(*********************************************************************** Mathematica-Compatible Notebook This notebook can be used on any computer system with Mathematica 4.0, MathReader 4.0, or any compatible application. The data for the notebook starts with the line containing stars above. To get the notebook into a Mathematica-compatible application, do one of the following: * Save the data starting with the line of stars above into a file with a name ending in .nb, then open the file inside the application; * Copy the data starting with the line of stars above to the clipboard, then use the Paste menu command inside the application. Data for notebooks contains only printable 7-bit ASCII and can be sent directly in email or through ftp in text mode. Newlines can be CR, LF or CRLF (Unix, Macintosh or MS-DOS style). NOTE: If you modify the data for this notebook not in a Mathematica- compatible application, you must delete the line below containing the word CacheID, otherwise Mathematica-compatible applications may try to use invalid cache data. For more information on notebooks and Mathematica-compatible applications, contact Wolfram Research: web: http://www.wolfram.com email: info@wolfram.com phone: +1-217-398-0700 (U.S.) Notebook reader applications are available free of charge from Wolfram Research. ***********************************************************************) (*CacheID: 232*) (*NotebookFileLineBreakTest NotebookFileLineBreakTest*) (*NotebookOptionsPosition[ 87407, 2098]*) (*NotebookOutlinePosition[ 88494, 2137]*) (* CellTagsIndexPosition[ 88421, 2131]*) (*WindowFrame->Normal*) Notebook[{ Cell[CellGroupData[{ Cell["Regress", "Subsection"], Cell[TextData[{ "The standard package ", StyleBox["Statistics`LinearRegression`", "Input", FontFamily->"Courier", FontWeight->"Bold"], " defines a function called ", StyleBox["Regress", "Input"], ", which allows you to extract more information during the fitting process. \ First load the package." }], "Text"], Cell[BoxData[ \(<< Statistics`LinearRegression`\)], "Input"], Cell["\<\ Now import a HIV P24 sedimentation equilibrium dataset and plot the primary \ data.\ \>", "Text"], Cell[BoxData[ \(\(p24data\ = \ Import["\"];\)\)], "Input"], Cell[CellGroupData[{ Cell[BoxData[ \(\(P24plot = ListPlot[p24data, \ AxesOrigin -> {6.56, \ 0}, \ \ PlotStyle\ -> \n\ \ \ \ \ {RGBColor[1, 0, \ 0], PointSize[ .015]}, AxesLabel\ -> \ {"\", \ "\"}];\)\)], "Input"], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: .61803 MathPictureStart /Mabs { Mgmatrix idtransform Mtmatrix dtransform } bind def /Mabsadd { Mabs 3 -1 roll add 3 1 roll add exch } bind def %% Graphics %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10 scalefont setfont % Scaling calculations -28.8778 4.40211 0.0147151 0.630985 [ [.17619 .00222 -9 -9 ] [.17619 .00222 9 0 ] [.3963 .00222 -12 -9 ] [.3963 .00222 12 0 ] [.6164 .00222 -9 -9 ] [.6164 .00222 9 0 ] [.83651 .00222 -12 -9 ] [.83651 .00222 12 0 ] [1.025 .01472 0 -6.4375 ] [1.025 .01472 40 6.4375 ] [-0.01239 .14091 -18 -4.5 ] [-0.01239 .14091 0 4.5 ] [-0.01239 .26711 -18 -4.5 ] [-0.01239 .26711 0 4.5 ] [-0.01239 .39331 -18 -4.5 ] [-0.01239 .39331 0 4.5 ] [-0.01239 .5195 -18 -4.5 ] [-0.01239 .5195 0 4.5 ] [.00011 .64303 -32.0938 0 ] [.00011 .64303 32.0938 12.875 ] [ 0 0 0 0 ] [ 1 .61803 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash .17619 .01472 m .17619 .02097 L s [(6.6)] .17619 .00222 0 1 Mshowa .3963 .01472 m .3963 .02097 L s [(6.65)] .3963 .00222 0 1 Mshowa .6164 .01472 m .6164 .02097 L s [(6.7)] .6164 .00222 0 1 Mshowa .83651 .01472 m .83651 .02097 L s [(6.75)] .83651 .00222 0 1 Mshowa .125 Mabswid .22021 .01472 m .22021 .01847 L s .26423 .01472 m .26423 .01847 L s .30825 .01472 m .30825 .01847 L s .35228 .01472 m .35228 .01847 L s .44032 .01472 m .44032 .01847 L s .48434 .01472 m .48434 .01847 L s .52836 .01472 m .52836 .01847 L s .57238 .01472 m .57238 .01847 L s .66042 .01472 m .66042 .01847 L s .70444 .01472 m .70444 .01847 L s .74847 .01472 m .74847 .01847 L s .79249 .01472 m .79249 .01847 L s .13217 .01472 m .13217 .01847 L s .08815 .01472 m .08815 .01847 L s .04413 .01472 m .04413 .01847 L s .00011 .01472 m .00011 .01847 L s .88053 .01472 m .88053 .01847 L s .92455 .01472 m .92455 .01847 L s .96857 .01472 m .96857 .01847 L s .25 Mabswid 0 .01472 m 1 .01472 L s gsave 1.025 .01472 -61 -10.4375 Mabsadd m 1 1 Mabs scale currentpoint translate /MISOfy { /newfontname exch def /oldfontname exch def oldfontname findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding ISOLatin1Encoding def currentdict end newfontname exch definefont pop } def 0 20.875 translate 1 -1 scale 63.000 13.000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor 0.000 0.000 rmoveto 63.000 13.000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor (Radius) show 99.000 13.000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor 0.000 0.000 rmoveto 1.000 setlinewidth grestore .00011 .14091 m .00636 .14091 L s [(0.2)] -0.01239 .14091 1 0 Mshowa .00011 .26711 m .00636 .26711 L s [(0.4)] -0.01239 .26711 1 0 Mshowa .00011 .39331 m .00636 .39331 L s [(0.6)] -0.01239 .39331 1 0 Mshowa .00011 .5195 m .00636 .5195 L s [(0.8)] -0.01239 .5195 1 0 Mshowa .125 Mabswid .00011 .04626 m .00386 .04626 L s .00011 .07781 m .00386 .07781 L s .00011 .10936 m .00386 .10936 L s .00011 .17246 m .00386 .17246 L s .00011 .20401 m .00386 .20401 L s .00011 .23556 m .00386 .23556 L s .00011 .29866 m .00386 .29866 L s .00011 .33021 m .00386 .33021 L s .00011 .36176 m .00386 .36176 L s .00011 .42486 m .00386 .42486 L s .00011 .4564 m .00386 .4564 L s .00011 .48795 m .00386 .48795 L s .00011 .55105 m .00386 .55105 L s .00011 .5826 m .00386 .5826 L s .00011 .61415 m .00386 .61415 L s .25 Mabswid .00011 0 m .00011 .61803 L s gsave .00011 .64303 -93.0938 -4 Mabsadd m 1 1 Mabs scale currentpoint translate /MISOfy { /newfontname exch def /oldfontname exch def oldfontname findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding ISOLatin1Encoding def currentdict end newfontname exch definefont pop } def 0 20.875 translate 1 -1 scale 63.000 13.000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor 0.000 0.000 rmoveto 63.188 13.000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor (Absorbance) show 123.188 13.000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor 0.000 0.000 rmoveto 1.000 setlinewidth grestore 0 0 m 1 0 L 1 .61803 L 0 .61803 L closepath clip newpath 1 0 0 r .015 w .02381 .06876 Mdot .05102 .06876 Mdot .07823 .07714 Mdot .10544 .07456 Mdot .13265 .08229 Mdot .15986 .08358 Mdot .18707 .0868 Mdot .21429 .09582 Mdot .2415 .0984 Mdot .26871 .10935 Mdot .29592 .11321 Mdot .32313 .11643 Mdot .35034 .12352 Mdot .37755 .1306 Mdot .40476 .13576 Mdot .43197 .15161 Mdot .45918 .15665 Mdot .48639 .16609 Mdot .5136 .18056 Mdot .54082 .18749 Mdot .56803 .20574 Mdot .59524 .21833 Mdot .62245 .23029 Mdot .64966 .25295 Mdot .67687 .26802 Mdot .70408 .28382 Mdot .73129 .30387 Mdot .7585 .33243 Mdot .78571 .35369 Mdot .81292 .37921 Mdot .84014 .41363 Mdot .86735 .44283 Mdot .89456 .47553 Mdot .92177 .51582 Mdot .94898 .55938 Mdot .97619 .60332 Mdot % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{282.625, 174.688}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg;oool0023oool01@000?oooooooooo ool00005oooo00?o003oooooool00oooo`04o`00oooooooooooo0ol00>?oool0023oool00`000?oo ooooo`0oooo000Poooo00<0003oooooool0IOooo`?o0003oooo00?o 003oooooool0ROooo`008?ooo`030000oooooooo06Koool01?l00?ooooooooooo`?o002:oooo000P oooo00<0003oooooool0Joooo`03o`00oooooooo08Woool0023oool00`000?ooooooo`3goooo000P oooo00<0003oooooool0LOooo`03o`00oooooooo08?oool0023oool00`000?ooooooo`1`oooo0ol0 08Coool0023oool00`000?ooooooo`1aoooo00?o003oooooool00_ooo`03o`00oooooooo07koool0 023oool00`000?ooooooo`1eoooo0ol007ooool0023oool00`000?ooooooo`1foooo00?o003ooooo ool0O_ooo`008?ooo`030000oooooooo07coool00ol00?ooooooo`1hoooo000Poooo00<0003ooooo ool0Noooo`?o001ioooo000Poooo00<0003oooooool0O?ooo`03o`00oooooooo07Soool0023oool0 0`000?ooooooo`3goooo000Poooo00<0003oooooool0POooo`03o`00oooooooo07?oool0023oool0 0`000?ooooooo`20oooo0ol007Coool000goool200001?ooo`800005oooo0`0000?oool00`000?oo ooooo`21oooo00?o003oooooool0Loooo`003?ooo`040000oooooooo00002oooo`030000oooooooo 00;oool00`000?ooooooo`3goooo000"], ImageRangeCache->{{{0, 281.625}, {173.688, 0}} -> {6.52435, -0.17021, \ 0.00111115, 0.007752}}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ \(report = Regress[p24data, {1, x, x\^2, x\^3}, x, RegressionReport -> {AdjustedRSquared, ANOVATable, BestFit, CoefficientOfVariation, CorrelationMatrix, CovarianceMatrix, DurbinWatsonD, EigenstructureTable, EstimatedVariance, ParameterTable, PartialSumOfSquares, RSquared, SequentialSumOfSquares, VarianceInflation, FitResiduals, SinglePredictionCITable}]; Take[report, {1, \(-3\)}]\)], "Input"], Cell[BoxData[ RowBox[{"{", RowBox[{\(AdjustedRSquared \[Rule] 0.9993783792108566`\), ",", RowBox[{"ANOVATable", "\[Rule]", InterpretationBox[GridBox[{ {"\<\"\"\>", "\<\"DF\"\>", "\<\"SumOfSq\"\>", \ "\<\"MeanSq\"\>", "\<\"FRatio\"\>", "\<\"PValue\"\>"}, {"\<\"Model\"\>", "3", "2.0511821833900004`", "0.6837273944633334`", "18757.4744097342`", "0.`"}, {"\<\"Error\"\>", "32", "0.001166429773268005`", "0.00003645093041462516`", "\<\"\"\>", "\<\"\"\>"}, {"\<\"Total\"\>", "35", "2.0523486131632684`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>"} }, RowSpacings->1, ColumnSpacings->3, RowAlignments->Baseline, ColumnAlignments->{Left}], TableForm[ {{3, 2.0511821833900004, .68372739446333342, 18757.474409734201, 0.0}, { 32, .001166429773268005, .000036450930414625158}, {35, 2.0523486131632684}}, TableHeadings -> {{"Model", "Error", "Total"}, {"DF", "SumOfSq", "MeanSq", "FRatio", "PValue"}}]]}], ",", \(BestFit \[Rule] \(-28019.011902353308`\) + 12733.925800413903`\ x - 1929.2519213006924`\ x\^2 + 97.43939353920197`\ x\^3\), ",", \(CoefficientOfVariation \[Rule] 0.018006156024214466`\), ",", RowBox[{"CorrelationMatrix", "\[Rule]", TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ {"1.`", \(-0.9999960549724703`\), "0.9999842214604999`", \(-0.999964503558521`\)}, {\(-0.9999960549724702`\), "1.`", \(-0.999996055596302`\), "0.9999842247924731`"}, {"0.9999842214604998`", \(-0.999996055596302`\), "0.9999999999999999`", \(-0.9999960566386511`\)}, {\(-0.9999645035585207`\), "0.999984224792473`", \(-0.9999960566386511`\), "1.`"} }], "\[NoBreak]", ")"}], (MatrixForm[ #]&)]}], ",", RowBox[{"CovarianceMatrix", "\[Rule]", TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ {"2.0844672010848317`*^6", \(-937123.5322270293`\), "140427.85496225022`", \(-7013.976820253613`\)}, {\(-937123.5322270293`\), "421310.27213478356`", \(-63133.79454462292`\), "3153.3805338858715`"}, {"140427.85496225022`", \(-63133.79454462293`\), "9460.741219055119`", \(-472.5448980888245`\)}, {\(-7013.9768202536125`\), "3153.3805338858715`", \(-472.5448980888244`\), "23.602848513096724`"} }], "\[NoBreak]", ")"}], (MatrixForm[ #]&)]}], ",", \(DurbinWatsonD \[Rule] 1.1757621351892815`\), ",", RowBox[{"EigenstructureTable", "\[Rule]", TagBox[GridBox[{ {"\<\"EigenV\"\>", "\<\"Index\"\>", InterpretationBox[ StyleBox["x", ShowStringCharacters->True, NumberMarks->True], InputForm[ x], Editable->True, AutoDelete->True], InterpretationBox[ StyleBox[\(x^2\), ShowStringCharacters->True, NumberMarks->True], InputForm[ Power[ x, 2]], Editable->True, AutoDelete->True], InterpretationBox[ StyleBox[\(x^3\), ShowStringCharacters->True, NumberMarks->True], InputForm[ Power[ x, 3]], Editable->True, AutoDelete->True]}, {"2.999963057894823`", "1.`", "0", "0", "0"}, {"0.000036942008046466325`", "284.9690562394129`", "0", "0", "0"}, {"9.712993486600349`*^-11", "175744.3632880356`", "0.999992110941641`", "0.9999999999838073`", "0.9999921137212174`"} }, RowSpacings->1, ColumnSpacings->3, RowAlignments->Baseline, ColumnAlignments->{Left}], (TableForm[ #, TableHeadings -> {None, {"EigenV", "Index", InputForm[ x], InputForm[ Power[ x, 2]], InputForm[ Power[ x, 3]]}}]&)]}], ",", \(EstimatedVariance \[Rule] 0.00003645093041462516`\), ",", RowBox[{"ParameterTable", "\[Rule]", TagBox[GridBox[{ {"\<\"\"\>", "\<\"Estimate\"\>", "\<\"SE\"\>", \ "\<\"TStat\"\>", "\<\"PValue\"\>"}, {"1", \(-28019.011902353308`\), "1443.7684028558153`", \(-19.406860440310854`\), "0.`"}, {"x", "12733.925800413903`", "649.0841795443666`", "19.618296365430833`", "0.`"}, {\(x\^2\), \(-1929.2519213006924`\), "97.26634165555483`", \(-19.834733048074025`\), "0.`"}, {\(x\^3\), "97.43939353920197`", "4.858276290321159`", "20.056371378738667`", "0.`"} }, RowSpacings->1, ColumnSpacings->3, RowAlignments->Baseline, ColumnAlignments->{Left}], (TableForm[ #, TableHeadings -> {{1, x, Power[ x, 2], Power[ x, 3]}, {"Estimate", "SE", "TStat", "PValue"}}]&)]}], ",", \(PartialSumOfSquares \[Rule] {0.014029144876377943`, 0.014340402389561784`, 0.014662679565301685`}\), ",", \(RSquared \[Rule] 0.9994316609927831`\), ",", \(SequentialSumOfSquares \[Rule] {1.8096413698866745`, 0.22687813393620737`, 0.01466267956674372`}\), ",", \(VarianceInflation \[Rule] {0.`, 1.7157224417228568`*^9, 6.863615850100646`*^9, 1.7161759578731756`*^9}\)}], "}"}]], "Output"] }, Open ]], Cell["Here is a plot of the residuals.", "Text"], Cell[CellGroupData[{ Cell[BoxData[ \(\(residualplot = ListPlot[FitResiduals /. report, FrameTicks \[Rule] None, Frame \[Rule] True, Ticks \[Rule] None, PlotStyle \[Rule] {Hue[ .7], PointSize[ .025]}, TextStyle \[Rule] {FontSize \[Rule] 9}, PlotLabel \[Rule] "\"];\)\)], "Input"], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: .61803 MathPictureStart /Mabs { Mgmatrix idtransform Mtmatrix dtransform } bind def /Mabsadd { Mabs 3 -1 roll add 3 1 roll add exch } bind def %% Graphics %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10 scalefont setfont % Scaling calculations 0.0238095 0.026455 0.283275 28.2128 [ [ 0 0 -0.125 0 ] [ 0 0 -0.125 0 ] [ 0 .61803 .125 0 ] [ 1 0 .125 0 ] [.5 .63053 -27.0313 0 ] [.5 .63053 27.0313 11.625 ] [ 0 0 0 0 ] [ 1 .61803 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 0 m 1 0 L s 0 0 m 0 .61803 L s 0 .61803 m 1 .61803 L s 1 0 m 1 .61803 L s 0 .28327 m 1 .28327 L s gsave .5 .63053 -88.0313 -4 Mabsadd m 1 1 Mabs scale currentpoint translate /MISOfy { /newfontname exch def /oldfontname exch def oldfontname findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding ISOLatin1Encoding def currentdict end newfontname exch definefont pop } def 0 19.625 translate 1 -1 scale 63.000 12.250 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 9.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor 0.000 0.000 rmoveto 63.000 12.250 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 9.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor (Residuals) show 113.063 12.250 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 9.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor 0.000 0.000 rmoveto 1.000 setlinewidth grestore 0 0 m 1 0 L 1 .61803 L 0 .61803 L closepath clip newpath .2 0 1 r .025 w .05026 .56332 Mdot .07672 .30718 Mdot .10317 .44329 Mdot .12963 .10367 Mdot .15608 .23491 Mdot .18254 .08426 Mdot .20899 .02226 Mdot .23545 .21783 Mdot .2619 .1198 Mdot .28836 .38677 Mdot .31481 .32353 Mdot .34127 .21426 Mdot .36772 .25668 Mdot .39418 .27405 Mdot .42063 .17609 Mdot .44709 .52373 Mdot .47354 .35089 Mdot .5 .33448 Mdot .52646 .49869 Mdot .55291 .27678 Mdot .57937 .50913 Mdot .60582 .432 Mdot .63228 .26658 Mdot .65873 .51565 Mdot .68519 .35764 Mdot .71164 .16025 Mdot .7381 .07736 Mdot .76455 .29521 Mdot .79101 .10352 Mdot .81746 .01472 Mdot .84392 .23256 Mdot .87037 .12188 Mdot .89683 .06879 Mdot .92328 .25223 Mdot .94974 .47457 Mdot .97619 .60332 Mdot % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 177.938}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgGoool6<`3o6?oo o`030000oooooooo00_oool000coool00`000?ooooooo`2moooo13<0obCoool6<`3o6?ooo`030000 oooooooo00_oool000coool00`000?ooooooo`0[oooo13<0ohgoool6<`3o8oooo`Hc0?lHoooo00<0 003oooooool02oooo`003?ooo`030000oooooooo02[oool6<`3oS?ooo`Hc0?lToooo13<0oaWoool0 0`000?ooooooo`0;oooo000Oooo`@c0?lG oooo1S<0ojWoool00`000?ooooooo`0;oooo000?ooo`Hc0?lFoooo1S<0 ojWoool00`000?ooooooo`0;oooo000?ooo`Hc0?lFoooo1S<0ojWoool0 0`000?ooooooo`0;oooo000?ooo`Hc0?lFoooo1S<0ojWoool00`000?oo ooooo`0;oooo000?ooo`Hc0?lGoooo13<0ogooool4<`3o9oooo`030000 oooooooo00_oool000coool00`000?ooooooo`0Toooo13<0oa7oool4<`3oV_ooo`Hc0?lVoooo00<0 003oooooool02oooo`003?ooo`030000oooooooo02?oool6<`3o[_ooo`Hc0?lVoooo00<0003ooooo ool02oooo`003?ooo`030000oooooooo02?oool6<`3o[_ooo`Hc0?lVoooo00<0003oooooool02ooo o`003?ooo`030000oooooooo02?oool6<`3o[_ooo`Hc0?lVoooo00<0003oooooool02oooo`003?oo o`030000oooooooo02?oool6<`3o[oooo`@c0?lAoooo13<0oa;oool00`000?ooooooo`0;oooo000< oooo00<0003oooooool09?ooo`@c0?o4oooo1S<0oa7oool00`000?ooooooo`0;oooo000ooo o`030000oooooooo00_oool000coool00`000?ooooooo`33oooo1S<0oc[oool00`000?ooooooo`0; oooo000oooo1S<0oc[oool4<`3o/Oooo`030000 oooooooo00_oool000coool00`000?ooooooo`0?oooo13<0oc[oool6<`3o/?ooo`030000oooooooo 00_oool000coool00`000?ooooooo`1=oooo1S<0ok3oool00`000?ooooooo`0;oooo000oooo00<0003oooooool02oooo`003?ooo`030000oooooooo073oool4<`3oSoooo`030000 oooooooo00_oool000coool00`000?ooooooo`3ooooo1?ooo`030000oooooooo00_oool000coool0 0`000?ooooooo`3ooooo1?ooo`030000oooooooo00_oool000coool00`000?ooooooo`3ooooo1?oo o`030000oooooooo00_oool000coool00`000?ooooooo`3ooooo1?ooo`030000oooooooo00_oool0 00coool00`000?ooooooo`08oooo13<0ooOoool00`000?ooooooo`0;oooo000"], ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {-2.68941, -0.0100408, \ 0.144177, 0.000135194}}] }, Open ]], Cell["You can combine several results on the same graph.", "Text"], Cell["\<\ {observed, predicted, se, ci} = Transpose[(SinglePredictionCITable /. \ report)[[1]]];\ \>", "Input", CellTags->"S6.1.1"], Cell["\<\ (xval = p24data[[All,1]]; predicted = Transpose[{xval, predicted}]; lowerCI = Transpose[{xval, Map[First, ci]}]; upperCI = Transpose[{xval, Map[Last, ci]}]);\ \>", "Input", CellTags->"S6.1.1"], Cell["<"S6.1.1"], Cell[CellGroupData[{ Cell["\<\ MultipleListPlot[ predicted, lowerCI, upperCI, SymbolShape->{None,None,None}, PlotJoined -> {True, True, True}, AxesOrigin->{6.56, 0}, PlotStyle -> { Thickness[.006], Dashing[{.02,.01}], Dashing[{.02, .01}]}, Epilog\[Rule]{Rectangle[{6.48,0.5},{6.78,.85},residualplot],PointSize[0.01], Hue[0],Map[Point,p24data]},PlotLabel->\"Cubic fit\",AxesLabel -> \ {\"Radius\", \"Absorbance\"} ];\ \>", "Input", CellTags->"S6.1.1"], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: .61803 MathPictureStart /Mabs { Mgmatrix idtransform Mtmatrix dtransform } bind def /Mabsadd { Mabs 3 -1 roll add 3 1 roll add exch } bind def %% Graphics %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10 scalefont setfont % Scaling calculations -28.8778 4.40211 0.0147151 0.628951 [ [.17619 .00222 -9 -9 ] [.17619 .00222 9 0 ] [.3963 .00222 -12 -9 ] [.3963 .00222 12 0 ] [.6164 .00222 -9 -9 ] [.6164 .00222 9 0 ] [.83651 .00222 -12 -9 ] [.83651 .00222 12 0 ] [1.025 .01472 0 -6.4375 ] [1.025 .01472 40 6.4375 ] [-0.01239 .14051 -18 -4.5 ] [-0.01239 .14051 0 4.5 ] [-0.01239 .2663 -18 -4.5 ] [-0.01239 .2663 0 4.5 ] [-0.01239 .39209 -18 -4.5 ] [-0.01239 .39209 0 4.5 ] [-0.01239 .51788 -18 -4.5 ] [-0.01239 .51788 0 4.5 ] [.00011 .64303 -32.0938 0 ] [.00011 .64303 32.0938 12.875 ] [.5 .63053 -29 0 ] [.5 .63053 29 12.875 ] [ 0 0 0 0 ] [ 1 .61803 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash .17619 .01472 m .17619 .02097 L s [(6.6)] .17619 .00222 0 1 Mshowa .3963 .01472 m .3963 .02097 L s [(6.65)] .3963 .00222 0 1 Mshowa .6164 .01472 m .6164 .02097 L s [(6.7)] .6164 .00222 0 1 Mshowa .83651 .01472 m .83651 .02097 L s [(6.75)] .83651 .00222 0 1 Mshowa .125 Mabswid .22021 .01472 m .22021 .01847 L s .26423 .01472 m .26423 .01847 L s .30825 .01472 m .30825 .01847 L s .35228 .01472 m .35228 .01847 L s .44032 .01472 m .44032 .01847 L s .48434 .01472 m .48434 .01847 L s .52836 .01472 m .52836 .01847 L s .57238 .01472 m .57238 .01847 L s .66042 .01472 m .66042 .01847 L s .70444 .01472 m .70444 .01847 L s .74847 .01472 m .74847 .01847 L s .79249 .01472 m .79249 .01847 L s .13217 .01472 m .13217 .01847 L s .08815 .01472 m .08815 .01847 L s .04413 .01472 m .04413 .01847 L s .00011 .01472 m .00011 .01847 L s .88053 .01472 m .88053 .01847 L s .92455 .01472 m .92455 .01847 L s .96857 .01472 m .96857 .01847 L s .25 Mabswid 0 .01472 m 1 .01472 L s gsave 1.025 .01472 -61 -10.4375 Mabsadd m 1 1 Mabs scale currentpoint translate /MISOfy { /newfontname exch def /oldfontname exch def oldfontname findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding ISOLatin1Encoding def currentdict end newfontname exch definefont pop } def 0 20.875 translate 1 -1 scale 63.000 13.000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor 0.000 0.000 rmoveto 63.000 13.000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor (Radius) show 99.000 13.000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor 0.000 0.000 rmoveto 1.000 setlinewidth grestore .00011 .14051 m .00636 .14051 L s [(0.2)] -0.01239 .14051 1 0 Mshowa .00011 .2663 m .00636 .2663 L s [(0.4)] -0.01239 .2663 1 0 Mshowa .00011 .39209 m .00636 .39209 L s [(0.6)] -0.01239 .39209 1 0 Mshowa .00011 .51788 m .00636 .51788 L s [(0.8)] -0.01239 .51788 1 0 Mshowa .125 Mabswid .00011 .04616 m .00386 .04616 L s .00011 .07761 m .00386 .07761 L s .00011 .10906 m .00386 .10906 L s .00011 .17195 m .00386 .17195 L s .00011 .2034 m .00386 .2034 L s .00011 .23485 m .00386 .23485 L s .00011 .29774 m .00386 .29774 L s .00011 .32919 m .00386 .32919 L s .00011 .36064 m .00386 .36064 L s .00011 .42353 m .00386 .42353 L s .00011 .45498 m .00386 .45498 L s .00011 .48643 m .00386 .48643 L s .00011 .54932 m .00386 .54932 L s .00011 .58077 m .00386 .58077 L s .00011 .61222 m .00386 .61222 L s .25 Mabswid .00011 0 m .00011 .61803 L s gsave .00011 .64303 -93.0938 -4 Mabsadd m 1 1 Mabs scale currentpoint translate /MISOfy { /newfontname exch def /oldfontname exch def oldfontname findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding ISOLatin1Encoding def currentdict end newfontname exch definefont pop } def 0 20.875 translate 1 -1 scale 63.000 13.000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor 0.000 0.000 rmoveto 63.188 13.000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor (Absorbance) show 123.188 13.000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor 0.000 0.000 rmoveto 1.000 setlinewidth grestore gsave .5 .63053 -90 -4 Mabsadd m 1 1 Mabs scale currentpoint translate /MISOfy { /newfontname exch def /oldfontname exch def oldfontname findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding ISOLatin1Encoding def currentdict end newfontname exch definefont pop } def 0 20.875 translate 1 -1 scale 63.000 13.000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor 0.000 0.000 rmoveto 63.000 13.000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor (Cubic) show 99.000 13.000 moveto (fit) show 117.000 13.000 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor 0.000 0.000 rmoveto 1.000 setlinewidth grestore 0 0 m 1 0 L 1 .61803 L 0 .61803 L closepath clip newpath .006 w .02381 .06235 m .05102 .06806 L .07823 .07337 L .10544 .07837 L .13265 .08315 L .15986 .08779 L .18707 .09239 L .21429 .09702 L .2415 .10177 L .26871 .10673 L .29592 .112 L .32313 .11764 L .35034 .12376 L .37755 .13044 L .40476 .13776 L .43197 .14581 L .45918 .15468 L .48639 .16446 L .5136 .17523 L .54082 .18708 L .56803 .20009 L .59524 .21436 L .62245 .22997 L .64966 .247 L .67687 .26555 L .70408 .28569 L .73129 .30753 L .7585 .33114 L .78571 .35661 L .81292 .38402 L .84014 .41347 L .86735 .44505 L .89456 .47883 L .92177 .5149 L .94898 .55336 L .97619 .59429 L s .001 w [ .02 .01 ] 0 setdash .02381 .05331 m .05102 .05945 L .07823 .06504 L .10544 .0702 L .13265 .07507 L .15986 .07974 L .18707 .08434 L .21429 .08896 L .2415 .09371 L .26871 .09866 L .29592 .10393 L .32313 .10958 L .35034 .11571 L .37755 .12241 L .40476 .12975 L .43197 .13782 L .45918 .1467 L .48639 .15648 L .5136 .16725 L .54082 .17909 L .56803 .1921 L .59524 .20635 L .62245 .22193 L .64966 .23895 L .67687 .25748 L .70408 .27762 L .73129 .29946 L .7585 .32307 L .78571 .34855 L .81292 .37598 L .84014 .40542 L .86735 .43696 L .89456 .47066 L .92177 .50657 L .94898 .54475 L .97619 .58526 L s .02381 .07138 m .05102 .07666 L .07823 .0817 L .10544 .08654 L .13265 .09123 L .15986 .09584 L .18707 .10043 L .21429 .10507 L .2415 .10983 L .26871 .11481 L .29592 .12007 L .32313 .12571 L .35034 .13181 L .37755 .13847 L .40476 .14577 L .43197 .1538 L .45918 .16266 L .48639 .17243 L .5136 .1832 L .54082 .19506 L .56803 .20808 L .59524 .22237 L .62245 .238 L .64966 .25505 L .67687 .27361 L .70408 .29376 L .73129 .3156 L .7585 .3392 L .78571 .36466 L .81292 .39207 L .84014 .42152 L .86735 .45313 L .89456 .48699 L .92177 .52323 L .94898 .56197 L .97619 .60332 L s % Start of sub-graphic p -0.352062 0.329191 0.968572 0.549324 MathSubStart %% Graphics %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10 scalefont setfont % Scaling calculations 0.0238095 0.026455 0.283275 28.2128 [ [ 0 0 -0.125 0 ] [ 0 0 -0.125 0 ] [ 0 .61803 .125 0 ] [ 1 0 .125 0 ] [.5 .63053 -27.0313 0 ] [.5 .63053 27.0313 11.625 ] [ 0 0 0 0 ] [ 1 .61803 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 0 m 1 0 L s 0 0 m 0 .61803 L s 0 .61803 m 1 .61803 L s 1 0 m 1 .61803 L s 0 .28327 m 1 .28327 L s gsave .5 .63053 -88.0313 -4 Mabsadd m 1 1 Mabs scale currentpoint translate /MISOfy { /newfontname exch def /oldfontname exch def oldfontname findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding ISOLatin1Encoding def currentdict end newfontname exch definefont pop } def 0 19.625 translate 1 -1 scale 63.000 12.250 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 9.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor 0.000 0.000 rmoveto 63.000 12.250 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 9.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor (Residuals) show 113.063 12.250 moveto %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 9.000 scalefont [1 0 0 -1 0 0 ] makefont setfont 0.000 0.000 0.000 setrgbcolor 0.000 0.000 rmoveto 1.000 setlinewidth grestore 0 0 m 1 0 L 1 .61803 L 0 .61803 L closepath clip newpath .2 0 1 r .025 w .05026 .56332 Mdot .07672 .30718 Mdot .10317 .44329 Mdot .12963 .10367 Mdot .15608 .23491 Mdot .18254 .08426 Mdot .20899 .02226 Mdot .23545 .21783 Mdot .2619 .1198 Mdot .28836 .38677 Mdot .31481 .32353 Mdot .34127 .21426 Mdot .36772 .25668 Mdot .39418 .27405 Mdot .42063 .17609 Mdot .44709 .52373 Mdot .47354 .35089 Mdot .5 .33448 Mdot .52646 .49869 Mdot .55291 .27678 Mdot .57937 .50913 Mdot .60582 .432 Mdot .63228 .26658 Mdot .65873 .51565 Mdot .68519 .35764 Mdot .71164 .16025 Mdot .7381 .07736 Mdot .76455 .29521 Mdot .79101 .10352 Mdot .81746 .01472 Mdot .84392 .23256 Mdot .87037 .12188 Mdot .89683 .06879 Mdot .92328 .25223 Mdot .94974 .47457 Mdot .97619 .60332 Mdot MathSubEnd P % End of sub-graphic 1 0 0 r .01 w .02381 .06859 Mdot .05102 .06859 Mdot .07823 .07694 Mdot .10544 .07437 Mdot .13265 .08207 Mdot .15986 .08336 Mdot .18707 .08657 Mdot .21429 .09556 Mdot .2415 .09813 Mdot .26871 .10904 Mdot .29592 .11289 Mdot .32313 .1161 Mdot .35034 .12317 Mdot .37755 .13023 Mdot .40476 .13537 Mdot .43197 .15117 Mdot .45918 .15619 Mdot .48639 .1656 Mdot .5136 .18003 Mdot .54082 .18693 Mdot .56803 .20513 Mdot .59524 .21767 Mdot .62245 .22959 Mdot .64966 .25218 Mdot .67687 .2672 Mdot .70408 .28295 Mdot .73129 .30294 Mdot .7585 .3314 Mdot .78571 .3526 Mdot .81292 .37804 Mdot .84014 .41234 Mdot .86735 .44145 Mdot .89456 .47404 Mdot .92177 .51421 Mdot .94898 .55763 Mdot .97619 .60142 Mdot % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{625.875, 386.813}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgoooo000Poooo00<0003ooooo ool04_ooo`<0000@oooo1Ol000T00005o`002_ooo`<0003oooooooooo`_oool0023oool00`000?oo ooooo`0Ioooo0`0000Woool5o`002@0000Go00000`000?ooooooo`0>oooo0`000?oooooooooo1?oo o`008?ooo`<0000Loooo1P0000?oool5o`001Oooo`D00003o`00300000?o0006oooo1@000?ooooon oooo000Poooo00<0003oooooool08_ooo`<000001?ooool00?l00?l000coool=00001Ol000[oool0 10000?l00?l00?l00?ooooojoooo000Poooo00<0003oooooool0:Oooo`<0000=oooo2@0000Go0005 00001Oooo`Go0003oooo10000?oooooboooo000Poooo00<0003oooooool0;?ooo`H0000@oooo1Ol0 00X00005o`001oooo`<00003o`00oooooncoool0023oool00`000?ooooooo`0boooo0`0000koool3 o`0000?oool000000000200000Go00000`000?ooooooo`06oooo1Ol000Goool20000ooooonCoool0 023oool00`000?ooooooo`0ioooo0`00013oool600000ol000X00005o`001oooo`@0003oooooh?oo o`008?ooo`030000oooooooo03coool600004Oooo``00005o`002oooo`D0003ooooofoooo`008?oo o`030000oooooooo04;oool300004_ooo`T00003o`001P0000Koool3o`001oooo`<0003ooooodooo o`008?ooo`030000oooooooo04Woool500004oooo`d00005o`002Oooo`D0003oooooc_ooo`008?oo o`030000oooooooo04koool600004?ooo`X00005o`002oooo`?o00030000oooool_oool0023oool0 0`000?ooooooo`1Doooo00<0003oooooool00_ooo`80000>oooo1@0000Go000500001Oooo`Go0007 oooo0P000?ooooo4oooo000Poooo00<0003oooooool0Foooo`@0000@oooo0ol000/00005o`002Ooo o`D0003ooooo_oooo`008?ooo`030000oooooooo05ooool600003_ooo`X00005o`0000<0003ooooo ool02oooo`@0003ooooo^oooo`008?ooo`030000oooooooo06Woool400002oooo`H00003o`003000 00coool20000oooookCoool0023oool00`000?ooooooo`1]oooo1@0000gooolA00002oooo`D0003o oooo[oooo`008?ooo`030000oooooooo07;oool300003_ooo`T00003o`001P0000_oool40000oooo oj_oool0023oool30000NOooo`<0000?oooo1Ol000`0000oooo000Poooo00<0003oooooool0VOooo`D00007oool200001Ol000Koool500000ol0 00030000oooooooo00?oool40000ooooodooool0023oool00`000?ooooooo`3Toooo0ol000800007 oooo0P0000Go000300001_ooo`80003oooooCOooo`008?ooo`030000oooooooo0>Woool200001ooo o`Go00060000oooooe;oool0023oool00`000?ooooooo`3[oooo0`0000Coool5o`002@0000Koool2 0000ooooodOoool0023oool00`000?ooooooo`3^oooo0P0000?oool3o`000oooo`/00004oooo0P00 0?oooom5oooo000Poooo00<0003oooooool0l?ooo`80000:oooo1P0000?o00000`000?ooooooo`02 oooo0`000?oooom2oooo000Poooo00<0003oooooool0moooo`800006oooo0P0000Go000200001Ooo o`80003ooooo@?ooo`008?ooo`030000oooooooo0?Woool200001_ooo`Go000500001?ooo`80003o oooo?_ooo`008?ooo`030000oooooooo0?_oool300000oooo`Go00070000oooood;oool0023oool0 0`000?ooooooo`3noooo0P0000;oool3o`000_ooo`T00005oooo0P000?oooolhoooo000Poooo0`00 0?ooool1oooo0P0000Soool900001?ooo`80003ooooo=_ooo`008?ooo`030000oooooooo0?ooool= oooo2@0000Coool20000ooooocCoool0023oool00`000?ooooooo`3ooooo1oooo`800007oooo2000 00Coool20000oooooc;oool0023oool00`000?ooooooo`3ooooo2Oooo`800006oooo0ol000H00004 oooo0P000?ooool`oooo000Poooo00<0003oooooool0ooooo`_oool300000_ooo`Go00070000oooo ocCoool0023oool00`000?ooooooo`3ooooo3_ooo`800005o`000_ooo`L0003ooooo<_ooo`008?oo o`030000oooooooo0?ooool@oooo1Ol000Coool700001?ooo`80003ooooo:_ooo`008?ooo`030000 oooooooo0?oooolAoooo0ol000Ooool500000ol000?oool20000ooooobSoool0023oool00`000?oo ooooo`3ooooo5_ooo`800005oooo0P0000Go0004oooo0`000?oooolUoooo000Poooo00<0003ooooo ool0oooooaSoool200001Oooo`Go000200001Oooo`80003ooooo8oooo`008?ooo`030000oooooooo 0?oooolJoooo0`0000;oool5o`00100000Goool20000ooooob7oool0023oool00`000?ooooooo`3o oooo7Oooo`8000001?ooool00?l00?l000L0003ooooo9_ooo`008?ooo`030000oooooooo0?oooolO oooo0P0000Coool70000ooooobCoool0023oool00`000?ooooooo`3ooooo9oooo`L00005oooo00<0 003oooooool0oooooa[oool0023oool00`000?ooooooo`3ooooo9Oooo`040000oooooooooooo2000 00?oool20000oooooa[oool0023oool00`000?ooooooo`3ooooo9_ooo`800003oooo200000?oool2 0000oooooaSoool0023oool00`000?ooooooo`3ooooo:?ooo`800003oooo0P0000?o000300000ooo o`80003ooooo5_ooo`008?ooo`<0003ooooo:_ooo`800002oooo1Ol000@00003oooo0P000?oooolD oooo000Poooo00<0003oooooool0ooooobcoool200001Ol000H00003oooo00<0003oooooool0oooo oa7oool0023oool00`000?ooooooo`3ooooo;_ooo`Go00000oooo`00000000050000oooooaGoool0 023oool00`000?ooooooo`3ooooo;oooo`?o0004oooo1`0000Coool00`000?ooooooo`3ooooo3?oo o`008?ooo`030000oooooooo0?oooolhoooo200000;oool20000ooooo`coool0023oool00`000?oo ooooo`3ooooocoool0023oool00`000?ooooooo`3oooooEOooo`030000oooooooo00;oool600000ooo o`030000oooooooo0>Woool0023oool00`000?ooooooo`3oooooE_ooo`800003oooo0ol000<00003 oooo0P000>Woool0023oool00`000?ooooooo`3oooooF?ooo`030000ooooo`0000Co000400000ooo o`030000oooooooo0>Koool0023oool00`000?ooooooo`3oooooF_ooo`Go00050000joooo`008?oo o`030000oooooooo0?oooomJoooo1Ol00003oooo0000000000@0003Yoooo000Poooo00<0003ooooo ool0oooooe_oool3o`001?ooo`D00003oooo00<0003oooooool0h_ooo`008?ooo`030000oooooooo 0?oooomNoooo0P0000?oool600000_ooo`030000oooooooo0>7oool0023oool00`000?ooooooo`3o ooooH?ooo`030000oooooooo00;oool500000_ooo`030000oooooooo0>3oool000Woool200001?oo o`800005oooo0`0000Ooool00`000?ooooooo`3oooooHOooo`800003oooo1P000003oooo00000000 0>3oool000Soool010000?ooooooo`0000_oool00`000?ooooooo`06oooo00<0003oooooool0oooo of?oool00`000?ooooooo`02oooo00@0003o003o003o0003oooo00<0003oooooool0gOooo`002?oo o`040000oooooooo00002?ooo`D00007oooo10000?oooomSoooo0P0000;oool5o`000oooo`030000 oooooooo0=coool000Soool010000?ooooooo`0000Soool010000?ooooooo`0000Soool00`000?oo ooooo`3oooooI_ooo`030000ooooo`0000Co000010000?ooooooooooo`80003Loooo0008oooo00@0 003oooooool00009oooo00<0003oool000002?ooo`030000oooooooo0?oooomXoooo1Ol000<00003 oooo00<0003oooooool0fOooo`002Oooo`80000;oooo0P0000Soool00`000?ooooooo`3oooooJOoo o`?o00050000g_ooo`008?ooo`030000oooooooo0?oooomZoooo0P0000;oool40000gOooo`008?oo o`030000oooooooo0?oooom/oooo00<0003oooooool01@0000?oool00`000?ooooooo`3Eoooo000P oooo00<0003oooooool0ooooofgoool00`000?ooooooo`0500000oooo`80003Eoooo000Poooo00<0 003oooooool0ooooofkoool010000?ooooooooooo`@00002oooo0ol00=Coool0023oool00`000?oo ooooo`3oooooKoooo`800002oooo100000Go003Coooo000Poooo00<0003oooooool0ooooog7oool0 0`000?ooooooo`0300001Ol00080003Aoooo000Poooo00<0003oooooool0ooooog;oool00`000?oo ooooo`0200001Ol000;oool00`000?ooooooo`3>oooo000Poooo00<0003oooooool0ooooog?oool0 1@000?ooooooooooo`000003o`001?ooo`030000oooooooo0oooo00<0 003oooooool07oooo`@c0?n4oooo00<0003oooooool0V_ooo`030000oooooooo00@00002oooo00<0 003oooooool0[Oooo`008?ooo`030000oooooooo04koool00`000?ooooooo`0Poooo0S<0ohGoool0 0`000?ooooooo`2Koooo00<0003oooooool0100000;oool00`000?ooooooo`2/oooo000Poooo00<0 003oooooool0C_ooo`030000oooooooo0:Ooool00`000?ooooooo`2Loooo0P000003oooo00000000 00800002oooo00<0003oooooool0Zoooo`008?ooo`030000oooooooo04koool00`000?ooooooo`2W oooo00<0003oooooool0X?ooo`@00002oooo00<0003oooooool0Z_ooo`008?ooo`030000oooooooo 04koool00`000?ooooooo`2Woooo00<0003oooooool0XOooo`@00002oooo00<0003oooooool0ZOoo o`008?ooo`030000oooooooo04koool00`000?ooooooo`2Eoooo0S<0oa3oool00`000?ooooooo`2R oooo100000;oool00`000?ooooooo`2Xoooo000Poooo00<0003oooooool0C_ooo`030000oooooooo 09Coool4<`3o3oooo`030000oooooooo0:3oool00`000?ooooooo`04000000Cooooo003o003o002X oooo000Poooo00<0003oooooool0C_ooo`030000oooooooo07[oool2<`3o6?ooo`@c0?l?oooo00<0 003oooooool0XOooo`030000oooooooo00<00005o`00Yoooo`008?ooo`030000oooooooo04koool0 0`000?ooooooo`0Koooo0S<0oecoool4<`3o6?ooo`8c0?l@oooo00<0003oooooool0X_ooo`030000 oooooooo00800005o`0000<0003oooooool0Y?ooo`008?ooo`030000oooooooo04koool00`000?oo ooooo`0Joooo13<0oe_oool4<`3o:_ooo`030000oooooooo0:?oool010000?ooooooo`0000Go0000 0oooo`000?ooo`2Toooo000Poooo00<0003oooooool0C_ooo`030000oooooooo01[oool4<`3oG?oo o`8c0?l[oooo00<0003oooooool0Y?ooo`8000000oooo`000?l00002o`000oooo`030000oooooooo 0:;oool0023oool00`000?ooooooo`1>oooo00<0003oooooool04_ooo`8c0?l7oooo0S<0ofKoool2 <`3o8_ooo`030000oooooooo0:Koool00`000?ooo`00000300000oooo`030000oooooooo0:7oool0 023oool30000C_ooo`030000oooooooo017oool4<`3oKOooo`@c0?lQoooo00<0003oooooool0Yooo o`030000oooo000000<00003oooo00<0003oooooool0X?ooo`008?ooo`030000oooooooo04koool0 0`000?ooooooo`0Aoooo13<0ofgoool4<`3o8Oooo`030000oooooooo0:Soool00`000?ooo`000003 00000oooo`030000oooooooo09ooool0023oool00`000?ooooooo`1>oooo00<0003oooooool04_oo o`8c0?lEoooo0S<0oeSoool2<`3o8_ooo`030000oooooooo0:_oool400000oooo`030000oooooooo 09koool0023oool00`000?ooooooo`1>oooo00<0003oooooool0:?ooo`@c0?mToooo0S<0oaGoool0 0`000?ooooooo`2/oooo100000?oool00`000?ooooooo`2Moooo000Poooo00<0003oooooool0C_oo o`030000oooooooo02Soool4<`3oHoooo`@c0?lDoooo00<0003oooooool0[Oooo`@00003oooo00<0 003oooooool0W?ooo`008?ooo`030000oooooooo04koool00`000?ooooooo`0Yoooo0S<0ofCoool4 <`3o5?ooo`030000oooooooo0:coool00`000?ooo`0000030000XOooo`008?ooo`030000oooooooo 04koool00`000?ooooooo`2@oooo0S<0oaGoool00`000?ooooooo`2]oooo00<0003oool000000`00 0:3oool0023oool00`000?ooooooo`1>oooo00<0003oooooool0Yoooo`030000oooooooo0:koool0 0`000?ooo`0000030000Woooo`008?ooo`030000oooooooo04koool00`000?ooooooo`2Woooo00<0 003oooooool0[oooo`030000oooo000000<00002oooo0ol009Woool0023oool00`000?ooooooo`1> oooo00<0003oooooool0MOooo`8c0?l`oooo00<0003oooooool0/?ooo`030000oooo000000<00005 o`00V?ooo`008?ooo`030000oooooooo04koool00`000?ooooooo`1doooo13<0obooool00`000?oo ooooo`2aoooo00<0003oool000000P0000Go002Hoooo000Poooo00<0003oooooool0C_ooo`030000 oooooooo07Coool4<`3o;oooo`030000oooooooo0;;oool010000?ooo`00000000Go00000`000?oo ooooo`2Eoooo000Poooo00<0003oooooool0C_ooo`030000oooooooo04Coool2<`3o;oooo`8c0?l` oooo00<0003oooooool0/oooo`040000oooo000000000ol000;oool00`000?ooooooo`2Doooo000P oooo00<0003oooooool0C_ooo`030000oooooooo04?oool4<`3oH?ooo`030000oooooooo0;Coool0 0`000?ooo`00000300000_ooo`030000oooooooo09Coool0023oool00`000?ooooooo`1>oooo00<0 003oooooool0@oooo`@c0?mPoooo00<0003oooooool0]oooo`@00002oooo00<0003oooooool0Tooo o`002Oooo`800004oooo0P0000?oool300002Oooo`030000oooooooo04koool00`000?ooooooo`14 oooo0S<0of7oool00`000?ooooooo`2hoooo100000;oool00`000?ooooooo`2Boooo0008oooo00@0 003oooooool00008oooo00@0003oooooool00008oooo00<0003oooooool0C_ooo`030000oooooooo 0:Ooool00`000?ooooooo`2ioooo100000;oool00`000?ooooooo`2Aoooo0008oooo00@0003ooooo ool00008oooo00@0003oooooool00008oooo100004goool00`000?ooooooo`2Woooo00<0003ooooo ool0^?ooo`030000oooo000000<0002Eoooo0008oooo00@0003oooooool00008oooo0`0000Woool0 0`000?ooooooo`1>oooo00<0003oooooool0=_ooo`8c0?m_oooo00<0003oooooool0^Oooo`030000 oooo000000<0002Doooo0008oooo00@0003oooooool00009oooo00<0003oooooool02?ooo`030000 oooooooo04koool00`000?ooooooo`0Toooo0S<0o`ooool4<`3oK_ooo`030000oooooooo0;[oool0 0`000?ooo`0000030000Toooo`002Oooo`80000:oooo0`0000Soool00`000?ooooooo`1>oooo00<0 003oooooool08oooo`@c0?l>oooo13<0ofkoool00`000?ooooooo`2koooo00<0003oool000000`00 0003oooo0000oooo08ooool0023oool00`000?ooooooo`1>oooo00<0003oooooool08oooo`@c0?l? oooo0S<0oeCoool2<`3o6Oooo`030000oooooooo0;coool00`000?ooo`00000200000_ooo`030000 oooooooo08goool0023oool00`000?ooooooo`1>oooo00<0003oooooool05oooo`8c0?l;oooo0S<0 ofGoool4<`3o6?ooo`030000oooooooo0;coool00`000?ooooooo`0300000_ooo`80002=oooo000P oooo00<0003oooooool0C_ooo`030000oooooooo01Koool4<`3oLOooo`@c0?lHoooo00<0003ooooo ool0_Oooo`030000oooo000000<00003oooo00<0003oooooool0R_ooo`008?ooo`030000oooooooo 04koool00`000?ooooooo`0Foooo13<0og;oool2<`3o6Oooo`030000oooooooo0;koool00`000?oo o`00000300000oooo`030000oooooooo08Woool0023oool00`000?ooooooo`1>oooo00<0003ooooo ool05oooo`8c0?lRoooo0S<0oecoool2<`3o3?ooo`030000oooooooo0;ooool00`000?ooo`000003 00000oooo`030000oooooooo08Soool0023oool00`000?ooooooo`1>oooo00<0003oooooool0>_oo o`@c0?mJoooo13<0o`_oool00`000?ooooooo`32oooo0`0000?o00000oooo`000?ooo`28oooo000P oooo00<0003oooooool0C_ooo`030000oooooooo03[oool4<`3o:_ooo`8c0?l^oooo13<0o`_oool0 0`000?ooooooo`33oooo00<0003o003o00000ol000030000oooooooo08Ooool0023oool00`000?oo ooooo`1>oooo00<0003oooooool0>oooo`8c0?l2oooo0S<0obKoool4<`3o;_ooo`8c0?loooo00<0003oooooool0?_ooo`@c0?lGoooo13<0 o`_oool2<`3o?Oooo`030000oooooooo0oooo00<0 003oooooool02?ooo`@c0?mboooo0S<0obOoool00`000?ooooooo`39oooo1@0000;oool00`000?oo ooooo`20oooo000Poooo00<0003oooooool0C_ooo`030000oooooooo00Soool4<`3oVoooo`030000 oooooooo0oooo00<0003oooooool02Oooo`8c0?lWoooo0S<0og?oool00`000?ooooooo`3:oooo00<0 003oool000000P0000;oool00`000?ooooooo`1ooooo000Poooo00<0003oooooool0C_ooo`030000 oooooooo037oool4<`3oL_ooo`030000oooooooo0oooo00<0003oooooool0oooo00<0003oooooool0C?oo o`@c0?lQoooo0S<0ocCoool00`000?ooooooo`3?oooo00@0003oool000000005o`00Noooo`008?oo o`030000oooooooo04koool00`000?ooooooo`1=oooo0S<0ob7oool4<`3o oooo00<0003oooooool0;Oooo`8c0?mhoooo00<0003oooooool0d_ooo`030000oooo000000<00002 oooo00<0003oooooool0M_ooo`008?ooo`030000oooooooo04koool00`000?ooooooo`0/oooo13<0 ogOoool00`000?ooooooo`3Coooo00<0003oool000000`0000;oool00`000?ooooooo`1eoooo000P oooo00<0003oooooool0C_ooo`030000oooooooo02coool4<`3oMoooo`030000oooooooo0=Coool0 0`000?ooo`00000200000_ooo`030000oooooooo07Goool0023oool00`000?ooooooo`1>oooo00<0 003oooooool0;Oooo`8c0?mhoooo00<0003oooooool0eoooo`<00002oooo00<0003oooooool0M?oo o`008?ooo`<0001>oooo00<0003oooooool0Yoooo`030000oooooooo0=Ooool400000_ooo`030000 oooooooo07?oool0023oool00`000?ooooooo`1>oooo00<0003oooooool0Yoooo`030000oooooooo 0=Soool4000000?oool0003oool0M?ooo`008?ooo`030000oooooooo04koool00`000?ooooooo`2W oooo00<0003oooooool0f?ooo`D000000oooo`000?ooo`1coooo000Poooo00<0003oooooool0C_oo o`030000oooooooo0:Ooool00`000?ooooooo`3Ioooo1@0007Goool0023oool00`000?ooooooo`1> oooo00<0003oooooool0Hoooo`8c0?m2oooo00<0003oooooool0f_ooo`@0001eoooo000Poooo00<0 003oooooool0C_ooo`030000oooooooo06;oool4<`3o@Oooo`030000oooooooo0=[oool00`000?oo o`0000020000M?ooo`008?ooo`030000oooooooo04koool00`000?ooooooo`0>oooo0S<0oe;oool4 <`3o@Oooo`030000oooooooo0=_oool500000_ooo`030000oooooooo06koool0023oool00`000?oo ooooo`1>oooo00<0003oooooool03Oooo`@c0?mBoooo0S<0od;oool00`000?ooooooo`3Loooo1@00 00;oool00`000?ooooooo`1]oooo000Poooo00<0003oooooool0C_ooo`030000oooooooo00goool4 <`3oU_ooo`030000oooooooo0=goool500000_ooo`030000oooooooo06coool0023oool00`000?oo ooooo`1>oooo00<0003oooooool03_ooo`8c0?nGoooo00<0003oooooool0gOooo`030000oooo0000 00<00003o`00KOooo`008?ooo`030000oooooooo04koool00`000?ooooooo`2Woooo00<0003ooooo ool0g_ooo`040000oooo000000001Ol006coool0023oool00`000?ooooooo`1>oooo00<0003ooooo ool0W_ooo`8c0?l7oooo00<0003oooooool0hOooo`030000o`00o`0000?o001/oooo000Poooo00<0 003oooooool0C_ooo`030000oooooooo09goool4<`3o1_ooo`030000oooooooo0>7oool00`000?l0 0?l00003o`0000<0003oooooool0JOooo`008?ooo`030000oooooooo04koool00`000?ooooooo`2M oooo13<0o`Koool00`000?ooooooo`3Roooo00H0003o003o003o003oool0001[oooo000Poooo00<0 003oooooool0C_ooo`030000oooooooo09koool2<`3o1oooo`030000oooooooo0>?oool4000000?o ool0003oool0JOooo`008?ooo`030000oooooooo04koool00`000?ooooooo`1Foooo0S<0odooool0 0`000?ooooooo`3Roooo00<0003oool000000P0006coool0023oool00`000?ooooooo`1>oooo00<0 003oooooool0EOooo`@c0?m>oooo00<0003oooooool0hoooo`030000oooo00000080001[oooo000P oooo0`0004koool00`000?ooooooo`1Eoooo13<0o`Koool2<`3oA_ooo`030000oooooooo0>Coool5 0000J_ooo`008?ooo`030000oooooooo04koool00`000?ooooooo`1Foooo0S<0o`Koool4<`3o2_oo o`8c0?lioooo00<0003oooooool0iOooo`D0001Yoooo000Poooo00<0003oooooool0C_ooo`030000 oooooooo05koool4<`3o2Oooo`@c0?lhoooo00<0003oooooool0iOooo`030000oooo000000<00000 0oooo`000?ooo`1Uoooo000Poooo00<0003oooooool0C_ooo`030000oooooooo04Soool2<`3o5Ooo o`8c0?l:oooo13<0ocSoool00`000?ooooooo`3Voooo00<0003oool000000P0000;oool00`000?oo ooooo`1Soooo000Poooo00<0003oooooool0C_ooo`030000oooooooo04Ooool4<`3o8Oooo`8c0?li oooo00<0003oooooool0ioooo`030000oooo000000800002oooo00<0003oooooool0H_ooo`008?oo o`030000oooooooo04koool00`000?ooooooo`17oooo13<0oecoool00`000?ooooooo`3Woooo00<0 003oool000000`000003oooo0000oooo06?oool0023oool00`000?ooooooo`1>oooo00<0003ooooo ool0B?ooo`8c0?mMoooo00<0003oooooool0j?ooo`030000oooo000000<000000oooo`000?ooo`1R oooo000Poooo00<0003oooooool0C_ooo`030000oooooooo0:Ooool00`000?ooooooo`3[oooo0`00 00;oool00`000?ooooooo`1Poooo000Poooo00<0003oooooool0C_ooo`030000oooooooo0:Ooool0 0`000?ooooooo`3/oooo0`0000;oool00`000?ooooooo`1Ooooo000Poooo00<0003oooooool0C_oo o`030000oooooooo00Goool2<`3oX?ooo`030000oooooooo0>coool4000000?oool0003oool0H?oo o`008?ooo`030000oooooooo04koool00`000?ooooooo`04oooo13<0oiooool00`000?ooooooo`3] oooo10000003oooo0000oooo05ooool0023oool00`000?ooooooo`1>oooo00<0003oooooool01?oo o`@c0?nOoooo00<0003oooooool0k?ooo`030000oooo000000<0001Qoooo000Poooo00<0003ooooo ool0C_ooo`030000oooooooo00Goool2<`3oX?ooo`030000oooooooo0>goool00`000?ooo`000002 0000HOooo`008?ooo`030000oooooooo04koool00`000?ooooooo`2Woooo00<0003oooooool0k_oo o`040000oooo000000000ol005koool0023oool00`000?ooooooo`1>oooo00<0003oooooool0Yooo o`030000oooooooo0>koool00`000?ooo`000005o`00GOooo`002Oooo`800004oooo0P0000Coool2 00002Oooo`030000oooooooo04koool00`000?ooooooo`2Woooo00<0003oooooool0koooo`030000 ooooo`0000Co001Moooo0008oooo00@0003oooooool00008oooo00@0003oooooool00008oooo00<0 003oooooool0C_ooo`030000oooooooo0:;oool2<`3o0oooo`030000oooooooo0?3oool00`000?l0 0?l00003o`0000<0003oooooool0F_ooo`002?ooo`040000oooooooo00002?ooo`040000oooooooo 00002?ooo`@0001=oooo00<0003oooooool0XOooo`@c0?l2oooo00<0003oooooool0lOooo`040000 o`00o`00o`000`0005_oool000Soool010000?ooooooo`0000Woool200002Oooo`030000oooooooo 04koool00`000?ooooooo`2Qoooo13<0o`;oool00`000?ooooooo`3aoooo00<0003oooooool01@00 05[oool000Soool010000?ooooooo`0000Soool010000?ooooooo`0000Soool00`000?ooooooo`1> oooo00<0003oooooool0X_ooo`8c0?l3oooo00<0003oooooool0l_ooo`030000oooooooo00<00000 0oooo`000?ooo`1Hoooo0009oooo0P0000[oool200002Oooo`030000oooooooo04kooon[0000mooo o`D0001Ioooo000Poooo00<0003oooooool0oooooo;oool50000F?ooo`008?ooo`030000oooooooo 0?ooooocoooo0`000003oooo0000oooo05Koool0023oool00`000?ooooooo`3oooooloooo`@00000 0oooo`000?ooo`1Eoooo000Poooo00<0003oooooool0oooooo7oool00`000?ooooooo`040000Eooo o`008?ooo`030000oooooooo0?oooooboooo00<0003oooooool00`0005Ooool0023oool00`000?oo ooooo`3oooooloooo`030000oooo000000<0001Foooo000Poooo00<0003oooooool0R_ooo`<00000 1?ooo`000?ooooooo`800002oooo0P0000?oool300000oooo`<00002oooo0`000003oooo00000000 008000001?ooo`000000000000;oool20000ooooockoool00`000?ooooooo`040000EOooo`008?oo o`030000oooooooo08_oool01P000?ooooooo`000?ooo`0000Koool01@000?ooooooooooo`000003 oooo00H0003oooooool0003oool00002oooo00<0003oool000000P0000?oool00`000?ooooooo`03 oooo00<0003oooooool0oooooccoool00`000?ooooooo`03000000?oool0003oool0D_ooo`008?oo o`030000oooooooo08_oool300000_ooo`<00003oooo00<0003oooooool00_ooo`050000oooooooo oooo000000;oool00`000?ooo`000002oooo00D0003oooooooooool000000oooo`030000oooooooo 00;oool00`000?ooooooo`3ooooo?_ooo`030000oooo000000<000000oooo`000?ooo`1Aoooo000P oooo00<0003oooooool0Roooo`050000oooooooo0000oooo00<00003oooo0P0000;oool200001?oo o`D000000oooo`0000000002oooo0P0000?oool00`000?ooooooo`02oooo0P000?oooom0oooo00<0 003oool00000100005;oool0023oool00`000?ooooooo`2;oooo00@0003oooooool0000Coooo00<0 003oooooool02_ooo`030000oooooooo0?oooom4oooo00<0003oooooool00`000003oooo0000oooo 053oool0023oool00`000?ooooooo`2:oooo100000goool00`000?ooooooo`03oooo0P0000_oool2 0000ooooodOoool00`000?ooo`000003000000?oool0003oool0Coooo`008?ooo`030000oooooooo 0?ooooojoooo1@00053oool0023oool30000oooooo_oool3000000?oool0003oool0C_ooo`008?oo o`030000oooooooo0?oooookoooo10000003oooo0000oooo04goool0023oool00`000?ooooooo`3o ooooo?ooo`D0001>oooo000Poooo00<0003oooooool0oooooo_oool01`000?l00?l00?l000000?oo o`00001=oooo000Poooo00<0003oooooool0oooooo_oool5o`0000<0003oooooool0C?ooo`008?oo o`030000oooooooo0?oooookoooo1Ol00080001=oooo000Poooo00<0003oooooool0oooooo_oool5 o`000P0004goool0023oool00`000?ooooooo`3oooooo?ooo`?o0004000000?oool0003oool0BOoo o`008?ooo`030000oooooooo0?ooooonoooo00<0003oool000000P0000;oool00`000?ooooooo`17 oooo000Poooo00<0003oooooool0ooooooooool5000000?oool0003oool0B?ooo`008?ooo`030000 oooooooo0?oooooooooo00<0003oool000000`000003oooo0000oooo04Ooool0023oool00`000?oo ooooo`3oooooooooo`7oool00`000?ooo`00000200000_ooo`030000oooooooo04Goool0023oool0 0`000?ooooooo`3oooooooooo`;oool5000000?oool0003oool0A_ooo`008?ooo`030000oooooooo 0?oooooooooo1?ooo`@000000oooo`000?ooo`15oooo000Poooo00<0003oooooool0ooooooooool5 oooo0`0000;oool00`000?ooooooo`13oooo000Poooo00<0003oooooool0ooooooooool5oooo1000 0003oooo0000oooo04Coool0023oool00`000?ooooooo`3oooooooooo`Goool400000_ooo`030000 oooooooo04;oool0023oool30000ooooooooool6oooo100004Koool0023oool00`000?ooooooo`3o ooooooooo`Koool50000AOooo`008?ooo`030000oooooooo0?oooooooooo1oooo`@00015oooo000P oooo00<0003oooooool0ooooooooool7oooo1@0004Coool0023oool00`000?ooooooo`3ooooooooo o`Soool50000@oooo`008?ooo`030000oooooooo0?oooooooooo2?ooo`030000oooo000000800013 oooo000Poooo00<0003oooooool0ooooooooool9oooo1@0004;oool0023oool00`000?ooooooo`3o ooooooooo`Woool00`000?ooo`0000020000@_ooo`008?ooo`030000oooooooo0?oooooooooo2_oo o`D00011oooo000Poooo00<0003oooooool0ooooooooool"], ImageRangeCache->{{{0, 624.875}, {385.813, 0}} -> {6.5465, -0.0733942, \ 0.00042118, 0.00294789}, {{-157.813, 554.438}, {191.25, 72.5625}} -> \ {-26.1484, -0.0506557, 0.22262, 0.00020875}}] }, Open ]] }, Open ]] }, FrontEndVersion->"4.0 for Microsoft Windows", ScreenRectangle->{{0, 1024}, {0, 695}}, WindowToolbars->"EditBar", WindowSize->{1014, 668}, WindowMargins->{{0, Automatic}, {Automatic, 0}}, PrintingCopies->1, PrintingPageRange->{Automatic, Automatic}, Magnification->1 ] (*********************************************************************** Cached data follows. If you edit this Notebook file directly, not using Mathematica, you must remove the line containing CacheID at the top of the file. The cache data will then be recreated when you save this file from within Mathematica. ***********************************************************************) (*CellTagsOutline CellTagsIndex->{ "S6.1.1"->{ Cell[40352, 999, 134, 4, 30, "Input", CellTags->"S6.1.1"], Cell[40489, 1005, 204, 6, 84, "Input", CellTags->"S6.1.1"], Cell[40696, 1013, 67, 1, 30, "Input", CellTags->"S6.1.1"], Cell[40788, 1018, 447, 14, 210, "Input", CellTags->"S6.1.1"]} } *) (*CellTagsIndex CellTagsIndex->{ {"S6.1.1", 88115, 2118} } *) (*NotebookFileOutline Notebook[{ Cell[CellGroupData[{ Cell[1739, 51, 29, 0, 47, "Subsection"], Cell[1771, 53, 328, 9, 34, "Text"], Cell[2102, 64, 64, 1, 30, "Input"], Cell[2169, 67, 107, 3, 33, "Text"], Cell[2279, 72, 73, 1, 30, "Input"], Cell[CellGroupData[{ Cell[2377, 77, 280, 6, 50, "Input"], Cell[2660, 85, 15878, 458, 183, 5606, 327, "GraphicsData", "PostScript", \ "Graphics"] }, Open ]], Cell[CellGroupData[{ Cell[18575, 548, 495, 8, 112, "Input"], Cell[19073, 558, 6278, 128, 392, "Output"] }, Open ]], Cell[25366, 689, 48, 0, 33, "Text"], Cell[CellGroupData[{ Cell[25439, 693, 326, 6, 50, "Input"], Cell[25768, 701, 14500, 293, 186, 2531, 141, "GraphicsData", "PostScript", \ "Graphics"] }, Open ]], Cell[40283, 997, 66, 0, 33, "Text"], Cell[40352, 999, 134, 4, 30, "Input", CellTags->"S6.1.1"], Cell[40489, 1005, 204, 6, 84, "Input", CellTags->"S6.1.1"], Cell[40696, 1013, 67, 1, 30, "Input", CellTags->"S6.1.1"], Cell[CellGroupData[{ Cell[40788, 1018, 447, 14, 210, "Input", CellTags->"S6.1.1"], Cell[41238, 1034, 46141, 1060, 395, 10778, 619, "GraphicsData", "PostScript", \ "Graphics"] }, Open ]] }, Open ]] } ] *) (*********************************************************************** End of Mathematica Notebook file. ***********************************************************************)