhlviagtrgl---iyc-yrvhkaiskiskk
pvnpgeglkakk
>G
dv-cpgpphthgrancaskyraagnsny-feslsrayrsvsstgsvstpg
qqghskiafyhgql--qatdsalkpafvkhr---gpvnvataftfkehns
iknlsmqkfshvkgghvqe---kvcplngpfvavmklrgynk----ttsr
ttskvkhivllkrnkqifrghmwptvgqwgnipklklfsrtvqpgicyyh
gpvkecgcqkdmllglle---nrgpsygplkcgdvaennyaqhifvdrfk
ckgqhh--lsgayvekpsaeldaagergelayngktgsrll---vkgeyq
kgam-ayhpsdtggsl--atpafasavlhaggsrlklllad--gcmhp--
-gnevkddsgvspgtpaig---------fa-ssykh------qvcdgsat
tra-aaqksgld-aaggfdfvy-------------tstaff-eqryfrs-
npqsmdqkfcmaknkdpnkgl-pgag-gpigaeqcq---------flaka
lgk--tggtqasnaehn------pskht--nkvyltkgvg--ysdpi---
-ppqtltlgeeaarrgkdvflaiflkhate---vya-yqsdkht-klasd
avglet-didrw
>node10
gv-cpgdkhkhagesydtrctvhgstayefktgakgyrsicdegeqtcpe
seshskisf---el--yakeadlkpafsmeka--aqhgtasmitykahqt
akglmiesfapvaydegek---avcplyspfntvmsargfak----tskr
sta-akh----grhnatyrsdmrttlgqrgnegrlvlwgkkvstgfcaye
gpvnpcgcnnsafhglin---fh------lncadvrtavytmniilyevk
crsnrh--lgpghctvpngeldavthngelgyvnksaeksy---rkegy-
-asl-eyqprstngaltalaagytkdalkatgdslklnqstvsatila--
-akdniiednashsgtdqk---------iv-safdh------hvcg--eg
stt-tsldtkhg-vtgsyefvy-------------cdmvfh-pqhffrtv
dnvdldrkfcsdakksqksnl-pktsggpvgatg--veltetkclllgpp
lse--tggtgtsiaehk------ptyds--nsvyintksglryvnpd---
-apaflspgsnddrrgcqsflsllyplvdd---eyc-yrckkgk-klske
avnpgdglsdsk
>node15
gv-cpggrhkheadsyqnrfavdgnsdy-fetntrgyrdtcsngvidtpe
yesh------------yikqdelkdafstds---gqpavlamfaykihqk
skgktlqsfapaayasvds---nccplysphqgvmparsfak----sskk
ans-sdh----nknngvyrgemlqtmghwgnqptfkmwsnkisvgicyfg
agvrqcgcendnikglve---faqpsygtlsckeinlsnstpnifvgkvk
cssarh--fgpgkcaapamtleakghrgqlsyvnktatkrq---mkksy-
-gnlreyqhhettgtltsaapgytsvkiraagssl-------satmlp--
-gkeaqvnngvshgvedlk---------la-ctydh------hvcg--nw
tpt-savetkhggstssfcfvy-------------tdeafl-pqrffre-
divvlngkfaqntrkglnsdf-pgsr-gpvgale-----------ilaae
mgq--tggtatataeskns-avfpsgqt--knayaksmdg--ndmpa---
-sgaeltnggnparrgselfhviipslvsk---vyc-ykpkkgn-kvtme
avnggnglkgkk
>H
ev-cagepqthkktscdnrygtgsnpny-sqtltkadkkvcssgvvvqpg
qhghsrsay---eihslandgllkhaftkhg---gstdlatmfsekehdq
vgaltlpkfaqvsygyvee---kvcplyspfvavmklsaydk----isan
msa-akhclvltrnkdif-gpkwtgvaqwgdhprlkvwtrkihedicyya
gnvrkcvcdtealkglge---glspnygtllcgerkkthyaqkiflqsid
cksqrh--dggsnvkspiaeleaaakrgelayegrfggnkl---ikgqy-
-gta-eyhrkgmhgalggqapgfpsgklraktsrlqtakvk--gcahs--
-dkqtkqadvvcpgtlgvk---------ya-nvfkh------hvcd--nt
ass-edqnvtqg-tggeftfel-------------vkqsfn-hqryfrs-
nghqldeaycretnrdpntsf-slmg-rpvaaaqcg---------flakp
lgk--atgtataaaghk------phpet--navyvktgtq--yskpd---
-pgagyspfendairgkdsflecfvafatg---tyc-ykakknk-kladd
pvdven-imevr
>A
qvqcpggpqgqlrdnfiykfyvekkkhy-setnnhgykrtkgktvpdsta
lenh------------yvnqdelgstyrtnt---gagttmkqrdyqgqve
cegatmq-ptrktykeqttlngytcglyaahqgvkqdlsfsk----aksk
dtd-trk-----tkkgllgadvally-hwgtrpalkiygnihslpicffg
paqeecgsss-disslvevksyvmhpgaqlpckalktniprpyliagkik
ngkrrq--vaptnylhpgsplmlqgarhqitfadkplrkrtthkartnd-
-gskkeeeyheaaglgawnvqgfnlvesrt-------------atllg--
-gleqmtsklieniiqela---------lgncaysamlkkvsnsca--vw
aapntaldainlfagtnlckiynrpahkadntandshklal-pqlsyqe-
nvvlvvasfargahkgvkktf-letr-gavkavq-----------llfvi
lgl--tavseivstqrydt-iafhngdahtkdsylpsvee--rskpe---
-kgicvads----rntptlfhlvisdthga---iypayrvhrtlqdaskk
tvasgdglkakt
>B
gihcpggphgqlqkgfcyafyvdskkhy-fqkekrgypkahgpvvv----
-ekh---------------snelggfyrsns---sqgtaakqkkydakae
ceggelq-agqksysekavmsgsscqlyasqqgvkpeqstmr----tnik
ayd-gke-----qkkeihkgdvlglykhwgsrpalpvwgsiisiptclfg
psatrcgctl-eitglielk-yvmpaygtlpcklikiqaprpftsadkih
sggqpp--yahssyvkprlplqapgertqltyvdqaertrinhteqtpd-
-dnkrdygssetagtvgadiqgfelvhtrs-------------akllt--
-glahkadnniahaiedla---------lmkcksdcklgg-sreca--lw
ahpgtalqllhsfsgsemcpafnkqshekdgagedaqklfl-palyy---
------akfkrsadkalkstf-sggr-gaahmvn-----------vqfaa
lgl--kaln------sten-eafqsgklfhksnylpsvng--rssaa---
-kghcrtng----kltpqvfqlviaatril---iyc-yrcplavgkfakk
panp--gykgkk
>node14
gv-cpggrhkhendsydnrfavdgnsdy-fdtntrgyrsicsngvvvhpe
sqgharisf---al--yakeaelkeafsmen---gqhavatmfsykahqq
akglilqsfapvaygegqe---nvcplyspftavmpargfak----sskk
sta-akh----grnnqiyrgemwqtmgqwgnqprlklwahkinvgicyyd
gpvrqcgcdndalkglve---fiqpsygtlncaevrqahytqniflakvk
cssqrh--fgpghcsvpsaelesaghrgelsyvnksasksl---kkngy-
-gsl-eyqprgtngsltaaapgytsgklkaagdslhlkqstvsatmlp--
-gketkinngvshgsedlk---------ia-caynh------hvcg--nn
ttt-saqetkhg-tpgsfsfvy-------------tddafh-pqkffrn-
divpldrkfcsdtrkspnsdf-pgss-gpvgaaq-----------flapp
lge--tggtatsaaehk------psget--nnvyinsmtg--yenpd---
-agaelspgsnearrgkevflaimlslvte---eyc-yrakkst-rltke
avdvgnglkdrk
>C
avtcpalalphkqtgttfnafvngpghf-fqpeareykpscl--------
-reh------------ylkhdvgnlylrddt---gqaeglglktydieek
akkdplelimrspfgnvnc---pschlynphqsvfsgqsfsnfyfgdkgd
vke-skh-----skmgvkkgddlvskggwggrrslkraqddvdialclva
pcgkemsstnkavsglid---ytqpgyaglpcqeaklgtkpangpaakhe
cakiqh--itngkcapsalpldqqaasaeltfveqsarkra---lrigg-
-gekkdyekt-stgsvtqadpkfkfhaasaagtgl-------daplmk--
-alseiidkgvphsadqrggkcagasytvp-smykd------klct--iw
gpggnvinqtkcfetsl--fvygkkgrgaselqagtntlfl-nkqhlre-
rvvllvarfsaiahfglncff-rgpr-agsetv------------alngk
kslfycatidpatklsfee-hvfegndrftdgryaksr-g--neles---
-ggscmtks----krepdlq--ivptlraliivvyc-sepakgy-rgisp
h--aagaktvrk
|
//Maya ASCII 6.5 scene
//Name: Wall_Column_Wood_03.ma
//Last modified: Sun, Mar 23, 2008 11:52:14 PM
requires maya "6.5";
currentUnit -l centimeter -a degree -t film;
fileInfo "application" "maya";
fileInfo "product" "Maya Unlimited 6.5";
fileInfo "version" "6.5";
fileInfo "cutIdentifier" "200501140008-637295";
fileInfo "osv" "Microsoft Windows XP Service Pack 2 (Build 2600)\n";
createNode transform -n "Wall_Column_Wood_01:pCube6";
setAttr ".t" -type "double3" -0.25 0 0.25 ;
createNode mesh -n "Wall_Column_Wood_01:pCubeShape6" -p "Wall_Column_Wood_01:pCube6";
setAttr -k off ".v";
setAttr ".vir" yes;
setAttr ".vif" yes;
setAttr ".uvst[0].uvsn" -type "string" "map1";
setAttr -s 48 ".uvst[0].uvsp[0:47]" -type "float2" 0.94193256 0.60571504
0.88553572 0.60571504 0.94193256 0.60571504 0.88553572 0.60571504 0.88553572 0.77558023
0.94193256 0.77558023 0.94193256 0.82204682 0.88553572 0.82204682 0.79741967 0.60571504
0.74618399 0.60571504 0.74618399 0.60571504 0.79741967 0.60571504 0.89262277 0.77558023
0.93484551 0.77558023 0.93484551 0.77558023 0.89262277 0.77558023 0.89262277 0.77558023
0.89262277 0.82204676 0.93484551 0.77558023 0.93484551 0.82204676 0.79741967 0.76842272
0.88553572 0.77558023 0.88553572 0.76842272 0.94193256 0.77558023 0.79033256 0.77558023
0.88553572 0.7830556 0.75327104 0.77558023 0.88553572 0.81457132 0.94193256 0.7830556
0.79033256 0.77558023 0.94193256 0.81457132 0.93484551 0.82204676 0.74618399 0.76842272
0.88553572 0.76842266 0.94193256 0.76842266 0.74618399 0.76842266 0.94193256 0.81457132
0.75327104 0.77558023 0.88553572 0.81457132 0.89262277 0.82204676 0.94193256 0.7830556
0.93484551 0.77558023 0.89262277 0.77558023 0.88553572 0.7830556 0.94193256 0.82204682
0.79741967 0.76842266 0.94193256 0.76842272 0.88553572 0.82204682;
setAttr ".cuvs" -type "string" "map1";
setAttr ".dcc" -type "string" "Ambient+Diffuse";
setAttr -s 16 ".pt[0:15]" -type "float3" 1 0 1 1.5 0 1 1 0 0.5 1.5
0 0.5 1 0 1 1.5 0 1 1 0 0.5 1.5 0 0.5 1 0 1 1.5 0 1 1 0 1 1 0 0.5 1.5 0 1 1.5 0 0.5
1 0 0.5 1.5 0 0.5;
setAttr -s 16 ".vt[0:15]" -0.75 0 0.75 0.75 0 0.75 -0.75 0 -0.75 0.75
0 -0.75 -0.5 6 0.75 0.5 6 0.75 -0.5 6 -0.75 0.5 6 -0.75 -0.75 5.75 0.75 0.75 5.75
0.75 -0.75 6 0.5 -0.75 6 -0.5 0.75 6 0.5 0.75 6 -0.5 -0.75 5.75 -0.75 0.75 5.75 -0.75;
setAttr -s 24 ".ed[0:23]" 0 1 0 2 3 0
0 8 0 1 9 0 2 0 0 3 1 0
4 5 0 6 7 0 10 11 0 12 13 0
14 2 0 15 3 0 8 4 0 4 10 0
10 8 0 9 12 0 12 5 0 5 9 0
11 6 0 6 14 0 14 11 0 13 15 0
15 7 0 7 13 0;
setAttr -s 48 ".n[0:47]" -type "float3" 0 -4.5 0 0 -4.5 0 0 -4.5 0
0 -4.5 0 -0.0625 0.0625 0.0625 -0.0625 0.0625 0.0625 -0.0625 0.0625 0.0625 0.0625
0.0625 0.0625 0.0625 0.0625 0.0625 0.0625 0.0625 0.0625 -0.0625 0.0625 -0.0625 -0.0625
0.0625 -0.0625 -0.0625 0.0625 -0.0625 0 0 17.875 0 0 17.875 0 0 17.875 0 0 17.875
0 0 17.875 0 0 17.875 0.0625 0.0625 -0.0625 0.0625 0.0625 -0.0625 0.0625 0.0625 -0.0625
-17.875 0 0 -17.875 0 0 -17.875 0 0 -17.875 0 0 -17.875 0 0 -17.875 0 0 17.875 0
0 17.875 0 0 17.875 0 0 17.875 0 0 17.875 0 0 17.875 0 0 0 0 -17.875 0 0 -17.875
0 0 -17.875 0 0 -17.875 0 0 -17.875 0 0 -17.875 0 4.25 0 0 4.25 0 0 4.25 0 0 4.25
0 0 4.25 0 0 4.25 0 0 4.25 0 0 4.25 0;
setAttr -s 10 ".fc[0:9]" -type "polyFaces"
f 4 1 5 -1 -5
mu 0 4 4 5 6 7
f 3 14 12 13
mu 0 3 43 21 42
f 3 15 16 17
mu 0 3 23 40 41
f 3 20 18 19
mu 0 3 47 27 39
f 6 0 3 -18 -7 -13 -3
mu 0 6 0 1 22 15 13 46
f 3 21 22 23
mu 0 3 31 44 36
f 6 4 2 -15 8 -21 10
mu 0 6 10 11 20 24 26 32
f 6 -6 -12 -22 -10 -16 -4
mu 0 6 8 9 35 37 29 45
f 6 -20 7 -23 11 -2 -11
mu 0 6 33 16 18 34 2 3
f 8 -14 6 -17 9 -24 -8 -19 -9
mu 0 8 25 12 14 28 30 19 17 38 ;
createNode materialInfo -n "Wall_Column_Wood_01:materialInfo3";
createNode shadingEngine -n "Wall_Column_Wood_01:lambert4SG";
setAttr ".ihi" 0;
setAttr -s 3 ".dsm";
setAttr ".ro" yes;
createNode lambert -n "Wall_Column_Wood_01:lambert4";
createNode file -n "Wall_Column_Wood_01:file4";
setAttr ".ftn" -type "string" "D:/Projects/RPG ENGINE/Meshes/Texture_Wall_Interior_01.png";
createNode place2dTexture -n "Wall_Column_Wood_01:place2dTexture4";
createNode lightLinker -n "lightLinker1";
setAttr -s 3 ".lnk";
select -ne :time1;
setAttr ".o" 1;
select -ne :renderPartition;
setAttr -s 3 ".st";
select -ne :renderGlobalsList1;
select -ne :defaultShaderList1;
setAttr -s 3 ".s";
select -ne :postProcessList1;
setAttr -s 2 ".p";
select -ne :defaultRenderUtilityList1;
select -ne :lightList1;
select -ne :defaultTextureList1;
select -ne :lambert1;
setAttr ".c" -type "float3" 0.5 0.327575 0.19749999 ;
select -ne :initialShadingGroup;
setAttr -s 10 ".dsm";
setAttr ".ro" yes;
select -ne :initialParticleSE;
setAttr ".ro" yes;
select -ne :hardwareRenderGlobals;
addAttr -ci true -sn "ani" -ln "animation" -bt "ANIM" -min 0 -max 1 -at "bool";
setAttr ".fn" -type "string" "%s.%e";
setAttr ".ctrs" 256;
setAttr ".btrs" 512;
setAttr -k on ".ani";
select -ne :defaultHardwareRenderGlobals;
setAttr ".fn" -type "string" "im";
setAttr ".res" -type "string" "ntsc_4d 646 485 1.333";
select -ne :ikSystem;
setAttr -s 3 ".sol";
connectAttr "Wall_Column_Wood_01:lambert4SG.msg" "Wall_Column_Wood_01:materialInfo3.sg"
;
connectAttr "Wall_Column_Wood_01:lambert4.msg" "Wall_Column_Wood_01:materialInfo3.m"
;
connectAttr "Wall_Column_Wood_01:file4.msg" "Wall_Column_Wood_01:materialInfo3.t"
-na;
connectAttr "Wall_Column_Wood_01:lambert4.oc" "Wall_Column_Wood_01:lambert4SG.ss"
;
connectAttr "Wall_Column_Wood_01:pCubeShape6.iog" "Wall_Column_Wood_01:lambert4SG.dsm"
-na;
connectAttr "pCubeShape6.iog" "Wall_Column_Wood_01:lambert4SG.dsm" -na;
connectAttr "pCubeShape21.iog" "Wall_Column_Wood_01:lambert4SG.dsm" -na;
connectAttr "Wall_Column_Wood_01:file4.oc" "Wall_Column_Wood_01:lambert4.c";
connectAttr "Wall_Column_Wood_01:place2dTexture4.c" "Wall_Column_Wood_01:file4.c"
;
connectAttr "Wall_Column_Wood_01:place2dTexture4.tf" "Wall_Column_Wood_01:file4.tf"
;
connectAttr "Wall_Column_Wood_01:place2dTexture4.rf" "Wall_Column_Wood_01:file4.rf"
;
connectAttr "Wall_Column_Wood_01:place2dTexture4.mu" "Wall_Column_Wood_01:file4.mu"
;
connectAttr "Wall_Column_Wood_01:place2dTexture4.mv" "Wall_Column_Wood_01:file4.mv"
;
connectAttr "Wall_Column_Wood_01:place2dTexture4.s" "Wall_Column_Wood_01:file4.s"
;
connectAttr "Wall_Column_Wood_01:place2dTexture4.wu" "Wall_Column_Wood_01:file4.wu"
;
connectAttr "Wall_Column_Wood_01:place2dTexture4.wv" "Wall_Column_Wood_01:file4.wv"
;
connectAttr "Wall_Column_Wood_01:place2dTexture4.re" "Wall_Column_Wood_01:file4.re"
;
connectAttr "Wall_Column_Wood_01:place2dTexture4.of" "Wall_Column_Wood_01:file4.of"
;
connectAttr "Wall_Column_Wood_01:place2dTexture4.r" "Wall_Column_Wood_01:file4.ro"
;
connectAttr "Wall_Column_Wood_01:place2dTexture4.n" "Wall_Column_Wood_01:file4.n"
;
connectAttr "Wall_Column_Wood_01:place2dTexture4.vt1" "Wall_Column_Wood_01:file4.vt1"
;
connectAttr "Wall_Column_Wood_01:place2dTexture4.vt2" "Wall_Column_Wood_01:file4.vt2"
;
connectAttr "Wall_Column_Wood_01:place2dTexture4.vt3" "Wall_Column_Wood_01:file4.vt3"
;
connectAttr "Wall_Column_Wood_01:place2dTexture4.vc1" "Wall_Column_Wood_01:file4.vc1"
;
connectAttr "Wall_Column_Wood_01:place2dTexture4.o" "Wall_Column_Wood_01:file4.uv"
;
connectAttr "Wall_Column_Wood_01:place2dTexture4.ofs" "Wall_Column_Wood_01:file4.fs"
;
connectAttr ":defaultLightSet.msg" "lightLinker1.lnk[0].llnk";
connectAttr ":initialShadingGroup.msg" "lightLinker1.lnk[0].olnk";
connectAttr ":defaultLightSet.msg" "lightLinker1.lnk[1].llnk";
connectAttr ":initialParticleSE.msg" "lightLinker1.lnk[1].olnk";
connectAttr ":defaultLightSet.msg" "lightLinker1.lnk[2].llnk";
connectAttr "Wall_Column_Wood_01:lambert4SG.msg" "lightLinker1.lnk[2].olnk";
connectAttr "Wall_Column_Wood_01:lambert4SG.pa" ":renderPartition.st" -na;
connectAttr "Wall_Column_Wood_01:lambert4.msg" ":defaultShaderList1.s" -na;
connectAttr "Wall_Column_Wood_01:place2dTexture4.msg" ":defaultRenderUtilityList1.u"
-na;
connectAttr "lightLinker1.msg" ":lightList1.ln" -na;
connectAttr "Wall_Column_Wood_01:file4.msg" ":defaultTextureList1.tx" -na;
// End of Wall_Column_Wood_03.ma
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