(************** Content-type: application/mathematica ************** Mathematica-Compatible Notebook This notebook can be used with any Mathematica-compatible application, such as Mathematica, MathReader or Publicon. 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[ 2976585, 93966]*) (*NotebookOutlinePosition[ 2977287, 93991]*) (* CellTagsIndexPosition[ 2977243, 93987]*) (*WindowFrame->Normal*) Notebook[{ Cell[CellGroupData[{ Cell["From Spirograph to Fourier", "Subtitle"], Cell["\<\ Ivan Cnop Vrije universiteit Brussel icnop@vub.ac.be\ \>", "Subsubtitle"], Cell[CellGroupData[{ Cell["Robots with a single drive", "Section", CellAutoOverwrite->False], Cell[CellGroupData[{ Cell["Problem", "Subsection", CellAutoOverwrite->False], Cell[TextData[{ "A robot has an arm of length length1 moving around a fixed point, and \ at the end of this arm a second arm length length2 is fixed by some \ gears , making an angle which is a multiple, with a given constant c \ (times) the original angle t . What is the curve described by the end of \ the second arm?\nHere are parametric equations when we use here the \ representation of the point by an arrow which sticks in the direction of the \ angle (denoted ", Cell[BoxData[ \(e\^\(\(\ \)\(\(i\)\(\ \)\(t\)\(\ \)\)\)\)]], "in formulas. Adding two such arrows we obtain" }], "Text", CellAutoOverwrite->False], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{\(position[t_]\), ":=", RowBox[{ RowBox[{ StyleBox["length1", FontColor->RGBColor[0, 1, 0]], " ", \(\[ExponentialE]\^\(\[ImaginaryI]\ t\)\)}], "+", RowBox[{ StyleBox["length2", FontColor->RGBColor[0, 1, 0]], " ", \(\[ExponentialE]\^\(\[ImaginaryI]\ c\ t\)\)}]}]}]], "Input", CellAutoOverwrite->False], Cell[BoxData[ \(General::"spell1" \(\(:\)\(\ \)\) "Possible spelling error: new symbol name \"\!\(position\)\" is similar \ to existing symbol \"\!\(Position\)\"."\)], "Message"] }, Open ]], Cell["for instance", "Text", CellAutoOverwrite->False], Cell[BoxData[{ \(\(length1 = 1;\)\), "\n", \(\(length2 = .5\ ;\)\), "\n", \(\)}], "Input", CellAutoOverwrite->False], Cell["\<\ Remark: students can learn to work with positions using ArgColors \ which colors angles according to Hues. This is done in a different text introducing the discrete Fourier \ Transform.\ \>", "Text"] }, Closed]], Cell[CellGroupData[{ Cell["The Cardioid: doubling the angle for the second arm", "Subsection", CellAutoOverwrite->False], Cell[BoxData[ \(\(c = 2;\)\)], "Input", CellAutoOverwrite->False], Cell["\<\ To realise plots we have to compute the real and imaginary part of \ the position to obtain the coordinates of the position. Here is the curve that is given by a ParametricPlot:\ \>", "Text"], Cell[BoxData[ \(Clear[move]\)], "Input", CellAutoOverwrite->False], Cell[BoxData[ RowBox[{\(move[until_]\), ":=", RowBox[{"ParametricPlot", "[", RowBox[{\({Re[position[t]], Im[position[t]]}\), ",", \({t, 0, until}\), "\n", StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(AspectRatio -> Automatic\), FontColor->GrayLevel[0.500008]], StyleBox["\n", FontColor->GrayLevel[0.500008]], StyleBox["\t", FontColor->GrayLevel[0.500008]], StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(PlotRange -> {{\(-1.5\), 1.5}, {\(-1.5\), 1.5}}\), FontColor->GrayLevel[0.500008]], StyleBox["\n", FontColor->GrayLevel[0.500008]], StyleBox["\t", FontColor->GrayLevel[0.500008]], StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(PlotStyle -> Hue[0]\), FontColor->GrayLevel[0.500008]]}], "]"}]}]], "Input", CellAutoOverwrite->False], Cell[CellGroupData[{ Cell[BoxData[ \(move[\[Pi]]\)], "Input", CellAutoOverwrite->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m .99999 .50259 L .99997 .50494 L .99993 .50765 L .99988 .51022 L .99975 .51478 L .99956 .51973 L .99929 .52518 L .99892 .53095 L .99808 .54129 L .99695 .55194 L .99567 .56189 L .99191 .58439 L .9869 .60709 L .98128 .62758 L .96513 .67243 L .94731 .70966 L .92409 .74797 L .89644 .78444 L .86839 .81458 L .80439 .86602 L .7701 .88622 L .73152 .90407 L .69357 .91718 L .67423 .92229 L .65292 .92674 L .64278 .92844 L .63318 .9298 L .62446 .93082 L .61521 .9317 L .61045 .93206 L .60519 .93239 L .60037 .93264 L .59596 .93281 L .59344 .93288 L .59078 .93294 L .5894 .93296 L .58812 .93298 L .58672 .933 L .58522 .93301 L .58392 .93301 L .58251 .93301 L .58118 .93301 L .57995 .933 L .57764 .93297 L .57518 .93293 L .57289 .93287 L .57039 .93279 L .56586 .93261 L .56146 .93239 L Mistroke .55739 .93213 L .54821 .9314 L .53852 .93037 L .52092 .92786 L .50525 .9249 L .47162 .91608 L .43724 .90332 L .40648 .88822 L .37667 .86962 L .33045 .83041 L .31074 .80813 L .29278 .78319 L .27877 .7589 L .26684 .73225 L .26242 .71985 L .2585 .70677 L .25553 .69465 L .2534 .68369 L .25176 .67261 L .25113 .66689 L .25061 .66093 L .25044 .65843 L .25029 .65578 L .25019 .6535 L .2501 .65104 L .25006 .64955 L .25003 .64817 L .25001 .64686 L .25 .64548 L .25 .64425 L .25 .6431 L .25001 .64185 L .25003 .64051 L .25006 .63919 L .2501 .63773 L .25021 .63481 L .25034 .63213 L .25049 .62962 L .25094 .62407 L .25158 .61819 L .25314 .60777 L .25497 .59861 L .2596 .58176 L .26596 .56516 L .27292 .55131 L .28102 .53855 L .28904 .52836 L .29774 .51937 L .31267 .50793 L .31902 .50444 L Mistroke .32467 .50204 L .32679 .50133 L .32876 .50077 L .33018 .50044 L .33145 .5002 L .33231 .50008 L .33264 .50004 L .33288 .50002 L .33308 .50001 L .33321 .5 L .33327 .5 L .3333 .5 L .33331 .5 L .33332 .5 L .33333 .5 L .33333 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg?ooool00ol0003oooooooooo`21ooooo`03ool0 0?oooooooooo00Sooooo001Fooooo`03ool00?oooooooooo03Sooooo00?o0000ooooooooool0POoo ool00ooo003oooooooooo`08ooooo`00EOooool00ooo003oooooooooo`0iooooo`03o`000?oooooo oooo087ooooo00?oo`00ooooooooool02?ooool005Gooooo00?oo`00ooooooooool0>Oooool00ol0 003oooooooooo`21ooooo`03ool00?oooooooooo00Sooooo001Dooooo`03ool00?oooooooooo03[o oooo00?o0000ooooooooool0POooool00ooo003oooooooooo`08ooooo`00E?ooool00ooo003ooooo ooooo`0jooooo`03o`000?oooooooooo087ooooo00?oo`00ooooooooool02?ooool005?ooooo00?o o`00ooooooooool0>oooool00ol0003oooooooooo`20ooooo`03ool00?oooooooooo00Wooooo001B ooooo`03ool00?oooooooooo03cooooo00?o0000ooooooooool0P?ooool00ooo003oooooooooo`09 ooooo`00D_ooool00ooo003oooooooooo`0looooo`03o`000?oooooooooo083ooooo00?oo`00oooo ooooool02Oooool005;ooooo00?oo`00ooooooooool0??ooool00ol0003oooooooooo`20ooooo`03 ool00?oooooooooo00Wooooo001Aooooo`03ool00?oooooooooo03gooooo00?o0000ooooooooool0 Ooooool00ooo003oooooooooo`0:ooooo`00DOooool00ooo003oooooooooo`0mooooo`03o`000?oo oooooooo07oooooo00?oo`00ooooooooool02_ooool0057ooooo00?oo`00ooooooooool0?Oooool0 0ol0003oooooooooo`1oooooo`03ool00?oooooooooo00[ooooo001Aooooo`03ool00?oooooooooo 03gooooo00?o0000ooooooooool0Ooooool00ooo003oooooooooo`0:ooooo`00D?ooool00ooo003o ooooooooo`0nooooo`03o`000?oooooooooo07oooooo00?oo`00ooooooooool02_ooool0053ooooo 00?oo`00ooooooooool0?_ooool00ol0003oooooooooo`1oooooo`03ool00?oooooooooo00[ooooo 001?ooooo`03ool00?oooooooooo03oooooo00?o0000ooooooooool0O_ooool00ooo003ooooooooo o`0;ooooo`00Coooool00ooo003oooooooooo`0oooooo`03o`000?oooooooooo07kooooo00?oo`00 ooooooooool02oooool004oooooo00?oo`00ooooooooool0?oooool00ol0003oooooooooo`1noooo o`03ool00?oooooooooo00_ooooo001?ooooo`03ool00?oooooooooo03oooooo00?o0000oooooooo ool0O_ooool00ooo003oooooooooo`0;ooooo`00Coooool00ooo003oooooooooo`0oooooo`03o`00 0?oooooooooo07kooooo00?oo`00ooooooooool02oooool004kooooo00?oo`00ooooooooool0@?oo ool00ol0003oooooooooo`1nooooo`03ool00?oooooooooo00_ooooo001>ooooo`03ool00?oooooo oooo043ooooo00?o0000ooooooooool0OOooool00ooo003oooooooooo`0ooooo`03ool00?oooooooooo043ooooo00?o0000ooooooooool0OOooool00ooo003ooooo ooooo`0ooooo`03ool00?oooooooooo043ooooo00?o0000oooo ooooool0O?ooool00ooo003oooooooooo`0=ooooo`00C_ooool00ooo003oooooooooo`10ooooo`03 o`000?oooooooooo07_ooooo00?oo`00ooooooooool03_ooool004kooooo00?oo`00ooooooooool0 @?ooool00ol0003oooooooooo`1kooooo`03ool00?oooooooooo00kooooo001>ooooo`03ool00?oo oooooooo043ooooo00?o0000ooooooooool0N_ooool00ooo003oooooooooo`0?ooooo`00C_ooool0 0ooo003oooooooooo`0/ooooo`;o00001?ooool00ol0003oooooooooo`02ooooo`?o00001_ooool0 0ol0003oooooooooo`1jooooo`03ool00?oooooooooo00oooooo001>ooooo`03ool00?oooooooooo 02_ooooo00Co0000oooooooooooo00001oooool01Ol0003ooooooooooooooooo000000Gooooo00?o 0000ooooooooool0NOooool00ooo003oooooooooo`0@ooooo`00C_ooool00ooo003oooooooooo`0[ ooooo`04o`000?ooooooooooo`0000_ooooo00?o0000ooooooooool00oooool2o`0007[ooooo00?o o`00ooooooooool04?ooool004kooooo00?oo`00ooooooooool0:oooool01?l0003oooooooooool0 000;ooooo`03o`000?oooooooooo00?ooooo00?o0000ooooooooool0NOooool00ooo003ooooooooo o`0@ooooo`00C_ooool00ooo003oooooooooo`0[ooooo`04o`000?ooooooooooo`0000Oooooo1?l0 0006ooooo`03o`000?oooooooooo07Sooooo00?oo`00ooooooooool04Oooool004kooooo00?oo`00 ooooooooool0:oooool01?l0003oooooooooool00007ooooo`03o`000?oooooooooo00Oooooo00?o 0000ooooooooool0N?ooool00ooo003oooooooooo`0Aooooo`00Coooool00ooo003oooooooooo`0[ ooooo`;o00002?ooool5o`0000Gooooo00?o0000ooooooooool0Moooool00ooo003oooooooooo`0B ooooo`00Coooool00ooo003oooooooooo`0oooooo`03o`000?oooooooooo07Oooooo00?oo`00oooo ooooool04_ooool004oooooo00?oo`00ooooooooool0?oooool00ol0003oooooooooo`1fooooo`03 ool00?oooooooooo01?ooooo001?ooooo`03ool00?oooooooooo03oooooo00?o0000ooooooooool0 M_ooool00ooo003oooooooooo`0Cooooo`00Coooool00ooo003oooooooooo`0oooooo`03o`000?oo oooooooo07Gooooo00?oo`00ooooooooool05?ooool004oooooo00?oo`00ooooooooool0?oooool0 0ol0003oooooooooo`1eooooo`03ool00?oooooooooo01Cooooo001@ooooo`03ool00?oooooooooo 03kooooo00?o0000ooooooooool0M?ooool00ooo003oooooooooo`0Eooooo`00D?ooool00ooo003o ooooooooo`0nooooo`03o`000?oooooooooo07Cooooo00?oo`00ooooooooool05Oooool0053ooooo 00?oo`00ooooooooool0?_ooool00ol0003oooooooooo`1cooooo`03ool00?oooooooooo01Kooooo 001Aooooo`03ool00?oooooooooo03gooooo00?o0000ooooooooool0Loooool00ooo003ooooooooo o`0Fooooo`00DOooool00ooo003oooooooooo`0mooooo`03o`000?oooooooooo07;ooooo00?oo`00 ooooooooool05oooool0057ooooo00?oo`00ooooooooool0?Oooool00ol0003oooooooooo`1aoooo o`03ool00?oooooooooo01Sooooo001Aooooo`03ool00?oooooooooo03gooooo00?o0000oooooooo ool0LOooool00ooo003oooooooooo`0Hooooo`00D_ooool00ooo003oooooooooo`0looooo`03o`00 0?oooooooooo073ooooo00?oo`00ooooooooool06Oooool005;ooooo00?oo`00ooooooooool0??oo ool00ol0003oooooooooo`1`ooooo`03ool00?oooooooooo01Wooooo001Booooo`03ool00?oooooo oooo03cooooo00?o0000ooooooooool0Koooool00ooo003oooooooooo`0Jooooo`00Doooool00ooo 003oooooooooo`0kooooo`03o`000?oooooooooo06kooooo00?oo`00ooooooooool06oooool005?o oooo00?oo`00ooooooooool0>oooool00ol0003oooooooooo`1^ooooo`03ool00?oooooooooo01_o oooo001Dooooo`03ool00?oooooooooo03[ooooo00?o0000ooooooooool0KOooool00ooo003ooooo ooooo`0Looooo`00EOooool00ooo003oooooooooo`0iooooo`03o`000?oooooooooo06gooooo00?o o`00ooooooooool07?ooool005Gooooo00?oo`00ooooooooool0>Oooool00ol0003oooooooooo`1/ ooooo`03ool00?oooooooooo01gooooo001Fooooo`03ool00?oooooooooo03Sooooo00?o0000oooo ooooool0Joooool00ooo003oooooooooo`0Nooooo`00E_ooool00ooo003oooooooooo`0hooooo`03 o`000?oooooooooo06_ooooo00?oo`00ooooooooool07_ooool005Oooooo00?oo`00ooooooooool0 =oooool00ol0003oooooooooo`1Zooooo`03ool00?oooooooooo01oooooo001Gooooo`03ool00?oo oooooooo03Oooooo00?o0000ooooooooool0JOooool00ooo003oooooooooo`0Pooooo`00F?ooool0 0ooo003oooooooooo`0fooooo`03o`000?oooooooooo06Sooooo00?oo`00ooooooooool08Oooool0 05Sooooo00?oo`00ooooooooool0=_ooool00ol0003oooooooooo`1Xooooo`03ool00?oooooooooo 027ooooo001Iooooo`03ool00?oooooooooo03Gooooo00?o0000ooooooooool0Ioooool00ooo003o ooooooooo`0Rooooo`00FOooool00ooo003oooooooooo`0eooooo`03o`000?oooooooooo06Kooooo 00?oo`00ooooooooool08oooool005[ooooo00?oo`00ooooooooool0=?ooool00ol0003ooooooooo o`1Uooooo`03ool00?oooooooooo02Cooooo001Kooooo`03ool00?oooooooooo03?ooooo00?o0000 ooooooooool0I?ooool00ooo003oooooooooo`0Uooooo`00G?ooool00ooo003oooooooooo`0boooo o`03o`000?oooooooooo06?ooooo00?oo`00ooooooooool09_ooool005cooooo00?oo`00oooooooo ool0<_ooool00ol0003oooooooooo`1Rooooo`03ool00?oooooooooo02Oooooo001Mooooo`03ool0 0?oooooooooo037ooooo00?o0000ooooooooool0HOooool00ooo003oooooooooo`0Xooooo`00G_oo ool00ooo003oooooooooo`0`ooooo`03o`000?oooooooooo063ooooo00?oo`00ooooooooool0:Ooo ool005kooooo00?oo`00ooooooooool0oooool006oooooo00?oo`00ooooooooool07oooool00ol0003ooooooooo o`1ooooo`00P?ooool2ool000oooooo00?o0000ooooooooool0>Oooool2ool0057ooooo0022 ooooo`;oo`003Oooool00ol0003oooooooooo`0fooooo`?oo`00Doooool008Cooooo0ooo000:oooo o`03o`000?oooooooooo03Cooooo0_oo001Fooooo`00Qoooool2ool000Sooooo00?o0000oooooooo ool0"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-1.63536, -1.61844, 0.0112783, \ 0.0112783}}], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ \(move[2\ \[Pi]]\)], "Input", CellAutoOverwrite->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m .99997 .50517 L .99989 .50987 L .99974 .5153 L .99953 .52043 L .99902 .52954 L .99825 .53942 L .99715 .55027 L .99569 .56174 L .99233 .58219 L .98787 .60309 L .98279 .62243 L .96804 .66538 L .94862 .7072 L .92722 .74329 L .8982 .78234 L .86776 .81519 L .80568 .86517 L .76997 .88629 L .73032 .90455 L .69113 .91788 L .66879 .92354 L .64817 .92757 L .63008 .93019 L .61982 .93129 L .61027 .93207 L .6051 .9324 L .60022 .93264 L .59584 .93281 L .59108 .93293 L .58863 .93298 L .58592 .933 L .58311 .93301 L .58046 .933 L .57575 .93294 L .57311 .93288 L .57069 .9328 L .56586 .93261 L .56132 .93238 L .55286 .9318 L .54382 .93096 L .53408 .92982 L .51677 .92715 L .5011 .92399 L .46626 .91436 L .4315 .90079 L .40278 .88614 L .37438 .868 L .33012 .83007 L .30978 .80693 L Mistroke .29109 .78054 L .27664 .75467 L .26638 .73105 L .26214 .71901 L .25832 .7061 L .25562 .69505 L .2533 .68309 L .25152 .67058 L .25084 .66385 L .25059 .66066 L .2504 .65766 L .25025 .65491 L .25013 .65194 L .25005 .64925 L .25001 .64678 L .25 .64414 L .25002 .64125 L .25005 .6398 L .25008 .63825 L .25018 .63546 L .2503 .63276 L .25045 .63033 L .25086 .62496 L .25136 .62006 L .25193 .61552 L .25353 .60562 L .25573 .59537 L .26149 .57626 L .26805 .56063 L .27518 .54745 L .2823 .53678 L .29087 .5263 L .29894 .51826 L .30643 .51214 L .31394 .50717 L .31991 .50402 L .32466 .50205 L .32861 .50081 L .33024 .50043 L .33163 .50017 L .33218 .5001 L .3326 .50005 L .33294 .50002 L .33308 .50001 L .33319 .5 L .33326 .5 L .33329 .5 L .33331 .5 L .33333 .5 L .33333 .5 L Mistroke .33333 .5 L .33331 .5 L .33326 .5 L .33319 .5 L .3331 .49999 L .33285 .49997 L .33255 .49995 L .3316 .49982 L .33041 .49961 L .329 .49929 L .32492 .49805 L .31918 .49563 L .31313 .49235 L .30565 .48727 L .29709 .48003 L .28898 .47158 L .27353 .44976 L .26587 .43464 L .25962 .41831 L .2549 .40107 L .25305 .39176 L .25217 .38622 L .25149 .38104 L .251 .37656 L .25058 .37159 L .25041 .36914 L .25027 .3665 L .25015 .36369 L .25007 .36106 L .25002 .35855 L .25 .35581 L .25001 .35321 L .25005 .35079 L .25011 .3486 L .2502 .34618 L .25032 .34363 L .25046 .34124 L .25092 .33532 L .25148 .32977 L .25328 .317 L .25549 .30554 L .25851 .29319 L .26626 .26927 L .27559 .24749 L .30405 .20054 L .32495 .17538 L .3472 .15362 L .39687 .11731 L .4291 .10031 L .46145 .08727 L Mistroke .47852 .08183 L .49756 .07682 L .51599 .073 L .53335 .07028 L .54097 .06934 L .54922 .06851 L .55398 .06811 L .55835 .0678 L .5625 .06755 L .56695 .06734 L .57154 .06717 L .57581 .06706 L .57843 .06702 L .58091 .06699 L .58554 .06699 L .58999 .06704 L .59409 .06714 L .5986 .06729 L .60337 .06751 L .61316 .06814 L .62246 .06897 L .63992 .07113 L .65875 .07436 L .6792 .07893 L .71569 .08995 L .74883 .10334 L .8156 .14158 L .85069 .16908 L .88115 .19842 L .90841 .23038 L .9338 .267 L .95421 .30371 L .9697 .33881 L .98286 .3778 L .98854 .39975 L .99287 .42075 L .99598 .44037 L .99807 .45859 L .99886 .46814 L .99922 .47364 L .99949 .47868 L .99971 .48398 L .99988 .48969 L .99997 .49498 L 1 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgOooool3ool0053ooooo001ooooo o`;oo`004?ooool00ol0003oooooooooo`0looooo`?oo`00COooool007gooooo0_oo000Booooo`03 o`000?oooooooooo03oooooo0_oo001;ooooo`00Noooool2ool001Cooooo00?o0000ooooooooool0 @Oooool00ooo003oooooooooo`18ooooo`00N?ooool3ool001Kooooo00?o0000ooooooooool0@_oo ool2ool004Sooooo001fooooo`;oo`006Oooool00ol0003oooooooooo`14ooooo`03ool00?oooooo oooo04Gooooo001dooooo`;oo`006oooool00ol0003oooooooooo`15ooooo`;oo`00AOooool007?o oooo00?oo`00ooooooooool06oooool00ol0003oooooooooo`17ooooo`;oo`00@oooool007;ooooo 00?oo`00ooooooooool07?ooool00ol0003oooooooooo`19ooooo`03ool00?oooooooooo043ooooo 001`ooooo`;oo`007oooool00ol0003oooooooooo`1:ooooo`;oo`00@?ooool006oooooo00?oo`00 ooooooooool07oooool00ol0003oooooooooo`1?ooool00ol0003ooooooooo o`1[ooooo`03ool00?oooooooooo01kooooo001Fooooo`03ool00?oooooooooo03Sooooo00?o0000 ooooooooool0Joooool00ooo003oooooooooo`0Nooooo`00EOooool00ooo003oooooooooo`0ioooo o`03o`000?oooooooooo06cooooo00?oo`00ooooooooool07Oooool005Gooooo00?oo`00oooooooo ool0>Oooool00ol0003oooooooooo`1]ooooo`03ool00?oooooooooo01cooooo001Dooooo`03ool0 0?oooooooooo03[ooooo00?o0000ooooooooool0K_ooool00ooo003oooooooooo`0Kooooo`00E?oo ool00ooo003oooooooooo`0jooooo`03o`000?oooooooooo06kooooo00?oo`00ooooooooool06ooo ool005?ooooo00?oo`00ooooooooool0>oooool00ol0003oooooooooo`1_ooooo`03ool00?oooooo oooo01[ooooo001Cooooo`03ool00?oooooooooo03_ooooo00?o0000ooooooooool0L?ooool00ooo 003oooooooooo`0Iooooo`00D_ooool00ooo003oooooooooo`0looooo`03o`000?oooooooooo073o oooo00?oo`00ooooooooool06Oooool005;ooooo00?oo`00ooooooooool0??ooool00ol0003ooooo ooooo`1aooooo`03ool00?oooooooooo01Sooooo001Aooooo`03ool00?oooooooooo03gooooo00?o 0000ooooooooool0LOooool00ooo003oooooooooo`0Hooooo`00DOooool00ooo003oooooooooo`0m ooooo`03o`000?oooooooooo07;ooooo00?oo`00ooooooooool05oooool0057ooooo00?oo`00oooo ooooool0?Oooool00ol0003oooooooooo`1booooo`03ool00?oooooooooo01Oooooo001@ooooo`03 ool00?oooooooooo03kooooo00?o0000ooooooooool0Loooool00ooo003oooooooooo`0Fooooo`00 D?ooool00ooo003oooooooooo`0nooooo`03o`000?oooooooooo07?ooooo00?oo`00ooooooooool0 5_ooool0053ooooo00?oo`00ooooooooool0?_ooool00ol0003oooooooooo`1dooooo`03ool00?oo oooooooo01Gooooo001?ooooo`03ool00?oooooooooo03oooooo00?o0000ooooooooool0M?ooool0 0ooo003oooooooooo`0Eooooo`00Coooool00ooo003oooooooooo`0oooooo`03o`000?oooooooooo 07Gooooo00?oo`00ooooooooool05?ooool004oooooo00?oo`00ooooooooool0?oooool00ol0003o ooooooooo`1eooooo`03ool00?oooooooooo01Cooooo001?ooooo`03ool00?oooooooooo03oooooo 00?o0000ooooooooool0M_ooool00ooo003oooooooooo`0Cooooo`00Coooool00ooo003ooooooooo o`0oooooo`03o`000?oooooooooo07Kooooo00?oo`00ooooooooool04oooool004oooooo00?oo`00 ooooooooool0?oooool00ol0003oooooooooo`1gooooo`03ool00?oooooooooo01;ooooo001?oooo o`03ool00?oooooooooo02_ooooo0_l00004ooooo`03o`000?oooooooooo00;ooooo0ol00006oooo o`03o`000?oooooooooo07Oooooo00?oo`00ooooooooool04_ooool004kooooo00?oo`00oooooooo ool0:oooool01?l0003oooooooooool00007ooooo`05o`000?ooooooooooooooool000001Oooool0 0ol0003oooooooooo`1gooooo`03ool00?oooooooooo01;ooooo001>ooooo`03ool00?oooooooooo 02Cooooo1Ol00002ooooo`04o`000?ooooooooooo`0000_ooooo00?o0000ooooooooool00oooool0 0ol0003oooooooooo`1hooooo`03ool00?oooooooooo017ooooo001>ooooo`03ool00?oooooooooo 02_ooooo00Co0000oooooooooooo00002oooool00ol0003oooooooooo`03ooooo`;o0000NOooool0 0ooo003oooooooooo`0Aooooo`00C_ooool00ooo003oooooooooo`0[ooooo`04o`000?oooooooooo o`0000Oooooo1?l00006ooooo`03o`000?oooooooooo07Wooooo00?oo`00ooooooooool04?ooool0 04kooooo00?oo`00ooooooooool0:oooool01?l0003oooooooooool00007ooooo`03o`000?oooooo oooo00Oooooo00?o0000ooooooooool0NOooool00ooo003oooooooooo`0@ooooo`00C_ooool00ooo 003oooooooooo`0/ooooo`;o00002?ooool5o`0000Gooooo00?o0000ooooooooool0N_ooool00ooo 003oooooooooo`0?ooooo`00C_ooool00ooo003oooooooooo`10ooooo`03o`000?oooooooooo07[o oooo00?oo`00ooooooooool03oooool004kooooo00?oo`00ooooooooool0@?ooool00ol0003ooooo ooooo`1jooooo`03ool00?oooooooooo00oooooo001>ooooo`03ool00?oooooooooo043ooooo00?o 0000ooooooooool0Noooool00ooo003oooooooooo`0>ooooo`00C_ooool00ooo003oooooooooo`10 ooooo`03o`000?oooooooooo07_ooooo00?oo`00ooooooooool03_ooool004kooooo00?oo`00oooo ooooool0@?ooool00ol0003oooooooooo`1looooo`03ool00?oooooooooo00gooooo001>ooooo`03 ool00?oooooooooo043ooooo00?o0000ooooooooool0O?ooool00ooo003oooooooooo`0=ooooo`00 C_ooool00ooo003oooooooooo`10ooooo`03o`000?oooooooooo07cooooo00?oo`00ooooooooool0 3Oooool004kooooo00?oo`00ooooooooool0@?ooool00ol0003oooooooooo`1mooooo`03ool00?oo oooooooo00cooooo001>ooooo`03ool00?oooooooooo043ooooo00?o0000ooooooooool0OOooool0 0ooo003oooooooooo`0oooool00ol0003oooooooooo`20ooooo`03 ool00?oooooooooo00Wooooo001Cooooo`03ool00?oooooooooo03_ooooo00?o0000ooooooooool0 P?ooool00ooo003oooooooooo`09ooooo`00E?ooool00ooo003oooooooooo`0jooooo`03o`000?oo oooooooo087ooooo00?oo`00ooooooooool02?ooool005Cooooo00?oo`00ooooooooool0>_ooool0 0ol0003oooooooooo`21ooooo`03ool00?oooooooooo00Sooooo0007ooooo`?o00001?ooool00ol0 003oooooooooo`02ooooo`?o00008oooool3o`0001Wooooo00?oo`00ooooooooool02?ooool2o`00 00Cooooo00?o0000ooooooooool00_ooool3o`0002?ooooo00?o0000ooooooooool08_ooool2o`00 00Cooooo00?o0000ooooooooool00_ooool3o`0002?ooooo0ol0000Tooooo`?o00001?ooool00ooo 003oooooooooo`02ooooo`?o00000oooool000Sooooo00?o0000ooooooooool01oooool01Ol0003o oooooooooooooooo000002?ooooo00?o0000ooooooooool06Oooool00ooo003oooooooooo`06oooo o`04o`000?ooooooooooo`0000Oooooo00Go0000ooooooooooooooooo`00000Rooooo`03o`000?oo oooooooo027ooooo00Co0000oooooooooooo00001oooool01Ol0003ooooooooooooooooo000002?o oooo00?o0000ooooooooool09?ooool00ol0003oooooooooo`03ooooo`05ool00?oooooooooooooo ool000000oooool1o`00007ooooo0Oooool000Go00000oooool00ol0003oooooooooo`0;ooooo`03 o`000?oooooooooo01Wooooo1Ol00003ooooo`03o`000?oooooooooo01[ooooo00?oo`00o`000?l0 00000ol00002ooooo`04o`000?ooooooooooo`0000_ooooo00?o0000ooooooooool08?ooool00ol0 003oooooooooo`0Qooooo`04o`000?ooooooooooo`0000_ooooo00?o0000ooooooooool08Oooool0 0ol0003oooooooooo`0Tooooo`03o`000?oooooooooo00?ooooo00?oo`00ooooooooool01Oooool1 o`00007ooooo0Oooool000Sooooo00?o0000ooooooooool02oooool00ol0003oooooooooo`0Qoooo o`03o`000?oooooooooo01_ooooo00?oo`00ooooooooool01?ooool01?l0003oooooooooool0000; ooooo`03o`000?oooooooooo023ooooo00?o0000ooooooooool08Oooool01?l0003oooooooooool0 000;ooooo`03o`000?oooooooooo027ooooo00?o0000ooooooooool09?ooool00ol0003ooooooooo o`03ooooo`03ool00?oooooooooo00Gooooo0Ol00001ooooo`7ooooo0008ooooo`03o`000?oooooo oooo00Oooooo1?l0000Tooooo`03o`000?oooooooooo01cooooo00?oo`00ooooooooool00oooool0 1?l0003oooooooooool00007ooooo`Co00008oooool00ol0003oooooooooo`0Qooooo`04o`000?oo ooooooooo`0000Oooooo1?l0000Tooooo`03o`000?oooooooooo02Cooooo00?o0000ooooooooool0 0oooool01?oo003oooooooooooooool4o`0000?ooooo0007ooooo`;o00002Oooool00ol0003ooooo ooooo`0Tooooo`;o00007oooool00ooo003oooooooooo`02ooooo`04o`000?ooooooooooo`0000Oo oooo00?o0000ooooooooool09?ooool00ol0003oooooooooo`0Qooooo`04o`000?ooooooooooo`00 00Oooooo00?o0000ooooooooool09?ooool2o`0002Gooooo0_l00005ooooo`05ool00?oooooooooo ooooool000001_ooool000Sooooo00?o0000ooooooooool01oooool5o`0002?ooooo00?o0000oooo ooooool07_ooool00ooo003oooooooooo`02ooooo`;o00002?ooool5o`0002;ooooo00?o0000oooo ooooool08_ooool2o`0000Sooooo1Ol0000Sooooo`03o`000?oooooooooo02Cooooo00?o0000oooo ooooool00oooool01?oo003oooooooooooooool5o`0000;ooooo001Looooo`03ool00?oooooooooo 03;ooooo00?o0000ooooooooool0POooool00ooo003oooooooooo`08ooooo`00GOooool2ool003;o oooo00?o0000ooooooooool0POooool00ooo003oooooooooo`08ooooo`00Goooool00ooo003ooooo ooooo`0_ooooo`03o`000?oooooooooo087ooooo00?oo`00ooooooooool02?ooool0063ooooo0ooo 000^ooooo`03o`000?oooooooooo087ooooo00?oo`00ooooooooool02?ooool000coooooEol00002 ool00;7o000000?oo`00ooooooooool01oooool000cooooo00?o0000ooooooooool01Oooool00ol0 003oooooooooo`06ooooo`03o`000?oooooooooo00Kooooo00?o0000ooooooooool01_ooool00ol0 003oooooooooo`06ooooo`03o`000?oooooooooo00Kooooo00?o0000ooooooooool01_ooool00ol0 003oooooooooo`05ooooo`03o`000?oooooooooo00Kooooo00?o0000ooooooooool00_ooool3ool0 0003ooooool0003ooooo00Oooooo00?o0000ooooooooool01_ooool00ol0003oooooooooo`06oooo o`03o`000?oooooooooo00Kooooo00?o0000ooooooooool01_ooool00ol0003oooooooooo`05oooo o`03o`000?oooooooooo00Kooooo00?o0000ooooooooool01_ooool00ol0003oooooooooo`06oooo o`03o`000?oooooooooo00Kooooo00?o0000ooooooooool01_ooool00ol0003oooooooooo`06oooo o`03o`000?oooooooooo00Gooooo00?o0000ooooooooool01_ooool00ol0003oooooooooo`06oooo o`03o`000?oooooooooo00Kooooo00?o0000ooooooooool01_ooool00ol0003oooooooooo`06oooo o`03o`000?oooooooooo00Kooooo00?o0000ooooooooool01Oooool00ooo003o0000ooooo`08oooo o`003?ooool00ol0003oooooooooo`0Yooooo`03o`000?oooooooooo02?ooooo0_oo0004ooooo`03 o`000?oooooooooo02[ooooo00?o0000ooooooooool0:Oooool00ol0003oooooooooo`0Yooooo`03 o`000?oooooooooo02Wooooo00?oo`00o`000?ooool02?ooool005gooooo00?oo`00ooooooooool0 ?ooool00ol0003oooooooooo`21ooooo`03ool00?oooooooooo00Sooooo001Eooooo`03ool0 0?oooooooooo03Wooooo00?o0000ooooooooool0POooool00ooo003oooooooooo`08ooooo`00EOoo ool00ooo003oooooooooo`0iooooo`03o`000?oooooooooo087ooooo00?oo`00ooooooooool02?oo ool005Cooooo00?oo`00ooooooooool0>_ooool00ol0003oooooooooo`20ooooo`03ool00?oooooo oooo00Wooooo001Cooooo`03ool00?oooooooooo03_ooooo00?o0000ooooooooool0P?ooool00ooo 003oooooooooo`09ooooo`00Doooool00ooo003oooooooooo`0kooooo`03o`000?oooooooooo083o oooo00?oo`00ooooooooool02Oooool005;ooooo00?oo`00ooooooooool0??ooool00ol0003ooooo ooooo`20ooooo`03ool00?oooooooooo00Wooooo001Booooo`03ool00?oooooooooo03cooooo00?o 0000ooooooooool0P?ooool00ooo003oooooooooo`09ooooo`00DOooool00ooo003oooooooooo`0m ooooo`03o`000?oooooooooo07oooooo00?oo`00ooooooooool02_ooool0057ooooo00?oo`00oooo ooooool0?Oooool00ol0003oooooooooo`1oooooo`03ool00?oooooooooo00[ooooo001Aooooo`03 ool00?oooooooooo03gooooo00?o0000ooooooooool0Ooooool00ooo003oooooooooo`0:ooooo`00 D?ooool00ooo003oooooooooo`0nooooo`03o`000?oooooooooo07oooooo00?oo`00ooooooooool0 2_ooool0053ooooo00?oo`00ooooooooool0?_ooool00ol0003oooooooooo`1oooooo`03ool00?oo oooooooo00[ooooo001@ooooo`03ool00?oooooooooo03kooooo00?o0000ooooooooool0O_ooool0 0ooo003oooooooooo`0;ooooo`00D?ooool00ooo003oooooooooo`0nooooo`03o`000?oooooooooo 07kooooo00?oo`00ooooooooool02oooool004oooooo00?oo`00ooooooooool0?oooool00ol0003o ooooooooo`1nooooo`03ool00?oooooooooo00_ooooo001?ooooo`03ool00?oooooooooo03oooooo 00?o0000ooooooooool0O_ooool00ooo003oooooooooo`0;ooooo`00Coooool00ooo003ooooooooo o`0oooooo`03o`000?oooooooooo07kooooo00?oo`00ooooooooool02oooool004oooooo00?oo`00 ooooooooool0?oooool00ol0003oooooooooo`1nooooo`03ool00?oooooooooo00_ooooo001?oooo o`03ool00?oooooooooo03oooooo00?o0000ooooooooool0OOooool00ooo003oooooooooo`0ooooo`03ool00?oooooooooo043ooooo00?o0000ooooooooool0OOoo ool00ooo003oooooooooo`0ooooo`03ool00?oooooooooo043o oooo00?o0000ooooooooool0O?ooool00ooo003oooooooooo`0=ooooo`00C_ooool00ooo003ooooo ooooo`10ooooo`03o`000?oooooooooo07_ooooo00?oo`00ooooooooool03_ooool004kooooo00?o o`00ooooooooool0@?ooool00ol0003oooooooooo`1kooooo`03ool00?oooooooooo00kooooo001> ooooo`03ool00?oooooooooo043ooooo00?o0000ooooooooool0Noooool00ooo003oooooooooo`0> ooooo`00C_ooool00ooo003oooooooooo`10ooooo`03o`000?oooooooooo07[ooooo00?oo`00oooo ooooool03oooool004kooooo00?oo`00ooooooooool0;?ooool2o`0000Cooooo00?o0000oooooooo ool00_ooool3o`0000Kooooo00?o0000ooooooooool0N_ooool00ooo003oooooooooo`0?ooooo`00 C_ooool00ooo003oooooooooo`0[ooooo`04o`000?ooooooooooo`0000Oooooo00Go0000oooooooo ooooooooo`000005ooooo`03o`000?oooooooooo07[ooooo00?oo`00ooooooooool03oooool004ko oooo00?oo`00ooooooooool0:oooool01?l0003oooooooooool0000;ooooo`03o`000?oooooooooo 00?ooooo0_l0001jooooo`03ool00?oooooooooo013ooooo001>ooooo`03ool00?oooooooooo02_o oooo00Co0000oooooooooooo00002oooool00ol0003oooooooooo`03ooooo`03o`000?oooooooooo 07Wooooo00?oo`00ooooooooool04?ooool004kooooo00?oo`00ooooooooool0:oooool01?l0003o ooooooooool00007ooooo`Co00001_ooool00ol0003oooooooooo`1hooooo`03ool00?oooooooooo 017ooooo001>ooooo`03ool00?oooooooooo02_ooooo00Co0000oooooooooooo00001oooool00ol0 003oooooooooo`07ooooo`03o`000?oooooooooo07Sooooo00?oo`00ooooooooool04Oooool004oo oooo00?oo`00ooooooooool0:oooool2o`0000Sooooo1Ol00005ooooo`03o`000?oooooooooo07Oo oooo00?oo`00ooooooooool04_ooool004oooooo00?oo`00ooooooooool0?oooool00ol0003ooooo ooooo`1gooooo`03ool00?oooooooooo01;ooooo001?ooooo`03ool00?oooooooooo03oooooo00?o 0000ooooooooool0M_ooool00ooo003oooooooooo`0Cooooo`00Coooool00ooo003oooooooooo`0o ooooo`03o`000?oooooooooo07Kooooo00?oo`00ooooooooool04oooool004oooooo00?oo`00oooo ooooool0?oooool00ol0003oooooooooo`1fooooo`03ool00?oooooooooo01?ooooo001?ooooo`03 ool00?oooooooooo03oooooo00?o0000ooooooooool0MOooool00ooo003oooooooooo`0Dooooo`00 D?ooool00ooo003oooooooooo`0nooooo`03o`000?oooooooooo07Gooooo00?oo`00ooooooooool0 5?ooool0053ooooo00?oo`00ooooooooool0?_ooool00ol0003oooooooooo`1dooooo`03ool00?oo oooooooo01Gooooo001@ooooo`03ool00?oooooooooo03kooooo00?o0000ooooooooool0M?ooool0 0ooo003oooooooooo`0Eooooo`00DOooool00ooo003oooooooooo`0mooooo`03o`000?oooooooooo 07?ooooo00?oo`00ooooooooool05_ooool0057ooooo00?oo`00ooooooooool0?Oooool00ol0003o ooooooooo`1booooo`03ool00?oooooooooo01Oooooo001Aooooo`03ool00?oooooooooo03gooooo 00?o0000ooooooooool0L_ooool00ooo003oooooooooo`0Gooooo`00D_ooool00ooo003ooooooooo o`0looooo`03o`000?oooooooooo077ooooo00?oo`00ooooooooool06?ooool005;ooooo00?oo`00 ooooooooool0??ooool00ol0003oooooooooo`1aooooo`03ool00?oooooooooo01Sooooo001Boooo o`03ool00?oooooooooo03cooooo00?o0000ooooooooool0L?ooool00ooo003oooooooooo`0Ioooo o`00Doooool00ooo003oooooooooo`0kooooo`03o`000?oooooooooo06oooooo00?oo`00oooooooo ool06_ooool005?ooooo00?oo`00ooooooooool0>oooool00ol0003oooooooooo`1_ooooo`03ool0 0?oooooooooo01[ooooo001Dooooo`03ool00?oooooooooo03[ooooo00?o0000ooooooooool0K_oo ool00ooo003oooooooooo`0Kooooo`00E?ooool00ooo003oooooooooo`0jooooo`03o`000?oooooo oooo06kooooo00?oo`00ooooooooool06oooool005Cooooo00?oo`00ooooooooool0>_ooool00ol0 003oooooooooo`1]ooooo`03ool00?oooooooooo01cooooo001Eooooo`03ool00?oooooooooo03Wo oooo00?o0000ooooooooool0K?ooool00ooo003oooooooooo`0Mooooo`00EOooool00ooo003ooooo ooooo`0iooooo`03o`000?oooooooooo06_ooooo00?oo`00ooooooooool07_ooool005Kooooo00?o o`00ooooooooool0>?ooool00ol0003oooooooooo`1Zooooo`03ool00?oooooooooo01oooooo001F ooooo`03ool00?oooooooooo03Sooooo00?o0000ooooooooool0J_ooool00ooo003oooooooooo`0O ooooo`00Eoooool00ooo003oooooooooo`0gooooo`03o`000?oooooooooo06Wooooo00?oo`00oooo ooooool08?ooool005Sooooo00?oo`00ooooooooool0=_ooool00ol0003oooooooooo`1Xooooo`03 ool00?oooooooooo027ooooo001Hooooo`03ool00?oooooooooo03Kooooo00?o0000ooooooooool0 Ioooool00ooo003oooooooooo`0Rooooo`00FOooool00ooo003oooooooooo`0eooooo`03o`000?oo oooooooo06Kooooo00?oo`00ooooooooool08oooool005Wooooo00?oo`00ooooooooool0=Oooool0 0ol0003oooooooooo`1Vooooo`03ool00?oooooooooo02?ooooo001Jooooo`03ool00?oooooooooo 03Cooooo00?o0000ooooooooool0IOooool00ooo003oooooooooo`0Tooooo`00Foooool00ooo003o ooooooooo`0cooooo`03o`000?oooooooooo06Cooooo00?oo`00ooooooooool09Oooool005cooooo 00?oo`00ooooooooool0<_ooool00ol0003oooooooooo`1Sooooo`03ool00?oooooooooo02Kooooo 001Looooo`03ool00?oooooooooo03;ooooo00?o0000ooooooooool0H_ooool00ooo003ooooooooo o`0Wooooo`00GOooool00ooo003oooooooooo`0aooooo`03o`000?oooooooooo067ooooo00?oo`00 ooooooooool0:?ooool005kooooo00?oo`00ooooooooool0?ooool006_ooooo00?oo`00ooooooooool0 8oooool00ol0003oooooooooo`1Aooooo`03ool00?oooooooooo03Sooooo001/ooooo`03ool00?oo oooooooo02;ooooo00?o0000ooooooooool0D?ooool00ooo003oooooooooo`0iooooo`00KOooool0 0ooo003oooooooooo`0Qooooo`03o`000?oooooooooo04oooooo00?oo`00ooooooooool0>_ooool0 06kooooo00?oo`00ooooooooool08?ooool00ol0003oooooooooo`1=ooooo`;oo`00?Oooool006oo oooo0_oo000Pooooo`03o`000?oooooooooo04_ooooo0_oo000oooooo`00LOooool00ooo003ooooo ooooo`0Mooooo`03o`000?oooooooooo04[ooooo00?oo`00ooooooooool0?oooool007;ooooo0_oo 000Mooooo`03o`000?oooooooooo04Sooooo0_oo0012ooooo`00M?ooool2ool001_ooooo00?o0000 ooooooooool0A_ooool2ool004Cooooo001fooooo`03ool00?oooooooooo01Sooooo00?o0000oooo ooooool0AOooool00ooo003oooooooooo`14ooooo`00Moooool2ool001Sooooo00?o0000oooooooo ool0@oooool2ool004Oooooo001iooooo`;oo`005_ooool00ol0003oooooooooo`11ooooo`;oo`00 BOooool007_ooooo00?oo`00ooooooooool04oooool00ol0003oooooooooo`0oooooo`;oo`00Booo ool007cooooo0_oo000Cooooo`03o`000?oooooooooo03gooooo0_oo001=ooooo`00O_ooool3ool0 013ooooo00?o0000ooooooooool0>oooool2ool004oooooo0021ooooo`?oo`003Oooool00ol0003o ooooooooo`0hooooo`?oo`00DOooool008Cooooo0ooo000:ooooo`03o`000?oooooooooo03Cooooo 1?oo001Dooooo`00Qoooool4ool000Kooooo00?o0000ooooooooool0"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-1.63536, -1.61844, 0.0112783, \ 0.0112783}}], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]], Cell["\<\ Here is an animation showing how the movement runs in time when \ t is the time parameter:\ \>", "Text"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Do", "[", RowBox[{\(move[until]\), ",", RowBox[{"{", RowBox[{"until", ",", \(\[Pi]/36\), ",", StyleBox[" ", FontColor->RGBColor[0, 1, 0]], StyleBox["\[Pi]", FontColor->RGBColor[0, 1, 0]], ",", \(\[Pi]/36\)}], "}"}]}], "]"}]], "Input", CellAutoOverwrite->False], Cell[CellGroupData[{ Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m 1 .50007 L 1 .50014 L 1 .50021 L 1 .50028 L 1 .50041 L 1 .50055 L 1 .5007 L 1 .50086 L 1 .50115 L 1 .50145 L 1 .50173 L .99999 .50236 L .99999 .50301 L .99999 .5036 L .99997 .50493 L .99996 .50609 L .99994 .50736 L .99989 .50984 L .99983 .51223 L .99975 .51477 L .99967 .51722 L .99957 .51957 L .99945 .52207 L .99933 .52448 L .99919 .52679 L .99904 .52926 L .99887 .53163 L .99869 .53415 L .99849 .53657 L .99829 .5389 L .99807 .54138 L .99784 .54377 L .99761 .54606 L .99735 .5485 L .99708 .55085 L .99679 .55334 L .99649 .55575 L .9962 .55799 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-1.63536, -1.61844, 0.0112783, \ 0.0112783}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m 1 .50014 L 1 .50027 L 1 .50043 L 1 .50057 L 1 .50082 L 1 .5011 L 1 .5014 L 1 .50172 L .99999 .5023 L .99999 .50289 L .99999 .50345 L .99997 .50472 L .99996 .50602 L .99994 .5072 L .99989 .50987 L .99983 .51219 L .99976 .51472 L .99956 .51968 L .99933 .52445 L .99902 .52952 L .99867 .5344 L .99828 .53909 L .99781 .54408 L .9973 .54887 L .99677 .55348 L .99615 .55837 L .9955 .56308 L .99476 .56807 L .99398 .57287 L .99319 .57748 L .9923 .58237 L .99138 .58707 L .99046 .59158 L .98942 .59637 L .98838 .60096 L .98721 .60583 L .98603 .61051 L .98488 .61489 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m 1 .50022 L 1 .50041 L 1 .50064 L 1 .50085 L 1 .50123 L 1 .50164 L 1 .5021 L .99999 .50258 L .99999 .50345 L .99998 .50434 L .99997 .50518 L .99994 .50708 L .99991 .50902 L .99987 .5108 L .99975 .5148 L .99962 .51828 L .99945 .52207 L .99902 .5295 L .99849 .53665 L .99779 .54424 L .997 .55153 L .99613 .55854 L .99508 .56597 L .99394 .57311 L .99275 .57995 L .99136 .58721 L .9899 .59417 L .98824 .60155 L .98652 .60862 L .98475 .61539 L .98275 .62256 L .98072 .62943 L .97866 .636 L .97636 .64295 L .97403 .6496 L .97145 .65663 L .96885 .66335 L .96631 .66961 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m 1 .50029 L 1 .50055 L 1 .50085 L 1 .50114 L 1 .50164 L .99999 .50219 L .99999 .5028 L .99999 .50344 L .99998 .5046 L .99996 .50579 L .99995 .5069 L .9999 .50944 L .99984 .51203 L .99977 .5144 L .99956 .51973 L .99933 .52436 L .99903 .52941 L .99826 .53931 L .99731 .54882 L .99608 .5589 L .99468 .56858 L .99313 .57785 L .99126 .58768 L .98926 .59709 L .98714 .6061 L .98469 .61563 L .98212 .62474 L .97919 .63436 L .97615 .64355 L .97305 .65232 L .96955 .66158 L .96598 .6704 L .96238 .6788 L .95836 .68765 L .95431 .69608 L .94981 .70493 L .9453 .71335 L .9409 .72114 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m 1 .50036 L 1 .50069 L 1 .50106 L 1 .50142 L 1 .50205 L .99999 .50274 L .99999 .5035 L .99998 .5043 L .99996 .50574 L .99994 .50723 L .99992 .50863 L .99984 .5118 L .99975 .51503 L .99964 .51799 L .99932 .52466 L .99896 .53044 L .99848 .53675 L .99728 .5491 L .9958 .56095 L .99388 .57349 L .99169 .58551 L .98928 .597 L .98638 .60915 L .98327 .62075 L .97999 .63182 L .97617 .64349 L .97221 .65461 L .96767 .66629 L .96299 .67741 L .95821 .68797 L .95283 .69905 L .94736 .70955 L .94185 .71949 L .93571 .7299 L .92954 .73973 L .92271 .74999 L .91587 .75967 L .90923 .76855 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m 1 .50043 L 1 .50082 L 1 .50128 L 1 .5017 L .99999 .50246 L .99999 .50329 L .99998 .5042 L .99997 .50516 L .99995 .50689 L .99992 .50868 L .99988 .51035 L .99977 .51416 L .99963 .51804 L .99948 .52159 L .99901 .52958 L .9985 .53652 L .99781 .54408 L .99608 .55886 L .99396 .57303 L .9912 .58799 L .98806 .60229 L .9846 .61594 L .98045 .63032 L .976 .644 L .97131 .65701 L .96587 .67066 L .96023 .68361 L .95378 .69715 L .94715 .70995 L .94039 .72203 L .93279 .73462 L .9251 .74647 L .91736 .7576 L .90877 .76915 L .90016 .77997 L .89066 .79114 L .88118 .80155 L .87201 .811 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m 1 .5005 L 1 .50096 L 1 .50149 L 1 .50199 L .99999 .50287 L .99998 .50384 L .99997 .5049 L .99996 .50602 L .99993 .50804 L .99988 .51012 L .99984 .51208 L .99969 .51652 L .9995 .52104 L .99929 .52519 L .99866 .5345 L .99796 .54258 L .99702 .55139 L .99467 .56859 L .99178 .58504 L .98804 .60238 L .98379 .61891 L .9791 .63463 L .97348 .65113 L .96747 .66677 L .96115 .68157 L .95384 .69702 L .94626 .71159 L .93762 .72672 L .92876 .74093 L .91976 .75424 L .90967 .76798 L .89948 .7808 L .88926 .79271 L .87795 .80494 L .86667 .81625 L .85426 .82777 L .84193 .83836 L .83005 .84781 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m 1 .50057 L 1 .5011 L 1 .5017 L .99999 .50227 L .99999 .50329 L .99998 .50439 L .99996 .5056 L .99995 .50688 L .9999 .50919 L .99985 .51157 L .99979 .5138 L .9996 .51887 L .99935 .52405 L .99907 .52878 L .99825 .53941 L .99733 .54864 L .99611 .55869 L .99305 .57828 L .98928 .59699 L .98441 .61664 L .97888 .63533 L .97279 .65304 L .96551 .67154 L .95773 .68899 L .94956 .7054 L .94014 .72245 L .9304 .7384 L .91933 .75484 L .90801 .77014 L .89653 .78433 L .88371 .79883 L .87082 .81219 L .85795 .82444 L .84374 .83685 L .82963 .84813 L .81419 .85941 L .79892 .86955 L .78429 .8784 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m 1 .50065 L 1 .50123 L 1 .50191 L .99999 .50255 L .99998 .5037 L .99997 .50493 L .99996 .5063 L .99993 .50774 L .99988 .51034 L .99981 .51302 L .99973 .51552 L .99949 .52123 L .99918 .52705 L .99882 .53237 L .99778 .54432 L .99662 .55469 L .99508 .56596 L .99121 .58793 L .98646 .60885 L .98031 .63077 L .97334 .65153 L .96569 .67111 L .95655 .69147 L .94681 .71057 L .9366 .72842 L .92486 .74682 L .91275 .7639 L .89904 .78133 L .88505 .79737 L .87093 .81208 L .85523 .8269 L .83949 .84035 L .82384 .85248 L .80666 .86452 L .78968 .87523 L .77119 .88565 L .75301 .89473 L .7357 .90237 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m 1 .50072 L 1 .50137 L .99999 .50213 L .99999 .50284 L .99998 .50411 L .99997 .50548 L .99994 .507 L .99992 .50861 L .99985 .51149 L .99976 .51446 L .99967 .51725 L .99937 .52359 L .99898 .53005 L .99854 .53596 L .99727 .54923 L .99583 .56073 L .99393 .57322 L .98916 .59753 L .98331 .62062 L .97575 .64473 L .96719 .66747 L .95781 .68882 L .94664 .7109 L .93475 .73146 L .92233 .75054 L .90809 .77003 L .89343 .78795 L .8769 .80603 L .86011 .82245 L .84322 .83728 L .82452 .85198 L .80588 .86504 L .78743 .87657 L .76727 .8877 L .74747 .89728 L .72604 .90623 L .70512 .91363 L .68532 .91948 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m 1 .50079 L 1 .50151 L .99999 .50234 L .99999 .50312 L .99998 .50452 L .99996 .50603 L .99993 .5077 L .9999 .50947 L .99982 .51264 L .99972 .51591 L .99959 .51897 L .99924 .52594 L .99877 .53305 L .99824 .53954 L .99669 .55412 L .99496 .56675 L .99265 .58046 L .9869 .60708 L .97984 .63229 L .97073 .65852 L .96044 .68314 L .94918 .70613 L .9358 .72975 L .92161 .75158 L .90682 .77167 L .88991 .79198 L .87257 .81044 L .8531 .8288 L .8334 .84521 L .81368 .85976 L .79195 .87387 L .7704 .88607 L .74919 .8965 L .72617 .90618 L .70369 .91409 L .67954 .92098 L .65615 .92614 L .63419 .92967 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m 1 .50086 L 1 .50165 L .99999 .50255 L .99999 .50341 L .99997 .50493 L .99995 .50658 L .99992 .5084 L .99988 .51033 L .99979 .51378 L .99966 .51735 L .99952 .52069 L .9991 .5283 L .99854 .53605 L .9979 .54313 L .99606 .55901 L .994 .57276 L .99126 .58767 L .98443 .61657 L .97605 .64385 L .96526 .67211 L .9531 .69851 L .93982 .72301 L .92408 .74798 L .90743 .77088 L .89013 .79173 L .87043 .81258 L .85031 .83125 L .8278 .84952 L .80515 .86553 L .78258 .87938 L .75785 .89242 L .73348 .90328 L .70964 .91214 L .68395 .91985 L .65905 .92558 L .64612 .92791 L .63251 .92988 L .6198 .93129 L .61414 .93178 L .60801 .93222 L .60453 .93243 L .60133 .93259 L .59834 .93272 L .59505 .93283 L .5921 .93291 L .58935 .93297 L .58783 .93299 L .58645 .933 L .58568 .93301 L Mistroke .58485 .93301 L .58406 .93301 L .58333 .93301 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m 1 .50093 L 1 .50178 L .99999 .50276 L .99998 .50369 L .99997 .50534 L .99994 .50713 L .99991 .5091 L .99986 .51119 L .99975 .51493 L .9996 .5188 L .99943 .52242 L .99894 .53065 L .99828 .53904 L .99754 .54671 L .99538 .56389 L .99296 .57875 L .98975 .59486 L .98175 .626 L .97195 .65529 L .95936 .6855 L .94519 .71355 L .92975 .73941 L .91151 .76556 L .89227 .78929 L .87236 .81065 L .84976 .83173 L .82678 .85029 L .8012 .86809 L .7756 .88328 L .75023 .89602 L .72261 .90753 L .69557 .91659 L .66931 .92342 L .65467 .92642 L .64123 .92868 L .62807 .93042 L .62137 .93114 L .61424 .93178 L .60705 .93228 L .60053 .93263 L .59739 .93276 L .59399 .93287 L .59243 .93291 L .59079 .93294 L .58937 .93297 L .58783 .93299 L .58693 .933 L .58609 .933 L .58529 .93301 L Mistroke .58444 .93301 L .5836 .93301 L .58281 .93301 L .58211 .93301 L .58134 .93301 L .5805 .933 L .57958 .93299 L .57861 .93298 L .57771 .93297 L .57601 .93294 L .57439 .93291 L .57122 .93282 L .56835 .93272 L .5619 .93241 L .55534 .93199 L .54842 .93142 L .53609 .93008 L .53374 .92978 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m 1 .50101 L 1 .50192 L .99999 .50298 L .99998 .50397 L .99996 .50575 L .99993 .50768 L .99989 .5098 L .99984 .51205 L .99971 .51608 L .99954 .52024 L .99934 .52414 L .99877 .53301 L .99801 .54204 L .99715 .55028 L .99465 .56877 L .99185 .58473 L .98813 .60201 L .97887 .63536 L .96754 .6666 L .95302 .69866 L .93672 .72824 L .919 .7553 L .89813 .78242 L .8762 .80676 L .85357 .82838 L .82801 .84936 L .80215 .86748 L .77351 .88441 L .74501 .89838 L .71694 .90961 L .6866 .91914 L .67141 .92295 L .65712 .92596 L .64328 .92836 L .62871 .93035 L .62147 .93113 L .61357 .93183 L .60639 .93232 L .59973 .93266 L .59597 .93281 L .59399 .93287 L .59189 .93292 L .59006 .93295 L .58909 .93297 L .58805 .93298 L .5871 .93299 L .58623 .933 L .58535 .93301 L .58452 .93301 L Mistroke .58365 .93301 L .58286 .93301 L .58195 .93301 L .5811 .93301 L .58031 .933 L .57958 .93299 L .57794 .93297 L .57628 .93295 L .57446 .93291 L .57079 .93281 L .56693 .93266 L .56328 .93249 L .55648 .93207 L .54919 .93149 L .54132 .9307 L .52715 .92885 L .51232 .92632 L .48633 .92036 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m 1 .50108 L 1 .50206 L .99999 .50319 L .99998 .50426 L .99996 .50616 L .99992 .50822 L .99988 .5105 L .99981 .51291 L .99967 .51723 L .99947 .52169 L .99925 .52586 L .99859 .53536 L .99771 .54503 L .99672 .55385 L .99386 .57363 L .99064 .59069 L .98638 .60914 L .97578 .64465 L .96283 .67777 L .94626 .71158 L .9277 .74256 L .9076 .77067 L .88398 .79854 L .85927 .82323 L .83387 .84484 L .80531 .86542 L .77656 .88275 L .74491 .89842 L .71362 .91078 L .68302 .92009 L .66744 .92384 L .65019 .92723 L .63386 .92971 L .61856 .93141 L .61066 .93205 L .60637 .93233 L .60237 .93254 L .59867 .93271 L .59531 .93283 L .59158 .93292 L .58954 .93296 L .58861 .93298 L .58761 .93299 L .58662 .933 L .58571 .93301 L .5848 .93301 L .58393 .93301 L .58293 .93301 L .582 .93301 L Mistroke .58098 .93301 L .58041 .933 L .57989 .933 L .57788 .93297 L .57674 .93296 L .5757 .93294 L .57176 .93284 L .56839 .93272 L .5647 .93256 L .55728 .93213 L .54931 .9315 L .54209 .93078 L .52606 .92868 L .51162 .92619 L .49621 .92286 L .46682 .91454 L .44194 .90531 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m 1 .50115 L .99999 .50219 L .99999 .5034 L .99998 .50454 L .99995 .50657 L .99991 .50877 L .99986 .5112 L .99979 .51377 L .99962 .51838 L .9994 .52313 L .99914 .52758 L .9984 .53771 L .9974 .54802 L .99627 .55742 L .99301 .57848 L .98936 .59663 L .98452 .61623 L .97249 .65385 L .95782 .6888 L .93909 .72425 L .91817 .75648 L .89557 .78546 L .86912 .81387 L .84155 .83867 L .81334 .85999 L .78178 .87983 L .75019 .89604 L .71563 .91007 L .69807 .91584 L .68171 .92043 L .66475 .92442 L .64879 .92747 L .63274 .92985 L .62412 .93086 L .61506 .93171 L .60681 .9323 L .60215 .93255 L .59782 .93274 L .59576 .93281 L .59383 .93287 L .59207 .93291 L .59021 .93295 L .58924 .93297 L .58818 .93298 L .5872 .93299 L .58631 .933 L .58526 .93301 L .58469 .93301 L .58414 .93301 L Mistroke .58316 .93301 L .5821 .93301 L .58155 .93301 L .58097 .93301 L .57994 .933 L .57882 .93299 L .5776 .93297 L .57541 .93293 L .57337 .93288 L .56957 .93277 L .56551 .9326 L .56078 .93235 L .55633 .93206 L .54803 .93138 L .53164 .92949 L .51671 .92713 L .48571 .9202 L .45715 .9112 L .42828 .89931 L .40221 .88581 L .40127 .88527 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m 1 .50122 L .99999 .50233 L .99999 .50361 L .99997 .50483 L .99995 .50698 L .9999 .50932 L .99984 .5119 L .99976 .51463 L .99957 .51952 L .99932 .52458 L .99903 .52931 L .99819 .54006 L .99706 .551 L .9958 .56099 L .99212 .58333 L .988 .60256 L .98254 .62329 L .969 .66298 L .95252 .69966 L .93152 .73664 L .90813 .76998 L .88294 .79966 L .85358 .82838 L .8231 .85303 L .79208 .87379 L .75755 .89257 L .7232 .90731 L .7054 .91354 L .68588 .91933 L .66863 .92358 L .64953 .92734 L .63147 .93002 L .62158 .93112 L .61232 .93192 L .60339 .93249 L .59891 .9327 L .59634 .93279 L .59402 .93286 L .59201 .93292 L .58983 .93296 L .58864 .93298 L .58754 .93299 L .58648 .933 L .58537 .93301 L .58442 .93301 L .5834 .93301 L .58243 .93301 L .58155 .93301 L .58052 .933 L Mistroke .5794 .93299 L .57834 .93298 L .57736 .93297 L .57498 .93292 L .5728 .93287 L .56788 .9327 L .56357 .9325 L .55902 .93224 L .55117 .93166 L .54262 .93084 L .52564 .92862 L .50778 .92542 L .49 .92132 L .47357 .91669 L .44343 .90592 L .41328 .89189 L .38634 .87613 L .36492 .86101 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m 1 .50129 L .99999 .50247 L .99998 .50383 L .99997 .50511 L .99994 .50739 L .99989 .50987 L .99982 .5126 L .99973 .51549 L .99952 .52067 L .99924 .52602 L .99892 .53103 L .99797 .54241 L .99671 .55399 L .99529 .56455 L .99117 .58816 L .98656 .60846 L .98045 .63031 L .96531 .67201 L .94692 .71037 L .92355 .74876 L .8976 .78305 L .86975 .81324 L .83742 .84203 L .80401 .86627 L .77018 .88618 L .73274 .90358 L .69575 .91654 L .67531 .92203 L .65586 .9262 L .64652 .92784 L .6366 .92934 L .62731 .93051 L .6188 .93138 L .60978 .93211 L .60504 .9324 L .60007 .93265 L .59574 .93281 L .59367 .93287 L .59171 .93292 L .5906 .93294 L .5894 .93296 L .5884 .93298 L .5873 .93299 L .58611 .933 L .58485 .93301 L .58369 .93301 L .5826 .93301 L .58141 .93301 L .58074 .933 L Mistroke .58014 .933 L .57897 .93299 L .57787 .93297 L .57539 .93293 L .57272 .93287 L .56785 .9327 L .56339 .93249 L .55493 .93196 L .54605 .93119 L .53725 .93022 L .52791 .92896 L .51128 .92612 L .49238 .92193 L .47494 .91711 L .443 .90575 L .41117 .89078 L .38289 .87386 L .35806 .8556 L .33435 .83434 L .33333 .83333 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m 1 .50136 L .99999 .50261 L .99998 .50404 L .99997 .50539 L .99993 .5078 L .99988 .51042 L .9998 .5133 L .9997 .51635 L .99946 .52182 L .99915 .52746 L .99879 .53275 L .99774 .54476 L .99633 .55697 L .99475 .5681 L .99016 .59298 L .98503 .61433 L .97824 .63729 L .96142 .68096 L .94105 .72089 L .91521 .76057 L .88661 .79567 L .85603 .82618 L .82068 .8548 L .78434 .87837 L .74774 .89715 L .7075 .91285 L .68865 .91858 L .66802 .92371 L .64633 .92788 L .63656 .92935 L .62579 .93068 L .6154 .93168 L .60568 .93237 L .60033 .93264 L .59544 .93282 L .59288 .93289 L .59008 .93295 L .58867 .93298 L .58789 .93299 L .58716 .93299 L .58648 .933 L .58574 .93301 L .58445 .93301 L .58321 .93301 L .58208 .93301 L .58078 .933 L .57954 .93299 L .5784 .93298 L .57735 .93297 L Mistroke .57496 .93292 L .57231 .93285 L .56992 .93278 L .56457 .93255 L .5594 .93226 L .55383 .93187 L .5438 .93096 L .53451 .92988 L .52441 .92843 L .50436 .9247 L .48619 .92032 L .46724 .91468 L .43152 .9008 L .39962 .88431 L .37152 .86594 L .34465 .84411 L .3219 .82128 L .30681 .80312 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m 1 .50144 L .99999 .50274 L .99998 .50425 L .99996 .50568 L .99992 .50821 L .99986 .51097 L .99978 .514 L .99967 .51721 L .99941 .52297 L .99906 .52891 L .99866 .53447 L .9975 .5471 L .99594 .55995 L .99418 .57165 L .9891 .59778 L .98343 .62019 L .97592 .64423 L .95735 .6898 L .93489 .73124 L .9065 .77207 L .87517 .80781 L .84182 .83845 L .80342 .86665 L .76418 .88928 L .72487 .90667 L .70252 .91446 L .68195 .92037 L .66027 .92534 L .64017 .92883 L .63022 .93017 L .61967 .9313 L .60911 .93215 L .60311 .93251 L .6002 .93264 L .59749 .93275 L .59487 .93284 L .59249 .9329 L .58986 .93296 L .58841 .93298 L .58704 .93299 L .58571 .93301 L .58504 .93301 L .58431 .93301 L .583 .93301 L .58179 .93301 L .58105 .93301 L .58035 .933 L .57904 .93299 L .57764 .93297 L Mistroke .5761 .93294 L .57353 .93289 L .57121 .93282 L .56601 .93262 L .56121 .93237 L .55671 .93209 L .54656 .93124 L .53594 .93006 L .51719 .92722 L .49764 .9232 L .47985 .91856 L .44365 .90602 L .40791 .88901 L .3765 .8695 L .34935 .84828 L .32399 .82358 L .30313 .79822 L .28644 .77287 L .2855 .77127 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m 1 .50151 L .99999 .50288 L .99998 .50446 L .99996 .50596 L .99992 .50862 L .99985 .51151 L .99976 .51469 L .99963 .51807 L .99935 .52411 L .99896 .53035 L .99852 .53619 L .99724 .54945 L .99552 .56292 L .99359 .5752 L .98799 .60257 L .98175 .62602 L .97349 .65112 L .95308 .69855 L .92847 .74139 L .89743 .78325 L .86332 .81945 L .82714 .85002 L .7857 .87758 L .74358 .89901 L .70167 .91473 L .6798 .92092 L .65623 .92613 L .64474 .92813 L .63226 .92992 L .62048 .93123 L .61524 .93169 L .60961 .93212 L .60397 .93246 L .59882 .9327 L .5939 .93287 L .59143 .93293 L .59013 .93295 L .58873 .93297 L .58793 .93299 L .58718 .93299 L .58572 .93301 L .58439 .93301 L .58299 .93301 L .58227 .93301 L .58149 .93301 L .58008 .933 L .57922 .93299 L .5784 .93298 L .57688 .93296 L Mistroke .57415 .9329 L .57163 .93283 L .56592 .93262 L .56033 .93232 L .55431 .93191 L .54348 .93093 L .53303 .92968 L .52352 .92829 L .5037 .92456 L .48252 .91932 L .44298 .90574 L .40771 .8889 L .37365 .86748 L .34452 .84398 L .32012 .81928 L .29822 .79134 L .28114 .76343 L .26939 .73864 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m 1 .50158 L .99999 .50302 L .99998 .50468 L .99996 .50624 L .99991 .50903 L .99984 .51206 L .99973 .51539 L .9996 .51893 L .99928 .52526 L .99886 .53179 L .99838 .5379 L .99697 .55179 L .99509 .5659 L .99297 .57874 L .98683 .60735 L .97998 .63182 L .97094 .65797 L .94862 .70719 L .92177 .75135 L .88803 .79409 L .85106 .83059 L .81204 .86089 L .76757 .88755 L .74454 .89859 L .72264 .90752 L .69994 .91527 L .67824 .92131 L .6542 .92651 L .63226 .92992 L .62086 .93119 L .61463 .93174 L .60878 .93217 L .60342 .93249 L .59851 .93271 L .5959 .93281 L .59306 .93289 L .59021 .93295 L .58865 .93298 L .58721 .93299 L .58572 .93301 L .58497 .93301 L .58415 .93301 L .58269 .93301 L .58133 .93301 L .58051 .933 L .57973 .933 L .57826 .93298 L .57669 .93296 L .57498 .93292 L Mistroke .57209 .93285 L .56901 .93275 L .5635 .9325 L .55773 .93216 L .55233 .93175 L .54228 .9308 L .53125 .92944 L .51974 .92766 L .49949 .92363 L .47849 .91817 L .4595 .91204 L .42129 .89597 L .38428 .87478 L .35255 .85102 L .32594 .82568 L .30206 .79675 L .28345 .76765 L .2696 .73914 L .25907 .70885 L .25832 .7061 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m 1 .50165 L .99999 .50315 L .99997 .50489 L .99995 .50653 L .9999 .50944 L .99982 .51261 L .99971 .51609 L .99956 .51979 L .99921 .52641 L .99876 .53323 L .99823 .53962 L .99669 .55413 L .99463 .56887 L .99232 .58227 L .98562 .61212 L .97814 .63759 L .96828 .66477 L .94399 .71571 L .91482 .7611 L .87829 .80459 L .83844 .84121 L .79655 .87104 L .74908 .89655 L .72462 .90677 L .70143 .9148 L .67748 .9215 L .65467 .92642 L .64262 .92846 L .62952 .93025 L .61763 .93149 L .60666 .93231 L .60097 .93261 L .59799 .93273 L .59485 .93284 L .5921 .93291 L .59065 .93294 L .58909 .93297 L .58766 .93299 L .58636 .933 L .58506 .93301 L .58383 .93301 L .58238 .93301 L .58079 .933 L .57999 .933 L .57913 .93299 L .57758 .93297 L .57604 .93294 L .57457 .93291 L .57183 .93284 L Mistroke .56862 .93273 L .56565 .9326 L .55893 .93224 L .55284 .9318 L .54628 .93121 L .5345 .92988 L .51285 .92642 L .49019 .92137 L .46703 .91461 L .4275 .89895 L .38909 .8779 L .35616 .85405 L .32588 .82562 L .30154 .79604 L .28271 .76631 L .27488 .75102 L .26756 .7341 L .2622 .71918 L .25757 .70325 L .25419 .68807 L .252 .67443 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m 1 .50172 L .99999 .50329 L .99997 .5051 L .99995 .50681 L .99989 .50986 L .99981 .51316 L .99968 .51679 L .99952 .52065 L .99915 .52755 L .99865 .53468 L .99807 .54134 L .9964 .55647 L .99416 .57183 L .99164 .5858 L .98435 .61687 L .97623 .64334 L .96551 .67153 L .93917 .72412 L .90762 .77063 L .86824 .81473 L .82546 .85128 L .78071 .88044 L .75697 .89284 L .73029 .90456 L .70415 .91395 L .68003 .92086 L .6549 .92638 L .64104 .9287 L .62792 .93044 L .6155 .93167 L .60924 .93214 L .60235 .93254 L .5965 .93279 L .59322 .93289 L .59166 .93292 L .59022 .93295 L .58883 .93297 L .58757 .93299 L .58618 .933 L .58469 .93301 L .58325 .93301 L .5817 .93301 L .58024 .933 L .57889 .93299 L .5773 .93297 L .57579 .93294 L .57297 .93287 L .56994 .93278 L .56665 .93265 L Mistroke .56074 .93235 L .55528 .93198 L .54287 .93086 L .52979 .92924 L .51728 .92723 L .50394 .92462 L .48035 .9187 L .45779 .91143 L .43495 .90232 L .39654 .88249 L .36009 .85723 L .32973 .82967 L .30285 .79784 L .28232 .76561 L .26752 .73402 L .26173 .71773 L .25692 .70062 L .25519 .69306 L .25363 .68499 L .25251 .67808 L .25153 .67063 L .25084 .66385 L .25039 .65763 L .25022 .65422 L .2501 .65114 L .25006 .64945 L .25004 .64856 L .25002 .64763 L .25001 .64681 L .25001 .64591 L .25 .6451 L .25 .64434 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m 1 .5018 L .99999 .50343 L .99997 .50531 L .99994 .5071 L .99988 .51027 L .99979 .51371 L .99966 .51749 L .99948 .52151 L .99907 .5287 L .99853 .53612 L .99791 .54306 L .99609 .55881 L .99366 .57479 L .99093 .58932 L .98303 .6216 L .97423 .64906 L .96263 .67823 L .93417 .73242 L .90018 .77995 L .85789 .82449 L .81215 .86081 L .76456 .88909 L .73942 .90081 L .71126 .91159 L .68408 .91981 L .65852 .92569 L .64447 .92817 L .63117 .93005 L .61925 .93134 L .61253 .93191 L .60632 .93233 L .60014 .93265 L .59667 .93278 L .59349 .93288 L .5907 .93294 L .58912 .93297 L .58765 .93299 L .5861 .933 L .58468 .93301 L .58305 .93301 L .58152 .93301 L .57995 .933 L .57822 .93298 L .57642 .93295 L .57473 .93292 L .57173 .93284 L .5685 .93273 L .56117 .93237 L .55451 .93193 L Mistroke .54175 .93074 L .53004 .92927 L .50401 .92463 L .47899 .91831 L .45712 .91119 L .41295 .89172 L .37479 .86829 L .33946 .83929 L .31093 .80836 L .28877 .77678 L .27868 .75873 L .27089 .74218 L .2641 .72481 L .25907 .70886 L .25513 .69276 L .25343 .68386 L .25215 .67561 L .25127 .66832 L .25059 .66057 L .25033 .65643 L .25022 .65419 L .25014 .65211 L .25008 .65034 L .25004 .64846 L .25002 .64739 L .25001 .64639 L .25 .64549 L .25 .64451 L .25 .64363 L .25001 .64283 L .25001 .6419 L .25002 .64102 L .25004 .64022 L .25005 .63947 L .2501 .63779 L .25015 .63611 L .25023 .63427 L .25043 .63056 L .25069 .62699 L .25103 .62319 L .2518 .61644 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m 1 .50187 L .99999 .50357 L .99997 .50553 L .99994 .50738 L .99987 .51068 L .99977 .51425 L .99963 .51819 L .99944 .52237 L .999 .52985 L .99841 .53756 L .99774 .54477 L .99577 .56115 L .99314 .57775 L .99019 .59284 L .98166 .62632 L .97216 .65474 L .95965 .68487 L .92899 .74058 L .8925 .78903 L .84726 .83388 L .79855 .86978 L .74814 .89698 L .72109 .90809 L .69205 .91762 L .6647 .92443 L .63908 .92899 L .62449 .93082 L .61732 .93152 L .6107 .93204 L .60471 .93242 L .59837 .93272 L .59509 .93283 L .59201 .93291 L .59025 .93295 L .58864 .93298 L .58688 .933 L .58599 .933 L .58502 .93301 L .5832 .93301 L .58153 .93301 L .58066 .933 L .57969 .933 L .57869 .93298 L .57775 .93297 L .57446 .93291 L .57261 .93286 L .57092 .93281 L .5644 .93255 L .55822 .93219 L Mistroke .55119 .93166 L .54471 .93106 L .53015 .92929 L .51623 .92705 L .50332 .92448 L .47975 .91853 L .45521 .9105 L .43359 .90172 L .39075 .87894 L .35444 .85262 L .32157 .82091 L .29585 .78787 L .28503 .77044 L .275 .75127 L .26764 .73432 L .26109 .7157 L .25635 .69826 L .25432 .68872 L .25281 .68009 L .2517 .67207 L .25084 .66376 L .25051 .65949 L .25028 .65556 L .25018 .65331 L .25011 .65128 L .25008 .65015 L .25005 .64894 L .25003 .6478 L .25001 .64676 L .25 .64575 L .25 .6448 L .25 .64395 L .25 .64303 L .25001 .64203 L .25002 .64152 L .25003 .64097 L .25004 .63998 L .25006 .63907 L .25011 .63731 L .25018 .63542 L .25034 .63203 L .25058 .62837 L .25091 .62441 L .25178 .61659 L .25277 .60989 L .25384 .60396 L .2568 .59121 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m 1 .50194 L .99998 .5037 L .99996 .50574 L .99993 .50766 L .99986 .51109 L .99975 .5148 L .9996 .51889 L .99939 .52322 L .99892 .53099 L .99829 .539 L .99756 .54649 L .99544 .56348 L .99261 .58071 L .98943 .59634 L .98023 .63102 L .97001 .6604 L .95655 .69146 L .92365 .74862 L .88458 .79789 L .83635 .84288 L .78467 .87818 L .73148 .90409 L .70309 .91428 L .67271 .92265 L .65897 .9256 L .64422 .92821 L .63031 .93016 L .61764 .93149 L .6107 .93204 L .60333 .93249 L .59706 .93277 L .5935 .93288 L .59176 .93292 L .59015 .93295 L .58842 .93298 L .5875 .93299 L .58652 .933 L .58549 .93301 L .58452 .93301 L .5827 .93301 L .581 .93301 L .57943 .93299 L .57771 .93297 L .57589 .93294 L .57407 .9329 L .57212 .93285 L .56861 .93273 L .56444 .93255 L .56063 .93234 L Mistroke .55391 .93188 L .54679 .93126 L .5341 .92982 L .51919 .92757 L .50589 .92503 L .48049 .91875 L .45411 .91009 L .43043 .9003 L .40585 .88787 L .36482 .86093 L .32902 .82893 L .30088 .79512 L .289 .77716 L .27796 .75731 L .26984 .73972 L .26258 .72035 L .2573 .70218 L .25502 .69224 L .25332 .68324 L .25208 .67504 L .25106 .6662 L .25067 .66166 L .25038 .65747 L .25026 .65521 L .25017 .65309 L .25013 .65192 L .25009 .65066 L .25006 .64951 L .25004 .64846 L .25002 .64745 L .25001 .64649 L .25 .64549 L .25 .64492 L .25 .64439 L .25 .64352 L .25001 .64257 L .25002 .64157 L .25003 .64063 L .25005 .63959 L .25008 .6385 L .25014 .63656 L .25022 .63448 L .25033 .63222 L .25061 .62805 L .25098 .62365 L .25188 .61589 L .25304 .6083 L .25459 .60033 L .25809 .58662 L .2643 .56904 L Mistroke Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m 1 .50201 L .99998 .50384 L .99996 .50595 L .99993 .50795 L .99985 .5115 L .99973 .51535 L .99957 .51959 L .99935 .52408 L .99884 .53214 L .99816 .54044 L .99738 .5482 L .9951 .56581 L .99205 .58366 L .98863 .59985 L .97876 .6357 L .96778 .66602 L .95335 .698 L .91813 .75653 L .87645 .8065 L .82519 .85148 L .79727 .87059 L .77054 .88599 L .71463 .91042 L .68661 .91914 L .67039 .92318 L .65557 .92625 L .64151 .92863 L .62622 .93063 L .61784 .93147 L .61011 .93208 L .60273 .93253 L .59901 .93269 L .59492 .93284 L .59142 .93293 L .58944 .93296 L .58761 .93299 L .58566 .93301 L .58389 .93301 L .58292 .93301 L .58186 .93301 L .57994 .933 L .57829 .93298 L .57648 .93295 L .57459 .93291 L .57283 .93287 L .56968 .93277 L .56631 .93263 L .55813 .93218 L .5504 .93159 L Mistroke .53604 .93007 L .52236 .9281 L .508 .92547 L .48279 .91939 L .45455 .91025 L .42927 .89977 L .38485 .87516 L .34404 .84355 L .31156 .80915 L .28695 .77374 L .27606 .75348 L .26788 .73493 L .26104 .71552 L .25624 .69778 L .25442 .68927 L .2528 .68 L .25155 .6708 L .25102 .66582 L .25063 .6612 L .25036 .65703 L .25024 .65466 L .25015 .65251 L .25008 .65025 L .25005 .64902 L .25003 .64785 L .25001 .64678 L .25 .64579 L .25 .64471 L .25 .64416 L .25 .64357 L .25001 .64251 L .25002 .64151 L .25003 .64062 L .25005 .63965 L .25011 .63748 L .25018 .63549 L .25035 .63189 L .2506 .62811 L .2513 .62057 L .25234 .61266 L .25356 .60542 L .25489 .59897 L .25836 .58571 L .26299 .57229 L .27359 .55013 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m 1 .50208 L .99998 .50398 L .99996 .50616 L .99992 .50823 L .99984 .51191 L .99972 .5159 L .99954 .52029 L .9993 .52494 L .99875 .53328 L .99802 .54188 L .99719 .54992 L .99474 .56814 L .99148 .5866 L .98781 .60334 L .97723 .64036 L .96548 .67161 L .95005 .70447 L .91245 .7643 L .8681 .81486 L .81379 .85968 L .78432 .87838 L .7562 .89322 L .72618 .90617 L .69763 .91597 L .66843 .92362 L .65289 .92675 L .63623 .92939 L .62039 .93124 L .61146 .93199 L .60721 .93227 L .60322 .9325 L .59948 .93267 L .59606 .9328 L .59226 .93291 L .59027 .93295 L .58917 .93297 L .58817 .93298 L .58627 .933 L .58522 .93301 L .58423 .93301 L .58248 .93301 L .58058 .933 L .57958 .93299 L .57848 .93298 L .57626 .93295 L .57421 .9329 L .5723 .93285 L .56836 .93272 L .56472 .93256 L Mistroke .55651 .93207 L .5493 .9315 L .54168 .93074 L .52726 .92887 L .51438 .92671 L .48684 .9205 L .45825 .9116 L .43215 .90108 L .40618 .88806 L .36385 .86018 L .32583 .82557 L .29657 .78893 L .28449 .76949 L .27351 .74809 L .26568 .72919 L .25897 .70848 L .2544 .68917 L .25261 .67879 L .25196 .67418 L .25137 .6692 L .25092 .66475 L .25055 .66006 L .25038 .65748 L .25026 .65515 L .25016 .65279 L .25009 .65063 L .25004 .64863 L .25002 .64763 L .25001 .64653 L .25 .64543 L .25 .64482 L .25 .64426 L .25 .64317 L .25001 .64214 L .25002 .64119 L .25004 .64018 L .25008 .63838 L .25014 .63644 L .25023 .63432 L .25046 .63012 L .25079 .62575 L .25159 .6181 L .25274 .6101 L .25431 .60164 L .25791 .58725 L .26268 .57308 L .26836 .56 L .27428 .54894 L .28395 .53458 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m .99999 .50215 L .99998 .50411 L .99995 .50638 L .99992 .50852 L .99983 .51232 L .9997 .51645 L .9995 .52099 L .99925 .5258 L .99866 .53443 L .99788 .54332 L .99699 .55163 L .99438 .57047 L .99088 .58954 L .98696 .60683 L .97565 .645 L .9631 .67716 L .94664 .71089 L .90661 .77193 L .85955 .82297 L .83281 .84567 L .80217 .86747 L .74165 .89985 L .71027 .91193 L .69406 .91704 L .67657 .92172 L .66003 .92539 L .64493 .9281 L .62975 .93022 L .61541 .93168 L .60804 .93222 L .59994 .93266 L .59587 .93281 L .59374 .93287 L .59149 .93293 L .58952 .93296 L .58848 .93298 L .58737 .93299 L .58541 .93301 L .5836 .93301 L .58163 .93301 L .57982 .933 L .57783 .93297 L .57683 .93296 L .57573 .93294 L .57191 .93284 L .56834 .93272 L .5617 .9324 L .5546 .93193 L .54643 .93123 L Mistroke .5389 .93042 L .52203 .92805 L .5074 .92534 L .4921 .92186 L .46145 .91273 L .43404 .90192 L .38608 .87596 L .36383 .86017 L .34241 .84206 L .30939 .80643 L .29421 .7854 L .28242 .76579 L .27211 .74497 L .26442 .7257 L .25833 .70615 L .25568 .69532 L .25368 .68528 L .25226 .6764 L .25113 .66698 L .25069 .66195 L .25049 .65923 L .25034 .65672 L .25023 .65439 L .25014 .65229 L .25007 .64997 L .25004 .6487 L .25002 .64751 L .25001 .64644 L .25 .6453 L .25 .64422 L .25 .64325 L .25001 .6421 L .25002 .64146 L .25003 .64086 L .25005 .63977 L .25007 .63861 L .25014 .63634 L .25023 .63422 L .25051 .62944 L .25082 .6254 L .25118 .62174 L .25219 .61366 L .25352 .60567 L .255 .59847 L .25919 .58305 L .26426 .56913 L .26952 .55765 L .28224 .53685 L .29466 .52233 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg?ooool00ol0003oooooooooo`21ooooo`03ool00?oooooo oooo00Sooooo001Eooooo`03ool00?oooooooooo03Wooooo00?o0000ooooooooool0POooool00ooo 003oooooooooo`08ooooo`00E?ooool00ooo003oooooooooo`0jooooo`03o`000?oooooooooo087o oooo00?oo`00ooooooooool02?ooool005?ooooo00?oo`00ooooooooool0>oooool00ol0003ooooo ooooo`21ooooo`03ool00?oooooooooo00Sooooo001Cooooo`03ool00?oooooooooo03_ooooo00?o 0000ooooooooool0POooool00ooo003oooooooooo`08ooooo`00D_ooool00ooo003oooooooooo`0l ooooo`03o`000?oooooooooo083ooooo00?oo`00ooooooooool02Oooool005;ooooo00?oo`00oooo ooooool0??ooool00ol0003oooooooooo`20ooooo`03ool00?oooooooooo00Wooooo001Booooo`03 ool00?oooooooooo03cooooo00?o0000ooooooooool0P?ooool00ooo003oooooooooo`09ooooo`00 DOooool00ooo003oooooooooo`0mooooo`03o`000?oooooooooo083ooooo00?oo`00ooooooooool0 2Oooool0057ooooo00?oo`00ooooooooool0?Oooool00ol0003oooooooooo`20ooooo`03ool00?oo oooooooo00Wooooo001@ooooo`03ool00?oooooooooo03kooooo00?o0000ooooooooool0Ooooool0 0ooo003oooooooooo`0:ooooo`00D?ooool00ooo003oooooooooo`0nooooo`03o`000?oooooooooo 07oooooo00?oo`00ooooooooool02_ooool0053ooooo00?oo`00ooooooooool0?_ooool00ol0003o ooooooooo`1oooooo`03ool00?oooooooooo00[ooooo001?ooooo`03ool00?oooooooooo03oooooo 00?o0000ooooooooool0Ooooool00ooo003oooooooooo`0:ooooo`00Coooool00ooo003ooooooooo o`0oooooo`03o`000?oooooooooo07oooooo00?oo`00ooooooooool02_ooool004oooooo00?oo`00 ooooooooool0?oooool00ol0003oooooooooo`1nooooo`03ool00?oooooooooo00_ooooo001?oooo o`03ool00?oooooooooo03oooooo00?o0000ooooooooool0O_ooool00ooo003oooooooooo`0;oooo o`00Coooool00ooo003oooooooooo`0oooooo`03o`000?oooooooooo07kooooo00?oo`00oooooooo ool02oooool004oooooo00?oo`00ooooooooool0?oooool00ol0003oooooooooo`1nooooo`03ool0 0?oooooooooo00_ooooo001?ooooo`03ool00?oooooooooo03oooooo00?o0000ooooooooool0OOoo ool00ooo003oooooooooo`0ooooo`03ool00?oooooooooo043o oooo00?o0000ooooooooool0O?ooool00ooo003oooooooooo`0=ooooo`00C_ooool00ooo003ooooo ooooo`10ooooo`03o`000?oooooooooo07cooooo00?oo`00ooooooooool03Oooool004kooooo00?o o`00ooooooooool0@?ooool00ol0003oooooooooo`1looooo`03ool00?oooooooooo00gooooo001> ooooo`03ool00?oooooooooo043ooooo00?o0000ooooooooool0O?ooool00ooo003oooooooooo`0= ooooo`00C_ooool00ooo003oooooooooo`10ooooo`03o`000?oooooooooo07_ooooo00?oo`00oooo ooooool03_ooool004kooooo00?oo`00ooooooooool0@?ooool00ol0003oooooooooo`1kooooo`03 ool00?oooooooooo00kooooo001>ooooo`03ool00?oooooooooo043ooooo00?o0000ooooooooool0 Noooool00ooo003oooooooooo`0>ooooo`00C_ooool00ooo003oooooooooo`10ooooo`03o`000?oo oooooooo07[ooooo00?oo`00ooooooooool03oooool004kooooo00?oo`00ooooooooool0;?ooool2 o`0000Cooooo00?o0000ooooooooool00_ooool3o`0000Kooooo00?o0000ooooooooool0N_ooool0 0ooo003oooooooooo`0?ooooo`00C_ooool00ooo003oooooooooo`0[ooooo`04o`000?oooooooooo o`0000Oooooo00Go0000ooooooooooooooooo`000005ooooo`03o`000?oooooooooo07[ooooo00?o o`00ooooooooool03oooool004kooooo00?oo`00ooooooooool0:oooool01?l0003oooooooooool0 000;ooooo`03o`000?oooooooooo00?ooooo0_l0001jooooo`03ool00?oooooooooo013ooooo001> ooooo`03ool00?oooooooooo02_ooooo00Co0000oooooooooooo00002oooool00ol0003ooooooooo o`03ooooo`03o`000?oooooooooo07Wooooo00?oo`00ooooooooool04?ooool004oooooo00?oo`00 ooooooooool0:_ooool01?l0003oooooooooool00007ooooo`Co00001_ooool00ol0003ooooooooo o`1iooooo`03ool00?oooooooooo013ooooo001?ooooo`03ool00?oooooooooo02[ooooo00Co0000 oooooooooooo00001oooool00ol0003oooooooooo`07ooooo`03o`000?oooooooooo07Sooooo00?o o`00ooooooooool04Oooool004oooooo00?oo`00ooooooooool0:oooool2o`0000Sooooo1Ol00005 ooooo`03o`000?oooooooooo07Sooooo00?oo`00ooooooooool04Oooool004oooooo00?oo`00oooo ooooool0?oooool00ol0003oooooooooo`1gooooo`03ool00?oooooooooo01;ooooo001?ooooo`03 ool00?oooooooooo03oooooo00?o0000ooooooooool0Moooool00ooo003oooooooooo`0Booooo`00 D?ooool00ooo003oooooooooo`0nooooo`03o`000?oooooooooo07Kooooo00?oo`00ooooooooool0 4oooool0053ooooo00?oo`00ooooooooool0?_ooool00ol0003oooooooooo`1eooooo`03ool00?oo oooooooo01Cooooo001@ooooo`03ool00?oooooooooo03kooooo00?o0000ooooooooool0MOooool0 0ooo003oooooooooo`0Dooooo`00D?ooool00ooo003oooooooooo`0nooooo`03o`000?oooooooooo 07Cooooo00?oo`00ooooooooool05Oooool0053ooooo00?oo`00ooooooooool0?_ooool00ol0003o ooooooooo`1dooooo`03ool00?oooooooooo01Gooooo001@ooooo`03ool00?oooooooooo03kooooo 00?o0000ooooooooool0Loooool00ooo003oooooooooo`0Fooooo`00DOooool00ooo003ooooooooo o`0mooooo`03o`000?oooooooooo07?ooooo00?oo`00ooooooooool05_ooool0057ooooo00?oo`00 ooooooooool0?Oooool00ol0003oooooooooo`1booooo`03ool00?oooooooooo01Oooooo001Aoooo o`03ool00?oooooooooo03gooooo00?o0000ooooooooool0LOooool00ooo003oooooooooo`0Hoooo o`00D_ooool00ooo003oooooooooo`0looooo`03o`000?oooooooooo077ooooo00?oo`00oooooooo ool06?ooool005;ooooo00?oo`00ooooooooool0??ooool00ol0003oooooooooo`1`ooooo`03ool0 0?oooooooooo01Wooooo001Cooooo`03ool00?oooooooooo03_ooooo00?o0000ooooooooool0L?oo ool00ooo003oooooooooo`0Iooooo`00Doooool00ooo003oooooooooo`0kooooo`03o`000?oooooo oooo06oooooo00?oo`00ooooooooool06_ooool005?ooooo00?oo`00ooooooooool0>oooool00ol0 003oooooooooo`1^ooooo`03ool00?oooooooooo01_ooooo001Dooooo`03ool00?oooooooooo03[o oooo00?o0000ooooooooool0K_ooool00ooo003oooooooooo`0Kooooo`00E?ooool00ooo003ooooo ooooo`0jooooo`03o`000?oooooooooo06gooooo00?oo`00ooooooooool07?ooool005Gooooo00?o o`00ooooooooool0>Oooool00ol0003oooooooooo`1/ooooo`03ool00?oooooooooo01gooooo001E ooooo`03ool00?oooooooooo03Wooooo00?o0000ooooooooool0K?ooool00ooo003oooooooooo`0M ooooo`00E_ooool00ooo003oooooooooo`0hooooo`03o`000?oooooooooo06_ooooo00?oo`00oooo ooooool07_ooool005Kooooo00?oo`00ooooooooool0>?ooool00ol0003oooooooooo`1[ooooo`03 ool00?oooooooooo01kooooo001Gooooo`03ool00?oooooooooo03Oooooo00?o0000ooooooooool0 J_ooool00ooo003oooooooooo`0Oooooo`00Eoooool00ooo003oooooooooo`0gooooo`03o`000?oo oooooooo06Wooooo00?oo`00ooooooooool08?ooool005Sooooo00?oo`00ooooooooool0=_ooool0 0ol0003oooooooooo`1Yooooo`03ool00?oooooooooo023ooooo001Iooooo`03ool00?oooooooooo 03Gooooo00?o0000ooooooooool0J?ooool00ooo003oooooooooo`0Qooooo`00FOooool00ooo003o ooooooooo`0eooooo`03o`000?oooooooooo06Oooooo00?oo`00ooooooooool08_ooool005[ooooo 00?oo`00ooooooooool0=?ooool00ol0003oooooooooo`1Vooooo`03ool00?oooooooooo02?ooooo 001Jooooo`03ool00?oooooooooo03Cooooo00?o0000ooooooooool0IOooool00ooo003ooooooooo o`0Tooooo`00Foooool00ooo003oooooooooo`0cooooo`03o`000?oooooooooo06Cooooo00?oo`00 ooooooooool09Oooool005cooooo00?oo`00ooooooooool0<_ooool00ol0003oooooooooo`1Soooo o`03ool00?oooooooooo02Kooooo001Looooo`03ool00?oooooooooo03;ooooo00?o0000oooooooo ool0H_ooool00ooo003oooooooooo`0Wooooo`00GOooool00ooo003oooooooooo`0aooooo`03o`00 0?oooooooooo067ooooo00?oo`00ooooooooool0:?ooool005kooooo00?oo`00ooooooooool0"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-1.63536, -1.61844, 0.0112783, \ 0.0112783}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m .99999 .50223 L .99998 .50425 L .99995 .50659 L .99991 .5088 L .99982 .51273 L .99968 .51699 L .99947 .52169 L .9992 .52666 L .99857 .53557 L .99774 .54476 L .99679 .55334 L .994 .5728 L .99027 .59248 L .98609 .61031 L .97403 .64963 L .96065 .68267 L .94313 .71723 L .90061 .77942 L .8508 .83082 L .82259 .85341 L .79034 .87484 L .7606 .89107 L .72694 .90588 L .69422 .91699 L .67596 .92187 L .65924 .92555 L .64255 .92847 L .62674 .93057 L .61809 .93145 L .6101 .93208 L .60136 .93259 L .59695 .93277 L .59444 .93285 L .5921 .93291 L .59023 .93295 L .58824 .93298 L .5871 .93299 L .58602 .933 L .58402 .93301 L .5819 .93301 L .57995 .933 L .57781 .93297 L .57673 .93296 L .57554 .93293 L .57178 .93284 L .56775 .9327 L .5605 .93233 L .55618 .93205 L .55148 .93169 L Mistroke .54298 .93088 L .52719 .92886 L .51105 .92608 L .49669 .92298 L .4655 .9141 L .43822 .90375 L .41043 .89038 L .38607 .87596 L .36147 .85833 L .32241 .82184 L .30495 .80067 L .29122 .78074 L .26973 .73947 L .26219 .71915 L .25904 .70872 L .25614 .69733 L .25407 .68745 L .25234 .67697 L .2516 .67126 L .25105 .66608 L .25063 .66117 L .25045 .65854 L .25031 .65607 L .2502 .65373 L .25011 .65121 L .25007 .6501 L .25005 .64893 L .25003 .64794 L .25001 .64685 L .25001 .6462 L .25 .64558 L .25 .64443 L .25 .64319 L .25001 .64249 L .25001 .64185 L .25003 .64078 L .25005 .63961 L .25008 .63839 L .25011 .63724 L .25019 .63516 L .25029 .63299 L .25053 .62913 L .25086 .62503 L .2513 .62061 L .25248 .61172 L .25385 .60391 L .25787 .58736 L .26253 .57348 L .26843 .55984 L .27457 .54846 L Mistroke .28178 .53749 L .29547 .52152 L .30503 .5132 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m .99999 .5023 L .99998 .50439 L .99995 .5068 L .99991 .50908 L .99981 .51314 L .99965 .51754 L .99944 .52239 L .99915 .52752 L .99848 .53672 L .99759 .54619 L .99658 .55505 L .9936 .57512 L .98963 .59541 L .98518 .61378 L .97235 .65423 L .95813 .68815 L .93952 .72352 L .91723 .75779 L .89446 .78676 L .84186 .83841 L .81328 .86004 L .78074 .88042 L .74896 .8966 L .71307 .91097 L .69632 .91637 L .67825 .92131 L .66125 .92514 L .64549 .92801 L .628 .93043 L .61879 .93139 L .61409 .93179 L .60902 .93216 L .60463 .93243 L .6006 .93263 L .59675 .93278 L .59271 .9329 L .59057 .93294 L .58939 .93297 L .58828 .93298 L .58612 .933 L .58416 .93301 L .58302 .93301 L .58183 .93301 L .57968 .933 L .57849 .93298 L .57737 .93297 L .57484 .93292 L .57273 .93287 L .57049 .9328 L Mistroke .56647 .93264 L .5617 .9324 L .55739 .93213 L .54894 .93146 L .54103 .93066 L .52647 .92875 L .51097 .92606 L .4797 .91852 L .44825 .90785 L .42052 .89558 L .39627 .88233 L .35042 .84921 L .3289 .82881 L .31093 .80837 L .28328 .76735 L .2724 .74563 L .26332 .72255 L .26006 .71229 L .25709 .70133 L .2548 .69116 L .25309 .68182 L .25166 .67179 L .25109 .66655 L .25062 .66103 L .25043 .65826 L .25027 .65527 L .25015 .65248 L .2501 .65115 L .25007 .64992 L .25004 .64871 L .25002 .64762 L .25001 .6464 L .25 .64574 L .25 .64511 L .25 .64385 L .25001 .64269 L .25002 .64143 L .25003 .64079 L .25004 .64009 L .2501 .63783 L .25014 .63656 L .25018 .63538 L .25044 .63048 L .25074 .62631 L .25116 .62192 L .25242 .61213 L .25393 .60355 L .25772 .58791 L .26295 .57239 L .26882 .55905 L Mistroke .27573 .54654 L .28914 .52824 L .30341 .51447 L .31444 .50688 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m .99999 .50237 L .99998 .50453 L .99994 .50701 L .9999 .50937 L .99979 .51355 L .99963 .51809 L .9994 .52309 L .99909 .52838 L .99838 .53786 L .99744 .54763 L .99636 .55676 L .9932 .57744 L .98898 .59834 L .98425 .61724 L .97062 .65882 L .95553 .69359 L .93581 .72974 L .91221 .76462 L .88816 .79395 L .83274 .84573 L .80273 .86711 L .76866 .88698 L .73481 .90274 L .69814 .91582 L .68143 .9205 L .66345 .92469 L .64656 .92784 L .63094 .93008 L .6222 .93106 L .61294 .93188 L .60366 .93248 L .59839 .93272 L .59603 .9328 L .59346 .93288 L .59122 .93293 L .58914 .93297 L .58695 .933 L .58573 .93301 L .58461 .93301 L .58262 .93301 L .58046 .933 L .57842 .93298 L .57654 .93295 L .57437 .93291 L .57235 .93286 L .56774 .9327 L .56327 .93249 L .55848 .93221 L .54947 .93151 L Mistroke .54117 .93068 L .52259 .92814 L .5065 .92516 L .4897 .92125 L .45619 .91086 L .42644 .89845 L .37508 .8685 L .35171 .85031 L .3296 .82954 L .29663 .78902 L .28321 .76722 L .27148 .74356 L .26229 .71947 L .25897 .7085 L .25605 .69696 L .2539 .68652 L .2521 .67517 L .25149 .67027 L .25095 .66503 L .25056 .66014 L .25029 .6557 L .25017 .65313 L .25009 .6508 L .25006 .64952 L .25005 .64885 L .25003 .64814 L .25001 .64684 L .25 .64564 L .25 .64454 L .25 .64337 L .25001 .64227 L .25002 .64126 L .25004 .64009 L .25007 .63882 L .25014 .63652 L .25024 .63408 L .25038 .63141 L .25076 .62607 L .25123 .62121 L .25177 .61671 L .25313 .60781 L .25494 .59877 L .25902 .58357 L .2644 .56879 L .27016 .5564 L .28395 .53458 L .29187 .52522 L .29927 .51797 L .30586 .51257 L .31238 .50811 L Mistroke .32236 .50294 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m .99999 .50244 L .99998 .50466 L .99994 .50723 L .9999 .50965 L .99978 .51396 L .99961 .51864 L .99936 .52378 L .99904 .52924 L .99828 .53901 L .99728 .54907 L .99614 .55847 L .99278 .57976 L .9883 .60126 L .98329 .62069 L .96884 .66338 L .95286 .69898 L .932 .73589 L .90708 .77134 L .88171 .80098 L .82345 .85277 L .79201 .87383 L .75641 .89311 L .72117 .90807 L .70288 .91435 L .68312 .92007 L .66439 .92449 L .64728 .92772 L .63903 .929 L .63007 .93019 L .62224 .93105 L .61382 .93181 L .60922 .93215 L .60501 .9324 L .60073 .93262 L .59676 .93278 L .59239 .93291 L .59009 .93295 L .5888 .93297 L .58763 .93299 L .58526 .93301 L .58393 .93301 L .5827 .93301 L .58045 .933 L .57931 .93299 L .57806 .93298 L .57555 .93293 L .57316 .93288 L .5687 .93273 L .56391 .93252 L Mistroke .5587 .93222 L .5494 .93151 L .54083 .93064 L .52247 .92812 L .50551 .92495 L .47476 .91705 L .44314 .90581 L .41577 .89319 L .38758 .87693 L .36345 .85987 L .32209 .82148 L .30378 .7991 L .28951 .778 L .27629 .75395 L .26658 .73158 L .25938 .70995 L .25653 .69902 L .25406 .68738 L .25221 .67599 L .25158 .67106 L .25101 .66573 L .2506 .66072 L .25031 .65611 L .25019 .65358 L .25011 .65129 L .25007 .65003 L .25004 .64867 L .25002 .64739 L .25001 .64621 L .25 .6449 L .25 .64366 L .25001 .64255 L .25002 .64135 L .25004 .64005 L .25007 .63867 L .25015 .6362 L .25025 .63395 L .25036 .63185 L .25068 .62711 L .25114 .62204 L .25167 .61746 L .2532 .60743 L .25497 .59863 L .25692 .59076 L .26229 .57411 L .26865 .55941 L .2751 .54757 L .28281 .53609 L .29013 .52712 L .30452 .51359 L Mistroke .31099 .50899 L .31745 .50523 L .32309 .50264 L .32729 .50118 L .32835 .50088 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m .99999 .50251 L .99997 .5048 L .99994 .50744 L .99989 .50993 L .99977 .51437 L .99959 .51918 L .99933 .52448 L .99898 .5301 L .99818 .54015 L .99712 .55051 L .99591 .56018 L .99235 .58208 L .98761 .60418 L .9823 .62414 L .96701 .66792 L .95012 .70434 L .92809 .74197 L .90182 .77794 L .87512 .80786 L .814 .85954 L .78113 .8802 L .74403 .89881 L .70741 .91288 L .68847 .91863 L .66804 .92371 L .64872 .92748 L .6311 .93006 L .62263 .93101 L .61343 .93184 L .60923 .93214 L .60477 .93242 L .60095 .93261 L .59677 .93278 L .59463 .93285 L .59234 .93291 L .58993 .93296 L .58768 .93299 L .58544 .93301 L .58333 .93301 L .58144 .93301 L .57938 .93299 L .57714 .93296 L .57586 .93294 L .57467 .93292 L .5697 .93277 L .56541 .93259 L .56082 .93235 L .5519 .93172 L .54348 .93093 L Mistroke .52785 .92895 L .51091 .92605 L .49324 .92214 L .46251 .91309 L .42868 .89949 L .39907 .884 L .34928 .84822 L .32734 .82717 L .30719 .80361 L .27874 .75885 L .26806 .73536 L .25949 .71032 L .25635 .69826 L .25369 .68532 L .25271 .67947 L .25185 .67331 L .2512 .66761 L .25073 .66243 L .25038 .65735 L .25025 .65482 L .25013 .65207 L .25009 .65063 L .25006 .64932 L .25004 .6486 L .25003 .64781 L .25001 .6464 L .25 .64508 L .25 .64368 L .25001 .6425 L .25002 .6412 L .25004 .6399 L .25007 .63868 L .25014 .6364 L .25024 .63395 L .25039 .63131 L .25072 .62662 L .25111 .62234 L .2523 .6129 L .25377 .60433 L .25575 .5953 L .25827 .58601 L .26394 .5699 L .27098 .55485 L .28537 .53277 L .29308 .52394 L .30119 .5163 L .30849 .51067 L .3157 .50616 L .32135 .50337 L .32629 .50149 L Mistroke .3296 .50057 L .33103 .50027 L .33207 .50011 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg?ooool00ol0003oooooooooo`21 ooooo`03ool00?oooooooooo00Sooooo001Eooooo`03ool00?oooooooooo03Wooooo00?o0000oooo ooooool0POooool00ooo003oooooooooo`08ooooo`00EOooool00ooo003oooooooooo`0iooooo`03 o`000?oooooooooo087ooooo00?oo`00ooooooooool02?ooool005Cooooo00?oo`00ooooooooool0 >_ooool00ol0003oooooooooo`20ooooo`03ool00?oooooooooo00Wooooo001Dooooo`03ool00?oo oooooooo03[ooooo00?o0000ooooooooool0P?ooool00ooo003oooooooooo`09ooooo`00Doooool0 0ooo003oooooooooo`0kooooo`03o`000?oooooooooo083ooooo00?oo`00ooooooooool02Oooool0 05?ooooo00?oo`00ooooooooool0>oooool00ol0003oooooooooo`20ooooo`03ool00?oooooooooo 00Wooooo001Booooo`03ool00?oooooooooo03cooooo00?o0000ooooooooool0P?ooool00ooo003o ooooooooo`09ooooo`00D_ooool00ooo003oooooooooo`0looooo`03o`000?oooooooooo07oooooo 00?oo`00ooooooooool02_ooool0057ooooo00?oo`00ooooooooool0?Oooool00ol0003ooooooooo o`1oooooo`03ool00?oooooooooo00[ooooo001Aooooo`03ool00?oooooooooo03gooooo00?o0000 ooooooooool0Ooooool00ooo003oooooooooo`0:ooooo`00D?ooool00ooo003oooooooooo`0noooo o`03o`000?oooooooooo07oooooo00?oo`00ooooooooool02_ooool0053ooooo00?oo`00oooooooo ool0?_ooool00ol0003oooooooooo`1oooooo`03ool00?oooooooooo00[ooooo001@ooooo`03ool0 0?oooooooooo03kooooo00?o0000ooooooooool0Ooooool00ooo003oooooooooo`0:ooooo`00D?oo ool00ooo003oooooooooo`0nooooo`03o`000?oooooooooo07kooooo00?oo`00ooooooooool02ooo ool004oooooo00?oo`00ooooooooool0?oooool00ol0003oooooooooo`1nooooo`03ool00?oooooo oooo00_ooooo001?ooooo`03ool00?oooooooooo03oooooo00?o0000ooooooooool0O_ooool00ooo 003oooooooooo`0;ooooo`00Coooool00ooo003oooooooooo`0oooooo`03o`000?oooooooooo07ko oooo00?oo`00ooooooooool02oooool004oooooo00?oo`00ooooooooool0?oooool00ol0003ooooo ooooo`1nooooo`03ool00?oooooooooo00_ooooo001?ooooo`03ool00?oooooooooo03oooooo00?o 0000ooooooooool0OOooool00ooo003oooooooooo`0ooooo`03 ool00?oooooooooo043ooooo00?o0000ooooooooool0OOooool00ooo003oooooooooo`0ooooo`03ool00?oooooooooo043ooooo00?o0000ooooooooool0O?ooool0 0ooo003oooooooooo`0=ooooo`00C_ooool00ooo003oooooooooo`10ooooo`03o`000?oooooooooo 07_ooooo00?oo`00ooooooooool03_ooool004kooooo00?oo`00ooooooooool0@?ooool00ol0003o ooooooooo`1kooooo`03ool00?oooooooooo00kooooo001>ooooo`03ool00?oooooooooo043ooooo 00?o0000ooooooooool0Noooool00ooo003oooooooooo`0>ooooo`00C_ooool00ooo003ooooooooo o`10ooooo`03o`000?oooooooooo07[ooooo00?oo`00ooooooooool03oooool004kooooo00?oo`00 ooooooooool0;?ooool2o`0000Cooooo00?o0000ooooooooool00_ooool3o`0000Kooooo00?o0000 ooooooooool0N_ooool00ooo003oooooooooo`0?ooooo`00C_ooool00ooo003oooooooooo`0[oooo o`04o`000?ooooooooooo`0000Oooooo00Go0000ooooooooooooooooo`000005ooooo`03o`000?oo oooooooo07[ooooo00?oo`00ooooooooool03oooool004kooooo00?oo`00ooooooooool0:oooool0 1?l0003oooooooooool0000;ooooo`03o`000?oooooooooo00?ooooo0_l0001jooooo`03ool00?oo oooooooo013ooooo001>ooooo`03ool00?oooooooooo02_ooooo00Co0000oooooooooooo00002ooo ool00ol0003oooooooooo`03ooooo`03o`000?oooooooooo07Wooooo00?oo`00ooooooooool04?oo ool004kooooo00?oo`00ooooooooool0:oooool01?l0003oooooooooool00007ooooo`Co00001_oo ool00ol0003oooooooooo`1iooooo`03ool00?oooooooooo013ooooo001>ooooo`03ool00?oooooo oooo02_ooooo00Co0000oooooooooooo00001oooool00ol0003oooooooooo`07ooooo`03o`000?oo oooooooo07Sooooo00?oo`00ooooooooool04Oooool004oooooo00?oo`00ooooooooool0:oooool2 o`0000Sooooo1Ol00005ooooo`03o`000?oooooooooo07Sooooo00?oo`00ooooooooool04Oooool0 04oooooo00?oo`00ooooooooool0?oooool00ol0003oooooooooo`1gooooo`03ool00?oooooooooo 01;ooooo001?ooooo`03ool00?oooooooooo03oooooo00?o0000ooooooooool0M_ooool00ooo003o ooooooooo`0Cooooo`00Coooool00ooo003oooooooooo`0oooooo`03o`000?oooooooooo07Kooooo 00?oo`00ooooooooool04oooool0053ooooo00?oo`00ooooooooool0?_ooool00ol0003ooooooooo o`1eooooo`03ool00?oooooooooo01Cooooo001@ooooo`03ool00?oooooooooo03kooooo00?o0000 ooooooooool0MOooool00ooo003oooooooooo`0Dooooo`00D?ooool00ooo003oooooooooo`0noooo o`03o`000?oooooooooo07Cooooo00?oo`00ooooooooool05Oooool0057ooooo00?oo`00oooooooo ool0?Oooool00ol0003oooooooooo`1dooooo`03ool00?oooooooooo01Gooooo001Aooooo`03ool0 0?oooooooooo03gooooo00?o0000ooooooooool0Loooool00ooo003oooooooooo`0Fooooo`00DOoo ool00ooo003oooooooooo`0mooooo`03o`000?oooooooooo07;ooooo00?oo`00ooooooooool05ooo ool0057ooooo00?oo`00ooooooooool0?Oooool00ol0003oooooooooo`1booooo`03ool00?oooooo oooo01Oooooo001Booooo`03ool00?oooooooooo03cooooo00?o0000ooooooooool0LOooool00ooo 003oooooooooo`0Hooooo`00D_ooool00ooo003oooooooooo`0looooo`03o`000?oooooooooo077o oooo00?oo`00ooooooooool06?ooool005;ooooo00?oo`00ooooooooool0??ooool00ol0003ooooo ooooo`1`ooooo`03ool00?oooooooooo01Wooooo001Cooooo`03ool00?oooooooooo03_ooooo00?o 0000ooooooooool0Koooool00ooo003oooooooooo`0Jooooo`00Doooool00ooo003oooooooooo`0k ooooo`03o`000?oooooooooo06oooooo00?oo`00ooooooooool06_ooool005?ooooo00?oo`00oooo ooooool0>oooool00ol0003oooooooooo`1^ooooo`03ool00?oooooooooo01_ooooo001Dooooo`03 ool00?oooooooooo03[ooooo00?o0000ooooooooool0K_ooool00ooo003oooooooooo`0Kooooo`00 E?ooool00ooo003oooooooooo`0jooooo`03o`000?oooooooooo06gooooo00?oo`00ooooooooool0 7?ooool005Gooooo00?oo`00ooooooooool0>Oooool00ol0003oooooooooo`1/ooooo`03ool00?oo oooooooo01gooooo001Eooooo`03ool00?oooooooooo03Wooooo00?o0000ooooooooool0K?ooool0 0ooo003oooooooooo`0Mooooo`00E_ooool00ooo003oooooooooo`0hooooo`03o`000?oooooooooo 06_ooooo00?oo`00ooooooooool07_ooool005Kooooo00?oo`00ooooooooool0>?ooool00ol0003o ooooooooo`1Zooooo`03ool00?oooooooooo01oooooo001Gooooo`03ool00?oooooooooo03Oooooo 00?o0000ooooooooool0JOooool00ooo003oooooooooo`0Pooooo`00Eoooool00ooo003ooooooooo o`0gooooo`03o`000?oooooooooo06Wooooo00?oo`00ooooooooool08?ooool005Sooooo00?oo`00 ooooooooool0=_ooool00ol0003oooooooooo`1Xooooo`03ool00?oooooooooo027ooooo001Ioooo o`03ool00?oooooooooo03Gooooo00?o0000ooooooooool0Ioooool00ooo003oooooooooo`0Roooo o`00FOooool00ooo003oooooooooo`0eooooo`03o`000?oooooooooo06Oooooo00?oo`00oooooooo ool08_ooool005[ooooo00?oo`00ooooooooool0=?ooool00ol0003oooooooooo`1Vooooo`03ool0 0?oooooooooo02?ooooo001Jooooo`03ool00?oooooooooo03Cooooo00?o0000ooooooooool0IOoo ool00ooo003oooooooooo`0Tooooo`00Foooool00ooo003oooooooooo`0cooooo`03o`000?oooooo oooo06Cooooo00?oo`00ooooooooool09Oooool005cooooo00?oo`00ooooooooool0<_ooool00ol0 003oooooooooo`1Sooooo`03ool00?oooooooooo02Kooooo001Looooo`03ool00?oooooooooo03;o oooo00?o0000ooooooooool0H_ooool00ooo003oooooooooo`0Wooooo`00GOooool00ooo003ooooo ooooo`0aooooo`03o`000?oooooooooo067ooooo00?oo`00ooooooooool0:?ooool005kooooo00?o o`00ooooooooool0?ooool006gooooo00?oo`00ooooooooool0 8Oooool00ol0003oooooooooo`1?ooooo`;oo`00>oooool006kooooo0_oo000Qooooo`03o`000?oo oooooooo04gooooo0_oo000mooooo`00L?ooool2ool001oooooo00?o0000ooooooooool0Boooool2 ool003oooooo001booooo`03ool00?oooooooooo01cooooo00?o0000ooooooooool0B_ooool00ooo 003oooooooooo`0oooooo`00Loooool2ool001cooooo00?o0000ooooooooool0B?ooool2ool004;o oooo001eooooo`03ool00?oooooooooo01Wooooo00?o0000ooooooooool0A_ooool2ool004Cooooo 001fooooo`;oo`006Oooool00ol0003oooooooooo`14ooooo`;oo`00A_ooool007Sooooo0_oo000G ooooo`03o`000?oooooooooo04;ooooo0_oo0018ooooo`00N_ooool2ool001Gooooo00?o0000oooo ooooool0@?ooool2ool004[ooooo001looooo`;oo`004oooool00ol0003oooooooooo`0nooooo`;o o`00C?ooool007kooooo0_oo000Aooooo`03o`000?oooooooooo03cooooo0_oo001>ooooo`00P?oo ool2ool000oooooo00?o0000ooooooooool0>_ooool2ool0053ooooo0022ooooo`?oo`003?ooool0 0ol0003oooooooooo`0gooooo`?oo`00D_ooool008Gooooo0_oo000:ooooo`03o`000?oooooooooo 03Gooooo0_oo001Eooooo`00Qoooool3ool000Oooooo00?o0000ooooooooool0<_ooool3ool005Oo oooo002:ooooo`Coo`000oooool00ol0003oooooooooo`0^ooooo`Coo`00F_ooool008kooooo1?oo 000]ooooo`?oo`00G_ooool0097ooooo00?o0000ool00?oo00000ooo000Tooooo`Coo`00HOooool0 097ooooo00?o0000ooooooooool00oooool4ool001Oooooo2Ooo001Uooooo`00TOooool00ol0003o ooooooooo`07oooooaOoo`00K_ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o 0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000oooo ooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0 S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0 097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo 00?o0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000 ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool007cooooo0ol00004ooooo`03 o`000?oooooooooo00;ooooo0ol00006ooooo`03o`000?oooooooooo08cooooo001mooooo`03o`00 0?oooooooooo00Oooooo00Go0000ooooooooooooooooo`000005ooooo`03o`000?oooooooooo08co oooo001mooooo`03o`000?oooooooooo00_ooooo00?o0000ooooooooool00oooool00ol0003ooooo ooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-1.63536, -1.61844, 0.0112783, \ 0.0112783}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m .99999 .50259 L .99997 .50494 L .99993 .50765 L .99988 .51022 L .99975 .51478 L .99956 .51973 L .99929 .52518 L .99892 .53095 L .99808 .54129 L .99695 .55194 L .99567 .56189 L .99191 .58439 L .9869 .60709 L .98128 .62758 L .96513 .67243 L .94731 .70966 L .92409 .74797 L .89644 .78444 L .86839 .81458 L .80439 .86602 L .7701 .88622 L .73152 .90407 L .69357 .91718 L .67423 .92229 L .65292 .92674 L .64278 .92844 L .63318 .9298 L .62446 .93082 L .61521 .9317 L .61045 .93206 L .60519 .93239 L .60037 .93264 L .59596 .93281 L .59344 .93288 L .59078 .93294 L .5894 .93296 L .58812 .93298 L .58672 .933 L .58522 .93301 L .58392 .93301 L .58251 .93301 L .58118 .93301 L .57995 .933 L .57764 .93297 L .57518 .93293 L .57289 .93287 L .57039 .93279 L .56586 .93261 L .56146 .93239 L Mistroke .55739 .93213 L .54821 .9314 L .53852 .93037 L .52092 .92786 L .50525 .9249 L .47162 .91608 L .43724 .90332 L .40648 .88822 L .37667 .86962 L .33045 .83041 L .31074 .80813 L .29278 .78319 L .27877 .7589 L .26684 .73225 L .26242 .71985 L .2585 .70677 L .25553 .69465 L .2534 .68369 L .25176 .67261 L .25113 .66689 L .25061 .66093 L .25044 .65843 L .25029 .65578 L .25019 .6535 L .2501 .65104 L .25006 .64955 L .25003 .64817 L .25001 .64686 L .25 .64548 L .25 .64425 L .25 .6431 L .25001 .64185 L .25003 .64051 L .25006 .63919 L .2501 .63773 L .25021 .63481 L .25034 .63213 L .25049 .62962 L .25094 .62407 L .25158 .61819 L .25314 .60777 L .25497 .59861 L .2596 .58176 L .26596 .56516 L .27292 .55131 L .28102 .53855 L .28904 .52836 L .29774 .51937 L .31267 .50793 L .31902 .50444 L Mistroke .32467 .50204 L .32679 .50133 L .32876 .50077 L .33018 .50044 L .33145 .5002 L .33231 .50008 L .33264 .50004 L .33288 .50002 L .33308 .50001 L .33321 .5 L .33327 .5 L .3333 .5 L .33331 .5 L .33332 .5 L .33333 .5 L .33333 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False] }, Open ]] }, Open ]], Cell["\<\ This animation gives an idea of the velocity of the movement. This \ shows that the movement is not very efficient: if the robot had to move a \ bottle from right to left, this should be very slow in the end, and moreover \ the bottle would be broken by the brisk start. We will see more efficient \ movements below.\ \>", "Text"] }, Closed]], Cell[CellGroupData[{ Cell["Analysis of the movement", "Subsection", CellAutoOverwrite->False], Cell["\<\ This part may be skipped for students that are not yet familiar \ with elementary physics.\ \>", "Text", FontWeight->"Bold"], Cell[CellGroupData[{ Cell["First derivatives and velocities", "Subsubsection"], Cell[CellGroupData[{ Cell[BoxData[ \(Clear[x, y]; x[t_] = ComplexExpand[Re[position[t]]]; y[t_] = ComplexExpand[Im[position[t]]]\)], "Input", CellAutoOverwrite->False], Cell[BoxData[ \(Sin[t] + 0.5`\ Sin[2\ t]\)], "Output"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"ParametricPlot", "[", RowBox[{\({\(x'\)[t], \(y'\)[t]}\), ",", \({t, 0, \[Pi]}\), "\n", StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(AspectRatio -> Automatic\), FontColor->GrayLevel[0.500008]], StyleBox["\n", FontColor->GrayLevel[0.500008]], StyleBox["\t", FontColor->GrayLevel[0.500008]], StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(PlotRange -> {{\(-2\), 2}, {\(-2\), 2}}\), FontColor->GrayLevel[0.500008]]}], "]"}]], "Input", CellAutoOverwrite->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath .5 Mabswid .5 1 m .49709 .99999 L .49445 .99997 L .49139 .99992 L .4885 .99985 L .48337 .99969 L .4778 .99945 L .47167 .99911 L .46518 .99865 L .45356 .9976 L .4416 .99619 L .43043 .99459 L .40519 .9899 L .37979 .98364 L .35693 .97663 L .30717 .95652 L .2663 .93437 L .2248 .90562 L .18606 .87151 L .15484 .83708 L .12633 .7977 L .10436 .75918 L .08627 .71787 L .07818 .69419 L .07196 .6718 L .06745 .65142 L .06379 .62948 L .06225 .61696 L .06164 .6108 L .06116 .6051 L .0608 .60004 L .06047 .59447 L .06023 .58887 L .06013 .5858 L .06005 .58293 L .06 .58029 L .05997 .57747 L .05996 .57481 L .05996 .5724 L .05998 .56957 L .06 .56797 L .06003 .56649 L .06009 .56379 L .06018 .56093 L .06041 .55526 L .06069 .54997 L .06161 .53799 L .06268 .52775 L .0639 .51846 L .06742 .49778 L Mistroke .07218 .47689 L .07758 .45794 L .09321 .41675 L .11301 .37876 L .13426 .34721 L .16143 .3154 L .189 .28985 L .21978 .26727 L .24995 .25003 L .28146 .23641 L .29837 .23078 L .31655 .22595 L .33388 .22251 L .34363 .22107 L .35261 .22004 L .36041 .21939 L .36483 .21912 L .36896 .21894 L .37107 .21887 L .37222 .21884 L .37328 .21881 L .37517 .21878 L .37723 .21876 L .37839 .21875 L .37948 .21875 L .38152 .21876 L .38266 .21878 L .38371 .21879 L .38607 .21884 L .38813 .21891 L .39008 .21898 L .39372 .21916 L .39762 .21941 L .40184 .21974 L .40937 .22051 L .41627 .22142 L .43179 .22417 L .44777 .2281 L .46133 .23236 L .4754 .23777 L .49921 .24955 L .5226 .26505 L .54388 .28385 L .56041 .30321 L .57274 .32235 L .57845 .33364 L .58293 .34443 L .58618 .3541 L .58771 .3596 L .58894 .36475 L Mistroke .59005 .37027 L .59086 .37531 L .59152 .38066 L .5918 .3836 L .592 .38638 L .59212 .38874 L .59217 .39005 L .59221 .39124 L .59223 .39236 L .59225 .39355 L .59225 .39468 L .59225 .39572 L .59223 .39693 L .59221 .39806 L .59217 .39929 L .59211 .40061 L .59196 .40328 L .59178 .4057 L .59126 .4106 L .59051 .41572 L .58864 .42467 L .58592 .43392 L .58212 .44362 L .5734 .45934 L .56751 .46722 L .56156 .47378 L .54897 .48437 L .5412 .48922 L .53366 .49295 L .52541 .49605 L .52128 .49724 L .51743 .49816 L .51397 .49882 L .51015 .49938 L .50816 .4996 L .50629 .49976 L .50432 .49989 L .50321 .49994 L .5022 .49997 L .50115 .49999 L .50055 .5 L .5 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgooo ool00ol0003oooooooooo`1Cooooo`03o`000?oooooooooo00Wooooo00?o0000ooooooooool0P?oo ool003Wooooo0_l0001Fooooo`03o`000?oooooooooo00[ooooo00?o0000ooooooooool0Ooooool0 03Sooooo00?o0000ooooooooool0E_ooool00ol0003oooooooooo`0;ooooo`03o`000?oooooooooo 07kooooo000gooooo`03o`000?oooooooooo05Oooooo0_l0000=ooooo`03o`000?oooooooooo07go oooo000fooooo`03o`000?oooooooooo05Sooooo00?o0000ooooooooool03Oooool00ol0003ooooo ooooo`1looooo`00=Oooool00ol0003oooooooooo`1Iooooo`03o`000?oooooooooo00gooooo00?o 0000ooooooooool0O?ooool003Cooooo00?o0000ooooooooool0F_ooool00ol0003oooooooooo`0> ooooo`03o`000?oooooooooo07_ooooo000cooooo`03o`000?oooooooooo05_ooooo00?o0000oooo ooooool03oooool00ol0003oooooooooo`1jooooo`00<_ooool00ol0003oooooooooo`1Looooo`03 o`000?oooooooooo00oooooo00?o0000ooooooooool0N_ooool003;ooooo00?o0000ooooooooool0 G?ooool00ol0003oooooooooo`0@ooooo`03o`000?oooooooooo07Wooooo000aooooo`03o`000?oo oooooooo05gooooo0_l0000Booooo`03o`000?oooooooooo07Sooooo000`ooooo`03o`000?oooooo oooo05kooooo00?o0000ooooooooool04Oooool00ol0003oooooooooo`1hooooo`00;oooool00ol0 003oooooooooo`1Oooooo`03o`000?oooooooooo01;ooooo00?o0000ooooooooool0Moooool002ko oooo00?o0000ooooooooool0H?ooool00ol0003oooooooooo`0Booooo`03o`000?oooooooooo07Oo oooo000^ooooo`03o`000?oooooooooo063ooooo00?o0000ooooooooool04_ooool00ol0003ooooo ooooo`1gooooo`00;Oooool00ol0003oooooooooo`1Qooooo`03o`000?oooooooooo01?ooooo00?o 0000ooooooooool0M_ooool002cooooo00?o0000ooooooooool0H_ooool00ol0003oooooooooo`0D ooooo`03o`000?oooooooooo07Gooooo000[ooooo`03o`000?oooooooooo06?ooooo0_l0000Eoooo o`03o`000?oooooooooo07Gooooo000[ooooo`03o`000?oooooooooo06?ooooo00?o0000oooooooo ool05?ooool00ol0003oooooooooo`1eooooo`00:_ooool00ol0003oooooooooo`1Tooooo`03o`00 0?oooooooooo01Cooooo00?o0000ooooooooool0MOooool002Wooooo00?o0000ooooooooool0IOoo ool00ol0003oooooooooo`0Eooooo`03o`000?oooooooooo07Cooooo000Xooooo`03o`000?oooooo oooo06Kooooo00?o0000ooooooooool05Oooool00ol0003oooooooooo`1dooooo`00:?ooool00ol0 003oooooooooo`1Booooo`;o00001?ooool00ol0003oooooooooo`02ooooo`?o00001_ooool00ol0 003oooooooooo`0Eooooo`03o`000?oooooooooo07Cooooo000Wooooo`03o`000?oooooooooo05;o oooo00Co0000oooooooooooo00001oooool01Ol0003ooooooooooooooooo000000Gooooo00?o0000 ooooooooool05_ooool00ol0003oooooooooo`1cooooo`009_ooool00ol0003oooooooooo`1ooooo`03o`000?oooooooooo00Oooooo00?o0000ooooooooool02oooool00ol0003ooooooooo o`0Hooooo`03o`000?oooooooooo01Wooooo00Co0000oooooooooooo00002oooool00ol0003ooooo ooooo`0Fooooo`03o`000?oooooooooo00oooooo00?o0000ooooooooool01Oooool01?l0003ooooo ooooool0000;ooooo`03o`000?oooooooooo01Sooooo00?o0000ooooooooool06_ooool00ol0003o ooooooooo`0;ooooo`03o`000?oooooooooo01Wooooo00?o0000ooooooooool00Oooool000Kooooo 00Go0000ooooooooooooooooo`00000?ooooo`03o`000?oooooooooo00Oooooo00?o0000oooooooo ool01oooool4o`0001_ooooo00?o0000ooooooooool06Oooool01?l0003oooooooooool00007oooo o`Co00006Oooool2o`0000kooooo0_l00008ooooo`04o`000?ooooooooooo`0000Oooooo1?l0000K ooooo`03o`000?oooooooooo01[ooooo00?o0000ooooooooool01oooool4o`0001Wooooo00Go0000 ooooooooooooooooo`000002ooooo`001_ooool01Ol0003ooooooooooooooooo000000oooooo00?o 0000ooooooooool01_ooool2o`0000Wooooo00?o0000ooooooooool06oooool2o`0001_ooooo00Co 0000oooooooooooo00001oooool00ol0003oooooooooo`0Jooooo`03o`000?oooooooooo00cooooo 00?o0000ooooooooool02?ooool01?l0003oooooooooool00007ooooo`03o`000?oooooooooo01_o oooo0_l0000Kooooo`;o00002Oooool00ol0003oooooooooo`0Jooooo`05o`000?oooooooooooooo ool000000_ooool000Oooooo0ol0000@ooooo`03o`000?oooooooooo00Oooooo00?o0000oooooooo ool01oooool5o`0001[ooooo00?o0000ooooooooool06_ooool2o`0000Sooooo1Ol0000Hooooo`03 o`000?oooooooooo00_ooooo00?o0000ooooooooool02_ooool2o`0000Sooooo1Ol0000Jooooo`03 o`000?oooooooooo01[ooooo00?o0000ooooooooool01oooool5o`0001Wooooo0ol00003ooooo`00 6Oooool00ol0003oooooooooo`1eooooo`03o`000?oooooooooo00Wooooo0_l00021ooooo`006Ooo ool00ol0003oooooooooo`1eooooo`03o`000?oooooooooo00Oooooo0_l00023ooooo`006Oooool0 0ol0003oooooooooo`1eooooo`03o`000?oooooooooo00Gooooo0_l00025ooooo`006?ooool00ol0 003oooooooooo`1fooooo`04o`000?ooooooooooooooo`Co0000Qoooool000Koooooool0000Ho`00 00?ooooo0006ooooo`03o`000?oooooooooo00?ooooo00?o0000ooooooooool01?ooool00ol0003o ooooooooo`02ooooo`03o`000?oooooo000000Kooooo00?o0000ooooooooool01?ooool00ol0003o ooooooooo`04ooooo`03o`000?oooooooooo00Cooooo00?o0000ooooooooool01?ooool00ol0003o ooooooooo`04ooooo`03o`000?oooooooooo00Cooooo00?o0000ooooooooool01?ooool00ol0003o ooooooooo`04ooooo`03o`000?oooooooooo00Cooooo00?o0000ooooooooool01?ooool00ol0003o ooooooooo`04ooooo`03o`000?oooooooooo00Cooooo00?o0000ooooooooool01?ooool00ol0003o ooooooooo`04ooooo`03o`000?oooooooooo00Cooooo00?o0000ooooooooool01?ooool00ol0003o ooooooooo`03ooooo`03o`000?oooooooooo00Cooooo00?o0000ooooooooool01?ooool00ol0003o ooooooooo`04ooooo`03o`000?oooooooooo00Cooooo00?o0000ooooooooool01?ooool00ol0003o ooooooooo`04ooooo`03o`000?oooooooooo00Cooooo00?o0000ooooooooool01?ooool00ol0003o ooooooooo`04ooooo`03o`000?oooooooooo00Cooooo00?o0000ooooooooool01?ooool00ol0003o ooooooooo`04ooooo`03o`000?oooooooooo00Cooooo00?o0000ooooooooool01?ooool00ol0003o ooooooooo`04ooooo`03o`000?oooooooooo00Cooooo00?o0000ooooooooool01?ooool00ol0003o ooooooooo`04ooooo`03o`000?oooooooooo00Cooooo00?o0000ooooooooool00Oooool000Kooooo 00?o0000ooooooooool03oooool00ol0003oooooooooo`0=ooooo`03o`000?oooooooooo023ooooo 00?o0000ooooooooool08?ooool00ol0003oooooooooo`0Pooooo`03o`000?oooooooooo01oooooo 00?o0000ooooooooool08?ooool00ol0003oooooooooo`0Pooooo`03o`000?oooooooooo023ooooo 00?o0000ooooooooool00Oooool001Oooooo00?o0000ooooooooool0Moooool00ol0003ooooooooo o`2oooool00ol0003oooooooooo`0oooooo`03o`000?oooooooooo00_ooooo00?o0000ooooooooool0 0oooool2o`0008gooooo000looooo`03o`000?oooooooooo03kooooo00?o0000ooooooooool02ooo ool00ol0003oooooooooo`03ooooo`03o`000?oooooooooo08cooooo000mooooo`03o`000?oooooo oooo03gooooo00?o0000ooooooooool01oooool4o`0000Kooooo00?o0000ooooooooool0S?ooool0 03kooooo00?o0000ooooooooool0>oooool2o`0000Wooooo00?o0000ooooooooool01oooool00ol0 003oooooooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]], Cell[BoxData[ \(\(endpoints = Table[{{x[t], y[t]}, {x[t] + \(x'\)[t], y[t] + \(y'\)[t]}}, {t, 0, \[Pi], \[Pi]/20}];\)\)], "Input", CellAutoOverwrite->False], Cell[BoxData[ \(\(tangent = Map[Line, endpoints];\)\)], "Input", CellAutoOverwrite->False], Cell[CellGroupData[{ Cell[BoxData[ \(Show[{Graphics[tangent], move[\[Pi]]}, AspectRatio -> Automatic]\)], "Input", CellAutoOverwrite->False], Cell[CellGroupData[{ Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m .99999 .50259 L .99997 .50494 L .99993 .50765 L .99988 .51022 L .99975 .51478 L .99956 .51973 L .99929 .52518 L .99892 .53095 L .99808 .54129 L .99695 .55194 L .99567 .56189 L .99191 .58439 L .9869 .60709 L .98128 .62758 L .96513 .67243 L .94731 .70966 L .92409 .74797 L .89644 .78444 L .86839 .81458 L .80439 .86602 L .7701 .88622 L .73152 .90407 L .69357 .91718 L .67423 .92229 L .65292 .92674 L .64278 .92844 L .63318 .9298 L .62446 .93082 L .61521 .9317 L .61045 .93206 L .60519 .93239 L .60037 .93264 L .59596 .93281 L .59344 .93288 L .59078 .93294 L .5894 .93296 L .58812 .93298 L .58672 .933 L .58522 .93301 L .58392 .93301 L .58251 .93301 L .58118 .93301 L .57995 .933 L .57764 .93297 L .57518 .93293 L .57289 .93287 L .57039 .93279 L .56586 .93261 L .56146 .93239 L Mistroke .55739 .93213 L .54821 .9314 L .53852 .93037 L .52092 .92786 L .50525 .9249 L .47162 .91608 L .43724 .90332 L .40648 .88822 L .37667 .86962 L .33045 .83041 L .31074 .80813 L .29278 .78319 L .27877 .7589 L .26684 .73225 L .26242 .71985 L .2585 .70677 L .25553 .69465 L .2534 .68369 L .25176 .67261 L .25113 .66689 L .25061 .66093 L .25044 .65843 L .25029 .65578 L .25019 .6535 L .2501 .65104 L .25006 .64955 L .25003 .64817 L .25001 .64686 L .25 .64548 L .25 .64425 L .25 .6431 L .25001 .64185 L .25003 .64051 L .25006 .63919 L .2501 .63773 L .25021 .63481 L .25034 .63213 L .25049 .62962 L .25094 .62407 L .25158 .61819 L .25314 .60777 L .25497 .59861 L .2596 .58176 L .26596 .56516 L .27292 .55131 L .28102 .53855 L .28904 .52836 L .29774 .51937 L .31267 .50793 L .31902 .50444 L Mistroke .32467 .50204 L .32679 .50133 L .32876 .50077 L .33018 .50044 L .33145 .5002 L .33231 .50008 L .33264 .50004 L .33288 .50002 L .33308 .50001 L .33321 .5 L .33327 .5 L .3333 .5 L .33331 .5 L .33332 .5 L .33333 .5 L .33333 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg?ooool00ol0003oooooooooo`21ooooo`03ool0 0?oooooooooo00Sooooo001Fooooo`03ool00?oooooooooo03Sooooo00?o0000ooooooooool0POoo ool00ooo003oooooooooo`08ooooo`00EOooool00ooo003oooooooooo`0iooooo`03o`000?oooooo oooo087ooooo00?oo`00ooooooooool02?ooool005Gooooo00?oo`00ooooooooool0>Oooool00ol0 003oooooooooo`21ooooo`03ool00?oooooooooo00Sooooo001Dooooo`03ool00?oooooooooo03[o oooo00?o0000ooooooooool0POooool00ooo003oooooooooo`08ooooo`00E?ooool00ooo003ooooo ooooo`0jooooo`03o`000?oooooooooo087ooooo00?oo`00ooooooooool02?ooool005?ooooo00?o o`00ooooooooool0>oooool00ol0003oooooooooo`20ooooo`03ool00?oooooooooo00Wooooo001B ooooo`03ool00?oooooooooo03cooooo00?o0000ooooooooool0P?ooool00ooo003oooooooooo`09 ooooo`00D_ooool00ooo003oooooooooo`0looooo`03o`000?oooooooooo083ooooo00?oo`00oooo ooooool02Oooool005;ooooo00?oo`00ooooooooool0??ooool00ol0003oooooooooo`20ooooo`03 ool00?oooooooooo00Wooooo001Aooooo`03ool00?oooooooooo03gooooo00?o0000ooooooooool0 Ooooool00ooo003oooooooooo`0:ooooo`00DOooool00ooo003oooooooooo`0mooooo`03o`000?oo oooooooo07oooooo00?oo`00ooooooooool02_ooool0057ooooo00?oo`00ooooooooool0?Oooool0 0ol0003oooooooooo`1oooooo`03ool00?oooooooooo00[ooooo001Aooooo`03ool00?oooooooooo 03gooooo00?o0000ooooooooool0Ooooool00ooo003oooooooooo`0:ooooo`00D?ooool00ooo003o ooooooooo`0nooooo`03o`000?oooooooooo07oooooo00?oo`00ooooooooool02_ooool0053ooooo 00?oo`00ooooooooool0?_ooool00ol0003oooooooooo`1oooooo`03ool00?oooooooooo00[ooooo 001?ooooo`03ool00?oooooooooo03oooooo00?o0000ooooooooool0O_ooool00ooo003ooooooooo o`0;ooooo`00Coooool00ooo003oooooooooo`0oooooo`03o`000?oooooooooo07kooooo00?oo`00 ooooooooool02oooool004oooooo00?oo`00ooooooooool0?oooool00ol0003oooooooooo`1noooo o`03ool00?oooooooooo00_ooooo001?ooooo`03ool00?oooooooooo03oooooo00?o0000oooooooo ool0O_ooool00ooo003oooooooooo`0;ooooo`00Coooool00ooo003oooooooooo`0oooooo`03o`00 0?oooooooooo07kooooo00?oo`00ooooooooool02oooool004kooooo00?oo`00ooooooooool0@?oo ool00ol0003oooooooooo`1nooooo`03ool00?oooooooooo00_ooooo001>ooooo`03ool00?oooooo oooo043ooooo00?o0000ooooooooool0OOooool00ooo003oooooooooo`0ooooo`03ool00?oooooooooo043ooooo00?o0000ooooooooool0OOooool00ooo003ooooo ooooo`0ooooo`03ool00?oooooooooo043ooooo00?o0000oooo ooooool0O?ooool00ooo003oooooooooo`0=ooooo`00C_ooool00ooo003oooooooooo`10ooooo`03 o`000?oooooooooo07_ooooo00?oo`00ooooooooool03_ooool004kooooo00?oo`00ooooooooool0 @?ooool00ol0003oooooooooo`1kooooo`03ool00?oooooooooo00kooooo001>ooooo`03ool00?oo oooooooo043ooooo00?o0000ooooooooool0N_ooool00ooo003oooooooooo`0?ooooo`00C_ooool0 0ooo003oooooooooo`0/ooooo`;o00001?ooool00ol0003oooooooooo`02ooooo`?o00001_ooool0 0ol0003oooooooooo`1jooooo`03ool00?oooooooooo00oooooo001>ooooo`03ool00?oooooooooo 02_ooooo00Co0000oooooooooooo00001oooool01Ol0003ooooooooooooooooo000000Gooooo00?o 0000ooooooooool0NOooool00ooo003oooooooooo`0@ooooo`00C_ooool00ooo003oooooooooo`0[ ooooo`04o`000?ooooooooooo`0000_ooooo00?o0000ooooooooool00oooool2o`0007[ooooo00?o o`00ooooooooool04?ooool004kooooo00?oo`00ooooooooool0:oooool01?l0003oooooooooool0 000;ooooo`03o`000?oooooooooo00?ooooo00?o0000ooooooooool0NOooool00ooo003ooooooooo o`0@ooooo`00C_ooool00ooo003oooooooooo`0[ooooo`04o`000?ooooooooooo`0000Oooooo1?l0 0006ooooo`03o`000?oooooooooo07Sooooo00?oo`00ooooooooool04Oooool004kooooo00?oo`00 ooooooooool0:oooool01?l0003oooooooooool00007ooooo`03o`000?oooooooooo00Oooooo00?o 0000ooooooooool0N?ooool00ooo003oooooooooo`0Aooooo`00Coooool00ooo003oooooooooo`0[ ooooo`;o00002?ooool5o`0000Gooooo00?o0000ooooooooool0Moooool00ooo003oooooooooo`0B ooooo`00Coooool00ooo003oooooooooo`0oooooo`03o`000?oooooooooo07Oooooo00?oo`00oooo ooooool04_ooool004oooooo00?oo`00ooooooooool0?oooool00ol0003oooooooooo`1fooooo`03 ool00?oooooooooo01?ooooo001?ooooo`03ool00?oooooooooo03oooooo00?o0000ooooooooool0 M_ooool00ooo003oooooooooo`0Cooooo`00Coooool00ooo003oooooooooo`0oooooo`03o`000?oo oooooooo07Gooooo00?oo`00ooooooooool05?ooool004oooooo00?oo`00ooooooooool0?oooool0 0ol0003oooooooooo`1eooooo`03ool00?oooooooooo01Cooooo001@ooooo`03ool00?oooooooooo 03kooooo00?o0000ooooooooool0M?ooool00ooo003oooooooooo`0Eooooo`00D?ooool00ooo003o ooooooooo`0nooooo`03o`000?oooooooooo07Cooooo00?oo`00ooooooooool05Oooool0053ooooo 00?oo`00ooooooooool0?_ooool00ol0003oooooooooo`1cooooo`03ool00?oooooooooo01Kooooo 001Aooooo`03ool00?oooooooooo03gooooo00?o0000ooooooooool0Loooool00ooo003ooooooooo o`0Fooooo`00DOooool00ooo003oooooooooo`0mooooo`03o`000?oooooooooo07;ooooo00?oo`00 ooooooooool05oooool0057ooooo00?oo`00ooooooooool0?Oooool00ol0003oooooooooo`1aoooo o`03ool00?oooooooooo01Sooooo001Aooooo`03ool00?oooooooooo03gooooo00?o0000oooooooo ool0LOooool00ooo003oooooooooo`0Hooooo`00D_ooool00ooo003oooooooooo`0looooo`03o`00 0?oooooooooo073ooooo00?oo`00ooooooooool06Oooool005;ooooo00?oo`00ooooooooool0??oo ool00ol0003oooooooooo`1`ooooo`03ool00?oooooooooo01Wooooo001Booooo`03ool00?oooooo oooo03cooooo00?o0000ooooooooool0Koooool00ooo003oooooooooo`0Jooooo`00Doooool00ooo 003oooooooooo`0kooooo`03o`000?oooooooooo06kooooo00?oo`00ooooooooool06oooool005?o oooo00?oo`00ooooooooool0>oooool00ol0003oooooooooo`1^ooooo`03ool00?oooooooooo01_o oooo001Dooooo`03ool00?oooooooooo03[ooooo00?o0000ooooooooool0KOooool00ooo003ooooo ooooo`0Looooo`00EOooool00ooo003oooooooooo`0iooooo`03o`000?oooooooooo06gooooo00?o o`00ooooooooool07?ooool005Gooooo00?oo`00ooooooooool0>Oooool00ol0003oooooooooo`1/ ooooo`03ool00?oooooooooo01gooooo001Fooooo`03ool00?oooooooooo03Sooooo00?o0000oooo ooooool0Joooool00ooo003oooooooooo`0Nooooo`00E_ooool00ooo003oooooooooo`0hooooo`03 o`000?oooooooooo06_ooooo00?oo`00ooooooooool07_ooool005Oooooo00?oo`00ooooooooool0 =oooool00ol0003oooooooooo`1Zooooo`03ool00?oooooooooo01oooooo001Gooooo`03ool00?oo oooooooo03Oooooo00?o0000ooooooooool0JOooool00ooo003oooooooooo`0Pooooo`00F?ooool0 0ooo003oooooooooo`0fooooo`03o`000?oooooooooo06Sooooo00?oo`00ooooooooool08Oooool0 05Sooooo00?oo`00ooooooooool0=_ooool00ol0003oooooooooo`1Xooooo`03ool00?oooooooooo 027ooooo001Iooooo`03ool00?oooooooooo03Gooooo00?o0000ooooooooool0Ioooool00ooo003o ooooooooo`0Rooooo`00FOooool00ooo003oooooooooo`0eooooo`03o`000?oooooooooo06Kooooo 00?oo`00ooooooooool08oooool005[ooooo00?oo`00ooooooooool0=?ooool00ol0003ooooooooo o`1Uooooo`03ool00?oooooooooo02Cooooo001Kooooo`03ool00?oooooooooo03?ooooo00?o0000 ooooooooool0I?ooool00ooo003oooooooooo`0Uooooo`00G?ooool00ooo003oooooooooo`0boooo o`03o`000?oooooooooo06?ooooo00?oo`00ooooooooool09_ooool005cooooo00?oo`00oooooooo ool0<_ooool00ol0003oooooooooo`1Rooooo`03ool00?oooooooooo02Oooooo001Mooooo`03ool0 0?oooooooooo037ooooo00?o0000ooooooooool0HOooool00ooo003oooooooooo`0Xooooo`00G_oo ool00ooo003oooooooooo`0`ooooo`03o`000?oooooooooo063ooooo00?oo`00ooooooooool0:Ooo ool005kooooo00?oo`00ooooooooool0oooool006oooooo00?oo`00ooooooooool07oooool00ol0003ooooooooo o`1ooooo`00P?ooool2ool000oooooo00?o0000ooooooooool0>Oooool2ool0057ooooo0022 ooooo`;oo`003Oooool00ol0003oooooooooo`0fooooo`?oo`00Doooool008Cooooo0ooo000:oooo o`03o`000?oooooooooo03Cooooo0_oo001Fooooo`00Qoooool2ool000Sooooo00?o0000oooooooo ool0"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-1.63536, -1.61844, 0.0112783, \ 0.0112783}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: .93363 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 0.520409 0.303854 0.193394 0.303854 [ [ 0 0 0 0 ] [ 1 .93363 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 .93363 L 0 .93363 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .97619 .19339 m .97619 .8011 L s .96501 .28788 m .82358 .87697 L s .9323 .37659 m .65981 .9114 L s .88045 .45425 m .49668 .90359 L s .81318 .51649 m .3456 .85621 L s .73527 .56018 m .21655 .77504 L s .65206 .58371 m .11726 .66841 L s .56906 .58704 m .0525 .54639 L s .49139 .57168 m .02381 .41975 L s .42345 .54046 m .02944 .29901 L s .36848 .49725 m .06463 .19339 L s .32838 .44656 m .12217 .11004 L s .3036 .39308 m .19322 .05336 L s .29316 .34122 m .26825 .02467 L s .29486 .29473 m .33802 .02223 L s .30555 .25632 m .39455 .04147 L s .32153 .2275 m .43192 .07558 L s .33897 .20843 m .44685 .11629 L s .35434 .19799 m .43904 .15483 L s .36479 .19398 m .41115 .18285 L s .36848 .19339 m .36848 .19339 L s 1 0 0 r .97619 .19339 m .97618 .19575 L .97617 .1979 L .97613 .20037 L .97608 .20271 L .97597 .20687 L .97579 .21138 L .97554 .21635 L .97521 .22161 L .97444 .23104 L .97341 .24074 L .97224 .24981 L .96882 .27032 L .96425 .29101 L .95913 .30969 L .9444 .35058 L .92816 .38451 L .90699 .41944 L .88178 .45268 L .85622 .48015 L .79788 .52705 L .76662 .54546 L .73145 .56173 L .69686 .57368 L .67923 .57833 L .65981 .5824 L .65056 .58394 L .64181 .58518 L .63386 .58612 L .62543 .58691 L .62109 .58725 L .6163 .58755 L .6119 .58777 L .60788 .58792 L .60558 .58799 L .60316 .58805 L .60191 .58807 L .60074 .58809 L .59946 .5881 L .59809 .58811 L .5969 .58811 L .59562 .58811 L .59441 .58811 L .59329 .5881 L .59118 .58807 L .58894 .58803 L .58685 .58798 L .58458 .58791 L .58044 .58775 L .57643 .58754 L Mistroke .57272 .58731 L .56436 .58664 L .55552 .58571 L .53948 .58342 L .5252 .58071 L .49454 .57268 L .4632 .56105 L .43516 .54728 L .40798 .53032 L .36586 .49459 L .34788 .47427 L .33151 .45154 L .31874 .4294 L .30787 .40511 L .30384 .3938 L .30027 .38188 L .29756 .37083 L .29562 .36084 L .29413 .35074 L .29354 .34552 L .29308 .34009 L .29292 .33781 L .29278 .33539 L .29269 .33332 L .29261 .33108 L .29257 .32972 L .29255 .32846 L .29253 .32727 L .29252 .32601 L .29252 .32489 L .29252 .32384 L .29253 .3227 L .29255 .32147 L .29257 .32027 L .29261 .31895 L .29271 .31628 L .29283 .31384 L .29297 .31155 L .29338 .30649 L .29396 .30113 L .29538 .29164 L .29705 .28328 L .30127 .26792 L .30707 .25279 L .31341 .24017 L .3208 .22853 L .3281 .21924 L .33603 .21105 L .34965 .20062 L .35544 .19744 L Mistroke .36059 .19526 L .36252 .19461 L .36431 .1941 L .36561 .19379 L .36676 .19358 L .36755 .19347 L .36785 .19344 L .36807 .19342 L .36825 .1934 L .36837 .1934 L .36842 .1934 L .36845 .19339 L .36846 .19339 L .36847 .19339 L .36848 .19339 L .36848 .19339 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 268.875}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False] }, Open ]], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell["Second derivative and acceleration", "Subsubsection", CellAutoOverwrite->False], Cell[BoxData[ RowBox[{ RowBox[{"pulls", "=", RowBox[{"Table", "[", RowBox[{\({{x[t], y[t]}, {x[t] + \(\(x'\)'\)[t], y[t] + \(\(y'\)'\)[t]}}\), ",", RowBox[{"{", RowBox[{"t", ",", "0", ",", " ", StyleBox["Pi", FontColor->RGBColor[0, 1, 0]], ",", \(Pi/20\)}], "}"}]}], "]"}]}], ";"}]], "Input", CellAutoOverwrite->False], Cell[BoxData[ \(\(force = Map[Line, pulls];\)\)], "Input", CellAutoOverwrite->False], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Show", "[", RowBox[{ RowBox[{"{", RowBox[{\(Graphics[force]\), ",", RowBox[{"move", "[", StyleBox["Pi", FontColor->RGBColor[0, 1, 0]], "]"}]}], "}"}], ",", \(AspectRatio -> Automatic\)}], "]"}]], "Input", CellAutoOverwrite->False], Cell[CellGroupData[{ Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .5 m .99999 .50259 L .99997 .50494 L .99993 .50765 L .99988 .51022 L .99975 .51478 L .99956 .51973 L .99929 .52518 L .99892 .53095 L .99808 .54129 L .99695 .55194 L .99567 .56189 L .99191 .58439 L .9869 .60709 L .98128 .62758 L .96513 .67243 L .94731 .70966 L .92409 .74797 L .89644 .78444 L .86839 .81458 L .80439 .86602 L .7701 .88622 L .73152 .90407 L .69357 .91718 L .67423 .92229 L .65292 .92674 L .64278 .92844 L .63318 .9298 L .62446 .93082 L .61521 .9317 L .61045 .93206 L .60519 .93239 L .60037 .93264 L .59596 .93281 L .59344 .93288 L .59078 .93294 L .5894 .93296 L .58812 .93298 L .58672 .933 L .58522 .93301 L .58392 .93301 L .58251 .93301 L .58118 .93301 L .57995 .933 L .57764 .93297 L .57518 .93293 L .57289 .93287 L .57039 .93279 L .56586 .93261 L .56146 .93239 L Mistroke .55739 .93213 L .54821 .9314 L .53852 .93037 L .52092 .92786 L .50525 .9249 L .47162 .91608 L .43724 .90332 L .40648 .88822 L .37667 .86962 L .33045 .83041 L .31074 .80813 L .29278 .78319 L .27877 .7589 L .26684 .73225 L .26242 .71985 L .2585 .70677 L .25553 .69465 L .2534 .68369 L .25176 .67261 L .25113 .66689 L .25061 .66093 L .25044 .65843 L .25029 .65578 L .25019 .6535 L .2501 .65104 L .25006 .64955 L .25003 .64817 L .25001 .64686 L .25 .64548 L .25 .64425 L .25 .6431 L .25001 .64185 L .25003 .64051 L .25006 .63919 L .2501 .63773 L .25021 .63481 L .25034 .63213 L .25049 .62962 L .25094 .62407 L .25158 .61819 L .25314 .60777 L .25497 .59861 L .2596 .58176 L .26596 .56516 L .27292 .55131 L .28102 .53855 L .28904 .52836 L .29774 .51937 L .31267 .50793 L .31902 .50444 L Mistroke .32467 .50204 L .32679 .50133 L .32876 .50077 L .33018 .50044 L .33145 .5002 L .33231 .50008 L .33264 .50004 L .33288 .50002 L .33308 .50001 L .33321 .5 L .33327 .5 L .3333 .5 L .33331 .5 L .33332 .5 L .33333 .5 L .33333 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg?ooool00ol0003oooooooooo`21ooooo`03ool0 0?oooooooooo00Sooooo001Fooooo`03ool00?oooooooooo03Sooooo00?o0000ooooooooool0POoo ool00ooo003oooooooooo`08ooooo`00EOooool00ooo003oooooooooo`0iooooo`03o`000?oooooo oooo087ooooo00?oo`00ooooooooool02?ooool005Gooooo00?oo`00ooooooooool0>Oooool00ol0 003oooooooooo`21ooooo`03ool00?oooooooooo00Sooooo001Dooooo`03ool00?oooooooooo03[o oooo00?o0000ooooooooool0POooool00ooo003oooooooooo`08ooooo`00E?ooool00ooo003ooooo ooooo`0jooooo`03o`000?oooooooooo087ooooo00?oo`00ooooooooool02?ooool005?ooooo00?o o`00ooooooooool0>oooool00ol0003oooooooooo`20ooooo`03ool00?oooooooooo00Wooooo001B ooooo`03ool00?oooooooooo03cooooo00?o0000ooooooooool0P?ooool00ooo003oooooooooo`09 ooooo`00D_ooool00ooo003oooooooooo`0looooo`03o`000?oooooooooo083ooooo00?oo`00oooo ooooool02Oooool005;ooooo00?oo`00ooooooooool0??ooool00ol0003oooooooooo`20ooooo`03 ool00?oooooooooo00Wooooo001Aooooo`03ool00?oooooooooo03gooooo00?o0000ooooooooool0 Ooooool00ooo003oooooooooo`0:ooooo`00DOooool00ooo003oooooooooo`0mooooo`03o`000?oo oooooooo07oooooo00?oo`00ooooooooool02_ooool0057ooooo00?oo`00ooooooooool0?Oooool0 0ol0003oooooooooo`1oooooo`03ool00?oooooooooo00[ooooo001Aooooo`03ool00?oooooooooo 03gooooo00?o0000ooooooooool0Ooooool00ooo003oooooooooo`0:ooooo`00D?ooool00ooo003o ooooooooo`0nooooo`03o`000?oooooooooo07oooooo00?oo`00ooooooooool02_ooool0053ooooo 00?oo`00ooooooooool0?_ooool00ol0003oooooooooo`1oooooo`03ool00?oooooooooo00[ooooo 001?ooooo`03ool00?oooooooooo03oooooo00?o0000ooooooooool0O_ooool00ooo003ooooooooo o`0;ooooo`00Coooool00ooo003oooooooooo`0oooooo`03o`000?oooooooooo07kooooo00?oo`00 ooooooooool02oooool004oooooo00?oo`00ooooooooool0?oooool00ol0003oooooooooo`1noooo o`03ool00?oooooooooo00_ooooo001?ooooo`03ool00?oooooooooo03oooooo00?o0000oooooooo ool0O_ooool00ooo003oooooooooo`0;ooooo`00Coooool00ooo003oooooooooo`0oooooo`03o`00 0?oooooooooo07kooooo00?oo`00ooooooooool02oooool004kooooo00?oo`00ooooooooool0@?oo ool00ol0003oooooooooo`1nooooo`03ool00?oooooooooo00_ooooo001>ooooo`03ool00?oooooo oooo043ooooo00?o0000ooooooooool0OOooool00ooo003oooooooooo`0ooooo`03ool00?oooooooooo043ooooo00?o0000ooooooooool0OOooool00ooo003ooooo ooooo`0ooooo`03ool00?oooooooooo043ooooo00?o0000oooo ooooool0O?ooool00ooo003oooooooooo`0=ooooo`00C_ooool00ooo003oooooooooo`10ooooo`03 o`000?oooooooooo07_ooooo00?oo`00ooooooooool03_ooool004kooooo00?oo`00ooooooooool0 @?ooool00ol0003oooooooooo`1kooooo`03ool00?oooooooooo00kooooo001>ooooo`03ool00?oo oooooooo043ooooo00?o0000ooooooooool0N_ooool00ooo003oooooooooo`0?ooooo`00C_ooool0 0ooo003oooooooooo`0/ooooo`;o00001?ooool00ol0003oooooooooo`02ooooo`?o00001_ooool0 0ol0003oooooooooo`1jooooo`03ool00?oooooooooo00oooooo001>ooooo`03ool00?oooooooooo 02_ooooo00Co0000oooooooooooo00001oooool01Ol0003ooooooooooooooooo000000Gooooo00?o 0000ooooooooool0NOooool00ooo003oooooooooo`0@ooooo`00C_ooool00ooo003oooooooooo`0[ ooooo`04o`000?ooooooooooo`0000_ooooo00?o0000ooooooooool00oooool2o`0007[ooooo00?o o`00ooooooooool04?ooool004kooooo00?oo`00ooooooooool0:oooool01?l0003oooooooooool0 000;ooooo`03o`000?oooooooooo00?ooooo00?o0000ooooooooool0NOooool00ooo003ooooooooo o`0@ooooo`00C_ooool00ooo003oooooooooo`0[ooooo`04o`000?ooooooooooo`0000Oooooo1?l0 0006ooooo`03o`000?oooooooooo07Sooooo00?oo`00ooooooooool04Oooool004kooooo00?oo`00 ooooooooool0:oooool01?l0003oooooooooool00007ooooo`03o`000?oooooooooo00Oooooo00?o 0000ooooooooool0N?ooool00ooo003oooooooooo`0Aooooo`00Coooool00ooo003oooooooooo`0[ ooooo`;o00002?ooool5o`0000Gooooo00?o0000ooooooooool0Moooool00ooo003oooooooooo`0B ooooo`00Coooool00ooo003oooooooooo`0oooooo`03o`000?oooooooooo07Oooooo00?oo`00oooo ooooool04_ooool004oooooo00?oo`00ooooooooool0?oooool00ol0003oooooooooo`1fooooo`03 ool00?oooooooooo01?ooooo001?ooooo`03ool00?oooooooooo03oooooo00?o0000ooooooooool0 M_ooool00ooo003oooooooooo`0Cooooo`00Coooool00ooo003oooooooooo`0oooooo`03o`000?oo oooooooo07Gooooo00?oo`00ooooooooool05?ooool004oooooo00?oo`00ooooooooool0?oooool0 0ol0003oooooooooo`1eooooo`03ool00?oooooooooo01Cooooo001@ooooo`03ool00?oooooooooo 03kooooo00?o0000ooooooooool0M?ooool00ooo003oooooooooo`0Eooooo`00D?ooool00ooo003o ooooooooo`0nooooo`03o`000?oooooooooo07Cooooo00?oo`00ooooooooool05Oooool0053ooooo 00?oo`00ooooooooool0?_ooool00ol0003oooooooooo`1cooooo`03ool00?oooooooooo01Kooooo 001Aooooo`03ool00?oooooooooo03gooooo00?o0000ooooooooool0Loooool00ooo003ooooooooo o`0Fooooo`00DOooool00ooo003oooooooooo`0mooooo`03o`000?oooooooooo07;ooooo00?oo`00 ooooooooool05oooool0057ooooo00?oo`00ooooooooool0?Oooool00ol0003oooooooooo`1aoooo o`03ool00?oooooooooo01Sooooo001Aooooo`03ool00?oooooooooo03gooooo00?o0000oooooooo ool0LOooool00ooo003oooooooooo`0Hooooo`00D_ooool00ooo003oooooooooo`0looooo`03o`00 0?oooooooooo073ooooo00?oo`00ooooooooool06Oooool005;ooooo00?oo`00ooooooooool0??oo ool00ol0003oooooooooo`1`ooooo`03ool00?oooooooooo01Wooooo001Booooo`03ool00?oooooo oooo03cooooo00?o0000ooooooooool0Koooool00ooo003oooooooooo`0Jooooo`00Doooool00ooo 003oooooooooo`0kooooo`03o`000?oooooooooo06kooooo00?oo`00ooooooooool06oooool005?o oooo00?oo`00ooooooooool0>oooool00ol0003oooooooooo`1^ooooo`03ool00?oooooooooo01_o oooo001Dooooo`03ool00?oooooooooo03[ooooo00?o0000ooooooooool0KOooool00ooo003ooooo ooooo`0Looooo`00EOooool00ooo003oooooooooo`0iooooo`03o`000?oooooooooo06gooooo00?o o`00ooooooooool07?ooool005Gooooo00?oo`00ooooooooool0>Oooool00ol0003oooooooooo`1/ ooooo`03ool00?oooooooooo01gooooo001Fooooo`03ool00?oooooooooo03Sooooo00?o0000oooo ooooool0Joooool00ooo003oooooooooo`0Nooooo`00E_ooool00ooo003oooooooooo`0hooooo`03 o`000?oooooooooo06_ooooo00?oo`00ooooooooool07_ooool005Oooooo00?oo`00ooooooooool0 =oooool00ol0003oooooooooo`1Zooooo`03ool00?oooooooooo01oooooo001Gooooo`03ool00?oo oooooooo03Oooooo00?o0000ooooooooool0JOooool00ooo003oooooooooo`0Pooooo`00F?ooool0 0ooo003oooooooooo`0fooooo`03o`000?oooooooooo06Sooooo00?oo`00ooooooooool08Oooool0 05Sooooo00?oo`00ooooooooool0=_ooool00ol0003oooooooooo`1Xooooo`03ool00?oooooooooo 027ooooo001Iooooo`03ool00?oooooooooo03Gooooo00?o0000ooooooooool0Ioooool00ooo003o ooooooooo`0Rooooo`00FOooool00ooo003oooooooooo`0eooooo`03o`000?oooooooooo06Kooooo 00?oo`00ooooooooool08oooool005[ooooo00?oo`00ooooooooool0=?ooool00ol0003ooooooooo o`1Uooooo`03ool00?oooooooooo02Cooooo001Kooooo`03ool00?oooooooooo03?ooooo00?o0000 ooooooooool0I?ooool00ooo003oooooooooo`0Uooooo`00G?ooool00ooo003oooooooooo`0boooo o`03o`000?oooooooooo06?ooooo00?oo`00ooooooooool09_ooool005cooooo00?oo`00oooooooo ool0<_ooool00ol0003oooooooooo`1Rooooo`03ool00?oooooooooo02Oooooo001Mooooo`03ool0 0?oooooooooo037ooooo00?o0000ooooooooool0HOooool00ooo003oooooooooo`0Xooooo`00G_oo ool00ooo003oooooooooo`0`ooooo`03o`000?oooooooooo063ooooo00?oo`00ooooooooool0:Ooo ool005kooooo00?oo`00ooooooooool0oooool006oooooo00?oo`00ooooooooool07oooool00ol0003ooooooooo o`1ooooo`00P?ooool2ool000oooooo00?o0000ooooooooool0>Oooool2ool0057ooooo0022 ooooo`;oo`003Oooool00ol0003oooooooooo`0fooooo`?oo`00Doooool008Cooooo0ooo000:oooo o`03o`000?oooooooooo03Cooooo0_oo001Fooooo`00Qoooool2ool000Sooooo00?o0000oooooooo ool0"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-1.63536, -1.61844, 0.0112783, \ 0.0112783}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.31746 0.5 0.31746 [ [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .97619 .5 m .02381 .5 L s .96451 .59871 m .04712 .35285 L s .93034 .6914 m .11475 .2201 L s .87616 .77254 m .2201 .11475 L s .80588 .83756 m .35285 .04712 L s .72448 .88321 m .5 .02381 L s .63755 .90779 m .64715 .04712 L s .55082 .91127 m .7799 .11475 L s .46969 .89522 m .88525 .2201 L s .3987 .8626 m .95288 .35285 L s .34127 .81746 m .97619 .5 L s .29938 .7645 m .95288 .64715 L s .27348 .70862 m .88525 .7799 L s .26258 .65444 m .7799 .88525 L s .26435 .60587 m .64715 .95288 L s .27552 .56575 m .5 .97619 L s .29222 .53564 m .35285 .95288 L s .31044 .51571 m .2201 .88525 L s .32649 .5048 m .11475 .7799 L s .33741 .50061 m .04712 .64715 L s .34127 .5 m .02381 .5 L s 1 0 0 r .97619 .5 m .97618 .50246 L .97616 .5047 L .97613 .50729 L .97608 .50973 L .97596 .51408 L .97577 .51879 L .97551 .52398 L .97516 .52948 L .97436 .53933 L .97329 .54947 L .97207 .55894 L .96849 .58037 L .96371 .60199 L .95836 .6215 L .94298 .66422 L .92601 .69967 L .90389 .73616 L .87756 .77089 L .85085 .7996 L .7899 .84859 L .75724 .86783 L .72049 .88483 L .68435 .89731 L .66594 .90218 L .64564 .90642 L .63598 .90804 L .62683 .90933 L .61853 .91031 L .60972 .91114 L .60519 .91149 L .60019 .9118 L .59559 .91203 L .59139 .9122 L .58899 .91227 L .58646 .91232 L .58515 .91235 L .58393 .91236 L .58259 .91238 L .58116 .91239 L .57992 .91239 L .57858 .91239 L .57731 .91239 L .57615 .91238 L .57394 .91235 L .5716 .91231 L .56942 .91226 L .56704 .91219 L .56272 .91201 L .55853 .9118 L Mistroke .55466 .91156 L .54592 .91085 L .53669 .90988 L .51992 .90749 L .505 .90466 L .47297 .89627 L .44023 .88412 L .41094 .86974 L .38254 .85202 L .33853 .81468 L .31975 .79345 L .30265 .76971 L .2893 .74658 L .27794 .72119 L .27373 .70938 L .27 .69692 L .26718 .68538 L .26514 .67494 L .26359 .6644 L .26298 .65894 L .26249 .65326 L .26233 .65088 L .26218 .64836 L .26208 .64619 L .262 .64385 L .26196 .64242 L .26194 .64112 L .26192 .63987 L .26191 .63856 L .2619 .63738 L .26191 .63629 L .26192 .63509 L .26194 .63381 L .26196 .63256 L .262 .63118 L .2621 .62839 L .26223 .62583 L .26238 .62345 L .2628 .61816 L .26341 .61256 L .26489 .60264 L .26664 .59391 L .27105 .57786 L .2771 .56206 L .28373 .54887 L .29145 .53671 L .29908 .52701 L .30737 .51844 L .32159 .50755 L .32764 .50423 L Mistroke .33302 .50195 L .33504 .50127 L .33691 .50074 L .33827 .50042 L .33947 .50019 L .3403 .50008 L .34061 .50004 L .34084 .50002 L .34103 .50001 L .34116 .5 L .34121 .5 L .34124 .5 L .34125 .5 L .34126 .5 L .34127 .5 L .34127 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False] }, Open ]], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]], Cell[TextData[{ "The force, which is radial in the beginning, remains rather big and pulls \ against the direction of movement (braking) near the endpoint.\nIt is \ possible to replace the segments by arrows \nCOMMENT: is it by chance that \ endpoints of acceleration vectors seem to lie on a circle?\n(It is indeed \ possible to compute in ", StyleBox["Mathematica", FontSlant->"Italic"], " all parametric movements in the plane for which this is true)." }], "Text", CellAutoOverwrite->False] }, Closed]], Cell[CellGroupData[{ Cell["Exercise", "Subsubsection"], Cell["\<\ This example should be repeated for many values of length2 and c. A negative value of length2 will mirror the cardioid. Changing the value of c (try c = 3 and c = 4) gives very different \ shapes. \ \>", "Text"] }, Closed]] }, Closed]], Cell[CellGroupData[{ Cell["The ellipse: opposite angle for the second arm", "Subsection", CellAutoOverwrite->False], Cell[BoxData[ \(\(c = \(-1\);\)\)], "Input", CellAutoOverwrite->False], Cell[BoxData[{ \(\(length1 = 1;\)\), "\n", \(\(length2 = .6\ ;\)\)}], "Input", CellAutoOverwrite->False], Cell[CellGroupData[{ Cell[BoxData[ \(Clear[x, y]; x[t_] = ComplexExpand[Re[position[t]]]; y[t_] = ComplexExpand[Im[position[t]]]\)], "Input", CellAutoOverwrite->False], Cell[BoxData[ \(0.4`\ Sin[t]\)], "Output"] }, Open ]], Cell[BoxData[ RowBox[{\(move[until_]\), ":=", RowBox[{"ParametricPlot", "[", RowBox[{\({x[t], y[t]}\), ",", \({t, 0, until}\), "\n", StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(AspectRatio -> Automatic\), FontColor->GrayLevel[0.500008]], StyleBox["\n", FontColor->GrayLevel[0.500008]], StyleBox["\t", FontColor->GrayLevel[0.500008]], StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(PlotRange -> {{\(-2\), 2}, {\(-2\), 2}}\), FontColor->GrayLevel[0.500008]], StyleBox["\n", FontColor->GrayLevel[0.500008]], StyleBox["\t", FontColor->GrayLevel[0.500008]], StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(PlotStyle -> Hue[0]\), FontColor->GrayLevel[0.500008]]}], "]"}]}]], "Input", CellAutoOverwrite->False], Cell[CellGroupData[{ Cell[BoxData[ \(move[\[Pi]]\)], "Input", CellAutoOverwrite->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .9 .5 m .9 .50039 L .89999 .50074 L .89997 .50115 L .89995 .50153 L .8999 .50222 L .89982 .50296 L .89971 .50378 L .89957 .50465 L .89923 .5062 L .89878 .5078 L .89827 .5093 L .89676 .51271 L .89474 .51617 L .89247 .51932 L .88589 .52633 L .87854 .53232 L .86882 .5387 L .84482 .55068 L .81586 .56136 L .77933 .57158 L .73916 .58016 L .69657 .58709 L .67371 .59008 L .6478 .59292 L .62215 .59522 L .59827 .59694 L .57313 .59831 L .55915 .5989 L .54585 .59934 L .53317 .59966 L .52676 .59978 L .51967 .59988 L .51364 .59994 L .51025 .59997 L .50864 .59998 L .50714 .59998 L .50571 .59999 L .5044 .59999 L .50295 .6 L .50141 .6 L .49992 .6 L .4983 .6 L .49678 .6 L .49537 .59999 L .49372 .59999 L .49215 .59998 L .48921 .59996 L .48604 .59994 L .48259 .59991 L Mistroke .47639 .59983 L .47064 .59973 L .4575 .59943 L .44357 .599 L .43013 .59846 L .41571 .59775 L .38989 .59614 L .3648 .59411 L .33897 .59154 L .29443 .58578 L .25058 .57818 L .21256 .56954 L .17736 .55911 L .14912 .54801 L .12768 .53655 L .11892 .53039 L .11142 .52372 L .10866 .5207 L .10612 .51742 L .10427 .51458 L .10263 .51145 L .10147 .50857 L .10069 .50588 L .10039 .50439 L .10018 .50304 L .1001 .50229 L .10007 .50189 L .10004 .50147 L .10002 .50111 L .10001 .50071 L .1 .50034 L .1 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg_ooool3ool005Cooooo00?o0000oooo ooooool0D_ooool3ool003Oooooo000mooooo`?oo`00DOooool00ol0003oooooooooo`1?ooooo`?o o`00>_ooool0043ooooo1?oo001=ooooo`03o`000?oooooooooo04cooooo0ooo000mooooo`00A?oo ool3ool004[ooooo00?o0000ooooooooool0Aoooool5ool0043ooooo0017ooooo`?oo`00Aoooool2 o`0004?ooooo1Ooo0015ooooo`00B_ooool5ool004;ooooo00?o0000ooooooooool0??ooool6ool0 04[ooooo001?ooooo`Koo`00??ooool00ol0003oooooooooo`0fooooo`Koo`00D?ooool005Gooooo 2_oo000booooo`03o`000?oooooooooo033ooooo1_oo001Fooooo`00Goooool:ool002Sooooo00?o 0000ooooooooool0:_ooool6ool005cooooo001Yooooo`Ooo`008Oooool00ol0003oooooooooo`0K ooooo`ooo`00H_ooool0073ooooo4?oo000Aooooo`03o`000?oooooooooo00_ooooo4?oo001aoooo o`00P?oooolOool0087ooooo002Aooooo`03o`000?oooooooooo08cooooo002Aooooo`03o`000?oo oooooooo08cooooo002Aooooo`03o`000?oooooooooo08cooooo001mooooo`;o00001?ooool00ol0 003oooooooooo`02ooooo`?o00001_ooool00ol0003oooooooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]], Cell["\<\ COMMENT: it is an ellipse! It is maybe the best way to represent an \ ellipse\ \>", "Text"], Cell["Here is an animation ", "Text"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Do", "[", RowBox[{\(move[until]\), ",", RowBox[{"{", RowBox[{"until", ",", \(Pi/20\), ",", StyleBox[" ", FontColor->RGBColor[0, 1, 0]], StyleBox["Pi", FontColor->RGBColor[0, 1, 0]], ",", \(Pi/20\)}], "}"}]}], "]"}]], "Input", CellAutoOverwrite->False], Cell[CellGroupData[{ Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .9 .5 m .9 .50002 L .9 .50004 L .9 .50006 L .9 .50008 L .9 .50011 L .9 .50015 L .9 .50019 L .9 .50023 L .9 .50031 L .9 .50039 L .9 .50047 L .89999 .50064 L .89999 .50081 L .89998 .50097 L .89996 .50133 L .89995 .50165 L .89992 .50199 L .89986 .50266 L .89978 .5033 L .89968 .50399 L .89957 .50465 L .89944 .50528 L .89929 .50596 L .89913 .50661 L .89895 .50723 L .89875 .5079 L .89854 .50854 L .8983 .50922 L .89805 .50987 L .89779 .5105 L .8975 .51117 L .8972 .51181 L .8969 .51243 L .89656 .51309 L .89622 .51372 L .89584 .51439 L .89545 .51504 L .89508 .51564 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .9 .5 m .9 .50004 L .9 .50007 L .9 .50011 L .9 .50015 L .9 .50022 L .9 .5003 L .9 .50038 L .9 .50046 L .89999 .50062 L .89999 .50078 L .89998 .50093 L .89997 .50127 L .89995 .50162 L .89992 .50194 L .89986 .50266 L .89978 .50329 L .89968 .50397 L .89944 .50531 L .89913 .5066 L .89873 .50797 L .89827 .50929 L .89777 .51055 L .89716 .5119 L .89651 .51319 L .89581 .51443 L .89501 .51575 L .89417 .51701 L .8932 .51836 L .89221 .51965 L .89118 .52088 L .89002 .5222 L .88884 .52346 L .88764 .52467 L .8863 .52595 L .88494 .52718 L .88343 .52848 L .88191 .52973 L .88042 .5309 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .9 .5 m .9 .50006 L .9 .50011 L .9 .50017 L .9 .50023 L .9 .50033 L .9 .50044 L .89999 .50057 L .89999 .5007 L .89998 .50093 L .89997 .50117 L .89996 .5014 L .89993 .50191 L .89988 .50244 L .89983 .50292 L .89968 .504 L .89951 .50493 L .89929 .50596 L .89873 .50796 L .89804 .50989 L .89714 .51194 L .89612 .5139 L .89498 .51579 L .89362 .51779 L .89215 .51971 L .8906 .52155 L .8888 .5235 L .88692 .52536 L .88476 .52734 L .88253 .52923 L .88025 .53104 L .87766 .53295 L .87503 .53478 L .87237 .53652 L .86939 .53837 L .86638 .54013 L .86304 .54198 L .85968 .54375 L .8564 .5454 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .9 .5 m .9 .50008 L .9 .50015 L .9 .50023 L .9 .50031 L .9 .50044 L .89999 .50059 L .89999 .50076 L .89998 .50093 L .89997 .50124 L .89995 .50156 L .89993 .50186 L .89987 .50255 L .89979 .50325 L .8997 .50389 L .89943 .50533 L .89913 .50658 L .89874 .50794 L .89774 .51061 L .89651 .51317 L .89492 .51589 L .8931 .51849 L .89109 .52098 L .88868 .52362 L .88609 .52614 L .88335 .52855 L .88016 .5311 L .87685 .53353 L .87305 .53609 L .86912 .53853 L .86511 .54085 L .86058 .54329 L .85598 .54561 L .85132 .54781 L .84613 .55012 L .8409 .55231 L .83509 .55461 L .82927 .55678 L .82361 .55878 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .9 .5 m .9 .5001 L .9 .50019 L .9 .50029 L .9 .50038 L .89999 .50055 L .89999 .50074 L .89998 .50094 L .89997 .50116 L .89995 .50155 L .89992 .50195 L .89989 .50233 L .8998 .50319 L .89967 .50406 L .89953 .50486 L .89911 .50666 L .89865 .50822 L .89803 .50992 L .89647 .51325 L .89456 .51644 L .89207 .51981 L .88924 .52304 L .88611 .52612 L .88236 .52937 L .87833 .53247 L .87408 .53541 L .86915 .53851 L .86402 .54145 L .85816 .54453 L .85211 .54745 L .84594 .5502 L .83899 .55308 L .83194 .5558 L .82483 .55836 L .81691 .56102 L .80897 .56351 L .80017 .5661 L .79137 .56851 L .78284 .57071 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .9 .5 m .9 .50012 L .9 .50022 L .9 .50034 L .9 .50046 L .89999 .50067 L .89998 .50089 L .89997 .50113 L .89996 .50139 L .89993 .50186 L .89989 .50234 L .89984 .50279 L .89971 .50382 L .89953 .50487 L .89932 .50583 L .89872 .50798 L .89805 .50986 L .89716 .51189 L .89493 .51588 L .89217 .51969 L .8886 .5237 L .88454 .52754 L .88005 .53118 L .87468 .53501 L .86892 .53864 L .86286 .54208 L .85583 .54568 L .84854 .54907 L .84021 .55259 L .83166 .5559 L .82294 .55901 L .81315 .56222 L .80325 .56521 L .79329 .568 L .78224 .57086 L .77119 .57351 L .759 .57621 L .74685 .57869 L .73511 .5809 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .9 .5 m .9 .50014 L .9 .50026 L .9 .5004 L .89999 .50054 L .89999 .50078 L .89998 .50104 L .89997 .50132 L .89995 .50163 L .89991 .50217 L .89985 .50273 L .89979 .50326 L .8996 .50446 L .89935 .50568 L .89907 .5068 L .89826 .50931 L .89735 .51149 L .89614 .51386 L .8931 .5185 L .88936 .52291 L .88451 .52756 L .879 .53198 L .87293 .53616 L .86567 .54053 L .8579 .54465 L .84973 .54853 L .84029 .55256 L .83051 .55633 L .81938 .56021 L .80797 .56381 L .79637 .56716 L .7834 .57057 L .77032 .57371 L .75721 .57658 L .74272 .57949 L .72828 .58212 L .71243 .58473 L .69671 .58707 L .6816 .5891 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgoooool0097ooooo00?o0000ooooooooool0A_oo ool7ool003oooooo002Aooooo`;o0000@oooool4ool004Kooooo002Aooooo`03o`000?oooooooooo 03kooooo1?oo001:ooooo`00TOooool00ol0003oooooooooo`0jooooo`Coo`00C_ooool0097ooooo 00?o0000ooooooooool0"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .9 .5 m .9 .50016 L .9 .5003 L .9 .50046 L .89999 .50061 L .89998 .50089 L .89997 .50118 L .89995 .50151 L .89993 .50186 L .89988 .50248 L .8998 .50312 L .89972 .50373 L .89948 .5051 L .89916 .50649 L .89879 .50777 L .89773 .51064 L .89654 .51312 L .89496 .51583 L .89099 .5211 L .88612 .52612 L .87981 .53137 L .87265 .53634 L .86477 .54103 L .85536 .54591 L .84532 .55047 L .83477 .55473 L .82263 .55911 L .81007 .56318 L .79582 .56731 L .78126 .5711 L .76653 .57457 L .7501 .57804 L .7336 .58118 L .71714 .58398 L .69902 .58674 L .68106 .58917 L .66144 .59149 L .64209 .59348 L .62361 .59511 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg?ooool0097ooooo00?o0000ooooooooool0COooool4ool003_ooooo002Aooooo`03o`000?oo oooooooo04Wooooo1?oo000oooooo`00TOooool2o`0004Kooooo1?oo0013ooooo`00TOooool00ol0 003oooooooooo`10ooooo`Goo`00Aoooool0097ooooo00?o0000ooooooooool0=oooool9ool004co oooo002Aooooo`03o`000?oooooooooo03;ooooo1Ooo001Eooooo`00TOooool00ol0003ooooooooo o`0Wooooo`_oo`00F_ooool0097ooooo00?o0000ooooooooool07oooool8ool006Gooooo002Aoooo o`03o`000?oooooooooo08cooooo002Aooooo`;o0000SOooool0097ooooo00?o0000ooooooooool0 S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0 07gooooo0_l00004ooooo`03o`000?oooooooooo00;ooooo0ol00006ooooo`03o`000?oooooooooo 08cooooo001looooo`04o`000?ooooooooooo`0000Oooooo00Go0000ooooooooooooooooo`000005 ooooo`03o`000?oooooooooo08cooooo001looooo`04o`000?ooooooooooo`0000_ooooo00?o0000 ooooooooool00oooool00ol0003oooooooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .9 .5 m .9 .50017 L .9 .50033 L .89999 .50052 L .89999 .50069 L .89998 .501 L .89996 .50133 L .89994 .5017 L .89991 .50209 L .89984 .50279 L .89975 .50351 L .89965 .50419 L .89934 .50573 L .89893 .5073 L .89847 .50874 L .89713 .51196 L .89562 .51475 L .89362 .51779 L .88861 .52369 L .88246 .52929 L .8745 .53513 L .86549 .54064 L .85559 .54579 L .84379 .55112 L .83122 .55606 L .81806 .56064 L .80294 .5653 L .78736 .56956 L .76975 .57384 L .75182 .5777 L .73374 .58115 L .71367 .58454 L .69361 .58751 L .6737 .59008 L .6519 .59251 L .63041 .59454 L .60709 .59635 L .58425 .59776 L .56257 .59877 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgOooool0097ooooo00?o0000ooooooooool0Boooool4ool003gooooo002Aooooo`03o`000?oo oooooooo04Sooooo0ooo0011ooooo`00TOooool2o`0004Kooooo0ooo0014ooooo`00TOooool00ol0 003oooooooooo`10ooooo`Goo`00Aoooool0097ooooo00?o0000ooooooooool0=Oooool;ool004co oooo002Aooooo`03o`000?oooooooooo033ooooo1Ooo001Gooooo`00TOooool00ol0003ooooooooo o`0Zooooo`Koo`00G?ooool0097ooooo00?o0000ooooooooool07_ooool"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .9 .5 m .9 .50019 L .9 .50037 L .89999 .50057 L .89999 .50077 L .89998 .50111 L .89996 .50148 L .89993 .50189 L .89989 .50232 L .89981 .5031 L .89969 .5039 L .89957 .50466 L .89919 .50637 L .89868 .50811 L .89811 .5097 L .89646 .51328 L .8946 .51638 L .89213 .51974 L .88596 .52626 L .87838 .53243 L .8686 .53884 L .85754 .54484 L .84542 .55043 L .831 .55615 L .81568 .56141 L .79969 .56623 L .78137 .57108 L .76256 .57544 L .74138 .57974 L .71991 .58353 L .69836 .58684 L .67457 .58997 L .65091 .59261 L .62757 .59478 L .60217 .59668 L .5773 .59812 L .56429 .5987 L .55051 .5992 L .53757 .59956 L .53177 .59968 L .52549 .5998 L .52192 .59985 L .51862 .59989 L .51554 .59992 L .51214 .59995 L .50909 .59997 L .50624 .59999 L .50467 .59999 L .50323 .6 L .50244 .6 L Mistroke .50157 .6 L .50076 .6 L .5 .6 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .9 .5 m .9 .50021 L .9 .50041 L .89999 .50063 L .89999 .50084 L .89997 .50122 L .89995 .50163 L .89991 .50208 L .89987 .50256 L .89977 .50341 L .89963 .50429 L .89948 .50512 L .89902 .507 L .89841 .50892 L .89772 .51067 L .89571 .5146 L .89347 .518 L .89048 .52168 L .88303 .52882 L .87389 .53554 L .86211 .54248 L .84881 .54894 L .83428 .55492 L .81703 .56098 L .79876 .56649 L .77974 .57148 L .75804 .57641 L .73584 .58077 L .71095 .58496 L .68585 .58855 L .66079 .59156 L .63328 .59429 L .6061 .59642 L .57945 .59801 L .56565 .59864 L .55067 .59919 L .53622 .59959 L .52893 .59974 L .52482 .59981 L .52094 .59986 L .51737 .59991 L .5135 .59994 L .50997 .59997 L .50841 .59998 L .50672 .59999 L .50577 .59999 L .50491 .59999 L .50402 .59999 L .50321 .6 L .50226 .6 L Mistroke .50176 .6 L .50122 .6 L .50071 .6 L .50023 .6 L .49934 .6 L .49838 .6 L .4979 .6 L .49738 .6 L .49645 .6 L .49558 .59999 L .49362 .59999 L .49152 .59998 L .48767 .59995 L .48412 .59992 L .47609 .59982 L .46902 .5997 L .46152 .59954 L .44906 .59919 L .43743 .59877 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgOooool0097ooooo00?o0000ooooooooool0C?ooool3ool003gooooo002Aooooo`03o`000?oo oooooooo04Oooooo1Ooo0010ooooo`00TOooool2o`0004;ooooo1_oo0015ooooo`00TOooool00ol0 003oooooooooo`0looooo`Goo`00Boooool0097ooooo00?o0000ooooooooool0>Oooool3ool0053o oooo002Aooooo`03o`000?oooooooooo03Cooooo1Ooo001Cooooo`00TOooool00ol0003ooooooooo o`0Vooooo`koo`00F?ooool0097ooooo00?o0000ooooooooool07_ooool8ool006Kooooo001ooooo o`?oo`003oooool00ol0003oooooooooo`0=oooooa7oo`00K_ooool008;ooooo7ooo001oooooo`00 TOooool00ol0003oooooooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .9 .5 m .9 .50023 L .9 .50044 L .89999 .50069 L .89998 .50092 L .89996 .50133 L .89994 .50178 L .8999 .50227 L .89984 .50279 L .89972 .50372 L .89956 .50468 L .89938 .50559 L .89883 .50764 L .8981 .50973 L .89728 .51164 L .8949 .51592 L .89223 .51962 L .88868 .52362 L .87983 .53135 L .86899 .5386 L .85505 .54606 L .83934 .55294 L .82221 .55926 L .80193 .56559 L .78053 .57128 L .75833 .57635 L .73309 .58127 L .70739 .58551 L .67873 .58946 L .64998 .5927 L .62145 .59528 L .60674 .59637 L .59032 .59742 L .57446 .59825 L .5598 .59888 L .54461 .59938 L .53661 .59958 L .52817 .59975 L .52063 .59987 L .5164 .59992 L .51256 .59995 L .50898 .59997 L .50695 .59998 L .50509 .59999 L .5043 .59999 L .50345 .6 L .50253 .6 L .50166 .6 L .50068 .6 L .49976 .6 L Mistroke .49893 .6 L .49803 .6 L .49751 .6 L .49697 .6 L .496 .59999 L .49495 .59999 L .49381 .59999 L .49175 .59998 L .48984 .59997 L .48626 .59994 L .48243 .5999 L .47374 .59978 L .46585 .59963 L .45079 .59924 L .43452 .59865 L .4191 .59793 L .40287 .59701 L .37639 .59511 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .9 .5 m .9 .50025 L .9 .50048 L .89999 .50075 L .89998 .501 L .89996 .50144 L .89993 .50192 L .89988 .50246 L .89982 .50302 L .89967 .50403 L .89948 .50507 L .89927 .50605 L .89863 .50827 L .89777 .51054 L .89681 .5126 L .89402 .51723 L .89089 .52123 L .88673 .52555 L .87637 .53386 L .86369 .54163 L .84742 .54956 L .82913 .55683 L .80924 .56343 L .78576 .56997 L .76107 .57576 L .73556 .58082 L .70669 .58561 L .67744 .58962 L .64499 .5932 L .61265 .59595 L .58076 .59794 L .56408 .59871 L .55551 .59903 L .54624 .59933 L .53758 .59956 L .52962 .59973 L .52199 .59985 L .51816 .5999 L .51396 .59994 L .51179 .59996 L .50943 .59997 L .50721 .59998 L .50615 .59999 L .50515 .59999 L .50419 .59999 L .5033 .6 L .50232 .6 L .50126 .6 L .50025 .6 L .49915 .6 L Mistroke .49811 .6 L .49715 .6 L .49602 .6 L .49479 .59999 L .49258 .59998 L .49042 .59997 L .48845 .59996 L .48394 .59992 L .47919 .59986 L .47105 .59974 L .46236 .59956 L .44673 .59911 L .4287 .5984 L .41178 .59754 L .38001 .59539 L .3471 .59241 L .3184 .5891 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .9 .5 m .9 .50027 L .89999 .50052 L .89999 .5008 L .89998 .50107 L .89995 .50155 L .89991 .50207 L .89986 .50265 L .89979 .50325 L .89962 .50434 L .8994 .50546 L .89915 .50652 L .89841 .50891 L .89742 .51134 L .8963 .51357 L .89306 .51854 L .88944 .52283 L .88462 .52746 L .87263 .53635 L .85799 .54461 L .83924 .55298 L .81821 .56059 L .7954 .56743 L .76858 .5741 L .74048 .57991 L .71156 .58487 L .679 .58943 L .64618 .59308 L .629 .59466 L .61001 .59614 L .59309 .59725 L .57421 .59826 L .55619 .59901 L .54616 .59933 L .53692 .59957 L .52825 .59975 L .5191 .59989 L .51434 .59994 L .50991 .59997 L .50736 .59998 L .50504 .59999 L .50376 .6 L .50304 .6 L .50237 .6 L .50178 .6 L .50114 .6 L .50047 .6 L .49984 .6 L .49869 .6 L .49804 .6 L Mistroke .49746 .6 L .49632 .6 L .49525 .59999 L .49284 .59998 L .49148 .59998 L .49023 .59997 L .48579 .59994 L .48111 .59989 L .47296 .59977 L .46403 .59959 L .45463 .59935 L .44609 .59909 L .42701 .59832 L .40972 .59742 L .39114 .59623 L .35539 .59324 L .32217 .58957 L .29161 .58536 L .26489 .5809 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgoooool0097ooooo00?o0000ooooooooool0BOoo ool4ool003oooooo002Aooooo`;o0000A?ooool6ool004?ooooo001?ooooo`?oo`00?oooool00ol0 003oooooooooo`0mooooo`Koo`00BOooool005;ooooo1?oo000kooooo`03o`000?oooooooooo03Wo oooo1?oo001?ooooo`00E_ooool6ool003Gooooo00?o0000ooooooooool0"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .9 .5 m .9 .50029 L .89999 .50056 L .89999 .50086 L .89997 .50115 L .89994 .50166 L .8999 .50222 L .89984 .50283 L .89976 .50348 L .89957 .50465 L .89931 .50585 L .89902 .50698 L .89817 .50954 L .89704 .51215 L .89576 .51453 L .89204 .51985 L .88788 .52443 L .88236 .52937 L .86864 .53881 L .85191 .54754 L .83052 .55632 L .8066 .56422 L .78074 .57123 L .75044 .57797 L .71883 .58371 L .68645 .58847 L .65019 .59268 L .61386 .59586 L .59356 .59723 L .5741 .59827 L .56469 .59868 L .55465 .59906 L .54522 .59936 L .53655 .59958 L .5273 .59977 L .52244 .59984 L .51732 .59991 L .51285 .59995 L .51071 .59996 L .50869 .59998 L .50754 .59998 L .50629 .59999 L .50526 .59999 L .50412 .59999 L .50289 .6 L .50158 .6 L .50037 .6 L .49924 .6 L .498 .6 L .49731 .6 L Mistroke .49668 .6 L .49546 .59999 L .49431 .59999 L .49173 .59998 L .48894 .59996 L .48385 .59992 L .47917 .59986 L .47026 .59972 L .46088 .59952 L .45153 .59926 L .44156 .59893 L .42366 .59816 L .4031 .59702 L .3839 .5957 L .34813 .59251 L .31159 .58821 L .27821 .58322 L .24809 .57768 L .21845 .57103 L .21716 .57071 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .9 .5 m .9 .50031 L .89999 .50059 L .89998 .50092 L .89997 .50123 L .89994 .50177 L .89989 .50237 L .89982 .50302 L .89972 .50372 L .89951 .50496 L .89922 .50624 L .89889 .50745 L .89792 .51018 L .89663 .51296 L .89517 .51549 L .89095 .52115 L .88622 .52602 L .87995 .53126 L .86438 .54125 L .84543 .55042 L .82127 .55957 L .79433 .56772 L .7653 .57484 L .73142 .58157 L .69622 .58714 L .66037 .59161 L .63968 .5937 L .62044 .59536 L .59994 .59683 L .58071 .59794 L .56088 .59883 L .55036 .5992 L .53915 .59952 L .52929 .59973 L .52374 .59982 L .51865 .59989 L .51416 .59994 L .51159 .59996 L .50925 .59997 L .50678 .59999 L .50541 .59999 L .50413 .59999 L .50294 .6 L .50184 .6 L .50064 .6 L .49936 .6 L .49808 .6 L .49669 .6 L .49537 .59999 L .49415 .59999 L Mistroke .49185 .59998 L .4894 .59996 L .48651 .59994 L .48379 .59992 L .47871 .59986 L .46944 .59971 L .45944 .59948 L .44944 .5992 L .43852 .59881 L .41665 .5978 L .39658 .5966 L .37541 .59503 L .3347 .59106 L .29733 .58621 L .2635 .58065 L .23018 .57382 L .20105 .56644 L .17639 .55878 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .9 .5 m .9 .50033 L .89999 .50063 L .89998 .50098 L .89997 .5013 L .89993 .50188 L .89987 .50252 L .89979 .50321 L .89969 .50395 L .89944 .50527 L .89912 .50663 L .89875 .50791 L .89766 .51081 L .89619 .51376 L .89455 .51645 L .88979 .52245 L .88446 .52761 L .87739 .53314 L .85987 .54366 L .83859 .55324 L .81151 .56273 L .78142 .57106 L .74911 .57824 L .71156 .58487 L .67276 .59019 L .63344 .59427 L .61263 .59595 L .58994 .59744 L .57879 .59804 L .56658 .5986 L .55598 .59902 L .54424 .59939 L .53285 .59966 L .52763 .59976 L .52214 .59985 L .51623 .59992 L .51361 .59994 L .51081 .59996 L .50923 .59997 L .50779 .59998 L .50632 .59999 L .50497 .59999 L .5034 .6 L .50257 .6 L .50169 .6 L .50021 .6 L .49937 .6 L .49859 .6 L .49718 .6 L .4964 .6 L Mistroke .49569 .59999 L .49431 .59999 L .493 .59998 L .49008 .59997 L .48692 .59995 L .48115 .59989 L .47585 .59982 L .46576 .59963 L .45514 .59937 L .43329 .5986 L .4131 .59761 L .39093 .59621 L .37105 .59466 L .32958 .59047 L .2917 .58537 L .25405 .57886 L .22084 .57162 L .1921 .56383 L .1653 .55476 L .1436 .5454 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg?ooool3ool005Kooooo00?o0000oooo ooooool0D_ooool3ool003Oooooo000kooooo`?oo`00Doooool00ol0003oooooooooo`1?ooooo`?o o`00>_ooool003kooooo1?oo001?ooooo`03o`000?oooooooooo04cooooo0ooo000mooooo`00@_oo ool4ool004_ooooo00?o0000ooooooooool0BOooool3ool0043ooooo0016ooooo`Goo`00A_ooool2 o`0004Gooooo1Ooo0013ooooo`00Boooool5ool0047ooooo00?o0000ooooooooool0?oooool5ool0 04Sooooo001@ooooo`Goo`00??ooool00ol0003oooooooooo`0jooooo`Goo`00COooool005Gooooo 2?oo000dooooo`03o`000?oooooooooo03;ooooo2?oo001Booooo`00GOooool;ool002Wooooo00?o 0000ooooooooool0:?ooool:ool005[ooooo001Xooooo`Woo`008?ooool00ol0003oooooooooo`0O ooooo`Woo`00I?ooool0077ooooo4Ooo000?ooooo`03o`000?oooooooooo00kooooo4Ooo001]oooo o`00P_oooolPool007kooooo002Aooooo`03o`000?oooooooooo08cooooo002Aooooo`03o`000?oo oooooooo08cooooo002Aooooo`03o`000?oooooooooo08cooooo001mooooo`;o00001?ooool00ol0 003oooooooooo`02ooooo`?o00001_ooool00ol0003oooooooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .9 .5 m .9 .50035 L .89999 .50067 L .89998 .50103 L .89996 .50138 L .89992 .502 L .89986 .50266 L .89977 .5034 L .89965 .50418 L .89938 .50558 L .89901 .50702 L .89859 .50837 L .89737 .51144 L .89573 .51457 L .89389 .51741 L .88856 .52375 L .88259 .52918 L .87468 .53501 L .8551 .54603 L .83137 .55601 L .80126 .56579 L .7679 .57426 L .73223 .58142 L .69096 .58787 L .64854 .59285 L .60582 .59644 L .58331 .59781 L .55888 .59891 L .5469 .59931 L .54057 .59948 L .53383 .59964 L .52795 .59976 L .52145 .59986 L .5186 .59989 L .51553 .59992 L .51262 .59995 L .50997 .59997 L .50713 .59998 L .50556 .59999 L .50409 .59999 L .50272 .6 L .50146 .6 L .50007 .6 L .49861 .6 L .49713 .6 L .49631 .6 L .49555 .59999 L .49408 .59999 L .49269 .59998 L .48957 .59997 L Mistroke .48618 .59994 L .47989 .59987 L .47319 .59978 L .46118 .59953 L .44901 .59918 L .43592 .59871 L .41239 .59757 L .38941 .5961 L .36559 .59419 L .32401 .5898 L .28222 .58388 L .24495 .57703 L .20909 .56863 L .17868 .55956 L .15368 .55004 L .13202 .5392 L .11958 .5309 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg_ooool003oooooo1Ooo001=ooooo`03o`00 0?oooooooooo04cooooo0ooo000mooooo`00A?ooool5ool004Sooooo00?o0000ooooooooool0BOoo ool3ool0043ooooo0019ooooo`Goo`00@oooool2o`0004Kooooo1?oo0013ooooo`00C_ooool5ool0 03kooooo00?o0000ooooooooool0@?ooool5ool004Oooooo001Cooooo`Goo`00>Oooool00ol0003o ooooooooo`0hooooo`Soo`00C?ooool005Sooooo1_oo000cooooo`03o`000?oooooooooo02oooooo 2Ooo001Dooooo`00G_ooool9ool002[ooooo00?o0000ooooooooool0:Oooool6ool005gooooo001W ooooo`Woo`008Oooool00ol0003oooooooooo`0Pooooo`Woo`00Hoooool0073ooooo4_oo000?oooo o`03o`000?oooooooooo00cooooo5?oo001/ooooo`00P_oooolNool0083ooooo002Aooooo`03o`00 0?oooooooooo08cooooo002Aooooo`03o`000?oooooooooo08cooooo002Aooooo`03o`000?oooooo oooo08cooooo001mooooo`;o00001?ooool00ol0003oooooooooo`02ooooo`?o00001_ooool00ol0 003oooooooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .9 .5 m .9 .50037 L .89999 .5007 L .89998 .50109 L .89996 .50146 L .89991 .50211 L .89984 .50281 L .89974 .50359 L .89961 .50441 L .89931 .50589 L .8989 .50741 L .89843 .50884 L .89707 .51208 L .89525 .51537 L .8932 .51836 L .88726 .52504 L .88061 .53075 L .87183 .53686 L .85008 .54837 L .82379 .55872 L .79053 .56874 L .75381 .57729 L .7147 .58437 L .66968 .59056 L .64617 .59308 L .62368 .5951 L .60022 .59681 L .57764 .5981 L .56562 .59865 L .55248 .59914 L .54048 .59949 L .52934 .59973 L .52355 .59983 L .5205 .59987 L .5173 .59991 L .51448 .59993 L .51139 .59996 L .50858 .59998 L .50597 .59999 L .50436 .59999 L .50345 .6 L .50261 .6 L .50106 .6 L .49943 .6 L .49797 .6 L .4966 .6 L .4951 .59999 L .49349 .59999 L .49178 .59998 L .48991 .59997 L Mistroke .48652 .59994 L .48016 .59988 L .47349 .59978 L .46722 .59966 L .45553 .59938 L .44299 .59898 L .4295 .59843 L .40501 .59714 L .37957 .59536 L .33508 .5911 L .2903 .58516 L .25038 .57814 L .21203 .56941 L .17966 .55989 L .15323 .54984 L .14174 .54448 L .13062 .53837 L .12217 .53283 L .11456 .52673 L .1089 .52098 L .10492 .51564 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .9 .5 m .9 .50039 L .89999 .50074 L .89997 .50115 L .89995 .50153 L .8999 .50222 L .89982 .50296 L .89971 .50378 L .89957 .50465 L .89923 .5062 L .89878 .5078 L .89827 .5093 L .89676 .51271 L .89474 .51617 L .89247 .51932 L .88589 .52633 L .87854 .53232 L .86882 .5387 L .84482 .55068 L .81586 .56136 L .77933 .57158 L .73916 .58016 L .69657 .58709 L .67371 .59008 L .6478 .59292 L .62215 .59522 L .59827 .59694 L .57313 .59831 L .55915 .5989 L .54585 .59934 L .53317 .59966 L .52676 .59978 L .51967 .59988 L .51364 .59994 L .51025 .59997 L .50864 .59998 L .50714 .59998 L .50571 .59999 L .5044 .59999 L .50295 .6 L .50141 .6 L .49992 .6 L .4983 .6 L .49678 .6 L .49537 .59999 L .49372 .59999 L .49215 .59998 L .48921 .59996 L .48604 .59994 L .48259 .59991 L Mistroke .47639 .59983 L .47064 .59973 L .4575 .59943 L .44357 .599 L .43013 .59846 L .41571 .59775 L .38989 .59614 L .3648 .59411 L .33897 .59154 L .29443 .58578 L .25058 .57818 L .21256 .56954 L .17736 .55911 L .14912 .54801 L .12768 .53655 L .11892 .53039 L .11142 .52372 L .10866 .5207 L .10612 .51742 L .10427 .51458 L .10263 .51145 L .10147 .50857 L .10069 .50588 L .10039 .50439 L .10018 .50304 L .1001 .50229 L .10007 .50189 L .10004 .50147 L .10002 .50111 L .10001 .50071 L .1 .50034 L .1 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg_ooool3ool005Cooooo00?o0000oooo ooooool0D_ooool3ool003Oooooo000mooooo`?oo`00DOooool00ol0003oooooooooo`1?ooooo`?o o`00>_ooool0043ooooo1?oo001=ooooo`03o`000?oooooooooo04cooooo0ooo000mooooo`00A?oo ool3ool004[ooooo00?o0000ooooooooool0Aoooool5ool0043ooooo0017ooooo`?oo`00Aoooool2 o`0004?ooooo1Ooo0015ooooo`00B_ooool5ool004;ooooo00?o0000ooooooooool0??ooool6ool0 04[ooooo001?ooooo`Koo`00??ooool00ol0003oooooooooo`0fooooo`Koo`00D?ooool005Gooooo 2_oo000booooo`03o`000?oooooooooo033ooooo1_oo001Fooooo`00Goooool:ool002Sooooo00?o 0000ooooooooool0:_ooool6ool005cooooo001Yooooo`Ooo`008Oooool00ol0003oooooooooo`0K ooooo`ooo`00H_ooool0073ooooo4?oo000Aooooo`03o`000?oooooooooo00_ooooo4?oo001aoooo o`00P?oooolOool0087ooooo002Aooooo`03o`000?oooooooooo08cooooo002Aooooo`03o`000?oo oooooooo08cooooo002Aooooo`03o`000?oooooooooo08cooooo001mooooo`;o00001?ooool00ol0 003oooooooooo`02ooooo`?o00001_ooool00ol0003oooooooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}] }, Closed]] }, Open ]], Cell["\<\ COMMENT: it is possible to investigate velocities. This shows that the movement is very efficient: if the robot had to move a \ bottle, this will be very careful in the beginning , with top speed near the \ middle and gradually decreasing afterwards.\ \>", "Text"], Cell[CellGroupData[{ Cell["First derivatives and velocities", "Subsubsection", CellAutoOverwrite->False], Cell["\<\ COMMENT: this is a good occasion for using coloured arrows or \ points (ArgColors)\ \>", "Text"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"ParametricPlot", "[", RowBox[{\({\(x'\)[t], \(y'\)[t]}\), ",", \({t, 0, \ \[Pi]}\), "\n", StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(AspectRatio -> Automatic\), FontColor->GrayLevel[0.500008]], StyleBox["\n", FontColor->GrayLevel[0.500008]], StyleBox["\t", FontColor->GrayLevel[0.500008]], StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(PlotRange -> {{\(-2\), 2}, {\(-2\), 2}}\), FontColor->GrayLevel[0.500008]]}], "]"}]], "Input", CellAutoOverwrite->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath .5 Mabswid .5 .6 m .49845 .6 L .49704 .6 L .49541 .59999 L .49387 .59999 L .49113 .59998 L .48816 .59996 L .48489 .59993 L .48142 .59989 L .4752 .59981 L .46879 .5997 L .46279 .59957 L .44916 .59919 L .43532 .59868 L .42273 .59812 L .39468 .59647 L .37074 .59463 L .34518 .59221 L .29727 .5862 L .25457 .57896 L .21369 .56983 L .17937 .55979 L .15163 .54914 L .13969 .54343 L .12831 .53695 L .11911 .53054 L .11226 .52457 L .10674 .51828 L .1044 .51479 L .10264 .51146 L .10138 .50829 L .1009 .50669 L .10048 .50492 L .10023 .50341 L .10013 .50256 L .10009 .50216 L .10006 .50179 L .10004 .50143 L .10002 .5011 L .10001 .50074 L .1 .50035 L .1 .49998 L .1 .49958 L .10001 .49919 L .10003 .49884 L .10005 .49843 L .10008 .49804 L .10015 .4973 L .10024 .49651 L .10038 .49565 L Mistroke .1007 .4941 L .10108 .49266 L .10226 .48938 L .104 .48589 L .10615 .48253 L .10898 .47893 L .11545 .47247 L .12354 .4662 L .13384 .45974 L .15686 .44861 L .18728 .43765 L .22183 .42814 L .26356 .41934 L .30795 .41228 L .35379 .40692 L .37842 .40473 L .40512 .40285 L .4172 .40217 L .4303 .40153 L .44169 .40107 L .45418 .40066 L .46573 .40037 L .47648 .40017 L .48244 .4001 L .48785 .40005 L .49086 .40003 L .49243 .40002 L .4941 .40001 L .49557 .40001 L .49717 .4 L .49863 .4 L .5 .4 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgOooool3o`0005Gooooo00?o0000ooooooooool0S?ooool003Kooooo0ol0001Hooooo`03o`00 0?oooooooooo08cooooo000cooooo`?o0000Foooool00ol0003oooooooooo`2oooool5o`00057ooooo00?o0000ooooooooool0S?ooool0043ooooo1?l0001=ooooo`03o`00 0?oooooooooo08cooooo0014ooooo`Co0000BOooool00ol0003oooooooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]], Cell[BoxData[ \(\(endpoints = Table[{{x[t], y[t]}, {x[t] + \(x'\)[t], y[t] + \(y'\)[t]}}, {t, 0, \[Pi], \[Pi]/20}];\)\)], "Input", CellAutoOverwrite->False], Cell[BoxData[ \(\(tangent = Map[Line, endpoints];\)\)], "Input", CellAutoOverwrite->False], Cell[CellGroupData[{ Cell[BoxData[ \(Show[{Graphics[tangent], move[Pi]}, AspectRatio -> Automatic]\)], "Input", CellAutoOverwrite->False], Cell[CellGroupData[{ Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .9 .5 m .9 .50039 L .89999 .50074 L .89997 .50115 L .89995 .50153 L .8999 .50222 L .89982 .50296 L .89971 .50378 L .89957 .50465 L .89923 .5062 L .89878 .5078 L .89827 .5093 L .89676 .51271 L .89474 .51617 L .89247 .51932 L .88589 .52633 L .87854 .53232 L .86882 .5387 L .84482 .55068 L .81586 .56136 L .77933 .57158 L .73916 .58016 L .69657 .58709 L .67371 .59008 L .6478 .59292 L .62215 .59522 L .59827 .59694 L .57313 .59831 L .55915 .5989 L .54585 .59934 L .53317 .59966 L .52676 .59978 L .51967 .59988 L .51364 .59994 L .51025 .59997 L .50864 .59998 L .50714 .59998 L .50571 .59999 L .5044 .59999 L .50295 .6 L .50141 .6 L .49992 .6 L .4983 .6 L .49678 .6 L .49537 .59999 L .49372 .59999 L .49215 .59998 L .48921 .59996 L .48604 .59994 L .48259 .59991 L Mistroke .47639 .59983 L .47064 .59973 L .4575 .59943 L .44357 .599 L .43013 .59846 L .41571 .59775 L .38989 .59614 L .3648 .59411 L .33897 .59154 L .29443 .58578 L .25058 .57818 L .21256 .56954 L .17736 .55911 L .14912 .54801 L .12768 .53655 L .11892 .53039 L .11142 .52372 L .10866 .5207 L .10612 .51742 L .10427 .51458 L .10263 .51145 L .10147 .50857 L .10069 .50588 L .10039 .50439 L .10018 .50304 L .1001 .50229 L .10007 .50189 L .10004 .50147 L .10002 .50111 L .10001 .50071 L .1 .50034 L .1 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg_ooool3ool005Cooooo00?o0000oooo ooooool0D_ooool3ool003Oooooo000mooooo`?oo`00DOooool00ol0003oooooooooo`1?ooooo`?o o`00>_ooool0043ooooo1?oo001=ooooo`03o`000?oooooooooo04cooooo0ooo000mooooo`00A?oo ool3ool004[ooooo00?o0000ooooooooool0Aoooool5ool0043ooooo0017ooooo`?oo`00Aoooool2 o`0004?ooooo1Ooo0015ooooo`00B_ooool5ool004;ooooo00?o0000ooooooooool0??ooool6ool0 04[ooooo001?ooooo`Koo`00??ooool00ol0003oooooooooo`0fooooo`Koo`00D?ooool005Gooooo 2_oo000booooo`03o`000?oooooooooo033ooooo1_oo001Fooooo`00Goooool:ool002Sooooo00?o 0000ooooooooool0:_ooool6ool005cooooo001Yooooo`Ooo`008Oooool00ol0003oooooooooo`0K ooooo`ooo`00H_ooool0073ooooo4?oo000Aooooo`03o`000?oooooooooo00_ooooo4?oo001aoooo o`00P?oooolOool0087ooooo002Aooooo`03o`000?oooooooooo08cooooo002Aooooo`03o`000?oo oooooooo08cooooo002Aooooo`03o`000?oooooooooo08cooooo001mooooo`;o00001?ooool00ol0 003oooooooooo`02ooooo`?o00001_ooool00ol0003oooooooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: .25 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 0.581701 0.246556 0.104575 0.246556 [ [ 0 0 0 0 ] [ 1 .25 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 .25 L 0 .25 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .97619 .10457 m .97619 .2032 L s .97133 .12 m .90962 .21741 L s .95688 .13505 m .83498 .22885 L s .93319 .14935 m .7541 .23722 L s .90085 .16254 m .66897 .24233 L s .86065 .17431 m .5817 .24405 L s .81358 .18436 m .49443 .24233 L s .7608 .19245 m .4093 .23722 L s .70361 .19837 m .32842 .22885 L s .64341 .20198 m .25378 .21741 L s .5817 .2032 m .18721 .2032 L s .51999 .20198 m .13036 .18655 L s .4598 .19837 m .08462 .16789 L s .40261 .19245 m .05111 .14767 L s .34983 .18436 m .03068 .12639 L s .30276 .17431 m .02381 .10457 L s .26255 .16254 m .03068 .08276 L s .23021 .14935 m .05111 .06148 L s .20652 .13505 m .08462 .04126 L s .19207 .12 m .13036 .02259 L s .18721 .10457 m .18721 .00595 L s 1 0 0 r .97619 .10457 m .97619 .10496 L .97618 .10531 L .97616 .10571 L .97614 .10609 L .97609 .10676 L .97602 .10749 L .97591 .1083 L .97576 .10916 L .97543 .11069 L .97499 .11227 L .97448 .11375 L .97299 .11711 L .971 .12052 L .96876 .12363 L .96227 .13054 L .95502 .13644 L .94544 .14275 L .92177 .15456 L .89321 .16509 L .85718 .17517 L .81757 .18363 L .77556 .19047 L .75302 .19341 L .72746 .19622 L .70217 .19849 L .67862 .20017 L .65382 .20153 L .64004 .20211 L .62692 .20255 L .61442 .20286 L .60809 .20298 L .6011 .20308 L .59515 .20314 L .59181 .20316 L .59022 .20317 L .58874 .20318 L .58733 .20319 L .58604 .20319 L .58462 .20319 L .58309 .2032 L .58162 .2032 L .58003 .2032 L .57852 .20319 L .57714 .20319 L .57551 .20318 L .57396 .20318 L .57106 .20316 L .56793 .20314 L .56453 .2031 L Mistroke .55841 .20302 L .55275 .20293 L .53979 .20264 L .52605 .20221 L .5128 .20168 L .49857 .20098 L .4731 .19939 L .44837 .19739 L .42289 .19485 L .37897 .18918 L .33572 .18168 L .29822 .17316 L .2635 .16287 L .23566 .15193 L .21451 .14062 L .20588 .13455 L .19847 .12797 L .19576 .12499 L .19325 .12176 L .19143 .11895 L .18981 .11587 L .18866 .11302 L .18789 .11037 L .18759 .1089 L .18739 .10757 L .18732 .10683 L .18728 .10644 L .18726 .10603 L .18724 .10567 L .18722 .10527 L .18721 .10491 L .18721 .10457 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 72}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False] }, Open ]], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]], Cell["Here is the absolute velocity", "Text"], Cell[CellGroupData[{ Cell[BoxData[ \(Plot[\@\(\(x'\)[t]\^2 + \(y'\)[t]\^2\), {t, 0, \[Pi]}, \ PlotRange \[Rule] {0, 2}]\)], "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 0.303152 0 0.309017 [ [.17539 -0.0125 -9 -9 ] [.17539 -0.0125 9 0 ] [.32696 -0.0125 -3 -9 ] [.32696 -0.0125 3 0 ] [.47854 -0.0125 -9 -9 ] [.47854 -0.0125 9 0 ] [.63011 -0.0125 -3 -9 ] [.63011 -0.0125 3 0 ] [.78169 -0.0125 -9 -9 ] [.78169 -0.0125 9 0 ] [.93327 -0.0125 -3 -9 ] [.93327 -0.0125 3 0 ] [.01131 .07725 -24 -4.5 ] [.01131 .07725 0 4.5 ] [.01131 .15451 -18 -4.5 ] [.01131 .15451 0 4.5 ] [.01131 .23176 -24 -4.5 ] [.01131 .23176 0 4.5 ] [.01131 .30902 -6 -4.5 ] [.01131 .30902 0 4.5 ] [.01131 .38627 -24 -4.5 ] [.01131 .38627 0 4.5 ] [.01131 .46353 -18 -4.5 ] [.01131 .46353 0 4.5 ] [.01131 .54078 -24 -4.5 ] [.01131 .54078 0 4.5 ] [.01131 .61803 -6 -4.5 ] [.01131 .61803 0 4.5 ] [ 0 0 0 0 ] [ 1 .61803 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash .17539 0 m .17539 .00625 L s [(0.5)] .17539 -0.0125 0 1 Mshowa .32696 0 m .32696 .00625 L s [(1)] .32696 -0.0125 0 1 Mshowa .47854 0 m .47854 .00625 L s [(1.5)] .47854 -0.0125 0 1 Mshowa .63011 0 m .63011 .00625 L s [(2)] .63011 -0.0125 0 1 Mshowa .78169 0 m .78169 .00625 L s [(2.5)] .78169 -0.0125 0 1 Mshowa .93327 0 m .93327 .00625 L s [(3)] .93327 -0.0125 0 1 Mshowa .125 Mabswid .05412 0 m .05412 .00375 L s .08444 0 m .08444 .00375 L s .11476 0 m .11476 .00375 L s .14507 0 m .14507 .00375 L s .2057 0 m .2057 .00375 L s .23602 0 m .23602 .00375 L s .26633 0 m .26633 .00375 L s .29665 0 m .29665 .00375 L s .35728 0 m .35728 .00375 L s .38759 0 m .38759 .00375 L s .41791 0 m .41791 .00375 L s .44822 0 m .44822 .00375 L s .50885 0 m .50885 .00375 L s .53917 0 m .53917 .00375 L s .56948 0 m .56948 .00375 L s .5998 0 m .5998 .00375 L s .66043 0 m .66043 .00375 L s .69074 0 m .69074 .00375 L s .72106 0 m .72106 .00375 L s .75138 0 m .75138 .00375 L s .81201 0 m .81201 .00375 L s .84232 0 m .84232 .00375 L s .87264 0 m .87264 .00375 L s .90295 0 m .90295 .00375 L s .96358 0 m .96358 .00375 L s .9939 0 m .9939 .00375 L s .25 Mabswid 0 0 m 1 0 L s .02381 .07725 m .03006 .07725 L s [(0.25)] .01131 .07725 1 0 Mshowa .02381 .15451 m .03006 .15451 L s [(0.5)] .01131 .15451 1 0 Mshowa .02381 .23176 m .03006 .23176 L s [(0.75)] .01131 .23176 1 0 Mshowa .02381 .30902 m .03006 .30902 L s [(1)] .01131 .30902 1 0 Mshowa .02381 .38627 m .03006 .38627 L s [(1.25)] .01131 .38627 1 0 Mshowa .02381 .46353 m .03006 .46353 L s [(1.5)] .01131 .46353 1 0 Mshowa .02381 .54078 m .03006 .54078 L s [(1.75)] .01131 .54078 1 0 Mshowa .02381 .61803 m .03006 .61803 L s [(2)] .01131 .61803 1 0 Mshowa .125 Mabswid .02381 .01545 m .02756 .01545 L s .02381 .0309 m .02756 .0309 L s .02381 .04635 m .02756 .04635 L s .02381 .0618 m .02756 .0618 L s .02381 .09271 m .02756 .09271 L s .02381 .10816 m .02756 .10816 L s .02381 .12361 m .02756 .12361 L s .02381 .13906 m .02756 .13906 L s .02381 .16996 m .02756 .16996 L s .02381 .18541 m .02756 .18541 L s .02381 .20086 m .02756 .20086 L s .02381 .21631 m .02756 .21631 L s .02381 .24721 m .02756 .24721 L s .02381 .26266 m .02756 .26266 L s .02381 .27812 m .02756 .27812 L s .02381 .29357 m .02756 .29357 L s .02381 .32447 m .02756 .32447 L s .02381 .33992 m .02756 .33992 L s .02381 .35537 m .02756 .35537 L s .02381 .37082 m .02756 .37082 L s .02381 .40172 m .02756 .40172 L s .02381 .41717 m .02756 .41717 L s .02381 .43262 m .02756 .43262 L s .02381 .44807 m .02756 .44807 L s .02381 .47898 m .02756 .47898 L s .02381 .49443 m .02756 .49443 L s .02381 .50988 m .02756 .50988 L s .02381 .52533 m .02756 .52533 L s .02381 .55623 m .02756 .55623 L s .02381 .57168 m .02756 .57168 L s .02381 .58713 m .02756 .58713 L s .02381 .60258 m .02756 .60258 L s .25 Mabswid .02381 0 m .02381 .61803 L s 0 0 m 1 0 L 1 .61803 L 0 .61803 L closepath clip newpath .5 Mabswid .02381 .12361 m .02499 .12362 L .02605 .12366 L .02729 .12373 L .02846 .12382 L .03053 .12406 L .03279 .12442 L .03527 .12492 L .0379 .12559 L .04262 .12712 L .05205 .13139 L .06244 .13777 L .0842 .15574 L .10458 .17654 L .14335 .2216 L .18458 .27187 L .22428 .31893 L .26248 .36097 L .30312 .40081 L .34225 .43337 L .38383 .46089 L .4047 .47175 L .4239 .47991 L .44265 .48616 L .45221 .48868 L .46245 .49088 L .46773 .4918 L .47272 .49255 L .47759 .49316 L .48209 .49362 L .48635 .49396 L .48852 .4941 L .49087 .49422 L .49321 .49431 L .49426 .49434 L .49541 .49437 L .49669 .4944 L .49738 .49441 L .49803 .49442 L .49919 .49443 L .50042 .49443 L .50166 .49442 L .50236 .49441 L .50301 .4944 L .50433 .49438 L .50575 .49434 L .50832 .49425 L .51067 .49414 L .51339 .49398 L .51636 .49375 L Mistroke .52177 .49323 L .53223 .49181 L .54192 .49 L .56248 .48462 L .5811 .47796 L .62122 .45796 L .65983 .43179 L .70088 .39714 L .74042 .35793 L .77844 .31579 L .81892 .26762 L .85788 .22011 L .89929 .17237 L .92003 .15184 L .92915 .14406 L .93919 .13666 L .94784 .13144 L .95714 .12721 L .96228 .12554 L .96452 .12497 L .96697 .12446 L .9693 .12408 L .97147 .12383 L .97266 .12373 L .97375 .12367 L .97501 .12362 L .97619 .12361 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 177.938}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg[ooooo0_l0000?ooooo`007_ooool00ol0003ooooo ooooo`04ooooo`;o0000i_ooool2o`00017ooooo000Nooooo`03o`000?oooooooooo00Kooooo00?o 0000ooooooooool0hOooool2o`0001?ooooo000Nooooo`;o00002?ooool2o`000>3ooooo00?o0000 ooooooooool04oooool000_ooooo0_l00004ooooo`03o`000?oooooooooo00;ooooo0ol00005oooo o`03o`000?oooooooooo00Wooooo00?o0000ooooooooool0foooool2o`0001Kooooo000:ooooo`04 o`000?ooooooooooo`0000Oooooo00Go0000ooooooooooooooooo`000004ooooo`03o`000?oooooo oooo00[ooooo0_l0003Jooooo`03o`000?oooooooooo01Kooooo000:ooooo`04o`000?oooooooooo o`0000_ooooo00?o0000ooooooooool00_ooool00ol0003oooooooooo`0oooool001Oooooo00?o0000ooooooooool01?ooool00ol0003ooooo ooooo`0aooooo`03o`000?oooooooooo08gooooo00?o0000ooooooooool0>oooool001kooooo0_l0 000cooooo`03o`000?oooooooooo08_ooooo00?o0000ooooooooool0??ooool001kooooo00?o0000 ooooooooool0oooool00ol0003ooooo ooooo`1iooooo`03o`000?oooooooooo04Gooooo000Nooooo`03o`000?oooooooooo03cooooo00?o 0000ooooooooool0Moooool00ol0003oooooooooo`16ooooo`007_ooool00ol0003oooooooooo`0m ooooo`03o`000?oooooooooo07Gooooo00?o0000ooooooooool0Aoooool001kooooo0_l0000ooooo o`03o`000?oooooooooo07?ooooo00?o0000ooooooooool0B?ooool000Cooooo0ol00004ooooo`04 o`000?ooooooooooooooo`Go00000_ooool3o`0000Gooooo00?o0000ooooooooool0?oooool00ol0 003oooooooooo`1aooooo`03o`000?oooooooooo04Wooooo0005ooooo`03o`000?oooooooooo00So oooo00Ko0000oooooooooooo0000ooooool00003ooooo`03o`000?oooooooooo00;ooooo00?o0000 ooooooooool0@?ooool00ol0003oooooooooo`1_ooooo`03o`000?oooooooooo04[ooooo0005oooo o`03o`000?oooooooooo00Wooooo00?o0000ooooooooool01Oooool00ol0003oooooooooo`02oooo o`03o`000?oooooooooo047ooooo00?o0000ooooooooool0KOooool00ol0003oooooooooo`1;oooo o`001Oooool00ol0003oooooooooo`0:ooooo`03o`000?oooooooooo00Cooooo00?o0000oooooooo ool00_ooool3o`0004;ooooo00?o0000ooooooooool0Joooool00ol0003oooooooooo`1"], ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {-0.389469, -0.152823, \ 0.0127262, 0.0124846}}], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell["Second derivative and acceleration", "Subsubsection", CellAutoOverwrite->False], Cell[BoxData[ \(\(pulls = Table[{{x[t], y[t]}, {x[t] + \(\(x'\)'\)[t], y[t] + \(\(y'\)'\)[t]}}, {t, 0, \[Pi], \[Pi]/20}];\)\)], "Input",\ CellAutoOverwrite->False], Cell[BoxData[ \(\(force = Map[Line, pulls];\)\)], "Input", CellAutoOverwrite->False], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Show", "[", RowBox[{ RowBox[{"{", RowBox[{\(Graphics[force]\), ",", RowBox[{"move", "[", StyleBox["\[Pi]", FontColor->RGBColor[0, 1, 0]], "]"}]}], "}"}], ",", \(AspectRatio -> Automatic\)}], "]"}]], "Input", CellAutoOverwrite->False], Cell[CellGroupData[{ Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .9 .5 m .9 .50039 L .89999 .50074 L .89997 .50115 L .89995 .50153 L .8999 .50222 L .89982 .50296 L .89971 .50378 L .89957 .50465 L .89923 .5062 L .89878 .5078 L .89827 .5093 L .89676 .51271 L .89474 .51617 L .89247 .51932 L .88589 .52633 L .87854 .53232 L .86882 .5387 L .84482 .55068 L .81586 .56136 L .77933 .57158 L .73916 .58016 L .69657 .58709 L .67371 .59008 L .6478 .59292 L .62215 .59522 L .59827 .59694 L .57313 .59831 L .55915 .5989 L .54585 .59934 L .53317 .59966 L .52676 .59978 L .51967 .59988 L .51364 .59994 L .51025 .59997 L .50864 .59998 L .50714 .59998 L .50571 .59999 L .5044 .59999 L .50295 .6 L .50141 .6 L .49992 .6 L .4983 .6 L .49678 .6 L .49537 .59999 L .49372 .59999 L .49215 .59998 L .48921 .59996 L .48604 .59994 L .48259 .59991 L Mistroke .47639 .59983 L .47064 .59973 L .4575 .59943 L .44357 .599 L .43013 .59846 L .41571 .59775 L .38989 .59614 L .3648 .59411 L .33897 .59154 L .29443 .58578 L .25058 .57818 L .21256 .56954 L .17736 .55911 L .14912 .54801 L .12768 .53655 L .11892 .53039 L .11142 .52372 L .10866 .5207 L .10612 .51742 L .10427 .51458 L .10263 .51145 L .10147 .50857 L .10069 .50588 L .10039 .50439 L .10018 .50304 L .1001 .50229 L .10007 .50189 L .10004 .50147 L .10002 .50111 L .10001 .50071 L .1 .50034 L .1 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg_ooool3ool005Cooooo00?o0000oooo ooooool0D_ooool3ool003Oooooo000mooooo`?oo`00DOooool00ol0003oooooooooo`1?ooooo`?o o`00>_ooool0043ooooo1?oo001=ooooo`03o`000?oooooooooo04cooooo0ooo000mooooo`00A?oo ool3ool004[ooooo00?o0000ooooooooool0Aoooool5ool0043ooooo0017ooooo`?oo`00Aoooool2 o`0004?ooooo1Ooo0015ooooo`00B_ooool5ool004;ooooo00?o0000ooooooooool0??ooool6ool0 04[ooooo001?ooooo`Koo`00??ooool00ol0003oooooooooo`0fooooo`Koo`00D?ooool005Gooooo 2_oo000booooo`03o`000?oooooooooo033ooooo1_oo001Fooooo`00Goooool:ool002Sooooo00?o 0000ooooooooool0:_ooool6ool005cooooo001Yooooo`Ooo`008Oooool00ol0003oooooooooo`0K ooooo`ooo`00H_ooool0073ooooo4?oo000Aooooo`03o`000?oooooooooo00_ooooo4?oo001aoooo o`00P?oooolOool0087ooooo002Aooooo`03o`000?oooooooooo08cooooo002Aooooo`03o`000?oo oooooooo08cooooo002Aooooo`03o`000?oooooooooo08cooooo001mooooo`;o00001?ooool00ol0 003oooooooooo`02ooooo`?o00001_ooool00ol0003oooooooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: .125 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 0.5 0.297619 0.00297619 0.297619 [ [ 0 0 0 0 ] [ 1 .125 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 .125 L 0 .125 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .97619 .00298 m .5 .00298 L s .97033 .0216 m .5 .00298 L s .95288 .03976 m .5 .00298 L s .92429 .05702 m .5 .00298 L s .88525 .07295 m .5 .00298 L s .83672 .08716 m .5 .00298 L s .7799 .09929 m .5 .00298 L s .71619 .10905 m .5 .00298 L s .64715 .1162 m .5 .00298 L s .57449 .12056 m .5 .00298 L s .5 .12202 m .5 .00298 L s .42551 .12056 m .5 .00298 L s .35285 .1162 m .5 .00298 L s .28381 .10905 m .5 .00298 L s .2201 .09929 m .5 .00298 L s .16328 .08716 m .5 .00298 L s .11475 .07295 m .5 .00298 L s .07571 .05702 m .5 .00298 L s .04712 .03976 m .5 .00298 L s .02967 .0216 m .5 .00298 L s .02381 .00298 m .5 .00298 L s 1 0 0 r .97619 .00298 m .97619 .00344 L .97618 .00386 L .97616 .00434 L .97613 .0048 L .97607 .00562 L .97598 .0065 L .97585 .00747 L .97568 .00851 L .97527 .01036 L .97474 .01227 L .97413 .01405 L .97233 .01811 L .96992 .02223 L .96722 .02597 L .95939 .03432 L .95064 .04145 L .93908 .04905 L .9105 .06331 L .87602 .07602 L .83254 .08819 L .78472 .0984 L .73401 .10666 L .7068 .11021 L .67595 .1136 L .64542 .11634 L .61699 .11838 L .58706 .12002 L .57042 .12071 L .55458 .12124 L .53949 .12161 L .53185 .12176 L .52342 .12188 L .51624 .12195 L .5122 .12198 L .51028 .122 L .5085 .122 L .50679 .12201 L .50524 .12202 L .50352 .12202 L .50168 .12202 L .4999 .12202 L .49798 .12202 L .49616 .12202 L .49449 .12202 L .49252 .12201 L .49066 .122 L .48715 .12198 L .48338 .12195 L .47927 .12191 L Mistroke .47189 .12182 L .46505 .1217 L .44941 .12135 L .43282 .12083 L .41683 .12019 L .39966 .11935 L .36891 .11742 L .33905 .11502 L .3083 .11195 L .25528 .1051 L .20308 .09605 L .15781 .08577 L .1159 .07334 L .08229 .06013 L .05676 .04649 L .04634 .03916 L .0374 .03122 L .03412 .02762 L .03109 .02372 L .0289 .02033 L .02694 .01661 L .02556 .01318 L .02463 .00998 L .02427 .0082 L .02403 .00659 L .02393 .0057 L .02389 .00523 L .02386 .00473 L .02384 .0043 L .02382 .00382 L .02381 .00338 L .02381 .00298 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 36}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False] }, Open ]], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]], Cell["\<\ The force remains rather big and pulls against the direction of \ movement (braking) near the endpoint. COMMENT: is it by chance that acceleration vectors seem to share the same \ endpoint?\ \>", "Text", CellAutoOverwrite->False], Cell["\<\ Here is the absolute force: it looks like the stretching of an \ elastic band\ \>", "Text"], Cell[CellGroupData[{ Cell[BoxData[ \(Plot[\@\(\(x''\)[t]\^2 + \(y''\)[t]\^2\), {t, 0, \[Pi]}, \ PlotRange \[Rule] {0, 2}]\)], "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 0.303152 0 0.309017 [ [.17539 -0.0125 -9 -9 ] [.17539 -0.0125 9 0 ] [.32696 -0.0125 -3 -9 ] [.32696 -0.0125 3 0 ] [.47854 -0.0125 -9 -9 ] [.47854 -0.0125 9 0 ] [.63011 -0.0125 -3 -9 ] [.63011 -0.0125 3 0 ] [.78169 -0.0125 -9 -9 ] [.78169 -0.0125 9 0 ] [.93327 -0.0125 -3 -9 ] [.93327 -0.0125 3 0 ] [.01131 .07725 -24 -4.5 ] [.01131 .07725 0 4.5 ] [.01131 .15451 -18 -4.5 ] [.01131 .15451 0 4.5 ] [.01131 .23176 -24 -4.5 ] [.01131 .23176 0 4.5 ] [.01131 .30902 -6 -4.5 ] [.01131 .30902 0 4.5 ] [.01131 .38627 -24 -4.5 ] [.01131 .38627 0 4.5 ] [.01131 .46353 -18 -4.5 ] [.01131 .46353 0 4.5 ] [.01131 .54078 -24 -4.5 ] [.01131 .54078 0 4.5 ] [.01131 .61803 -6 -4.5 ] [.01131 .61803 0 4.5 ] [ 0 0 0 0 ] [ 1 .61803 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash .17539 0 m .17539 .00625 L s [(0.5)] .17539 -0.0125 0 1 Mshowa .32696 0 m .32696 .00625 L s [(1)] .32696 -0.0125 0 1 Mshowa .47854 0 m .47854 .00625 L s [(1.5)] .47854 -0.0125 0 1 Mshowa .63011 0 m .63011 .00625 L s [(2)] .63011 -0.0125 0 1 Mshowa .78169 0 m .78169 .00625 L s [(2.5)] .78169 -0.0125 0 1 Mshowa .93327 0 m .93327 .00625 L s [(3)] .93327 -0.0125 0 1 Mshowa .125 Mabswid .05412 0 m .05412 .00375 L s .08444 0 m .08444 .00375 L s .11476 0 m .11476 .00375 L s .14507 0 m .14507 .00375 L s .2057 0 m .2057 .00375 L s .23602 0 m .23602 .00375 L s .26633 0 m .26633 .00375 L s .29665 0 m .29665 .00375 L s .35728 0 m .35728 .00375 L s .38759 0 m .38759 .00375 L s .41791 0 m .41791 .00375 L s .44822 0 m .44822 .00375 L s .50885 0 m .50885 .00375 L s .53917 0 m .53917 .00375 L s .56948 0 m .56948 .00375 L s .5998 0 m .5998 .00375 L s .66043 0 m .66043 .00375 L s .69074 0 m .69074 .00375 L s .72106 0 m .72106 .00375 L s .75138 0 m .75138 .00375 L s .81201 0 m .81201 .00375 L s .84232 0 m .84232 .00375 L s .87264 0 m .87264 .00375 L s .90295 0 m .90295 .00375 L s .96358 0 m .96358 .00375 L s .9939 0 m .9939 .00375 L s .25 Mabswid 0 0 m 1 0 L s .02381 .07725 m .03006 .07725 L s [(0.25)] .01131 .07725 1 0 Mshowa .02381 .15451 m .03006 .15451 L s [(0.5)] .01131 .15451 1 0 Mshowa .02381 .23176 m .03006 .23176 L s [(0.75)] .01131 .23176 1 0 Mshowa .02381 .30902 m .03006 .30902 L s [(1)] .01131 .30902 1 0 Mshowa .02381 .38627 m .03006 .38627 L s [(1.25)] .01131 .38627 1 0 Mshowa .02381 .46353 m .03006 .46353 L s [(1.5)] .01131 .46353 1 0 Mshowa .02381 .54078 m .03006 .54078 L s [(1.75)] .01131 .54078 1 0 Mshowa .02381 .61803 m .03006 .61803 L s [(2)] .01131 .61803 1 0 Mshowa .125 Mabswid .02381 .01545 m .02756 .01545 L s .02381 .0309 m .02756 .0309 L s .02381 .04635 m .02756 .04635 L s .02381 .0618 m .02756 .0618 L s .02381 .09271 m .02756 .09271 L s .02381 .10816 m .02756 .10816 L s .02381 .12361 m .02756 .12361 L s .02381 .13906 m .02756 .13906 L s .02381 .16996 m .02756 .16996 L s .02381 .18541 m .02756 .18541 L s .02381 .20086 m .02756 .20086 L s .02381 .21631 m .02756 .21631 L s .02381 .24721 m .02756 .24721 L s .02381 .26266 m .02756 .26266 L s .02381 .27812 m .02756 .27812 L s .02381 .29357 m .02756 .29357 L s .02381 .32447 m .02756 .32447 L s .02381 .33992 m .02756 .33992 L s .02381 .35537 m .02756 .35537 L s .02381 .37082 m .02756 .37082 L s .02381 .40172 m .02756 .40172 L s .02381 .41717 m .02756 .41717 L s .02381 .43262 m .02756 .43262 L s .02381 .44807 m .02756 .44807 L s .02381 .47898 m .02756 .47898 L s .02381 .49443 m .02756 .49443 L s .02381 .50988 m .02756 .50988 L s .02381 .52533 m .02756 .52533 L s .02381 .55623 m .02756 .55623 L s .02381 .57168 m .02756 .57168 L s .02381 .58713 m .02756 .58713 L s .02381 .60258 m .02756 .60258 L s .25 Mabswid .02381 0 m .02381 .61803 L s 0 0 m 1 0 L 1 .61803 L 0 .61803 L closepath clip newpath .5 Mabswid .02381 .49443 m .02499 .49442 L .02605 .49441 L .02729 .4944 L .02846 .49437 L .03053 .49431 L .03279 .49422 L .03527 .4941 L .0379 .49393 L .04262 .49354 L .04749 .49301 L .05205 .49242 L .06244 .49067 L .07305 .48833 L .08274 .4857 L .10458 .47809 L .12357 .4696 L .14429 .4584 L .18493 .4308 L .22406 .39772 L .26565 .35643 L .30571 .31178 L .34426 .26575 L .38527 .2158 L .42475 .17062 L .44462 .15114 L .46273 .13684 L .47274 .13087 L .47735 .12867 L .48224 .12675 L .48471 .12594 L .48744 .12519 L .48995 .12462 L .49225 .12421 L .49354 .12403 L .49496 .12386 L .49638 .12374 L .49715 .12369 L .49787 .12365 L .49856 .12363 L .49921 .12361 L .50042 .12361 L .50173 .12364 L .50247 .12367 L .50315 .12371 L .5044 .1238 L .50559 .12392 L .50782 .12422 L .51023 .12466 L .51284 .12526 L Mistroke .51755 .12667 L .52191 .12835 L .53191 .13345 L .54255 .14059 L .58419 .18029 L .62431 .22738 L .66291 .27446 L .70396 .32293 L .7435 .366 L .78153 .40281 L .822 .43602 L .86097 .46142 L .88081 .47171 L .90238 .48077 L .91244 .48422 L .92312 .48734 L .93234 .48959 L .94228 .49153 L .94673 .49224 L .95141 .49288 L .95575 .49337 L .95978 .49375 L .96357 .49403 L .96552 .49414 L .96762 .49424 L .96883 .49429 L .96993 .49433 L .97097 .49436 L .97211 .49439 L .97314 .4944 L .9741 .49442 L .97511 .49442 L .97619 .49443 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 177.938}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgOooool00ol0003oooooooooo`1Uooooo`001?ooool01?l0003oooooooooool00009 ooooo`05o`000?ooooooooooooooool000000oooool00ol0003oooooooooo`02ooooo`03o`000?oo oooooooo05[ooooo00?o0000ooooooooool0>oooool00ol0003oooooooooo`1Tooooo`001?ooool0 1?l0003oooooooooool0000:ooooo`03o`000?oooooooooo00Cooooo00?o0000ooooooooool00_oo ool00ol0003oooooooooo`1Iooooo`03o`000?oooooooooo03gooooo00?o0000ooooooooool0Hooo ool000Cooooo00Co0000oooooooooooo00002_ooool00ol0003oooooooooo`04ooooo`03o`000?oo oooooooo00;ooooo0ol0001Hooooo`03o`000?oooooooooo03kooooo00?o0000ooooooooool0Hooo ool000Cooooo00Co0000oooooooooooo00002oooool00ol0003oooooo`000003o`0000Gooooo00?o 0000ooooooooool0Eoooool00ol0003oooooooooo`10ooooo`03o`000?oooooooooo06;ooooo0004 ooooo`04o`000?ooooooooooo`0000Oooooo00Oo0000ooooooooooooooooo`000?oooooo000000So oooo00?o0000ooooooooool0E_ooool00ol0003oooooooooo`12ooooo`03o`000?oooooooooo067o oooo0005ooooo`;o00002?ooool5o`000003ooooool0003o000000?o00001?ooool00ol0003ooooo ooooo`1Eooooo`03o`000?oooooooooo04Cooooo00?o0000ooooooooool0H?ooool001kooooo0_l0 001Fooooo`03o`000?oooooooooo04Gooooo00?o0000ooooooooool0Goooool001kooooo00?o0000 ooooooooool0E?ooool00ol0003oooooooooo`17ooooo`03o`000?oooooooooo05kooooo000Noooo o`03o`000?oooooooooo05?ooooo00?o0000ooooooooool0B?ooool00ol0003oooooooooo`1Noooo o`007_ooool00ol0003oooooooooo`1Booooo`03o`000?oooooooooo04[ooooo00?o0000oooooooo ool0GOooool001kooooo0_l0001Booooo`03o`000?oooooooooo04cooooo00?o0000ooooooooool0 G?ooool001kooooo00?o0000ooooooooool0D?ooool00ol0003oooooooooo`1>ooooo`03o`000?oo oooooooo05_ooooo000Nooooo`03o`000?oooooooooo053ooooo00?o0000ooooooooool0Coooool0 0ol0003oooooooooo`1Jooooo`007_ooool00ol0003oooooooooo`1?ooooo`03o`000?oooooooooo 057ooooo00?o0000ooooooooool0FOooool001kooooo0_l0001?ooooo`03o`000?oooooooooo05;o oooo00?o0000ooooooooool0FOooool001kooooo00?o0000ooooooooool0COooool00ol0003ooooo ooooo`1Dooooo`03o`000?oooooooooo05Sooooo000Nooooo`03o`000?oooooooooo04cooooo00?o 0000ooooooooool0E_ooool00ol0003oooooooooo`1Gooooo`007_ooool00ol0003oooooooooo`1; ooooo`03o`000?oooooooooo05Sooooo00?o0000ooooooooool0E_ooool001kooooo0_l0001oooool00ol0003oooooooooo`1hooooo`03o`000?oooooooooo04Kooooo 000Nooooo`03o`000?oooooooooo03[ooooo00?o0000ooooooooool0N_ooool00ol0003ooooooooo o`15ooooo`007_ooool00ol0003oooooooooo`0iooooo`03o`000?oooooooooo07cooooo0_l00015 ooooo`007_ooool2o`0003Wooooo00?o0000ooooooooool0Ooooool00ol0003oooooooooo`12oooo o`001?ooool3o`0000Cooooo00Co0000oooooooooooooooo1Ol00002ooooo`?o00001Oooool00ol0 003oooooooooo`0gooooo`03o`000?oooooooooo087ooooo00?o0000ooooooooool0@Oooool000Go oooo00?o0000ooooooooool02?ooool01_l0003oooooooooool0003oooooo`0000?ooooo00?o0000 ooooooooool00_ooool00ol0003oooooooooo`0fooooo`03o`000?oooooooooo08?ooooo00?o0000 ooooooooool0@?ooool000Gooooo00?o0000ooooooooool02Oooool00ol0003oooooooooo`05oooo o`03o`000?oooooooooo00;ooooo00?o0000ooooooooool0=Oooool00ol0003oooooooooo`25oooo o`03o`000?oooooooooo03oooooo0005ooooo`03o`000?oooooooooo00[ooooo00?o0000oooooooo ool01?ooool00ol0003oooooooooo`02ooooo`?o0000=?ooool00ol0003oooooooooo`27ooooo`03 o`000?oooooooooo03kooooo0005ooooo`03o`000?oooooooooo00Oooooo00Ko0000oooooooooooo ooooo`000?ooool4o`0000Gooooo00?o0000ooooooooool0oooool001kooooo00?o0000ooooooooool0 ;_ooool00ol0003oooooooooo`2Cooooo`03o`000?oooooooooo03Sooooo000Nooooo`03o`000?oo oooooooo02gooooo00?o0000ooooooooool0UOooool00ol0003oooooooooo`0gooooo`007_ooool0 0ol0003oooooooooo`0[ooooo`;o0000VOooool00ol0003oooooooooo`0fooooo`007_ooool2o`00 02_ooooo00?o0000ooooooooool0V_ooool00ol0003oooooooooo`0eooooo`007_ooool00ol0003o ooooooooo`0Yooooo`03o`000?oooooooooo09cooooo00?o0000ooooooooool0=?ooool001kooooo 00?o0000ooooooooool0:?ooool00ol0003oooooooooo`2Nooooo`03o`000?oooooooooo03?ooooo 000Nooooo`03o`000?oooooooooo02Kooooo0_l0002Rooooo`03o`000?oooooooooo03;ooooo000N ooooo`;o00009_ooool00ol0003oooooooooo`2Sooooo`03o`000?oooooooooo037ooooo000Noooo o`03o`000?oooooooooo02Cooooo00?o0000ooooooooool0YOooool2o`00037ooooo000Nooooo`03 o`000?oooooooooo02;ooooo0_l0002Zooooo`;o0000;oooool001kooooo00?o0000ooooooooool0 8Oooool00ol0003oooooooooo`2/ooooo`03o`000?oooooooooo02cooooo000Nooooo`;o00008?oo ool2o`000;3ooooo0_l0000/ooooo`002_ooool3o`0000Cooooo00?o0000ooooooooool00_ooool3 o`0000Gooooo00?o0000ooooooooool07_ooool00ol0003oooooooooo`2booooo`;o0000:_ooool0 00_ooooo00?o0000ooooooooool01oooool01Ol0003ooooooooooooooooo000000Cooooo00?o0000 ooooooooool07Oooool00ol0003oooooooooo`2eooooo`03o`000?oooooooooo02Oooooo000;oooo o`03o`000?oooooooooo00_ooooo00?o0000ooooooooool00_ooool00ol0003oooooooooo`0Koooo o`;o0000^Oooool2o`0002Oooooo000;ooooo`03o`000?oooooooooo00_ooooo00?o0000oooooooo ool00_ooool3o`0001Wooooo0_l0002mooooo`;o00009Oooool000_ooooo00?o0000ooooooooool0 1oooool4o`0000Gooooo00?o0000ooooooooool06?ooool00ol0003oooooooooo`2oooooo`03o`00 0?oooooooooo02;ooooo000:ooooo`;o00002Oooool00ol0003oooooooooo`06ooooo`03o`000?oo oooooooo01Kooooo0_l00033ooooo`?o00008Oooool000_ooooo00?o0000ooooooooool01oooool5 o`0000Cooooo00?o0000ooooooooool04oooool3o`000ooooo`;o00007?ooool001kooooo00?o0000ooooooooool03_ooool3o`000=;o oooo0ol0000Iooooo`007_ooool00ol0003oooooooooo`09ooooo`Go0000f?ooool3o`0001Kooooo 000Nooooo`03o`000?oooooooooo00Cooooo1Ol0003Pooooo`Go00004Oooool001kooooo1ol0003Z ooooo`Oo00002_ooool001kooooo00?o0000ooooooooool0ooooool001kooooo00?o0000oooooooo ool0ooooool001kooooo00?o0000ooooooooool0ooooool001kooooo0_l0003oooooo`7ooooo000N ooooo`03o`000?oooooooooo0?oooooo000Nooooo`03o`000?oooooooooo0?oooooo000Nooooo`03 o`000?oooooooooo0?oooooo000Nooooo`;o0000ooooool1ooooo`001?ooool3o`0000Cooooo00?o 0000ooooooooool00oooool00ol0003oooooooooo`02ooooo`?o00001Oooool00ol0003ooooooooo o`3oooooo`001Oooool00ol0003oooooooooo`09ooooo`05o`000?ooooooooooooooool000000ooo ool00ol0003oooooooooo`02ooooo`03o`000?oooooooooo0?oooooo0005ooooo`03o`000?oooooo oooo00[ooooo00?o0000ooooooooool01?ooool00ol0003oooooooooo`02ooooo`03o`000?oooooo oooo0?oooooo0005ooooo`03o`000?oooooooooo00[ooooo00?o0000ooooooooool01?ooool00ol0 003oooooooooo`02ooooo`?o0000ooooool000Gooooo00?o0000ooooooooool02oooool00ol0003o ooooo`000003o`0000Gooooo00?o0000ooooooooool0ooooool000Cooooo0_l00009ooooo`07o`00 0?ooooooooooooooool0003oooooo`000008ooooo`03o`000?oooooooooo0?oooooo0005ooooo`03 o`000?oooooooooo00Oooooo1Ol000000ooooooo0000o`000003o`0000Cooooo00?o0000oooooooo ool0ooooool001kooooo0_l0003oooooo`7ooooo000Nooooo`03o`000?oooooooooo0?oooooo000N ooooo`03o`000?oooooooooo0?oooooo000Nooooo`03o`000?oooooooooo0?oooooo000Nooooo`;o 0000ooooool1ooooo`007_ooool00ol0003oooooooooo`3oooooo`007_ooool00ol0003ooooooooo o`3oooooo`007_ooool00ol0003oooooooooo`3oooooo`007_ooool2o`000?oooooo0Oooool001ko oooo00?o0000ooooooooool0ooooool001kooooo00?o0000ooooooooool0ooooool001kooooo00?o 0000ooooooooool0ooooool001kooooo0_l0003oooooo`7ooooo000Eooooo`Go00001?ooool00ol0 003oooooooooo`3oooooo`005_ooool01?l0003oooooooooool00004ooooo`03o`000?oooooooooo 0?oooooo000Gooooo`03o`000?oooooooooo00Cooooo00?o0000ooooooooool0ooooool001Sooooo 00?o0000ooooooooool00oooool3o`000?oooooo000Eooooo`05o`000?ooooooooooooooool00000 ooooool7ooooo`005Oooool01Ol0003ooooooooooooooooo00000?oooooo1oooool001Kooooo0ol0 003oooooo`Sooooo003oooooob7ooooo0000\ \>"], ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {-0.389469, -0.152823, \ 0.0127262, 0.0124846}}], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]], Cell["\<\ COMMENT: This experiment should be repeated for many values of \ length2 to check these conclusions.\ \>", "Text"] }, Closed]] }, Closed]], Cell[CellGroupData[{ Cell["Focal Points", "Subsection"], Cell["\<\ It was already known in the XVIIth century that this is a tool for \ drawing an ellipse. The large axis is twice the sum of the arm sections and \ its small axis is twice the positive difference of the arm sections. We do \ not immediately find the focal points as in the construction of an ellipse \ with two pins and a piece of rope. The Pythagorean theorem yields that focal \ points are at \[Dash]2 and +2 if the product of the arm section lengths \ is 1. Therefore the following are confocal ellipses:\ \>", "Text"], Cell[BoxData[{ \(\(a =. ;\)\), "\[IndentingNewLine]", \(\(c = \(-1\);\)\), "\[IndentingNewLine]", \(\(length1 = a;\)\), "\n", \(\(length2 = 1/a\ ;\)\)}], "Input", CellAutoOverwrite->False], Cell[BoxData[ \(Clear[x, y]; x[t_] := ComplexExpand[Re[position[t]]]; y[t_] := ComplexExpand[Im[position[t]]]\)], "Input", CellAutoOverwrite->False], Cell[BoxData[ RowBox[{\(move[until_]\), ":=", RowBox[{"ParametricPlot", "[", RowBox[{\({x[t], y[t]}\), ",", \({t, 0, until}\), "\n", StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(AspectRatio -> Automatic\), FontColor->GrayLevel[0.500008]], StyleBox["\n", FontColor->GrayLevel[0.500008]], StyleBox["\t", FontColor->GrayLevel[0.500008]], StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(PlotRange -> {{\(-3\), 3}, {\(-3\), 3}}\), FontColor->GrayLevel[0.500008]], StyleBox["\n", FontColor->GrayLevel[0.500008]], StyleBox["\t", FontColor->GrayLevel[0.500008]], StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(PlotStyle -> Hue[0]\), FontColor->GrayLevel[0.500008]]}], "]"}]}]], "Input", CellAutoOverwrite->False], Cell[CellGroupData[{ Cell[BoxData[ \(Do[move[2\ \[Pi]], {a, .4, 3, .2}]\)], "Input", CellAutoOverwrite->False], Cell[CellGroupData[{ Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.166667 0.5 0.166667 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -6 -9 ] [.33333 .4875 6 0 ] [.66667 .4875 -3 -9 ] [.66667 .4875 3 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -12 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -6 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-3)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-2)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-1)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(1)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(2)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(3)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-3)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-2)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-1)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(1)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(2)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(3)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .98333 .5 m .98332 .49729 L .98328 .49482 L .98321 .49197 L .98311 .48927 L .98286 .48448 L .98249 .47929 L .98195 .47357 L .98125 .46752 L .97962 .45668 L .97745 .44555 L .97497 .43516 L .96772 .41175 L .95806 .3883 L .94726 .36732 L .91632 .3222 L .88239 .28593 L .83853 .25019 L .79103 .22056 L .73503 .19416 L .70585 .18333 L .67322 .17325 L .64427 .16596 L .61182 .1595 L .59633 .15702 L .5796 .15478 L .56506 .15319 L .54918 .15182 L .53985 .15119 L .5312 .15073 L .52293 .15039 L .51875 .15026 L .51413 .15015 L .50998 .15007 L .50618 .15003 L .502 .15 L .49991 .15 L .49761 .15 L .49372 .15003 L .48957 .15008 L .48566 .15015 L .4821 .15024 L .47475 .15048 L .46666 .15083 L .45036 .15185 L .4353 .15315 L .42127 .15467 L .38993 .1592 L .35679 .16572 L .32628 .17339 L Mistroke .29391 .18341 L .2379 .20593 L .18746 .23302 L .13956 .26681 L .09775 .30596 L .06573 .34635 L .05294 .36696 L .04147 .38931 L .03266 .41072 L .02628 .43053 L .0212 .45216 L .01921 .46414 L .01849 .46966 L .01785 .47552 L .01741 .48053 L .01722 .48319 L .01705 .48606 L .01692 .48868 L .01682 .49109 L .01675 .49339 L .0167 .49581 L .01667 .49845 L .01667 .50127 L .0167 .50393 L .01675 .50635 L .01683 .50919 L .01696 .51227 L .0173 .51786 L .01774 .52331 L .01835 .52916 L .01978 .53969 L .02207 .55217 L .02469 .5635 L .03214 .58786 L .04141 .61054 L .06532 .65303 L .09413 .69005 L .12939 .72467 L .17483 .75895 L .22293 .78678 L .27984 .81158 L .33842 .82986 L .36901 .8369 L .38649 .84021 L .40316 .8429 L .41858 .845 L .4354 .84686 L .45076 .84818 L .46498 .84908 L .47294 .84945 L Mistroke .48039 .84971 L .48467 .84982 L .48857 .8499 L .49073 .84994 L .49309 .84996 L .49531 .84998 L .49738 .84999 L .49954 .85 L .50187 .85 L .50407 .84999 L .5061 .84997 L .50995 .84993 L .51401 .84985 L .51838 .84975 L .52245 .84962 L .53171 .84925 L .53999 .8488 L .54764 .8483 L .56489 .84683 L .58004 .84517 L .59603 .84302 L .62343 .83839 L .65318 .83196 L .71033 .81512 L .76804 .79125 L .81876 .7631 L .8661 .72852 L .90401 .69212 L .93312 .65534 L .94697 .63319 L .95806 .61169 L .96644 .59174 L .97349 .57027 L .97776 .55301 L .97965 .54314 L .98106 .53388 L .98206 .52536 L .98272 .51756 L .98299 .51325 L .9831 .51098 L .98319 .50855 L .98326 .50622 L .9833 .50411 L .98333 .50199 L .98333 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgoooool00ol0003o ooooooooo`0hooooo`?oo`00DOooool0057ooooo0_oo000nooooo`03o`000?oooooooooo03_ooooo 0ooo001>ooooo`00C_ooool3ool0043ooooo00?o0000ooooooooool0?_ooool2ool004cooooo001< ooooo`;oo`00@oooool00ol0003oooooooooo`10ooooo`;oo`00B_ooool004Wooooo0ooo0015oooo o`;o0000@oooool2ool004Sooooo0017ooooo`;oo`00B?ooool00ol0003oooooooooo`14ooooo`?o o`00AOooool004Gooooo0_oo001:ooooo`03o`000?oooooooooo04Oooooo0_oo0013ooooo`00A?oo ool00ooo003oooooooooo`1:ooooo`03o`000?oooooooooo04Wooooo0_oo0011ooooo`00@_ooool2 ool004gooooo00?o0000ooooooooool0Boooool2ool003oooooo0010ooooo`;oo`00Coooool00ol0 003oooooooooo`1=ooooo`;oo`00?Oooool003kooooo0_oo001Aooooo`03o`000?oooooooooo04oo oooo00?oo`00ooooooooool0>_ooool003gooooo00?oo`00ooooooooool0DOooool00ol0003ooooo ooooo`1@ooooo`;oo`00>_ooool003_ooooo0_oo001Dooooo`03o`000?oooooooooo05;ooooo00?o o`00ooooooooool0=oooool003Wooooo0_oo001Fooooo`;o0000E?ooool2ool003Oooooo000hoooo o`03ool00?oooooooooo05Kooooo00?o0000ooooooooool0EOooool2ool003Gooooo000fooooo`;o o`00FOooool00ol0003oooooooooo`1Gooooo`03ool00?oooooooooo03;ooooo000eooooo`03ool0 0?oooooooooo05Wooooo00?o0000ooooooooool0F?ooool2ool003;ooooo000cooooo`;oo`00G?oo ool00ol0003oooooooooo`1Jooooo`03ool00?oooooooooo02oooooo000aooooo`;oo`00G_ooool0 0ol0003oooooooooo`1Kooooo`;oo`00;oooool0033ooooo00?oo`00ooooooooool0G_ooool00ol0 003oooooooooo`1Mooooo`03ool00?oooooooooo02cooooo000^ooooo`;oo`00HOooool00ol0003o ooooooooo`1Nooooo`03ool00?oooooooooo02_ooooo000]ooooo`03ool00?oooooooooo067ooooo 00?o0000ooooooooool0Goooool2ool002_ooooo000/ooooo`03ool00?oooooooooo06;ooooo0_l0 001Rooooo`03ool00?oooooooooo02Sooooo000[ooooo`03ool00?oooooooooo06?ooooo00?o0000 ooooooooool0H_ooool00ooo003oooooooooo`0Wooooo`00:_ooool00ooo003oooooooooo`1Toooo o`03o`000?oooooooooo06?ooooo0_oo000Wooooo`00:Oooool00ooo003oooooooooo`1Uooooo`03 o`000?oooooooooo06Gooooo00?oo`00ooooooooool09?ooool002Sooooo00?oo`00ooooooooool0 I_ooool00ol0003oooooooooo`1Vooooo`03ool00?oooooooooo02?ooooo000Wooooo`03ool00?oo oooooooo06Oooooo00?o0000ooooooooool0Ioooool00ooo003oooooooooo`0Rooooo`009_ooool0 0ooo003oooooooooo`1Xooooo`03o`000?oooooooooo06Oooooo00?oo`00ooooooooool08_ooool0 02Gooooo00?oo`00ooooooooool0JOooool00ol0003oooooooooo`1Xooooo`03ool00?oooooooooo 027ooooo000Tooooo`03ool00?oooooooooo06[ooooo00?o0000ooooooooool0JOooool00ooo003o ooooooooo`0Pooooo`008oooool00ooo003oooooooooo`1[ooooo`;o0000Joooool00ooo003ooooo ooooo`0Oooooo`008_ooool00ooo003oooooooooo`1/ooooo`03o`000?oooooooooo06_ooooo00?o o`00ooooooooool07_ooool0027ooooo00?oo`00ooooooooool0KOooool00ol0003oooooooooo`1/ ooooo`03ool00?oooooooooo01gooooo000Qooooo`03ool00?oooooooooo06gooooo00?o0000oooo ooooool0K?ooool00ooo003oooooooooo`0Mooooo`008?ooool00ooo003oooooooooo`1^ooooo`03 o`000?oooooooooo06gooooo00?oo`00ooooooooool07?ooool001oooooo00?oo`00ooooooooool0 Koooool00ol0003oooooooooo`1^ooooo`03ool00?oooooooooo01_ooooo000Nooooo`03ool00?oo oooooooo073ooooo00?o0000ooooooooool0Koooool00ooo003oooooooooo`0Jooooo`007Oooool0 0ooo003oooooooooo`1Xooooo`?o00001_ooool00ol0003oooooooooo`1`ooooo`03ool00?oooooo oooo01Wooooo000Looooo`03ool00?oooooooooo06[ooooo00?o0000ooooooooool01Oooool00ol0 003oooooooooo`1`ooooo`03ool00?oooooooooo01Wooooo000Looooo`03ool00?oooooooooo06;o oooo1Ol00003ooooo`03o`000?oooooooooo00Gooooo00?o0000ooooooooool0LOooool00ooo003o ooooooooo`0Hooooo`006oooool00ooo003oooooooooo`1[ooooo`03o`000?oooooooooo00Gooooo 0_l0001cooooo`03ool00?oooooooooo01Oooooo000Jooooo`03ool00?oooooooooo06cooooo00?o 0000ooooooooool01Oooool00ol0003oooooooooo`1cooooo`03ool00?oooooooooo01Kooooo000I ooooo`03ool00?oooooooooo06cooooo0_l00007ooooo`03o`000?oooooooooo07?ooooo00?oo`00 ooooooooool05_ooool001Sooooo00?oo`00ooooooooool0K_ooool00ol0003oooooooooo`05oooo o`03o`000?oooooooooo07Cooooo00?oo`00ooooooooool05Oooool001Sooooo00?oo`00oooooooo ool0M_ooool00ol0003oooooooooo`1eooooo`03ool00?oooooooooo01Cooooo000Gooooo`03ool0 0?oooooooooo07Oooooo00?o0000ooooooooool0M_ooool00ooo003oooooooooo`0Cooooo`005_oo ool00ooo003oooooooooo`1hooooo`03o`000?oooooooooo07Kooooo00?oo`00ooooooooool04ooo ool001Kooooo00?oo`00ooooooooool0N?ooool00ol0003oooooooooo`1gooooo`03ool00?oooooo oooo01;ooooo000Eooooo`03ool00?oooooooooo07Wooooo00?o0000ooooooooool0N?ooool00ooo 003oooooooooo`0Aooooo`005?ooool00ooo003oooooooooo`1jooooo`;o0000N_ooool00ooo003o ooooooooo`0@ooooo`005?ooool00ooo003oooooooooo`1jooooo`03o`000?oooooooooo07Wooooo 00?oo`00ooooooooool04?ooool001?ooooo00?oo`00ooooooooool0Noooool00ol0003ooooooooo o`1jooooo`03ool00?oooooooooo00oooooo000Cooooo`03ool00?oooooooooo07_ooooo00?o0000 ooooooooool0N_ooool00ooo003oooooooooo`0?ooooo`004_ooool00ooo003oooooooooo`1loooo o`03o`000?oooooooooo07_ooooo00?oo`00ooooooooool03_ooool001;ooooo00?oo`00oooooooo ool0O?ooool00ol0003oooooooooo`1kooooo`03ool00?oooooooooo00kooooo000Aooooo`03ool0 0?oooooooooo07gooooo00?o0000ooooooooool0O?ooool00ooo003oooooooooo`0=ooooo`004Ooo ool00ooo003oooooooooo`1mooooo`03o`000?oooooooooo07cooooo00?oo`00ooooooooool03Ooo ool0013ooooo00?oo`00ooooooooool0O_ooool00ol0003oooooooooo`1mooooo`03ool00?oooooo oooo00cooooo000@ooooo`03ool00?oooooooooo07kooooo0_l0001nooooo`03ool00?oooooooooo 00cooooo000@ooooo`03ool00?oooooooooo07kooooo00?o0000ooooooooool0O_ooool00ooo003o ooooooooo`0;ooooo`003oooool00ooo003oooooooooo`1oooooo`03o`000?oooooooooo07kooooo 00?oo`00ooooooooool02oooool000oooooo00?oo`00ooooooooool0Ooooool00ol0003ooooooooo o`1oooooo`03ool00?oooooooooo00[ooooo000?ooooo`03ool00?oooooooooo07oooooo00?o0000 ooooooooool0Ooooool00ooo003oooooooooo`0:ooooo`003_ooool00ooo003oooooooooo`20oooo o`03o`000?oooooooooo07oooooo00?oo`00ooooooooool02_ooool000kooooo00?oo`00oooooooo ool0P?ooool00ol0003oooooooooo`20ooooo`03ool00?oooooooooo00Wooooo000>ooooo`03ool0 0?oooooooooo083ooooo00?o0000ooooooooool0P?ooool00ooo003oooooooooo`09ooooo`003Ooo ool00ooo003oooooooooo`21ooooo`03o`000?oooooooooo083ooooo00?oo`00ooooooooool02Ooo ool000gooooo00?oo`00ooooooooool0POooool2o`0008;ooooo00?oo`00ooooooooool02?ooool0 00gooooo00?oo`00ooooooooool0POooool00ol0003oooooooooo`21ooooo`03ool00?oooooooooo 00Sooooo000 ooooo`03ool00?oooooooooo083ooooo00?o0000ooooooooool0Ooooool00ooo003oooooooooo`0: ooooo`003_ooool00ooo003oooooooooo`20ooooo`03o`000?oooooooooo07kooooo00?oo`00oooo ooooool02oooool000oooooo00?oo`00ooooooooool0Ooooool00ol0003oooooooooo`1nooooo`03 ool00?oooooooooo00_ooooo000?ooooo`03ool00?oooooooooo07oooooo00?o0000ooooooooool0 O_ooool00ooo003oooooooooo`0;ooooo`004?ooool00ooo003oooooooooo`1nooooo`;o0000O_oo ool00ooo003oooooooooo`0 ooooo`004oooool00ooo003oooooooooo`1kooooo`03o`000?oooooooooo07[ooooo00?oo`00oooo ooooool03oooool001Cooooo00?oo`00ooooooooool0N_ooool00ol0003oooooooooo`1jooooo`03 ool00?oooooooooo00oooooo000Dooooo`03ool00?oooooooooo07[ooooo0_l0001jooooo`03ool0 0?oooooooooo013ooooo000Eooooo`03ool00?oooooooooo07Wooooo00?o0000ooooooooool0NOoo ool00ooo003oooooooooo`0@ooooo`005Oooool00ooo003oooooooooo`1iooooo`03o`000?oooooo oooo07Sooooo00?oo`00ooooooooool04Oooool001Kooooo00?oo`00ooooooooool0N?ooool00ol0 003oooooooooo`1gooooo`03ool00?oooooooooo01;ooooo000Gooooo`03ool00?oooooooooo07Oo oooo00?o0000ooooooooool0Moooool00ooo003oooooooooo`0Booooo`005oooool00ooo003ooooo ooooo`1gooooo`03o`000?oooooooooo07Kooooo00?oo`00ooooooooool04oooool001Sooooo00?o o`00ooooooooool0M_ooool00ol0003oooooooooo`1eooooo`03ool00?oooooooooo01Cooooo000H ooooo`03ool00?oooooooooo06gooooo0ol00006ooooo`03o`000?oooooooooo07Gooooo00?oo`00 ooooooooool05?ooool001Wooooo00?oo`00ooooooooool0KOooool00ol0003oooooooooo`05oooo o`03o`000?oooooooooo07Cooooo00?oo`00ooooooooool05Oooool001[ooooo00?oo`00oooooooo ool0K?ooool00ol0003oooooooooo`05ooooo`;o0000M?ooool00ooo003oooooooooo`0Fooooo`00 6oooool00ooo003oooooooooo`1[ooooo`03o`000?oooooooooo00Gooooo00?o0000ooooooooool0 L_ooool00ooo003oooooooooo`0Gooooo`007?ooool00ooo003oooooooooo`1Zooooo`03o`000?oo oooooooo00Gooooo00?o0000ooooooooool0LOooool00ooo003oooooooooo`0Hooooo`007?ooool0 0ooo003oooooooooo`1Yooooo`;o00001oooool00ol0003oooooooooo`1aooooo`03ool00?oooooo oooo01Sooooo000Mooooo`03ool00?oooooooooo06Wooooo00?o0000ooooooooool01Oooool00ol0 003oooooooooo`1`ooooo`03ool00?oooooooooo01Wooooo000Nooooo`03ool00?oooooooooo073o oooo00?o0000ooooooooool0Koooool00ooo003oooooooooo`0Jooooo`007oooool00ooo003ooooo ooooo`1_ooooo`03o`000?oooooooooo06kooooo00?oo`00ooooooooool06oooool0023ooooo00?o o`00ooooooooool0K_ooool00ol0003oooooooooo`1]ooooo`03ool00?oooooooooo01cooooo000Q ooooo`03ool00?oooooooooo06gooooo00?o0000ooooooooool0K?ooool00ooo003oooooooooo`0M ooooo`008_ooool00ooo003oooooooooo`1/ooooo`03o`000?oooooooooo06_ooooo00?oo`00oooo ooooool07_ooool002?ooooo00?oo`00ooooooooool0Joooool2o`0006_ooooo00?oo`00oooooooo ool07oooool002Cooooo00?oo`00ooooooooool0J_ooool00ol0003oooooooooo`1Yooooo`03ool0 0?oooooooooo023ooooo000Uooooo`03ool00?oooooooooo06Wooooo00?o0000ooooooooool0J?oo ool00ooo003oooooooooo`0Qooooo`009_ooool00ooo003oooooooooo`1Xooooo`03o`000?oooooo oooo06Oooooo00?oo`00ooooooooool08_ooool002Oooooo00?oo`00ooooooooool0Ioooool00ol0 003oooooooooo`1Vooooo`03ool00?oooooooooo02?ooooo000Xooooo`03ool00?oooooooooo06Ko oooo00?o0000ooooooooool0IOooool00ooo003oooooooooo`0Tooooo`00:Oooool2ool006Kooooo 00?o0000ooooooooool0I?ooool00ooo003oooooooooo`0Uooooo`00:oooool00ooo003ooooooooo o`1Sooooo`03o`000?oooooooooo06?ooooo00?oo`00ooooooooool09_ooool002cooooo00?oo`00 ooooooooool0H_ooool00ol0003oooooooooo`1Qooooo`;oo`00:Oooool002gooooo0_oo001Roooo o`;o0000HOooool00ooo003oooooooooo`0Yooooo`00;oooool00ooo003oooooooooo`1Oooooo`03 o`000?oooooooooo05kooooo0_oo000/ooooo`00oooool2ool005Cooooo00?o0000ooooooooool0DOooool00ooo003oooooooooo`0hoooo o`00?Oooool00ooo003oooooooooo`1Aooooo`03o`000?oooooooooo04oooooo0_oo000kooooo`00 ?_ooool2ool0057ooooo00?o0000ooooooooool0COooool2ool003gooooo0010ooooo`;oo`00Cooo ool00ol0003oooooooooo`1;ooooo`;oo`00?oooool004;ooooo00?oo`00ooooooooool0C?ooool0 0ol0003oooooooooo`1:ooooo`03ool00?oooooooooo03oooooo0013ooooo`;oo`00C?ooool00ol0 003oooooooooo`18ooooo`;oo`00@_ooool004Gooooo0_oo001:ooooo`03o`000?oooooooooo04Ko oooo0_oo0014ooooo`00Aoooool3ool004Oooooo00?o0000ooooooooool0A?ooool2ool004Kooooo 001:ooooo`;oo`00AOooool2o`0004;ooooo0ooo0018ooooo`00C?ooool2ool004?ooooo00?o0000 ooooooooool0?oooool2ool004_ooooo001>ooooo`?oo`00@?ooool00ol0003oooooooooo`0moooo o`;oo`00COooool0057ooooo0_oo000nooooo`03o`000?oooooooooo03[ooooo0ooo001?ooooo`00 Doooool3ool003_ooooo00?o0000ooooooooool0>?ooool2ool005;ooooo001Fooooo`?oo`00>?oo ool00ol0003oooooooooo`0eooooo`?oo`00E?ooool005Wooooo1?oo000dooooo`03o`000?oooooo oooo037ooooo1?oo001Gooooo`00GOooool3ool002Oooooo1Ol00005ooooo`03o`000?oooooooooo 02gooooo1?oo001Kooooo`00H?ooool3ool002Gooooo00Co0000oooooooooooo00001Oooool00ol0 003oooooooooo`0Yooooo`Coo`00Goooool006?ooooo1?oo000Rooooo`03o`000?oooooooooo00Go oooo00?o0000ooooooooool09Oooool4ool006?ooooo001Wooooo`Coo`007oooool00ol0003ooooo ooooo`04ooooo`;o00008_ooool4ool006Oooooo001[ooooo`Goo`005oooool01Ol0003ooooooooo oooooooo000000Gooooo00?o0000ooooooooool06oooool6ool006_ooooo001`ooooo`Woo`003_oo ool01Ol0003ooooooooooooooooo000000Gooooo00?o0000ooooooooool05Oooool6ool0077ooooo 001iooooo`Woo`001_ooool3o`0000Kooooo00?o0000ooooooooool03Oooool8ool007Oooooo0022 oooooaooo`00Ooooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000oooooooo ool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0S?oo ool0097ooooo0_l0002=ooooo`00TOooool00ol0003oooooooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-3.12952, -3.09715, 0.0215829, \ 0.0215829}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.166667 0.5 0.166667 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -6 -9 ] [.33333 .4875 6 0 ] [.66667 .4875 -3 -9 ] [.66667 .4875 3 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -12 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -6 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-3)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-2)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-1)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(1)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(2)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(3)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-3)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-2)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-1)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(1)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(2)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(3)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .87778 .5 m .87777 .49862 L .87774 .49737 L .87768 .49592 L .8776 .49455 L .87741 .49212 L .87712 .48948 L .8767 .48657 L .87615 .4835 L .87487 .478 L .87318 .47234 L .87124 .46707 L .86557 .45518 L .85802 .44326 L .84958 .43261 L .8254 .40969 L .79888 .39127 L .76459 .37311 L .72747 .35806 L .6837 .34466 L .66089 .33915 L .63539 .33403 L .61276 .33033 L .5874 .32705 L .57529 .32579 L .56222 .32465 L .55085 .32384 L .53844 .32314 L .53115 .32283 L .52439 .32259 L .51792 .32242 L .51465 .32236 L .51104 .3223 L .5078 .32226 L .50483 .32224 L .50157 .32222 L .49993 .32222 L .49813 .32222 L .49509 .32224 L .49185 .32226 L .48879 .3223 L .48601 .32234 L .48026 .32247 L .47394 .32265 L .4612 .32316 L .44943 .32382 L .43847 .3246 L .41396 .32689 L .38806 .33021 L .36422 .3341 L Mistroke .33891 .33919 L .29514 .35063 L .25571 .36439 L .21828 .38156 L .18559 .40144 L .16057 .42195 L .15058 .43243 L .14161 .44378 L .13472 .45465 L .12974 .46471 L .12577 .4757 L .12421 .48179 L .12364 .48459 L .12315 .48757 L .12281 .49011 L .12266 .49146 L .12252 .49292 L .12242 .49425 L .12234 .49547 L .12229 .49664 L .12225 .49787 L .12223 .49921 L .12222 .50065 L .12225 .502 L .12228 .50322 L .12235 .50467 L .12245 .50623 L .12271 .50907 L .12306 .51184 L .12354 .51481 L .12466 .52016 L .12644 .5265 L .12849 .53225 L .13432 .54463 L .14156 .55615 L .16025 .57773 L .18277 .59653 L .21033 .61412 L .24584 .63153 L .28344 .64567 L .32792 .65826 L .3737 .66755 L .39762 .67112 L .41128 .67281 L .42431 .67417 L .43636 .67524 L .44951 .67618 L .46152 .67685 L .47263 .67731 L .47885 .6775 L Mistroke .48467 .67763 L .48801 .67769 L .49107 .67773 L .49276 .67775 L .4946 .67776 L .49634 .67777 L .49795 .67778 L .49964 .67778 L .50146 .67778 L .50318 .67777 L .50477 .67776 L .50777 .67774 L .51095 .6777 L .51436 .67765 L .51755 .67759 L .52478 .67739 L .53126 .67717 L .53723 .67691 L .55072 .67617 L .56256 .67532 L .57506 .67423 L .59648 .67188 L .61972 .66861 L .66439 .66006 L .7095 .64794 L .74914 .63364 L .78614 .61607 L .81578 .59759 L .83853 .5789 L .84936 .56765 L .85803 .55673 L .86457 .5466 L .87009 .53569 L .87342 .52692 L .8749 .52191 L .876 .51721 L .87679 .51288 L .8773 .50892 L .87751 .50673 L .87759 .50557 L .87766 .50434 L .87772 .50316 L .87775 .50209 L .87777 .50101 L .87778 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg_ooool00ol0003oooooooooo`0fooooo`?oo`00Doooool0057ooooo0ooo000mooooo`03o`000?oo oooooooo03Wooooo0ooo001@ooooo`00C_ooool3ool0043ooooo00?o0000ooooooooool0??ooool2 ool004kooooo001oooool2ool005Cooooo00?o0000ooooooooool0D_ooool0 0ooo003oooooooooo`0gooooo`00>_ooool00ooo003oooooooooo`1Dooooo`;o0000E?ooool2ool0 03Oooooo000hooooo`;oo`00Eoooool00ol0003oooooooooo`1Eooooo`03ool00?oooooooooo03Co oooo000gooooo`03ool00?oooooooooo05Oooooo00?o0000ooooooooool0E_ooool00ooo003ooooo ooooo`0cooooo`00=Oooool2ool005[ooooo00?o0000ooooooooool0Eoooool2ool003?ooooo000d ooooo`03ool00?oooooooooo05[ooooo00?o0000ooooooooool0FOooool00ooo003oooooooooo`0` ooooo`00?ooool2 ool005Oooooo00?o0000ooooooooool0Doooool2ool003Oooooo000jooooo`03ool00?oooooooooo 05Cooooo0_l0001Cooooo`03ool00?oooooooooo03Oooooo000kooooo`;oo`00E?ooool00ol0003o ooooooooo`1@ooooo`;oo`00>_ooool003gooooo0_oo001Booooo`03o`000?oooooooooo04kooooo 0_oo000looooo`00?oooool00ooo003oooooooooo`1?ooooo`03o`000?oooooooooo04gooooo00?o o`00ooooooooool0??ooool0043ooooo0_oo001?ooooo`03o`000?oooooooooo04_ooooo0_oo000o ooooo`00@_ooool2ool004gooooo00?o0000ooooooooool0BOooool2ool0047ooooo0014ooooo`;o o`00Boooool00ol0003oooooooooo`17ooooo`;oo`00@oooool004Kooooo0_oo0019ooooo`03o`00 0?oooooooooo04Gooooo0_oo0015ooooo`00B?ooool2ool004Oooooo00?o0000ooooooooool0@ooo ool2ool004Oooooo001:ooooo`?oo`00A?ooool2o`0004;ooooo0_oo0019ooooo`00COooool3ool0 047ooooo00?o0000ooooooooool0?_ooool3ool004_ooooo001@ooooo`?oo`00?_ooool00ol0003o ooooooooo`0kooooo`?oo`00C_ooool005?ooooo1?oo000jooooo`03o`000?oooooooooo03Sooooo 0ooo001Aooooo`00Eoooool3ool003Oooooo00?o0000ooooooooool0=Oooool3ool005Cooooo001J ooooo`?oo`00=?ooool00ol0003oooooooooo`0`ooooo`Goo`00Eoooool005gooooo0ooo000aoooo o`03o`000?oooooooooo02cooooo1?oo001Looooo`00H?ooool4ool002Cooooo0ol00006ooooo`03 o`000?oooooooooo02Sooooo1?oo001Pooooo`00I?ooool4ool0027ooooo00?o0000ooooooooool0 1Oooool00ol0003oooooooooo`0Tooooo`Coo`00I?ooool006Sooooo1?oo000Mooooo`03o`000?oo oooooooo00Gooooo0_l0000Qooooo`Coo`00J?ooool006cooooo1_oo000Gooooo`03o`000?oooooo oooo00Gooooo00?o0000ooooooooool06oooool5ool006cooooo001booooo`coo`002oooool00ol0 003oooooooooo`05ooooo`03o`000?oooooooooo013ooooo2ooo001aooooo`00O_oooolVool007co oooo0029ooooo`03o`000?oooooooooo00Gooooo00?o0000ooooooooool0S?ooool0097ooooo00?o 0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000oooo ooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0 S?ooool0097ooooo0_l0002=ooooo`00TOooool00ol0003oooooooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-3.12952, -3.09715, 0.0215829, \ 0.0215829}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.166667 0.5 0.166667 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -6 -9 ] [.33333 .4875 6 0 ] [.66667 .4875 -3 -9 ] [.66667 .4875 3 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -12 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -6 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-3)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-2)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-1)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(1)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(2)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(3)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-3)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-2)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-1)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(1)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(2)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(3)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .84167 .5 m .84166 .49942 L .84163 .49889 L .84158 .49828 L .84151 .4977 L .84133 .49667 L .84107 .49556 L .84069 .49434 L .84019 .49304 L .83904 .49072 L .83751 .48833 L .83575 .48611 L .83063 .48109 L .8238 .47606 L .81616 .47157 L .7943 .4619 L .77031 .45413 L .7393 .44647 L .70573 .44012 L .66614 .43446 L .64551 .43214 L .62245 .42998 L .60198 .42842 L .57905 .42703 L .56809 .4265 L .55627 .42602 L .54599 .42568 L .53477 .42539 L .52817 .42526 L .52206 .42516 L .51621 .42508 L .51325 .42506 L .50999 .42503 L .50706 .42502 L .50437 .42501 L .50142 .425 L .49993 .425 L .49831 .425 L .49556 .42501 L .49263 .42502 L .48986 .42503 L .48735 .42505 L .48215 .4251 L .47643 .42518 L .46491 .4254 L .45426 .42567 L .44435 .426 L .42219 .42697 L .39876 .42837 L .3772 .43001 L Mistroke .35431 .43216 L .31473 .43698 L .27906 .44279 L .24521 .45003 L .21565 .45842 L .19302 .46707 L .18398 .47149 L .17587 .47628 L .16964 .48087 L .16513 .48511 L .16154 .48975 L .16013 .49232 L .15962 .4935 L .15917 .49475 L .15886 .49583 L .15873 .4964 L .1586 .49701 L .15851 .49758 L .15844 .49809 L .15839 .49858 L .15836 .4991 L .15834 .49967 L .15834 .50027 L .15835 .50084 L .15839 .50136 L .15845 .50197 L .15854 .50263 L .15878 .50383 L .15909 .505 L .15952 .50625 L .16054 .50851 L .16215 .51118 L .164 .51361 L .16927 .51883 L .17582 .52369 L .19272 .53279 L .21309 .54072 L .23802 .54814 L .27014 .55549 L .30414 .56145 L .34437 .56677 L .38578 .57068 L .4074 .57219 L .41976 .5729 L .43154 .57348 L .44244 .57393 L .45434 .57433 L .46519 .57461 L .47525 .5748 L .48087 .57488 L Mistroke .48614 .57494 L .48916 .57496 L .49192 .57498 L .49345 .57499 L .49511 .57499 L .49669 .575 L .49815 .575 L .49967 .575 L .50132 .575 L .50288 .575 L .50431 .57499 L .50703 .57498 L .5099 .57497 L .51299 .57495 L .51587 .57492 L .52241 .57484 L .52827 .57474 L .53367 .57463 L .54587 .57432 L .55658 .57396 L .56789 .5735 L .58726 .57251 L .60828 .57113 L .64868 .56753 L .68948 .56241 L .72533 .55638 L .75879 .54897 L .78559 .54117 L .80617 .53329 L .81596 .52854 L .8238 .52393 L .82972 .51966 L .83471 .51506 L .83773 .51136 L .83906 .50924 L .84006 .50726 L .84077 .50543 L .84124 .50376 L .84142 .50284 L .8415 .50235 L .84156 .50183 L .84161 .50133 L .84164 .50088 L .84166 .50043 L .84167 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgOooool5ool004kooooo001oooool3ool005?o oooo0_l0001Booooo`;oo`00>Oooool003kooooo0ooo001@ooooo`03o`000?oooooooooo04kooooo 0ooo000kooooo`00@Oooool3ool004gooooo00?o0000ooooooooool0Boooool3ool003kooooo0014 ooooo`?oo`00B_ooool00ol0003oooooooooo`18ooooo`?oo`00@Oooool004Oooooo1?oo0016oooo o`03o`000?oooooooooo04Gooooo0ooo0014ooooo`00Boooool5ool0047ooooo00?o0000oooooooo ool0@_ooool3ool004Oooooo001@ooooo`Coo`00?Oooool00ol0003oooooooooo`0mooooo`Goo`00 B_ooool005Cooooo1Ooo000hooooo`03o`000?oooooooooo03Kooooo1ooo001?ooooo`00FOooool5 ool003?ooooo00?o0000ooooooooool0;_ooool8ool005Kooooo001Nooooo`Goo`00;_ooool00ol0 003oooooooooo`0Yooooo`Goo`00G_ooool006?ooooo2Ooo000Uooooo`;o00008_ooool8ool006?o oooo001/oooooaCoo`004Oooool00ol0003oooooooooo`0>oooooa?oo`00Joooool0083ooooo8_oo 001nooooo`00TOooool00ol0003oooooooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-3.12952, -3.09715, 0.0215829, \ 0.0215829}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.166667 0.5 0.166667 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -6 -9 ] [.33333 .4875 6 0 ] [.66667 .4875 -3 -9 ] [.66667 .4875 3 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -12 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -6 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-3)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-2)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-1)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(1)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(2)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(3)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-3)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-2)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-1)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(1)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(2)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(3)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .83333 .5 m .82256 .5 L .78712 .5 L .73368 .5 L .6673 .5 L .58522 .5 L .50043 .5 L .4104 .5 L .32989 .5 L .26345 .5 L .20944 .5 L .17724 .5 L .16667 .5 L .17811 .5 L .2105 .5 L .26553 .5 L .33489 .5 L .41229 .5 L .50063 .5 L .58571 .5 L .66977 .5 L .73882 .5 L .78964 .5 L .8232 .5 L .83333 .5 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-3.12952, -3.09715, 0.0215829, \ 0.0215829}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.166667 0.5 0.166667 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -6 -9 ] [.33333 .4875 6 0 ] [.66667 .4875 -3 -9 ] [.66667 .4875 3 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -12 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -6 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-3)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-2)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-1)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(1)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(2)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(3)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-3)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-2)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-1)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(1)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(2)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(3)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .83889 .5 m .83888 .50047 L .83885 .50091 L .8388 .5014 L .83873 .50187 L .83856 .50271 L .83829 .50362 L .83792 .50461 L .83743 .50567 L .83628 .50756 L .83476 .50951 L .83302 .51132 L .82794 .51541 L .82117 .5195 L .81359 .52317 L .7919 .53104 L .76811 .53738 L .73736 .54362 L .70405 .54879 L .66479 .5534 L .64433 .55529 L .62146 .55705 L .60115 .55833 L .5784 .55945 L .56754 .55989 L .55581 .56028 L .54562 .56055 L .53448 .56079 L .52794 .5609 L .52188 .56098 L .51608 .56104 L .51314 .56107 L .50991 .56108 L .507 .5611 L .50433 .56111 L .50141 .56111 L .49993 .56111 L .49832 .56111 L .4956 .56111 L .49269 .5611 L .48994 .56108 L .48745 .56107 L .48229 .56103 L .47663 .56097 L .46519 .56079 L .45464 .56056 L .4448 .5603 L .42282 .55951 L .39959 .55837 L .37819 .55703 L Mistroke .3555 .55528 L .31623 .55135 L .28086 .54662 L .24728 .54072 L .21796 .53388 L .19551 .52683 L .18655 .52323 L .1785 .51933 L .17232 .51559 L .16785 .51213 L .16429 .50835 L .16289 .50626 L .16239 .5053 L .16194 .50427 L .16164 .5034 L .1615 .50293 L .16138 .50243 L .16129 .50198 L .16122 .50156 L .16117 .50115 L .16114 .50073 L .16111 .50027 L .16111 .49978 L .16113 .49931 L .16117 .49889 L .16123 .49839 L .16132 .49786 L .16155 .49688 L .16186 .49593 L .16229 .49491 L .1633 .49307 L .1649 .49089 L .16673 .48891 L .17196 .48466 L .17846 .4807 L .19522 .47328 L .21542 .46682 L .24015 .46077 L .272 .45479 L .30573 .44993 L .34564 .4456 L .38671 .44241 L .40815 .44118 L .42041 .4406 L .4321 .44013 L .44291 .43976 L .45471 .43944 L .46548 .43921 L .47545 .43905 L .48103 .43898 L Mistroke .48625 .43894 L .48925 .43892 L .49199 .43891 L .4935 .4389 L .49515 .4389 L .49671 .43889 L .49816 .43889 L .49967 .43889 L .50131 .43889 L .50286 .43889 L .50428 .43889 L .50697 .4389 L .50982 .43891 L .51288 .43893 L .51574 .43895 L .52223 .43902 L .52804 .4391 L .5334 .43919 L .5455 .43944 L .55612 .43973 L .56733 .44011 L .58655 .44092 L .6074 .44204 L .64747 .44498 L .68794 .44915 L .7235 .45406 L .75669 .4601 L .78327 .46646 L .80368 .47288 L .81339 .47675 L .82117 .4805 L .82704 .48398 L .83199 .48773 L .83498 .49074 L .83631 .49247 L .8373 .49409 L .838 .49557 L .83846 .49693 L .83865 .49769 L .83872 .49808 L .83879 .49851 L .83884 .49891 L .83887 .49928 L .83888 .49965 L .83889 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgooooo`00B_ooool5ool004;ooooo00?o0000oooooooo ool0?_ooool5ool004Wooooo0007ooooo`?o0000:_ooool5o`0000gooooo1?oo000Iooooo`?o0000 :oooool00ol0003oooooooooo`0Yooooo`?o00005oooool4ool000oooooo1Ol0000[ooooo`?o0000 0oooool000Kooooo00Go0000ooooooooooooooooo`00000Zooooo`04o`000?ooooooooooo`0000[o oooo0ooo000Nooooo`03o`000?oooooooooo02[ooooo00?o0000ooooooooool0:_ooool00ol0003o ooooooooo`0Jooooo`?oo`003Oooool01?l0003oooooooooool0000Zooooo`05o`000?oooooooooo ooooool000000_ooool000Go00001Oooool00ol0003oooooooooo`0Qooooo`Go00000oooool00ol0 003oooooooooo`07ooooo`?oo`006Oooool5o`0000?ooooo00?o0000ooooooooool0:_ooool2o`00 02_ooooo00?o0000ooooooooool07Oooool5ool000Wooooo00?o0000ooooooooool0;_ooool1o`00 007ooooo0Oooool000Sooooo0_l0000]ooooo`03o`000?oooooooooo00?ooooo0ooo000Tooooo`03 o`000?oooooooooo02[ooooo00?o0000ooooooooool0:_ooool00ol0003oooooooooo`0Rooooo`Co o`001_ooool00ol0003oooooooooo`0[ooooo`;o00000oooool000[ooooo00?o0000ooooooooool0 9oooool01Ol0003ooooooooooooooooo000000;ooooo0_oo000Wooooo`03o`000?oooooooooo02[o oooo00?o0000ooooooooool0:_ooool00ol0003oooooooooo`0Vooooo`04ool00?ooooooooooo`00 00?ooooo00?o0000ooooooooool0;?ooool1o`00007ooooo0Oooool000Kooooo00Go0000oooooooo ooooooooo`00000Yooooo`04o`000?ooooooooooooooo`?oo`00:?ooool2o`0002cooooo00?o0000 ooooooooool0:Oooool2o`0002Wooooo0_oo00001Ol0003ooooooooooooooooo000002[ooooo00Go 0000ooooooooooooooooo`000002ooooo`001oooool3o`0002_ooooo00?o0000ool00?oo0000;?oo ool00ol0003oooooooooo`0Zooooo`03o`000?oooooooooo02[ooooo00?o0000ooooooooool0:Ooo ool01?oo003o0000o`000?l0000/ooooo`?o00000oooool003Gooooo00?oo`00ooooooooool0FOoo ool00ol0003oooooooooo`1Gooooo`;oo`00Oooool3ool005Gooooo00?o 0000ooooooooool0Doooool2ool003Oooooo000looooo`?oo`00D_ooool00ol0003oooooooooo`1A ooooo`;oo`00>Oooool003oooooo0ooo001?ooooo`03o`000?oooooooooo04oooooo0_oo000koooo o`00@_ooool3ool004cooooo0_l0001ooooo`Goo`00?_ooool00ol0003oooooooooo`0looooo`Coo`00C?ooool0 05?ooooo1ooo000gooooo`03o`000?oooooooooo03Oooooo1Ooo001@ooooo`00F_ooool:ool002go oooo00?o0000ooooooooool0"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-3.12952, -3.09715, 0.0215829, \ 0.0215829}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.166667 0.5 0.166667 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -6 -9 ] [.33333 .4875 6 0 ] [.66667 .4875 -3 -9 ] [.66667 .4875 3 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -12 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -6 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-3)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-2)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-1)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(1)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(2)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(3)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-3)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-2)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-1)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(1)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(2)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(3)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .85238 .5 m .85237 .50089 L .85234 .50169 L .85229 .50262 L .85222 .5035 L .85203 .50507 L .85176 .50676 L .85137 .50863 L .85086 .51061 L .84967 .51414 L .84809 .51778 L .84628 .52117 L .841 .52882 L .83395 .53647 L .82608 .54332 L .80352 .55806 L .77878 .5699 L .74681 .58157 L .71218 .59125 L .67135 .59986 L .65008 .6034 L .62629 .60669 L .60518 .60908 L .58153 .61119 L .57023 .61199 L .55803 .61273 L .54743 .61325 L .53586 .61369 L .52905 .6139 L .52275 .61405 L .51672 .61416 L .51367 .6142 L .5103 .61424 L .50728 .61426 L .50451 .61428 L .50146 .61428 L .49993 .61429 L .49826 .61428 L .49542 .61428 L .4924 .61426 L .48954 .61424 L .48695 .61421 L .48159 .61413 L .4757 .61401 L .46381 .61368 L .45283 .61326 L .4426 .61276 L .41975 .61128 L .39559 .60915 L .37335 .60665 L Mistroke .34974 .60338 L .30892 .59602 L .27213 .58718 L .23722 .57614 L .20673 .56336 L .18339 .55017 L .17407 .54344 L .1657 .53614 L .15928 .52915 L .15463 .52268 L .15093 .51562 L .14947 .51171 L .14895 .50991 L .14848 .50799 L .14816 .50636 L .14803 .50549 L .1479 .50455 L .1478 .50369 L .14773 .50291 L .14768 .50216 L .14764 .50137 L .14762 .50051 L .14762 .49958 L .14764 .49872 L .14768 .49793 L .14774 .497 L .14784 .49599 L .14808 .49417 L .1484 .49239 L .14884 .49048 L .14989 .48704 L .15156 .48297 L .15347 .47927 L .1589 .47131 L .16566 .4639 L .18309 .45003 L .20409 .43794 L .2298 .42664 L .26293 .41545 L .298 .40636 L .33949 .39826 L .38219 .39229 L .4045 .38999 L .41725 .38891 L .4294 .38803 L .44064 .38735 L .4529 .38674 L .4641 .38631 L .47447 .38601 L .48027 .38589 L Mistroke .4857 .38581 L .48882 .38577 L .49167 .38575 L .49324 .38574 L .49496 .38573 L .49658 .38572 L .49809 .38572 L .49966 .38571 L .50136 .38572 L .50297 .38572 L .50445 .38572 L .50725 .38574 L .51021 .38576 L .5134 .3858 L .51637 .38584 L .52312 .38596 L .52915 .38611 L .53473 .38627 L .54731 .38675 L .55835 .38729 L .57001 .38799 L .58999 .3895 L .61168 .39161 L .65334 .3971 L .69542 .4049 L .7324 .41409 L .76691 .42538 L .79455 .43727 L .81577 .44928 L .82587 .45651 L .83396 .46353 L .84006 .47005 L .84521 .47706 L .84832 .48269 L .84969 .48591 L .85073 .48894 L .85146 .49172 L .85194 .49427 L .85213 .49567 L .85221 .49642 L .85228 .49721 L .85233 .49797 L .85236 .49866 L .85238 .49935 L .85238 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgoooool00ol0003ooooooooo o`0gooooo`Goo`00D?ooool004kooooo0ooo0010ooooo`03o`000?oooooooooo03cooooo1?oo001< ooooo`00Boooool3ool004?ooooo00?o0000ooooooooool0@?ooool3ool004Wooooo0019ooooo`;o o`00A_ooool00ol0003oooooooooo`13ooooo`?oo`00A_ooool004Kooooo0ooo0018ooooo`03o`00 0?oooooooooo04Kooooo0ooo0013ooooo`00A?ooool2ool004_ooooo00?o0000ooooooooool0BOoo ool2ool0047ooooo0011ooooo`?oo`00COooool2o`0004cooooo00?oo`00ooooooooool0?_ooool0 03oooooo0_oo001@ooooo`03o`000?oooooooooo04cooooo0_oo000nooooo`00?Oooool2ool005;o oooo00?o0000ooooooooool0C_ooool2ool003cooooo000kooooo`;oo`00E?ooool00ol0003ooooo ooooo`1@ooooo`;oo`00>_ooool003Wooooo0_oo001Fooooo`03o`000?oooooooooo05;ooooo0_oo 000hooooo`00>?ooool00ooo003oooooooooo`1Fooooo`03o`000?oooooooooo05Cooooo0_oo000f ooooo`00=oooool00ooo003oooooooooo`1Gooooo`03o`000?oooooooooo05Kooooo00?oo`00oooo ooooool0_ooool2ool005Gooooo00?o 0000ooooooooool0D_ooool00ooo003oooooooooo`0gooooo`00??ooool00ooo003oooooooooo`1B ooooo`03o`000?oooooooooo053ooooo0_oo000jooooo`00?Oooool2ool005;ooooo00?o0000oooo ooooool0COooool3ool003cooooo000oooooo`;oo`00D?ooool00ol0003oooooooooo`1;ooooo`;o o`00?oooool0047ooooo0ooo001=ooooo`;o0000B_ooool2ool0047ooooo0014ooooo`?oo`00B_oo ool00ol0003oooooooooo`17ooooo`;oo`00@oooool004Oooooo0ooo0017ooooo`03o`000?oooooo oooo04Cooooo0ooo0015ooooo`00B_ooool3ool004Cooooo00?o0000ooooooooool0@_ooool2ool0 04Sooooo001=ooooo`?oo`00@Oooool00ol0003oooooooooo`0oooooo`?oo`00B_ooool0053ooooo 1?oo000mooooo`03o`000?oooooooooo03[ooooo1Ooo001=ooooo`00E?ooool3ool003[ooooo00?o 0000ooooooooool0=Oooool5ool005;ooooo001Gooooo`?oo`00=oooool00ol0003oooooooooo`0a ooooo`Coo`00Eoooool005[ooooo1Ooo000booooo`03o`000?oooooooooo02kooooo0ooo001Koooo o`00Goooool6ool002cooooo0_l0000Zooooo`Goo`00G_ooool006Gooooo1_oo000Vooooo`03o`00 0?oooooooooo02?ooooo1_oo001Sooooo`00Joooool=ool001Wooooo00?o0000ooooooooool05ooo ool"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-3.12952, -3.09715, 0.0215829, \ 0.0215829}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.166667 0.5 0.166667 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -6 -9 ] [.33333 .4875 6 0 ] [.66667 .4875 -3 -9 ] [.66667 .4875 3 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -12 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -6 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-3)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-2)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-1)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(1)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(2)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(3)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-3)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-2)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-1)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(1)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(2)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(3)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .87083 .5 m .87082 .50126 L .87079 .50241 L .87074 .50373 L .87066 .50498 L .87047 .5072 L .87018 .50962 L .86977 .51227 L .86923 .51508 L .86798 .52011 L .86632 .52528 L .86441 .5301 L .85885 .54097 L .85144 .55186 L .84315 .5616 L .81942 .58255 L .79338 .59939 L .75973 .61598 L .72329 .62974 L .68032 .64199 L .65793 .64703 L .6329 .65171 L .61069 .65509 L .58579 .65809 L .57391 .65924 L .56107 .66028 L .54992 .66102 L .53773 .66166 L .53057 .66195 L .52394 .66216 L .51759 .66232 L .51438 .66238 L .51084 .66243 L .50766 .66247 L .50474 .66249 L .50154 .6625 L .49993 .6625 L .49817 .6625 L .49518 .66249 L .492 .66246 L .489 .66243 L .48627 .66239 L .48062 .66228 L .47442 .66211 L .46191 .66164 L .45036 .66104 L .4396 .66033 L .41555 .65823 L .39012 .6552 L .36671 .65164 L Mistroke .34188 .64699 L .29891 .63653 L .2602 .62395 L .22346 .60827 L .19137 .59009 L .16681 .57134 L .157 .56177 L .1482 .55139 L .14143 .54145 L .13655 .53225 L .13265 .52221 L .13112 .51665 L .13056 .51409 L .13007 .51137 L .12974 .50904 L .12959 .5078 L .12946 .50647 L .12936 .50525 L .12929 .50414 L .12923 .50307 L .12919 .50195 L .12917 .50072 L .12917 .49941 L .12919 .49817 L .12923 .49705 L .12929 .49573 L .12939 .4943 L .12965 .49171 L .12999 .48918 L .13046 .48646 L .13156 .48157 L .13331 .47578 L .13532 .47052 L .14104 .45921 L .14815 .44868 L .16649 .42895 L .1886 .41176 L .21565 .39569 L .25051 .37977 L .28742 .36685 L .33109 .35534 L .37603 .34685 L .3995 .34358 L .41291 .34204 L .4257 .3408 L .43753 .33982 L .45044 .33896 L .46222 .33835 L .47313 .33793 L .47924 .33775 L Mistroke .48496 .33763 L .48823 .33758 L .49123 .33755 L .49289 .33753 L .4947 .33752 L .4964 .33751 L .49799 .3375 L .49964 .3375 L .50144 .3375 L .50313 .33751 L .50468 .33751 L .50763 .33753 L .51075 .33757 L .5141 .33762 L .51723 .33768 L .52433 .33785 L .53068 .33806 L .53655 .33829 L .54979 .33897 L .56141 .33974 L .57368 .34074 L .5947 .34289 L .61752 .34588 L .66137 .35369 L .70565 .36478 L .74456 .37785 L .78088 .3939 L .80997 .4108 L .83231 .42788 L .84293 .43816 L .85144 .44814 L .85787 .45741 L .86328 .46738 L .86656 .47539 L .86801 .47997 L .86909 .48427 L .86986 .48823 L .87037 .49185 L .87057 .49385 L .87065 .4949 L .87072 .49603 L .87077 .49711 L .87081 .49809 L .87083 .49907 L .87083 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgOooool3ool0057o oooo001Aooooo`?oo`00?Oooool00ol0003oooooooooo`0kooooo`;oo`00Coooool004oooooo0_oo 0010ooooo`03o`000?oooooooooo03gooooo0ooo001ooooo`;oo`00?Oooool003go oooo00?oo`00ooooooooool0DOooool00ol0003oooooooooo`1?ooooo`;oo`00>oooool003_ooooo 0_oo001Dooooo`03o`000?oooooooooo057ooooo0_oo000iooooo`00>Oooool2ool005Kooooo00?o 0000ooooooooool0Doooool2ool003Oooooo000hooooo`03ool00?oooooooooo05Kooooo00?o0000 ooooooooool0EOooool00ooo003oooooooooo`0dooooo`00=oooool00ooo003oooooooooo`1Goooo o`03o`000?oooooooooo05Kooooo00?oo`00ooooooooool0Oooool003gooooo0_oo001Booooo`03o`000?oooooooooo053ooooo00?oo`00 ooooooooool0>Oooool003oooooo0_oo001@ooooo`03o`000?oooooooooo04oooooo00?oo`00oooo ooooool0>_ooool0047ooooo00?oo`00ooooooooool0COooool2o`0004kooooo0_oo000mooooo`00 @_ooool2ool004gooooo00?o0000ooooooooool0Boooool2ool003oooooo0014ooooo`;oo`00Booo ool00ol0003oooooooooo`18ooooo`?oo`00@Oooool004Kooooo0ooo0018ooooo`03o`000?oooooo oooo04Kooooo0_oo0014ooooo`00BOooool2ool004Kooooo00?o0000ooooooooool0A?ooool2ool0 04Kooooo001;ooooo`?oo`00@oooool00ol0003oooooooooo`11ooooo`?oo`00B?ooool004kooooo 0_oo0011ooooo`03o`000?oooooooooo03oooooo0_oo001;ooooo`00D?ooool3ool003kooooo00?o 0000ooooooooool0??ooool3ool004gooooo001Cooooo`?oo`00>oooool00ol0003oooooooooo`0i ooooo`?oo`00D?ooool005Kooooo0ooo000hooooo`;o0000=_ooool4ool005?ooooo001Iooooo`?o o`00=Oooool00ol0003oooooooooo`0aooooo`Coo`00Eoooool005cooooo1?oo000aooooo`03o`00 0?oooooooooo02gooooo1?oo001Kooooo`00H?ooool4ool002gooooo00?o0000ooooooooool0:_oo ool3ool005oooooo001Tooooo`Goo`00:?ooool00ol0003oooooooooo`0Uooooo`Goo`00H_ooool0 06Wooooo1ooo000Qooooo`03o`000?oooooooooo01kooooo1ooo001Wooooo`00L?ooool7ool001[o oooo00?o0000ooooooooool06?ooool6ool006kooooo001gooooo`Ooo`002_ooool3o`0000Kooooo 00?o0000ooooooooool03oooool9ool007Cooooo001nooooobGoo`00OOooool008Wooooo00?o0000 ooooooooool01Oooool2o`0008gooooo0029ooooo`03o`000?oooooooooo00Gooooo00?o0000oooo ooooool0S?ooool008Wooooo00?o0000ooooooooool01Oooool00ol0003oooooooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-3.12952, -3.09715, 0.0215829, \ 0.0215829}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.166667 0.5 0.166667 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -6 -9 ] [.33333 .4875 6 0 ] [.66667 .4875 -3 -9 ] [.66667 .4875 3 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -12 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -6 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-3)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-2)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-1)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(1)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(2)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(3)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-3)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-2)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-1)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(1)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(2)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(3)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .89259 .5 m .89258 .50161 L .89255 .50307 L .89249 .50476 L .89241 .50636 L .89221 .5092 L .8919 .51228 L .89147 .51566 L .8909 .51925 L .88957 .52567 L .88781 .53227 L .8858 .53842 L .87991 .5523 L .87206 .56619 L .86329 .57863 L .83816 .60536 L .8106 .62686 L .77497 .64804 L .73639 .66559 L .6909 .68124 L .6672 .68766 L .6407 .69363 L .61718 .69795 L .59083 .70178 L .57824 .70325 L .56466 .70458 L .55285 .70552 L .53995 .70633 L .53237 .7067 L .52534 .70697 L .51862 .70717 L .51523 .70725 L .51148 .70732 L .50811 .70736 L .50502 .70739 L .50163 .70741 L .49992 .70741 L .49806 .7074 L .4949 .70739 L .49153 .70736 L .48835 .70732 L .48546 .70727 L .47949 .70712 L .47292 .70691 L .45968 .70631 L .44745 .70554 L .43605 .70464 L .41059 .70196 L .38367 .69809 L .35889 .69355 L Mistroke .3326 .68761 L .28711 .67427 L .24613 .65821 L .20723 .63819 L .17326 .61499 L .14726 .59105 L .13687 .57884 L .12756 .56559 L .1204 .55291 L .11522 .54117 L .11109 .52835 L .10947 .52125 L .10889 .51798 L .10837 .51451 L .10802 .51154 L .10786 .50996 L .10772 .50826 L .10761 .50671 L .10753 .50528 L .10748 .50392 L .10744 .50249 L .10741 .50092 L .10741 .49925 L .10743 .49767 L .10747 .49624 L .10754 .49455 L .10765 .49273 L .10792 .48942 L .10828 .48619 L .10877 .48272 L .10994 .47648 L .11179 .46909 L .11392 .46237 L .11998 .44794 L .1275 .43449 L .14692 .40931 L .17033 .38738 L .19897 .36686 L .23587 .34655 L .27495 .33005 L .32117 .31536 L .36875 .30453 L .3936 .30035 L .4078 .29839 L .42134 .2968 L .43386 .29556 L .44753 .29445 L .46001 .29367 L .47156 .29314 L .47802 .29292 L Mistroke .48407 .29276 L .48754 .2927 L .49072 .29265 L .49247 .29263 L .49439 .29261 L .49619 .2926 L .49787 .2926 L .49962 .29259 L .50152 .29259 L .50331 .2926 L .50496 .29261 L .50808 .29264 L .51138 .29268 L .51493 .29274 L .51824 .29282 L .52576 .29304 L .53248 .2933 L .53869 .2936 L .55271 .29447 L .56501 .29546 L .578 .29673 L .60026 .29947 L .62442 .30328 L .67084 .31326 L .71772 .32741 L .75891 .34409 L .79737 .36458 L .82816 .38615 L .85181 .40795 L .86306 .42107 L .87207 .43381 L .87887 .44564 L .8846 .45836 L .88806 .46859 L .8896 .47444 L .89075 .47992 L .89156 .48497 L .8921 .48959 L .89231 .49215 L .8924 .4935 L .89248 .49493 L .89253 .49631 L .89257 .49756 L .89259 .49882 L .89259 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgoooool2ool004oo oooo001>ooooo`?oo`00>?ooool00ol0003oooooooooo`05ooooo`;o0000?_ooool3ool004cooooo 001;ooooo`?oo`00>oooool00ol0003oooooooooo`05ooooo`03o`000?oooooooooo043ooooo0_oo 001:ooooo`00B?ooool3ool003gooooo0_l00007ooooo`03o`000?oooooooooo04;ooooo0_oo0018 ooooo`00A_ooool2ool0047ooooo00?o0000ooooooooool01Oooool00ol0003oooooooooo`14oooo o`;oo`00A_ooool004Cooooo0_oo001;ooooo`03o`000?oooooooooo04Kooooo0_oo0014ooooo`00 @oooool00ooo003oooooooooo`1;ooooo`03o`000?oooooooooo04Sooooo0ooo0011ooooo`00@Ooo ool2ool004kooooo00?o0000ooooooooool0Boooool2ool003oooooo000oooooo`;oo`00D?ooool0 0ol0003oooooooooo`1=ooooo`;oo`00?Oooool003kooooo00?oo`00ooooooooool0D?ooool00ol0 003oooooooooo`1?ooooo`;oo`00>oooool003cooooo0_oo001Cooooo`;o0000D_ooool00ooo003o ooooooooo`0hooooo`00>oooool00ooo003oooooooooo`1Cooooo`03o`000?oooooooooo05;ooooo 0_oo000hooooo`00>_ooool00ooo003oooooooooo`1Dooooo`03o`000?oooooooooo05Cooooo00?o o`00ooooooooool0=Oooool003Sooooo0_oo001Gooooo`03o`000?oooooooooo05Gooooo0_oo000e ooooo`00=oooool00ooo003oooooooooo`1Gooooo`03o`000?oooooooooo05Oooooo00?oo`00oooo ooooool0<_ooool003Kooooo00?oo`00ooooooooool0F?ooool00ol0003oooooooooo`1Hooooo`03 ool00?oooooooooo037ooooo000dooooo`;oo`00Foooool00ol0003oooooooooo`1Iooooo`03ool0 0?oooooooooo033ooooo000cooooo`03ool00?oooooooooo05_ooooo00?o0000ooooooooool0F_oo ool00ooo003oooooooooo`0_ooooo`00<_ooool00ooo003oooooooooo`1Looooo`03o`000?oooooo oooo05_ooooo00?oo`00ooooooooool0;_ooool0037ooooo00?oo`00ooooooooool0GOooool2o`00 05gooooo00?oo`00ooooooooool0;Oooool0033ooooo00?oo`00ooooooooool0G_ooool00ol0003o ooooooooo`1Mooooo`03ool00?oooooooooo02cooooo000_ooooo`03ool00?oooooooooo05oooooo 00?o0000ooooooooool0G_ooool00ooo003oooooooooo`0[ooooo`00;_ooool00ooo003ooooooooo o`1Pooooo`03o`000?oooooooooo05kooooo00?oo`00ooooooooool0:oooool002kooooo00?oo`00 ooooooooool0H?ooool00ol0003oooooooooo`1Oooooo`03ool00?oooooooooo02[ooooo000]oooo o`03ool00?oooooooooo067ooooo00?o0000ooooooooool0H?ooool00ooo003oooooooooo`0Yoooo o`00;?ooool00ooo003oooooooooo`1Rooooo`03o`000?oooooooooo067ooooo00?oo`00oooooooo ool0:?ooool002_ooooo00?oo`00ooooooooool0Hoooool00ol0003oooooooooo`1Qooooo`03ool0 0?oooooooooo02Sooooo000[ooooo`03ool00?oooooooooo06?ooooo00?o0000ooooooooool0H_oo ool00ooo003oooooooooo`0Wooooo`00:_ooool00ooo003oooooooooo`1Tooooo`;o0000I?ooool0 0ooo003oooooooooo`0Vooooo`00:Oooool00ooo003oooooooooo`1Uooooo`03o`000?oooooooooo 06Cooooo00?oo`00ooooooooool09Oooool002Wooooo00?oo`00ooooooooool0IOooool00ol0003o ooooooooo`1Tooooo`03ool00?oooooooooo02Gooooo000Xooooo`03ool00?oooooooooo06Kooooo 00?o0000ooooooooool0IOooool00ooo003oooooooooo`0Tooooo`00:?ooool00ooo003ooooooooo o`1Vooooo`03o`000?oooooooooo06Kooooo00?oo`00ooooooooool08oooool002Oooooo00?oo`00 ooooooooool0Ioooool00ol0003oooooooooo`1Vooooo`03ool00?oooooooooo02?ooooo000Woooo o`03ool00?oooooooooo06Oooooo00?o0000ooooooooool0Ioooool00ooo003oooooooooo`0Roooo o`009_ooool00ooo003oooooooooo`1Xooooo`03o`000?oooooooooo06Oooooo00?oo`00oooooooo ool08_ooool000Oooooo0ol0000Looooo`03ool00?oooooooooo00_ooooo1Ol0000Zooooo`?o0000 :oooool00ol0003oooooooooo`0Yooooo`?o0000:_ooool5o`0000cooooo00?oo`00ooooooooool0 7?ooool3o`0000?ooooo0006ooooo`05o`000?ooooooooooooooool000006_ooool00ooo003ooooo ooooo`0=ooooo`04o`000?ooooooooooo`0002_ooooo00?o0000ooooooooool0:_ooool00ol0003o ooooooooo`0Zooooo`03o`000?oooooooooo02[ooooo00Co0000oooooooooooo00003Oooool00ooo 003oooooooooo`0Jooooo`05o`000?ooooooooooooooool000000_ooool000Go00001Oooool00ol0 003oooooooooo`0Hooooo`03ool00?oooooooooo00Kooooo1Ol00003ooooo`03o`000?oooooooooo 02?ooooo1Ol00003ooooo`03o`000?oooooooooo02[ooooo0_l0000[ooooo`03o`000?oooooooooo 02_ooooo00?o0000ooooooooool03Oooool00ooo003oooooooooo`0Nooooo`7o00000Oooool1oooo o`002?ooool2o`0001_ooooo00?oo`00ooooooooool03oooool00ol0003oooooooooo`0Zooooo`03 o`000?oooooooooo02[ooooo00?o0000ooooooooool0:_ooool00ol0003oooooooooo`0/ooooo`03 o`000?oooooooooo00cooooo00?oo`00ooooooooool07?ooool2o`0000?ooooo000:ooooo`03o`00 0?oooooooooo01Oooooo00?oo`00ooooooooool03Oooool01Ol0003ooooooooooooooooo000002_o oooo00?o0000ooooooooool0:_ooool00ol0003oooooooooo`0Zooooo`03o`000?oooooooooo02Wo oooo00Go0000ooooooooooooooooo`00000>ooooo`03ool00?oooooooooo01gooooo0Ol00001oooo o`7ooooo0006ooooo`05o`000?ooooooooooooooool000006Oooool00ooo003oooooooooo`0=oooo o`05o`000?ooooooooooooooool00000:_ooool2o`0002cooooo00?o0000ooooooooool0:Oooool2 o`0002_ooooo00Go0000ooooooooooooooooo`00000>ooooo`03ool00?oooooooooo01Wooooo00Go 0000ooooooooooooooooo`000002ooooo`001oooool3o`0001[ooooo00?oo`00ooooooooool03_oo ool3o`0002cooooo00?o0000ooooooooool0:_ooool00ol0003oooooooooo`0Zooooo`03o`000?oo oooooooo02[ooooo0ol0000?ooooo`03ool00?oooooooooo01[ooooo0ol00003ooooo`009?ooool0 0ooo003oooooooooo`1Zooooo`03o`000?oooooooooo06Wooooo00?oo`00ooooooooool08?ooool0 02Cooooo00?oo`00ooooooooool0J_ooool00ol0003oooooooooo`1Zooooo`03ool00?oooooooooo 01oooooo000Sooooo`03ool00?oooooooooo06_ooooo00?o0000ooooooooool0J_ooool00ooo003o ooooooooo`0Oooooo`008oooool00ooo003oooooooooo`1[ooooo`03o`000?oooooooooo06[ooooo 00?oo`00ooooooooool07oooool000Kooooo7Ol000000ooo003o0000o`00003Ho`000003ool00?l0 003o000001co00000oooool000Kooooo00?o0000ooooooooool01_ooool00ol0003oooooooooo`06 ooooo`03o`000?oooooooooo00Kooooo00?o0000oooooooo00001oooool00ol0003oooooooooo`06 ooooo`03o`000?oooooooooo00Kooooo00?o0000ooooooooool01_ooool00ol0003oooooooooo`07 ooooo`03o`000?oooooooooo00Kooooo00?o0000ooooooooool01_ooool00ol0003oooooooooo`06 ooooo`03o`000?oooooooooo00Oooooo00?o0000ooooooooool01_ooool00ol0003oooooooooo`06 ooooo`03o`000?oooooooooo00Oooooo00?o0000ooooooooool01_ooool00ol0003oooooooooo`06 ooooo`03o`000?oooooooooo00Kooooo00?o0000ooooooooool01oooool00ol0003oooooooooo`06 ooooo`03o`000?oooooooooo00Kooooo00?o0000ooooooooool01_ooool00ol0003oooooooooo`07 ooooo`03o`000?oooooooooo00Kooooo00?o0000ooooooooool01_ooool00ol0003oooooooooo`06 ooooo`03o`000?oooooooooo00Gooooo00?oo`00ooooool000002?ooool00ol0003oooooooooo`06 ooooo`03o`000?oooooooooo00Oooooo00?o0000ooooooooool00Oooool000Kooooo00?o0000oooo ooooool06_ooool00ooo003oooooooooo`0>ooooo`03o`000?oooooooooo02_ooooo00?o0000oooo ooooool0;?ooool00ol0003oooooooooo`0[ooooo`03o`000?oooooooooo02_ooooo00?o0000oooo ooooool03_ooool00ooo003oooooooooo`0Kooooo`03o`000?oooooooooo007ooooo000Sooooo`;o o`00K?ooool00ol0003oooooooooo`1Yooooo`;oo`008Oooool002Cooooo00?oo`00ooooooooool0 J_ooool00ol0003oooooooooo`1Yooooo`03ool00?oooooooooo023ooooo000Tooooo`03ool00?oo oooooooo06[ooooo00?o0000ooooooooool0JOooool00ooo003oooooooooo`0Pooooo`009?ooool0 0ooo003oooooooooo`1Zooooo`03o`000?oooooooooo06Wooooo00?oo`00ooooooooool08?ooool0 02Cooooo00?oo`00ooooooooool0J_ooool00ol0003oooooooooo`1Yooooo`03ool00?oooooooooo 023ooooo000Tooooo`03ool00?oooooooooo06[ooooo00?o0000ooooooooool0JOooool00ooo003o ooooooooo`0Pooooo`009?ooool00ooo003oooooooooo`1Zooooo`;o0000JOooool00ooo003ooooo ooooo`0Qooooo`009Oooool00ooo003oooooooooo`1Yooooo`03o`000?oooooooooo06Sooooo00?o o`00ooooooooool08Oooool002Kooooo00?oo`00ooooooooool0J?ooool00ol0003oooooooooo`1X ooooo`03ool00?oooooooooo027ooooo000Vooooo`03ool00?oooooooooo06Sooooo00?o0000oooo ooooool0J?ooool00ooo003oooooooooo`0Qooooo`009_ooool00ooo003oooooooooo`1Xooooo`03 o`000?oooooooooo06Oooooo00?oo`00ooooooooool08_ooool002Oooooo00?oo`00ooooooooool0 Ioooool00ol0003oooooooooo`1Wooooo`03ool00?oooooooooo02;ooooo000Wooooo`03ool00?oo oooooooo06Oooooo00?o0000ooooooooool0I_ooool00ooo003oooooooooo`0Sooooo`009oooool0 0ooo003oooooooooo`1Wooooo`03o`000?oooooooooo06Kooooo00?oo`00ooooooooool08oooool0 02Sooooo00?oo`00ooooooooool0I_ooool00ol0003oooooooooo`1Uooooo`03ool00?oooooooooo 02Cooooo000Yooooo`03ool00?oooooooooo06Gooooo00?o0000ooooooooool0I?ooool00ooo003o ooooooooo`0Uooooo`00:Oooool00ooo003oooooooooo`1Uooooo`;o0000IOooool00ooo003ooooo ooooo`0Uooooo`00:_ooool00ooo003oooooooooo`1Tooooo`03o`000?oooooooooo06?ooooo00?o o`00ooooooooool09_ooool002_ooooo00?oo`00ooooooooool0Hoooool00ol0003oooooooooo`1R ooooo`03ool00?oooooooooo02Oooooo000/ooooo`03ool00?oooooooooo06;ooooo00?o0000oooo ooooool0HOooool00ooo003oooooooooo`0Xooooo`00;?ooool00ooo003oooooooooo`1Rooooo`03 o`000?oooooooooo067ooooo00?oo`00ooooooooool0:?ooool002gooooo00?oo`00ooooooooool0 HOooool00ol0003oooooooooo`1Pooooo`03ool00?oooooooooo02Wooooo000^ooooo`;oo`00HOoo ool00ol0003oooooooooo`1Oooooo`03ool00?oooooooooo02[ooooo000`ooooo`03ool00?oooooo oooo05kooooo00?o0000ooooooooool0G_ooool00ooo003oooooooooo`0[ooooo`00Oooool2ool005Kooooo00?o0000ooooooooool0E?ooool00ooo003oooooooooo`0eooooo`00>ooo ool00ooo003oooooooooo`1Cooooo`03o`000?oooooooooo05;ooooo0_oo000hooooo`00??ooool2 ool005?ooooo00?o0000ooooooooool0D?ooool2ool003[ooooo000nooooo`03ool00?oooooooooo 053ooooo0_l0001@ooooo`03ool00?oooooooooo03[ooooo000oooooo`;oo`00D?ooool00ol0003o ooooooooo`1=ooooo`;oo`00?Oooool0047ooooo0_oo001>ooooo`03o`000?oooooooooo04_ooooo 0_oo000oooooo`00@oooool2ool004cooooo00?o0000ooooooooool0B_ooool00ooo003ooooooooo o`0oooooo`00AOooool00ooo003oooooooooo`19ooooo`03o`000?oooooooooo04Sooooo0_oo0012 ooooo`00A_ooool2ool004Wooooo00?o0000ooooooooool0A_ooool2ool004Cooooo0018ooooo`;o o`00Aoooool00ol0003oooooooooo`13ooooo`?oo`00A_ooool004[ooooo0_oo000looooo`?o0000 1_ooool00ol0003oooooooooo`11ooooo`;oo`00BOooool004cooooo0ooo000jooooo`03o`000?oo oooooooo00Gooooo00?o0000ooooooooool0?oooool2ool004_ooooo001?ooooo`?oo`00=oooool0 0ol0003oooooooooo`05ooooo`;o0000?_ooool2ool004gooooo001Booooo`?oo`00=?ooool00ol0 003oooooooooo`05ooooo`03o`000?oooooooooo03[ooooo0ooo001?ooooo`00EOooool3ool0037o oooo00?o0000ooooooooool01Oooool00ol0003oooooooooo`0gooooo`?oo`00D_ooool005Sooooo 0ooo000]ooooo`;o00001oooool00ol0003oooooooooo`0dooooo`?oo`00EOooool005_ooooo0ooo 000[ooooo`03o`000?oooooooooo00Gooooo00?o0000ooooooooool0"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-3.12952, -3.09715, 0.0215829, \ 0.0215829}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.166667 0.5 0.166667 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -6 -9 ] [.33333 .4875 6 0 ] [.66667 .4875 -3 -9 ] [.66667 .4875 3 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -12 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -6 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-3)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-2)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-1)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(1)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(2)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(3)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-3)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-2)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-1)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(1)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(2)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(3)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .91667 .5 m .91665 .50194 L .91662 .5037 L .91656 .50574 L .91647 .50766 L .91626 .51108 L .91594 .5148 L .91548 .51888 L .91487 .5232 L .91346 .53094 L .91159 .5389 L .90945 .54631 L .9032 .56303 L .89488 .57979 L .88557 .59477 L .8589 .627 L .82964 .65291 L .79183 .67844 L .75089 .6996 L .70261 .71845 L .67745 .72619 L .64933 .73339 L .62437 .7386 L .5964 .74322 L .58304 .74498 L .56862 .74659 L .55609 .74772 L .5424 .7487 L .53435 .74915 L .5269 .74948 L .51976 .74972 L .51616 .74981 L .51218 .74989 L .50861 .74995 L .50533 .74998 L .50173 .75 L .49992 .75 L .49794 .75 L .49459 .74998 L .49101 .74994 L .48764 .74989 L .48457 .74983 L .47823 .74966 L .47126 .7494 L .4572 .74868 L .44423 .74775 L .43213 .74666 L .40511 .74343 L .37654 .73877 L .35024 .73329 L Mistroke .32233 .72613 L .27406 .71005 L .23056 .6907 L .18928 .66656 L .15323 .6386 L .12563 .60975 L .11461 .59503 L .10472 .57906 L .09712 .56377 L .09162 .54962 L .08724 .53417 L .08553 .52561 L .0849 .52167 L .08435 .51748 L .08398 .51391 L .08381 .51201 L .08366 .50996 L .08355 .50808 L .08347 .50637 L .08341 .50472 L .08336 .503 L .08334 .50111 L .08334 .49909 L .08336 .49719 L .0834 .49547 L .08348 .49343 L .08359 .49123 L .08388 .48724 L .08426 .48335 L .08478 .47917 L .08602 .47165 L .08799 .46274 L .09025 .45465 L .09667 .43724 L .10466 .42104 L .12527 .39069 L .15011 .36425 L .18051 .33952 L .21968 .31504 L .26114 .29516 L .31021 .27744 L .3607 .26438 L .38708 .25936 L .40215 .25699 L .41651 .25507 L .42981 .25357 L .44431 .25224 L .45755 .2513 L .46981 .25066 L .47667 .25039 L Mistroke .4831 .25021 L .48678 .25013 L .49015 .25007 L .49201 .25005 L .49404 .25003 L .49596 .25001 L .49774 .25 L .4996 .25 L .50161 .25 L .50351 .25001 L .50526 .25002 L .50858 .25005 L .51208 .25011 L .51584 .25018 L .51936 .25027 L .52733 .25054 L .53447 .25086 L .54107 .25122 L .55594 .25226 L .569 .25345 L .58279 .25498 L .60641 .25829 L .63205 .26289 L .68131 .27491 L .73107 .29197 L .77479 .31207 L .8156 .33677 L .84828 .36277 L .87338 .38904 L .88532 .40487 L .89488 .42022 L .9021 .43447 L .90818 .44981 L .91186 .46214 L .91349 .46919 L .91471 .4758 L .91557 .48189 L .91614 .48746 L .91637 .49053 L .91646 .49216 L .91654 .49389 L .9166 .49556 L .91664 .49706 L .91666 .49858 L .91667 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgooooo`00NooooolEool00003oooooooo003oo`0001Coo`00NOooool0 07?ooooo2?oo000Fooooo`03o`000?oooooooooo01?ooooo1Ooo001dooooo`00K_ooool5ool001ko oooo00?o0000ooooooooool06?ooool7ool006gooooo001Xooooo`Koo`008oooool00ol0003ooooo ooooo`0Oooooo`Goo`00J?ooool006Gooooo0ooo000Yooooo`;o00009Oooool5ool006?ooooo001Q ooooo`Coo`00;?ooool00ol0003oooooooooo`0Yooooo`Goo`00G_ooool005kooooo0ooo000`oooo o`03o`000?oooooooooo02kooooo0ooo001Kooooo`00Foooool3ool003?ooooo00?o0000oooooooo ool0_ooool3ool004oooooo001?ooooo`?oo`00?oooool00ol0 003oooooooooo`0mooooo`;oo`00COooool004gooooo0_oo0012ooooo`03o`000?oooooooooo03oo oooo0_oo001;ooooo`00Boooool2ool004Cooooo0_l00012ooooo`;oo`00BOooool004Wooooo0_oo 0016ooooo`03o`000?oooooooooo04?ooooo0_oo0017ooooo`00B?ooool00ooo003oooooooooo`16 ooooo`03o`000?oooooooooo04Gooooo0_oo0015ooooo`00A_ooool2ool004Wooooo00?o0000oooo ooooool0Aoooool2ool004?ooooo0014ooooo`;oo`00Boooool00ol0003oooooooooo`19ooooo`;o o`00@Oooool004;ooooo0_oo001=ooooo`03o`000?oooooooooo04_ooooo00?oo`00ooooooooool0 ?_ooool0043ooooo0_oo001?ooooo`03o`000?oooooooooo04cooooo0_oo000nooooo`00?_ooool2 ool004Sooooo0ol00006ooooo`03o`000?oooooooooo04kooooo0_oo000looooo`00?Oooool00ooo 003oooooooooo`19ooooo`03o`000?oooooooooo00Gooooo00?o0000ooooooooool0D?ooool00ooo 003oooooooooo`0iooooo`00>oooool2ool004Cooooo1Ol00003ooooo`03o`000?oooooooooo00Go oooo00?o0000ooooooooool0DOooool2ool003Wooooo000iooooo`;oo`00C_ooool00ol0003ooooo ooooo`05ooooo`;o0000E?ooool00ooo003oooooooooo`0fooooo`00=oooool2ool0053ooooo00?o 0000ooooooooool01Oooool00ol0003oooooooooo`1Dooooo`;oo`00=_ooool003Kooooo00?oo`00 ooooooooool0Coooool2o`0000Oooooo00?o0000ooooooooool0E_ooool00ooo003oooooooooo`0c ooooo`00=Oooool00ooo003oooooooooo`1Aooooo`03o`000?oooooooooo00Gooooo00?o0000oooo ooooool0Eoooool00ooo003oooooooooo`0booooo`00Oooool00ooo003oooooooooo`1=ooooo`03o`000?oooooooooo00Gooooo00?o0000oooooooo ool0E?ooool2ool003Kooooo000jooooo`;oo`00COooool00ol0003oooooooooo`05ooooo`;o0000 E?ooool00ooo003oooooooooo`0fooooo`00??ooool2ool004_ooooo00?o0000ooooooooool01Ooo ool00ol0003oooooooooo`1Booooo`03ool00?oooooooooo03Oooooo000nooooo`03ool00?oooooo oooo04Sooooo00?o0000ooooooooool01Oooool00ol0003oooooooooo`1@ooooo`;oo`00>_ooool0 03oooooo0_oo0017ooooo`;o00001oooool00ol0003oooooooooo`1?ooooo`03ool00?oooooooooo 03[ooooo0011ooooo`;oo`00A_ooool00ol0003oooooooooo`05ooooo`03o`000?oooooooooo04go oooo0_oo000mooooo`00@oooool00ooo003oooooooooo`1;ooooo`03o`000?oooooooooo04[ooooo 0ooo000oooooo`00A?ooool2ool004_ooooo00?o0000ooooooooool0B?ooool2ool004;ooooo0016 ooooo`;oo`00BOooool00ol0003oooooooooo`16ooooo`;oo`00A?ooool004Sooooo0ooo0016oooo o`03o`000?oooooooooo04?ooooo0ooo0016ooooo`00Boooool2ool004Cooooo00?o0000oooooooo ool0@Oooool2ool004Wooooo001=ooooo`;oo`00@_ooool2o`00043ooooo0_oo001;ooooo`00Cooo ool3ool003oooooo00?o0000ooooooooool0?Oooool2ool004gooooo001Booooo`;oo`00?Oooool0 0ol0003oooooooooo`0jooooo`?oo`00Coooool005Cooooo0ooo000jooooo`03o`000?oooooooooo 03Sooooo0_oo001Booooo`00Eoooool3ool003Oooooo00?o0000ooooooooool0=_ooool2ool005Co oooo001Jooooo`;oo`00=Oooool00ol0003oooooooooo`0cooooo`?oo`00E_ooool005cooooo0ooo 000booooo`03o`000?oooooooooo033ooooo0ooo001Iooooo`00Goooool3ool002oooooo00?o0000 ooooooooool0;?ooool4ool005cooooo001Rooooo`Coo`00:oooool00ol0003oooooooooo`0Xoooo o`Coo`00H?ooool006Kooooo1_oo000Uooooo`;o00009?ooool5ool006Cooooo001/ooooo`Goo`00 8?ooool00ol0003oooooooooo`0Mooooo`Koo`00JOooool0077ooooo1?oo000Looooo`03o`000?oo oooooooo01Wooooo1?oo001_ooooo`00MOooool6ool001Kooooo00?o0000ooooooooool04_ooool7 ool007?ooooo001kooooob_oo`00N_ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo 00?o0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000 ooooooooool0S?ooool0097ooooo0_l0002=ooooo`00TOooool00ol0003oooooooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-3.12952, -3.09715, 0.0215829, \ 0.0215829}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.166667 0.5 0.166667 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -6 -9 ] [.33333 .4875 6 0 ] [.66667 .4875 -3 -9 ] [.66667 .4875 3 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -12 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -6 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-3)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-2)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-1)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(1)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(2)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(3)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-3)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-2)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-1)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(1)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(2)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(3)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .94242 .5 m .94241 .50226 L .94238 .50431 L .94231 .50668 L .94222 .50892 L .94199 .5129 L .94165 .51722 L .94116 .52197 L .94051 .527 L .93902 .536 L .93704 .54526 L .93477 .55389 L .92813 .57335 L .91929 .59284 L .9094 .61028 L .88108 .64778 L .85002 .67793 L .80987 .70764 L .7664 .73226 L .71513 .7542 L .68842 .76321 L .65856 .77158 L .63206 .77765 L .60236 .78302 L .58817 .78507 L .57286 .78694 L .55955 .78826 L .54502 .7894 L .53648 .78992 L .52856 .7903 L .52099 .79058 L .51716 .79069 L .51293 .79078 L .50914 .79085 L .50566 .79089 L .50183 .79091 L .49991 .79091 L .49781 .79091 L .49425 .79088 L .49046 .79084 L .48687 .79078 L .48362 .79071 L .47688 .79051 L .46948 .79022 L .45456 .78937 L .44078 .78829 L .42794 .78702 L .39924 .78326 L .36891 .77785 L .34098 .77147 L Mistroke .31135 .76314 L .26009 .74442 L .21391 .7219 L .17007 .69382 L .13179 .66128 L .10249 .62771 L .09078 .61058 L .08028 .592 L .07221 .57421 L .06638 .55774 L .06173 .53976 L .0599 .5298 L .05924 .52522 L .05866 .52035 L .05826 .51618 L .05809 .51397 L .05793 .51159 L .05781 .50941 L .05772 .50741 L .05765 .5055 L .05761 .50349 L .05758 .50129 L .05758 .49894 L .0576 .49673 L .05765 .49472 L .05773 .49236 L .05785 .4898 L .05815 .48516 L .05856 .48062 L .05911 .47576 L .06043 .46701 L .06252 .45664 L .06492 .44722 L .07174 .42698 L .08022 .40812 L .10211 .3728 L .12848 .34204 L .16076 .31326 L .20235 .28477 L .24638 .26164 L .29848 .24102 L .35209 .22583 L .38009 .21998 L .3961 .21723 L .41135 .21499 L .42547 .21325 L .44087 .2117 L .45493 .2106 L .46795 .20986 L .47523 .20955 L Mistroke .48205 .20933 L .48596 .20924 L .48954 .20917 L .49152 .20914 L .49367 .20912 L .49571 .2091 L .4976 .2091 L .49958 .20909 L .50171 .20909 L .50373 .2091 L .50559 .20911 L .50911 .20915 L .51282 .20921 L .51682 .2093 L .52055 .2094 L .52902 .20972 L .5366 .21009 L .5436 .21051 L .5594 .21172 L .57327 .21311 L .58791 .21489 L .61299 .21874 L .64021 .22409 L .69252 .23808 L .74535 .25792 L .79178 .28132 L .83511 .31006 L .86981 .34031 L .89646 .37089 L .90914 .3893 L .91929 .40717 L .92696 .42375 L .93342 .4416 L .93732 .45594 L .93905 .46415 L .94035 .47184 L .94126 .47892 L .94187 .4854 L .94211 .48899 L .94221 .49088 L .94229 .49289 L .94235 .49483 L .94239 .49658 L .94242 .49834 L .94242 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgooooo`00COooool3ool0 047ooooo00?o0000ooooooooool0?_ooool3ool004_ooooo001;ooooo`;oo`00A?ooool00ol0003o ooooooooo`11ooooo`;oo`00BOooool004Wooooo0_oo0016ooooo`03o`000?oooooooooo04?ooooo 0_oo0017ooooo`00Aoooool2ool004Sooooo0_l00016ooooo`;oo`00AOooool004Gooooo0_oo001: ooooo`03o`000?oooooooooo04Oooooo0ooo0012ooooo`00@oooool2ool004cooooo00?o0000oooo ooooool0B_ooool2ool0043ooooo0011ooooo`;oo`00C_ooool00ol0003oooooooooo`1_ooool2ool0 05Gooooo00?o0000ooooooooool0Doooool00ooo003oooooooooo`0fooooo`00>Oooool00ooo003o ooooooooo`1Eooooo`03o`000?oooooooooo05Cooooo0_oo000fooooo`00=oooool2ool005Sooooo 0_l0001Gooooo`03ool00?oooooooooo03?ooooo000fooooo`03ool00?oooooooooo05Sooooo00?o 0000ooooooooool0Eoooool2ool003?ooooo000dooooo`;oo`00Foooool00ol0003oooooooooo`1I ooooo`03ool00?oooooooooo033ooooo000cooooo`03ool00?oooooooooo05_ooooo00?o0000oooo ooooool0F_ooool00ooo003oooooooooo`0_ooooo`00oooo o`03o`000?oooooooooo007ooooo000Fooooo`03ool00?oooooooooo07Sooooo00?o0000oooooooo ool0Moooool00ooo003oooooooooo`0Booooo`005_ooool00ooo003oooooooooo`1hooooo`03o`00 0?oooooooooo07Oooooo00?oo`00ooooooooool04_ooool001Kooooo00?oo`00ooooooooool0N?oo ool00ol0003oooooooooo`1gooooo`03ool00?oooooooooo01;ooooo000Fooooo`03ool00?oooooo oooo07Sooooo00?o0000ooooooooool0Moooool00ooo003oooooooooo`0Booooo`005_ooool00ooo 003oooooooooo`1hooooo`03o`000?oooooooooo07Oooooo00?oo`00ooooooooool04_ooool001Ko oooo00?oo`00ooooooooool0N?ooool00ol0003oooooooooo`1gooooo`03ool00?oooooooooo01;o oooo000Fooooo`03ool00?oooooooooo07Sooooo0_l0001hooooo`03ool00?oooooooooo01;ooooo 000Gooooo`03ool00?oooooooooo07Oooooo00?o0000ooooooooool0Moooool00ooo003ooooooooo o`0Booooo`005oooool00ooo003oooooooooo`1gooooo`03o`000?oooooooooo07Oooooo00?oo`00 ooooooooool04_ooool001Oooooo00?oo`00ooooooooool0Moooool00ol0003oooooooooo`1foooo o`03ool00?oooooooooo01?ooooo000Gooooo`03ool00?oooooooooo07Oooooo00?o0000oooooooo ool0M_ooool00ooo003oooooooooo`0Cooooo`006?ooool00ooo003oooooooooo`1fooooo`03o`00 0?oooooooooo07Kooooo00?oo`00ooooooooool04oooool001Sooooo00?oo`00ooooooooool0M_oo ool00ol0003oooooooooo`1eooooo`03ool00?oooooooooo01Cooooo000Hooooo`03ool00?oooooo oooo07Kooooo00?o0000ooooooooool0MOooool00ooo003oooooooooo`0Dooooo`006?ooool00ooo 003oooooooooo`1fooooo`03o`000?oooooooooo07Gooooo00?oo`00ooooooooool05?ooool001Wo oooo00?oo`00ooooooooool0MOooool00ol0003oooooooooo`1dooooo`03ool00?oooooooooo01Go oooo000Iooooo`03ool00?oooooooooo07Gooooo0_l0001eooooo`03ool00?oooooooooo01Gooooo 000Iooooo`03ool00?oooooooooo07Gooooo00?o0000ooooooooool0M?ooool00ooo003ooooooooo o`0Eooooo`006_ooool00ooo003oooooooooo`1dooooo`03o`000?oooooooooo07Cooooo00?oo`00 ooooooooool05Oooool001[ooooo00?oo`00ooooooooool0M?ooool00ol0003oooooooooo`1coooo o`03ool00?oooooooooo01Kooooo000Kooooo`03ool00?oooooooooo07?ooooo00?o0000oooooooo ool0Loooool00ooo003oooooooooo`0Fooooo`006oooool00ooo003oooooooooo`1cooooo`03o`00 0?oooooooooo07;ooooo00?oo`00ooooooooool05oooool001_ooooo00?oo`00ooooooooool0Looo ool00ol0003oooooooooo`1booooo`03ool00?oooooooooo01Oooooo000Looooo`03ool00?oooooo oooo07;ooooo00?o0000ooooooooool0LOooool00ooo003oooooooooo`0Hooooo`007?ooool00ooo 003oooooooooo`1booooo`03o`000?oooooooooo077ooooo00?oo`00ooooooooool06?ooool001go oooo00?oo`00ooooooooool0LOooool2o`00077ooooo00?oo`00ooooooooool06Oooool001kooooo 00?oo`00ooooooooool0L?ooool00ol0003oooooooooo`1_ooooo`03ool00?oooooooooo01[ooooo 000Nooooo`03ool00?oooooooooo073ooooo00?o0000ooooooooool0Koooool00ooo003ooooooooo o`0Jooooo`007oooool00ooo003oooooooooo`1_ooooo`03o`000?oooooooooo06kooooo00?oo`00 ooooooooool06oooool001oooooo00?oo`00ooooooooool0Koooool00ol0003oooooooooo`1^oooo o`03ool00?oooooooooo01_ooooo000Pooooo`03ool00?oooooooooo06kooooo00?o0000oooooooo ool0KOooool00ooo003oooooooooo`0Looooo`008Oooool00ooo003oooooooooo`1]ooooo`03o`00 0?oooooooooo06cooooo00?oo`00ooooooooool07Oooool0027ooooo00?oo`00ooooooooool0KOoo ool00ol0003oooooooooo`1[ooooo`03ool00?oooooooooo01kooooo000Rooooo`03ool00?oooooo oooo06cooooo00?o0000ooooooooool0J_ooool00ooo003oooooooooo`0Oooooo`008_ooool00ooo 003oooooooooo`1/ooooo`;o0000Joooool00ooo003oooooooooo`0Oooooo`008oooool00ooo003o ooooooooo`1[ooooo`03o`000?oooooooooo06Wooooo00?oo`00ooooooooool08?ooool002Cooooo 00?oo`00ooooooooool0J_ooool00ol0003oooooooooo`1Xooooo`03ool00?oooooooooo027ooooo 000Uooooo`03ool00?oooooooooo06Wooooo00?o0000ooooooooool0Ioooool00ooo003ooooooooo o`0Rooooo`009_ooool00ooo003oooooooooo`1Xooooo`03o`000?oooooooooo06Kooooo00?oo`00 ooooooooool08oooool002Oooooo00?oo`00ooooooooool0Ioooool00ol0003oooooooooo`1Uoooo o`03ool00?oooooooooo02Cooooo000Xooooo`03ool00?oooooooooo06Kooooo00?o0000oooooooo ool0I?ooool00ooo003oooooooooo`0Uooooo`00:Oooool00ooo003oooooooooo`1Looooo`?o0000 1_ooool00ol0003oooooooooo`1Sooooo`03ool00?oooooooooo02Kooooo000Zooooo`;oo`00GOoo ool00ol0003oooooooooo`05ooooo`03o`000?oooooooooo06;ooooo00?oo`00ooooooooool09ooo ool002cooooo00?oo`00ooooooooool0F_ooool00ol0003oooooooooo`05ooooo`;o0000H_ooool0 0ooo003oooooooooo`0Xooooo`00;Oooool00ooo003oooooooooo`1Iooooo`03o`000?oooooooooo 00Gooooo00?o0000ooooooooool0H?ooool00ooo003oooooooooo`0Yooooo`00;_ooool00ooo003o ooooooooo`1Hooooo`03o`000?oooooooooo00Gooooo00?o0000ooooooooool0Goooool00ooo003o ooooooooo`0Zooooo`00;oooool2ool005Oooooo0_l00007ooooo`03o`000?oooooooooo05gooooo 0_oo000]ooooo`00?ooool2 ool005Oooooo0_l0001Fooooo`03ool00?oooooooooo03Cooooo000jooooo`03ool00?oooooooooo 05Cooooo00?o0000ooooooooool0E?ooool00ooo003oooooooooo`0eooooo`00>oooool2ool005Co oooo00?o0000ooooooooool0D_ooool2ool003Sooooo000mooooo`03ool00?oooooooooo057ooooo 00?o0000ooooooooool0D?ooool2ool003[ooooo000nooooo`;oo`00DOooool00ol0003ooooooooo o`1?ooooo`03ool00?oooooooooo03[ooooo0010ooooo`03ool00?oooooooooo04kooooo00?o0000 ooooooooool0COooool2ool003gooooo0011ooooo`;oo`00C_ooool00ol0003oooooooooo`1;oooo o`;oo`00?oooool004?ooooo0_oo001ooooo`;oo`00@Oooool00ol0003oooooooooo`0nooooo`?oo`00Boooool0053ooooo 0ooo000nooooo`03o`000?oooooooooo03cooooo0_oo001>ooooo`00Doooool3ool003_ooooo00?o 0000ooooooooool0>Oooool3ool0053ooooo001Fooooo`?oo`00>?ooool00ol0003oooooooooo`0f ooooo`?oo`00Doooool005Wooooo0ooo000eooooo`03o`000?oooooooooo03?ooooo0ooo001Foooo o`00G?ooool3ool003;ooooo00?o0000ooooooooool0;oooool4ool005Wooooo001Oooooo`Coo`00 ;_ooool2o`0002cooooo1?oo001Mooooo`00Hoooool4ool002[ooooo00?o0000ooooooooool09ooo ool4ool0067ooooo001Wooooo`Coo`009_ooool00ol0003oooooooooo`0Sooooo`Coo`00IOooool0 06_ooooo1?oo000Rooooo`03o`000?oooooooooo01oooooo1?oo001Yooooo`00Koooool4ool001ko oooo00?o0000ooooooooool06oooool4ool006gooooo001cooooo`Koo`006?ooool00ol0003ooooo ooooo`0Cooooo`Soo`00LOooool007Wooooo3_oo000:ooooo`03o`000?oooooooooo00Sooooo2ooo 001iooooo`00QooooolEool008Cooooo002Aooooo`03o`000?oooooooooo08cooooo002Aooooo`;o 0000SOooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0S?oo ool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097o oooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool008Oooooo1Ol0 0005ooooo`03o`000?oooooooooo08cooooo0028ooooo`04o`000?ooooooooooo`0000Gooooo00?o 0000ooooooooool0S?ooool008Wooooo00?o0000ooooooooool01Oooool00ol0003oooooooooo`2< ooooo`00R_ooool00ol0003oooooooooo`04ooooo`;o0000SOooool008Oooooo00Go0000oooooooo ooooooooo`000005ooooo`03o`000?oooooooooo08cooooo0027ooooo`05o`000?oooooooooooooo ool000001Oooool00ol0003oooooooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-3.12952, -3.09715, 0.0215829, \ 0.0215829}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.166667 0.5 0.166667 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -6 -9 ] [.33333 .4875 6 0 ] [.66667 .4875 -3 -9 ] [.66667 .4875 3 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -12 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -6 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-3)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-2)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-1)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(1)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(2)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(3)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-3)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-2)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-1)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(1)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(2)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(3)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .96944 .5 m .96943 .50256 L .96939 .5049 L .96932 .50759 L .96922 .51013 L .96898 .51466 L .96862 .51956 L .9681 .52496 L .96742 .53068 L .96584 .54091 L .96373 .55143 L .96132 .56124 L .95428 .58335 L .9449 .60549 L .93441 .62531 L .90436 .66792 L .8714 .70218 L .8288 .73593 L .78267 .76392 L .72827 .78884 L .69993 .79908 L .66825 .8086 L .64012 .81549 L .60861 .82159 L .59356 .82392 L .57731 .82604 L .56319 .82755 L .54777 .82884 L .5387 .82943 L .5303 .82987 L .52227 .83018 L .51821 .83031 L .51372 .83041 L .5097 .83049 L .506 .83053 L .50195 .83055 L .49991 .83056 L .49768 .83055 L .4939 .83053 L .48987 .83048 L .48607 .83041 L .48262 .83033 L .47547 .8301 L .46762 .82977 L .45178 .82881 L .43716 .82758 L .42354 .82614 L .39309 .82187 L .3609 .81571 L .33127 .80847 L Mistroke .29983 .799 L .24544 .77774 L .19644 .75215 L .14992 .72023 L .1093 .68326 L .07821 .64512 L .06579 .62565 L .05465 .60454 L .04609 .58432 L .0399 .56561 L .03496 .54518 L .03303 .53386 L .03232 .52865 L .03171 .52312 L .03128 .51839 L .0311 .51587 L .03093 .51317 L .0308 .51069 L .03071 .50842 L .03064 .50624 L .03059 .50396 L .03056 .50146 L .03056 .4988 L .03059 .49629 L .03063 .494 L .03072 .49132 L .03084 .48841 L .03117 .48313 L .0316 .47798 L .03219 .47246 L .03358 .46251 L .0358 .45073 L .03835 .44003 L .04559 .41702 L .05459 .3956 L .07781 .35547 L .10579 .32051 L .14004 .28781 L .18417 .25544 L .23089 .22915 L .28617 .20573 L .34306 .18846 L .37277 .18182 L .38975 .17869 L .40594 .17615 L .42092 .17417 L .43726 .17241 L .45218 .17116 L .46599 .17031 L .47372 .16996 L Mistroke .48096 .16972 L .48511 .16961 L .4889 .16954 L .491 .16951 L .49329 .16948 L .49545 .16946 L .49745 .16945 L .49955 .16944 L .50182 .16945 L .50396 .16946 L .50593 .16947 L .50966 .16951 L .5136 .16958 L .51785 .16968 L .52181 .1698 L .5308 .17016 L .53884 .17058 L .54627 .17105 L .56303 .17244 L .57774 .17401 L .59327 .17603 L .61989 .18041 L .64877 .18648 L .70428 .20238 L .76034 .22493 L .8096 .25152 L .85558 .28418 L .8924 .31855 L .92068 .35329 L .93413 .37421 L .9449 .39451 L .95303 .41336 L .95989 .43364 L .96403 .44994 L .96587 .45926 L .96724 .46801 L .96821 .47605 L .96885 .48341 L .96911 .48749 L .96921 .48963 L .9693 .49192 L .96937 .49412 L .96941 .49611 L .96944 .49812 L .96944 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg_ooool00ol0003oooooooooo`0gooooo`;o o`00Doooool005;ooooo0_oo000mooooo`03o`000?oooooooooo03Wooooo0ooo001@ooooo`00D?oo ool2ool003oooooo00?o0000ooooooooool0??ooool2ool004kooooo001=ooooo`?oo`00@Oooool0 0ol0003oooooooooo`0nooooo`;oo`00C?ooool004_ooooo0_oo0014ooooo`03o`000?oooooooooo 043ooooo0ooo0019ooooo`00BOooool2ool004Kooooo00?o0000ooooooooool0@oooool2ool004Oo oooo0017ooooo`;oo`00B?ooool00ol0003oooooooooo`15ooooo`;oo`00AOooool004Gooooo0_oo 001:ooooo`03o`000?oooooooooo04Oooooo0_oo0013ooooo`00@oooool2ool004cooooo0_l0001: ooooo`;oo`00@Oooool0047ooooo0_oo001>ooooo`03o`000?oooooooooo04_ooooo0_oo000ooooo o`00?oooool2ool0053ooooo00?o0000ooooooooool0COooool2ool003gooooo000nooooo`03ool0 0?oooooooooo053ooooo00?o0000ooooooooool0Coooool2ool003_ooooo000looooo`;oo`00Dooo ool00ol0003oooooooooo`1Aooooo`;oo`00>Oooool003[ooooo0_oo001Eooooo`03o`000?oooooo oooo05?ooooo0_oo000gooooo`00>?ooool2ool005Oooooo00?o0000ooooooooool0EOooool00ooo 003oooooooooo`0dooooo`00=oooool00ooo003oooooooooo`1Gooooo`03o`000?oooooooooo05Ko oooo00?oo`00ooooooooool0ooooo`00 4Oooool00ooo003oooooooooo`1mooooo`03o`000?oooooooooo07_ooooo00?oo`00ooooooooool0 3_ooool0017ooooo00?oo`00ooooooooool0OOooool00ol0003oooooooooo`1kooooo`03ool00?oo oooooooo00kooooo000Aooooo`03ool00?oooooooooo07gooooo0_l0001mooooo`03ool00?oooooo oooo00gooooo000@ooooo`03ool00?oooooooooo07kooooo00?o0000ooooooooool0O?ooool00ooo 003oooooooooo`0=ooooo`004?ooool00ooo003oooooooooo`1nooooo`03o`000?oooooooooo07co oooo00?oo`00ooooooooool03Oooool0013ooooo00?oo`00ooooooooool0O_ooool00ol0003ooooo ooooo`1mooooo`03ool00?oooooooooo00cooooo000?ooooo`03ool00?oooooooooo07oooooo00?o 0000ooooooooool0OOooool00ooo003oooooooooo`0ooooo`03ool00?oooooooooo083ooooo00?o 0000ooooooooool0Ooooool00ooo003oooooooooo`0:ooooo`003_ooool00ooo003oooooooooo`20 ooooo`03o`000?oooooooooo07oooooo00?oo`00ooooooooool02_ooool000kooooo00?oo`00oooo ooooool0P?ooool00ol0003oooooooooo`1oooooo`03ool00?oooooooooo00[ooooo000>ooooo`03 ool00?oooooooooo083ooooo00?o0000ooooooooool0Ooooool00ooo003oooooooooo`0:ooooo`00 1_ooool8o`000003ool00?l0003o00000?oo00000ol000000ooo003o0000o`000007o`0000?ooooo 0006ooooo`03o`000?oooooooooo00Gooooo00?oo`00o`000?ooool01oooool00ol0003ooooooooo o`06ooooo`03o`000?oooooooooo00Oooooo00?o0000ooooooooool01_ooool00ol0003ooooooooo o`06ooooo`03o`000?oooooooooo00Kooooo00?o0000ooooooooool01oooool00ol0003ooooooooo o`06ooooo`03o`000?oooooooooo00Kooooo00?o0000ooooooooool01_ooool00ol0003ooooooooo o`07ooooo`03o`000?oooooooooo00Kooooo00?o0000ooooooooool01_ooool00ol0003ooooooooo o`07ooooo`03o`000?oooooooooo00Kooooo00?o0000ooooooooool01_ooool00ol0003ooooooooo o`06ooooo`03o`000?oooooooooo00Oooooo00?o0000ooooooooool01_ooool00ol0003ooooooooo o`06ooooo`03o`000?oooooooooo00Kooooo00?o0000ooooooooool01oooool00ol0003ooooooooo o`06ooooo`03o`000?oooooooooo00Kooooo00?o0000ooooooooool01_ooool00ol0003ooooooooo o`07ooooo`03o`000?oooooooooo00Kooooo00?o0000ooooooooool01_ooool00ol0003oo`00oooo o`07ooooo`03o`000?oooooooooo007ooooo0006ooooo`03o`000?oooooooooo00Gooooo00?oo`00 ooooooooool08oooool00ol0003oooooooooo`0[ooooo`03o`000?oooooooooo02cooooo00?o0000 ooooooooool0:oooool00ol0003oooooooooo`0[ooooo`03o`000?oooooooooo02?ooooo00?oo`00 ooooooooool01_ooool00ol0003oooooooooo`01ooooo`003_ooool00ooo003oooooooooo`20oooo o`03o`000?oooooooooo07oooooo00?oo`00ooooooooool02_ooool000kooooo00?oo`00oooooooo ool0P?ooool00ol0003oooooooooo`1oooooo`03ool00?oooooooooo00[ooooo000>ooooo`03ool0 0?oooooooooo083ooooo00?o0000ooooooooool0Ooooool00ooo003oooooooooo`0:ooooo`003_oo ool00ooo003oooooooooo`20ooooo`03o`000?oooooooooo07oooooo00?oo`00ooooooooool02_oo ool000kooooo00?oo`00ooooooooool0P?ooool00ol0003oooooooooo`1oooooo`03ool00?oooooo oooo00[ooooo000>ooooo`03ool00?oooooooooo083ooooo00?o0000ooooooooool0Ooooool00ooo 003oooooooooo`0:ooooo`003oooool00ooo003oooooooooo`1oooooo`;o0000Ooooool00ooo003o ooooooooo`0;ooooo`003oooool00ooo003oooooooooo`1oooooo`03o`000?oooooooooo07kooooo 00?oo`00ooooooooool02oooool000oooooo00?oo`00ooooooooool0Ooooool00ol0003ooooooooo o`1nooooo`03ool00?oooooooooo00_ooooo000?ooooo`03ool00?oooooooooo07oooooo00?o0000 ooooooooool0O_ooool00ooo003oooooooooo`0;ooooo`003oooool00ooo003oooooooooo`1ooooo o`03o`000?oooooooooo07gooooo00?oo`00ooooooooool03?ooool000oooooo00?oo`00oooooooo ool0Ooooool00ol0003oooooooooo`1mooooo`03ool00?oooooooooo00cooooo000@ooooo`03ool0 0?oooooooooo07kooooo00?o0000ooooooooool0OOooool00ooo003oooooooooo`0ooooo`004_ooool00ooo003oooooooooo`1loooo o`03o`000?oooooooooo07_ooooo00?oo`00ooooooooool03_ooool001;ooooo00?oo`00oooooooo ool0O?ooool00ol0003oooooooooo`1kooooo`03ool00?oooooooooo00kooooo000Cooooo`03ool0 0?oooooooooo07_ooooo00?o0000ooooooooool0N_ooool00ooo003oooooooooo`0?ooooo`004ooo ool00ooo003oooooooooo`1kooooo`03o`000?oooooooooo07[ooooo00?oo`00ooooooooool03ooo ool001Cooooo00?oo`00ooooooooool0N_ooool00ol0003oooooooooo`1iooooo`03ool00?oooooo oooo013ooooo000Dooooo`03ool00?oooooooooo07[ooooo0_l0001jooooo`03ool00?oooooooooo 013ooooo000Eooooo`03ool00?oooooooooo07Wooooo00?o0000ooooooooool0N?ooool00ooo003o ooooooooo`0Aooooo`005Oooool00ooo003oooooooooo`1iooooo`03o`000?oooooooooo07Sooooo 00?oo`00ooooooooool04Oooool001Kooooo00?oo`00ooooooooool0N?ooool00ol0003ooooooooo o`1gooooo`03ool00?oooooooooo01;ooooo000Fooooo`03ool00?oooooooooo07Sooooo00?o0000 ooooooooool0Moooool00ooo003oooooooooo`0Booooo`005oooool00ooo003oooooooooo`1goooo o`03o`000?oooooooooo07Kooooo00?oo`00ooooooooool04oooool001Oooooo00?oo`00oooooooo ool0Moooool00ol0003oooooooooo`1fooooo`03ool00?oooooooooo01?ooooo000Hooooo`03ool0 0?oooooooooo07Kooooo00?o0000ooooooooool0MOooool00ooo003oooooooooo`0Dooooo`006?oo ool00ooo003oooooooooo`1fooooo`03o`000?oooooooooo07Gooooo00?oo`00ooooooooool05?oo ool001Wooooo00?oo`00ooooooooool0MOooool2o`0007Gooooo00?oo`00ooooooooool05Oooool0 01[ooooo00?oo`00ooooooooool0M?ooool00ol0003oooooooooo`1cooooo`03ool00?oooooooooo 01Kooooo000Jooooo`03ool00?oooooooooo07Cooooo00?o0000ooooooooool0Loooool00ooo003o ooooooooo`0Fooooo`006oooool00ooo003oooooooooo`1cooooo`03o`000?oooooooooo07;ooooo 00?oo`00ooooooooool05oooool001_ooooo00?oo`00ooooooooool0Loooool00ol0003ooooooooo o`1aooooo`03ool00?oooooooooo01Sooooo000Looooo`03ool00?oooooooooo07;ooooo00?o0000 ooooooooool0LOooool00ooo003oooooooooo`0Hooooo`007Oooool00ooo003oooooooooo`1aoooo o`03o`000?oooooooooo073ooooo00?oo`00ooooooooool06Oooool001kooooo00?oo`00oooooooo ool0Ioooool3o`0000Kooooo00?o0000ooooooooool0Koooool00ooo003oooooooooo`0Jooooo`00 7oooool00ooo003oooooooooo`1Wooooo`03o`000?oooooooooo00Gooooo00?o0000ooooooooool0 Koooool00ooo003oooooooooo`0Jooooo`008?ooool00ooo003oooooooooo`1Vooooo`03o`000?oo oooooooo00Gooooo0_l0001_ooooo`03ool00?oooooooooo01_ooooo000Pooooo`03ool00?oooooo oooo06Kooooo00?o0000ooooooooool01Oooool00ol0003oooooooooo`1]ooooo`03ool00?oooooo oooo01cooooo000Qooooo`03ool00?oooooooooo06Gooooo00?o0000ooooooooool01Oooool00ol0 003oooooooooo`1/ooooo`03ool00?oooooooooo01gooooo000Rooooo`03ool00?oooooooooo06?o oooo0_l00007ooooo`03o`000?oooooooooo06_ooooo00?oo`00ooooooooool07_ooool002?ooooo 00?oo`00ooooooooool0Hoooool00ol0003oooooooooo`05ooooo`03o`000?oooooooooo06[ooooo 00?oo`00ooooooooool07oooool002Cooooo0_oo001[ooooo`03o`000?oooooooooo06Wooooo00?o o`00ooooooooool08?ooool002Kooooo00?oo`00ooooooooool0J?ooool00ol0003oooooooooo`1X ooooo`03ool00?oooooooooo027ooooo000Wooooo`03ool00?oooooooooo06Oooooo00?o0000oooo ooooool0Ioooool00ooo003oooooooooo`0Rooooo`00:?ooool00ooo003oooooooooo`1Vooooo`03 o`000?oooooooooo06Kooooo00?oo`00ooooooooool08oooool002Wooooo00?oo`00ooooooooool0 IOooool00ol0003oooooooooo`1Uooooo`03ool00?oooooooooo02Cooooo000Zooooo`03ool00?oo oooooooo06Cooooo0_l0001Tooooo`;oo`009oooool002_ooooo00?oo`00ooooooooool0Hoooool0 0ol0003oooooooooo`1Rooooo`03ool00?oooooooooo02Oooooo000/ooooo`03ool00?oooooooooo 06;ooooo00?o0000ooooooooool0HOooool00ooo003oooooooooo`0Xooooo`00;Oooool00ooo003o ooooooooo`1Qooooo`03o`000?oooooooooo063ooooo00?oo`00ooooooooool0:Oooool002kooooo 00?oo`00ooooooooool0H?ooool00ol0003oooooooooo`1Oooooo`03ool00?oooooooooo02[ooooo 000_ooooo`;oo`00H?ooool00ol0003oooooooooo`1Mooooo`;oo`00;Oooool0037ooooo00?oo`00 ooooooooool0GOooool00ol0003oooooooooo`1Looooo`03ool00?oooooooooo02gooooo000boooo o`;oo`00GOooool00ol0003oooooooooo`1Kooooo`03ool00?oooooooooo02kooooo000dooooo`03 ool00?oooooooooo05[ooooo00?o0000ooooooooool0F_ooool00ooo003oooooooooo`0_ooooo`00 =Oooool2ool005[ooooo0_l0001Jooooo`03ool00?oooooooooo033ooooo000gooooo`03ool00?oo oooooooo05Oooooo00?o0000ooooooooool0Eoooool2ool003?ooooo000hooooo`03ool00?oooooo oooo05Kooooo00?o0000ooooooooool0EOooool2ool003Gooooo000iooooo`;oo`00E_ooool00ol0 003oooooooooo`1Cooooo`;oo`00=oooool003_ooooo00?oo`00ooooooooool0Doooool00ol0003o ooooooooo`1Aooooo`;oo`00>Oooool003cooooo0_oo001Cooooo`03o`000?oooooooooo053ooooo 00?oo`00ooooooooool0>Oooool003kooooo0_oo001Aooooo`03o`000?oooooooooo04kooooo0_oo 000looooo`00@?ooool2ool004oooooo00?o0000ooooooooool0C?ooool2ool003kooooo0012oooo o`;oo`00COooool00ol0003oooooooooo`1:ooooo`;oo`00@?ooool004Cooooo0_oo001;ooooo`;o 0000BOooool2ool004;ooooo0016ooooo`;oo`00BOooool00ol0003oooooooooo`16ooooo`;oo`00 A?ooool004Sooooo0_oo0017ooooo`03o`000?oooooooooo04?ooooo0ooo0016ooooo`00B_ooool2 ool004Gooooo00?o0000ooooooooool0@Oooool2ool004Wooooo001oooool2ool004oooooo 001Dooooo`;oo`00>oooool00ol0003oooooooooo`0hooooo`?oo`00DOooool005Kooooo0ooo000h ooooo`03o`000?oooooooooo03Gooooo0ooo001Dooooo`00FOooool3ool003Gooooo0_l0000doooo o`;oo`00Eoooool005cooooo0ooo000booooo`03o`000?oooooooooo033ooooo0ooo001Iooooo`00 Goooool3ool002oooooo00?o0000ooooooooool0;Oooool3ool005cooooo001Rooooo`?oo`00;?oo ool00ol0003oooooooooo`0Yooooo`Coo`00Goooool006Gooooo1?oo000Xooooo`03o`000?oooooo oooo02Gooooo1?oo001Sooooo`00JOooool7ool0027ooooo00?o0000ooooooooool07oooool6ool0 06Oooooo001`ooooo`Koo`006oooool00ol0003oooooooooo`0Iooooo`Koo`00KOooool007Kooooo 1?oo000=ooooo`Go00001Oooool00ol0003oooooooooo`0Eooooo`Coo`00Loooool007[ooooo3Ooo 00001Ooooooo0000oooooooooooo000000Gooooo00?o0000ooooooooool02Oooool"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-3.12952, -3.09715, 0.0215829, \ 0.0215829}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.166667 0.5 0.166667 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -6 -9 ] [.33333 .4875 6 0 ] [.66667 .4875 -3 -9 ] [.66667 .4875 3 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -12 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -6 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-3)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-2)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-1)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(1)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(2)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(3)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-3)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-2)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-1)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(1)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(2)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(3)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .99744 .5 m .99742 .50286 L .99738 .50547 L .9973 .50848 L .9972 .51132 L .99695 .51637 L .99656 .52185 L .99602 .52788 L .99529 .53427 L .99361 .5457 L .99138 .55745 L .98883 .5684 L .98136 .5931 L .97142 .61784 L .96031 .63997 L .92847 .68757 L .89354 .72583 L .8484 .76354 L .79952 .79479 L .74188 .82264 L .71185 .83407 L .67828 .8447 L .64848 .8524 L .61508 .85921 L .59914 .86182 L .58192 .86419 L .56696 .86587 L .55062 .86731 L .54101 .86797 L .53211 .86846 L .5236 .86882 L .51929 .86895 L .51454 .86907 L .51027 .86915 L .50636 .8692 L .50206 .86923 L .4999 .86923 L .49754 .86923 L .49354 .8692 L .48927 .86914 L .48524 .86907 L .48158 .86898 L .47401 .86873 L .46569 .86835 L .44891 .86728 L .43341 .86591 L .41898 .8643 L .38671 .85953 L .35261 .85265 L .32121 .84456 L Mistroke .28789 .83398 L .23026 .81023 L .17834 .78165 L .12905 .746 L .08601 .7047 L .05306 .66209 L .0399 .64035 L .02809 .61677 L .01902 .59419 L .01246 .57329 L .00723 .55047 L .00518 .53783 L .00444 .53201 L .00378 .52582 L .00333 .52054 L .00314 .51773 L .00296 .51471 L .00282 .51194 L .00273 .5094 L .00265 .50697 L .0026 .50442 L .00257 .50163 L .00257 .49866 L .0026 .49585 L .00265 .4933 L .00274 .4903 L .00287 .48705 L .00321 .48116 L .00367 .47541 L .00429 .46924 L .00577 .45813 L .00812 .44496 L .01082 .43302 L .01849 .40732 L .02803 .38338 L .05263 .33856 L .08229 .29951 L .11858 .26299 L .16534 .22683 L .21484 .19746 L .27342 .1713 L .3337 .15201 L .36519 .14459 L .38318 .1411 L .40033 .13826 L .4162 .13605 L .43352 .13408 L .44933 .13269 L .46396 .13174 L .47215 .13135 L Mistroke .47982 .13107 L .48422 .13096 L .48824 .13087 L .49046 .13084 L .49289 .13081 L .49518 .13079 L .4973 .13077 L .49952 .13077 L .50193 .13077 L .50419 .13078 L .50628 .1308 L .51024 .13085 L .51442 .13092 L .51891 .13104 L .52311 .13117 L .53263 .13156 L .54116 .13204 L .54903 .13257 L .56679 .13411 L .58238 .13587 L .59884 .13813 L .62704 .14301 L .65765 .1498 L .71646 .16756 L .77586 .19275 L .82806 .22245 L .87678 .25893 L .9158 .29732 L .94576 .33613 L .96001 .3595 L .97143 .38217 L .98005 .40322 L .98731 .42587 L .9917 .44408 L .99364 .45449 L .9951 .46426 L .99613 .47325 L .99681 .48147 L .99708 .48602 L .99719 .48842 L .99729 .49098 L .99736 .49344 L .9974 .49566 L .99743 .4979 L .99744 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg?oo ool003Oooooo0_oo001Hooooo`03o`000?oooooooooo05Cooooo0_oo000fooooo`00=_ooool00ooo 003oooooooooo`1Hooooo`03o`000?oooooooooo05Kooooo0_oo000dooooo`00=?ooool2ool005_o oooo00?o0000ooooooooool0F?ooool2ool003;ooooo000booooo`;oo`00GOooool00ol0003ooooo ooooo`1Jooooo`03ool00?oooooooooo02oooooo000aooooo`03ool00?oooooooooo05gooooo00?o 0000ooooooooool0Foooool00ooo003oooooooooo`0^ooooo`00ooooo`004_ooool00ooo003oooooooooo`1looooo`03o`000?oo oooooooo07_ooooo00?oo`00ooooooooool03_ooool0017ooooo00?oo`00ooooooooool0OOooool0 0ol0003oooooooooo`1looooo`03ool00?oooooooooo00gooooo000@ooooo`03ool00?oooooooooo 07kooooo00?o0000ooooooooool0O?ooool00ooo003oooooooooo`0=ooooo`004?ooool00ooo003o ooooooooo`1nooooo`;o0000O_ooool00ooo003oooooooooo`0 ooooo`03ool00?oooooooooo083ooooo00?o0000ooooooooool0Ooooool00ooo003oooooooooo`0: ooooo`003_ooool00ooo003oooooooooo`20ooooo`03o`000?oooooooooo083ooooo00?oo`00oooo ooooool02Oooool000gooooo00?oo`00ooooooooool0POooool00ol0003oooooooooo`20ooooo`03 ool00?oooooooooo00Wooooo000=ooooo`03ool00?oooooooooo087ooooo00?o0000ooooooooool0 POooool00ooo003oooooooooo`08ooooo`003?ooool00ooo003oooooooooo`22ooooo`03o`000?oo oooooooo087ooooo00?oo`00ooooooooool02?ooool000cooooo00?oo`00ooooooooool0P_ooool0 0ol0003oooooooooo`21ooooo`03ool00?oooooooooo00Sooooo000ooooo`03ool00?oooooooooo083ooooo00?o0000ooooooooool0Oooo ool00ooo003oooooooooo`0:ooooo`003oooool00ooo003oooooooooo`1oooooo`03o`000?oooooo oooo07kooooo00?oo`00ooooooooool02oooool0013ooooo00?oo`00ooooooooool0O_ooool2o`00 07oooooo00?oo`00ooooooooool02oooool0013ooooo00?oo`00ooooooooool0O_ooool00ol0003o ooooooooo`1mooooo`03ool00?oooooooooo00cooooo000Aooooo`03ool00?oooooooooo07gooooo 00?o0000ooooooooool0O?ooool00ooo003oooooooooo`0=ooooo`004Oooool00ooo003ooooooooo o`1mooooo`03o`000?oooooooooo07cooooo00?oo`00ooooooooool03Oooool001;ooooo00?oo`00 ooooooooool0O?ooool00ol0003oooooooooo`1kooooo`03ool00?oooooooooo00kooooo000Boooo o`03ool00?oooooooooo07cooooo00?o0000ooooooooool0N_ooool00ooo003oooooooooo`0?oooo o`004oooool00ooo003oooooooooo`1kooooo`03o`000?oooooooooo07[ooooo00?oo`00oooooooo ool03oooool001?ooooo00?oo`00ooooooooool0L_ooool3o`0000Kooooo00?o0000ooooooooool0 NOooool00ooo003oooooooooo`0@ooooo`005?ooool00ooo003oooooooooo`1booooo`03o`000?oo oooooooo00Gooooo00?o0000ooooooooool0NOooool00ooo003oooooooooo`0@ooooo`005?ooool0 0ooo003oooooooooo`1booooo`03o`000?oooooooooo00Gooooo0_l0001iooooo`03ool00?oooooo oooo017ooooo000Eooooo`03ool00?oooooooooo077ooooo00?o0000ooooooooool01Oooool00ol0 003oooooooooo`1gooooo`03ool00?oooooooooo01;ooooo000Fooooo`03ool00?oooooooooo073o oooo00?o0000ooooooooool01Oooool00ol0003oooooooooo`1gooooo`03ool00?oooooooooo01;o oooo000Gooooo`03ool00?oooooooooo06kooooo0_l00007ooooo`03o`000?oooooooooo07Kooooo 00?oo`00ooooooooool04oooool001Oooooo00?oo`00ooooooooool0Koooool00ol0003ooooooooo o`05ooooo`03o`000?oooooooooo07Kooooo00?oo`00ooooooooool04oooool001Sooooo00?oo`00 ooooooooool0M_ooool00ol0003oooooooooo`1eooooo`03ool00?oooooooooo01Cooooo000Ioooo o`03ool00?oooooooooo07Gooooo00?o0000ooooooooool0M?ooool00ooo003oooooooooo`0Eoooo o`006_ooool00ooo003oooooooooo`1dooooo`03o`000?oooooooooo07Cooooo00?oo`00oooooooo ool05Oooool001[ooooo00?oo`00ooooooooool0M?ooool00ol0003oooooooooo`1cooooo`03ool0 0?oooooooooo01Kooooo000Kooooo`03ool00?oooooooooo07?ooooo00?o0000ooooooooool0L_oo ool00ooo003oooooooooo`0Gooooo`007?ooool00ooo003oooooooooo`1booooo`;o0000L_ooool0 0ooo003oooooooooo`0Hooooo`007Oooool2ool007;ooooo00?o0000ooooooooool0L?ooool00ooo 003oooooooooo`0Iooooo`007oooool00ooo003oooooooooo`1_ooooo`03o`000?oooooooooo06oo oooo00?oo`00ooooooooool06_ooool0023ooooo00?oo`00ooooooooool0K_ooool00ol0003ooooo ooooo`1^ooooo`03ool00?oooooooooo01_ooooo000Qooooo`03ool00?oooooooooo06gooooo00?o 0000ooooooooool0KOooool00ooo003oooooooooo`0Looooo`008_ooool00ooo003oooooooooo`1/ ooooo`03o`000?oooooooooo06cooooo00?oo`00ooooooooool07Oooool002?ooooo00?oo`00oooo ooooool0Joooool00ol0003oooooooooo`1[ooooo`03ool00?oooooooooo01kooooo000Tooooo`03 ool00?oooooooooo06[ooooo00?o0000ooooooooool0JOooool2ool0027ooooo000Uooooo`03ool0 0?oooooooooo06Wooooo00?o0000ooooooooool0J?ooool00ooo003oooooooooo`0Qooooo`009_oo ool00ooo003oooooooooo`1Xooooo`;o0000J?ooool00ooo003oooooooooo`0Rooooo`009oooool0 0ooo003oooooooooo`1Wooooo`03o`000?oooooooooo06Gooooo0_oo000Uooooo`00:?ooool00ooo 003oooooooooo`1Vooooo`03o`000?oooooooooo06Cooooo00?oo`00ooooooooool09Oooool002Wo oooo0_oo001Vooooo`03o`000?oooooooooo06?ooooo00?oo`00ooooooooool09_ooool002_ooooo 00?oo`00ooooooooool0Hoooool00ol0003oooooooooo`1Rooooo`03ool00?oooooooooo02Oooooo 000/ooooo`;oo`00Hoooool00ol0003oooooooooo`1Pooooo`;oo`00:_ooool002kooooo00?oo`00 ooooooooool0H?ooool00ol0003oooooooooo`1Oooooo`03ool00?oooooooooo02[ooooo000_oooo o`03ool00?oooooooooo05oooooo00?o0000ooooooooool0G_ooool00ooo003oooooooooo`0[oooo o`00?ooool003gooooo0_oo001Booooo`03o`000?oooooooooo057ooooo00?oo`00 ooooooooool0>?ooool003oooooo00?oo`00ooooooooool0Coooool00ol0003oooooooooo`1?oooo o`;oo`00>oooool0043ooooo0_oo001?ooooo`;o0000C_ooool2ool003gooooo0012ooooo`;oo`00 COooool00ol0003oooooooooo`1;ooooo`;oo`00?oooool004Cooooo0_oo001;ooooo`03o`000?oo oooooooo04Wooooo0_oo0011ooooo`00A_ooool2ool004Wooooo00?o0000ooooooooool0Aoooool2 ool004?ooooo0018ooooo`;oo`00Aoooool00ol0003oooooooooo`15ooooo`;oo`00AOooool004[o oooo0ooo0014ooooo`03o`000?oooooooooo04?ooooo0_oo0017ooooo`00COooool2ool004;ooooo 00?o0000ooooooooool0@Oooool2ool004Wooooo001?ooooo`;oo`00=_ooool5o`0000Gooooo00?o 0000ooooooooool0?oooool2ool004_ooooo001Aooooo`?oo`00=?ooool01?l0003oooooooooool0 0005ooooo`03o`000?oooooooooo03cooooo0ooo001=ooooo`00E?ooool2ool003?ooooo00?o0000 ooooooooool01Oooool00ol0003oooooooooo`0iooooo`?oo`00D?ooool005Kooooo0ooo000aoooo o`03o`000?oooooooooo00Cooooo0_l0000gooooo`?oo`00Doooool005Wooooo0ooo000[ooooo`05 o`000?ooooooooooooooool000001Oooool00ol0003oooooooooo`0cooooo`?oo`00E_ooool005co oooo0ooo000Xooooo`05o`000?ooooooooooooooool000001Oooool00ol0003oooooooooo`0`oooo o`?oo`00FOooool005oooooo0ooo000Vooooo`?o00001_ooool00ol0003oooooooooo`0/ooooo`Co o`00G?ooool006;ooooo1Ooo000Zooooo`03o`000?oooooooooo02Sooooo1?oo001Pooooo`00Iooo ool4ool002Kooooo00?o0000ooooooooool09?ooool4ool006Cooooo001[ooooo`Goo`008Oooool0 0ol0003oooooooooo`0Oooooo`Goo`00J?ooool0073ooooo1ooo000Jooooo`03o`000?oooooooooo 01[ooooo1Ooo001]ooooo`00Moooool6ool001Cooooo00?o0000ooooooooool04Oooool9ool007;o oooo001mooooo`coo`002?ooool2o`0000Gooooo3Ooo001kooooo`00ROooool?ool008Sooooo002A ooooo`03o`000?oooooooooo08cooooo002Aooooo`03o`000?oooooooooo08cooooo002Aooooo`03 o`000?oooooooooo08cooooo002Aooooo`03o`000?oooooooooo08cooooo002Aooooo`03o`000?oo oooooooo08cooooo002Aooooo`03o`000?oooooooooo08cooooo002Aooooo`03o`000?oooooooooo 08cooooo002Aooooo`;o0000SOooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o 0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000oooo ooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0 S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0 097ooooo0_l0002=ooooo`00TOooool00ol0003oooooooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-3.12952, -3.09715, 0.0215829, \ 0.0215829}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.166667 0.5 0.166667 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -6 -9 ] [.33333 .4875 6 0 ] [.66667 .4875 -3 -9 ] [.66667 .4875 3 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -12 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -6 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-3)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-2)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-1)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(1)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(2)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(3)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-3)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-2)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-1)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(1)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(2)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(3)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .6265 m .99867 .62994 L .98692 .65434 L .95324 .70683 L .91629 .74902 L .86854 .7906 L .81683 .82506 L .75586 .85577 L .7241 .86837 L .68858 .8801 L .65706 .88858 L .62174 .8961 L .60487 .89898 L .58666 .90158 L .57083 .90344 L .55354 .90503 L .54338 .90576 L .53397 .90629 L .52496 .90668 L .52041 .90684 L .51538 .90697 L .51087 .90706 L .50673 .90711 L .50218 .90714 L .4999 .90714 L .4974 .90714 L .49317 .90711 L .48865 .90705 L .48439 .90696 L .48051 .90686 L .47251 .90659 L .46371 .90617 L .44595 .90499 L .42956 .90348 L .41429 .90171 L .38017 .89644 L .34409 .88886 L .31087 .87993 L .27563 .86827 L .21466 .84208 L .15974 .81057 L .1076 .77126 L .06208 .72572 L .02723 .67874 L .0133 .65476 L .00081 .62876 L s .00081 .62876 m 0 .62664 L s 0 .37335 m .00074 .37141 L .02677 .32198 L .05814 .27892 L .09653 .23865 L .14599 .19878 L .19836 .1664 L .26032 .13755 L .32409 .11628 L .35739 .10809 L .37643 .10424 L .39457 .10111 L .41136 .09868 L .42967 .09651 L .4464 .09498 L .46188 .09393 L .47054 .0935 L .47865 .09319 L .48331 .09306 L .48756 .09297 L .48991 .09293 L .49248 .0929 L .4949 .09288 L .49714 .09286 L .49949 .09286 L .50204 .09286 L .50444 .09287 L .50664 .09289 L .51083 .09294 L .51525 .09303 L .52001 .09315 L .52444 .0933 L .53452 .09373 L .54354 .09425 L .55186 .09484 L .57065 .09654 L .58714 .09848 L .60455 .10097 L .63438 .10636 L .66676 .11384 L .72897 .13343 L .79181 .1612 L .84702 .19395 L .89856 .23418 L .93983 .27651 L .97153 .3193 L .9866 .34507 L .99868 .37007 L s .99868 .37007 m 1 .37344 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgoooool00ol0003oooooooooo`0hooooo`?oo`00DOoo ool0053ooooo0ooo000nooooo`;o0000??ooool3ool004kooooo001=ooooo`?oo`00@Oooool00ol0 003oooooooooo`0nooooo`;oo`00C?ooool004_ooooo0_oo0014ooooo`03o`000?oooooooooo043o oooo0ooo0019ooooo`00BOooool2ool004Kooooo00?o0000ooooooooool0@oooool2ool004Oooooo 0017ooooo`;oo`00B?ooool00ol0003oooooooooo`15ooooo`;oo`00AOooool004Cooooo0ooo001: ooooo`03o`000?oooooooooo04Oooooo0_oo0013ooooo`00@_ooool2ool004gooooo00?o0000oooo ooooool0BOooool3ool0043ooooo0010ooooo`;oo`00AOooool5o`0000Gooooo00?o0000oooooooo ool0C?ooool2ool003kooooo000nooooo`;oo`00B?ooool01?l0003oooooooooool00005ooooo`03 o`000?oooooooooo04kooooo0_oo000looooo`00??ooool2ool004?ooooo1Ol00003ooooo`03o`00 0?oooooooooo00Gooooo0_l0001Aooooo`;oo`00>_ooool003[ooooo0_oo001>ooooo`03o`000?oo oooooooo00Cooooo00?o0000ooooooooool0D_ooool00ooo003oooooooooo`0gooooo`00>Oooool0 0ooo003oooooooooo`1;ooooo`05o`000?ooooooooooooooool000001Oooool00ol0003ooooooooo o`1Cooooo`;oo`00=oooool003Oooooo0_oo001>ooooo`05o`000?ooooooooooooooool000001Ooo ool00ol0003oooooooooo`1Eooooo`;oo`00=Oooool003Gooooo0_oo001Aooooo`?o00001_ooool0 0ol0003oooooooooo`1Gooooo`03ool00?oooooooooo03;ooooo000dooooo`03ool00?oooooooooo 05[ooooo00?o0000ooooooooool0F?ooool2ool003;ooooo000booooo`;oo`00GOooool00ol0003o ooooooooo`1Jooooo`;oo`00ooooo`004_ooool00ooo003oooooooooo`1looooo`03o`000?oooooooooo07cooooo00?o o`00ooooooooool03Oooool0017ooooo00?oo`00ooooooooool0OOooool00ol0003oooooooooo`1m ooooo`03ool00?oooooooooo00cooooo000@ooooo`03ool00?oooooooooo07kooooo00?o0000oooo ooooool0OOooool00ooo003oooooooooo`0ooooo`03ool00?oo oooooooo083ooooo00?o0000ooooooooool0P?ooool00ooo003oooooooooo`09ooooo`003Oooool0 0ooo003oooooooooo`1hooooo`?o00001_ooool00ol0003oooooooooo`20ooooo`03ool00?oooooo oooo00Wooooo000=ooooo`03ool00?oooooooooo07Wooooo00?o0000ooooooooool01Oooool00ol0 003oooooooooo`21ooooo`03ool00?oooooooooo00Sooooo000ooooo`03ool00?oooooooooo083ooooo00?o0000ooooooooool0Ooooool00ooo 003oooooooooo`0:ooooo`003oooool00ooo003oooooooooo`1oooooo`03o`000?oooooooooo07ko oooo00?oo`00ooooooooool02oooool0013ooooo00?oo`00ooooooooool0O_ooool00ol0003ooooo ooooo`1mooooo`03ool00?oooooooooo00cooooo000@ooooo`03ool00?oooooooooo07kooooo00?o 0000ooooooooool0OOooool00ooo003oooooooooo`0?oo ool003cooooo0_oo001;ooooo`03o`000?oooooooooo00Gooooo00?o0000ooooooooool0D?ooool2 ool003[ooooo000nooooo`;oo`00B_ooool00ol0003oooooooooo`04ooooo`;o0000Coooool2ool0 03cooooo0010ooooo`03ool00?oooooooooo04Cooooo00Go0000ooooooooooooooooo`000005oooo o`03o`000?oooooooooo04cooooo0_oo000nooooo`00@Oooool2ool004Cooooo00Go0000oooooooo ooooooooo`000005ooooo`03o`000?oooooooooo04_ooooo00?oo`00ooooooooool0?_ooool004?o oooo0ooo0012ooooo`?o00001_ooool00ol0003oooooooooo`19ooooo`;oo`00@Oooool004Kooooo 0_oo0019ooooo`03o`000?oooooooooo04Oooooo0_oo0013ooooo`00B?ooool3ool004Kooooo00?o 0000ooooooooool0AOooool2ool004Gooooo001;ooooo`;oo`00A?ooool00ol0003oooooooooo`13 ooooo`;oo`00Aoooool004gooooo0_oo0012ooooo`03o`000?oooooooooo043ooooo0ooo0019oooo o`00Coooool3ool003oooooo00?o0000ooooooooool0?Oooool3ool004cooooo001Booooo`;oo`00 ?Oooool2o`0003_ooooo0ooo001?ooooo`00E?ooool3ool003[ooooo00?o0000ooooooooool0=ooo ool3ool005;ooooo001Gooooo`;oo`00>?ooool00ol0003oooooooooo`0eooooo`;oo`00EOooool0 05Wooooo0ooo000eooooo`03o`000?oooooooooo03;ooooo0ooo001Gooooo`00G?ooool3ool003;o oooo00?o0000ooooooooool0;oooool3ool005[ooooo001Oooooo`Goo`00;Oooool00ol0003ooooo ooooo`0Zooooo`Goo`00GOooool006Cooooo1Ooo000Xooooo`03o`000?oooooooooo02Kooooo1?oo 001Rooooo`00JOooool5ool002?ooooo00?o0000ooooooooool08Oooool5ool006Kooooo001^oooo o`Goo`007_ooool00ol0003oooooooooo`0Looooo`Goo`00Joooool007?ooooo1Ooo000Iooooo`;o 00006Oooool4ool0073ooooo001hooooo`Soo`004Oooool00ol0003oooooooooo`0>ooooo`[oo`00 M?ooool0083ooooo8_oo001nooooo`00TOooool00ol0003oooooooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-3.12952, -3.09715, 0.0215829, \ 0.0215829}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.166667 0.5 0.166667 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -6 -9 ] [.33333 .4875 6 0 ] [.66667 .4875 -3 -9 ] [.66667 .4875 3 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -12 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -6 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-3)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-2)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-1)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(1)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(2)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(3)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-3)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-2)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-1)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(1)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(2)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(3)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid 1 .69119 m .97853 .72578 L .93952 .77184 L .88911 .81722 L .83452 .85484 L .77014 .88836 L .73661 .90212 L .69911 .91492 L .66583 .92418 L .62853 .93239 L .61072 .93553 L .59149 .93838 L .57478 .9404 L .55653 .94214 L .5458 .94293 L .53586 .94352 L .52635 .94394 L .52155 .94411 L .51624 .94425 L .51147 .94435 L .5071 .94441 L .5023 .94444 L .49989 .94444 L .49725 .94444 L .49279 .94441 L .48802 .94434 L .48351 .94425 L .47943 .94414 L .47097 .94384 L .46168 .94339 L .44294 .94209 L .42563 .94044 L .40951 .93851 L .37348 .93277 L .33539 .92449 L .30032 .91474 L .26311 .90201 L .19874 .87343 L .14075 .83902 L .08571 .79611 L .03764 .7464 L .00084 .69511 L s .00084 .69511 m 0 .69361 L s 0 .30639 m .00036 .30567 L .03348 .25867 L .07401 .21471 L .12624 .17118 L .18153 .13583 L .24695 .10434 L .31427 .08113 L .34943 .07219 L .36953 .06799 L .38869 .06457 L .40641 .06191 L .42575 .05954 L .44341 .05787 L .45975 .05672 L .46889 .05625 L .47746 .05592 L .48237 .05578 L .48687 .05568 L .48935 .05564 L .49206 .0556 L .49461 .05558 L .49698 .05556 L .49947 .05556 L .50215 .05556 L .50468 .05557 L .50701 .05559 L .51143 .05565 L .5161 .05574 L .52112 .05588 L .52581 .05604 L .53645 .05651 L .54596 .05708 L .55475 .05772 L .57459 .05958 L .592 .06169 L .61038 .06442 L .64188 .07029 L .67606 .07847 L .74175 .09984 L .80809 .13016 L .86639 .16591 L .9208 .20982 L .96438 .25604 L .99784 .30274 L s .99784 .30274 m 1 .30656 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgooo ool2ool005Cooooo00?o0000ooooooooool0D_ooool2ool003Sooooo000iooooo`;oo`00E_ooool2 o`0005Gooooo00?oo`00ooooooooool0=Oooool003Oooooo0_oo001Hooooo`03o`000?oooooooooo 05Gooooo0_oo000eooooo`00=_ooool00ooo003oooooooooo`1Hooooo`03o`000?oooooooooo05Oo oooo0_oo000cooooo`00=?ooool2ool005_ooooo00?o0000ooooooooool0FOooool00ooo003ooooo ooooo`0`ooooo`00ooooo`004_ooool00ooo003oooooooooo`1looooo`03o`000?oo oooooooo07cooooo00?oo`00ooooooooool03Oooool0017ooooo00?oo`00ooooooooool0OOooool0 0ol0003oooooooooo`1mooooo`03ool00?oooooooooo00cooooo000@ooooo`03ool00?oooooooooo 07kooooo00?o0000ooooooooool0O_ooool00ooo003oooooooooo`0;ooooo`003oooool00ooo003o ooooooooo`1oooooo`03o`000?oooooooooo07kooooo00?oo`00ooooooooool02oooool000oooooo 00?oo`00ooooooooool0Ooooool00ol0003oooooooooo`1oooooo`03ool00?oooooooooo00[ooooo 000>ooooo`03ool00?oooooooooo083ooooo0_l00021ooooo`03ool00?oooooooooo00Wooooo000= ooooo`03ool00?oooooooooo087ooooo00?o0000ooooooooool0P?ooool00ooo003oooooooooo`09 ooooo`003Oooool00ooo003oooooooooo`21ooooo`03o`000?oooooooooo087ooooo00?oo`00oooo ooooool02?ooool000cooooo00?oo`00ooooooooool0P_ooool00ol0003oooooooooo`22ooooo`03 ool00?oooooooooo00Oooooo000;ooooo`03ool00?oooooooooo08?ooooo00?o0000ooooooooool0 Poooool00ooo003oooooooooo`06ooooo`002_ooool00ooo003oooooooooo`24ooooo`03o`000?oo oooooooo08?ooooo00?oo`00ooooooooool01_ooool000[ooooo00?oo`00ooooooooool0Q?ooool0 0ol0003oooooooooo`24ooooo`03ool00?oooooooooo00Gooooo0009ooooo`03ool00?oooooooooo 08Gooooo00?o0000ooooooooool0QOooool00ooo003oooooooooo`04ooooo`002?ooool00ooo003o ooooooooo`26ooooo`03o`000?oooooooooo08Gooooo00?oo`00ooooooooool01?ooool000Sooooo 00?oo`00ooooooooool0Q_ooool2o`0008Oooooo00?oo`00ooooooooool00oooool000Oooooo00?o o`00ooooooooool0Qoooool00ol0003oooooooooo`27ooooo`03ool00?oooooooooo00;ooooo0006 ooooo`03ool00?oooooooooo08Sooooo00?o0000ooooooooool0R?ooool00ooo003oooooooooo`01 ooooo`00TOooool00ol0003oooooooooo`2_ooool2ool005Gooooo0_l0001Cooooo`;oo`00>?ooool003cooooo00?oo`00ooooooooool0D_oo ool00ol0003oooooooooo`1@ooooo`;oo`00>_ooool003gooooo0_oo001Booooo`03o`000?oooooo oooo04oooooo00?oo`00ooooooooool0>_ooool003oooooo0_oo001@ooooo`03o`000?oooooooooo 04gooooo0_oo000mooooo`00@Oooool3ool004gooooo00?o0000ooooooooool0Boooool2ool003oo oooo0014ooooo`;oo`00Boooool00ol0003oooooooooo`19ooooo`;oo`00@Oooool004Kooooo0_oo 0019ooooo`03o`000?oooooooooo04Oooooo0_oo0013ooooo`00B?ooool2ool004Oooooo00?o0000 ooooooooool0A?ooool3ool004Gooooo001:ooooo`?oo`00A?ooool00ol0003oooooooooo`12oooo o`;oo`00B?ooool004gooooo0_oo0012ooooo`;o0000@?ooool3ool004[ooooo001?ooooo`?oo`00 ?oooool00ol0003oooooooooo`0looooo`?oo`00COooool005;ooooo0ooo000looooo`03o`000?oo oooooooo03Wooooo0ooo001@ooooo`00EOooool3ool003Wooooo00?o0000ooooooooool0=_ooool3 ool005?ooooo001Hooooo`Coo`00=Oooool00ol0003oooooooooo`0cooooo`?oo`00E_ooool005co oooo0ooo000booooo`03o`000?oooooooooo033ooooo0ooo001Iooooo`00Goooool3ool002oooooo 00?o0000ooooooooool0;Oooool3ool005cooooo001Rooooo`Goo`00:_ooool00ol0003ooooooooo o`0Xooooo`Goo`00Goooool006Oooooo1Ooo000Uooooo`03o`000?oooooooooo02?ooooo1Ooo001T ooooo`00K?ooool5ool0023ooooo0_l0000Oooooo`Goo`00JOooool0077ooooo1Ooo000Kooooo`03 o`000?oooooooooo01Wooooo1Ooo001^ooooo`00M_ooool:ool0017ooooo00?o0000ooooooooool0 3oooool:ool007?ooooo0020ooooo`goo`001?ooool01?l0003oooooooooooooool>ool007gooooo 002=ooooo`Soo`00Roooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000oooo ooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0 S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo0_l0002=ooooo`00TOooool00ol0 003oooooooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-3.12952, -3.09715, 0.0215829, \ 0.0215829}}] }, Closed]] }, Open ]], Cell["Animate this sequence to see how they look", "Text"], Cell["\<\ REMARK: among these ellipses there is the degenerate case of the \ line segment [-2,2] .\ \>", "Text"] }, Open ]], Cell[CellGroupData[{ Cell["Showing arms", "Subsection", CellAutoOverwrite->False], Cell["\<\ What follows is valid for many multipliers c . This requires new \ definitions in our parametric plots.\ \>", "Text"], Cell[BoxData[ \(Clear[move]\)], "Input", CellAutoOverwrite->False], Cell[BoxData[ RowBox[{\(move[c_]\), ":=", RowBox[{"ParametricPlot", "[", RowBox[{\({x[t, c], y[t, c]}\), ",", \({t, 0, \ 2\ Pi}\), "\n", StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(AspectRatio -> Automatic\), FontColor->GrayLevel[0.500008]], StyleBox["\n", FontColor->GrayLevel[0.500008]], StyleBox["\t", FontColor->GrayLevel[0.500008]], StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(PlotRange -> {{\(-1.5\), 1.5}, {\(-1.5\), 1.5}}\), FontColor->GrayLevel[0.500008]], StyleBox["\n", FontColor->GrayLevel[0.500008]], StyleBox["\t", FontColor->GrayLevel[0.500008]], StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(PlotStyle -> Hue[0]\), FontColor->GrayLevel[0.500008]]}], "]"}]}]], "Input", CellAutoOverwrite->False], Cell[BoxData[ \(c =. ; a =. ;\)], "Input", CellAutoOverwrite->False], Cell[BoxData[ \(Clear[x, y]\)], "Input", CellAutoOverwrite->False], Cell[BoxData[{ \(x[t_, c_] := length1\ Cos[t] + length2\ \ Cos[c\ t]\), "\n", \(y[t_, c_] := length1\ Sin[t] + length2\ \ Sin[c\ t]\)}], "Input", CellAutoOverwrite->False], Cell[BoxData[ \(\(arm1points = Table[{{0, 0}, {length1\ Cos[t], length1\ Sin[t]}}, {t, 0, 2\ \ Pi, Pi/20}];\)\)], "Input", CellAutoOverwrite->False], Cell["\<\ It is posible to make a graphical selection of lengths in an empty \ graphic\ \>", "Text"], Cell[CellGroupData[{ Cell[BoxData[ \(Plot[0, {t, 0, 2}, PlotRange \[Rule] {0, 2}]\)], "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 0.47619 0 0.309017 [ [.2619 -0.0125 -9 -9 ] [.2619 -0.0125 9 0 ] [.5 -0.0125 -3 -9 ] [.5 -0.0125 3 0 ] [.7381 -0.0125 -9 -9 ] [.7381 -0.0125 9 0 ] [.97619 -0.0125 -3 -9 ] [.97619 -0.0125 3 0 ] [.01131 .07725 -24 -4.5 ] [.01131 .07725 0 4.5 ] [.01131 .15451 -18 -4.5 ] [.01131 .15451 0 4.5 ] [.01131 .23176 -24 -4.5 ] [.01131 .23176 0 4.5 ] [.01131 .30902 -6 -4.5 ] [.01131 .30902 0 4.5 ] [.01131 .38627 -24 -4.5 ] [.01131 .38627 0 4.5 ] [.01131 .46353 -18 -4.5 ] [.01131 .46353 0 4.5 ] [.01131 .54078 -24 -4.5 ] [.01131 .54078 0 4.5 ] [.01131 .61803 -6 -4.5 ] [.01131 .61803 0 4.5 ] [ 0 0 0 0 ] [ 1 .61803 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash .2619 0 m .2619 .00625 L s [(0.5)] .2619 -0.0125 0 1 Mshowa .5 0 m .5 .00625 L s [(1)] .5 -0.0125 0 1 Mshowa .7381 0 m .7381 .00625 L s [(1.5)] .7381 -0.0125 0 1 Mshowa .97619 0 m .97619 .00625 L s [(2)] .97619 -0.0125 0 1 Mshowa .125 Mabswid .07143 0 m .07143 .00375 L s .11905 0 m .11905 .00375 L s .16667 0 m .16667 .00375 L s .21429 0 m .21429 .00375 L s .30952 0 m .30952 .00375 L s .35714 0 m .35714 .00375 L s .40476 0 m .40476 .00375 L s .45238 0 m .45238 .00375 L s .54762 0 m .54762 .00375 L s .59524 0 m .59524 .00375 L s .64286 0 m .64286 .00375 L s .69048 0 m .69048 .00375 L s .78571 0 m .78571 .00375 L s .83333 0 m .83333 .00375 L s .88095 0 m .88095 .00375 L s .92857 0 m .92857 .00375 L s .25 Mabswid 0 0 m 1 0 L s .02381 .07725 m .03006 .07725 L s [(0.25)] .01131 .07725 1 0 Mshowa .02381 .15451 m .03006 .15451 L s [(0.5)] .01131 .15451 1 0 Mshowa .02381 .23176 m .03006 .23176 L s [(0.75)] .01131 .23176 1 0 Mshowa .02381 .30902 m .03006 .30902 L s [(1)] .01131 .30902 1 0 Mshowa .02381 .38627 m .03006 .38627 L s [(1.25)] .01131 .38627 1 0 Mshowa .02381 .46353 m .03006 .46353 L s [(1.5)] .01131 .46353 1 0 Mshowa .02381 .54078 m .03006 .54078 L s [(1.75)] .01131 .54078 1 0 Mshowa .02381 .61803 m .03006 .61803 L s [(2)] .01131 .61803 1 0 Mshowa .125 Mabswid .02381 .01545 m .02756 .01545 L s .02381 .0309 m .02756 .0309 L s .02381 .04635 m .02756 .04635 L s .02381 .0618 m .02756 .0618 L s .02381 .09271 m .02756 .09271 L s .02381 .10816 m .02756 .10816 L s .02381 .12361 m .02756 .12361 L s .02381 .13906 m .02756 .13906 L s .02381 .16996 m .02756 .16996 L s .02381 .18541 m .02756 .18541 L s .02381 .20086 m .02756 .20086 L s .02381 .21631 m .02756 .21631 L s .02381 .24721 m .02756 .24721 L s .02381 .26266 m .02756 .26266 L s .02381 .27812 m .02756 .27812 L s .02381 .29357 m .02756 .29357 L s .02381 .32447 m .02756 .32447 L s .02381 .33992 m .02756 .33992 L s .02381 .35537 m .02756 .35537 L s .02381 .37082 m .02756 .37082 L s .02381 .40172 m .02756 .40172 L s .02381 .41717 m .02756 .41717 L s .02381 .43262 m .02756 .43262 L s .02381 .44807 m .02756 .44807 L s .02381 .47898 m .02756 .47898 L s .02381 .49443 m .02756 .49443 L s .02381 .50988 m .02756 .50988 L s .02381 .52533 m .02756 .52533 L s .02381 .55623 m .02756 .55623 L s .02381 .57168 m .02756 .57168 L s .02381 .58713 m .02756 .58713 L s .02381 .60258 m .02756 .60258 L s .25 Mabswid .02381 0 m .02381 .61803 L s 0 0 m 1 0 L 1 .61803 L 0 .61803 L closepath clip newpath .5 Mabswid .02381 0 m .06244 0 L .10458 0 L .14415 0 L .18221 0 L .22272 0 L .26171 0 L .30316 0 L .34309 0 L .3815 0 L .42237 0 L .46172 0 L .49955 0 L .53984 0 L .57861 0 L .61984 0 L .65954 0 L .69774 0 L .73838 0 L .77751 0 L .81909 0 L .85916 0 L .89771 0 L .93871 0 L .97619 0 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 177.938}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg"], ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {-0.247943, -0.152823, \ 0.00810174, 0.0124846}}], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ \({0.999724, 0.44566}\)], "Input"], Cell[BoxData[ \({0.999724`, 0.44566`}\)], "Output"] }, Open ]], Cell[BoxData[ \(\({length1, length2} = %;\)\)], "Input"], Cell[BoxData[ \(\(arm1 = Map[Line, arm1points];\)\)], "Input", CellAutoOverwrite->False], Cell[BoxData[ \(arm2points[c_] := Table[{{length1\ Cos[t], length1\ Sin[t]}, {x[t, c], y[t, c]}}, {t, 0, 2\ \ Pi, Pi/20}]\)], "Input", CellAutoOverwrite->False], Cell[BoxData[ \(arm2[c_] := Map[Line, arm2points[c]]\)], "Input", CellAutoOverwrite->False], Cell[CellGroupData[{ Cell[BoxData[ \(Show[{Graphics[arm1], Graphics[arm2[2]], move[2]}, AspectRatio -> Automatic]\)], "Input", CellAutoOverwrite->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .98179 .5 m .98177 .50489 L .98169 .50934 L .98155 .51447 L .98136 .51932 L .98088 .52794 L .98017 .53728 L .97915 .54754 L .9778 .55838 L .97468 .57773 L .97054 .59751 L .96583 .61582 L .95214 .65651 L .93411 .69621 L .91423 .73055 L .88724 .76781 L .85892 .79929 L .80105 .84759 L .76769 .86825 L .7306 .88638 L .69386 .89991 L .67288 .90583 L .65349 .9102 L .63646 .91318 L .62668 .91453 L .61779 .91554 L .6084 .91637 L .60359 .9167 L .59837 .917 L .59356 .9172 L .58912 .91734 L .58488 .91742 L .58038 .91745 L .57631 .91743 L .57188 .91736 L .56726 .91723 L .56297 .91706 L .55531 .91662 L .54719 .91599 L .5377 .91501 L .52882 .91387 L .51242 .91117 L .48336 .90441 L .45327 .89456 L .42504 .88237 L .39618 .86651 L .36844 .84735 L .34574 .82803 L .30933 .78704 L .29359 .76317 L Mistroke .28148 .74014 L .27249 .71838 L .26854 .70654 L .26543 .69552 L .26305 .68533 L .26102 .67449 L .25964 .66482 L .25914 .66032 L .25875 .6561 L .25857 .65367 L .2584 .65105 L .25828 .64888 L .25817 .64651 L .25809 .64396 L .25805 .64257 L .25803 .64127 L .25801 .63897 L .25801 .63651 L .25803 .63436 L .25809 .63202 L .25817 .62961 L .25826 .62738 L .2585 .62343 L .25882 .61927 L .25931 .61441 L .25996 .60926 L .26143 .60022 L .26507 .58444 L .26948 .57066 L .27507 .55719 L .28747 .53527 L .29859 .52082 L .30823 .51045 L .3116 .50685 L .31296 .50523 L .31408 .50365 L .31477 .50237 L .31491 .50204 L .31504 .50168 L .31513 .50137 L .31521 .50103 L .31526 .50073 L .31529 .50044 L .31531 .50014 L .31531 .49998 L .31531 .49983 L .31529 .49955 L .31526 .49926 L .31521 .49898 L .31515 .49872 L Mistroke .31497 .49812 L .31474 .49757 L .31404 .49628 L .31207 .49369 L .30459 .48576 L .29393 .47355 L .28264 .45713 L .27203 .43588 L .26686 .4216 L .26296 .40719 L .26131 .39914 L .2599 .39027 L .25898 .38239 L .25859 .3778 L .25831 .37344 L .25819 .37099 L .25814 .36969 L .25809 .3683 L .25806 .36708 L .25804 .36573 L .25801 .36334 L .25801 .36101 L .25803 .35848 L .25809 .35607 L .25816 .35385 L .25827 .35123 L .25841 .34878 L .25882 .34316 L .25936 .33761 L .2601 .33161 L .26195 .32019 L .26421 .30948 L .27138 .28475 L .28021 .2626 L .29225 .23914 L .3057 .21802 L .32281 .19596 L .36064 .15888 L .38529 .1405 L .41494 .12275 L .44542 .10853 L .47558 .09785 L .49214 .09328 L .51048 .08921 L .52818 .08622 L .53671 .0851 L .54472 .08424 L .55204 .08361 L .55992 .0831 L .56444 .08288 L Mistroke .56872 .08272 L .57257 .08262 L .57677 .08256 L .58087 .08255 L .58541 .08259 L .59015 .08269 L .59461 .08284 L .59877 .08302 L .60259 .08323 L .6112 .08385 L .62027 .08472 L .6285 .0857 L .647 .08857 L .66412 .09206 L .68022 .09609 L .71603 .10776 L .75388 .12444 L .78608 .14258 L .81975 .1661 L .85291 .1948 L .8806 .22421 L .92611 .28906 L .94588 .32845 L .96082 .36767 L .97 .40018 L .97365 .41688 L .97691 .43549 L .97903 .4514 L .97996 .46039 L .98065 .46865 L .98112 .47593 L .98133 .48011 L .98149 .48391 L .98162 .48794 L .98172 .49224 L .98178 .49623 L .98179 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgooooo`03ool00?oooooooooo 03_ooooo001[ooooo`03ool00?oooooooooo01[ooooo0ol00006ooooo`03o`000?oooooooooo04oo oooo0_oo000kooooo`00J_ooool00ooo003oooooooooo`0Looooo`03o`000?oooooooooo00Gooooo 00?o0000ooooooooool0DOooool00ooo003oooooooooo`0hooooo`00JOooool00ooo003ooooooooo o`0Eooooo`Go00000oooool00ol0003oooooooooo`05ooooo`;o0000Doooool00ooo003ooooooooo o`0gooooo`00J?ooool00ooo003oooooooooo`0Nooooo`03o`000?oooooooooo00Gooooo00?o0000 ooooooooool0Doooool00ooo003oooooooooo`0fooooo`00Ioooool00ooo003oooooooooo`0Ooooo o`03o`000?oooooooooo00Gooooo00?o0000ooooooooool0E?ooool00ooo003oooooooooo`0eoooo o`00I_ooool00ooo003oooooooooo`0Oooooo`;o00001oooool00ol0003oooooooooo`1Eooooo`03 ool00?oooooooooo03Cooooo001Uooooo`03ool00?oooooooooo027ooooo00?o0000ooooooooool0 1Oooool00ol0003oooooooooo`1Fooooo`03ool00?oooooooooo03?ooooo001Tooooo`03ool00?oo oooooooo02[ooooo00?o0000ooooooooool0Eoooool00ooo003oooooooooo`0booooo`00Hoooool0 0ooo003oooooooooo`0[ooooo`03o`000?oooooooooo05Sooooo00?oo`00ooooooooool0Oooool00ol0003o ooooooooo`1Zooooo`03ool00?oooooooooo01oooooo001Eooooo`03ool00?oooooooooo03Wooooo 00?o0000ooooooooool0Joooool00ooo003oooooooooo`0Nooooo`00EOooool00ooo003ooooooooo o`0iooooo`03o`000?oooooooooo06cooooo00?oo`00ooooooooool07Oooool005Cooooo00?oo`00 ooooooooool0>_ooool00ol0003oooooooooo`1/ooooo`03ool00?oooooooooo01gooooo001Doooo o`03ool00?oooooooooo03[ooooo00?o0000ooooooooool0KOooool00ooo003oooooooooo`0Loooo o`00E?ooool00ooo003oooooooooo`0jooooo`03o`000?oooooooooo06kooooo00?oo`00oooooooo ool06oooool005?ooooo00?oo`00ooooooooool0>oooool00ol0003oooooooooo`1^ooooo`03ool0 0?oooooooooo01_ooooo001Cooooo`03ool00?oooooooooo03_ooooo00?o0000ooooooooool0Kooo ool00ooo003oooooooooo`0Jooooo`00Doooool00ooo003oooooooooo`0kooooo`03o`000?oooooo oooo06oooooo00?oo`00ooooooooool06_ooool005;ooooo00?oo`00ooooooooool0??ooool00ol0 003oooooooooo`1`ooooo`03ool00?oooooooooo01Wooooo001Booooo`03ool00?oooooooooo03co oooo00?o0000ooooooooool0L?ooool00ooo003oooooooooo`0Iooooo`00D_ooool00ooo003ooooo ooooo`0looooo`03o`000?oooooooooo077ooooo00?oo`00ooooooooool06?ooool0057ooooo00?o o`00ooooooooool0?Oooool00ol0003oooooooooo`1aooooo`03ool00?oooooooooo01Sooooo001A ooooo`03ool00?oooooooooo03gooooo00?o0000ooooooooool0L_ooool00ooo003oooooooooo`0G ooooo`00DOooool00ooo003oooooooooo`0Yooooo`;o00001?ooool00ol0003oooooooooo`02oooo o`?o00001_ooool00ol0003oooooooooo`1booooo`03ool00?oooooooooo01Oooooo001Aooooo`03 ool00?oooooooooo02Sooooo00Co0000oooooooooooo00001oooool01Ol0003ooooooooooooooooo 000000Gooooo00?o0000ooooooooool0Loooool00ooo003oooooooooo`0Fooooo`00DOooool00ooo 003oooooooooo`0Qooooo`Go00000_ooool01?l0003oooooooooool0000;ooooo`03o`000?oooooo oooo00?ooooo00?o0000ooooooooool0Loooool00ooo003oooooooooo`0Fooooo`00DOooool00ooo 003oooooooooo`0Xooooo`04o`000?ooooooooooo`0000_ooooo00?o0000ooooooooool00oooool2 o`0007Gooooo00?oo`00ooooooooool05Oooool0053ooooo00?oo`00ooooooooool0:Oooool01?l0 003oooooooooool00007ooooo`Co00001_ooool00ol0003oooooooooo`1dooooo`03ool00?oooooo oooo01Gooooo001@ooooo`03ool00?oooooooooo02Wooooo00Co0000oooooooooooo00001oooool0 0ol0003oooooooooo`07ooooo`03o`000?oooooooooo07Cooooo00?oo`00ooooooooool05Oooool0 053ooooo00?oo`00ooooooooool0:_ooool2o`0000Sooooo1Ol00005ooooo`03o`000?oooooooooo 07Gooooo00?oo`00ooooooooool05?ooool0053ooooo00?oo`00ooooooooool0?_ooool00ol0003o ooooooooo`1eooooo`03ool00?oooooooooo01Cooooo001@ooooo`03ool00?oooooooooo03kooooo 00?o0000ooooooooool0MOooool00ooo003oooooooooo`0Dooooo`00D?ooool00ooo003ooooooooo o`0nooooo`03o`000?oooooooooo07Kooooo00?oo`00ooooooooool04oooool0053ooooo00?oo`00 ooooooooool0?_ooool00ol0003oooooooooo`1fooooo`03ool00?oooooooooo01?ooooo001@oooo o`03ool00?oooooooooo03kooooo00?o0000ooooooooool0M_ooool00ooo003oooooooooo`0Coooo o`00D?ooool00ooo003oooooooooo`0nooooo`03o`000?oooooooooo07Oooooo00?oo`00oooooooo ool04_ooool0053ooooo00?oo`00ooooooooool0?_ooool00ol0003oooooooooo`1gooooo`03ool0 0?oooooooooo01;ooooo001@ooooo`03ool00?oooooooooo03kooooo00?o0000ooooooooool0N?oo ool00ooo003oooooooooo`0Aooooo`00D?ooool00ooo003oooooooooo`0nooooo`03o`000?oooooo oooo07Sooooo00?oo`00ooooooooool04Oooool0053ooooo00?oo`00ooooooooool0?_ooool00ol0 003oooooooooo`1hooooo`03ool00?oooooooooo017ooooo001@ooooo`03ool00?oooooooooo03ko oooo00?o0000ooooooooool0NOooool00ooo003oooooooooo`0@ooooo`00DOooool00ooo003ooooo ooooo`0mooooo`03o`000?oooooooooo07Wooooo00?oo`00ooooooooool04?ooool0057ooooo00?o o`00ooooooooool0?Oooool00ol0003oooooooooo`1iooooo`03ool00?oooooooooo013ooooo001A ooooo`03ool00?oooooooooo03gooooo00?o0000ooooooooool0N_ooool00ooo003oooooooooo`0? ooooo`00DOooool00ooo003oooooooooo`0mooooo`03o`000?oooooooooo07[ooooo00?oo`00oooo ooooool03oooool0057ooooo00?oo`00ooooooooool0?Oooool00ol0003oooooooooo`1jooooo`03 ool00?oooooooooo00oooooo001Aooooo`03ool00?oooooooooo03gooooo00?o0000ooooooooool0 N_ooool00ooo003oooooooooo`0?ooooo`00DOooool00ooo003oooooooooo`0mooooo`03o`000?oo oooooooo07[ooooo00?oo`00ooooooooool03oooool005;ooooo00?oo`00ooooooooool0??ooool0 0ol0003oooooooooo`1jooooo`03ool00?oooooooooo00oooooo001Booooo`03ool00?oooooooooo 03cooooo00?o0000ooooooooool0N_ooool00ooo003oooooooooo`0?ooooo`00D_ooool00ooo003o ooooooooo`0looooo`03o`000?oooooooooo07[ooooo00?oo`00ooooooooool03oooool005?ooooo 00?oo`00ooooooooool0>oooool00ol0003oooooooooo`1kooooo`03ool00?oooooooooo00kooooo 001Cooooo`03ool00?oooooooooo03_ooooo00?o0000ooooooooool0Noooool00ooo003ooooooooo o`0>ooooo`00E?ooool00ooo003oooooooooo`0jooooo`03o`000?oooooooooo07_ooooo00?oo`00 ooooooooool03_ooool005Cooooo00?oo`00ooooooooool0>_ooool00ol0003oooooooooo`1koooo o`03ool00?oooooooooo00kooooo001Eooooo`03ool00?oooooooooo03Wooooo00?o0000oooooooo ool0Noooool00ooo003oooooooooo`0>ooooo`00EOooool00ooo003oooooooooo`0iooooo`03o`00 0?oooooooooo07cooooo00?oo`00ooooooooool03Oooool005Kooooo00?oo`00ooooooooool0>?oo ool00ol0003oooooooooo`1looooo`03ool00?oooooooooo00gooooo001Fooooo`03ool00?oooooo oooo03Sooooo00?o0000ooooooooool0O?ooool00ooo003oooooooooo`0=ooooo`001oooool3o`00 00Cooooo00?o0000ooooooooool00_ooool3o`0002?ooooo0ol0000Kooooo`03ool00?oooooooooo 00Kooooo0_l00004ooooo`03o`000?oooooooooo00;ooooo0ol0000Sooooo`03o`000?oooooooooo 02;ooooo0_l00004ooooo`03o`000?oooooooooo00;ooooo0ol0000Sooooo`?o00009?ooool2o`00 0003ool00?oooooooooo00;ooooo00?o0000ooooooooool00_ooool3o`0000?ooooo0008ooooo`03 o`000?oooooooooo00Oooooo00Go0000ooooooooooooooooo`00000Sooooo`03o`000?oooooooooo 01[ooooo00?oo`00ooooooooool01Oooool01?l0003oooooooooool00007ooooo`05o`000?oooooo ooooooooool000008_ooool00ol0003oooooooooo`0Qooooo`04o`000?ooooooooooo`0000Oooooo 00Go0000ooooooooooooooooo`00000Sooooo`03o`000?oooooooooo02Cooooo00?o0000ool00?oo ool01oooool01Ol0003ooooooooooooooooo000000;ooooo0005o`0000?ooooo00?o0000oooooooo ool02oooool00ol0003oooooooooo`0Iooooo`Go00000oooool00ol0003oooooooooo`0Kooooo`03 ool00?l0003o000000;o00000_ooool01?l0003oooooooooool0000;ooooo`03o`000?oooooooooo 023ooooo00?o0000ooooooooool08Oooool01?l0003oooooooooool0000;ooooo`03o`000?oooooo oooo027ooooo00?o0000ooooooooool09?ooool00ol0003oo`00ooooo`0;ooooo`7o00000Oooool1 ooooo`002?ooool00ol0003oooooooooo`0;ooooo`03o`000?oooooooooo027ooooo00?o0000oooo ooooool07?ooool00ooo003oooooooooo`03ooooo`04o`000?ooooooooooo`0000_ooooo00?o0000 ooooooooool08?ooool00ol0003oooooooooo`0Qooooo`04o`000?ooooooooooo`0000_ooooo00?o 0000ooooooooool08Oooool00ol0003oooooooooo`0Tooooo`03o`000?oo003ooooo00_ooooo0Ol0 0001ooooo`7ooooo0008ooooo`03o`000?oooooooooo00Oooooo1?l0000Tooooo`03o`000?oooooo oooo01gooooo00?oo`00ooooooooool00_ooool01?l0003oooooooooool00007ooooo`Co00008ooo ool00ol0003oooooooooo`0Qooooo`04o`000?ooooooooooo`0000Oooooo1?l0000Tooooo`03o`00 0?oooooooooo02Cooooo00?o0000ool00?ooool01oooool4o`0000?ooooo0007ooooo`;o00002Ooo ool00ol0003oooooooooo`0Tooooo`;o00008?ooool01Ooo003ooooooooooooooooo000000;ooooo 00?o0000ooooooooool01Oooool00ol0003oooooooooo`0Tooooo`03o`000?oooooooooo027ooooo 00Co0000oooooooooooo00001oooool00ol0003oooooooooo`0Tooooo`;o00009Oooool2o`000003 ool00?oooooooooo00Kooooo00?o0000ooooooooool01?ooool000Sooooo00?o0000ooooooooool0 1oooool5o`0002?ooooo00?o0000ooooooooool07oooool01?oo003oooooooooooooool2o`0000So oooo1Ol0000Rooooo`03o`000?oooooooooo02;ooooo0_l00008ooooo`Go00008oooool00ol0003o ooooooooo`0Tooooo`03o`000?ooooooo`0000Oooooo1Ol00002ooooo`00GOooool00ooo003ooooo ooooo`0aooooo`03o`000?oooooooooo07gooooo00?oo`00ooooooooool03?ooool005kooooo00?o o`00ooooooooool0?ooool00ol0003oooooooooo`1looooo`03ool00?oo oooooooo00gooooo001Eooooo`03ool00?oooooooooo03Wooooo00?o0000ooooooooool0O?ooool0 0ooo003oooooooooo`0=ooooo`00EOooool00ooo003oooooooooo`0iooooo`03o`000?oooooooooo 07cooooo00?oo`00ooooooooool03Oooool005Cooooo00?oo`00ooooooooool0>_ooool00ol0003o ooooooooo`1looooo`03ool00?oooooooooo00gooooo001Dooooo`03ool00?oooooooooo03[ooooo 00?o0000ooooooooool0O?ooool00ooo003oooooooooo`0=ooooo`00Doooool00ooo003ooooooooo o`0kooooo`03o`000?oooooooooo07_ooooo00?oo`00ooooooooool03_ooool005?ooooo00?oo`00 ooooooooool0>oooool00ol0003oooooooooo`1kooooo`03ool00?oooooooooo00kooooo001Boooo o`03ool00?oooooooooo03cooooo00?o0000ooooooooool0Noooool00ooo003oooooooooo`0>oooo o`00D_ooool00ooo003oooooooooo`0looooo`03o`000?oooooooooo07_ooooo00?oo`00oooooooo ool03_ooool005;ooooo00?oo`00ooooooooool0??ooool00ol0003oooooooooo`1kooooo`03ool0 0?oooooooooo00kooooo001Booooo`03ool00?oooooooooo03cooooo00?o0000ooooooooool0N_oo ool00ooo003oooooooooo`0?ooooo`00DOooool00ooo003oooooooooo`0mooooo`03o`000?oooooo oooo07[ooooo00?oo`00ooooooooool03oooool0057ooooo00?oo`00ooooooooool0?Oooool00ol0 003oooooooooo`1jooooo`03ool00?oooooooooo00oooooo001Aooooo`03ool00?oooooooooo03go oooo00?o0000ooooooooool0N_ooool00ooo003oooooooooo`0?ooooo`00DOooool00ooo003ooooo ooooo`0mooooo`03o`000?oooooooooo07Wooooo00?oo`00ooooooooool04?ooool0057ooooo00?o o`00ooooooooool0?Oooool00ol0003oooooooooo`1iooooo`03ool00?oooooooooo013ooooo001@ ooooo`03ool00?oooooooooo03kooooo00?o0000ooooooooool0NOooool00ooo003oooooooooo`0@ ooooo`00D?ooool00ooo003oooooooooo`0nooooo`03o`000?oooooooooo07Sooooo00?oo`00oooo ooooool04Oooool0053ooooo00?oo`00ooooooooool0?_ooool00ol0003oooooooooo`1hooooo`03 ool00?oooooooooo017ooooo001@ooooo`03ool00?oooooooooo03kooooo00?o0000ooooooooool0 N?ooool00ooo003oooooooooo`0Aooooo`00D?ooool00ooo003oooooooooo`0nooooo`03o`000?oo oooooooo07Oooooo00?oo`00ooooooooool04_ooool0053ooooo00?oo`00ooooooooool0?_ooool0 0ol0003oooooooooo`1gooooo`03ool00?oooooooooo01;ooooo001@ooooo`03ool00?oooooooooo 03kooooo00?o0000ooooooooool0Moooool00ooo003oooooooooo`0Booooo`00D?ooool00ooo003o ooooooooo`0nooooo`03o`000?oooooooooo07Kooooo00?oo`00ooooooooool04oooool0053ooooo 00?oo`00ooooooooool0?_ooool00ol0003oooooooooo`1fooooo`03ool00?oooooooooo01?ooooo 001@ooooo`03ool00?oooooooooo03kooooo00?o0000ooooooooool0M_ooool00ooo003ooooooooo o`0Cooooo`00D?ooool00ooo003oooooooooo`0nooooo`03o`000?oooooooooo07Kooooo00?oo`00 ooooooooool04oooool0053ooooo00?oo`00ooooooooool0?_ooool00ol0003oooooooooo`1eoooo o`03ool00?oooooooooo01Cooooo001@ooooo`03ool00?oooooooooo02[ooooo0_l00004ooooo`03 o`000?oooooooooo00;ooooo0ol00006ooooo`03o`000?oooooooooo07Gooooo00?oo`00oooooooo ool05?ooool0053ooooo00?oo`00ooooooooool0:Oooool01?l0003oooooooooool00007ooooo`05 o`000?ooooooooooooooool000001Oooool00ol0003oooooooooo`1eooooo`03ool00?oooooooooo 01Cooooo001Aooooo`03ool00?oooooooooo02Sooooo00Co0000oooooooooooo00002oooool00ol0 003oooooooooo`03ooooo`;o0000MOooool00ooo003oooooooooo`0Eooooo`00DOooool00ooo003o ooooooooo`0Xooooo`04o`000?ooooooooooo`0000_ooooo00?o0000ooooooooool00oooool00ol0 003oooooooooo`1dooooo`03ool00?oooooooooo01Gooooo001Aooooo`03ool00?oooooooooo02So oooo00Co0000oooooooooooo00001oooool4o`0000Kooooo00?o0000ooooooooool0Loooool00ooo 003oooooooooo`0Fooooo`00DOooool00ooo003oooooooooo`0Xooooo`04o`000?ooooooooooo`00 00Oooooo00?o0000ooooooooool01oooool00ol0003oooooooooo`1cooooo`03ool00?oooooooooo 01Kooooo001Aooooo`03ool00?oooooooooo02Wooooo0_l00008ooooo`Go00001Oooool00ol0003o ooooooooo`1booooo`03ool00?oooooooooo01Oooooo001Aooooo`03ool00?oooooooooo03gooooo 00?o0000ooooooooool0L_ooool00ooo003oooooooooo`0Gooooo`00DOooool00ooo003ooooooooo o`0mooooo`03o`000?oooooooooo077ooooo00?oo`00ooooooooool06?ooool005;ooooo00?oo`00 ooooooooool0??ooool00ol0003oooooooooo`1aooooo`03ool00?oooooooooo01Sooooo001Boooo o`03ool00?oooooooooo03cooooo00?o0000ooooooooool0L?ooool00ooo003oooooooooo`0Ioooo o`00D_ooool00ooo003oooooooooo`0looooo`03o`000?oooooooooo073ooooo00?oo`00oooooooo ool06Oooool005?ooooo00?oo`00ooooooooool0>oooool00ol0003oooooooooo`1_ooooo`03ool0 0?oooooooooo01[ooooo001Cooooo`03ool00?oooooooooo03_ooooo00?o0000ooooooooool0Kooo ool00ooo003oooooooooo`0Jooooo`00Doooool00ooo003oooooooooo`0kooooo`03o`000?oooooo oooo06kooooo00?oo`00ooooooooool06oooool005Cooooo00?oo`00ooooooooool0>_ooool00ol0 003oooooooooo`1]ooooo`03ool00?oooooooooo01cooooo001Dooooo`03ool00?oooooooooo03[o oooo00?o0000ooooooooool0KOooool00ooo003oooooooooo`0Looooo`00E?ooool00ooo003ooooo ooooo`0jooooo`03o`000?oooooooooo06cooooo00?oo`00ooooooooool07Oooool005Gooooo00?o o`00ooooooooool0>Oooool00ol0003oooooooooo`1/ooooo`03ool00?oooooooooo01gooooo001E ooooo`03ool00?oooooooooo03Wooooo00?o0000ooooooooool0Joooool00ooo003oooooooooo`0N ooooo`00EOooool00ooo003oooooooooo`0iooooo`03o`000?oooooooooo06_ooooo00?oo`00oooo ooooool07_ooool005Kooooo00?oo`00ooooooooool0>?ooool00ol0003oooooooooo`1Zooooo`03 ool00?oooooooooo01oooooo001Fooooo`03ool00?oooooooooo03Sooooo00?o0000ooooooooool0 JOooool00ooo003oooooooooo`0Pooooo`00E_ooool00ooo003oooooooooo`0hooooo`03o`000?oo oooooooo06Wooooo00?oo`00ooooooooool08?ooool005Oooooo00?oo`00ooooooooool0=oooool0 0ol0003oooooooooo`1Xooooo`03ool00?oooooooooo027ooooo001Hooooo`03ool00?oooooooooo 03Kooooo00?o0000ooooooooool0Ioooool00ooo003oooooooooo`0Rooooo`00F?ooool00ooo003o ooooooooo`0fooooo`03o`000?oooooooooo06Kooooo00?oo`00ooooooooool08oooool005Wooooo 00?oo`00ooooooooool0=Oooool00ol0003oooooooooo`1Vooooo`03ool00?oooooooooo02?ooooo 001Jooooo`03ool00?oooooooooo03Cooooo00?o0000ooooooooool0IOooool00ooo003ooooooooo o`0Tooooo`00F_ooool00ooo003oooooooooo`0dooooo`03o`000?oooooooooo06Cooooo00?oo`00 ooooooooool09Oooool005_ooooo00?oo`00ooooooooool0Oooool006[ooooo0_oo000Mooooo`03o`000?oooooooooo00Gooooo 0_l0001Aooooo`03ool00?oooooooooo03Wooooo001/ooooo`03ool00?oooooooooo01[ooooo00?o 0000ooooooooool01Oooool00ol0003oooooooooo`1?ooooo`03ool00?oooooooooo03[ooooo001] ooooo`03ool00?oooooooooo01Sooooo0_l00007ooooo`03o`000?oooooooooo04kooooo00?oo`00 ooooooooool0>oooool006kooooo0_oo000Iooooo`03o`000?oooooooooo00Gooooo00?o0000oooo ooooool0C?ooool2ool003kooooo001`ooooo`03ool00?oooooooooo01kooooo00?o0000oooooooo ool0Boooool00ooo003oooooooooo`0nooooo`00LOooool2ool001kooooo00?o0000ooooooooool0 BOooool2ool0047ooooo001cooooo`03ool00?oooooooooo01_ooooo00?o0000ooooooooool0B?oo ool00ooo003oooooooooo`11ooooo`00M?ooool00ooo003oooooooooo`0Jooooo`03o`000?oooooo oooo04Kooooo0_oo0014ooooo`00MOooool2ool001[ooooo00?o0000ooooooooool0AOooool00ooo 003oooooooooo`14ooooo`00Moooool00ooo003oooooooooo`0Gooooo`03o`000?oooooooooo04?o oooo0_oo0017ooooo`00N?ooool2ool001Oooooo00?o0000ooooooooool0@Oooool2ool004Wooooo 001jooooo`;oo`005Oooool00ol0003oooooooooo`0oooooo`;oo`00Boooool007cooooo00?oo`00 ooooooooool04_ooool00ol0003oooooooooo`0mooooo`;oo`00COooool007gooooo0_oo000Boooo o`03o`000?oooooooooo03_ooooo0_oo001?ooooo`00Ooooool3ool000oooooo00?o0000oooooooo ool0>?ooool3ool0057ooooo0022ooooo`;oo`003Oooool00ol0003oooooooooo`0eooooo`?oo`00 E?ooool008Cooooo0_oo000;ooooo`03o`000?oooooooooo03;ooooo0ooo001Gooooo`00Q_ooool3 ool000Sooooo00?o0000ooooooooool0;oooool3ool005[ooooo0029ooooo`?oo`001Oooool00ol0 003oooooooooo`0/ooooo`?oo`00GOooool008cooooo1Ooo00000ol0003oooooooooo`0Xooooo`Co o`00H?ooool0097ooooo1_oo000Pooooo`Goo`00I?ooool0097ooooo00?o0000ooooooooool00ooo ool6ool001Cooooo1_oo001Yooooo`00TOooool00ol0003oooooooooo`09oooooaCoo`00Koooool0 097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo 00?o0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000 ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000oooooooo ool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0S?oo ool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097o oooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o 0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000oooo ooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0 S?ooool007cooooo0ol00004ooooo`03o`000?oooooooooo00;ooooo0ol00006ooooo`03o`000?oo oooooooo08cooooo001mooooo`03o`000?oooooooooo00Oooooo00Go0000ooooooooooooooooo`00 0005ooooo`03o`000?oooooooooo08cooooo001mooooo`03o`000?oooooooooo00_ooooo00?o0000 ooooooooool00oooool00ol0003oooooooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-1.63536, -1.61844, 0.0112783, \ 0.0112783}}], Cell[BoxData[ \(Graphics::"gptn" \(\(:\)\(\ \)\) "Coordinate \!\(a\) in \!\({a, 0}\) is not a floating-point \ number."\)], "Message"], Cell[BoxData[ \(Graphics::"gptn" \(\(:\)\(\ \)\) "Coordinate \!\(a\\ \(\(Cos[\(\(\[Pi]\/20\)\)]\)\)\) in \!\({\(\(a\\ \(\ \(Cos[\(\(\[Pi]\/20\)\)]\)\)\)\), \(\(a\\ \(\(Sin[\(\(\[Pi]\/20\)\)]\)\)\)\)}\ \) is not a floating-point number."\)], "Message"], Cell[BoxData[ \(Graphics::"gptn" \(\(:\)\(\ \)\) "Coordinate \!\(1\/2\\ \@\(1\/2\\ \(\((5 + \@5)\)\)\)\\ a\) in \ \!\({\(\(1\/2\\ \@\(1\/2\\ \(\((5 + \@5)\)\)\)\\ a\)\), \(\(1\/4\\ \ \(\((\(\(-1\)\) + \@5)\)\)\\ a\)\)}\) is not a floating-point number."\)], \ "Message"], Cell[BoxData[ \(General::"stop" \(\(:\)\(\ \)\) "Further output of \!\(Graphics :: \"gptn\"\) will be suppressed during \ this calculation."\)], "Message"], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1.02437 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 0.413207 0.389505 0.512185 0.389505 [ [ 0 0 0 0 ] [ 1 1.02437 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 1.02437 L 0 1.02437 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .8026 .51219 m .97619 .51219 L s .79781 .5731 m .9629 .62674 L s .78355 .63252 m .92398 .73455 L s .76016 .68897 m .86219 .8294 L s .72824 .74107 m .78188 .90616 L s .68855 .78753 m .68855 .96112 L s .64209 .82721 m .58845 .9923 L s .58999 .85914 m .48796 .99958 L s .53354 .88252 m .3931 .98456 L s .47412 .89679 m .30903 .95043 L s .41321 .90158 m .23962 .90158 L s .35229 .89679 m .1872 .84315 L s .29288 .88252 m .15244 .78049 L s .23642 .85914 m .13439 .71871 L s .18432 .82721 m .13068 .66212 L s .13786 .78753 m .13786 .61394 L s .09818 .74107 m .15182 .57598 L s .06625 .68897 m .16828 .54853 L s .04287 .63252 m .1833 .53048 L s .0286 .5731 m .19369 .51946 L s .02381 .51219 m .1974 .51219 L s .0286 .45127 m .19369 .50491 L s .04287 .39186 m .1833 .49389 L s .06625 .3354 m .16828 .47584 L s .09818 .2833 m .15182 .44839 L s .13786 .23684 m .13786 .41043 L s .18432 .19716 m .13068 .36225 L s .23642 .16523 m .13439 .30566 L s .29288 .14185 m .15244 .24388 L s .35229 .12758 m .1872 .18122 L s .41321 .12279 m .23962 .12279 L s .47412 .12758 m .30903 .07394 L s .53354 .14185 m .3931 .03982 L s .58999 .16523 m .48796 .0248 L s .64209 .19716 m .58845 .03207 L s .68855 .23684 m .68855 .06325 L s .72824 .2833 m .78188 .11821 L s .76016 .3354 m .86219 .19497 L s .78355 .39186 m .92398 .28982 L s .79781 .45127 m .9629 .39763 L s .8026 .51219 m .97619 .51219 L s 1 0 0 r .97619 .51219 m .97616 .5179 L .97607 .52309 L .9759 .52909 L .97568 .53476 L .97513 .54483 L .97429 .55574 L .9731 .56773 L .97152 .58041 L .96788 .60302 L .96304 .62613 L .95754 .64752 L .94154 .69508 L .92047 .74146 L .89723 .78159 L .86571 .82512 L .83261 .86192 L .76499 .91835 L .72601 .9425 L .68266 .96367 L .63974 .97949 L .61522 .98641 L .59256 .99151 L .57266 .99499 L .56124 .99657 L .55084 .99775 L .53988 .99872 L .53426 .99911 L .52816 .99945 L .52253 .99969 L .51734 .99985 L .51239 .99995 L .50713 .99998 L .50238 .99996 L .49719 .99988 L .4918 .99972 L .48679 .99952 L .47784 .99902 L .46835 .99827 L .45726 .99713 L .44688 .9958 L .42772 .99264 L .39376 .98474 L .35861 .97323 L .32561 .95899 L .29189 .94046 L .25948 .91807 L .23296 .89549 L .19041 .84759 L .17202 .8197 L Mistroke .15786 .7928 L .14736 .76737 L .14274 .75354 L .13911 .74065 L .13632 .72874 L .13395 .71608 L .13234 .70478 L .13176 .69952 L .13131 .6946 L .13109 .69176 L .13089 .68869 L .13075 .68616 L .13063 .68338 L .13053 .6804 L .13049 .67878 L .13046 .67726 L .13043 .67457 L .13044 .6717 L .13047 .66918 L .13053 .66646 L .13062 .66363 L .13074 .66103 L .13101 .65641 L .13139 .65156 L .13196 .64588 L .13272 .63985 L .13444 .6293 L .13869 .61086 L .14385 .59475 L .15037 .57901 L .16487 .55339 L .17786 .53651 L .18912 .5244 L .19306 .52019 L .19465 .51829 L .19596 .51645 L .19676 .51496 L .19692 .51456 L .19707 .51414 L .19718 .51378 L .19727 .51339 L .19733 .51303 L .19737 .5127 L .19739 .51235 L .1974 .51216 L .19739 .51198 L .19737 .51166 L .19733 .51132 L .19727 .51099 L .19721 .51069 L Mistroke .19699 .50999 L .19673 .50935 L .19591 .50784 L .19361 .50481 L .18486 .49554 L .17241 .48128 L .15921 .46209 L .14682 .43725 L .14077 .42057 L .13623 .40373 L .1343 .39433 L .13264 .38396 L .13157 .37475 L .13111 .36939 L .13078 .3643 L .13065 .36143 L .13059 .35991 L .13054 .35829 L .1305 .35687 L .13047 .35529 L .13044 .3525 L .13043 .34977 L .13047 .34682 L .13053 .344 L .13061 .34141 L .13074 .33835 L .1309 .33548 L .13138 .32892 L .13201 .32243 L .13288 .31542 L .13504 .30208 L .13768 .28956 L .14606 .26066 L .15638 .23478 L .17045 .20736 L .18617 .18269 L .20616 .15691 L .25036 .11358 L .27916 .09211 L .31381 .07137 L .34943 .05475 L .38467 .04227 L .40402 .03692 L .42545 .03217 L .44613 .02868 L .4561 .02737 L .46547 .02637 L .47402 .02563 L .48323 .02503 L .4885 .02477 L Mistroke .4935 .02459 L .49801 .02448 L .50291 .02441 L .50771 .02439 L .51301 .02443 L .51855 .02455 L .52376 .02472 L .52862 .02494 L .53309 .02519 L .54315 .02591 L .55374 .02693 L .56337 .02807 L .58497 .03143 L .60499 .03551 L .6238 .04022 L .66564 .05384 L .70986 .07333 L .7475 .09454 L .78684 .12201 L .82559 .15556 L .85795 .18992 L .91112 .2657 L .93423 .31172 L .95169 .35755 L .9624 .39554 L .96667 .41506 L .97048 .4368 L .97296 .4554 L .97405 .4659 L .97485 .47556 L .9754 .48406 L .97565 .48895 L .97584 .49338 L .97599 .49809 L .97611 .50312 L .97617 .50778 L .97619 .51219 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{281.125, 287.938}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgoooo o`;oo`00A_ooool004_ooooo00?oo`00ooooooooool07Oooool3o`0001Oooooo00?o0000oooooooo ool03oooool00ol0003oooooooooo`0@ooooo`03o`000?oooooooooo01?ooooo00?o0000oooooooo ool04?ooool00ooo003oooooooooo`13ooooo`00BOooool2ool002?ooooo0ol0000Eooooo`03o`00 0?oooooooooo00kooooo00?o0000ooooooooool04?ooool00ol0003oooooooooo`0Cooooo`03o`00 0?oooooooooo017ooooo00?oo`00ooooooooool0@_ooool004Sooooo00?oo`00ooooooooool09_oo ool3o`0001?ooooo0_l0000?ooooo`03o`000?oooooooooo00oooooo00?o0000ooooooooool04ooo ool00ol0003oooooooooo`0Booooo`;oo`00@_ooool004Oooooo00?oo`00ooooooooool0:_ooool3 o`0001;ooooo00?o0000ooooooooool03Oooool00ol0003oooooooooo`0?ooooo`03o`000?oooooo oooo01;ooooo00?o0000ooooooooool05?ooool00ooo003oooooooooo`0oooooo`00A_ooool00ooo 003oooooooooo`0^ooooo`?o00004?ooool2o`0000gooooo00?o0000ooooooooool03oooool00ol0 003oooooooooo`0Booooo`03o`000?oooooooooo01Gooooo0_oo000oooooo`00AOooool00ooo003o ooooooooo`0booooo`?o00003oooool00ol0003oooooooooo`0;ooooo`03o`000?oooooooooo00ko oooo00?o0000ooooooooool04_ooool00ol0003oooooooooo`0Gooooo`03ool00?oooooooooo03co oooo0014ooooo`03ool00?oooooooooo03Kooooo0ol0000=ooooo`03o`000?oooooooooo00_ooooo 00?o0000ooooooooool03_ooool00ol0003oooooooooo`0Aooooo`03o`000?oooooooooo01Sooooo 00?oo`00ooooooooool0>oooool004?ooooo00?oo`00o`000?l00000;_l0000oooool004;ooooo00?oo`00ooooooooool06oooool3 o`00023ooooo0_l0000;ooooo`03o`000?oooooooooo00Wooooo00?o0000ooooooooool03Oooool0 0ol0003oooooooooo`0Aooooo`03o`000?oooooooooo01Oooooo00Go0000ooooooooooooooooool0 000jooooo`00@Oooool00ooo003oooooooooo`0Iooooo`?o0000oooool00ooo003oooooooooo`0=ooooo`Co0000Doooool00ol0003oooooooooo`0: ooooo`03o`000?oooooooooo00kooooo00?o0000ooooooooool05Oooool00ol0003oooooooooo`0; ooooo`03ool00?oooooooooo033ooooo000jooooo`03ool00?oooooooooo00_ooooo0ol000000ooo oooo0000ooooo`1Dooooo`03o`000?oooooooooo00[ooooo00?o0000ooooooooool03_ooool00ol0 003oooooooooo`0Eooooo`03o`000?oooooooooo00cooooo00?oo`00ooooooooool0;oooool003Wo oooo00?oo`00ooooooooool02Oooool3o`0000;ooooo0_l0001Gooooo`03o`000?oooooooooo00Wo oooo00?o0000ooooooooool03_ooool00ol0003oooooooooo`0Dooooo`03o`000?oooooooooo00go oooo00?oo`00ooooooooool0;oooool003Wooooo00?oo`00ooooooooool01_ooool3o`0000Cooooo 00?o0000ooooooooool0F?ooool00ol0003oooooooooo`09ooooo`03o`000?oooooooooo00gooooo 00?o0000ooooooooool05?ooool00ol0003oooooooooo`0>ooooo`03ool00?oooooooooo02kooooo 000hooooo`03ool00?oooooooooo00Cooooo1?l00005ooooo`03o`000?oooooooooo05[ooooo00?o 0000ooooooooool02?ooool00ol0003oooooooooo`0=ooooo`03o`000?oooooooooo01Cooooo00?o 0000ooooooooool03oooool00ooo003oooooooooo`0]ooooo`00=oooool00ooo003oooooooooo`02 ooooo`?o00000oooool01?l0003oooooooooooooool2o`0006Sooooo00?o0000ooooooooool03Ooo ool00ol0003oooooooooo`0Cooooo`03o`000?oooooooooo017ooooo00?oo`00ooooooooool0;?oo ool003Kooooo00?oo`00ooooooooool00ol00005ooooo`05o`000?ooooooooooooooool00000Jooo ool00ol0003oooooooooo`0ooooo`03o`000?oooooooooo01Sooooo00?o0000ooooooooool01_ooool00ooo003o ooooooooo`0Qooooo`00;Oooool01?oo003oooooooooooooool2o`0000?ooooo00?o0000oooooooo ool0Qoooool00ol0003oooooooooo`0>ooooo`03o`000?oooooooooo01Sooooo00?o0000oooooooo ool01oooool00ooo003oooooooooo`0Pooooo`00;?ooool01?oo003oooooooooooooool2o`0000Co oooo00?o0000ooooooooool0Qoooool00ol0003oooooooooo`0>ooooo`03o`000?oooooooooo01Oo oooo00?o0000ooooooooool02Oooool00ooo003oooooooooo`0Oooooo`00;?ooool00ooo003ooooo ooooo`02o`0000Cooooo00?o0000ooooooooool0R?ooool00ol0003oooooooooo`0=ooooo`03o`00 0?oooooooooo01Oooooo00?o0000ooooooooool02oooool00ooo003oooooooooo`0Nooooo`00:ooo ool01_oo003oooooo`000?l0003oooooo`0000?ooooo00?o0000ooooooooool0ROooool00ol0003o ooooooooo`0=ooooo`03o`000?oooooooooo01Kooooo00?o0000ooooooooool03?ooool00ooo003o ooooooooo`0Nooooo`009_ooool00ol0003oooooooooo`02ooooo`03ool00?l0003ooooo00;ooooo 00Co0000oooooooooooo0000S?ooool00ol0003oooooooooo`0=ooooo`03o`000?oooooooooo01Ko oooo00?o0000ooooooooool03Oooool00ooo003oooooooooo`0Mooooo`009_ooool01_l0003ooooo ooooooooooooo`00o`0000?ooooo00Go0000ooooooooooooooooo`00002Kooooo`03o`000?oooooo oooo01Kooooo00?o0000ooooooooool03oooool00ooo003oooooooooo`0Looooo`009_ooool01Ol0 003oooooooooooooooooo`0000Cooooo00Co0000oooooooooooo0000W?ooool00ol0003ooooooooo o`0Eooooo`03o`000?oooooooooo013ooooo00?oo`00ooooooooool07?ooool002Kooooo00Go0000 ooooooooooooooooool00004ooooo`03o`000?oooooo000009gooooo00?o0000ooooooooool05?oo ool00ol0003oooooooooo`0Booooo`03ool00?oooooooooo01_ooooo000Vooooo`04o`000?oooooo ooooool000Cooooo00Co0000oooooooooooo0000W?ooool00ol0003oooooooooo`0Eooooo`03o`00 0?oooooooooo01?ooooo00?oo`00ooooooooool06_ooool002Kooooo00Co0000ooooooooooooo`00 1?ooool00ol0003oooooo`00002Mooooo`03o`000?oooooooooo01Cooooo00?o0000ooooooooool0 5Oooool00ooo003oooooooooo`0Iooooo`009_ooool01?l0003ooooooooooooo0004ooooo`;o0000 W_ooool00ol0003oooooooooo`0Cooooo`03o`000?oooooooooo01Kooooo00?oo`00ooooooooool0 6Oooool002Kooooo00?o0000oooooooo00001?ooool2o`0009kooooo00?o0000ooooooooool05?oo ool00ol0003oooooooooo`0Gooooo`03ool00?oooooooooo01Sooooo000Vooooo`03o`000?oooooo o`0000Cooooo0_l0002Nooooo`03o`000?oooooooooo01?ooooo00?o0000ooooooooool06Oooool0 0ooo003oooooooooo`0Gooooo`009_ooool00ol0003oooooool00004ooooo`03o`000?oooooooooo 09gooooo00?o0000ooooooooool04_ooool00ol0003oooooooooo`0Jooooo`03ool00?oooooooooo 01Oooooo000Vooooo`03o`000?oo003ooooo00?ooooo00?o0000ooooooooool0WOooool00ol0003o ooooooooo`0Booooo`03o`000?oooooooooo01cooooo00?oo`00ooooooooool05_ooool002Kooooo 00?o0000ool00?ooool00_ooool2o`0009oooooo00?o0000ooooooooool04_ooool00ol0003ooooo ooooo`0Looooo`03ool00?oooooooooo01Kooooo000Vooooo`03o`000?oo003ooooo00;ooooo0_l0 002Oooooo`03o`000?oooooooooo017ooooo00?o0000ooooooooool07_ooool00ooo003ooooooooo o`0Eooooo`006oooool00ol0003oooooooooo`08ooooo`04o`000?oo003oooooooooo`;o0000Wooo ool00ol0003oooooooooo`0Aooooo`03o`000?oooooooooo01oooooo00?oo`00ooooooooool05Ooo ool001_ooooo00?o0000ooooooooool02?ooool01_oo003oooooooooool0003oooooo`000;?ooooo 00?o0000ooooooooool08?ooool00ooo003oooooooooo`0Dooooo`006oooool00ol0003ooooooooo o`08ooooo`03ool00?oooooo000000;ooooo00?o0000ooooooooool0/?ooool00ol0003ooooooooo o`0Pooooo`03o`000?oo003ooooo01Gooooo000Looooo`03o`000?oooooooooo00Oooooo00Goo`00 ooooool0003oooooo`00002booooo`03o`000?oooooooooo023ooooo00?o0000oooooooo00005_oo ool001cooooo00?o0000ooooooooool01_ooool00ooo003o0000o`000002ooooo`03o`000?oooooo oooo0:oooooo00?o0000ooooooooool08?ooool01Ol0003oooooooooooooooooo`0001Gooooo000L ooooo`03o`000?oooooooooo00Kooooo00?oo`00o`000?ooool00_ooool00ol0003oooooooooo`2_ ooooo`03o`000?oooooooooo01kooooo0_l00004ooooo`03ool00?oooooooooo01?ooooo000Moooo o`03o`000?oooooooooo00Gooooo00Goo`00o`000?ooooooooooo`00002aooooo`03o`000?oooooo oooo01kooooo00?o0000ooooooooool01Oooool00ooo003oooooooooo`0Booooo`007Oooool00ol0 003oooooooooo`05ooooo`05ool00?l0003oooooooooool00000/?ooool00ol0003oooooooooo`0M ooooo`;o00002?ooool00ooo003oooooooooo`0Booooo`007Oooool00ol0003oooooooooo`05oooo o`05ool00?l0003oooooooooool00000[oooool00ol0003oooooooooo`0Mooooo`03o`000?oooooo oooo00Wooooo00?oo`00ooooooooool04Oooool001kooooo00?o0000ooooooooool01?ooool01?oo 003o0000ooooool0002`ooooo`03o`000?oooooooooo01cooooo00?o0000ooooooooool02_ooool0 0ooo003oooooooooo`0Aooooo`007_ooool00ol0003oooooooooo`04ooooo`04ool00?l0003ooooo o`000:oooooo00?o0000ooooooooool06oooool2o`0000kooooo00?oo`00ooooooooool04?ooool0 01kooooo00?o0000ooooooooool00oooool01Ooo003oooooo`000?oooooo00000:kooooo00?o0000 ooooooooool06oooool00ol0003oooooooooo`0>ooooo`03ool00?oooooooooo013ooooo000Ooooo o`03o`000?oooooooooo00;ooooo00Coo`00ooooool0003o0000[oooool00ol0003oooooooooo`0I ooooo`;o00004Oooool00ooo003oooooooooo`0@ooooo`007oooool00ol0003oooooooooo`02oooo o`04ool00?oooooo0000o`000:kooooo00?o0000ooooooooool06Oooool00ol0003oooooooooo`0B ooooo`03ool00?oooooooooo00oooooo000Oooooo`03o`000?oooooooooo00;ooooo00Coo`00oooo ool0003o0000[Oooool00ol0003oooooooooo`0Iooooo`03o`000?oooooooooo01?ooooo00?oo`00 ooooooooool03oooool001;ooooo00?o0000ooooooooool02oooool01ol0003ooooooooooooooooo o`00ooooool00000[Oooool00ol0003oooooooooo`0Hooooo`;o00005oooool00ooo003ooooooooo o`0>ooooo`004_ooool00ol0003oooooooooo`0;ooooo`07o`000?oooooooooooooooooo003ooooo o`000037ooooo`03o`000?oooooooooo01Oooooo00?oo`00ooooooooool03_ooool001?ooooo00?o 0000ooooooooool02_ooool01ol0003oooooooooooooooooo`00ooooool00000aOooool2o`0001[o oooo00?oo`00ooooooooool03_ooool001Cooooo00?o0000ooooooooool02_ooool01?l0003ooooo oooooooo0002o`000Gooooo00?oo`00oooooooo ool02Oooool000oooooo00?o0000ooooooooool03?ooool00ol0003oooooooooo`04ooooo`03ool0 0?l0003ooooo0>?ooooo0_l000000ooo003oooooooooo`09ooooo`004?ooool2o`0000gooooo00?o 0000ooooooooool01?ooool00ooo003oooooooooo`3Oooooo`?o00000_ooool00ooo003ooooooooo o`09ooooo`004_ooool00ol0003oooooooooo`0;ooooo`03o`000?oooooooooo00?ooooo00?oo`00 ooooooooool0g?ooool3o`0000Gooooo00?oo`00ooooooooool02Oooool001?ooooo00?o0000oooo ooooool02oooool00ol0003oooooooooo`02ooooo`03ool00?oooooooooo0=Wooooo0ol00009oooo o`03ool00?oooooooooo00Sooooo000Dooooo`;o00002oooool00ol0003oooooooooo`02ooooo`03 ool00?l0003ooooo0=Kooooo0ol0000?ooooo00?oo`00ooooooooool01_ooool000kooooo0ol0000Eooooo`03o`00 0?oooooooooo00;ooooo00?oo`00ooooooooool0h_ooool00ooo003oooooooooo`06ooooo`004Ooo ool3o`0001?ooooo0_l00003ooooo`03ool00?oooooooooo0>7ooooo00?oo`00ooooooooool01_oo ool001Cooooo0ol0000Booooo`04o`000?ooooooooooool00>?ooooo00?oo`00ooooooooool01_oo ool001Oooooo0ol0000@ooooo`04o`000?ooooooooooool00>;ooooo00?oo`00ooooooooool01_oo ool001[ooooo0ol0000>ooooo`;o000000?oooooool00?ooool0hOooool00ooo003oooooooooo`05 ooooo`007Oooool3o`0000gooooo00?o0000oooooooo0000hOooool00ooo003oooooooooo`05oooo o`008?ooool3o`0000_ooooo00?o0000oooooooo0000h?ooool00ooo003oooooooooo`05ooooo`00 8oooool3o`0000Wooooo00?o0000ool00?ooool0goooool00ooo003oooooooooo`05ooooo`009_oo ool3o`0000Sooooo00?oo`00ooooooooool0gOooool00ooo003oooooooooo`05ooooo`00:Oooool3 o`0000Kooooo00?oo`00ooooooooool0g?ooool00ooo003oooooooooo`05ooooo`00;?ooool3o`00 00Cooooo00?oo`00ooooooooool0foooool00ooo003oooooooooo`05ooooo`00;oooool3o`0000;o oooo00?oo`00ooooooooool0f_ooool00ooo003oooooooooo`05ooooo`00<_ooool3o`000003ool0 0?oooooooooo0=Wooooo00?oo`00ooooooooool01Oooool003Gooooo00?o0000ool00?ooool0fOoo ool00ooo003oooooooooo`05ooooo`00=_ooool2ool00=Wooooo00?oo`00ooooooooool01Oooool0 00Kooooo;ooooo00?oo`00ooooooooool01_ooool000Sooooo0_l0000Hoooo o`;o00001_ooool00ol0003oo`00ooooo`2booooo`?o0000;_ooool00ooo003oooooooooo`06oooo o`008Oooool00ol0003oooooooooo`06ooooo`03o`000?oo003ooooo0;Gooooo0ol0000[ooooo`03 ool00?oooooooooo00Kooooo000Oooooo`;o00002?ooool00ol0003oo`00ooooo`2iooooo`?o0000 :?ooool00ooo003oooooooooo`06ooooo`007_ooool00ol0003oooooooooo`07ooooo`03o`000?oo ooooo`000;gooooo0ol0000Uooooo`03ool00?oooooooooo00Kooooo000Mooooo`03o`000?oooooo oooo00Oooooo00?o0000oooooooo0000`Oooool3o`0002;ooooo00?oo`00ooooooooool01_ooool0 01_ooooo0_l0000:ooooo`03o`000?ooooooo`000ooooo`?o00005Oooool00ooo003oooooooooo`07oooo o`005_ooool00ol0003oooooooooo`0;ooooo`05o`000?ooooooooooool00?l00000dOooool3o`00 01;ooooo00?oo`00ooooooooool01oooool001Gooooo00?o0000ooooooooool02oooool01Ol0003o ooooooooooooooooo`000=Gooooo0ol0000?ooooo`03ool00?oooooooooo00Oooooo000Cooooo`;o 00003Oooool01_l0003oooooooooooooooooo`00o`000=Sooooo0ol0000;ooooo`03ool00?oooooo oooo00Sooooo000Booooo`03o`000?oooooooooo00gooooo00Ko0000ooooooooooooooooool00?l0 003Kooooo`?o00002?ooool00ooo003oooooooooo`08ooooo`004Oooool00ol0003oooooooooo`0= ooooo`03o`000?oooooooooo00;ooooo00?oo`00ooooooooool0gOooool3o`0000Gooooo00?oo`00 ooooooooool02?ooool000oooooo0_l0000?ooooo`03o`000?oooooooooo00;ooooo00?oo`00o`00 0?ooool0hOooool3o`000003oooooooo003ooooo00[ooooo000>ooooo`03o`000?oooooooooo00ko oooo00?o0000ooooooooool00oooool00ooo003o0000ooooo`3Tooooo`03o`000?oo003ooooo00[o oooo000=ooooo`03o`000?oooooooooo00oooooo00?o0000ooooooooool00oooool00ooo003o0000 ooooo`3Uooooo`03ool00?oooooooooo00Wooooo000?ooool00ooo003oooooooooo`08ooooo`?o00001?ooool00ol0003oooooooooo`1Hoooo o`03o`000?oooooooooo00Sooooo00?o0000ooooooooool03Oooool00ol0003oooooooooo`0Doooo o`03o`000?oooooooooo00kooooo0_oo000_ooooo`00>Oooool00ooo003oooooooooo`0:ooooo`?o 00000_ooool2o`0005Oooooo00?o0000ooooooooool02Oooool00ol0003oooooooooo`0=ooooo`03 o`000?oooooooooo01Cooooo00?o0000ooooooooool03Oooool00ooo003oooooooooo`0_ooooo`00 >_ooool00ooo003oooooooooo`0 ooooo`03o`000?oooooooooo01Gooooo00?o0000ooooooooool02Oooool00ooo003oooooooooo`0b ooooo`00?Oooool00ooo003oooooooooo`0Aooooo`Co0000C?ooool00ol0003oooooooooo`0:oooo o`03o`000?oooooooooo00oooooo00?o0000ooooooooool05Oooool00ol0003oooooooooo`07oooo o`;oo`00=Oooool003kooooo00?oo`00ooooooooool04Oooool00ol0003oooooooooo`03o`0003co oooo0_l0000:ooooo`03o`000?oooooooooo00_ooooo00?o0000ooooooooool03oooool00ol0003o ooooooooo`0Fooooo`03o`000?oooooooooo00Gooooo00?oo`00ooooooooool0=Oooool003oooooo 00?oo`00ooooooooool05_ooool3o`0003Sooooo00?o0000ooooooooool02_ooool00ol0003ooooo ooooo`0;ooooo`03o`000?oooooooooo00oooooo00?o0000ooooooooool05_ooool00ol0003ooooo ooooo`04ooooo`03ool00?oooooooooo03Kooooo0010ooooo`03ool00?oooooooooo01Sooooo0ol0 000dooooo`03o`000?oooooooooo00[ooooo00?o0000ooooooooool02oooool00ol0003ooooooooo o`0@ooooo`03o`000?oooooooooo01Kooooo00?o0000ooooooooool00oooool00ooo003ooooooooo o`0gooooo`00@Oooool00ooo003oooooooooo`0Jooooo`?o0000;oooool2o`0000cooooo00?o0000 ooooooooool03?ooool00ol0003oooooooooo`0@ooooo`03o`000?oooooooooo01Oooooo00Go0000 ooooooooooooooooool0000jooooo`00@_ooool00ooo003oooooooooo`0Looooo`;o00007oooool3 o`0000[ooooo00?o0000ooooooooool02oooool00ol0003oooooooooo`0=ooooo`03o`000?oooooo oooo013ooooo00?o0000ooooooooool05oooool01?l0003ooooooooooooo000kooooo`00@oooool0 0ooo003o0000o`00000^o`0000_ooooo0ol0000;ooooo`;o00003_ooool00ol0003oooooooooo`0< ooooo`03o`000?oooooooooo017ooooo00?o0000ooooooooool05oooool00ol0003oo`00ool0000l ooooo`00A?ooool00ooo003oooooooooo`0eooooo`?o00003Oooool00ol0003oooooooooo`0=oooo o`03o`000?oooooooooo00gooooo00?o0000ooooooooool04Oooool00ol0003oooooooooo`0Goooo o`03ool00?l0003ooooo03cooooo0015ooooo`03ool00?oooooooooo037ooooo0ol0000?ooooo`03 o`000?oooooooooo00gooooo00?o0000ooooooooool03_ooool00ol0003oooooooooo`0Aooooo`03 o`000?oooooooooo01Kooooo00?oo`00ooooooooool0?Oooool004Kooooo00?oo`00ooooooooool0 ;Oooool3o`00013ooooo0_l0000?ooooo`03o`000?oooooooooo00kooooo00?o0000ooooooooool0 4_ooool00ol0003oooooooooo`0Eooooo`03ool00?oooooooooo03kooooo0017ooooo`03ool00?oo oooooooo02Wooooo0ol0000Booooo`03o`000?oooooooooo00oooooo00?o0000ooooooooool03_oo ool00ol0003oooooooooo`0Booooo`03o`000?oooooooooo01Cooooo00?oo`00ooooooooool0?ooo ool004Sooooo0_oo000Vooooo`?o00004oooool2o`00017ooooo00?o0000ooooooooool03oooool0 0ol0003oooooooooo`0Booooo`03o`000?oooooooooo01;ooooo0_oo0012ooooo`00B_ooool00ooo 003oooooooooo`0Pooooo`?o00005Oooool00ol0003oooooooooo`0@ooooo`03o`000?oooooooooo 013ooooo00?o0000ooooooooool04_ooool00ol0003oooooooooo`0Aooooo`03ool00?oooooooooo 04;ooooo001;ooooo`;oo`007Oooool3o`0001Oooooo00?o0000ooooooooool04Oooool00ol0003o ooooooooo`0?ooooo`03o`000?oooooooooo01?ooooo00?o0000ooooooooool03oooool2ool004Go oooo001=ooooo`03ool00?oooooooooo01Oooooo0ol0000Hooooo`;o00004oooool00ol0003ooooo ooooo`0@ooooo`03o`000?oooooooooo01?ooooo00?o0000ooooooooool03Oooool2ool004Oooooo 001>ooooo`;oo`005?ooool3o`0001[ooooo00?o0000ooooooooool04_ooool00ol0003ooooooooo o`0Aooooo`03o`000?oooooooooo01?ooooo00?o0000ooooooooool03?ooool00ooo003ooooooooo o`17ooooo`00D?ooool00ooo003oooooooooo`0>ooooo`?o00006oooool2o`0001Cooooo00?o0000 ooooooooool04Oooool00ol0003oooooooooo`0Dooooo`03o`000?oooooooooo00[ooooo0_oo001: ooooo`00DOooool2ool000_ooooo0ol0000Mooooo`03o`000?oooooooooo01Cooooo00?o0000oooo ooooool04Oooool00ol0003oooooooooo`0Dooooo`03o`000?oooooooooo00Wooooo00?oo`00oooo ooooool0B_ooool005?ooooo0_oo0006ooooo`?o00007oooool00ol0003oooooooooo`0Dooooo`03 o`000?oooooooooo01;ooooo00?o0000ooooooooool05?ooool00ol0003oooooooooo`07ooooo`;o o`00COooool005Gooooo0_oo00001?oooooo0000o`000?l0000Pooooo`;o00005_ooool00ol0003o ooooooooo`0Booooo`03o`000?oooooooooo01Gooooo00?o0000ooooooooool01?ooool3ool004oo oooo001Fooooo`03o`000?oo003oo`00027ooooo00?o0000ooooooooool05_ooool00ol0003ooooo ooooo`0Booooo`03o`000?oooooooooo01Gooooo00?o0000ooooooooool00_ooool2ool005;ooooo 001Iooooo`;oo`007Oooool2o`0001Sooooo00?o0000ooooooooool04oooool00ol0003ooooooooo o`0Eooooo`03o`000?oooooooooo00;oo`00E?ooool005_ooooo0_oo000Jooooo`03o`000?oooooo oooo01Oooooo00?o0000ooooooooool04oooool00ol0003oooooooooo`0Fooooo`?oo`00E_ooool0 05gooooo0_oo000Gooooo`03o`000?oooooooooo01Oooooo00?o0000ooooooooool05?ooool00ol0 003oooooooooo`0Dooooo`;oo`0000?o0000ooooooooool0E_ooool005oooooo0ooo000Booooo`;o 00006_ooool00ol0003oooooooooo`0Dooooo`03o`000?oooooooooo017ooooo0ooo001Kooooo`00 H_ooool2ool000oooooo00?o0000ooooooooool06Oooool00ol0003oooooooooo`0Dooooo`03o`00 0?oooooooooo013ooooo0_oo001Nooooo`00I?ooool3ool000[ooooo0_l0000Kooooo`03o`000?oo oooooooo01Gooooo00?o0000ooooooooool03_ooool2ool0063ooooo001Wooooo`?oo`001_ooool0 0ol0003oooooooooo`0Jooooo`03o`000?oooooooooo01Kooooo00?o0000ooooooooool02oooool3 ool006;ooooo001Zooooo`?oo`000_ooool00ol0003oooooooooo`0Kooooo`03o`000?oooooooooo 01Gooooo00?o0000ooooooooool02Oooool3ool006Gooooo001]ooooo`Coo`006oooool00ol0003o ooooooooo`0Fooooo`03o`000?oooooooooo00Kooooo0ooo001Xooooo`00LOooool3ool001Oooooo 00?o0000ooooooooool05oooool01?l0003oooooooooooooool5ool006_ooooo001dooooo`?oo`00 5?ooool00ol0003oooooooooo`0Eooooo`Koo`00L?ooool007Oooooo2Ooo000:ooooo`03o`000?oo oooooooo01;ooooo1?oo00000ooooooo0000ooooo`1cooooo`00P?ooool8ool00003ooooool0003o oooo00Wooooo2ooo001jooooo`00R?ooool"], ImageRangeCache->{{{0, 280.125}, {286.938, 0}} -> {-1.06093, -1.31498, \ 0.0091656, 0.0091656}}], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Show", "[", RowBox[{ RowBox[{"{", RowBox[{\(Graphics[arm1]\), ",", RowBox[{"Graphics", "[", RowBox[{"arm2", "[", StyleBox[\(-1\), FontColor->RGBColor[0, 1, 0]], "]"}], "]"}], ",", RowBox[{"move", "[", StyleBox[\(-1\), FontColor->RGBColor[0, 1, 0]], "]"}]}], "}"}], ",", \(AspectRatio -> Automatic\)}], "]"}]], "Input", CellAutoOverwrite->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .98179 .5 m .98178 .50143 L .98174 .50274 L .98167 .50424 L .98157 .50566 L .98132 .50819 L .98095 .51093 L .98042 .51395 L .97972 .51714 L .97809 .52286 L .97593 .52873 L .97346 .53421 L .96623 .54657 L .9566 .55894 L .94583 .57001 L .915 .59382 L .88117 .61296 L .83745 .63182 L .7901 .64745 L .73428 .66138 L .70519 .6671 L .67267 .67242 L .64381 .67627 L .61147 .67968 L .59602 .68098 L .57935 .68217 L .56485 .68301 L .54902 .68373 L .53972 .68406 L .5311 .6843 L .52285 .68448 L .51869 .68455 L .51408 .68461 L .50995 .68465 L .50616 .68467 L .502 .68469 L .49991 .68469 L .49762 .68469 L .49374 .68467 L .48961 .68465 L .4857 .68461 L .48216 .68456 L .47483 .68444 L .46677 .68425 L .45051 .68371 L .43551 .68303 L .42152 .68222 L .39028 .67983 L .35724 .67639 L .32683 .67235 L Mistroke .29456 .66706 L .23874 .65518 L .18845 .64088 L .14071 .62305 L .09903 .60239 L .06712 .58108 L .05437 .5702 L .04293 .55841 L .03414 .54711 L .02779 .53666 L .02273 .52524 L .02074 .51892 L .02002 .51601 L .01939 .51292 L .01895 .51027 L .01876 .50887 L .01859 .50736 L .01846 .50597 L .01836 .5047 L .01829 .50349 L .01824 .50221 L .01821 .50082 L .01821 .49933 L .01824 .49792 L .01828 .49665 L .01837 .49515 L .0185 .49352 L .01883 .49058 L .01928 .4877 L .01988 .48461 L .02131 .47906 L .02359 .47247 L .0262 .46649 L .03363 .45364 L .04287 .44167 L .0667 .41925 L .09542 .39971 L .13057 .38145 L .17586 .36336 L .22381 .34867 L .28054 .33558 L .33893 .32594 L .36942 .32222 L .38685 .32048 L .40347 .31906 L .41884 .31795 L .43561 .31697 L .45092 .31627 L .4651 .3158 L .47302 .3156 L Mistroke .48045 .31546 L .48471 .3154 L .48861 .31536 L .49076 .31535 L .49311 .31533 L .49533 .31532 L .49738 .31531 L .49954 .31531 L .50186 .31531 L .50406 .31532 L .50608 .31533 L .50992 .31535 L .51396 .31539 L .51832 .31545 L .52238 .31551 L .53161 .31571 L .53986 .31595 L .54748 .31621 L .56469 .31698 L .57979 .31786 L .59573 .31899 L .62304 .32144 L .65269 .32483 L .70966 .33372 L .76719 .34631 L .81774 .36117 L .86493 .37942 L .90272 .39862 L .93174 .41803 L .94555 .42972 L .9566 .44106 L .96495 .45159 L .97199 .46292 L .97624 .47203 L .97812 .47724 L .97953 .48212 L .98053 .48662 L .98119 .49073 L .98145 .49301 L .98156 .49421 L .98165 .49549 L .98172 .49672 L .98176 .49783 L .98179 .49895 L .98179 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg?ooool5ool004oooooo001=ooooo`?oo`00;?ooool01?l0003oooooooooool00007 ooooo`03o`000?oooooooooo00Oooooo00?o0000ooooooooool0?Oooool5ool004[ooooo0019oooo o`Coo`00"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-1.63536, -1.61844, 0.0112783, \ 0.0112783}}], Cell[BoxData[ \(Graphics::"gptn" \(\(:\)\(\ \)\) "Coordinate \!\(a\) in \!\({a, 0}\) is not a floating-point \ number."\)], "Message"], Cell[BoxData[ \(Graphics::"gptn" \(\(:\)\(\ \)\) "Coordinate \!\(a\\ \(\(Cos[\(\(\[Pi]\/20\)\)]\)\)\) in \!\({\(\(a\\ \(\ \(Cos[\(\(\[Pi]\/20\)\)]\)\)\)\), \(\(a\\ \(\(Sin[\(\(\[Pi]\/20\)\)]\)\)\)\)}\ \) is not a floating-point number."\)], "Message"], Cell[BoxData[ \(Graphics::"gptn" \(\(:\)\(\ \)\) "Coordinate \!\(1\/2\\ \@\(1\/2\\ \(\((5 + \@5)\)\)\)\\ a\) in \ \!\({\(\(1\/2\\ \@\(1\/2\\ \(\((5 + \@5)\)\)\)\\ a\)\), \(\(1\/4\\ \ \(\((\(\(-1\)\) + \@5)\)\)\\ a\)\)}\) is not a floating-point number."\)], \ "Message"], Cell[BoxData[ \(General::"stop" \(\(:\)\(\ \)\) "Further output of \!\(Graphics :: \"gptn\"\) will be suppressed during \ this calculation."\)], "Message"], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: .69167 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 0.5 0.329456 0.345833 0.329456 [ [ 0 0 0 0 ] [ 1 .69167 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 .69167 L 0 .69167 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .82937 .34583 m .97619 .34583 L s .82531 .39736 m .97033 .37439 L s .81324 .44761 m .95288 .40224 L s .79347 .49536 m .92429 .4287 L s .76646 .53943 m .88525 .45313 L s .7329 .57873 m .83672 .47491 L s .6936 .6123 m .7799 .49351 L s .64953 .6393 m .71619 .50848 L s .60178 .65908 m .64715 .51944 L s .55152 .67114 m .57449 .52613 L s .5 .6752 m .5 .52837 L s .44848 .67114 m .42551 .52613 L s .39822 .65908 m .35285 .51944 L s .35047 .6393 m .28381 .50848 L s .3064 .6123 m .2201 .49351 L s .2671 .57873 m .16328 .47491 L s .23354 .53943 m .11475 .45313 L s .20653 .49536 m .07571 .4287 L s .18676 .44761 m .04712 .40224 L s .17469 .39736 m .02967 .37439 L s .17063 .34583 m .02381 .34583 L s .17469 .29431 m .02967 .31728 L s .18676 .24405 m .04712 .28943 L s .20653 .1963 m .07571 .26296 L s .23354 .15224 m .11475 .23854 L s .2671 .11294 m .16328 .21676 L s .3064 .07937 m .2201 .19816 L s .35047 .05237 m .28381 .18319 L s .39822 .03259 m .35285 .17223 L s .44848 .02052 m .42551 .16554 L s .5 .01647 m .5 .16329 L s .55152 .02052 m .57449 .16554 L s .60178 .03259 m .64715 .17223 L s .64953 .05237 m .71619 .18319 L s .6936 .07937 m .7799 .19816 L s .7329 .11294 m .83672 .21676 L s .76646 .15224 m .88525 .23854 L s .79347 .1963 m .92429 .26296 L s .81324 .24405 m .95288 .28943 L s .82531 .29431 m .97033 .31728 L s .82937 .34583 m .97619 .34583 L s 1 0 0 r .97619 .34583 m .97618 .34725 L .97614 .34854 L .97606 .35002 L .97597 .35143 L .97572 .35393 L .97536 .35664 L .97483 .35962 L .97414 .36278 L .97253 .36843 L .97039 .37423 L .96795 .37965 L .96081 .39186 L .95129 .40409 L .94065 .41503 L .91017 .43856 L .87673 .45748 L .83352 .47612 L .78673 .49157 L .73155 .50534 L .70281 .51099 L .67066 .51625 L .64214 .52005 L .61017 .52342 L .5949 .52471 L .57842 .52588 L .5641 .52671 L .54845 .52743 L .53926 .52775 L .53074 .52799 L .52259 .52817 L .51847 .52824 L .51392 .5283 L .50984 .52833 L .50609 .52836 L .50197 .52837 L .49991 .52837 L .49764 .52837 L .49382 .52836 L .48973 .52833 L .48587 .52829 L .48237 .52825 L .47512 .52812 L .46716 .52794 L .45109 .52741 L .43626 .52673 L .42244 .52594 L .39155 .52358 L .3589 .52018 L .32884 .51617 L Mistroke .29695 .51095 L .24178 .4992 L .19207 .48507 L .14489 .46745 L .10369 .44703 L .07215 .42597 L .05955 .41522 L .04825 .40356 L .03956 .3924 L .03328 .38207 L .02828 .37078 L .02632 .36453 L .0256 .36166 L .02498 .3586 L .02455 .35599 L .02436 .3546 L .02419 .3531 L .02406 .35174 L .02396 .35048 L .02389 .34928 L .02384 .34802 L .02381 .34664 L .02381 .34517 L .02384 .34378 L .02389 .34252 L .02397 .34104 L .0241 .33943 L .02443 .33652 L .02487 .33367 L .02546 .33063 L .02688 .32513 L .02913 .31863 L .03171 .31272 L .03906 .30001 L .04818 .28818 L .07174 .26602 L .10013 .24671 L .13487 .22866 L .17963 .21078 L .22702 .19626 L .2831 .18333 L .3408 .1738 L .37094 .17013 L .38817 .1684 L .40459 .167 L .41978 .1659 L .43636 .16493 L .45149 .16424 L .4655 .16377 L .47334 .16358 L Mistroke .48068 .16344 L .48489 .16339 L .48874 .16334 L .49087 .16333 L .49319 .16331 L .49538 .1633 L .49742 .1633 L .49954 .16329 L .50184 .16329 L .50401 .1633 L .50601 .16331 L .5098 .16333 L .5138 .16337 L .5181 .16343 L .52212 .16349 L .53124 .16369 L .5394 .16392 L .54693 .16418 L .56394 .16495 L .57886 .16581 L .59461 .16693 L .62161 .16935 L .65091 .1727 L .70722 .18148 L .76408 .19393 L .81405 .20862 L .86069 .22665 L .89804 .24563 L .92672 .26482 L .94037 .27637 L .95129 .28758 L .95954 .29799 L .9665 .30919 L .9707 .31819 L .97256 .32334 L .97395 .32817 L .97494 .33261 L .97559 .33667 L .97585 .33892 L .97596 .34011 L .97605 .34137 L .97612 .34259 L .97616 .34369 L .97618 .34479 L .97619 .34583 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 199.188}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]], Cell["\<\ COMMENT: for adding drama in the next pictures, it is better to \ decrease c from 2 to -1. Haven't you all seen these Japanese multilink robots making weird movements? \ They seem to move different arms in opposite directions, and amazingly enough \ these movements are the most efficient (accelerating gradually , while not \ breaking any bottles and reaching farthest). Would be nice to add a piece of video footage from a Fanuc factory!\ \>", \ "Text"] }, Closed]], Cell[CellGroupData[{ Cell["An overview of curves", "Subsection"], Cell["\<\ The next graphics present a number of cycloids. Among these are the deltoid and the asteroid from the clubs card \ series.\ \>", "Text"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"\n", "\t", RowBox[{"Show", "[", RowBox[{ RowBox[{"GraphicsArray", "[", RowBox[{"Table", "[", "\n", "\t\t", RowBox[{\(Show[{Graphics[arm1], Graphics[arm2[c]], move[c]}, AspectRatio \[Rule] Automatic]\), "\n", ",", RowBox[{"{", RowBox[{"c", ",", \(-4\), ",", StyleBox["4", FontColor->RGBColor[0, 1, 0]], ",", "1"}], "}"}]}], "]"}], "]"}], ",", \(PlotLabel \[Rule] StyleForm["\", TextStyle]\)}], "]"}]}]], "Input", CellAutoOverwrite->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .98179 .5 m .98171 .49798 L .9815 .49614 L .98108 .49403 L .98052 .49204 L .97914 .48856 L .97706 .48486 L .9741 .48093 L .97021 .47696 L .96131 .4705 L .956 .46767 L .94966 .46494 L .94368 .46289 L .93664 .46098 L .93213 .46002 L .92777 .45925 L .9231 .45859 L .91872 .45812 L .9143 .45777 L .91002 .45756 L .9054 .45745 L .90275 .45744 L .90028 .45747 L .89526 .45764 L .89059 .45791 L .88797 .45811 L .88509 .45837 L .87979 .45895 L .86932 .46049 L .85937 .46241 L .83574 .46866 L .80978 .47817 L .7844 .49012 L .76058 .5038 L .70804 .54348 L .66683 .58621 L .63009 .63763 L .60544 .68489 L .59453 .71232 L .58645 .73788 L .57998 .7653 L .57738 .7805 L .5764 .78765 L .57563 .79427 L .57504 .80048 L .57461 .8061 L .57425 .81228 L .57402 .81883 L .57393 .82502 L .57394 .82848 L Mistroke .57398 .83167 L .57416 .83744 L .57448 .84348 L .57492 .8493 L .57543 .85456 L .57695 .86606 L .5787 .87576 L .58093 .88553 L .58568 .90125 L .59201 .91655 L .60036 .93132 L .60909 .94253 L .61737 .95023 L .62213 .95356 L .62654 .95597 L .62881 .95697 L .63124 .95786 L .63351 .95852 L .63558 .95897 L .63785 .9593 L .63912 .95941 L .64029 .95946 L .64263 .95941 L .64392 .95929 L .64508 .95913 L .64622 .95892 L .64742 .95864 L .64952 .958 L .65172 .9571 L .65404 .95588 L .65793 .95306 L .66124 .94973 L .66426 .94563 L .66668 .94124 L .66888 .93579 L .66981 .93279 L .67068 .9293 L .67129 .92611 L .67174 .92307 L .67211 .9196 L .67224 .91781 L .67234 .91581 L .67241 .91234 L .67235 .90852 L .67216 .90482 L .67187 .90136 L .67144 .89765 L .67085 .89363 L .66943 .8862 L .66738 .87793 L Mistroke .66447 .86853 L .65757 .85107 L .64908 .83418 L .62096 .79318 L .5844 .75545 L .54433 .72463 L .49423 .69614 L .46452 .68332 L .43557 .67333 L .40905 .66619 L .38012 .66048 L .36503 .65834 L .3564 .65737 L .34856 .65666 L .3403 .65608 L .33577 .65583 L .33149 .65565 L .32393 .65544 L .31967 .65538 L .31575 .65538 L .30888 .65546 L .30248 .65565 L .29552 .65598 L .28808 .65648 L .28078 .65713 L .27319 .65796 L .25988 .65982 L .24641 .66226 L .23409 .66501 L .21219 .67125 L .19046 .67939 L .16935 .68963 L .15312 .69954 L .13839 .71072 L .12716 .72137 L .11862 .7316 L .11481 .7372 L .11137 .74322 L .10888 .74865 L .10717 .75344 L .10638 .75632 L .10581 .75897 L .10539 .7617 L .10524 .76321 L .10515 .76457 L .10511 .76682 L .10522 .76921 L .10552 .77163 L .10595 .7738 L .1065 .77578 L Mistroke .10725 .77784 L .109 .78134 L .11117 .78442 L .11358 .78696 L .11661 .78936 L .12042 .79156 L .12251 .79249 L .1249 .79334 L .12728 .79401 L .12955 .7945 L .13226 .79492 L .13491 .79517 L .13738 .79528 L .14013 .79526 L .14323 .79509 L .14483 .79494 L .14662 .79473 L .14985 .79423 L .15293 .79362 L .15918 .792 L .16508 .79003 L .17892 .78387 L .19445 .77452 L .21167 .76114 L .22773 .7456 L .24239 .72847 L .26841 .6891 L .28052 .66509 L .29188 .63715 L .30114 .60767 L .30528 .59098 L .30852 .57512 L .31097 .56019 L .31274 .54645 L .31349 .53909 L .31416 .53107 L .31447 .52665 L .31471 .52257 L .31506 .51453 L .31526 .50688 L .31531 .49961 L .31526 .49308 L .31508 .48597 L .31475 .47827 L .31451 .47398 L .31425 .47009 L .31294 .45544 L .31127 .44193 L .30899 .42749 L .30359 .40184 L Mistroke .29518 .37245 L .28416 .34317 L .27206 .31767 L .25979 .29632 L .23234 .25946 L .21629 .24302 L .20092 .23013 L .18776 .22114 L .17414 .21376 L .16726 .2108 L .1599 .20822 L .15677 .20732 L .15346 .2065 L .15044 .20588 L .14766 .20541 L .14449 .20502 L .14169 .2048 L .13876 .20471 L .13715 .20473 L .13569 .20478 L .13332 .20496 L .1308 .20529 L .12827 .20576 L .12601 .20633 L .12347 .20715 L .12119 .20807 L .11728 .21019 L .11364 .21299 L .11185 .2148 L .11036 .21661 L .1092 .21833 L .1081 .22029 L .10728 .22207 L .10653 .22411 L .10588 .22648 L .10561 .22781 L .10541 .22908 L .10517 .23142 L .10511 .23276 L .10511 .23401 L .10514 .23536 L .10524 .23681 L .10555 .23947 L .1058 .24097 L .10608 .2424 L .10692 .24571 L .1089 .2514 L .11185 .25769 L .11987 .27007 L .1301 .28165 L Mistroke .14435 .29412 L .16289 .30668 L .1836 .31756 L .2056 .3265 L .22721 .33322 L .23911 .33617 L .25231 .33888 L .26594 .34109 L .27869 .34266 L .28492 .34326 L .29178 .34378 L .29831 .34417 L .3044 .34442 L .3115 .34459 L .31821 .34462 L .32562 .34453 L .32981 .34441 L .33366 .34426 L .341 .34388 L .34907 .3433 L .35752 .34251 L .3654 .34162 L .38174 .33926 L .39718 .33641 L .4259 .32949 L .45631 .31975 L .48823 .30667 L .53797 .27953 L .58547 .2436 L .6059 .22383 L .62495 .20187 L .63994 .18099 L .65128 .16175 L .66018 .14288 L .66694 .12363 L .66957 .11315 L .67054 .10818 L .67125 .10373 L .67175 .09975 L .67212 .09566 L .67235 .09167 L .6724 .08945 L .67241 .08743 L .67233 .08382 L .67222 .08183 L .67208 .08003 L .67173 .07682 L .67123 .07353 L .67068 .07071 L .67007 .06816 L Mistroke .66836 .06273 L .66604 .05749 L .66353 .05327 L .6602 .04911 L .65664 .04589 L .65484 .04462 L .65281 .04344 L .65096 .04256 L .64894 .0418 L .64707 .04127 L .64496 .04085 L .64301 .04062 L .64115 .04054 L .63878 .04062 L .6365 .04088 L .63442 .04127 L .63215 .04186 L .62965 .0427 L .62698 .04382 L .62217 .04642 L .6137 .05287 L .60599 .06105 L .59805 .07231 L .59035 .08703 L .58707 .09497 L .5839 .10406 L .57918 .12194 L .57698 .13375 L .5761 .13979 L .57542 .14548 L .57492 .15065 L .57448 .15644 L .57417 .16236 L .57405 .16565 L .57398 .16875 L .57393 .17509 L .57397 .17872 L .57404 .18211 L .57429 .18839 L .57448 .19193 L .5747 .19516 L .5752 .20134 L .57589 .20808 L .57752 .22046 L .58009 .23525 L .58358 .25107 L .5918 .27972 L .60195 .30697 L .61314 .33157 L .64463 .38471 L Mistroke .68063 .4295 L .71936 .46629 L .76454 .49865 L .78989 .5127 L .81361 .52341 L .83508 .53113 L .85422 .53643 L .86429 .53859 L .87463 .54035 L .87954 .54102 L .88471 .54159 L .88764 .54186 L .89027 .54207 L .89534 .54237 L .90003 .54252 L .90433 .54256 L .90895 .54248 L .91379 .54226 L .91616 .5421 L .91871 .54188 L .92324 .54139 L .92752 .54079 L .93136 .54013 L .93863 .53853 L .94477 .53677 L .95697 .53186 L .96287 .52854 L .96762 .52521 L .97206 .52127 L .97587 .51686 L .97843 .51284 L .98017 .50898 L .98089 .50673 L .98136 .50467 L .98155 .50352 L .98169 .50227 L .98179 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgooooo`03ool00?oooooooooo06Sooooo002Aoooo o`03o`000?oooooooooo013ooooo00?oo`00ooooooooool03Oooool00ooo003oooooooooo`1Yoooo o`00TOooool00ol0003oooooooooo`0@ooooo`03ool00?oooooooooo00gooooo00?oo`00oooooooo ool0JOooool0097ooooo00?o0000ooooooooool04?ooool00ooo003oooooooooo`0ooooo`;oo`000oooool00ooo003oooooooooo`1f ooooo`00:Oooool00ooo003oooooooooo`0Mooooo`03ool00?oooooooooo04Gooooo00?o0000oooo ooooool03Oooool00ooo003oooooooooo`03ooooo`03ool00?oooooooooo07Kooooo000Yooooo`03 ool00?oooooooooo01gooooo00?oo`00ooooooooool0AOooool00ol0003oooooooooo`0?l000000ooo003o0000o`000003o`0000Wooooo000_ooool00ooo003oooooooooo`0Fooooo`?oo`008oooool00ooo003o ooooooooo`0@ooooo`00Goooool00ooo003oooooooooo`0_ooooo`03o`000?oooooooooo03Sooooo 0_oo000Looooo`;oo`007Oooool4ool001?ooooo001Oooooo`03ool00?oooooooooo02oooooo00?o 0000ooooooooool0=oooool00ooo003oooooooooo`0Nooooo`?oo`006Oooool00ooo003ooooooooo o`0Eooooo`00Goooool00ooo003oooooooooo`0_ooooo`03o`000?oooooooooo03Kooooo00?oo`00 ooooooooool08_ooool5ool0013ooooo1?oo000Hooooo`00Goooool00ooo003oooooooooo`0_oooo o`03o`000?oooooooooo03Gooooo00?oo`00ooooooooool0:?ooool@ool001cooooo001Oooooo`03 ool00?oooooooooo02oooooo00?o0000ooooooooool0=?ooool00ooo003oooooooooo`1Eooooo`00 Goooool00ooo003oooooooooo`0_ooooo`03o`000?oooooooooo03?ooooo00?oo`00ooooooooool0 E_ooool005oooooo00?oo`00ooooooooool0;oooool00ol0003oooooooooo`0booooo`03ool00?oo oooooooo05Oooooo001Nooooo`03ool00?oooooooooo033ooooo00?o0000ooooooooool0ooooo`03ool00?oooooooooo07Cooooo000]ooooo`03ool00?oooooooooo01kooooo00?oo`00 ooooooooool0@?ooool00ol0003oooooooooo`07ooooo`03ool00?oooooooooo00_ooooo00?oo`00 ooooooooool0M?ooool002gooooo00?oo`00ooooooooool07Oooool00ooo003oooooooooo`11oooo o`03o`000?oooooooooo00Sooooo0_oo000:ooooo`03ool00?oooooooooo07Gooooo000/ooooo`03 ool00?oooooooooo01gooooo00?oo`00ooooooooool0@_ooool00ol0003oooooooooo`0:ooooo`03 ool00?oooooooooo00Oooooo00?oo`00ooooooooool0MOooool002_ooooo00?oo`00ooooooooool0 7Oooool00ooo003oooooooooo`13ooooo`03o`000?oooooooooo00_ooooo00?oo`00ooooooooool0 1_ooool00ooo003oooooooooo`1eooooo`00:_ooool00ooo003oooooooooo`0Mooooo`03ool00?oo oooooooo04Cooooo00?o0000ooooooooool03?ooool2ool000Gooooo00?oo`00ooooooooool0M_oo ool002[ooooo00?oo`00ooooooooool07?ooool00ooo003oooooooooo`15ooooo`03o`000?oooooo oooo00kooooo00?oo`00ooooooooool00_ooool00ooo003oooooooooo`1fooooo`00:Oooool00ooo 003oooooooooo`0Looooo`03ool00?oooooooooo04Kooooo00?o0000ooooooooool03oooool2ool0 00;ooooo00?oo`00ooooooooool0M_ooool002Sooooo00?oo`00ooooooooool07?ooool00ooo003o ooooooooo`17ooooo`03o`000?oooooooooo017ooooo00?oo`00oooooooo0000N?ooool002Sooooo 00?oo`00ooooooooool06oooool00ooo003oooooooooo`18ooooo`03o`000?oooooooooo01;ooooo 0_oo001hooooo`00:?ooool00ooo003oooooooooo`0Jooooo`03ool00?oooooooooo04Wooooo00?o 0000ooooooooool04_ooool2ool007Sooooo000Xooooo`03ool00?oooooooooo01Sooooo0_oo001< ooooo`03o`000?oooooooooo01;ooooo00?oo`00oooooooo0000Moooool002Oooooo0_oo000Ioooo o`03ool00?oooooooooo04cooooo00?o0000ooooooooool04_ooool01?oo003ooooooooooooo001f ooooo`009oooool00ooo003oooooooooo`0Gooooo`03ool00?oooooooooo04gooooo00?o0000oooo ooooool04_ooool01Ooo003oooooooooooooooooo`0007Gooooo000Wooooo`;oo`005oooool00ooo 003oooooooooo`1>ooooo`03o`000?oooooooooo01;ooooo00?oo`00ooooooooool00_ooool00ooo 003oooooooooo`1booooo`00:?ooool00ooo003oooooooooo`0Cooooo`;oo`00DOooool00ol0003o ooooooooo`0Booooo`03ool00?oooooooooo00?ooooo00?oo`00ooooooooool0LOooool002Sooooo 00?oo`00ooooooooool04_ooool00ooo003oooooooooo`1Aooooo`03o`000?oooooooooo017ooooo 00?oo`00ooooooooool01Oooool00ooo003oooooooooo`1`ooooo`00:?ooool00ooo003ooooooooo o`0Aooooo`03ool00?oooooooooo05;ooooo00?o0000ooooooooool04Oooool00ooo003ooooooooo o`06ooooo`03ool00?oooooooooo06oooooo000Yooooo`;oo`003_ooool3ool005Gooooo00?o0000 ooooooooool04Oooool00ooo003oooooooooo`07ooooo`03ool00?oooooooooo06kooooo000[oooo o`03ool00?oooooooooo00Wooooo0_oo001Hooooo`03o`000?oooooooooo017ooooo00?oo`00oooo ooooool02?ooool00ooo003oooooooooo`1]ooooo`00;?ooool4ool000;ooooo1Ooo001Jooooo`03 o`000?oooooooooo017ooooo00?oo`00ooooooooool02Oooool00ooo003oooooooooo`1/ooooo`00 ;oooool3ool005oooooo00?o0000ooooooooool04Oooool00ooo003oooooooooo`09ooooo`03ool0 0?oooooooooo06cooooo002Aooooo`03o`000?oooooooooo013ooooo00?oo`00ooooooooool02ooo ool00ooo003oooooooooo`1[ooooo`00TOooool00ol0003oooooooooo`0@ooooo`03ool00?oooooo oooo00cooooo00?oo`00ooooooooool0J_ooool0097ooooo00?o0000ooooooooool04?ooool00ooo 003oooooooooo`0ooooo`03ool00?oooooooooo06Sooooo0028 ooooo`?o00001_ooool00ol0003oooooooooo`0@ooooo`03ool00?oooooooooo00oooooo00?oo`00 ooooooooool0Ioooool008Wooooo00?o0000ooooooooool01Oooool00ol0003oooooooooo`0@oooo o`03ool00?oooooooooo00oooooo00?oo`00ooooooooool0Ioooool008Wooooo00?o0000oooooooo ool01Oooool00ol0003oooooooooo`0@ooooo`03ool00?oooooooooo013ooooo00?oo`00oooooooo ool0I_ooool008Wooooo00?o0000ooooooooool01Oooool2o`00017ooooo00?oo`00ooooooooool0 4Oooool00ooo003oooooooooo`1Uooooo`00ROooool00ol0003oooooooooo`05ooooo`03o`000?oo oooooooo013ooooo00?oo`00ooooooooool04Oooool00ooo003oooooooooo`1Uooooo`00R?ooool2 o`0000Oooooo00?o0000ooooooooool04?ooool00ooo003oooooooooo`0Booooo`03ool00?oooooo oooo06Cooooo0029ooooo`03o`000?oooooooooo00Gooooo00?o0000ooooooooool04?ooool00ooo 003oooooooooo`0Booooo`03ool00?oooooooooo06Cooooo002Aooooo`03o`000?oooooooooo013o oooo00?oo`00ooooooooool04oooool00ooo003oooooooooo`1Sooooo`00TOooool00ol0003ooooo ooooo`0Aooooo`03ool00?oooooooooo01;ooooo00?oo`00ooooooooool0Hoooool0097ooooo00?o 0000ooooooooool04Oooool00ooo003oooooooooo`0Cooooo`03ool00?oooooooooo06;ooooo002A ooooo`03o`000?oooooooooo017ooooo00?oo`00ooooooooool04oooool00ooo003oooooooooo`1R ooooo`00TOooool00ol0003oooooooooo`0Aooooo`03ool00?oooooooooo01?ooooo00?oo`00oooo ooooool0H_ooool0097ooooo00?o0000ooooooooool04Oooool00ooo003oooooooooo`0Dooooo`03 ool00?oooooooooo067ooooo002Aooooo`03o`000?oooooooooo017ooooo00?oo`00ooooooooool0 5?ooool00ooo003oooooooooo`1Qooooo`00TOooool00ol0003oooooooooo`0Aooooo`03ool00?oo oooooooo01Gooooo00?oo`00ooooooooool0H?ooool0097ooooo00?o0000ooooooooool04Oooool0 0ooo003oooooooooo`0Eooooo`03ool00?oooooooooo063ooooo002Aooooo`03o`000?oooooooooo 01;ooooo00?oo`00ooooooooool05?ooool00ooo003oooooooooo`1Pooooo`00TOooool00ol0003o ooooooooo`0Booooo`03ool00?oooooooooo01Gooooo00?oo`00ooooooooool0Goooool0097ooooo 00?o0000ooooooooool04_ooool00ooo003oooooooooo`0Eooooo`03ool00?oooooooooo05oooooo 002Aooooo`03o`000?oooooooooo01;ooooo00?oo`00ooooooooool05Oooool00ooo003ooooooooo o`1Oooooo`00TOooool00ol0003oooooooooo`0Cooooo`03ool00?oooooooooo01Cooooo00?oo`00 ooooooooool0Goooool0097ooooo00?o0000ooooooooool04oooool00ooo003oooooooooo`0Doooo o`03ool00?oooooooooo05oooooo002Aooooo`03o`000?oooooooooo01?ooooo00?oo`00oooooooo ool05?ooool00ooo003oooooooooo`1Oooooo`00TOooool00ol0003oooooooooo`0Dooooo`03ool0 0?oooooooooo01?ooooo00?oo`00ooooooooool0Goooool0097ooooo00?o0000ooooooooool05?oo ool00ooo003oooooooooo`0Cooooo`03ool00?oooooooooo05oooooo002Aooooo`03o`000?oooooo oooo01Gooooo00?oo`00ooooooooool04_ooool00ooo003oooooooooo`1Oooooo`00TOooool00ol0 003oooooooooo`0Eooooo`03ool00?oooooooooo01;ooooo00?oo`00ooooooooool0Goooool0097o oooo00?o0000ooooooooool05_ooool00ooo003oooooooooo`0Aooooo`03ool00?oooooooooo05oo oooo002Aooooo`03o`000?oooooooooo01Kooooo00?oo`00ooooooooool04Oooool00ooo003ooooo ooooo`1Oooooo`00TOooool00ol0003oooooooooo`0Gooooo`03ool00?oooooooooo013ooooo00?o o`00ooooooooool0Goooool0097ooooo00?o0000ooooooooool06?ooool00ooo003oooooooooo`0> ooooo`03ool00?oooooooooo063ooooo002Aooooo`03o`000?oooooooooo01Wooooo00?oo`00oooo ooooool03Oooool00ooo003oooooooooo`1Pooooo`00TOooool00ol0003oooooooooo`0Jooooo`03 ool00?oooooooooo00cooooo00?oo`00ooooooooool0H?ooool0097ooooo00?o0000ooooooooool0 6oooool00ooo003oooooooooo`0:ooooo`03ool00?oooooooooo067ooooo002Aooooo`03o`000?oo oooooooo01cooooo00?oo`00ooooooooool02?ooool00ooo003oooooooooo`1Rooooo`00TOooool0 0ol0003oooooooooo`0Mooooo`;oo`001_ooool3ool006Cooooo002Aooooo`03o`000?oooooooooo 01oooooo1ooo001Vooooo`00TOooool00ol0003oooooooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-1.63536, -1.61844, 0.0112783, \ 0.0112783}}], Cell[BoxData[ \(Graphics::"gptn" \(\(:\)\(\ \)\) "Coordinate \!\(a\) in \!\({a, 0}\) is not a floating-point \ number."\)], "Message"], Cell[BoxData[ \(Graphics::"gptn" \(\(:\)\(\ \)\) "Coordinate \!\(a\\ \(\(Cos[\(\(\[Pi]\/20\)\)]\)\)\) in \!\({\(\(a\\ \(\ \(Cos[\(\(\[Pi]\/20\)\)]\)\)\)\), \(\(a\\ \(\(Sin[\(\(\[Pi]\/20\)\)]\)\)\)\)}\ \) is not a floating-point number."\)], "Message"], Cell[BoxData[ \(Graphics::"gptn" \(\(:\)\(\ \)\) "Coordinate \!\(1\/2\\ \@\(1\/2\\ \(\((5 + \@5)\)\)\)\\ a\) in \ \!\({\(\(1\/2\\ \@\(1\/2\\ \(\((5 + \@5)\)\)\)\\ a\)\), \(\(1\/4\\ \ \(\((\(\(-1\)\) + \@5)\)\)\\ a\)\)}\) is not a floating-point number."\)], \ "Message"], Cell[BoxData[ \(General::"stop" \(\(:\)\(\ \)\) "Further output of \!\(Graphics :: \"gptn\"\) will be suppressed during \ this calculation."\)], "Message"], Cell[CellGroupData[{ Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1.04817 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 0.452799 0.362113 0.524087 0.362113 [ [ 0 0 0 0 ] [ 1 1.04817 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 1.04817 L 0 1.04817 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .81481 .52409 m .97619 .52409 L s .81035 .58072 m .94091 .48586 L s .79709 .63595 m .84696 .48247 L s .77535 .68844 m .72549 .53496 L s .74567 .73687 m .61511 .64202 L s .70878 .78007 m .5474 .78007 L s .66558 .81696 m .53503 .91182 L s .61715 .84664 m .56728 1.00012 L s .56467 .86838 m .61454 1.02186 L s .50943 .88164 m .63999 .9765 L s .4528 .8861 m .61418 .8861 L s .39617 .88164 m .52673 .78679 L s .34093 .86838 m .3908 .7149 L s .28845 .84664 m .23858 .69316 L s .24001 .81696 m .10945 .72211 L s .19682 .78007 m .03544 .78007 L s .15992 .73687 m .02937 .83173 L s .13024 .68844 m .08037 .84192 L s .1085 .63595 m .15837 .78944 L s .09524 .58072 m .2258 .67557 L s .09079 .52409 m .25217 .52409 L s .09524 .46746 m .2258 .3726 L s .1085 .41222 m .15837 .25874 L s .13024 .35974 m .08037 .20626 L s .15992 .3113 m .02937 .21644 L s .19682 .26811 m .03544 .26811 L s .24001 .23121 m .10945 .32607 L s .28845 .20153 m .23858 .35501 L s .34093 .17979 m .3908 .33327 L s .39617 .16653 m .52673 .26139 L s .4528 .16207 m .61418 .16207 L s .50943 .16653 m .63999 .07167 L s .56467 .17979 m .61454 .02631 L s .61715 .20153 m .56728 .04805 L s .66558 .23121 m .53503 .13636 L s .70878 .26811 m .5474 .26811 L s .74567 .3113 m .61511 .40616 L s .77535 .35974 m .72549 .51322 L s .79709 .41222 m .84696 .5657 L s .81035 .46746 m .94091 .56231 L s .81481 .52409 m .97619 .52409 L s 1 0 0 r .97619 .52409 m .9761 .52189 L .97587 .51989 L .97542 .5176 L .97481 .51544 L .9733 .51166 L .97105 .50764 L .96784 .50337 L .9636 .49906 L .95393 .49204 L .94817 .48896 L .94129 .486 L .93479 .48377 L .92714 .4817 L .92223 .48065 L .9175 .47982 L .91242 .4791 L .90768 .47859 L .90287 .47821 L .89822 .47798 L .8932 .47786 L .89032 .47786 L .88764 .47789 L .88218 .47807 L .87711 .47836 L .87426 .47858 L .87114 .47886 L .86538 .4795 L .85401 .48117 L .84319 .48325 L .81753 .49004 L .78932 .50037 L .76175 .51335 L .73587 .52822 L .6788 .57132 L .63404 .61774 L .59412 .6736 L .56734 .72493 L .55549 .75473 L .54672 .78251 L .53969 .81229 L .53686 .8288 L .53579 .83657 L .53496 .84377 L .53431 .85051 L .53385 .85662 L .53346 .86333 L .53321 .87044 L .53311 .87717 L .53312 .88093 L Mistroke .53317 .88439 L .53336 .89066 L .53371 .89722 L .53418 .90355 L .53474 .90926 L .53639 .92175 L .53829 .93229 L .54072 .9429 L .54588 .95998 L .55275 .9766 L .56182 .99264 L .57131 1.00483 L .5803 1.01319 L .58547 1.0168 L .59027 1.01943 L .59273 1.02051 L .59537 1.02148 L .59784 1.02219 L .60009 1.02268 L .60255 1.02304 L .60393 1.02316 L .6052 1.02321 L .60775 1.02316 L .60915 1.02303 L .6104 1.02286 L .61165 1.02263 L .61295 1.02233 L .61523 1.02163 L .61761 1.02065 L .62013 1.01932 L .62437 1.01627 L .62796 1.01265 L .63124 1.00819 L .63387 1.00342 L .63626 .9975 L .63727 .99424 L .63821 .99045 L .63888 .98699 L .63937 .98368 L .63977 .97992 L .63991 .97797 L .64002 .97579 L .6401 .97203 L .64003 .96788 L .63982 .96385 L .6395 .9601 L .63904 .95607 L .6384 .9517 L .63686 .94363 L .63463 .93465 L Mistroke .63147 .92443 L .62397 .90546 L .61475 .88712 L .5842 .84257 L .54449 .80159 L .50095 .76811 L .44653 .73716 L .41425 .72323 L .3828 .71238 L .35399 .70462 L .32257 .69842 L .30618 .6961 L .2968 .69505 L .28828 .69427 L .27931 .69364 L .27439 .69337 L .26974 .69317 L .26152 .69294 L .2569 .69289 L .25265 .69288 L .24518 .69297 L .23823 .69318 L .23066 .69354 L .22258 .69408 L .21465 .69478 L .20641 .69568 L .19195 .6977 L .17732 .70036 L .16393 .70334 L .14014 .71012 L .11654 .71897 L .0936 .73008 L .07596 .74085 L .05996 .75299 L .04777 .76457 L .03849 .77568 L .03435 .78177 L .03062 .78831 L .02791 .79421 L .02606 .79941 L .02519 .80253 L .02457 .80541 L .02412 .80838 L .02395 .81002 L .02385 .8115 L .02381 .81395 L .02394 .81655 L .02426 .81917 L .02473 .82153 L .02532 .82368 L Mistroke .02613 .82592 L .02804 .82972 L .0304 .83306 L .03302 .83583 L .0363 .83843 L .04044 .84082 L .04272 .84183 L .04532 .84275 L .0479 .84348 L .05036 .84401 L .0533 .84447 L .05619 .84474 L .05887 .84486 L .06186 .84484 L .06523 .84466 L .06697 .8445 L .06891 .84427 L .07241 .84372 L .07577 .84306 L .08256 .84129 L .08897 .83915 L .104 .83247 L .12086 .82231 L .13957 .80777 L .15702 .79089 L .17295 .77229 L .20121 .72951 L .21437 .70343 L .22671 .67308 L .23677 .64105 L .24127 .62292 L .24478 .6057 L .24745 .58947 L .24937 .57455 L .25019 .56655 L .25092 .55784 L .25125 .55304 L .25151 .54861 L .25189 .53987 L .2521 .53156 L .25216 .52366 L .2521 .51657 L .25191 .50885 L .25156 .50048 L .25129 .49582 L .25101 .4916 L .24959 .47568 L .24778 .46101 L .24529 .44531 L .23944 .41745 L Mistroke .2303 .38553 L .21832 .35371 L .20518 .32601 L .19185 .30282 L .16203 .26278 L .1446 .24492 L .12789 .23092 L .1136 .22115 L .0988 .21314 L .09133 .20992 L .08334 .20712 L .07993 .20614 L .07634 .20525 L .07306 .20457 L .07004 .20407 L .06659 .20364 L .06355 .2034 L .06037 .20331 L .05862 .20332 L .05704 .20338 L .05446 .20358 L .05172 .20393 L .04898 .20444 L .04652 .20506 L .04376 .20595 L .04128 .20696 L .03704 .20925 L .03308 .21229 L .03113 .21426 L .02952 .21623 L .02826 .2181 L .02706 .22023 L .02617 .22216 L .02536 .22438 L .02466 .22695 L .02436 .2284 L .02414 .22978 L .02389 .23232 L .02382 .23378 L .02381 .23513 L .02385 .23659 L .02395 .23817 L .02429 .24106 L .02456 .2427 L .02487 .24425 L .02578 .24784 L .02794 .25402 L .03114 .26086 L .03985 .2743 L .05096 .28689 L Mistroke .06644 .30043 L .08658 .31408 L .10908 .3259 L .13298 .33561 L .15645 .34291 L .16939 .34611 L .18372 .34906 L .19853 .35146 L .21238 .35316 L .21915 .35381 L .2266 .35438 L .2337 .3548 L .24031 .35507 L .24802 .35526 L .25532 .3553 L .26337 .35519 L .26792 .35507 L .2721 .35491 L .28007 .35449 L .28883 .35385 L .29801 .353 L .30658 .35203 L .32433 .34947 L .3411 .34638 L .37231 .33885 L .40534 .32828 L .44001 .31407 L .49405 .28458 L .54565 .24555 L .56784 .22408 L .58853 .20021 L .60482 .17754 L .61714 .15664 L .62681 .13613 L .63415 .11522 L .63701 .10384 L .63806 .09844 L .63883 .0936 L .63938 .08928 L .63978 .08484 L .64002 .0805 L .64009 .0781 L .6401 .07589 L .64 .07197 L .63988 .06982 L .63973 .06786 L .63935 .06437 L .63881 .06079 L .63821 .05773 L .63755 .05496 L Mistroke .63569 .04907 L .63318 .04337 L .63045 .03879 L .62683 .03427 L .62296 .03077 L .62101 .02939 L .6188 .02811 L .61679 .02716 L .6146 .02633 L .61256 .02575 L .61028 .0253 L .60815 .02505 L .60613 .02496 L .60356 .02504 L .60108 .02532 L .59883 .02575 L .59635 .02639 L .59364 .0273 L .59075 .02852 L .58552 .03134 L .57632 .03835 L .56794 .04723 L .55931 .05947 L .55095 .07546 L .54739 .08408 L .54395 .09396 L .53881 .11338 L .53642 .12622 L .53547 .13277 L .53473 .13896 L .53419 .14457 L .53371 .15086 L .53337 .1573 L .53324 .16087 L .53316 .16424 L .53311 .17112 L .53315 .17506 L .53324 .17875 L .5335 .18557 L .53371 .18942 L .53394 .19293 L .53449 .19964 L .53524 .20696 L .53701 .22041 L .53981 .23648 L .54359 .25367 L .55253 .28479 L .56355 .3144 L .57571 .34111 L .60991 .39884 L Mistroke .64903 .4475 L .6911 .48747 L .74018 .52262 L .76772 .53788 L .79348 .54951 L .81681 .55791 L .8376 .56366 L .84854 .56601 L .85977 .56792 L .86511 .56864 L .87072 .56927 L .8739 .56956 L .87676 .56979 L .88227 .57011 L .88737 .57028 L .89204 .57032 L .89706 .57023 L .90231 .57 L .90489 .56982 L .90766 .56959 L .91258 .56905 L .91723 .5684 L .9214 .56768 L .92929 .56594 L .93597 .56403 L .94923 .55869 L .95563 .55509 L .96079 .55147 L .96562 .5472 L .96975 .5424 L .97253 .53804 L .97442 .53385 L .9752 .5314 L .97572 .52916 L .97592 .52791 L .97608 .52655 L .97619 .52409 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{274.75, 287.938}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgooooo`03ool00?oooooooooo00;o0000J_ooool005kooooo00?o0000ooooooooool05Oooool0 0ol0003oooooooooo`0Iooooo`03ool00?oooooooooo00kooooo00Goo`00ooooooooooooooooo`00 001Zooooo`00G_ooool00ol0003oooooooooo`0Fooooo`;o00006Oooool00ooo003oooooooooo`0= ooooo`03ool00?oooooooooo00;ooooo0ol0001Xooooo`00G_ooool00ol0003oooooooooo`0Hoooo o`03o`000?oooooooooo01Kooooo00?oo`00ooooooooool03?ooool00ooo003oooooooooo`04oooo o`03o`000?oooooo000006Oooooo000>ooooo`Koo`00>_ooool00ol0003oooooooooo`0>ooooo`03 o`000?oooooooooo01Sooooo0_l0000Fooooo`03ool00?oooooooooo00cooooo00?oo`00oooooooo ool01?ooool00ol0003oooooooooo`02o`0006Gooooo000;ooooo`?oo`001_ooool5ool003Gooooo 00?o0000ooooooooool03_ooool00ol0003oooooooooo`0Jooooo`03o`000?oooooooooo01?ooooo 00?oo`00ooooooooool02oooool00ooo003oooooooooo`0:ooooo`03o`000?oooooooooo06;ooooo 000:ooooo`03ool00?oooooooooo00Wooooo00?o0000ooooooooool00_oo000cooooo`03o`000?oo oooooooo00kooooo00?o0000ooooooooool06oooool00ol0003oooooooooo`0Booooo`03ool00?oo oooooooo00[ooooo00?oo`00ooooooooool03?ooool00ol0003oooooooooo`1Qooooo`002?ooool2 ool000cooooo00?o0000ooooooooool00_ooool2ool0033ooooo00?o0000ooooooooool04?ooool0 0ol0003oooooooooo`0Kooooo`;o00004_ooool00ooo003oooooooooo`09ooooo`03ool00?oooooo oooo00kooooo0_l0001Qooooo`001oooool2ool00003o`000?oooooooooo00_ooooo00?o0000oooo ooooool00oooool2ool002kooooo00?o0000ooooooooool04?ooool00ol0003oooooooooo`0Moooo o`03o`000?oooooooooo013ooooo00?oo`00ooooooooool01oooool00ooo003oooooooooo`0Aoooo o`03o`000?oooooooooo05kooooo0007ooooo`04ool00?ooooooooooo`0000cooooo00?o0000oooo ooooool01Oooool2ool002cooooo00?o0000ooooooooool04?ooool00ol0003oooooooooo`0Noooo o`03o`000?oooooooooo00oooooo00?oo`00ooooooooool01_ooool00ooo003oooooooooo`0Coooo o`;o0000G_ooool000Kooooo00?oo`00ooooooooool00_ooool00ol0003oooooooooo`09ooooo`03 o`000?oooooooooo00Oooooo00?oo`00ooooooooool0:?ooool00ol0003oooooooooo`0Booooo`03 o`000?oooooooooo01kooooo0_l0000?ooooo`03ool00?oooooooooo00Gooooo00?oo`00oooooooo ool05_ooool00ol0003oooooooooo`1Kooooo`001_ooool00ooo003oooooooooo`03ooooo`;o0000 2_ooool00ol0003oooooooooo`07ooooo`03ool00?oooooooooo02Oooooo00?o0000ooooooooool0 4_ooool00ol0003oooooooooo`0Pooooo`03o`000?oooooooooo00cooooo00?oo`00ooooooooool0 1?ooool00ooo003oooooooooo`0Hooooo`03o`000?oooooooooo05[ooooo0006ooooo`03ool00?oo oooooooo00Gooooo00?o0000ooooooooool01oooool00ol0003oooooooooo`08ooooo`03ool00?oo oooooooo01[ooooo0_l0000:ooooo`03o`000?oooooooooo01;ooooo00?o0000ooooooooool08Ooo ool2o`0000cooooo00?oo`00ooooooooool00oooool00ooo003oooooooooo`0Jooooo`03o`000?oo oooooooo05Wooooo0006ooooo`03ool00?oooooooooo00Kooooo00?o0000ooooooooool01_ooool0 0ol0003oooooooooo`09ooooo`03ool00?oooooooooo01Sooooo00?o0000ooooooooool02Oooool0 0ol0003oooooooooo`0Cooooo`03o`000?oooooooooo02?ooooo00?o0000ooooooooool02Oooool0 0ooo003oooooooooo`02ooooo`03ool00?oooooooooo07Oooooo0006ooooo`03ool00?oooooooooo 00Oooooo0_l00007ooooo`03o`000?oooooooooo00Wooooo00?oo`00ooooooooool05_ooool00ol0 003oooooooooo`0:ooooo`03o`000?oooooooooo01Cooooo00?o0000ooooooooool08oooool00ol0 003oooooooooo`08ooooo`05ool00?oooooooooooooooooo0000N_ooool000Kooooo00?oo`00oooo ooooool02Oooool00ol0003oooooooooo`04ooooo`03o`000?oooooooooo00[ooooo00?oo`00oooo ooooool04oooool2o`0000gooooo00?o0000ooooooooool05?ooool00ol0003oooooooooo`0Toooo o`;o00002?ooool01?oo003ooooooooooooo001kooooo`001oooool00ooo003oooooooooo`09oooo o`03o`000?oooooooooo00?ooooo00?o0000ooooooooool02oooool2ool001;ooooo00?o0000oooo ooooool03?ooool00ol0003oooooooooo`0Eooooo`03o`000?oooooooooo02Kooooo00?o0000oooo ooooool01_ooool2ool007cooooo0007ooooo`03ool00?oooooooooo00[ooooo0_l00004ooooo`03 o`000?oooooooooo00cooooo00?oo`00ooooooooool03Oooool2o`0000oooooo00?o0000oooooooo ool05_ooool00ol0003oooooooooo`0Vooooo`;o00001Oooool2ool007gooooo0007ooooo`03ool0 0?oooooooooo00cooooo00Go0000ooooooooooooooooo`00000?ooooo`03ool00?oooooooooo00_o oooo00?o0000ooooooooool03oooool00ol0003oooooooooo`0Fooooo`03o`000?oooooooooo02So oooo00?o0000ooooooooool00_oo00000oooooooo`00ooooo`1looooo`001oooool00ooo003ooooo ooooo`0=ooooo`04o`000?ooooooooooo`00013ooooo00?oo`00ooooooooool02Oooool00ol0003o ooooooooo`0@ooooo`03o`000?oooooooooo01Kooooo00?o0000ooooooooool0:Oooool00ol0003o o`00ooooo`02ooooo`03ool00?oooooooooo07_ooooo0008ooooo`03ool00?oooooooooo00gooooo 0ol0000@ooooo`03o`000?oo003ooooo00Oooooo0_l0000Booooo`03o`000?oooooooooo01Sooooo 00?o0000ooooooooool0:?ooool00ooo003o0000ooooo`03ooooo`03ool00?oooooooooo07[ooooo 0008ooooo`03ool00?oooooooooo00oooooo0_l0000>ooooo`03o`000?ooooooo`0000Oooooo00?o 0000ooooooooool04_ooool00ol0003oooooooooo`0Hooooo`03o`000?oooooooooo02Kooooo0_oo 0006ooooo`03ool00?oooooooooo07[ooooo0009ooooo`03ool00?l0003o0000027o000000?oo`00 o`000?l000001_l0000Cooooo`03o`000?oooooooooo01Sooooo00?o0000ooooooooool09Oooool0 0ooo003oooooooooo`06ooooo`03ool00?l0003o000002_o0000Coooool000Wooooo00?oo`00oooo ooooool03oooool00ol0003oooooo`00000ooooo`03o`000?oooooooooo00;o 00002?ooool00ol0003oooooooooo`02ooooo`03o`000?oo003ooooo01Oooooo00?o0000oooooooo ool06_ooool00ol0003oooooooooo`0Pooooo`03ool00?oooooooooo00_ooooo00?oo`00oooooooo ool0NOooool000cooooo00?oo`00ooooooooool03Oooool00ol0003oooooooooo`02ooooo`03o`00 0?oooooooooo00Gooooo00Go0000ooooooooooooooooo`000002ooooo`03ool00?oooooooooo01Co oooo00?o0000ooooooooool07?ooool00ol0003oooooooooo`0Mooooo`;oo`003oooool00ooo003o ooooooooo`1hooooo`003Oooool2ool000kooooo00?o0000ooooooooool00_ooool00ol0003ooooo ooooo`03ooooo`05o`000?ooooooooooooooool000001?ooool00ooo003oooooooooo`0Cooooo`03 o`000?oooooooooo01cooooo00?o0000ooooooooool06oooool2ool0017ooooo00?oo`00oooooooo ool0N?ooool000oooooo00?oo`00ooooooooool02oooool00ol0003oooooooooo`03ooooo`;o0000 0oooool01?l0003oooooo`000?l00005ooooo`03ool00?oooooooooo01?ooooo00?o0000oooooooo ool07?ooool00ol0003oooooooooo`0Jooooo`03ool00?oooooooooo017ooooo00?oo`00oooooooo ool0N?ooool0013ooooo00?oo`00ooooooooool02_ooool00ol0003oooooooooo`05ooooo`03o`00 0?oooooooooo00;o00002?ooool00ooo003oooooooooo`0Aooooo`03o`000?oooooooooo01gooooo 00?o0000ooooooooool06?ooool2ool001Gooooo00?oo`00ooooooooool0Moooool0017ooooo00?o o`00ooooooooool02_ooool00ol0003oooooooooo`05ooooo`?o00002_ooool00ooo003ooooooooo o`0@ooooo`03o`000?oooooooooo01kooooo00?o0000ooooooooool05Oooool2ool001Oooooo00?o o`00ooooooooool0Moooool001;ooooo0_oo000:ooooo`03o`000?oooooooooo00Gooooo0ol0000; ooooo`03ool00?oooooooooo00oooooo00?o0000ooooooooool07_ooool00ol0003oooooooooo`0D ooooo`03ool00?oooooooooo01Oooooo00?oo`00ooooooooool0Moooool001Cooooo00?oo`00oooo ooooool01oooool00ol0003oooooooooo`04ooooo`05o`000?oooooo0000ooooool000002_ooool0 0ooo003oooooooooo`0>ooooo`03o`000?oooooooooo01oooooo00?o0000ooooooooool04_ooool2 ool001_ooooo00?oo`00ooooooooool0M_ooool001Gooooo00?oo`00ooooooooool01oooool01?l0 003oooooooooooooool2o`000003ooooool0003ooooo00;ooooo00?o0000ooooooooool02?ooool0 0ooo003oooooooooo`0=ooooo`03o`000?oooooooooo023ooooo00?o0000ooooooooool03oooool2 ool001gooooo00?oo`00ooooooooool0M_ooool001Kooooo00?oo`00ooooooooool01_ooool01?l0 003oooooooooool00003ooooo`03o`000?oooooooooo00;ooooo00?o0000ooooooooool01oooool0 0ooo003oooooooooo`0=ooooo`03o`000?oooooooooo023ooooo00?o0000ooooooooool03_ooool0 0ooo003oooooooooo`0Mooooo`03ool00?oooooooooo02oooooo0_l00015ooooo`005oooool2ool0 00Kooooo0ol00004ooooo`03o`000?oooooooooo00gooooo00?oo`00ooooooooool03?ooool00ol0 003oooooooooo`0Pooooo`03o`000?oooooooooo00_ooooo0ooo000Qooooo`03ool00?oooooooooo 02gooooo00?o0000ooooooooool0AOooool001Wooooo0_oo0004ooooo`03o`000?oooooooooo00?o oooo00?o0000ooooooooool03oooool00ooo003oooooooooo`0:ooooo`03o`000?oooooooooo02;o oooo00?o0000ooooooooool01oooool3ool002Cooooo00?oo`00ooooooooool0;?ooool00ol0003o ooooooooo`16ooooo`006oooool2ool00004ooooool0003oooooo`0000Cooooo00?o0000oooooooo ool03oooool00ooo003oooooooooo`0:ooooo`03o`000?oooooooooo02;ooooo00?o0000oooooooo ool01?ooool3ool002Sooooo00?oo`00ooooooooool0:Oooool2o`0004Wooooo000Mooooo`?oo`00 00?o0000ooooooooool00_ooool00ol0003oooooooooo`0@ooooo`03ool00?oooooooooo00Wooooo 00?o0000ooooooooool08_ooool01?l0003oooooooooooooool3ool002_ooooo00?oo`00oooooooo ool0:?ooool00ol0003oooooooooo`19ooooo`008?ooool3ool00003ooooool0003ooooo01;ooooo 00?oo`00ooooooooool02?ooool00ol0003oooooooooo`0Tooooo`?oo`00;oooool00ooo003ooooo ooooo`0Uooooo`;o0000C?ooool0027ooooo00?o0000oooooooo00000ooo000Booooo`03ool00?oo oooooooo00Oooooo00?o0000ooooooooool08Oooool3ool00003o`000?oooooooooo02oooooo00?o o`00ooooooooool09?ooool00ol0003oooooooooo`1_ooool00ooo003oooooooooo`0Pooooo`;o0000D?ooool002;ooooo0_l00009oooo o`Coo`002Oooool00ooo003oooooooooo`05ooooo`03o`000?oooooooooo01Kooooo1?oo000noooo o`03ool00?oooooooooo01oooooo00?o0000ooooooooool0D?ooool002;ooooo0_l0000=ooooo`Co o`001Oooool00ooo003oooooooooo`05ooooo`03o`000?oooooooooo017ooooo1Ooo0013ooooo`03 ool00?oooooooooo01cooooo0_l0001Cooooo`008_ooool00ol0003oooooooooo`0@ooooo`Woo`00 0oooool00ol0003oooooooooo`0:ooooo`Soo`00B?ooool00ooo003oooooooooo`0Kooooo`03o`00 0?oooooooooo05?ooooo000Rooooo`;o00005oooool00ooo003oooooooooo`0@ool0057ooooo00?o o`00ooooooooool06Oooool00ol0003oooooooooo`1Dooooo`008_ooool2o`0001Sooooo00?oo`00 ooooooooool0HOooool00ooo003oooooooooo`0Fooooo`;o00006Oooool00ol0003oooooooooo`0k ooooo`008Oooool00ol0003oooooooooo`0Hooooo`03ool00?oooooooooo067ooooo00?oo`00oooo ooooool05Oooool00ol0003oooooooooo`0Iooooo`03o`000?oooooooooo03_ooooo000Qooooo`03 o`000?oooooooooo01Wooooo00?oo`00ooooooooool0HOooool00ooo003oooooooooo`0Cooooo`03 o`000?oooooooooo01Wooooo00?o0000ooooooooool0??ooool0027ooooo00?o0000ooooooooool0 6Oooool00ooo003oooooooooo`1Qooooo`03ool00?oooooooooo017ooooo0_l0000Looooo`03o`00 0?oooooooooo03cooooo000Pooooo`03o`000?oooooooooo01Wooooo00?o0000ool00?ooool0Hooo ool00ooo003oooooooooo`0?ooooo`03o`000?oooooooooo01cooooo00?o0000ooooooooool0??oo ool0023ooooo00?o0000ooooooooool06?ooool01?l0003ooooooooooooo001Sooooo`03ool00?oo oooooooo00gooooo0_l0000Nooooo`03o`000?oooooooooo03gooooo000Pooooo`03o`000?oooooo oooo01Oooooo00Go0000ooooooooooooooooool0001Tooooo`03ool00?oooooooooo00_ooooo00?o 0000ooooooooool07_ooool00ol0003oooooooooo`0mooooo`007oooool00ol0003oooooooooo`0F ooooo`;o00001Oooool00ooo003oooooooooo`1Qooooo`03ool00?oooooooooo00[ooooo00?o0000 ooooooooool07oooool00ol0003oooooooooo`0mooooo`007oooool00ol0003oooooooooo`0Eoooo o`03o`000?oooooooooo00Gooooo00?oo`00ooooooooool0H_ooool00ooo003oooooooooo`07oooo o`;o00008Oooool00ol0003oooooooooo`0nooooo`007oooool00ol0003oooooooooo`0Dooooo`03 o`000?oooooooooo00Kooooo00?oo`00ooooooooool0Hoooool00ooo003oooooooooo`05ooooo`03 o`000?oooooooooo027ooooo00?o0000ooooooooool0?_ooool001kooooo00?o0000ooooooooool0 4oooool2o`0000[ooooo00?oo`00ooooooooool0H_ooool00ooo003oooooooooo`03ooooo`;o0000 9?ooool00ol0003oooooooooo`0nooooo`007_ooool00ol0003oooooooooo`0Booooo`03o`000?oo oooooooo00[ooooo00?oo`00ooooooooool0Hoooool01Ooo003ooooooooooooooooo000002Gooooo 00?o0000ooooooooool0?oooool001kooooo00?o0000ooooooooool04Oooool00ol0003ooooooooo o`0;ooooo`03ool00?oooooooooo06?ooooo00Coo`00oooooooooooo00009_ooool00ol0003ooooo ooooo`0oooooo`007Oooool00ol0003oooooooooo`0@ooooo`;o00003_ooool00ooo003ooooooooo o`1Tooooo`03ool00?l0003ooooo02Kooooo00?o0000ooooooooool0?oooool001gooooo00?o0000 ooooooooool03oooool00ol0003oooooooooo`0>ooooo`03ool00?oooooooooo06Gooooo00?oo`00 ooooooooool09?ooool00ol0003oooooooooo`08ooooo`03o`000?oooooooooo03Gooooo000^oooo o`03o`000?oooooooooo013ooooo00?oo`00ooooooooool0IOooool00ooo003oooooooooo`0Soooo o`03o`000?oooooooooo00Sooooo00?o0000ooooooooool0=Oooool002cooooo0_l0000Cooooo`03 ool00?oooooooooo06Kooooo00?oo`00ooooooooool08_ooool00ol0003oooooooooo`08ooooo`03 o`000?oooooooooo03Gooooo000[ooooo`03o`000?oooooooooo01?ooooo00?oo`00ooooooooool0 Ioooool00ooo003oooooooooo`0Pooooo`03o`000?oooooooooo00[ooooo00?o0000ooooooooool0 =?ooool002Wooooo0_l0000Fooooo`03ool00?oooooooooo06Sooooo00?oo`00ooooooooool07ooo ool00ol0003oooooooooo`0:ooooo`03o`000?oooooooooo03Cooooo000Xooooo`03o`000?oooooo oooo01Oooooo00?oo`00ooooooooool0Ioooool00ooo003oooooooooo`0Oooooo`03o`000?oooooo oooo00[ooooo00?o0000ooooooooool0=?ooool002Oooooo00?o0000ooooooooool06?ooool00ooo 003oooooooooo`1Xooooo`03ool00?oooooooooo01gooooo00?o0000ooooooooool03?ooool00ol0 003oooooooooo`0cooooo`009Oooool2o`0001_ooooo00?oo`00ooooooooool0JOooool00ooo003o ooooooooo`0Looooo`03o`000?oooooooooo00cooooo00?o0000ooooooooool0ooooo`03o`000?oooooooooo03;ooooo000Qooooo`;o00008?ooool00ooo003oooooooooo`1[ ooooo`;oo`006Oooool00ol0003oooooooooo`0>ooooo`03o`000?oooooooooo03;ooooo000Poooo o`03o`000?oooooooooo023ooooo00?oo`00ooooooooool0KOooool00ooo003oooooooooo`0Foooo o`03o`000?oooooooooo00kooooo00?o0000ooooooooool0<_ooool001oooooo00?o0000oooooooo ool08Oooool00ooo003oooooooooo`1^ooooo`03ool00?oooooooooo01Cooooo00?o0000oooooooo ool04?ooool00ol0003oooooooooo`0aooooo`007Oooool2o`0002Cooooo00?oo`00ooooooooool0 Koooool00ooo003oooooooooo`0Cooooo`03o`000?oooooooooo013ooooo00?o0000ooooooooool0 ooooo`03ool00?oooooooooo00Kooooo0014ooooo`03ool00?oooooo oooo07oooooo0_oo0007ooooo`;oo`004_ooool00ol0003oooooo`000009ooooo`03o`000?oooooo oooo00Gooooo00?o0000ooooooooool04?ooool00ooo003oooooooooo`05ooooo`00AOooool00ooo 003oooooooooo`20ooooo`03ool00?oooooooooo00;ooooo0_oo000Dooooo`;o00002oooool00ol0 003oooooooooo`02ooooo`;o00004oooool2ool000Kooooo0015ooooo`03ool00?oooooooooo087o oooo00Coo`00ooooooooooooo`005_ooool2o`0000cooooo0_l000000ooooooo0000ooooo`0Eoooo o`03ool00?oooooooooo00Cooooo000Hooooobgo000000?oo`00ooooooooool0=?ooool00ol0003o ooooooooo`1;ooooo`;oo`004oooool/o`000003ool00?oooooooooo00Cooooo0015ooooo`03ool0 0?oooooooooo083ooooo0_oo0002ooooo`;oo`005Oooool2o`0000cooooo00?o0000ooooooooool0 0_l0000Eooooo`03ool00?oooooooooo00Cooooo0015ooooo`03ool00?oooooooooo07oooooo00?o o`00ooooooooool01?ooool2ool001?ooooo0_l0000;ooooo`03o`000?oooooooooo00?ooooo00?o 0000ooooooooool04Oooool00ooo003oooooooooo`05ooooo`00AOooool00ooo003oooooooooo`1n ooooo`03ool00?oooooooooo00Oooooo0_oo000Aooooo`;o00002Oooool2o`0000Oooooo0_l0000A ooooo`03ool00?oooooooooo00Gooooo0014ooooo`03ool00?oooooooooo07gooooo0_oo00000ol0 003oooooooooo`09ooooo`;oo`003oooool00ol0003oooooo`000007ooooo`03o`000?oooooooooo 00Wooooo00?o0000ooooooooool03_ooool00ooo003oooooooooo`05ooooo`00A?ooool00ooo003o ooooooooo`1looooo`05ool00?ooooooooooooooool000003?ooool3ool000_ooooo00Co0000oooo oooooooo00001_ooool00ol0003oooooooooo`0;ooooo`;o00003Oooool00ooo003oooooooooo`06 ooooo`00A?ooool00ooo003oooooooooo`1kooooo`03ool00?oooooooooo00;ooooo00?o0000oooo ooooool03Oooool2ool000Wooooo00Co0000oooooooooooo00001?ooool2o`00013ooooo00?o0000 ooooooooool02Oooool00ooo003oooooooooo`07ooooo`00A?ooool00ooo003oooooooooo`1ioooo o`;oo`001Oooool00ol0003oooooooooo`0?ooooo`?oo`001_ooool01Ol0003ooooooooooooooooo 000000;ooooo00?o0000ooooooooool04Oooool00ol0003oooooooooo`08ooooo`03ool00?oooooo oooo00Oooooo0014ooooo`03ool00?oooooooooo07Sooooo00?oo`00ooooooooool01_ooool00ol0 003oooooooooo`0Aooooo`?oo`000_ooool00ol0003oooooooooo`02ooooo`?o00005Oooool2o`00 00Kooooo0_oo000:ooooo`00A?ooool00ooo003oooooooooo`1gooooo`03ool00?oooooooooo00Oo oooo00?o0000ooooooooool05?ooool3ool000Cooooo00?o0000ooooooooool05oooool01?l0003o ooooooooooooool2ool000cooooo0014ooooo`03ool00?oooooooooo07Gooooo0_oo000:ooooo`03 o`000?oooooooooo01Kooooo00Oo0000ool00?oo003oo`00o`000?oooooo000001Wooooo00?o0000 ool00?oo00003_ooool004Cooooo00?oo`00ooooooooool0M?ooool00ooo003oooooooooo`0;oooo o`03o`000?oooooooooo01Cooooo00?o0000ooooooooool00_l00003ool001Gooooo1Ooo000@oooo o`00A?ooool00ooo003oooooooooo`1cooooo`03ool00?oooooooooo00cooooo00?o0000oooooooo ool05?ooool00ol0003oooooo`000005ooooo`Soo`002?ooool5ool001Gooooo0014ooooo`03ool0 0?oooooooooo07;ooooo00?oo`00ooooooooool03Oooool00ol0003oooooooooo`0Dooooo`;o0000 3_ooool8ool001[ooooo0014ooooo`03ool00?oooooooooo07;ooooo00?oo`00ooooooooool03_oo ool00ol0003oooooooooo`0Booooo`03o`000?oooooooooo033ooooo0014ooooo`03ool00?oooooo oooo077ooooo00?oo`00ooooooooool03oooool00ol0003oooooooooo`0Aooooo`;o0000<_ooool0 01[ooooo0_l0000Xooooo`03ool00?oooooooooo073ooooo00?oo`00ooooooooool04?ooool00ol0 003oooooooooo`0@ooooo`03o`000?oooooo000003;ooooo000Looooo`03o`000?oooooooooo02Co oooo00?oo`00ooooooooool0L?ooool00ooo003oooooooooo`0Booooo`03o`000?oooooooooo013o oooo00?o0000ooooooooool0ooooo`03o`00 0?oooooooooo01Kooooo00?o0000ooooooooool09Oooool2o`0000Oooooo00?oo`00ooooooooool0 Noooool000Kooooo00?oo`00ooooooooool02Oooool00ol0003oooooooooo`05ooooo`03o`000?oo oooooooo00_ooooo00?oo`00ooooooooool04Oooool00ol0003oooooooooo`0;ooooo`03o`000?oo oooooooo01Kooooo00?o0000ooooooooool09?ooool00ol0003oooooooooo`07ooooo`;oo`00O?oo ool000Kooooo00?oo`00ooooooooool02?ooool00ol0003oooooooooo`05ooooo`03o`000?oooooo oooo00_ooooo00?oo`00ooooooooool04oooool2o`0000_ooooo00?o0000ooooooooool05Oooool0 0ol0003oooooooooo`0Sooooo`;o00002_ooool2ool007cooooo0006ooooo`03ool00?oooooooooo 00Kooooo0_l00008ooooo`03o`000?oooooooooo00Wooooo0_oo000Hooooo`03o`000?oooooooooo 00Wooooo00?o0000ooooooooool05?ooool00ol0003oooooooooo`0Rooooo`03o`000?oooooooooo 00Wooooo00Coo`00ooooooooooooo`00Noooool000Kooooo00?oo`00ooooooooool01Oooool00ol0 003oooooooooo`08ooooo`03o`000?oooooooooo00Sooooo00?oo`00ooooooooool06Oooool00ol0 003oooooooooo`08ooooo`03o`000?oooooooooo01Cooooo00?o0000ooooooooool08Oooool00ol0 003oooooooooo`0:ooooo`05ool00?oooooooooooooooooo0000N_ooool000Kooooo00?oo`00oooo ooooool01?ooool00ol0003oooooooooo`08ooooo`03o`000?oooooooooo00Sooooo00?oo`00oooo ooooool06oooool00ol0003oooooooooo`07ooooo`03o`000?oooooooooo01?ooooo00?o0000oooo ooooool08?ooool2o`0000gooooo00?oo`00ooooooooool00_ooool00ooo003oooooooooo`0Joooo o`;o0000Foooool000Kooooo00?oo`00ooooooooool00_ooool2o`0000_ooooo00?o0000oooooooo ool01oooool00ooo003oooooooooo`0Wooooo`03o`000?oooooooooo01;ooooo00?o0000oooooooo ool07oooool00ol0003oooooooooo`0=ooooo`03ool00?oooooooooo00?ooooo00?oo`00oooooooo ool06?ooool00ol0003oooooooooo`1Kooooo`001_ooool01Ooo003ooooooooooooooooo000000go oooo00?o0000ooooooooool01Oooool2ool002[ooooo00?o0000ooooooooool04_ooool00ol0003o ooooooooo`0Mooooo`;o00003oooool00ooo003oooooooooo`05ooooo`03ool00?oooooooooo01Ko oooo00?o0000ooooooooool0G?ooool000Oooooo00?oo`00ooooool000003Oooool00ol0003ooooo ooooo`03ooooo`?oo`00;?ooool00ol0003oooooooooo`0Booooo`03o`000?oooooooooo01cooooo 00?o0000ooooooooool03oooool00ooo003oooooooooo`06ooooo`03ool00?oooooooooo01?ooooo 0_l0001Oooooo`001oooool00ooo003o0000ooooo`0=ooooo`04o`000?ooooooooooooooo`;oo`00 ooooo`03o`000?oooooo oooo01Wooooo00?o0000ooooooooool05?ooool00ooo003oooooooooo`0:ooooo`03ool00?oooooo oooo00[ooooo00?o0000ooooooooool0Hoooool000gooooo1ooo000jooooo`03o`000?oooooooooo 00kooooo00?o0000ooooooooool05oooool2o`0001Oooooo00?oo`00ooooooooool02_ooool00ooo 003oooooooooo`06ooooo`04o`000?oooooo0000o`0006Kooooo001Oooooo`03o`000?oooooooooo 01Kooooo00?o0000ooooooooool05oooool00ooo003oooooooooo`0;ooooo`03ool00?oooooooooo 00Gooooo0_l0001Xooooo`00G_ooool00ol0003oooooooooo`0Eooooo`;o00006_ooool00ooo003o ooooooooo`0"], ImageRangeCache->{{{0, 273.75}, {286.938, 0}} -> {-1.25045, -1.44732, \ 0.010088, 0.010088}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .98179 .5 m .98174 .49913 L .98161 .49834 L .98135 .49743 L .98101 .49657 L .98015 .49507 L .97887 .49347 L .97704 .49177 L .97462 .49004 L .96906 .48721 L .96572 .48596 L .96172 .48475 L .95792 .48382 L .95342 .48295 L .95051 .4825 L .9477 .48214 L .94467 .48182 L .94182 .48159 L .93893 .48141 L .93612 .48128 L .93307 .4812 L .93131 .48118 L .92967 .48118 L .92632 .48122 L .92319 .4813 L .92143 .48138 L .91949 .48147 L .91589 .48169 L .90873 .4823 L .90184 .48309 L .88513 .48575 L .86614 .48992 L .82798 .50165 L .78291 .52079 L .70384 .56825 L .66077 .60242 L .62365 .63765 L .56275 .71162 L .53517 .75553 L .5146 .79612 L .49839 .8373 L .49247 .85651 L .48818 .87345 L .4852 .88809 L .48298 .90271 L .48219 .9099 L .48166 .91638 L .48144 .91998 L .4813 .92319 L .48125 .92493 L Mistroke .48121 .9268 L .48118 .93014 L .48119 .93181 L .48121 .93354 L .4813 .93657 L .48145 .93973 L .48156 .94148 L .48168 .94308 L .48222 .94839 L .4826 .95121 L .483 .95368 L .48385 .95803 L .48492 .96236 L .48725 .96915 L .48872 .9723 L .49045 .97525 L .49238 .97776 L .4933 .97871 L .49427 .97957 L .49514 .9802 L .4961 .98077 L .49697 .98118 L .49779 .98147 L .4983 .9816 L .49877 .9817 L .49966 .98179 L .50063 .98177 L .50117 .9817 L .50166 .98161 L .50259 .98135 L .50347 .98099 L .50424 .98059 L .50508 .98005 L .50693 .97849 L .50857 .97661 L .51137 .97213 L .51267 .96935 L .51398 .96588 L .51519 .96195 L .5163 .95736 L .51731 .95181 L .51768 .94918 L .51802 .94625 L .51829 .94337 L .51849 .94067 L .51865 .93787 L .51875 .93514 L .51881 .93188 L .51882 .92878 L .51876 .92528 L Mistroke .51871 .92348 L .51863 .92147 L .51844 .91787 L .5182 .91445 L .51745 .90643 L .51654 .89905 L .51528 .89091 L .51208 .87458 L .50821 .85899 L .49475 .81839 L .47672 .77788 L .42589 .69584 L .36381 .62507 L .29033 .56411 L .24657 .53636 L .20594 .51553 L .16487 .49913 L .14566 .49309 L .12864 .48866 L .11425 .48563 L .09924 .48323 L .09185 .48236 L .08518 .48177 L .08162 .48153 L .07842 .48137 L .075 .48125 L .07331 .48121 L .07149 .48119 L .06808 .48119 L .06503 .48125 L .06347 .4813 L .06178 .48137 L .05845 .48157 L .05562 .4818 L .05269 .48209 L .04768 .48277 L .04287 .48365 L .03867 .48464 L .03182 .48686 L .02855 .48829 L .02555 .48994 L .02318 .49159 L .02143 .49316 L .01984 .49507 L .01919 .49617 L .01893 .4967 L .01873 .49719 L .01844 .4981 L .01834 .49858 L .01826 .4991 L Mistroke .01821 .49964 L .01821 .50015 L .01829 .50111 L .01846 .50196 L .01875 .50287 L .01913 .50372 L .01956 .50449 L .02096 .50635 L .02274 .50805 L .02503 .50973 L .02756 .51121 L .03101 .51282 L .03475 .5142 L .03834 .51527 L .0426 .51629 L .0468 .51708 L .05095 .51769 L .05573 .51821 L .05858 .51844 L .06132 .51861 L .0643 .51873 L .0671 .5188 L .07042 .51882 L .07365 .51878 L .07671 .5187 L .08009 .51855 L .08336 .51836 L .08641 .51814 L .09372 .51744 L .10174 .51642 L .11769 .51371 L .13627 .50947 L .17175 .49845 L .20678 .48408 L .24964 .46187 L .29028 .43592 L .36283 .37588 L .42964 .29908 L .47594 .22367 L .49349 .18483 L .50558 .15019 L .51067 .13143 L .5142 .11516 L .5157 .10657 L .51699 .09755 L .51788 .08939 L .51818 .0859 L .51844 .08215 L .51863 .07855 L .5187 .07662 L Mistroke .51876 .07484 L .51881 .07172 L .51881 .06846 L .51879 .06667 L .51875 .06476 L .51868 .06298 L .51861 .06137 L .51843 .05838 L .51818 .05532 L .51758 .05006 L .51685 .04547 L .51589 .04082 L .51468 .03627 L .51216 .02951 L .51074 .02669 L .50908 .02407 L .50758 .0222 L .50593 .0206 L .5051 .01996 L .50432 .01946 L .50354 .01904 L .50283 .01874 L .50198 .01846 L .50106 .01828 L .50021 .01821 L .4994 .01823 L .49846 .01836 L .49759 .01859 L .49665 .01895 L .49565 .01947 L .49385 .02079 L .49221 .02244 L .49048 .02471 L .48872 .02769 L .48609 .0339 L .48494 .03759 L .48383 .04205 L .48302 .04621 L .4823 .05101 L .48201 .05346 L .48177 .05585 L .48158 .05826 L .48144 .06052 L .48131 .06328 L .48122 .06632 L .48118 .06922 L .48119 .07204 L .48126 .0754 L .48138 .07859 L .48157 .08218 L Mistroke .48184 .08609 L .48263 .09433 L .48367 .10243 L .48643 .1184 L .49005 .13438 L .49429 .14975 L .50714 .18639 L .52499 .2255 L .54596 .26275 L .57544 .30593 L .60783 .34535 L .68368 .41657 L .75918 .46687 L .7984 .48642 L .83846 .50199 L .87041 .51112 L .88736 .51467 L .90232 .51697 L .90969 .51779 L .91628 .51833 L .91996 .51855 L .92321 .5187 L .92499 .51875 L .92688 .51879 L .93025 .51882 L .93342 .51879 L .93518 .51875 L .9368 .51869 L .93848 .51862 L .93999 .51853 L .9433 .5183 L .94601 .51805 L .94886 .51772 L .95378 .51699 L .95836 .51608 L .96217 .51513 L .96591 .51397 L .96953 .51259 L .97248 .51119 L .97484 .50982 L .97677 .50845 L .97849 .50693 L .97992 .50527 L .98043 .50451 L .98089 .50368 L .98112 .50317 L .98131 .5027 L .98159 .50176 L .98174 .50091 L .98179 .5 L Mistroke Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgooooo`;oo`0000Coooooo`00 0?ooooooo`00S?ooool008kooooo00Koo`00oooooooooooo0000oooooooo002ooooo`06ool00?ooooooooooo`000?ooooooo`00S?oo ool008kooooo00Koo`00oooooooooooo0000oooooooo002ooooo`05ool00?ooooooooooo`000?oo0000SOooool008oooooo 00Coo`00ooooool0003oo`00SOooool008oooooo00Coo`00ooooool0003oo`00SOooool008oooooo 00Coo`00ooooool0003oo`00SOooool008Sooooo0ol00004ooooo`03ool00?ooooooo`0008kooooo 0029ooooo`03o`000?oooooooooo00Cooooo0_oo002>ooooo`00POooool5o`0000?ooooo00?o0000 ooooooooool01?ooool2ool00003o`000?oooooooooo08_ooooo0029ooooo`03o`000?oooooooooo 00Cooooo00?oo`00o`000?ooool0SOooool008Wooooo00?o0000ooooooooool01?ooool2ool008ko oooo0028ooooo`;o00001_ooool2ool008kooooo0029ooooo`03o`000?oooooooooo00?ooooo00?o o`00oooooooo0000S_ooool008oooooo00Coo`00ooooool0003oo`00SOooool008oooooo00Coo`00 ooooool0003oo`00SOooool008kooooo00Goo`00oooooooooooo0000ool0002=ooooo`00S_ooool0 1_oo003oooooooooool0003oooooool008cooooo002=ooooo`07ool00?ooooooooooooooool0003o ooooool0002ooooo`03o`000?oooooooooo00kooooo00?oo`00oooooooo ool0Noooool007oooooo00?oo`00ooooooooool03oooool00ol0003oooooooooo`0>ooooo`03ool0 0?oooooooooo07_ooooo001oooooo`03ool00?oooooooooo00oooooo00?o0000ooooooooool03ooo ool00ooo003oooooooooo`1jooooo`00O_ooool00ooo003oooooooooo`0@ooooo`03o`000?oooooo oooo013ooooo00?oo`00ooooooooool0NOooool007kooooo00?oo`00ooooooooool04?ooool00ol0 003oooooooooo`0Aooooo`03ool00?oooooooooo07Sooooo001mooooo`03ool00?oooooooooo017o oooo00?o0000ooooooooool04Oooool00ooo003oooooooooo`1hooooo`00O?ooool00ooo003ooooo ooooo`0Booooo`03o`000?oooooooooo01;ooooo00?oo`00ooooooooool0Moooool007_ooooo00?o o`00ooooooooool04oooool00ol0003oooooooooo`0Cooooo`03ool00?oooooooooo07Kooooo001j ooooo`03ool00?oooooooooo01Cooooo00?o0000ooooooooool05?ooool00ooo003oooooooooo`1e ooooo`00NOooool01?oo003oooooooooooooool2o`0000Cooooo00?o0000ooooooooool00_ooool3 o`0000Kooooo00?o0000ooooooooool05?ooool00ooo003oooooooooo`1eooooo`00N?ooool01Ooo 003ooooooooooooooooo000000;ooooo00?o0000ooooooooool01Oooool01Ol0003ooooooooooooo oooo000000Gooooo00?o0000ooooooooool05Oooool00ooo003oooooooooo`1dooooo`00MOooool2 o`000003ool00?l0003o000000;ooooo00Co0000oooooooooooo00002oooool00ol0003ooooooooo o`03ooooo`03o`000?oooooooooo01Kooooo00?oo`00ooooooooool0Loooool007Kooooo00?oo`00 ooooooooool00oooool01?l0003oooooooooool0000;ooooo`03o`000?oooooooooo00?ooooo0_l0 000Gooooo`03ool00?oooooooooo07?ooooo001eooooo`03ool00?oooooooooo00Cooooo00Co0000 oooooooooooo00001oooool4o`0000Kooooo00?o0000ooooooooool05oooool00ooo003ooooooooo o`1booooo`00MOooool00ooo003oooooooooo`04ooooo`04o`000?ooooooooooo`0000Oooooo00?o 0000ooooooooool01oooool00ol0003oooooooooo`0Hooooo`03ool00?oooooooooo077ooooo001d ooooo`03ool00?oooooooooo00Kooooo0_l00008ooooo`Go00001Oooool00ol0003oooooooooo`0I ooooo`;oo`00LOooool007?ooooo00?oo`00ooooooooool06oooool00ol0003oooooooooo`0Koooo o`03ool00?oooooooooo06kooooo001booooo`03ool00?oooooooooo01cooooo00?o0000oooooooo ool07?ooool00ooo003oooooooooo`1]ooooo`00LOooool00ooo003oooooooooo`0Mooooo`03o`00 0?oooooooooo01gooooo00?oo`00ooooooooool0K?ooool0073ooooo00?oo`00ooooooooool07_oo ool00ol0003oooooooooo`0Nooooo`03ool00?oooooooooo06_ooooo001_ooooo`03ool00?oooooo oooo01oooooo00?o0000ooooooooool07oooool00ooo003oooooooooo`1Zooooo`00K_ooool00ooo 003oooooooooo`0Pooooo`03o`000?oooooooooo023ooooo00?oo`00ooooooooool0JOooool006go oooo00?oo`00ooooooooool08Oooool00ol0003oooooooooo`0Qooooo`03ool00?oooooooooo06So oooo001[ooooo`;oo`009?ooool00ol0003oooooooooo`0Rooooo`03ool00?oooooooooo06Oooooo 001Zooooo`03ool00?oooooooooo02Cooooo00?o0000ooooooooool08oooool00ooo003ooooooooo o`1Vooooo`00JOooool00ooo003oooooooooo`0Uooooo`03o`000?oooooooooo02Cooooo00?oo`00 ooooooooool0IOooool006Sooooo00?oo`00ooooooooool09_ooool00ol0003oooooooooo`0Uoooo o`03ool00?oooooooooo06Cooooo001Wooooo`03ool00?oooooooooo02Oooooo00?o0000oooooooo ool09_ooool00ooo003oooooooooo`1Sooooo`00IOooool2ool002[ooooo00?o0000ooooooooool0 9oooool00ooo003oooooooooo`1Rooooo`00I?ooool00ooo003oooooooooo`0Zooooo`03o`000?oo oooooooo02Sooooo00?oo`00ooooooooool0HOooool006?ooooo00?oo`00ooooooooool0:oooool0 0ol0003oooooooooo`0Yooooo`03ool00?oooooooooo063ooooo001Rooooo`03ool00?oooooooooo 02cooooo00?o0000ooooooooool0:_ooool00ooo003oooooooooo`1Oooooo`00HOooool00ooo003o ooooooooo`0]ooooo`03o`000?oooooooooo02_ooooo00?oo`00ooooooooool0G_ooool0063ooooo 00?oo`00ooooooooool0;_ooool00ol0003oooooooooo`0/ooooo`03ool00?oooooooooo05gooooo 001Nooooo`;oo`00?ooool2ool005;ooooo001Cooooo`;oo`00??ooool00ol0003o ooooooooo`0jooooo`03ool00?oooooooooo04oooooo001Booooo`03ool00?oooooooooo03cooooo 00?o0000ooooooooool0>oooool2ool004oooooo001@ooooo`;oo`00?oooool00ol0003ooooooooo o`0mooooo`03ool00?oooooooooo04cooooo0007ooooo`?o00001?ooool00ol0003oooooooooo`02 ooooo`?o00008oooool3o`0001?ooooo00?oo`00ooooooooool03_ooool2o`0000Cooooo00?o0000 ooooooooool00_ooool3o`0002?ooooo00?o0000ooooooooool08_ooool2o`0000Cooooo00?o0000 ooooooooool00_ooool3o`0000kooooo0_oo000Cooooo`?o00009?ooool3o`0000Cooooo00?o0000 ooooooooool00_ooool3o`0000?ooooo0008ooooo`03o`000?oooooooooo00Oooooo00Go0000oooo ooooooooooooo`00000Sooooo`03o`000?oooooooooo013ooooo0_oo000@ooooo`04o`000?oooooo ooooo`0000Oooooo00Go0000ooooooooooooooooo`00000Rooooo`03o`000?oooooooooo027ooooo 00Co0000oooooooooooo00001oooool01Ol0003ooooooooooooooooo000000oooooo00?oo`00oooo ooooool04Oooool00ol0003oooooooooo`0Tooooo`03o`000?oooooooooo00Oooooo00Go0000oooo ooooooooooooo`000002ooooo`001Ol00003ooooo`03o`000?oooooooooo00_ooooo00?o0000oooo ooooool06Oooool5o`0000?ooooo00?o0000ooooooooool03_ooool2ool000_ooooo1Ol00002oooo o`04o`000?ooooooooooo`0000_ooooo00?o0000ooooooooool08?ooool00ol0003oooooooooo`0Q ooooo`04o`000?ooooooooooo`0000_ooooo00?o0000ooooooooool03_ooool2ool0017ooooo00?o 0000ooooooooool09?ooool00ol0003oooooooooo`0;ooooo`7o00000Oooool1ooooo`002?ooool0 0ol0003oooooooooo`0;ooooo`03o`000?oooooooooo027ooooo00?o0000ooooooooool03?ooool2 ool001Cooooo00Co0000oooooooooooo00002oooool00ol0003oooooooooo`0Pooooo`03o`000?oo oooooooo027ooooo00Co0000oooooooooooo00002oooool00ol0003oooooooooo`0@ooooo`;oo`00 3oooool00ol0003oooooooooo`0Tooooo`03o`000?oooooooooo00_ooooo0Ol00001ooooo`7ooooo 0008ooooo`03o`000?oooooooooo00Oooooo1?l0000Tooooo`03o`000?oooooooooo00_ooooo00?o o`00ooooooooool05?ooool01?l0003oooooooooool00007ooooo`Co00008oooool00ol0003ooooo ooooo`0Qooooo`04o`000?ooooooooooo`0000Oooooo1?l0000Eooooo`?oo`003?ooool00ol0003o ooooooooo`0Tooooo`03o`000?oooooooooo00Oooooo1?l00003ooooo`001oooool2o`0000Wooooo 00?o0000ooooooooool09?ooool2o`0000_ooooo0_oo000Gooooo`04o`000?ooooooooooo`0000Oo oooo00?o0000ooooooooool09?ooool00ol0003oooooooooo`0Qooooo`04o`000?ooooooooooo`00 00Oooooo00?o0000ooooooooool06Oooool2ool000Wooooo0_l0000Uooooo`;o00002Oooool00ol0 003oooooooooo`04ooooo`002?ooool00ol0003oooooooooo`07ooooo`Go000000?oooooool00?oo 00003?oo000Dooooo`03o`000?oooooooooo00Oooooo0_oo000Jooooo`;o00002?ooool5o`0002;o oooo00?o0000ooooooooool08_ooool2o`0000Sooooo1Ol0000Iooooo`;oo`002?ooool00ol0003o ooooooooo`0Aooooo`koo`001Oooool00ol0003oooooooooo`07ooooo`Go00000_ooool001Gooooo 0ooo000>ooooo`Ooo`005Oooool2ool004gooooo00?o0000ooooooooool0C?ooool2ool001?ooooo 1ooo000>ooooo`?oo`004oooool001;ooooo0ooo000Hooooo`Coo`003_ooool3ool004oooooo00?o 0000ooooooooool0C_ooool2ool000cooooo1Ooo000Hooooo`?oo`004?ooool0017ooooo0_oo000N ooooo`?oo`002Oooool2ool005;ooooo00?o0000ooooooooool0D?ooool3ool000Kooooo0ooo000O ooooo`;oo`003oooool0013ooooo0_oo000Rooooo`?oo`000oooool3ool005Cooooo00?o0000oooo ooooool0Doooool2ool00004oooooooo003oo`00ool002?ooooo0_oo000>ooooo`003?ooool4o`00 0003ool00?l0003o000002Co00000ooo002]o`0000Coo`009_l000000ooo003o0000o`000003o`00 00Wooooo000ool001kooooo0_oo001;ooooo`03o`00 0?oooooooooo04Wooooo0_oo000Looooo`ooo`005_ooool004Kooooo0_oo0019ooooo`03o`000?oo oooooooo04Oooooo0_oo0013ooooo`00B?ooool00ooo003oooooooooo`16ooooo`03o`000?oooooo oooo04Gooooo0_oo0015ooooo`00BOooool2ool004Kooooo00?o0000ooooooooool0A?ooool00ooo 003oooooooooo`15ooooo`00Boooool2ool004Cooooo00?o0000ooooooooool0@_ooool2ool004So oooo001=ooooo`;oo`00@_ooool00ol0003oooooooooo`10ooooo`;oo`00B_ooool004oooooo0_oo 0010ooooo`03o`000?oooooooooo03kooooo0_oo001Oooool2ool0057ooooo001Fooooo`03ool00?oooooooooo03Sooooo00?o0000ooooooooool0 =oooool2ool005?ooooo001Gooooo`;oo`00>?ooool00ol0003oooooooooo`0fooooo`03ool00?oo oooooooo05?ooooo001Iooooo`;oo`00=_ooool00ol0003oooooooooo`0dooooo`;oo`00E_ooool0 05_ooooo00?oo`00ooooooooool0ooooo`06ool00?ooooooooooo`000?oooooo o`00S?ooool008kooooo00Koo`00oooooooooooo0000oooooooo002ooooo`;oo`0000Coooooo`000?oo003oo`00S?ooool008oooooo1?oo 002=ooooo`00TOooool00ol0003oooooooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-1.63536, -1.61844, 0.0112783, \ 0.0112783}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.329456 0.5 0.329456 [ [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .82937 .5 m .97619 .5 L s .82531 .55152 m .95613 .48487 L s .81324 .60178 m .89955 .483 L s .79347 .64953 m .81644 .50451 L s .76646 .6936 m .72109 .55396 L s .7329 .7329 m .62908 .62908 L s .6936 .76646 m .55396 .72109 L s .64953 .79347 m .50451 .81644 L s .60178 .81324 m .483 .89955 L s .55152 .82531 m .48487 .95613 L s .5 .82937 m .5 .97619 L s .44848 .82531 m .51513 .95613 L s .39822 .81324 m .517 .89955 L s .35047 .79347 m .49549 .81644 L s .3064 .76646 m .44604 .72109 L s .2671 .7329 m .37092 .62908 L s .23354 .6936 m .27891 .55396 L s .20653 .64953 m .18356 .50451 L s .18676 .60178 m .10045 .483 L s .17469 .55152 m .04387 .48487 L s .17063 .5 m .02381 .5 L s .17469 .44848 m .04387 .51513 L s .18676 .39822 m .10045 .517 L s .20653 .35047 m .18356 .49549 L s .23354 .3064 m .27891 .44604 L s .2671 .2671 m .37092 .37092 L s .3064 .23354 m .44604 .27891 L s .35047 .20653 m .49549 .18356 L s .39822 .18676 m .517 .10045 L s .44848 .17469 m .51513 .04387 L s .5 .17063 m .5 .02381 L s .55152 .17469 m .48487 .04387 L s .60178 .18676 m .483 .10045 L s .64953 .20653 m .50451 .18356 L s .6936 .23354 m .55396 .27891 L s .7329 .2671 m .62908 .37092 L s .76646 .3064 m .72109 .44604 L s .79347 .35047 m .81644 .49549 L s .81324 .39822 m .89955 .517 L s .82531 .44848 m .95613 .51513 L s .82937 .5 m .97619 .5 L s 1 0 0 r .97619 .5 m .97614 .49914 L .97601 .49836 L .97576 .49746 L .97542 .49661 L .97457 .49512 L .9733 .49355 L .97149 .49186 L .9691 .49016 L .9636 .48736 L .96031 .48612 L .95635 .48492 L .95259 .48401 L .94814 .48315 L .94527 .48271 L .94249 .48235 L .9395 .48203 L .93669 .4818 L .93382 .48162 L .93105 .4815 L .92803 .48142 L .9263 .4814 L .92467 .4814 L .92137 .48144 L .91827 .48152 L .91653 .48159 L .91461 .48169 L .91106 .4819 L .90398 .48251 L .89716 .48329 L .88065 .48591 L .86188 .49004 L .82416 .50163 L .77962 .52055 L .70147 .56746 L .6589 .60123 L .62222 .63605 L .56202 .70916 L .53476 .75256 L .51443 .79267 L .49841 .83338 L .49256 .85237 L .48832 .8691 L .48538 .88357 L .48318 .89802 L .4824 .90513 L .48187 .91153 L .48166 .91509 L .48152 .91827 L .48147 .91999 L Mistroke .48143 .92184 L .4814 .92514 L .48141 .92679 L .48143 .9285 L .48152 .93149 L .48167 .93461 L .48178 .93634 L .4819 .93792 L .48243 .94318 L .48281 .94596 L .48319 .9484 L .48403 .9527 L .4851 .95698 L .4874 .96369 L .48885 .9668 L .49056 .96972 L .49247 .9722 L .49337 .97314 L .49434 .97399 L .4952 .97462 L .49614 .97518 L .49701 .97559 L .49782 .97587 L .49832 .976 L .49879 .97609 L .49967 .97618 L .50062 .97616 L .50115 .9761 L .50164 .97601 L .50256 .97575 L .50342 .9754 L .50419 .975 L .50503 .97447 L .50685 .97292 L .50847 .97107 L .51124 .96664 L .51252 .96389 L .51382 .96047 L .51501 .95658 L .51611 .95204 L .51711 .94655 L .51747 .94395 L .51781 .94106 L .51808 .93822 L .51828 .93554 L .51843 .93277 L .51853 .93008 L .51859 .92685 L .5186 .92379 L .51854 .92034 L Mistroke .51849 .91856 L .51841 .91657 L .51822 .91301 L .51799 .90963 L .51725 .9017 L .51634 .89441 L .51511 .88636 L .51194 .87022 L .50811 .85481 L .49481 .81469 L .47699 .77465 L .42675 .69356 L .36539 .62361 L .29276 .56336 L .24951 .53594 L .20936 .51535 L .16877 .49914 L .14978 .49317 L .13296 .48879 L .11873 .4858 L .1039 .48343 L .0966 .48257 L .09 .48198 L .08648 .48175 L .08333 .48159 L .07994 .48147 L .07827 .48143 L .07647 .4814 L .0731 .48141 L .07009 .48146 L .06854 .48152 L .06687 .48159 L .06359 .48178 L .06079 .48201 L .0579 .4823 L .05294 .48297 L .04818 .48384 L .04404 .48482 L .03727 .48701 L .03403 .48843 L .03107 .49006 L .02872 .49169 L .02699 .49324 L .02543 .49513 L .02478 .49622 L .02453 .49674 L .02433 .49723 L .02405 .49812 L .02394 .4986 L .02386 .49911 L Mistroke .02382 .49964 L .02381 .50015 L .02389 .5011 L .02406 .50194 L .02435 .50283 L .02472 .50368 L .02515 .50444 L .02653 .50627 L .02829 .50796 L .03055 .50962 L .03306 .51108 L .03647 .51267 L .04016 .51403 L .04371 .51509 L .04792 .5161 L .05207 .51689 L .05617 .51749 L .0609 .518 L .06371 .51823 L .06642 .51839 L .06937 .51851 L .07214 .51858 L .07542 .5186 L .07861 .51856 L .08164 .51848 L .08498 .51834 L .0882 .51815 L .09122 .51792 L .09845 .51723 L .10638 .51623 L .12214 .51355 L .1405 .50936 L .17556 .49847 L .21019 .48427 L .25256 .46232 L .29272 .43667 L .36443 .37732 L .43046 .30141 L .47622 .22689 L .49356 .18849 L .50552 .15426 L .51055 .13572 L .51403 .11963 L .51552 .11114 L .51679 .10223 L .51767 .09417 L .51796 .09071 L .51822 .08701 L .51841 .08345 L .51848 .08154 L Mistroke .51854 .07979 L .51859 .0767 L .5186 .07348 L .51857 .07171 L .51853 .06982 L .51847 .06806 L .51839 .06647 L .51821 .06352 L .51797 .0605 L .51737 .0553 L .51666 .05076 L .51571 .04616 L .51451 .04167 L .51202 .03498 L .51061 .0322 L .50897 .02961 L .50749 .02776 L .50586 .02617 L .50504 .02555 L .50427 .02505 L .5035 .02464 L .5028 .02434 L .50196 .02407 L .50105 .02388 L .5002 .02381 L .4994 .02383 L .49848 .02396 L .49762 .02419 L .49669 .02455 L .4957 .02506 L .49392 .02636 L .4923 .02799 L .49059 .03024 L .48885 .03319 L .48625 .03932 L .48511 .04296 L .48402 .04737 L .48321 .05149 L .4825 .05623 L .48222 .05865 L .48199 .06102 L .4818 .0634 L .48165 .06564 L .48152 .06836 L .48143 .07136 L .4814 .07423 L .48141 .07702 L .48148 .08034 L .48159 .08349 L .48178 .08704 L Mistroke .48205 .09091 L .48283 .09905 L .48386 .10706 L .48659 .12284 L .49017 .13863 L .49435 .15383 L .50706 .19004 L .5247 .22869 L .54542 .26551 L .57456 .30819 L .60657 .34715 L .68155 .41754 L .75616 .46725 L .79493 .48658 L .83452 .50197 L .8661 .51099 L .88286 .51449 L .89764 .51677 L .90492 .51758 L .91144 .51812 L .91507 .51834 L .91829 .51848 L .92004 .51853 L .92192 .51857 L .92524 .5186 L .92837 .51857 L .93011 .51853 L .93172 .51847 L .93338 .5184 L .93487 .51832 L .93814 .51809 L .94082 .51784 L .94364 .51751 L .9485 .51679 L .95303 .51589 L .95679 .51495 L .96049 .51381 L .96407 .51244 L .96698 .51106 L .96932 .5097 L .97122 .50835 L .97292 .50685 L .97433 .50521 L .97484 .50446 L .97529 .50364 L .97553 .50314 L .97571 .50267 L .97599 .50174 L .97614 .5009 L .97619 .5 L Mistroke Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .98179 .5 m .95214 .51153 L .85892 .53928 L .73108 .58911 L .59354 .65926 L .45607 .74873 L .35188 .83286 L .28334 .8979 L .27353 .90741 L .2659 .91417 L .26355 .91591 L .26244 .91659 L .26151 .91706 L .26103 .91724 L .2608 .91731 L .26056 .91738 L .26016 .91744 L .25983 .91745 L .25949 .9174 L .25921 .9173 L .25898 .91717 L .25876 .91697 L .25858 .91674 L .25841 .91643 L .25828 .91609 L .25818 .91574 L .25809 .91528 L .25806 .915 L .25803 .91471 L .25801 .91416 L .25801 .91351 L .25803 .91284 L .25809 .91206 L .25817 .91127 L .25827 .91049 L .25901 .90615 L .26119 .89658 L .26459 .88334 L .28507 .79822 L .29648 .73685 L .30216 .69856 L .3067 .66109 L .31046 .62117 L .31204 .59959 L .31339 .57642 L .31385 .56663 L .31428 .55608 L .31459 .54692 L .31486 .53692 L .315 .53083 L Mistroke .3151 .52518 L .31518 .51978 L .31522 .51702 L .31525 .51403 L .31527 .51107 L .31529 .50836 L .31531 .50303 L .31531 .49818 L .3153 .49307 L .31526 .48798 L .31524 .4851 L .31521 .48245 L .31515 .47767 L .31506 .47241 L .31487 .4633 L .31461 .45365 L .31379 .43204 L .31276 .41195 L .31027 .37649 L .30676 .33944 L .29703 .26659 L .28477 .20039 L .26436 .11582 L .26083 .10195 L .25957 .09651 L .25872 .09229 L .25838 .0903 L .25825 .08934 L .25814 .08838 L .25809 .0879 L .25806 .08749 L .25803 .08709 L .25801 .08672 L .25801 .08633 L .258 .08599 L .25801 .08563 L .25803 .08528 L .25809 .08478 L .25817 .08431 L .25828 .08391 L .2584 .08359 L .25856 .08329 L .25866 .08314 L .25877 .08302 L .25901 .08281 L .25916 .08272 L .2593 .08266 L .25958 .08258 L .25988 .08255 L .26022 .08257 L Mistroke .26063 .08264 L .26085 .0827 L .2611 .08279 L .26159 .08298 L .26259 .0835 L .26494 .08508 L .26759 .08722 L .28648 .1052 L .3529 .16806 L .46567 .25824 L .60311 .34621 L .7422 .4158 L .87172 .46492 L .95507 .48928 L .98179 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg?ooool00ol0003oooooooooo`2ooooo`03o`000?oooooooooo 08cooooo001Iooooo`03ool00?oooooooooo02Gooooo00?oo`00ooooooooool03Oooool00ol0003o ooooooooo`2ooooo`00Foooool00ooo003oooooooooo`0aooooo`;oo`0000?o0000oooo ooooool0S?ooool005_ooooo00?oo`00ooooooooool0_ooool005oooooo00?oo`00ooooooooool0;oooool00ol0003oooooooooo`1B ooooo`;oo`00>?ooool005oooooo00?oo`00ooooooooool0;oooool00ol0003oooooooooo`1Doooo o`?oo`00=Oooool005oooooo00?oo`00ooooooooool0;oooool00ol0003oooooooooo`1Gooooo`;o o`00Oooool005oooooo00?oo`00ooooooooool0;oooool00ol0003oooooooooo`1?ooooo`;oo`00>ooo ool005oooooo00?oo`00ooooooooool0;oooool00ol0003oooooooooo`1ooooo`00Foooool00ooo003oooooooooo`0a ooooo`03ool00?oooooo000008kooooo001Kooooo`03ool00?oooooooooo02oooooo0_oo0002oooo o`03o`000?oooooooooo08cooooo001Jooooo`03ool00?oooooooooo02oooooo00?oo`00oooooooo ool00_ooool00ol0003oooooooooo`2Oooool00ol0003ooooo ooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-1.63536, -1.61844, 0.0112783, \ 0.0112783}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1.02437 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 0.413207 0.389505 0.512186 0.389505 [ [ 0 0 0 0 ] [ 1 1.02437 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 1.02437 L 0 1.02437 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .8026 .51219 m .97619 .51219 L s .79781 .5731 m .9629 .51946 L s .78355 .63252 m .92398 .53048 L s .76016 .68897 m .86219 .54853 L s .72824 .74107 m .78188 .57598 L s .68855 .78753 m .68855 .61394 L s .64209 .82721 m .58845 .66212 L s .58999 .85914 m .48796 .71871 L s .53354 .88252 m .3931 .78049 L s .47412 .89679 m .30903 .84315 L s .41321 .90158 m .23962 .90158 L s .35229 .89679 m .1872 .95043 L s .29288 .88252 m .15244 .98456 L s .23642 .85914 m .13439 .99958 L s .18432 .82721 m .13068 .99231 L s .13786 .78753 m .13786 .96112 L s .09818 .74107 m .15182 .90616 L s .06625 .68897 m .16828 .8294 L s .04287 .63252 m .1833 .73455 L s .0286 .5731 m .19369 .62674 L s .02381 .51219 m .1974 .51219 L s .0286 .45127 m .19369 .39763 L s .04287 .39186 m .1833 .28982 L s .06625 .3354 m .16828 .19497 L s .09818 .2833 m .15182 .11821 L s .13786 .23684 m .13786 .06325 L s .18432 .19716 m .13068 .03207 L s .23642 .16523 m .13439 .0248 L s .29288 .14185 m .15244 .03982 L s .35229 .12758 m .1872 .07394 L s .41321 .12279 m .23962 .12279 L s .47412 .12758 m .30903 .18122 L s .53354 .14185 m .3931 .24388 L s .58999 .16523 m .48796 .30566 L s .64209 .19716 m .58845 .36225 L s .68855 .23684 m .68855 .41043 L s .72824 .2833 m .78188 .44839 L s .76016 .3354 m .86219 .47584 L s .78355 .39186 m .92398 .49389 L s .79781 .45127 m .9629 .50491 L s .8026 .51219 m .97619 .51219 L s 1 0 0 r .97619 .51219 m .94154 .52566 L .83261 .55809 L .68323 .61631 L .52251 .69828 L .36187 .80283 L .24012 .90114 L .16004 .97714 L .14858 .98825 L .13966 .99615 L .13691 .99818 L .13561 .99897 L .13452 .99952 L .13397 .99974 L .13369 .99982 L .13341 .99989 L .13295 .99997 L .13256 .99998 L .13217 .99992 L .13184 .99981 L .13157 .99965 L .13132 .99942 L .1311 .99915 L .1309 .99879 L .13075 .9984 L .13064 .99799 L .13054 .99745 L .13049 .99711 L .13047 .99679 L .13043 .99614 L .13044 .99538 L .13047 .9946 L .13053 .99369 L .13063 .99276 L .13074 .99185 L .13161 .98678 L .13416 .9756 L .13812 .96012 L .16205 .86066 L .17539 .78895 L .18203 .74421 L .18734 .70043 L .19173 .65378 L .19358 .62856 L .19515 .60148 L .19569 .59005 L .19619 .57771 L .19655 .56702 L .19687 .55532 L .19703 .54821 L Mistroke .19715 .54161 L .19725 .5353 L .19729 .53207 L .19732 .52858 L .19735 .52513 L .19737 .52196 L .19739 .51573 L .19739 .51006 L .19738 .50409 L .19734 .49814 L .19731 .49478 L .19728 .49167 L .1972 .48609 L .1971 .47994 L .19688 .4693 L .19657 .45803 L .19562 .43277 L .19441 .40929 L .19151 .36786 L .1874 .32457 L .17604 .23944 L .16171 .16208 L .13786 .06326 L .13374 .04706 L .13226 .0407 L .13126 .03578 L .13087 .03345 L .13072 .03232 L .13058 .0312 L .13053 .03065 L .13049 .03016 L .13046 .02969 L .13044 .02927 L .13043 .02881 L .13043 .02841 L .13044 .02799 L .13047 .02758 L .13053 .027 L .13062 .02644 L .13075 .02598 L .13089 .02561 L .13108 .02525 L .1312 .02508 L .13133 .02494 L .13161 .0247 L .13178 .02459 L .13195 .02452 L .13228 .02442 L .13262 .02439 L .13303 .02441 L Mistroke .13351 .0245 L .13376 .02457 L .13405 .02466 L .13462 .02489 L .13579 .0255 L .13854 .02735 L .14163 .02984 L .16371 .05086 L .24132 .1243 L .37309 .22969 L .5337 .33249 L .69622 .4138 L .84757 .47119 L .94497 .49966 L .97619 .51219 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{281.125, 287.938}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .98179 .5 m .98178 .50143 L .98174 .50274 L .98167 .50424 L .98157 .50566 L .98132 .50819 L .98095 .51093 L .98042 .51395 L .97972 .51714 L .97809 .52286 L .97593 .52873 L .97346 .53421 L .96623 .54657 L .9566 .55894 L .94583 .57001 L .915 .59382 L .88117 .61296 L .83745 .63182 L .7901 .64745 L .73428 .66138 L .70519 .6671 L .67267 .67242 L .64381 .67627 L .61147 .67968 L .59602 .68098 L .57935 .68217 L .56485 .68301 L .54902 .68373 L .53972 .68406 L .5311 .6843 L .52285 .68448 L .51869 .68455 L .51408 .68461 L .50995 .68465 L .50616 .68467 L .502 .68469 L .49991 .68469 L .49762 .68469 L .49374 .68467 L .48961 .68465 L .4857 .68461 L .48216 .68456 L .47483 .68444 L .46677 .68425 L .45051 .68371 L .43551 .68303 L .42152 .68222 L .39028 .67983 L .35724 .67639 L .32683 .67235 L Mistroke .29456 .66706 L .23874 .65518 L .18845 .64088 L .14071 .62305 L .09903 .60239 L .06712 .58108 L .05437 .5702 L .04293 .55841 L .03414 .54711 L .02779 .53666 L .02273 .52524 L .02074 .51892 L .02002 .51601 L .01939 .51292 L .01895 .51027 L .01876 .50887 L .01859 .50736 L .01846 .50597 L .01836 .5047 L .01829 .50349 L .01824 .50221 L .01821 .50082 L .01821 .49933 L .01824 .49792 L .01828 .49665 L .01837 .49515 L .0185 .49352 L .01883 .49058 L .01928 .4877 L .01988 .48461 L .02131 .47906 L .02359 .47247 L .0262 .46649 L .03363 .45364 L .04287 .44167 L .0667 .41925 L .09542 .39971 L .13057 .38145 L .17586 .36336 L .22381 .34867 L .28054 .33558 L .33893 .32594 L .36942 .32222 L .38685 .32048 L .40347 .31906 L .41884 .31795 L .43561 .31697 L .45092 .31627 L .4651 .3158 L .47302 .3156 L Mistroke .48045 .31546 L .48471 .3154 L .48861 .31536 L .49076 .31535 L .49311 .31533 L .49533 .31532 L .49738 .31531 L .49954 .31531 L .50186 .31531 L .50406 .31532 L .50608 .31533 L .50992 .31535 L .51396 .31539 L .51832 .31545 L .52238 .31551 L .53161 .31571 L .53986 .31595 L .54748 .31621 L .56469 .31698 L .57979 .31786 L .59573 .31899 L .62304 .32144 L .65269 .32483 L .70966 .33372 L .76719 .34631 L .81774 .36117 L .86493 .37942 L .90272 .39862 L .93174 .41803 L .94555 .42972 L .9566 .44106 L .96495 .45159 L .97199 .46292 L .97624 .47203 L .97812 .47724 L .97953 .48212 L .98053 .48662 L .98119 .49073 L .98145 .49301 L .98156 .49421 L .98165 .49549 L .98172 .49672 L .98176 .49783 L .98179 .49895 L .98179 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: .69167 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 0.5 0.329456 0.345833 0.329456 [ [ 0 0 0 0 ] [ 1 .69167 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 .69167 L 0 .69167 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .82937 .34583 m .97619 .34583 L s .82531 .39736 m .97033 .37439 L s .81324 .44761 m .95288 .40224 L s .79347 .49536 m .92429 .4287 L s .76646 .53943 m .88525 .45313 L s .7329 .57873 m .83672 .47491 L s .6936 .6123 m .7799 .49351 L s .64953 .6393 m .71619 .50848 L s .60178 .65908 m .64715 .51944 L s .55152 .67114 m .57449 .52613 L s .5 .6752 m .5 .52837 L s .44848 .67114 m .42551 .52613 L s .39822 .65908 m .35285 .51944 L s .35047 .6393 m .28381 .50848 L s .3064 .6123 m .2201 .49351 L s .2671 .57873 m .16328 .47491 L s .23354 .53943 m .11475 .45313 L s .20653 .49536 m .07571 .4287 L s .18676 .44761 m .04712 .40224 L s .17469 .39736 m .02967 .37439 L s .17063 .34583 m .02381 .34583 L s .17469 .29431 m .02967 .31728 L s .18676 .24405 m .04712 .28943 L s .20653 .1963 m .07571 .26296 L s .23354 .15224 m .11475 .23854 L s .2671 .11294 m .16328 .21676 L s .3064 .07937 m .2201 .19816 L s .35047 .05237 m .28381 .18319 L s .39822 .03259 m .35285 .17223 L s .44848 .02052 m .42551 .16554 L s .5 .01647 m .5 .16329 L s .55152 .02052 m .57449 .16554 L s .60178 .03259 m .64715 .17223 L s .64953 .05237 m .71619 .18319 L s .6936 .07937 m .7799 .19816 L s .7329 .11294 m .83672 .21676 L s .76646 .15224 m .88525 .23854 L s .79347 .1963 m .92429 .26296 L s .81324 .24405 m .95288 .28943 L s .82531 .29431 m .97033 .31728 L s .82937 .34583 m .97619 .34583 L s 1 0 0 r .97619 .34583 m .97618 .34725 L .97614 .34854 L .97606 .35002 L .97597 .35143 L .97572 .35393 L .97536 .35664 L .97483 .35962 L .97414 .36278 L .97253 .36843 L .97039 .37423 L .96795 .37965 L .96081 .39186 L .95129 .40409 L .94065 .41503 L .91017 .43856 L .87673 .45748 L .83352 .47612 L .78673 .49157 L .73155 .50534 L .70281 .51099 L .67066 .51625 L .64214 .52005 L .61017 .52342 L .5949 .52471 L .57842 .52588 L .5641 .52671 L .54845 .52743 L .53926 .52775 L .53074 .52799 L .52259 .52817 L .51847 .52824 L .51392 .5283 L .50984 .52833 L .50609 .52836 L .50197 .52837 L .49991 .52837 L .49764 .52837 L .49382 .52836 L .48973 .52833 L .48587 .52829 L .48237 .52825 L .47512 .52812 L .46716 .52794 L .45109 .52741 L .43626 .52673 L .42244 .52594 L .39155 .52358 L .3589 .52018 L .32884 .51617 L Mistroke .29695 .51095 L .24178 .4992 L .19207 .48507 L .14489 .46745 L .10369 .44703 L .07215 .42597 L .05955 .41522 L .04825 .40356 L .03956 .3924 L .03328 .38207 L .02828 .37078 L .02632 .36453 L .0256 .36166 L .02498 .3586 L .02455 .35599 L .02436 .3546 L .02419 .3531 L .02406 .35174 L .02396 .35048 L .02389 .34928 L .02384 .34802 L .02381 .34664 L .02381 .34517 L .02384 .34378 L .02389 .34252 L .02397 .34104 L .0241 .33943 L .02443 .33652 L .02487 .33367 L .02546 .33063 L .02688 .32513 L .02913 .31863 L .03171 .31272 L .03906 .30001 L .04818 .28818 L .07174 .26602 L .10013 .24671 L .13487 .22866 L .17963 .21078 L .22702 .19626 L .2831 .18333 L .3408 .1738 L .37094 .17013 L .38817 .1684 L .40459 .167 L .41978 .1659 L .43636 .16493 L .45149 .16424 L .4655 .16377 L .47334 .16358 L Mistroke .48068 .16344 L .48489 .16339 L .48874 .16334 L .49087 .16333 L .49319 .16331 L .49538 .1633 L .49742 .1633 L .49954 .16329 L .50184 .16329 L .50401 .1633 L .50601 .16331 L .5098 .16333 L .5138 .16337 L .5181 .16343 L .52212 .16349 L .53124 .16369 L .5394 .16392 L .54693 .16418 L .56394 .16495 L .57886 .16581 L .59461 .16693 L .62161 .16935 L .65091 .1727 L .70722 .18148 L .76408 .19393 L .81405 .20862 L .86069 .22665 L .89804 .24563 L .92672 .26482 L .94037 .27637 L .95129 .28758 L .95954 .29799 L .9665 .30919 L .9707 .31819 L .97256 .32334 L .97395 .32817 L .97494 .33261 L .97559 .33667 L .97585 .33892 L .97596 .34011 L .97605 .34137 L .97612 .34259 L .97616 .34369 L .97618 .34479 L .97619 .34583 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 199.188}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .98179 .5 m .98178 .50258 L .98176 .50494 L .98171 .50765 L .98164 .51021 L .98147 .51478 L .98121 .51972 L .98084 .52517 L .98036 .53093 L .97923 .54124 L .97774 .55185 L .97603 .56173 L .97103 .58402 L .96437 .60635 L .95692 .62633 L .93559 .66929 L .91219 .70382 L .88195 .73785 L .84921 .76606 L .81059 .79119 L .79048 .80151 L .76798 .8111 L .74802 .81805 L .72565 .8242 L .71497 .82656 L .70343 .82869 L .69341 .83021 L .68246 .83151 L .67603 .83211 L .67007 .83255 L .66436 .83287 L .66148 .83299 L .6583 .8331 L .65544 .83317 L .65281 .83321 L .64994 .83324 L .64849 .83324 L .6469 .83324 L .64423 .83321 L .64136 .83316 L .63867 .83309 L .63621 .83301 L .63114 .83279 L .62557 .83245 L .61433 .83148 L .60395 .83024 L .59427 .82879 L .57266 .82448 L .54981 .81828 L .52878 .81097 L Mistroke .50646 .80143 L .46785 .77999 L .43306 .75419 L .40005 .72202 L .37121 .68475 L .34914 .64629 L .34032 .62667 L .33241 .60539 L .32634 .58501 L .32194 .56614 L .31844 .54555 L .31707 .53414 L .31657 .52889 L .31613 .52331 L .31583 .51854 L .3157 .516 L .31558 .51327 L .31549 .51077 L .31542 .50848 L .31537 .5063 L .31534 .50399 L .31532 .50148 L .31531 .49879 L .31533 .49626 L .31537 .49396 L .31543 .49125 L .31552 .48831 L .31575 .483 L .31605 .4778 L .31647 .47224 L .31746 .46221 L .31903 .45033 L .32084 .43954 L .32598 .41635 L .33237 .39475 L .34885 .35429 L .36872 .31905 L .39303 .28609 L .42436 .25345 L .45752 .22695 L .49676 .20334 L .53715 .18593 L .55824 .17923 L .57029 .17608 L .58178 .17352 L .59241 .17152 L .60401 .16975 L .61461 .16849 L .62441 .16763 L .62989 .16728 L Mistroke .63503 .16703 L .63798 .16693 L .64068 .16685 L .64216 .16682 L .64379 .16679 L .64532 .16677 L .64674 .16676 L .64823 .16676 L .64984 .16676 L .65136 .16677 L .65276 .16679 L .65541 .16683 L .65821 .1669 L .66122 .167 L .66403 .16712 L .67042 .16748 L .67612 .1679 L .6814 .16838 L .6933 .16978 L .70374 .17136 L .71477 .1734 L .73366 .17781 L .75416 .18394 L .79357 .19996 L .83336 .2227 L .86833 .2495 L .90096 .28243 L .9271 .31708 L .94718 .3521 L .95672 .37319 L .96437 .39366 L .97014 .41266 L .97501 .4331 L .97795 .44953 L .97925 .45893 L .98023 .46775 L .98092 .47586 L .98137 .48328 L .98156 .48738 L .98163 .48955 L .9817 .49186 L .98174 .49407 L .98177 .49608 L .98179 .4981 L .98179 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: .81773 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 0.413207 0.389505 0.408867 0.389505 [ [ 0 0 0 0 ] [ 1 .81773 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 .81773 L 0 .81773 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .8026 .40887 m .97619 .40887 L s .79781 .46978 m .9714 .46978 L s .78355 .5292 m .95713 .5292 L s .76016 .58565 m .93375 .58565 L s .72824 .63775 m .90182 .63775 L s .68855 .68421 m .86214 .68421 L s .64209 .7239 m .81568 .7239 L s .58999 .75582 m .76358 .75582 L s .53354 .77921 m .70712 .77921 L s .47412 .79347 m .64771 .79347 L s .41321 .79826 m .58679 .79826 L s .35229 .79347 m .52588 .79347 L s .29288 .77921 m .46646 .77921 L s .23642 .75582 m .41001 .75582 L s .18432 .7239 m .35791 .7239 L s .13786 .68421 m .31145 .68421 L s .09818 .63775 m .27176 .63775 L s .06625 .58565 m .23984 .58565 L s .04287 .5292 m .21645 .5292 L s .0286 .46978 m .20219 .46978 L s .02381 .40887 m .1974 .40887 L s .0286 .34795 m .20219 .34795 L s .04287 .28854 m .21645 .28854 L s .06625 .23208 m .23984 .23208 L s .09818 .17999 m .27176 .17999 L s .13786 .13352 m .31145 .13352 L s .18432 .09384 m .35791 .09384 L s .23642 .06191 m .41001 .06191 L s .29288 .03853 m .46646 .03853 L s .35229 .02426 m .52588 .02426 L s .41321 .01947 m .58679 .01947 L s .47412 .02426 m .64771 .02426 L s .53354 .03853 m .70712 .03853 L s .58999 .06191 m .76358 .06191 L s .64209 .09384 m .81568 .09384 L s .68855 .13352 m .86214 .13352 L s .72824 .17999 m .90182 .17999 L s .76016 .23208 m .93375 .23208 L s .78355 .28854 m .95713 .28854 L s .79781 .34795 m .9714 .34795 L s .8026 .40887 m .97619 .40887 L s 1 0 0 r .97619 .40887 m .97618 .41189 L .97615 .41463 L .97609 .41781 L .97601 .4208 L .97581 .42613 L .97551 .43191 L .97508 .43827 L .97451 .44501 L .9732 .45706 L .97145 .46945 L .96945 .481 L .96361 .50705 L .95583 .53314 L .94713 .55648 L .9222 .60668 L .89486 .64703 L .85953 .6868 L .82126 .71976 L .77614 .74913 L .75263 .76118 L .72635 .7724 L .70302 .78051 L .67688 .7877 L .6644 .79045 L .65092 .79295 L .63921 .79472 L .62642 .79624 L .6189 .79694 L .61193 .79745 L .60526 .79783 L .6019 .79797 L .59818 .7981 L .59484 .79818 L .59177 .79823 L .58841 .79826 L .58672 .79826 L .58487 .79826 L .58174 .79823 L .57839 .79817 L .57524 .79809 L .57237 .798 L .56645 .79773 L .55994 .79734 L .5468 .7962 L .53467 .79476 L .52337 .79306 L .49811 .78803 L .47142 .78078 L .44683 .77224 L Mistroke .42075 .76109 L .37564 .73604 L .33499 .7059 L .29641 .6683 L .26272 .62475 L .23693 .57981 L .22662 .55688 L .21738 .53201 L .21028 .5082 L .20514 .48616 L .20105 .46209 L .19945 .44876 L .19886 .44262 L .19835 .4361 L .198 .43053 L .19785 .42757 L .19771 .42438 L .1976 .42146 L .19752 .41878 L .19747 .41622 L .19742 .41353 L .1974 .41059 L .1974 .40745 L .19742 .40449 L .19746 .4018 L .19753 .39864 L .19764 .39521 L .1979 .389 L .19826 .38293 L .19875 .37643 L .19991 .36471 L .20175 .35083 L .20386 .33822 L .20986 .31112 L .21733 .28588 L .23659 .23861 L .2598 .19743 L .28821 .15891 L .32482 .12077 L .36357 .0898 L .40942 .06221 L .45661 .04187 L .48126 .03404 L .49535 .03036 L .50877 .02737 L .52119 .02504 L .53475 .02296 L .54713 .0215 L .55858 .02049 L .56499 .02008 L Mistroke .571 .01979 L .57444 .01967 L .57759 .01958 L .57933 .01954 L .58122 .01951 L .58302 .01949 L .58468 .01948 L .58642 .01947 L .5883 .01947 L .59008 .01948 L .59171 .0195 L .59481 .01955 L .59808 .01963 L .6016 .01975 L .60488 .01989 L .61234 .02031 L .61901 .0208 L .62517 .02137 L .63908 .023 L .65128 .02485 L .66416 .02723 L .68624 .03238 L .7102 .03954 L .75624 .05827 L .80274 .08483 L .8436 .11616 L .88174 .15463 L .91228 .19512 L .93574 .23604 L .9469 .26069 L .95583 .2846 L .96258 .3068 L .96826 .33069 L .9717 .34989 L .97322 .36087 L .97436 .37118 L .97517 .38066 L .9757 .38933 L .97591 .39412 L .976 .39666 L .97607 .39935 L .97613 .40194 L .97616 .40429 L .97618 .40665 L .97619 .40887 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 235.5}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg_ooool006[ooooo0_oo 001jooooo`;oo`00>?ooool006Wooooo00?oo`00ooooooooool0O?ooool00ooo003oooooooooo`0e ooooo`00Ioooool2ool0083ooooo00?oo`00ooooooooool0=?ooool003Cooooo<_l000000ooo003o ooooooooo`1?oooooc;o00000_oo000dooooo`00IOooool00ooo003oooooooooo`24ooooo`03ool0 0?oooooooooo037ooooo001Tooooo`03ool00?oooooooooo08Kooooo00?oo`00ooooooooool0ooooo`03ool00?oooooooooo02co oooo001Oooooo`03ool00?oooooooooo093ooooo00?oo`00ooooooooool0:oooool005kooooo00?o o`00ooooooooool0TOooool00ooo003oooooooooo`0[ooooo`00GOooool00ooo003oooooooooo`2C ooooo`03ool00?oooooooooo02[ooooo001Looooo`03ool00?oooooooooo09Gooooo00?oo`00oooo ooooool0:Oooool005_ooooo00?oo`00ooooooooool0Uoooool00ooo003oooooooooo`0Xooooo`00 9ooooolco`000003ool00?oooooooooo06Sooooooooo o`00@?ooool00ooo003oooooooooo`3=ooooo`03ool00?oooooooooo00gooooo0010ooooo`03ool0 0?oooooooooo0oooool00ooo003ooooo ooooo`3Gooooo`03ool00?oooooooooo00Sooooo000kooooo`03ool00?oooooooooo0=Oooooo00?o o`00ooooooooool02?ooool003_ooooo00?oo`00ooooooooool0eoooool00ooo003oooooooooo`08 ooooo`00>_ooool00ooo003oooooooooo`3Hooooo`03ool00?oooooooooo00Sooooo000jooooo`03 ool00?oooooooooo0=Sooooo00?oo`00ooooooooool02?ooool003[ooooo00?oo`00ooooooooool0 fOooool00ooo003oooooooooo`07ooooo`00>_ooool00ooo003oooooooooo`3Iooooo`03ool00?oo oooooooo00Oooooo0008oooooc7o000000?oo`00o`000?ooool0Z?oooolbo`000003ool00?oooooo oooo00Oooooo000iooooo`03ool00?oooooooooo0=[ooooo00?oo`00ooooooooool01oooool003Wo oooo00?oo`00ooooooooool0foooool00ooo003oooooooooo`06ooooo`00>Oooool00ooo003ooooo ooooo`3Kooooo`03ool00?oooooooooo00Kooooo000iooooo`03ool00?oooooooooo0=_ooooo00?o o`00ooooooooool01_ooool003Wooooo00?oo`00ooooooooool0foooool00ooo003oooooooooo`06 ooooo`00>Oooool00ooo003oooooooooo`3Kooooo`03ool00?oooooooooo00Kooooo000iooooo`03 ool00?oooooooooo0=_ooooo00?oo`00ooooooooool01_ooool003Wooooo00?oo`00ooooooooool0 foooool00ooo003oooooooooo`06ooooo`00>Oooool00ooo003oooooooooo`3Kooooo`03ool00?oo oooooooo00Kooooo000hooooo`03ool00?oooooooooo0=cooooo00?oo`00ooooooooool01_ooool0 03Sooooo00?oo`00ooooooooool0g?ooool00ooo003oooooooooo`06ooooo`00>?ooool00ooo003o ooooooooo`3Looooo`03ool00?oooooooooo00Kooooo000hooooo`03ool00?oooooooooo0=cooooo 00?oo`00ooooooooool01_ooool003Sooooo00?oo`00ooooooooool0gOooool00ooo003ooooooooo o`05ooooo`00>?ooool00ooo003oooooooooo`3Mooooo`03ool00?oooooooooo00Gooooo000hoooo o`03ool00?oooooooooo0=gooooo00?oo`00ooooooooool01Oooool000Kooooo<_l000000ooo003o ooooooooo`0kooooo`03o`000?oooooooooo06gooooo<_l000000ooo003oooooooooo`05ooooo`00 >?ooool00ooo003oooooooooo`3Mooooo`03ool00?oooooooooo00Gooooo000hooooo`03ool00?oo oooooooo0=gooooo00?oo`00ooooooooool01Oooool003Sooooo00?oo`00ooooooooool0gOooool0 0ooo003oooooooooo`05ooooo`00>?ooool00ooo003oooooooooo`3Mooooo`03ool00?oooooooooo 00Gooooo000hooooo`03ool00?oooooooooo0=cooooo00?oo`00ooooooooool01_ooool003Sooooo 00?oo`00ooooooooool0g?ooool00ooo003oooooooooo`06ooooo`00>?ooool00ooo003ooooooooo o`3Looooo`03ool00?oooooooooo00Kooooo000hooooo`03ool00?oooooooooo0=cooooo00?oo`00 ooooooooool01_ooool003Sooooo00?oo`00ooooooooool0g?ooool00ooo003oooooooooo`06oooo o`00>Oooool00ooo003oooooooooo`3Kooooo`03ool00?oooooooooo00Kooooo000iooooo`03ool0 0?oooooooooo0=_ooooo00?oo`00ooooooooool01_ooool003Wooooo00?oo`00ooooooooool0fooo ool00ooo003oooooooooo`06ooooo`00>Oooool00ooo003oooooooooo`3Kooooo`03ool00?oooooo oooo00Kooooo000iooooo`03ool00?oooooooooo0=_ooooo00?oo`00ooooooooool01_ooool003Wo oooo00?oo`00ooooooooool0foooool00ooo003oooooooooo`06ooooo`00>Oooool00ooo003ooooo ooooo`3Kooooo`03ool00?oooooooooo00Kooooo000iooooo`03ool00?oooooooooo0=[ooooo00?o o`00ooooooooool01oooool000Sooooo_ooool00ooo003oooooooooo`3Iooooo`03ool00?oooooooooo00Oooooo000jooooo`03ool0 0?oooooooooo0=Wooooo00?oo`00ooooooooool01oooool003[ooooo00?oo`00ooooooooool0fOoo ool00ooo003oooooooooo`07ooooo`00>_ooool00ooo003oooooooooo`3Iooooo`03ool00?oooooo oooo00Oooooo000jooooo`03ool00?oooooooooo0=Sooooo00?oo`00ooooooooool02?ooool003_o oooo00?oo`00ooooooooool0eoooool00ooo003oooooooooo`08ooooo`00>oooool00ooo003ooooo ooooo`3Gooooo`03ool00?oooooooooo00Sooooo000kooooo`03ool00?oooooooooo0=Kooooo00?o o`00ooooooooool02Oooool003cooooo00?oo`00ooooooooool0eOooool00ooo003oooooooooo`09 ooooo`00??ooool00ooo003oooooooooo`3Eooooo`03ool00?oooooooooo00Wooooo000looooo`03 ool00?oooooooooo0=Gooooo00?oo`00ooooooooool02Oooool003cooooo00?oo`00ooooooooool0 e?ooool00ooo003oooooooooo`0:ooooo`00?Oooool00ooo003oooooooooo`3Cooooo`03ool00?oo oooooooo00[ooooo000mooooo`03ool00?oooooooooo0=?ooooo00?oo`00ooooooooool02_ooool0 03gooooo00?oo`00ooooooooool0doooool00ooo003oooooooooo`0:ooooo`003?oooolbo`000003 ool00?oooooooooo09oooooo<_l000000ooo003oooooooooo`0;ooooo`00?_ooool00ooo003ooooo ooooo`3Aooooo`03ool00?oooooooooo00_ooooo000nooooo`03ool00?oooooooooo0=7ooooo00?o o`00ooooooooool02oooool003oooooo00?oo`00ooooooooool0coooool00ooo003oooooooooo`0< ooooo`00?oooool00ooo003oooooooooo`3?ooooo`03ool00?oooooooooo00cooooo0010ooooo`03 ool00?oooooooooo0ooooo`00@_ooool00ooo003o ooooooooo`39ooooo`03ool00?oooooooooo00oooooo0012ooooo`03ool00?oooooooooo0_ooool006gooooo0_oo001cooooo`03ool00?oooooooooo03_ooooo001_ooooo`;oo`00 Koooool2ool003kooooo001aooooo`;oo`00K?ooool00ooo003oooooooooo`0nooooo`00Loooool0 0ooo003oooooooooo`1Wooooo`;oo`00@Oooool007Cooooo0_oo001Tooooo`?oo`00@oooool004?o oooo"], ImageRangeCache->{{{0, 287}, {234.5, 0}} -> {-1.0619, -1.04972, 0.00895279, \ 0.00895279}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .98179 .5 m .98178 .50374 L .98174 .50714 L .98167 .51106 L .98157 .51477 L .98132 .52136 L .98095 .52851 L .98042 .53638 L .97972 .54472 L .97809 .55963 L .97593 .57496 L .97346 .58925 L .96623 .62148 L .9566 .65376 L .94583 .68264 L .915 .74476 L .88117 .79468 L .83745 .84388 L .7901 .88466 L .73428 .921 L .70519 .93592 L .67267 .94979 L .64381 .95983 L .61147 .96872 L .59602 .97213 L .57935 .97522 L .56485 .97741 L .54902 .97929 L .53972 .98015 L .5311 .98079 L .52285 .98125 L .51869 .98143 L .51408 .98159 L .50995 .98169 L .50616 .98176 L .502 .98179 L .49991 .98179 L .49762 .98179 L .49374 .98175 L .48961 .98168 L .4857 .98158 L .48216 .98146 L .47483 .98114 L .46677 .98065 L .45051 .97925 L .43551 .97746 L .42152 .97536 L .39028 .96913 L .35724 .96016 L .32683 .9496 L Mistroke .29456 .9358 L .23874 .90481 L .18845 .86751 L .14071 .821 L .09903 .76711 L .06712 .71151 L .05437 .68313 L .04293 .65236 L .03414 .6229 L .02779 .59563 L .02273 .56586 L .02074 .54936 L .02002 .54176 L .01939 .5337 L .01895 .5268 L .01876 .52314 L .01859 .51919 L .01846 .51558 L .01836 .51227 L .01829 .5091 L .01824 .50577 L .01821 .50213 L .01821 .49825 L .01824 .49459 L .01828 .49126 L .01837 .48734 L .0185 .4831 L .01883 .47542 L .01928 .46791 L .01988 .45986 L .02131 .44536 L .02359 .42819 L .0262 .41259 L .03363 .37906 L .04287 .34783 L .0667 .28934 L .09542 .23839 L .13057 .19073 L .17586 .14355 L .22381 .10523 L .28054 .07109 L .33893 .04593 L .36942 .03624 L .38685 .03168 L .40347 .02798 L .41884 .02509 L .43561 .02253 L .45092 .02071 L .4651 .01947 L .47302 .01896 L Mistroke .48045 .0186 L .48471 .01845 L .48861 .01834 L .49076 .01829 L .49311 .01825 L .49533 .01823 L .49738 .01821 L .49954 .01821 L .50186 .01821 L .50406 .01822 L .50608 .01824 L .50992 .01831 L .51396 .01841 L .51832 .01855 L .52238 .01873 L .53161 .01924 L .53986 .01986 L .54748 .02055 L .56469 .02257 L .57979 .02486 L .59573 .02781 L .62304 .03418 L .65269 .04304 L .70966 .06621 L .76719 .09908 L .81774 .13783 L .86493 .18544 L .90272 .23553 L .93174 .28617 L .94555 .31666 L .9566 .34625 L .96495 .37372 L .97199 .40327 L .97624 .42703 L .97812 .44062 L .97953 .45337 L .98053 .4651 L .98119 .47583 L .98145 .48176 L .98156 .48489 L .98165 .48823 L .98172 .49143 L .98176 .49434 L .98179 .49726 L .98179 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.329456 0.5 0.329456 [ [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .82937 .5 m .97619 .5 L s .82531 .55152 m .97033 .57449 L s .81324 .60178 m .95288 .64715 L s .79347 .64953 m .92429 .71619 L s .76646 .6936 m .88525 .7799 L s .7329 .7329 m .83672 .83672 L s .6936 .76646 m .7799 .88525 L s .64953 .79347 m .71619 .92429 L s .60178 .81324 m .64715 .95288 L s .55152 .82531 m .57449 .97033 L s .5 .82937 m .5 .97619 L s .44848 .82531 m .42551 .97033 L s .39822 .81324 m .35285 .95288 L s .35047 .79347 m .28381 .92429 L s .3064 .76646 m .2201 .88525 L s .2671 .7329 m .16328 .83672 L s .23354 .6936 m .11475 .7799 L s .20653 .64953 m .07571 .71619 L s .18676 .60178 m .04712 .64715 L s .17469 .55152 m .02967 .57449 L s .17063 .5 m .02381 .5 L s .17469 .44848 m .02967 .42551 L s .18676 .39822 m .04712 .35285 L s .20653 .35047 m .07571 .28381 L s .23354 .3064 m .11475 .2201 L s .2671 .2671 m .16328 .16328 L s .3064 .23354 m .2201 .11475 L s .35047 .20653 m .28381 .07571 L s .39822 .18676 m .35285 .04712 L s .44848 .17469 m .42551 .02967 L s .5 .17063 m .5 .02381 L s .55152 .17469 m .57449 .02967 L s .60178 .18676 m .64715 .04712 L s .64953 .20653 m .71619 .07571 L s .6936 .23354 m .7799 .11475 L s .7329 .2671 m .83672 .16328 L s .76646 .3064 m .88525 .2201 L s .79347 .35047 m .92429 .28381 L s .81324 .39822 m .95288 .35285 L s .82531 .44848 m .97033 .42551 L s .82937 .5 m .97619 .5 L s 1 0 0 r .97619 .5 m .97618 .50369 L .97614 .50705 L .97606 .51093 L .97597 .5146 L .97572 .52111 L .97536 .52818 L .97483 .53596 L .97414 .5442 L .97253 .55893 L .97039 .57409 L .96795 .58822 L .96081 .62007 L .95129 .65197 L .94065 .68052 L .91017 .74191 L .87673 .79125 L .83352 .83988 L .78673 .88019 L .73155 .9161 L .70281 .93084 L .67066 .94456 L .64214 .95448 L .61017 .96327 L .5949 .96664 L .57842 .96969 L .5641 .97186 L .54845 .97372 L .53926 .97457 L .53074 .9752 L .52259 .97565 L .51847 .97583 L .51392 .97599 L .50984 .97609 L .50609 .97615 L .50197 .97619 L .49991 .97619 L .49764 .97618 L .49382 .97615 L .48973 .97608 L .48587 .97598 L .48237 .97586 L .47512 .97554 L .46716 .97506 L .45109 .97367 L .43626 .9719 L .42244 .96983 L .39155 .96368 L .3589 .95481 L .32884 .94437 L Mistroke .29695 .93073 L .24178 .9001 L .19207 .86323 L .14489 .81726 L .10369 .764 L .07215 .70905 L .05955 .681 L .04825 .65059 L .03956 .62147 L .03328 .59452 L .02828 .56509 L .02632 .54878 L .0256 .54128 L .02498 .5333 L .02455 .52649 L .02436 .52287 L .02419 .51897 L .02406 .5154 L .02396 .51212 L .02389 .509 L .02384 .50571 L .02381 .50211 L .02381 .49827 L .02384 .49465 L .02389 .49136 L .02397 .48749 L .0241 .4833 L .02443 .4757 L .02487 .46828 L .02546 .46033 L .02688 .446 L .02913 .42902 L .03171 .41361 L .03906 .38047 L .04818 .3496 L .07174 .29179 L .10013 .24143 L .13487 .19433 L .17963 .14769 L .22702 .10982 L .2831 .07608 L .3408 .05121 L .37094 .04163 L .38817 .03713 L .40459 .03347 L .41978 .03062 L .43636 .02808 L .45149 .02629 L .4655 .02506 L .47334 .02456 L Mistroke .48068 .0242 L .48489 .02405 L .48874 .02394 L .49087 .0239 L .49319 .02386 L .49538 .02383 L .49742 .02382 L .49954 .02381 L .50184 .02381 L .50401 .02383 L .50601 .02385 L .5098 .02391 L .5138 .02401 L .5181 .02415 L .52212 .02432 L .53124 .02484 L .5394 .02544 L .54693 .02613 L .56394 .02812 L .57886 .03038 L .59461 .0333 L .62161 .0396 L .65091 .04836 L .70722 .07126 L .76408 .10374 L .81405 .14205 L .86069 .18909 L .89804 .23861 L .92672 .28865 L .94037 .31879 L .95129 .34804 L .95954 .37519 L .9665 .4044 L .9707 .42788 L .97256 .44131 L .97395 .45391 L .97494 .4655 L .97559 .47611 L .97585 .48197 L .97596 .48507 L .97605 .48836 L .97612 .49153 L .97616 .4944 L .97618 .49729 L .97619 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .98179 .5 m .98177 .50489 L .98169 .50934 L .98155 .51447 L .98136 .51932 L .98088 .52794 L .98017 .53728 L .97915 .54754 L .9778 .55838 L .97468 .57773 L .97054 .59751 L .96583 .61582 L .95214 .65651 L .93411 .69621 L .91423 .73055 L .88724 .76781 L .85892 .79929 L .80105 .84759 L .76769 .86825 L .7306 .88638 L .69386 .89991 L .67288 .90583 L .65349 .9102 L .63646 .91318 L .62668 .91453 L .61779 .91554 L .6084 .91637 L .60359 .9167 L .59837 .917 L .59356 .9172 L .58912 .91734 L .58488 .91742 L .58038 .91745 L .57631 .91743 L .57188 .91736 L .56726 .91723 L .56297 .91706 L .55531 .91662 L .54719 .91599 L .5377 .91501 L .52882 .91387 L .51242 .91117 L .48336 .90441 L .45327 .89456 L .42504 .88237 L .39618 .86651 L .36844 .84735 L .34574 .82803 L .30933 .78704 L .29359 .76317 L Mistroke .28148 .74014 L .27249 .71838 L .26854 .70654 L .26543 .69552 L .26305 .68533 L .26102 .67449 L .25964 .66482 L .25914 .66032 L .25875 .6561 L .25857 .65367 L .2584 .65105 L .25828 .64888 L .25817 .64651 L .25809 .64396 L .25805 .64257 L .25803 .64127 L .25801 .63897 L .25801 .63651 L .25803 .63436 L .25809 .63202 L .25817 .62961 L .25826 .62738 L .2585 .62343 L .25882 .61927 L .25931 .61441 L .25996 .60926 L .26143 .60022 L .26507 .58444 L .26948 .57066 L .27507 .55719 L .28747 .53527 L .29859 .52082 L .30823 .51045 L .3116 .50685 L .31296 .50523 L .31408 .50365 L .31477 .50237 L .31491 .50204 L .31504 .50168 L .31513 .50137 L .31521 .50103 L .31526 .50073 L .31529 .50044 L .31531 .50014 L .31531 .49998 L .31531 .49983 L .31529 .49955 L .31526 .49926 L .31521 .49898 L .31515 .49872 L Mistroke .31497 .49812 L .31474 .49757 L .31404 .49628 L .31207 .49369 L .30459 .48576 L .29393 .47355 L .28264 .45713 L .27203 .43588 L .26686 .4216 L .26296 .40719 L .26131 .39914 L .2599 .39027 L .25898 .38239 L .25859 .3778 L .25831 .37344 L .25819 .37099 L .25814 .36969 L .25809 .3683 L .25806 .36708 L .25804 .36573 L .25801 .36334 L .25801 .36101 L .25803 .35848 L .25809 .35607 L .25816 .35385 L .25827 .35123 L .25841 .34878 L .25882 .34316 L .25936 .33761 L .2601 .33161 L .26195 .32019 L .26421 .30948 L .27138 .28475 L .28021 .2626 L .29225 .23914 L .3057 .21802 L .32281 .19596 L .36064 .15888 L .38529 .1405 L .41494 .12275 L .44542 .10853 L .47558 .09785 L .49214 .09328 L .51048 .08921 L .52818 .08622 L .53671 .0851 L .54472 .08424 L .55204 .08361 L .55992 .0831 L .56444 .08288 L Mistroke .56872 .08272 L .57257 .08262 L .57677 .08256 L .58087 .08255 L .58541 .08259 L .59015 .08269 L .59461 .08284 L .59877 .08302 L .60259 .08323 L .6112 .08385 L .62027 .08472 L .6285 .0857 L .647 .08857 L .66412 .09206 L .68022 .09609 L .71603 .10776 L .75388 .12444 L .78608 .14258 L .81975 .1661 L .85291 .1948 L .8806 .22421 L .92611 .28906 L .94588 .32845 L .96082 .36767 L .97 .40018 L .97365 .41688 L .97691 .43549 L .97903 .4514 L .97996 .46039 L .98065 .46865 L .98112 .47593 L .98133 .48011 L .98149 .48391 L .98162 .48794 L .98172 .49224 L .98178 .49623 L .98179 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgooooo`03ool00?oooooooooo 03_ooooo001[ooooo`03ool00?oooooooooo01[ooooo0ol00006ooooo`03o`000?oooooooooo04oo oooo0_oo000kooooo`00J_ooool00ooo003oooooooooo`0Looooo`03o`000?oooooooooo00Gooooo 00?o0000ooooooooool0DOooool00ooo003oooooooooo`0hooooo`00JOooool00ooo003ooooooooo o`0Eooooo`Go00000oooool00ol0003oooooooooo`05ooooo`;o0000Doooool00ooo003ooooooooo o`0gooooo`00J?ooool00ooo003oooooooooo`0Nooooo`03o`000?oooooooooo00Gooooo00?o0000 ooooooooool0Doooool00ooo003oooooooooo`0fooooo`00Ioooool00ooo003oooooooooo`0Ooooo o`03o`000?oooooooooo00Gooooo00?o0000ooooooooool0E?ooool00ooo003oooooooooo`0eoooo o`00I_ooool00ooo003oooooooooo`0Oooooo`;o00001oooool00ol0003oooooooooo`1Eooooo`03 ool00?oooooooooo03Cooooo001Uooooo`03ool00?oooooooooo027ooooo00?o0000ooooooooool0 1Oooool00ol0003oooooooooo`1Fooooo`03ool00?oooooooooo03?ooooo001Tooooo`03ool00?oo oooooooo02[ooooo00?o0000ooooooooool0Eoooool00ooo003oooooooooo`0booooo`00Hoooool0 0ooo003oooooooooo`0[ooooo`03o`000?oooooooooo05Sooooo00?oo`00ooooooooool0Oooool00ol0003o ooooooooo`1Zooooo`03ool00?oooooooooo01oooooo001Eooooo`03ool00?oooooooooo03Wooooo 00?o0000ooooooooool0Joooool00ooo003oooooooooo`0Nooooo`00EOooool00ooo003ooooooooo o`0iooooo`03o`000?oooooooooo06cooooo00?oo`00ooooooooool07Oooool005Cooooo00?oo`00 ooooooooool0>_ooool00ol0003oooooooooo`1/ooooo`03ool00?oooooooooo01gooooo001Doooo o`03ool00?oooooooooo03[ooooo00?o0000ooooooooool0KOooool00ooo003oooooooooo`0Loooo o`00E?ooool00ooo003oooooooooo`0jooooo`03o`000?oooooooooo06kooooo00?oo`00oooooooo ool06oooool005?ooooo00?oo`00ooooooooool0>oooool00ol0003oooooooooo`1^ooooo`03ool0 0?oooooooooo01_ooooo001Cooooo`03ool00?oooooooooo03_ooooo00?o0000ooooooooool0Kooo ool00ooo003oooooooooo`0Jooooo`00Doooool00ooo003oooooooooo`0kooooo`03o`000?oooooo oooo06oooooo00?oo`00ooooooooool06_ooool005;ooooo00?oo`00ooooooooool0??ooool00ol0 003oooooooooo`1`ooooo`03ool00?oooooooooo01Wooooo001Booooo`03ool00?oooooooooo03co oooo00?o0000ooooooooool0L?ooool00ooo003oooooooooo`0Iooooo`00D_ooool00ooo003ooooo ooooo`0looooo`03o`000?oooooooooo077ooooo00?oo`00ooooooooool06?ooool0057ooooo00?o o`00ooooooooool0?Oooool00ol0003oooooooooo`1aooooo`03ool00?oooooooooo01Sooooo001A ooooo`03ool00?oooooooooo03gooooo00?o0000ooooooooool0L_ooool00ooo003oooooooooo`0G ooooo`00DOooool00ooo003oooooooooo`0Yooooo`;o00001?ooool00ol0003oooooooooo`02oooo o`?o00001_ooool00ol0003oooooooooo`1booooo`03ool00?oooooooooo01Oooooo001Aooooo`03 ool00?oooooooooo02Sooooo00Co0000oooooooooooo00001oooool01Ol0003ooooooooooooooooo 000000Gooooo00?o0000ooooooooool0Loooool00ooo003oooooooooo`0Fooooo`00DOooool00ooo 003oooooooooo`0Qooooo`Go00000_ooool01?l0003oooooooooool0000;ooooo`03o`000?oooooo oooo00?ooooo00?o0000ooooooooool0Loooool00ooo003oooooooooo`0Fooooo`00DOooool00ooo 003oooooooooo`0Xooooo`04o`000?ooooooooooo`0000_ooooo00?o0000ooooooooool00oooool2 o`0007Gooooo00?oo`00ooooooooool05Oooool0053ooooo00?oo`00ooooooooool0:Oooool01?l0 003oooooooooool00007ooooo`Co00001_ooool00ol0003oooooooooo`1dooooo`03ool00?oooooo oooo01Gooooo001@ooooo`03ool00?oooooooooo02Wooooo00Co0000oooooooooooo00001oooool0 0ol0003oooooooooo`07ooooo`03o`000?oooooooooo07Cooooo00?oo`00ooooooooool05Oooool0 053ooooo00?oo`00ooooooooool0:_ooool2o`0000Sooooo1Ol00005ooooo`03o`000?oooooooooo 07Gooooo00?oo`00ooooooooool05?ooool0053ooooo00?oo`00ooooooooool0?_ooool00ol0003o ooooooooo`1eooooo`03ool00?oooooooooo01Cooooo001@ooooo`03ool00?oooooooooo03kooooo 00?o0000ooooooooool0MOooool00ooo003oooooooooo`0Dooooo`00D?ooool00ooo003ooooooooo o`0nooooo`03o`000?oooooooooo07Kooooo00?oo`00ooooooooool04oooool0053ooooo00?oo`00 ooooooooool0?_ooool00ol0003oooooooooo`1fooooo`03ool00?oooooooooo01?ooooo001@oooo o`03ool00?oooooooooo03kooooo00?o0000ooooooooool0M_ooool00ooo003oooooooooo`0Coooo o`00D?ooool00ooo003oooooooooo`0nooooo`03o`000?oooooooooo07Oooooo00?oo`00oooooooo ool04_ooool0053ooooo00?oo`00ooooooooool0?_ooool00ol0003oooooooooo`1gooooo`03ool0 0?oooooooooo01;ooooo001@ooooo`03ool00?oooooooooo03kooooo00?o0000ooooooooool0N?oo ool00ooo003oooooooooo`0Aooooo`00D?ooool00ooo003oooooooooo`0nooooo`03o`000?oooooo oooo07Sooooo00?oo`00ooooooooool04Oooool0053ooooo00?oo`00ooooooooool0?_ooool00ol0 003oooooooooo`1hooooo`03ool00?oooooooooo017ooooo001@ooooo`03ool00?oooooooooo03ko oooo00?o0000ooooooooool0NOooool00ooo003oooooooooo`0@ooooo`00DOooool00ooo003ooooo ooooo`0mooooo`03o`000?oooooooooo07Wooooo00?oo`00ooooooooool04?ooool0057ooooo00?o o`00ooooooooool0?Oooool00ol0003oooooooooo`1iooooo`03ool00?oooooooooo013ooooo001A ooooo`03ool00?oooooooooo03gooooo00?o0000ooooooooool0N_ooool00ooo003oooooooooo`0? ooooo`00DOooool00ooo003oooooooooo`0mooooo`03o`000?oooooooooo07[ooooo00?oo`00oooo ooooool03oooool0057ooooo00?oo`00ooooooooool0?Oooool00ol0003oooooooooo`1jooooo`03 ool00?oooooooooo00oooooo001Aooooo`03ool00?oooooooooo03gooooo00?o0000ooooooooool0 N_ooool00ooo003oooooooooo`0?ooooo`00DOooool00ooo003oooooooooo`0mooooo`03o`000?oo oooooooo07[ooooo00?oo`00ooooooooool03oooool005;ooooo00?oo`00ooooooooool0??ooool0 0ol0003oooooooooo`1jooooo`03ool00?oooooooooo00oooooo001Booooo`03ool00?oooooooooo 03cooooo00?o0000ooooooooool0N_ooool00ooo003oooooooooo`0?ooooo`00D_ooool00ooo003o ooooooooo`0looooo`03o`000?oooooooooo07[ooooo00?oo`00ooooooooool03oooool005?ooooo 00?oo`00ooooooooool0>oooool00ol0003oooooooooo`1kooooo`03ool00?oooooooooo00kooooo 001Cooooo`03ool00?oooooooooo03_ooooo00?o0000ooooooooool0Noooool00ooo003ooooooooo o`0>ooooo`00E?ooool00ooo003oooooooooo`0jooooo`03o`000?oooooooooo07_ooooo00?oo`00 ooooooooool03_ooool005Cooooo00?oo`00ooooooooool0>_ooool00ol0003oooooooooo`1koooo o`03ool00?oooooooooo00kooooo001Eooooo`03ool00?oooooooooo03Wooooo00?o0000oooooooo ool0Noooool00ooo003oooooooooo`0>ooooo`00EOooool00ooo003oooooooooo`0iooooo`03o`00 0?oooooooooo07cooooo00?oo`00ooooooooool03Oooool005Kooooo00?oo`00ooooooooool0>?oo ool00ol0003oooooooooo`1looooo`03ool00?oooooooooo00gooooo001Fooooo`03ool00?oooooo oooo03Sooooo00?o0000ooooooooool0O?ooool00ooo003oooooooooo`0=ooooo`001oooool3o`00 00Cooooo00?o0000ooooooooool00_ooool3o`0002?ooooo0ol0000Kooooo`03ool00?oooooooooo 00Kooooo0_l00004ooooo`03o`000?oooooooooo00;ooooo0ol0000Sooooo`03o`000?oooooooooo 02;ooooo0_l00004ooooo`03o`000?oooooooooo00;ooooo0ol0000Sooooo`?o00009?ooool2o`00 0003ool00?oooooooooo00;ooooo00?o0000ooooooooool00_ooool3o`0000?ooooo0008ooooo`03 o`000?oooooooooo00Oooooo00Go0000ooooooooooooooooo`00000Sooooo`03o`000?oooooooooo 01[ooooo00?oo`00ooooooooool01Oooool01?l0003oooooooooool00007ooooo`05o`000?oooooo ooooooooool000008_ooool00ol0003oooooooooo`0Qooooo`04o`000?ooooooooooo`0000Oooooo 00Go0000ooooooooooooooooo`00000Sooooo`03o`000?oooooooooo02Cooooo00?o0000ool00?oo ool01oooool01Ol0003ooooooooooooooooo000000;ooooo0005o`0000?ooooo00?o0000oooooooo ool02oooool00ol0003oooooooooo`0Iooooo`Go00000oooool00ol0003oooooooooo`0Kooooo`03 ool00?l0003o000000;o00000_ooool01?l0003oooooooooool0000;ooooo`03o`000?oooooooooo 023ooooo00?o0000ooooooooool08Oooool01?l0003oooooooooool0000;ooooo`03o`000?oooooo oooo027ooooo00?o0000ooooooooool09?ooool00ol0003oo`00ooooo`0;ooooo`7o00000Oooool1 ooooo`002?ooool00ol0003oooooooooo`0;ooooo`03o`000?oooooooooo027ooooo00?o0000oooo ooooool07?ooool00ooo003oooooooooo`03ooooo`04o`000?ooooooooooo`0000_ooooo00?o0000 ooooooooool08?ooool00ol0003oooooooooo`0Qooooo`04o`000?ooooooooooo`0000_ooooo00?o 0000ooooooooool08Oooool00ol0003oooooooooo`0Tooooo`03o`000?oo003ooooo00_ooooo0Ol0 0001ooooo`7ooooo0008ooooo`03o`000?oooooooooo00Oooooo1?l0000Tooooo`03o`000?oooooo oooo01gooooo00?oo`00ooooooooool00_ooool01?l0003oooooooooool00007ooooo`Co00008ooo ool00ol0003oooooooooo`0Qooooo`04o`000?ooooooooooo`0000Oooooo1?l0000Tooooo`03o`00 0?oooooooooo02Cooooo00?o0000ool00?ooool01oooool4o`0000?ooooo0007ooooo`;o00002Ooo ool00ol0003oooooooooo`0Tooooo`;o00008?ooool01Ooo003ooooooooooooooooo000000;ooooo 00?o0000ooooooooool01Oooool00ol0003oooooooooo`0Tooooo`03o`000?oooooooooo027ooooo 00Co0000oooooooooooo00001oooool00ol0003oooooooooo`0Tooooo`;o00009Oooool2o`000003 ool00?oooooooooo00Kooooo00?o0000ooooooooool01?ooool000Sooooo00?o0000ooooooooool0 1oooool5o`0002?ooooo00?o0000ooooooooool07oooool01?oo003oooooooooooooool2o`0000So oooo1Ol0000Rooooo`03o`000?oooooooooo02;ooooo0_l00008ooooo`Go00008oooool00ol0003o ooooooooo`0Tooooo`03o`000?ooooooo`0000Oooooo1Ol00002ooooo`00GOooool00ooo003ooooo ooooo`0aooooo`03o`000?oooooooooo07gooooo00?oo`00ooooooooool03?ooool005kooooo00?o o`00ooooooooool0?ooool00ol0003oooooooooo`1looooo`03ool00?oo oooooooo00gooooo001Eooooo`03ool00?oooooooooo03Wooooo00?o0000ooooooooool0O?ooool0 0ooo003oooooooooo`0=ooooo`00EOooool00ooo003oooooooooo`0iooooo`03o`000?oooooooooo 07cooooo00?oo`00ooooooooool03Oooool005Cooooo00?oo`00ooooooooool0>_ooool00ol0003o ooooooooo`1looooo`03ool00?oooooooooo00gooooo001Dooooo`03ool00?oooooooooo03[ooooo 00?o0000ooooooooool0O?ooool00ooo003oooooooooo`0=ooooo`00Doooool00ooo003ooooooooo o`0kooooo`03o`000?oooooooooo07_ooooo00?oo`00ooooooooool03_ooool005?ooooo00?oo`00 ooooooooool0>oooool00ol0003oooooooooo`1kooooo`03ool00?oooooooooo00kooooo001Boooo o`03ool00?oooooooooo03cooooo00?o0000ooooooooool0Noooool00ooo003oooooooooo`0>oooo o`00D_ooool00ooo003oooooooooo`0looooo`03o`000?oooooooooo07_ooooo00?oo`00oooooooo ool03_ooool005;ooooo00?oo`00ooooooooool0??ooool00ol0003oooooooooo`1kooooo`03ool0 0?oooooooooo00kooooo001Booooo`03ool00?oooooooooo03cooooo00?o0000ooooooooool0N_oo ool00ooo003oooooooooo`0?ooooo`00DOooool00ooo003oooooooooo`0mooooo`03o`000?oooooo oooo07[ooooo00?oo`00ooooooooool03oooool0057ooooo00?oo`00ooooooooool0?Oooool00ol0 003oooooooooo`1jooooo`03ool00?oooooooooo00oooooo001Aooooo`03ool00?oooooooooo03go oooo00?o0000ooooooooool0N_ooool00ooo003oooooooooo`0?ooooo`00DOooool00ooo003ooooo ooooo`0mooooo`03o`000?oooooooooo07Wooooo00?oo`00ooooooooool04?ooool0057ooooo00?o o`00ooooooooool0?Oooool00ol0003oooooooooo`1iooooo`03ool00?oooooooooo013ooooo001@ ooooo`03ool00?oooooooooo03kooooo00?o0000ooooooooool0NOooool00ooo003oooooooooo`0@ ooooo`00D?ooool00ooo003oooooooooo`0nooooo`03o`000?oooooooooo07Sooooo00?oo`00oooo ooooool04Oooool0053ooooo00?oo`00ooooooooool0?_ooool00ol0003oooooooooo`1hooooo`03 ool00?oooooooooo017ooooo001@ooooo`03ool00?oooooooooo03kooooo00?o0000ooooooooool0 N?ooool00ooo003oooooooooo`0Aooooo`00D?ooool00ooo003oooooooooo`0nooooo`03o`000?oo oooooooo07Oooooo00?oo`00ooooooooool04_ooool0053ooooo00?oo`00ooooooooool0?_ooool0 0ol0003oooooooooo`1gooooo`03ool00?oooooooooo01;ooooo001@ooooo`03ool00?oooooooooo 03kooooo00?o0000ooooooooool0Moooool00ooo003oooooooooo`0Booooo`00D?ooool00ooo003o ooooooooo`0nooooo`03o`000?oooooooooo07Kooooo00?oo`00ooooooooool04oooool0053ooooo 00?oo`00ooooooooool0?_ooool00ol0003oooooooooo`1fooooo`03ool00?oooooooooo01?ooooo 001@ooooo`03ool00?oooooooooo03kooooo00?o0000ooooooooool0M_ooool00ooo003ooooooooo o`0Cooooo`00D?ooool00ooo003oooooooooo`0nooooo`03o`000?oooooooooo07Kooooo00?oo`00 ooooooooool04oooool0053ooooo00?oo`00ooooooooool0?_ooool00ol0003oooooooooo`1eoooo o`03ool00?oooooooooo01Cooooo001@ooooo`03ool00?oooooooooo02[ooooo0_l00004ooooo`03 o`000?oooooooooo00;ooooo0ol00006ooooo`03o`000?oooooooooo07Gooooo00?oo`00oooooooo ool05?ooool0053ooooo00?oo`00ooooooooool0:Oooool01?l0003oooooooooool00007ooooo`05 o`000?ooooooooooooooool000001Oooool00ol0003oooooooooo`1eooooo`03ool00?oooooooooo 01Cooooo001Aooooo`03ool00?oooooooooo02Sooooo00Co0000oooooooooooo00002oooool00ol0 003oooooooooo`03ooooo`;o0000MOooool00ooo003oooooooooo`0Eooooo`00DOooool00ooo003o ooooooooo`0Xooooo`04o`000?ooooooooooo`0000_ooooo00?o0000ooooooooool00oooool00ol0 003oooooooooo`1dooooo`03ool00?oooooooooo01Gooooo001Aooooo`03ool00?oooooooooo02So oooo00Co0000oooooooooooo00001oooool4o`0000Kooooo00?o0000ooooooooool0Loooool00ooo 003oooooooooo`0Fooooo`00DOooool00ooo003oooooooooo`0Xooooo`04o`000?ooooooooooo`00 00Oooooo00?o0000ooooooooool01oooool00ol0003oooooooooo`1cooooo`03ool00?oooooooooo 01Kooooo001Aooooo`03ool00?oooooooooo02Wooooo0_l00008ooooo`Go00001Oooool00ol0003o ooooooooo`1booooo`03ool00?oooooooooo01Oooooo001Aooooo`03ool00?oooooooooo03gooooo 00?o0000ooooooooool0L_ooool00ooo003oooooooooo`0Gooooo`00DOooool00ooo003ooooooooo o`0mooooo`03o`000?oooooooooo077ooooo00?oo`00ooooooooool06?ooool005;ooooo00?oo`00 ooooooooool0??ooool00ol0003oooooooooo`1aooooo`03ool00?oooooooooo01Sooooo001Boooo o`03ool00?oooooooooo03cooooo00?o0000ooooooooool0L?ooool00ooo003oooooooooo`0Ioooo o`00D_ooool00ooo003oooooooooo`0looooo`03o`000?oooooooooo073ooooo00?oo`00oooooooo ool06Oooool005?ooooo00?oo`00ooooooooool0>oooool00ol0003oooooooooo`1_ooooo`03ool0 0?oooooooooo01[ooooo001Cooooo`03ool00?oooooooooo03_ooooo00?o0000ooooooooool0Kooo ool00ooo003oooooooooo`0Jooooo`00Doooool00ooo003oooooooooo`0kooooo`03o`000?oooooo oooo06kooooo00?oo`00ooooooooool06oooool005Cooooo00?oo`00ooooooooool0>_ooool00ol0 003oooooooooo`1]ooooo`03ool00?oooooooooo01cooooo001Dooooo`03ool00?oooooooooo03[o oooo00?o0000ooooooooool0KOooool00ooo003oooooooooo`0Looooo`00E?ooool00ooo003ooooo ooooo`0jooooo`03o`000?oooooooooo06cooooo00?oo`00ooooooooool07Oooool005Gooooo00?o o`00ooooooooool0>Oooool00ol0003oooooooooo`1/ooooo`03ool00?oooooooooo01gooooo001E ooooo`03ool00?oooooooooo03Wooooo00?o0000ooooooooool0Joooool00ooo003oooooooooo`0N ooooo`00EOooool00ooo003oooooooooo`0iooooo`03o`000?oooooooooo06_ooooo00?oo`00oooo ooooool07_ooool005Kooooo00?oo`00ooooooooool0>?ooool00ol0003oooooooooo`1Zooooo`03 ool00?oooooooooo01oooooo001Fooooo`03ool00?oooooooooo03Sooooo00?o0000ooooooooool0 JOooool00ooo003oooooooooo`0Pooooo`00E_ooool00ooo003oooooooooo`0hooooo`03o`000?oo oooooooo06Wooooo00?oo`00ooooooooool08?ooool005Oooooo00?oo`00ooooooooool0=oooool0 0ol0003oooooooooo`1Xooooo`03ool00?oooooooooo027ooooo001Hooooo`03ool00?oooooooooo 03Kooooo00?o0000ooooooooool0Ioooool00ooo003oooooooooo`0Rooooo`00F?ooool00ooo003o ooooooooo`0fooooo`03o`000?oooooooooo06Kooooo00?oo`00ooooooooool08oooool005Wooooo 00?oo`00ooooooooool0=Oooool00ol0003oooooooooo`1Vooooo`03ool00?oooooooooo02?ooooo 001Jooooo`03ool00?oooooooooo03Cooooo00?o0000ooooooooool0IOooool00ooo003ooooooooo o`0Tooooo`00F_ooool00ooo003oooooooooo`0dooooo`03o`000?oooooooooo06Cooooo00?oo`00 ooooooooool09Oooool005_ooooo00?oo`00ooooooooool0Oooool006[ooooo0_oo000Mooooo`03o`000?oooooooooo00Gooooo 0_l0001Aooooo`03ool00?oooooooooo03Wooooo001/ooooo`03ool00?oooooooooo01[ooooo00?o 0000ooooooooool01Oooool00ol0003oooooooooo`1?ooooo`03ool00?oooooooooo03[ooooo001] ooooo`03ool00?oooooooooo01Sooooo0_l00007ooooo`03o`000?oooooooooo04kooooo00?oo`00 ooooooooool0>oooool006kooooo0_oo000Iooooo`03o`000?oooooooooo00Gooooo00?o0000oooo ooooool0C?ooool2ool003kooooo001`ooooo`03ool00?oooooooooo01kooooo00?o0000oooooooo ool0Boooool00ooo003oooooooooo`0nooooo`00LOooool2ool001kooooo00?o0000ooooooooool0 BOooool2ool0047ooooo001cooooo`03ool00?oooooooooo01_ooooo00?o0000ooooooooool0B?oo ool00ooo003oooooooooo`11ooooo`00M?ooool00ooo003oooooooooo`0Jooooo`03o`000?oooooo oooo04Kooooo0_oo0014ooooo`00MOooool2ool001[ooooo00?o0000ooooooooool0AOooool00ooo 003oooooooooo`14ooooo`00Moooool00ooo003oooooooooo`0Gooooo`03o`000?oooooooooo04?o oooo0_oo0017ooooo`00N?ooool2ool001Oooooo00?o0000ooooooooool0@Oooool2ool004Wooooo 001jooooo`;oo`005Oooool00ol0003oooooooooo`0oooooo`;oo`00Boooool007cooooo00?oo`00 ooooooooool04_ooool00ol0003oooooooooo`0mooooo`;oo`00COooool007gooooo0_oo000Boooo o`03o`000?oooooooooo03_ooooo0_oo001?ooooo`00Ooooool3ool000oooooo00?o0000oooooooo ool0>?ooool3ool0057ooooo0022ooooo`;oo`003Oooool00ol0003oooooooooo`0eooooo`?oo`00 E?ooool008Cooooo0_oo000;ooooo`03o`000?oooooooooo03;ooooo0ooo001Gooooo`00Q_ooool3 ool000Sooooo00?o0000ooooooooool0;oooool3ool005[ooooo0029ooooo`?oo`001Oooool00ol0 003oooooooooo`0/ooooo`?oo`00GOooool008cooooo1Ooo00000ol0003oooooooooo`0Xooooo`Co o`00H?ooool0097ooooo1_oo000Pooooo`Goo`00I?ooool0097ooooo00?o0000ooooooooool00ooo ool6ool001Cooooo1_oo001Yooooo`00TOooool00ol0003oooooooooo`09oooooaCoo`00Koooool0 097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo 00?o0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000 ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000oooooooo ool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0S?oo ool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097o oooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o 0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000oooo ooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0 S?ooool007cooooo0ol00004ooooo`03o`000?oooooooooo00;ooooo0ol00006ooooo`03o`000?oo oooooooo08cooooo001mooooo`03o`000?oooooooooo00Oooooo00Go0000ooooooooooooooooo`00 0005ooooo`03o`000?oooooooooo08cooooo001mooooo`03o`000?oooooooooo00_ooooo00?o0000 ooooooooool00oooool00ol0003oooooooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-1.63536, -1.61844, 0.0112783, \ 0.0112783}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1.02437 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 0.413207 0.389505 0.512185 0.389505 [ [ 0 0 0 0 ] [ 1 1.02437 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 1.02437 L 0 1.02437 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .8026 .51219 m .97619 .51219 L s .79781 .5731 m .9629 .62674 L s .78355 .63252 m .92398 .73455 L s .76016 .68897 m .86219 .8294 L s .72824 .74107 m .78188 .90616 L s .68855 .78753 m .68855 .96112 L s .64209 .82721 m .58845 .9923 L s .58999 .85914 m .48796 .99958 L s .53354 .88252 m .3931 .98456 L s .47412 .89679 m .30903 .95043 L s .41321 .90158 m .23962 .90158 L s .35229 .89679 m .1872 .84315 L s .29288 .88252 m .15244 .78049 L s .23642 .85914 m .13439 .71871 L s .18432 .82721 m .13068 .66212 L s .13786 .78753 m .13786 .61394 L s .09818 .74107 m .15182 .57598 L s .06625 .68897 m .16828 .54853 L s .04287 .63252 m .1833 .53048 L s .0286 .5731 m .19369 .51946 L s .02381 .51219 m .1974 .51219 L s .0286 .45127 m .19369 .50491 L s .04287 .39186 m .1833 .49389 L s .06625 .3354 m .16828 .47584 L s .09818 .2833 m .15182 .44839 L s .13786 .23684 m .13786 .41043 L s .18432 .19716 m .13068 .36225 L s .23642 .16523 m .13439 .30566 L s .29288 .14185 m .15244 .24388 L s .35229 .12758 m .1872 .18122 L s .41321 .12279 m .23962 .12279 L s .47412 .12758 m .30903 .07394 L s .53354 .14185 m .3931 .03982 L s .58999 .16523 m .48796 .0248 L s .64209 .19716 m .58845 .03207 L s .68855 .23684 m .68855 .06325 L s .72824 .2833 m .78188 .11821 L s .76016 .3354 m .86219 .19497 L s .78355 .39186 m .92398 .28982 L s .79781 .45127 m .9629 .39763 L s .8026 .51219 m .97619 .51219 L s 1 0 0 r .97619 .51219 m .97616 .5179 L .97607 .52309 L .9759 .52909 L .97568 .53476 L .97513 .54483 L .97429 .55574 L .9731 .56773 L .97152 .58041 L .96788 .60302 L .96304 .62613 L .95754 .64752 L .94154 .69508 L .92047 .74146 L .89723 .78159 L .86571 .82512 L .83261 .86192 L .76499 .91835 L .72601 .9425 L .68266 .96367 L .63974 .97949 L .61522 .98641 L .59256 .99151 L .57266 .99499 L .56124 .99657 L .55084 .99775 L .53988 .99872 L .53426 .99911 L .52816 .99945 L .52253 .99969 L .51734 .99985 L .51239 .99995 L .50713 .99998 L .50238 .99996 L .49719 .99988 L .4918 .99972 L .48679 .99952 L .47784 .99902 L .46835 .99827 L .45726 .99713 L .44688 .9958 L .42772 .99264 L .39376 .98474 L .35861 .97323 L .32561 .95899 L .29189 .94046 L .25948 .91807 L .23296 .89549 L .19041 .84759 L .17202 .8197 L Mistroke .15786 .7928 L .14736 .76737 L .14274 .75354 L .13911 .74065 L .13632 .72874 L .13395 .71608 L .13234 .70478 L .13176 .69952 L .13131 .6946 L .13109 .69176 L .13089 .68869 L .13075 .68616 L .13063 .68338 L .13053 .6804 L .13049 .67878 L .13046 .67726 L .13043 .67457 L .13044 .6717 L .13047 .66918 L .13053 .66646 L .13062 .66363 L .13074 .66103 L .13101 .65641 L .13139 .65156 L .13196 .64588 L .13272 .63985 L .13444 .6293 L .13869 .61086 L .14385 .59475 L .15037 .57901 L .16487 .55339 L .17786 .53651 L .18912 .5244 L .19306 .52019 L .19465 .51829 L .19596 .51645 L .19676 .51496 L .19692 .51456 L .19707 .51414 L .19718 .51378 L .19727 .51339 L .19733 .51303 L .19737 .5127 L .19739 .51235 L .1974 .51216 L .19739 .51198 L .19737 .51166 L .19733 .51132 L .19727 .51099 L .19721 .51069 L Mistroke .19699 .50999 L .19673 .50935 L .19591 .50784 L .19361 .50481 L .18486 .49554 L .17241 .48128 L .15921 .46209 L .14682 .43725 L .14077 .42057 L .13623 .40373 L .1343 .39433 L .13264 .38396 L .13157 .37475 L .13111 .36939 L .13078 .3643 L .13065 .36143 L .13059 .35991 L .13054 .35829 L .1305 .35687 L .13047 .35529 L .13044 .3525 L .13043 .34977 L .13047 .34682 L .13053 .344 L .13061 .34141 L .13074 .33835 L .1309 .33548 L .13138 .32892 L .13201 .32243 L .13288 .31542 L .13504 .30208 L .13768 .28956 L .14606 .26066 L .15638 .23478 L .17045 .20736 L .18617 .18269 L .20616 .15691 L .25036 .11358 L .27916 .09211 L .31381 .07137 L .34943 .05475 L .38467 .04227 L .40402 .03692 L .42545 .03217 L .44613 .02868 L .4561 .02737 L .46547 .02637 L .47402 .02563 L .48323 .02503 L .4885 .02477 L Mistroke .4935 .02459 L .49801 .02448 L .50291 .02441 L .50771 .02439 L .51301 .02443 L .51855 .02455 L .52376 .02472 L .52862 .02494 L .53309 .02519 L .54315 .02591 L .55374 .02693 L .56337 .02807 L .58497 .03143 L .60499 .03551 L .6238 .04022 L .66564 .05384 L .70986 .07333 L .7475 .09454 L .78684 .12201 L .82559 .15556 L .85795 .18992 L .91112 .2657 L .93423 .31172 L .95169 .35755 L .9624 .39554 L .96667 .41506 L .97048 .4368 L .97296 .4554 L .97405 .4659 L .97485 .47556 L .9754 .48406 L .97565 .48895 L .97584 .49338 L .97599 .49809 L .97611 .50312 L .97617 .50778 L .97619 .51219 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{281.125, 287.938}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .98179 .5 m .98174 .50604 L .98161 .51154 L .98135 .51787 L .98101 .52386 L .98015 .53448 L .97887 .54598 L .97704 .55856 L .97462 .57182 L .96906 .59527 L .96172 .61895 L .95342 .64052 L .92967 .68687 L .89924 .72927 L .86681 .7629 L .82521 .79481 L .80327 .80778 L .78291 .81778 L .76413 .82543 L .7437 .83214 L .73246 .83515 L .72214 .83748 L .71169 .83944 L .70199 .8409 L .69371 .84187 L .68948 .84226 L .6849 .84262 L .67991 .84291 L .67522 .8431 L .67067 .84321 L .66649 .84324 L .66215 .8432 L .65809 .8431 L .65367 .84291 L .64894 .84263 L .64429 .84227 L .63945 .84179 L .6309 .84072 L .62165 .83922 L .61312 .8375 L .59772 .83353 L .58203 .82825 L .56615 .82148 L .54077 .80697 L .5213 .79163 L .50442 .77349 L .49294 .75619 L .48819 .74644 L .48497 .73779 L .48364 .73317 L Mistroke .48252 .72827 L .48213 .72609 L .48178 .72381 L .48153 .7217 L .48136 .71982 L .48125 .71795 L .48119 .71625 L .48118 .71442 L .48123 .71251 L .48128 .71156 L .48135 .71056 L .48153 .70876 L .48175 .70707 L .48201 .70555 L .48258 .70293 L .48335 .70023 L .48433 .69761 L .48538 .69536 L .48668 .6931 L .48819 .691 L .4896 .68941 L .4912 .68797 L .49302 .6867 L .49477 .6858 L .49586 .68538 L .49691 .68507 L .49786 .68487 L .49839 .68479 L .49889 .68474 L .49982 .68469 L .5007 .68471 L .5015 .68478 L .50236 .68491 L .50329 .68512 L .50427 .68542 L .506 .68616 L .50754 .68706 L .50895 .6881 L .51192 .69114 L .51334 .69313 L .51469 .69549 L .51573 .69775 L .5167 .70039 L .51755 .70347 L .51817 .70655 L .51844 .70854 L .51855 .70954 L .51864 .71048 L .51875 .71227 L .51879 .71324 L Mistroke .51882 .71427 L .51881 .71606 L .51875 .71805 L .51862 .71998 L .51846 .7218 L .51824 .72363 L .518 .72532 L .51729 .7292 L .51627 .73351 L .51486 .7383 L .51145 .74726 L .50718 .75596 L .50153 .76529 L .48838 .78198 L .46975 .79925 L .45756 .80809 L .44481 .81584 L .43192 .82239 L .41685 .82868 L .40334 .83321 L .38803 .83724 L .37915 .83907 L .37083 .84047 L .36272 .84155 L .35403 .84241 L .34934 .84274 L .34675 .84289 L .3443 .84301 L .33949 .84317 L .3351 .84324 L .33254 .84324 L .32983 .84322 L .32494 .84311 L .32221 .84301 L .31964 .84289 L .31378 .84252 L .30859 .84209 L .3029 .8415 L .29249 .84011 L .27277 .83638 L .26155 .83361 L .2496 .83013 L .22817 .82248 L .18667 .80213 L .16417 .78765 L .14429 .77248 L .11025 .7401 L .07891 .70025 L .05514 .65922 L .04418 .63469 L Mistroke .0358 .61156 L .0294 .58943 L .0266 .57759 L .02406 .56491 L .02221 .55376 L .02057 .5414 L .01999 .53596 L .01946 .5301 L .01904 .52464 L .01873 .51949 L .01857 .51621 L .01843 .51267 L .01826 .50648 L .01822 .50296 L .01821 .49925 L .01828 .4926 L .01846 .48644 L .01872 .4807 L .01911 .4744 L .01965 .46766 L .02132 .45256 L .02348 .43834 L .02903 .41202 L .03608 .38757 L .04409 .36553 L .06721 .31834 L .09398 .27907 L .12322 .24647 L .15895 .2161 L .1802 .20177 L .20057 .19019 L .23939 .17329 L .26015 .16677 L .28229 .16164 L .29338 .15975 L .29918 .15895 L .3053 .15824 L .31063 .15773 L .31646 .1573 L .319 .15715 L .32172 .15701 L .32662 .15684 L .33166 .15676 L .33449 .15676 L .3371 .15679 L .34187 .1569 L .34691 .15712 L .35182 .15742 L .3564 .15779 L .36484 .15871 L Mistroke .37362 .15997 L .38164 .16141 L .3992 .16559 L .41537 .17078 L .43154 .17744 L .45757 .19191 L .47734 .20713 L .49492 .22566 L .50671 .24318 L .51121 .25219 L .51491 .26184 L .51629 .26653 L .51742 .27144 L .51783 .27364 L .51818 .27592 L .51843 .27799 L .51861 .27987 L .51874 .28179 L .51878 .28278 L .51881 .28382 L .51882 .28554 L .51877 .28738 L .51868 .28899 L .51853 .29066 L .51835 .2922 L .51815 .29357 L .51752 .2967 L .51662 .29985 L .51559 .30259 L .51449 .30491 L .51223 .30847 L .51079 .31018 L .50935 .31157 L .50787 .31272 L .50626 .31371 L .50539 .31413 L .50443 .31452 L .5036 .31479 L .50271 .31502 L .50175 .31519 L .50085 .31528 L .49988 .31531 L .49933 .31529 L .49882 .31526 L .49789 .31513 L .49705 .31496 L .49608 .31469 L .49517 .31437 L .49353 .31359 L .49205 .31266 L Mistroke .49049 .31142 L .48891 .30984 L .48732 .30785 L .48576 .30536 L .48446 .3027 L .48343 .3 L .48265 .29736 L .48197 .29424 L .4817 .29259 L .48148 .29077 L .48132 .28899 L .48123 .28733 L .48118 .28562 L .48119 .28399 L .48124 .28215 L .48137 .28013 L .48156 .27808 L .48183 .27588 L .4825 .27184 L .48335 .26797 L .48434 .26428 L .48734 .25564 L .49186 .24583 L .49714 .23674 L .5042 .22679 L .51317 .21636 L .53335 .19834 L .55635 .18353 L .57085 .17635 L .58547 .17048 L .60258 .1651 L .6119 .16278 L .6221 .1607 L .63205 .15911 L .64125 .15802 L .64576 .15761 L .65068 .15725 L .65537 .15701 L .6597 .15685 L .66217 .1568 L .66483 .15676 L .66964 .15677 L .6726 .15682 L .67541 .1569 L .67793 .157 L .68069 .15713 L .68637 .15749 L .69243 .15801 L .70339 .15929 L .71303 .16079 L Mistroke .72347 .1628 L .74244 .16749 L .76501 .17489 L .78552 .1834 L .82458 .20478 L .85887 .23015 L .89321 .26374 L .92491 .30554 L .94894 .34933 L .95979 .37565 L .96794 .40072 L .97358 .42323 L .97617 .43634 L .97811 .44839 L .97972 .4612 L .98041 .46827 L .98093 .475 L .98131 .48121 L .98156 .48696 L .98173 .49328 L .98179 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgooooo`;oo`00?ooool2ool000Oooooo00?o0000ooooooooool01Oooool00ol0003ooooo ooooo`0oooool003cooooo0_oo001:ooooo`03ool0 0?oooooooooo00Kooooo00?o0000ooooooooool01Oooool00ooo003oooooooooo`19ooooo`;oo`00 >Oooool003[ooooo0_oo001=ooooo`03ool00?oooooooooo00Gooooo00?o0000ooooooooool01?oo ool00ooo003oooooooooo`1ooooo`004_ooool00ooo003oooooooooo`1looooo`03o`00 0?oooooooooo07_ooooo00?oo`00ooooooooool03_ooool001;ooooo00?oo`00ooooooooool0O?oo ool00ol0003oooooooooo`1kooooo`03ool00?oooooooooo00kooooo000Booooo`03ool00?oooooo oooo07cooooo00?o0000ooooooooool0O?ooool00ooo003oooooooooo`0=ooooo`004Oooool00ooo 003oooooooooo`1mooooo`03o`000?oooooooooo07cooooo00?oo`00ooooooooool03Oooool0017o oooo00?oo`00ooooooooool0OOooool00ol0003oooooooooo`1looooo`03ool00?oooooooooo00go oooo000Aooooo`03ool00?oooooooooo07gooooo00?o0000ooooooooool0O?ooool00ooo003ooooo ooooo`0=ooooo`001oooool3o`0000Cooooo00Go0000ooooooooooooo`00ooooo`03o`0002?ooooo 0ol0000Tooooo`;o00001?ooool00ol0003oooooooooo`02ooooo`?o00008oooool00ol0003ooooo ooooo`0Rooooo`;o00001?ooool00ol0003oooooooooo`02ooooo`?o00008oooool3o`0002Cooooo 0_l000000ooo003oooooooooo`02ooooo`03o`000?oooooooooo00;ooooo0ol00003ooooo`002?oo ool00ol0003oooooooooo`06ooooo`03ool00?l0003ooooo00;ooooo00?o0000ooooooooool08Ooo ool00ol0003oooooooooo`0Rooooo`04o`000?ooooooooooo`0000Oooooo00Go0000oooooooooooo ooooo`00000Rooooo`03o`000?oooooooooo027ooooo00Co0000oooooooooooo00001oooool01Ol0 003ooooooooooooooooo000002?ooooo00?o0000ooooooooool09?ooool00ol0003oo`00ooooo`07 ooooo`05o`000?ooooooooooooooool000000_ooool000Go00000oooool00ol0003oooooooooo`06 ooooo`03ool00?oooooooooo00;ooooo00?o0000ooooooooool06Oooool5o`0000?ooooo00?o0000 ooooooooool06oooool5o`0000;ooooo00Co0000oooooooooooo00002oooool00ol0003ooooooooo o`0Pooooo`03o`000?oooooooooo027ooooo00Co0000oooooooooooo00002oooool00ol0003ooooo ooooo`0Qooooo`03o`000?oooooooooo02Cooooo00?o0000ool00?ooool02oooool1o`00007ooooo 0Oooool000Sooooo00?o0000ooooooooool01_ooool00ooo003oooooooooo`02ooooo`03o`000?oo oooooooo027ooooo00?o0000ooooooooool08_ooool01?l0003oooooooooool0000;ooooo`03o`00 0?oooooooooo023ooooo00?o0000ooooooooool08Oooool01?l0003oooooooooool0000;ooooo`03 o`000?oooooooooo027ooooo00?o0000ooooooooool09?ooool00ol0003oo`00ooooo`0;ooooo`7o 00000Oooool1ooooo`002?ooool00ol0003oooooooooo`06ooooo`03ool00?l0003o000000;o0000 9?ooool00ol0003oooooooooo`0Rooooo`04o`000?ooooooooooo`0000Oooooo1?l0000Sooooo`03 o`000?oooooooooo027ooooo00Co0000oooooooooooo00001oooool4o`0002Cooooo00?o0000oooo ooooool09?ooool00ol0003oo`00ooooo`07ooooo`Co00000oooool000Oooooo0_l00008ooooo`03 ool00?l0003ooooo02Gooooo0_l0000Tooooo`04o`000?ooooooooooo`0000Oooooo00?o0000oooo ooooool09?ooool00ol0003oooooooooo`0Qooooo`04o`000?ooooooooooo`0000Oooooo00?o0000 ooooooooool09?ooool2o`0002Gooooo0_l000000ooo003oooooooooo`06ooooo`03o`000?oooooo oooo00Cooooo0008ooooo`03o`000?oooooooooo00Gooooo00?oo`00ooooool000001?l0000Soooo o`03o`000?oooooooooo02?ooooo0_l00008ooooo`Go00008_ooool00ol0003oooooooooo`0Roooo o`;o00002?ooool5o`0002?ooooo00?o0000ooooooooool09?ooool00ol0003oooooool00007oooo o`Go00000_ooool0013ooooo00?oo`00ooooooooool0O_ooool00ol0003oooooooooo`1mooooo`03 ool00?oooooooooo00cooooo000@ooooo`03ool00?oooooooooo07kooooo00?o0000ooooooooool0 OOooool00ooo003oooooooooo`0ooooo`004_ooool0 0ooo003oooooooooo`1looooo`03o`000?oooooooooo07_ooooo00?oo`00ooooooooool03_ooool0 01;ooooo00?oo`00ooooooooool0O?ooool00ol0003oooooooooo`1kooooo`03ool00?oooooooooo 00kooooo000Booooo`03ool00?oooooooooo07cooooo00?o0000ooooooooool0Noooool00ooo003o ooooooooo`0>ooooo`004oooool00ooo003oooooooooo`1kooooo`03o`000?oooooooooo07_ooooo 00?oo`00ooooooooool03_ooool001?ooooo00?oo`00ooooooooool0Noooool00ol0003ooooooooo o`1jooooo`03ool00?oooooooooo00oooooo000Cooooo`03ool00?oooooooooo07_ooooo00?o0000 ooooooooool0N_ooool00ooo003oooooooooo`0?ooooo`004oooool00ooo003oooooooooo`1koooo o`03o`000?oooooooooo07[ooooo00?oo`00ooooooooool03oooool001?ooooo00?oo`00oooooooo ool0Noooool00ol0003oooooooooo`1iooooo`03ool00?oooooooooo013ooooo000Cooooo`03ool0 0?oooooooooo07_ooooo00?o0000ooooooooool0NOooool00ooo003oooooooooo`0@ooooo`005?oo ool00ooo003oooooooooo`1jooooo`03o`000?oooooooooo07Wooooo00?oo`00ooooooooool04?oo ool001Cooooo00?oo`00ooooooooool0N_ooool00ol0003oooooooooo`1iooooo`03ool00?oooooo oooo013ooooo000Dooooo`03ool00?oooooooooo07[ooooo00?o0000ooooooooool0N?ooool00ooo 003oooooooooo`0Aooooo`005Oooool00ooo003oooooooooo`1iooooo`03o`000?oooooooooo07So oooo00?oo`00ooooooooool04Oooool001Gooooo00?oo`00ooooooooool0NOooool00ol0003ooooo ooooo`1hooooo`03ool00?oooooooooo017ooooo000Eooooo`03ool00?oooooooooo07Wooooo00?o 0000ooooooooool0Moooool00ooo003oooooooooo`0Booooo`005_ooool00ooo003oooooooooo`1h ooooo`03o`000?oooooooooo07Oooooo00?oo`00ooooooooool04_ooool001Kooooo00?oo`00oooo ooooool0N?ooool00ol0003oooooooooo`1gooooo`03ool00?oooooooooo01;ooooo000Fooooo`03 ool00?oooooooooo07Sooooo00?o0000ooooooooool0M_ooool00ooo003oooooooooo`0Cooooo`00 5oooool00ooo003oooooooooo`1gooooo`03o`000?oooooooooo07Kooooo00?oo`00ooooooooool0 4oooool001Oooooo00?oo`00ooooooooool0Moooool00ol0003oooooooooo`1fooooo`03ool00?oo oooooooo01?ooooo000Gooooo`03ool00?oooooooooo07Oooooo00?o0000ooooooooool0MOooool0 0ooo003oooooooooo`0Dooooo`006?ooool00ooo003oooooooooo`1fooooo`03o`000?oooooooooo 07Gooooo00?oo`00ooooooooool05?ooool001Sooooo00?oo`00ooooooooool0M_ooool00ol0003o ooooooooo`1dooooo`03ool00?oooooooooo01Gooooo000Iooooo`03ool00?oooooooooo07Gooooo 00?o0000ooooooooool0M?ooool00ooo003oooooooooo`0Eooooo`006Oooool00ooo003ooooooooo o`1eooooo`03o`000?oooooooooo07?ooooo00?oo`00ooooooooool05_ooool001[ooooo00?oo`00 ooooooooool0H?ooool2o`0000Cooooo00?o0000ooooooooool00_ooool3o`0000Kooooo00?o0000 ooooooooool0Loooool00ooo003oooooooooo`0Fooooo`006_ooool00ooo003oooooooooo`1Ooooo o`04o`000?ooooooooooo`0000Oooooo00Go0000ooooooooooooooooo`000005ooooo`03o`000?oo oooooooo07;ooooo00?oo`00ooooooooool05oooool001_ooooo00?oo`00ooooooooool0G_ooool0 1?l0003oooooooooool0000;ooooo`03o`000?oooooooooo00?ooooo0_l0001cooooo`03ool00?oo oooooooo01Oooooo000Kooooo`03ool00?oooooooooo05kooooo00Co0000oooooooooooo00002ooo ool00ol0003oooooooooo`03ooooo`03o`000?oooooooooo07;ooooo00?oo`00ooooooooool05ooo ool001cooooo00?oo`00ooooooooool0GOooool01?l0003oooooooooool00007ooooo`Co00001_oo ool00ol0003oooooooooo`1aooooo`03ool00?oooooooooo01Sooooo000Looooo`03ool00?oooooo oooo05gooooo00Co0000oooooooooooo00001oooool00ol0003oooooooooo`07ooooo`03o`000?oo oooooooo077ooooo00?oo`00ooooooooool06?ooool001gooooo00?oo`00ooooooooool0GOooool2 o`0000Sooooo1Ol00005ooooo`03o`000?oooooooooo073ooooo00?oo`00ooooooooool06Oooool0 01kooooo00?oo`00ooooooooool0K_ooool4ool0077ooooo00?oo`00ooooooooool06Oooool001ko oooo00?oo`00ooooooooool0KOooool2ool00004ooooool0003oo`00ool006oooooo00?oo`00oooo ooooool06_ooool001oooooo00?oo`00ooooooooool0Joooool01Ooo003ooooooooooooooooo0000 00;ooooo00?oo`00ooooooooool0K?ooool00ooo003oooooooooo`0Jooooo`007oooool00ooo003o ooooooooo`1[ooooo`05ool00?ooooooooooooooool000000_ooool00ooo003oooooooooo`1[oooo o`03ool00?oooooooooo01_ooooo000Pooooo`03ool00?oooooooooo06Wooooo00?oo`00oooooooo ool00_ooool01Ol0003oooooooooooooooooo`0006_ooooo00?oo`00ooooooooool07?ooool0023o oooo00?oo`00ooooooooool0JOooool00ooo003oooooooooo`02ooooo`05o`000?oooooooooooooo oooo0000J_ooool00ooo003oooooooooo`0Mooooo`008Oooool00ooo003oooooooooo`1Xooooo`03 ool00?oooooooooo00;ooooo00Go0000ooooooooooooooooool0001Zooooo`03ool00?oooooooooo 01gooooo000Rooooo`03ool00?oooooooooo06Oooooo00?oo`00ooooooooool00_ooool01Ol0003o ooooooooooooooooo`0006Wooooo00?oo`00ooooooooool07_ooool002?ooooo00?oo`00oooooooo ool0IOooool2ool000Cooooo00?o0000ooooooooool00_ooool00ooo003oooooooooo`1Uooooo`03 ool00?oooooooooo01oooooo000Tooooo`03ool00?oooooooooo06Cooooo0_oo0004ooooo`05o`00 0?oooooooooooooooooo0000J?ooool00ooo003oooooooooo`0Oooooo`009Oooool00ooo003ooooo ooooo`1Tooooo`03ool00?oooooooooo00;ooooo00Go0000ooooooooooooooooool0001Wooooo`03 ool00?oooooooooo023ooooo000Uooooo`03ool00?oooooooooo06Cooooo00?oo`00ooooooooool0 0_ooool01Ol0003oooooooooooooooooo`0006Kooooo00?oo`00ooooooooool08Oooool002Kooooo 00?oo`00ooooooooool0Hoooool00ooo003oooooooooo`02ooooo`05o`000?oooooooooooooooooo 0000IOooool00ooo003oooooooooo`0Rooooo`009oooool00ooo003oooooooooo`1Rooooo`03ool0 0?oooooooooo00;ooooo00Go0000ooooooooooooooooool0001Tooooo`03ool00?oooooooooo02?o oooo000Xooooo`03ool00?oooooooooo06;ooooo00Goo`00ooooooooooooooooo`000002ooooo`03 ool00?oooooooooo06;ooooo00?oo`00ooooooooool09?ooool002Wooooo0_oo001Rooooo`05ool0 0?ooooooooooooooool000000_ooool00ooo003oooooooooo`1Qooooo`03ool00?oooooooooo02Go oooo000[ooooo`03ool00?oooooooooo05oooooo00Goo`00ooooooooooooooooo`000002ooooo`03 ool00?oooooooooo063ooooo00?oo`00ooooooooool09_ooool002cooooo00?oo`00ooooooooool0 G_ooool01Ooo003ooooooooooooooooo000000;ooooo00?oo`00ooooooooool0Goooool00ooo003o ooooooooo`0Wooooo`00;Oooool00ooo003oooooooooo`1Nooooo`06ool00?ooooooooooo`000?oo ooooo`00HOooool00ooo003oooooooooo`0Xooooo`00;_ooool00ooo003oooooooooo`1Nooooo`04 ool00?oooooo0000ool0067ooooo00?oo`00ooooooooool0:Oooool002oooooo00?oo`00oooooooo ool0GOooool01?oo003oooooo`000?oo001Pooooo`03ool00?oooooooooo02[ooooo000`ooooo`03 ool00?oooooooooo05gooooo0_oo001Oooooo`;oo`00;Oooool0037ooooo00?oo`00ooooooooool0 GOooool00ooo003oooooooooo`1Looooo`03ool00?oooooooooo02gooooo000booooo`03ool00?oo oooooooo05_ooooo0_oo001Mooooo`03ool00?oooooooooo02kooooo000cooooo`03ool00?oooooo oooo05Wooooo00Coo`00ooooool0003oo`00F_ooool2ool0037ooooo000dooooo`03ool00?oooooo oooo05Oooooo00Goo`00oooooooooooo0000ool0001Iooooo`03ool00?oooooooooo037ooooo000e ooooo`03ool00?oooooooooo05Gooooo00Ooo`00ooooooooooooooooo`000?ooooooo`0005Kooooo 0_oo000dooooo`00=_ooool00ooo003oooooooooo`1Cooooo`03ool00?oooooooooo00;ooooo00Co 0000ooooooooooooo`00E?ooool00ooo003oooooooooo`0dooooo`00=oooool2ool005;ooooo00?o o`00ooooooooool00oooool01Ol0003oooooooooooooooooo`0005;ooooo00?oo`00ooooooooool0 =Oooool003Wooooo0_oo001?ooooo`03ool00?oooooooooo00Cooooo00?o0000ooooooooool00_oo ool2ool004kooooo0_oo000hooooo`00>oooool2ool004cooooo00?oo`00ooooooooool01Oooool0 0ol0003oooooooooo`04ooooo`03ool00?oooooooooo04[ooooo00?oo`00ooooooooool0>?ooool0 03gooooo0_oo0018ooooo`;oo`002?ooool00ol0003oooooooooo`05ooooo`03ool00?oooooooooo 04Oooooo0_oo000kooooo`00?oooool2ool004Gooooo00?oo`00ooooooooool02?ooool00ol0003o ooooooooo`06ooooo`03ool00?oooooooooo04Gooooo00?oo`00ooooooooool0>oooool0047ooooo 0_oo0011ooooo`;oo`002oooool00ol0003oooooooooo`07ooooo`;oo`00@oooool2ool003kooooo 0013ooooo`03ool00?oooooooooo03gooooo00?oo`00ooooooooool02oooool00ol0003ooooooooo o`09ooooo`;oo`00?oooool2ool0043ooooo0014ooooo`;oo`00>oooool2ool000kooooo00?o0000 ooooooooool02oooool00ooo003oooooooooo`0kooooo`03ool00?oooooooooo043ooooo0016oooo o`;oo`00=oooool2ool0013ooooo00?o0000ooooooooool03?ooool2ool003Wooooo0_oo0013oooo o`00B?ooool3ool0037ooooo0ooo0009ooooo`?o00001_ooool00ol0003oooooooooo`0>ooooo`?o o`00ooooo`?oo`009ooo ool00ooo003oooooooooo`0>ooooo`03o`000?oooooooooo00Gooooo00?o0000ooooooooool05?oo ool2ool002Kooooo1?oo001"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-1.63536, -1.61844, 0.0112783, \ 0.0112783}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: .71242 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 0.5 0.329456 0.356209 0.329456 [ [ 0 0 0 0 ] [ 1 .71242 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 .71242 L 0 .71242 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .82937 .35621 m .97619 .35621 L s .82531 .40773 m .95613 .47439 L s .81324 .45799 m .89955 .57677 L s .79347 .50574 m .81644 .65076 L s .76646 .54981 m .72109 .68944 L s .7329 .58911 m .62908 .69293 L s .6936 .62267 m .55396 .66804 L s .64953 .64968 m .50451 .62671 L s .60178 .66945 m .483 .58315 L s .55152 .68152 m .48487 .5507 L s .5 .68557 m .5 .53875 L s .44848 .68152 m .51513 .5507 L s .39822 .66945 m .517 .58315 L s .35047 .64968 m .49549 .62671 L s .3064 .62267 m .44604 .66804 L s .2671 .58911 m .37092 .69293 L s .23354 .54981 m .27891 .68944 L s .20653 .50574 m .18356 .65076 L s .18676 .45799 m .10045 .57677 L s .17469 .40773 m .04387 .47439 L s .17063 .35621 m .02381 .35621 L s .17469 .30469 m .04387 .23803 L s .18676 .25443 m .10045 .13565 L s .20653 .20668 m .18356 .06166 L s .23354 .16261 m .27891 .02297 L s .2671 .12331 m .37092 .01949 L s .3064 .08975 m .44604 .04438 L s .35047 .06274 m .49549 .08571 L s .39822 .04296 m .517 .12927 L s .44848 .0309 m .51513 .16172 L s .5 .02684 m .5 .17367 L s .55152 .0309 m .48487 .16172 L s .60178 .04296 m .483 .12927 L s .64953 .06274 m .50451 .08571 L s .6936 .08975 m .55396 .04438 L s .7329 .12331 m .62908 .01949 L s .76646 .16261 m .72109 .02297 L s .79347 .20668 m .81644 .06166 L s .81324 .25443 m .89955 .13565 L s .82531 .30469 m .95613 .23803 L s .82937 .35621 m .97619 .35621 L s 1 0 0 r .97619 .35621 m .97614 .36218 L .97601 .36761 L .97576 .37387 L .97542 .37979 L .97457 .39029 L .9733 .40165 L .97149 .41409 L .9691 .42719 L .9636 .45037 L .95635 .47377 L .94814 .49509 L .92467 .5409 L .8946 .58281 L .86255 .61605 L .82143 .6476 L .79974 .66041 L .77962 .6703 L .76106 .67786 L .74087 .68449 L .72975 .68746 L .71955 .68977 L .70922 .6917 L .69964 .69314 L .69145 .6941 L .68727 .69449 L .68275 .69484 L .67782 .69513 L .67318 .69532 L .66869 .69543 L .66456 .69546 L .66026 .69542 L .65625 .69532 L .65188 .69514 L .64721 .69486 L .64262 .6945 L .63782 .69403 L .62938 .69297 L .62024 .69148 L .6118 .68978 L .59658 .68586 L .58107 .68064 L .56538 .67395 L .54029 .65961 L .52105 .64445 L .50436 .62652 L .49302 .60942 L .48833 .59978 L .48515 .59124 L .48383 .58667 L Mistroke .48272 .58183 L .48233 .57967 L .482 .57741 L .48175 .57533 L .48158 .57347 L .48147 .57163 L .48141 .56994 L .4814 .56813 L .48145 .56624 L .4815 .56531 L .48157 .56432 L .48174 .56254 L .48197 .56087 L .48222 .55937 L .48278 .55678 L .48355 .55411 L .48451 .55152 L .48555 .54929 L .48683 .54706 L .48833 .54498 L .48973 .54342 L .4913 .542 L .4931 .54074 L .49483 .53985 L .49591 .53943 L .49695 .53913 L .49788 .53893 L .49841 .53885 L .4989 .5388 L .49982 .53875 L .5007 .53877 L .50148 .53884 L .50233 .53897 L .50325 .53918 L .50422 .53947 L .50593 .5402 L .50746 .54109 L .50885 .54212 L .51179 .54513 L .51319 .54709 L .51452 .54943 L .51555 .55166 L .5165 .55427 L .51735 .55731 L .51795 .56036 L .51823 .56232 L .51834 .56331 L .51842 .56424 L .51854 .56601 L .51857 .56697 L Mistroke .5186 .56799 L .51859 .56975 L .51853 .57172 L .51841 .57363 L .51824 .57543 L .51803 .57724 L .51779 .57891 L .51709 .58274 L .51609 .587 L .51469 .59173 L .51132 .60059 L .5071 .60919 L .50151 .61842 L .48852 .63491 L .4701 .65198 L .45806 .66072 L .44545 .66837 L .43271 .67485 L .41781 .68106 L .40447 .68555 L .38933 .68953 L .38056 .69133 L .37234 .69272 L .36432 .69379 L .35573 .69464 L .3511 .69497 L .34853 .69511 L .34611 .69523 L .34136 .69539 L .33702 .69545 L .33449 .69546 L .33181 .69544 L .32697 .69533 L .32427 .69523 L .32174 .69511 L .31595 .69475 L .31081 .69432 L .30519 .69374 L .2949 .69237 L .27541 .68868 L .26433 .68594 L .25252 .6825 L .23133 .67493 L .19032 .65483 L .16807 .64051 L .14842 .62552 L .11478 .59352 L .08381 .55413 L .06031 .51358 L .04948 .48933 L Mistroke .0412 .46648 L .03488 .4446 L .0321 .43289 L .02959 .42036 L .02776 .40934 L .02615 .39712 L .02557 .39175 L .02504 .38596 L .02464 .38057 L .02433 .37547 L .02417 .37224 L .02403 .36873 L .02387 .36261 L .02382 .35914 L .02381 .35547 L .02388 .34889 L .02406 .34281 L .02432 .33713 L .0247 .33091 L .02524 .32425 L .02689 .30932 L .02902 .29527 L .03451 .26926 L .04148 .24508 L .0494 .2233 L .07225 .17666 L .0987 .13785 L .1276 .10563 L .16292 .07561 L .18392 .06145 L .20406 .05001 L .24242 .0333 L .26294 .02686 L .28482 .02178 L .29578 .01992 L .30152 .01913 L .30757 .01842 L .31283 .01792 L .31859 .01749 L .3211 .01734 L .3238 .01721 L .32864 .01704 L .33361 .01696 L .33641 .01696 L .339 .01699 L .34371 .0171 L .34869 .01731 L .35354 .01762 L .35807 .01798 L .36642 .01888 L Mistroke .37509 .02013 L .38301 .02155 L .40038 .02569 L .41635 .03082 L .43234 .0374 L .45806 .0517 L .4776 .06675 L .49498 .08506 L .50663 .10238 L .51108 .11128 L .51473 .12082 L .5161 .12546 L .51722 .13031 L .51762 .13248 L .51797 .13473 L .51822 .13678 L .5184 .13864 L .51852 .14054 L .51856 .14152 L .51859 .14255 L .5186 .14424 L .51855 .14607 L .51846 .14765 L .51832 .14931 L .51814 .15083 L .51793 .15218 L .51731 .15527 L .51643 .15839 L .51541 .1611 L .51432 .16339 L .51208 .16691 L .51066 .16859 L .50924 .16997 L .50778 .17111 L .50619 .17208 L .50533 .1725 L .50438 .17289 L .50356 .17316 L .50268 .17338 L .50173 .17355 L .50084 .17364 L .49988 .17367 L .49934 .17365 L .49883 .17361 L .49791 .17349 L .49708 .17332 L .49613 .17306 L .49523 .17274 L .4936 .17197 L .49214 .17105 L Mistroke .4906 .16983 L .48904 .16827 L .48746 .16629 L .48592 .16383 L .48464 .1612 L .48362 .15853 L .48285 .15592 L .48218 .15285 L .48192 .15122 L .48169 .14941 L .48154 .14766 L .48145 .14601 L .4814 .14433 L .48141 .14271 L .48146 .14089 L .48158 .1389 L .48177 .13687 L .48204 .1347 L .4827 .1307 L .48354 .12688 L .48452 .12323 L .48748 .11469 L .49196 .10499 L .49717 .09601 L .50415 .08617 L .51302 .07587 L .53297 .05806 L .55569 .04342 L .57003 .03632 L .58447 .03052 L .60138 .0252 L .61059 .02291 L .62068 .02086 L .63051 .01929 L .63961 .01821 L .64407 .0178 L .64893 .01745 L .65356 .0172 L .65784 .01705 L .66029 .017 L .66291 .01697 L .66767 .01698 L .67059 .01703 L .67336 .0171 L .67586 .0172 L .67859 .01733 L .6842 .01768 L .69019 .01819 L .70103 .01946 L .71056 .02094 L Mistroke .72087 .02293 L .73962 .02757 L .76192 .03488 L .7822 .04329 L .82081 .06442 L .85469 .0895 L .88864 .1227 L .91996 .16401 L .94371 .20729 L .95444 .23331 L .9625 .25809 L .96807 .28033 L .97063 .29329 L .97255 .3052 L .97414 .31786 L .97482 .32485 L .97534 .3315 L .97571 .33763 L .97596 .34332 L .97613 .34957 L .97619 .35621 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 205.125}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .98179 .5 m .98171 .50719 L .9815 .51373 L .98108 .52127 L .98052 .52839 L .97914 .54099 L .97706 .55458 L .9741 .5694 L .97021 .58489 L .96131 .61198 L .94966 .63875 L .93664 .66248 L .90028 .71057 L .87817 .7319 L .85565 .74946 L .83422 .76302 L .81068 .77486 L .79713 .78037 L .7848 .78461 L .77226 .78818 L .76076 .79081 L .74741 .79311 L .74045 .79399 L .73692 .79435 L .73315 .79467 L .72985 .79489 L .72686 .79505 L .72105 .79525 L .71782 .79529 L .71433 .79527 L .71105 .79521 L .70804 .7951 L .70285 .79481 L .69745 .79436 L .6929 .79387 L .68798 .79322 L .67726 .79134 L .66764 .78908 L .65112 .78384 L .63498 .77676 L .61801 .76666 L .60439 .7558 L .59426 .74525 L .58559 .73329 L .5824 .72768 L .57955 .72164 L .57757 .71645 L .5759 .71085 L .57514 .7075 L .5746 .70443 L Mistroke .57424 .70154 L .57409 .69994 L .574 .69851 L .57393 .69583 L .57394 .69434 L .57399 .69299 L .57417 .69054 L .57448 .68802 L .57494 .68541 L .57547 .6831 L .57617 .6807 L .57706 .67818 L .579 .67396 L .58122 .67031 L .58427 .66645 L .588 .66293 L .59154 .66043 L .59369 .65921 L .59577 .65822 L .59961 .65683 L .60171 .65628 L .60401 .65583 L .60519 .65566 L .60649 .65552 L .60886 .65539 L .61121 .6554 L .61339 .65554 L .61546 .65578 L .61741 .65611 L .61955 .65658 L .62186 .65721 L .62658 .65891 L .63086 .66095 L .64028 .66726 L .64536 .67185 L .64982 .67675 L .65727 .6873 L .66059 .69336 L .66386 .7006 L .66647 .70778 L .66851 .71485 L .67021 .7226 L .67092 .72685 L .67153 .7315 L .67193 .73556 L .67223 .74004 L .67239 .74435 L .67241 .74838 L .67233 .75206 L .67214 .75617 L Mistroke .67182 .7605 L .67141 .7646 L .67077 .76947 L .6699 .77483 L .66782 .78471 L .66517 .79446 L .66216 .80356 L .65331 .82425 L .64077 .84603 L .62569 .86631 L .60929 .88402 L .58905 .90168 L .56397 .91898 L .53989 .93195 L .51579 .94202 L .48888 .95032 L .47324 .95386 L .45871 .95635 L .4455 .95797 L .43791 .95863 L .43076 .95908 L .4232 .95936 L .41625 .95946 L .4086 .95939 L .40475 .95927 L .40053 .9591 L .39336 .95866 L .38684 .95812 L .37222 .95639 L .3587 .95416 L .346 .95151 L .31572 .9429 L .28857 .93227 L .25997 .91775 L .23147 .89932 L .18823 .86151 L .1674 .83726 L .15079 .81356 L .13755 .79049 L .12565 .76447 L .11689 .73934 L .11093 .71581 L .10829 .70122 L .10657 .68786 L .10593 .68089 L .10565 .6769 L .10544 .67329 L .10528 .66947 L .10516 .66539 L .10511 .66163 L Mistroke .10511 .65809 L .10523 .65167 L .10552 .64491 L .10591 .63918 L .10648 .63293 L .10726 .62628 L .10828 .61921 L .11061 .60667 L .11338 .59508 L .11698 .5828 L .12503 .56157 L .13452 .54248 L .14462 .52628 L .15791 .50916 L .17355 .4933 L .18916 .48098 L .20391 .47195 L .21731 .46571 L .22496 .46293 L .23185 .46091 L .23901 .45928 L .24289 .45861 L .24652 .45812 L .24983 .45778 L .25285 .45757 L .25611 .45746 L .25952 .45746 L .26258 .45757 L .26586 .45781 L .26921 .4582 L .27225 .45867 L .27749 .45979 L .28279 .46135 L .2886 .46364 L .29362 .46621 L .29778 .46888 L .30174 .47199 L .30482 .47496 L .30778 .47844 L .31008 .48181 L .31182 .48501 L .31343 .4889 L .31411 .49109 L .31461 .49319 L .31496 .49513 L .31517 .49695 L .3153 .49894 L .31529 .50107 L .31516 .50322 L .31502 .50443 L Mistroke .31485 .50556 L .31439 .50782 L .31372 .51022 L .31206 .51449 L .31004 .51825 L .3071 .52242 L .30321 .52666 L .29889 .53032 L .29436 .53336 L .29006 .53568 L .28505 .53784 L .27912 .53978 L .27317 .54116 L .27002 .54169 L .26648 .54213 L .26466 .54229 L .26268 .54242 L .2608 .54251 L .25907 .54255 L .25569 .54254 L .25376 .54247 L .25196 .54238 L .24862 .54211 L .24503 .5417 L .24147 .54116 L .23754 .54043 L .23028 .53868 L .21641 .53392 L .20847 .53037 L .20003 .5259 L .18501 .51604 L .15958 .49273 L .14643 .47629 L .1353 .45888 L .12556 .43962 L .11682 .41669 L .11326 .40447 L .11012 .39096 L .10886 .38427 L .10783 .37786 L .10705 .37208 L .10634 .36566 L .10582 .35964 L .10546 .35395 L .10522 .34791 L .10511 .34136 L .10515 .33525 L .10532 .32941 L .10559 .32415 L .10599 .31838 L Mistroke .10664 .31148 L .10738 .30519 L .10959 .29107 L .1123 .27796 L .11545 .26563 L .1238 .24028 L .13577 .21303 L .15132 .1856 L .16852 .1613 L .20529 .12189 L .22888 .10258 L .25197 .087 L .27773 .07281 L .30636 .06044 L .33158 .05218 L .34535 .04864 L .35995 .0456 L .36758 .0443 L .37594 .0431 L .38363 .0422 L .39062 .04155 L .3946 .04125 L .3989 .04099 L .40345 .04077 L .40774 .04064 L .41175 .04056 L .41599 .04054 L .42358 .04065 L .4306 .04091 L .4381 .04138 L .44514 .042 L .45154 .0427 L .46702 .04499 L .48145 .04789 L .50895 .05559 L .53261 .06472 L .55815 .07759 L .58022 .09172 L .61423 .12093 L .63008 .13911 L .64245 .15656 L .65294 .17502 L .66163 .19499 L .6649 .20465 L .66744 .21373 L .66925 .22174 L .67076 .23045 L .6714 .23533 L .67185 .23986 L .67219 .24458 L Mistroke .67231 .24721 L .67238 .2496 L .67241 .25379 L .67231 .2583 L .67208 .26249 L .67176 .26632 L .67122 .27105 L .67056 .27541 L .66896 .28329 L .66675 .29134 L .66381 .29953 L .65766 .31204 L .65081 .32203 L .64236 .33097 L .6373 .33503 L .63255 .33811 L .6275 .34069 L .62278 .3425 L .62033 .34323 L .61762 .34385 L .61627 .34409 L .61482 .34431 L .61345 .34446 L .6122 .34455 L .60994 .34463 L .60785 .34458 L .6056 .34439 L .60436 .34422 L .60324 .34404 L .60101 .34356 L .59865 .34287 L .59456 .34123 L .59102 .33925 L .58751 .33666 L .5845 .33379 L .58203 .33083 L .57951 .32698 L .57836 .32478 L .57727 .32233 L .57635 .31987 L .57565 .31755 L .57509 .31533 L .57461 .31281 L .57424 .31014 L .5741 .30865 L .574 .30725 L .57393 .30468 L .57398 .30188 L .57408 .30029 L .57423 .29853 L Mistroke .57442 .29686 L .57464 .2953 L .57518 .29233 L .57591 .28913 L .57767 .28325 L .57984 .27768 L .58671 .26494 L .59494 .25395 L .60627 .24251 L .62061 .23157 L .63612 .22266 L .65247 .21566 L .66867 .21065 L .67814 .20848 L .68326 .20753 L .68877 .20667 L .69367 .20604 L .69912 .20548 L .70415 .20511 L .70891 .20487 L .71451 .20473 L .71767 .20471 L .72055 .20474 L .7262 .20492 L .73155 .20522 L .73462 .20545 L .73788 .20575 L .74373 .2064 L .75705 .20847 L .76869 .21094 L .77958 .21382 L .80433 .22244 L .82653 .23278 L .84628 .24426 L .88793 .27696 L .90695 .29685 L .92528 .3202 L .93936 .34208 L .9525 .36716 L .96406 .39556 L .97237 .42329 L .97618 .44062 L .97771 .44925 L .97891 .4573 L .97988 .46521 L .98059 .47241 L .98119 .48043 L .98143 .48484 L .9816 .48899 L .98175 .49472 L Mistroke .98179 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgooo ool00ol0003oooooooooo`09ooooo`03ool00?oooooooooo083ooooo001Cooooo`03ool00?oooooo oooo03_ooooo00?o0000ooooooooool02_ooool2ool0083ooooo001Aooooo`;oo`00?_ooool00ol0 003oooooooooo`0ooooo`;oo`00O?ooool004kooooo0_oo0011ooooo`03o`000?oooooooooo013ooooo 0_oo001jooooo`00C?ooool2ool004?ooooo00?o0000ooooooooool04_ooool2ool007Sooooo001; ooooo`03ool00?oooooooooo04?ooooo00?o0000ooooooooool05?ooool00ooo003oooooooooo`1e ooooo`00BOooool2ool004Kooooo00?o0000ooooooooool05Oooool00ooo003oooooooooo`1doooo o`00Aoooool2ool004Sooooo00?o0000ooooooooool05_ooool00ooo003oooooooooo`1cooooo`00 A_ooool00ooo003oooooooooo`18ooooo`03o`000?oooooooooo01Oooooo00?oo`00ooooooooool0 L_ooool004Gooooo00?oo`00ooooooooool0BOooool00ol0003oooooooooo`0Hooooo`03ool00?oo oooooooo077ooooo0014ooooo`03ool00?oooooooooo04[ooooo00?o0000ooooooooool06Oooool0 0ooo003oooooooooo`1`ooooo`00@oooool00ooo003oooooooooo`1;ooooo`03o`000?oooooooooo 01[ooooo00?oo`00ooooooooool0Koooool004;ooooo00?oo`00ooooooooool0C?ooool00ol0003o ooooooooo`0Kooooo`03ool00?oooooooooo06kooooo0012ooooo`03ool00?oooooooooo04cooooo 00?o0000ooooooooool06oooool00ooo003oooooooooo`1^ooooo`00@Oooool00ooo003ooooooooo o`1=ooooo`03o`000?oooooooooo01cooooo00?oo`00ooooooooool0KOooool0043ooooo00?oo`00 ooooooooool0C_ooool00ol0003oooooooooo`0Mooooo`03ool00?oooooooooo06cooooo000ooooo o`03ool00?oooooooooo04oooooo00?o0000ooooooooool07_ooool00ooo003oooooooooo`1[oooo o`00?_ooool00ooo003oooooooooo`1@ooooo`03o`000?oooooooooo01oooooo00?oo`00oooooooo ool0J_ooool003gooooo00?oo`00ooooooooool0DOooool00ol0003oooooooooo`0Oooooo`03ool0 0?oooooooooo06[ooooo000looooo`03ool00?oooooooooo05;ooooo00?o0000ooooooooool08?oo ool00ooo003oooooooooo`1Yooooo`00>oooool00ooo003oooooooooo`1Cooooo`03o`000?oooooo oooo027ooooo00?oo`00ooooooooool0J?ooool003[ooooo00?oo`00ooooooooool0E?ooool00ol0 003oooooooooo`0Qooooo`03ool00?oooooooooo06Sooooo000iooooo`03ool00?oooooooooo04co oooo0ol00006ooooo`03o`000?oooooooooo02;ooooo00?oo`00ooooooooool0Ioooool003Sooooo 00?oo`00ooooooooool0C_ooool00ol0003oooooooooo`05ooooo`03o`000?oooooooooo02;ooooo 00?oo`00ooooooooool0Ioooool003Sooooo00?oo`00ooooooooool0A_ooool5o`0000?ooooo00?o 0000ooooooooool01Oooool2o`0002Cooooo00?oo`00ooooooooool0I_ooool003Oooooo00?oo`00 ooooooooool0Coooool00ol0003oooooooooo`05ooooo`03o`000?oooooooooo02Cooooo00?oo`00 ooooooooool0IOooool003Kooooo00?oo`00ooooooooool0D?ooool00ol0003oooooooooo`05oooo o`03o`000?oooooooooo02Cooooo00?oo`00ooooooooool0IOooool003Kooooo00?oo`00oooooooo ool0Coooool2o`0000Oooooo00?o0000ooooooooool09Oooool00ooo003oooooooooo`1Tooooo`00 =Oooool00ooo003oooooooooo`1Aooooo`03o`000?oooooooooo00Gooooo00?o0000ooooooooool0 9Oooool00ooo003oooooooooo`1Tooooo`00=?ooool00ooo003oooooooooo`1Jooooo`03o`000?oo oooooooo02Kooooo00?oo`00ooooooooool0Hoooool003Cooooo00?oo`00ooooooooool0F_ooool0 0ol0003oooooooooo`0Vooooo`03ool00?oooooooooo06?ooooo000cooooo`03ool00?oooooooooo 05_ooooo00?o0000ooooooooool09_ooool00ooo003oooooooooo`1Sooooo`00oooool002kooooo00?oo`00oooo ooooool0H?ooool00ol0003oooooooooo`0Nooooo`03ool00?oooooooooo00Wooooo00?oo`00oooo ooooool09?ooool2ool003Wooooo000]ooooo`03ool00?oooooooooo067ooooo00?o0000oooooooo ool07?ooool2ool000cooooo00?oo`00ooooooooool09_ooool2ool003Oooooo000]ooooo`03ool0 0?oooooooooo067ooooo00?o0000ooooooooool06oooool00ooo003oooooooooo`0Oooool0 0ooo003oooooooooo`0Tooooo`00:Oooool00ooo003oooooooooo`1Uooooo`03o`000?oooooooooo 017ooooo00?oo`00ooooooooool05Oooool00ooo003oooooooooo`0jooooo`03ool00?oooooooooo 02?ooooo000Yooooo`03ool00?oooooooooo06Gooooo00?o0000ooooooooool04Oooool00ooo003o ooooooooo`0Eooooo`03ool00?oooooooooo03_ooooo00?oo`00ooooooooool08_ooool002Wooooo 00?oo`00ooooooooool0IOooool00ol0003oooooooooo`0@ooooo`03ool00?oooooooooo01Kooooo 00?oo`00ooooooooool0??ooool00ooo003oooooooooo`0Qooooo`00:Oooool00ooo003ooooooooo o`1Uooooo`03o`000?oooooooooo013ooooo00?oo`00ooooooooool05Oooool00ooo003ooooooooo o`0nooooo`03ool00?oooooooooo023ooooo000Xooooo`03ool00?oooooooooo06Kooooo00?o0000 ooooooooool04?ooool00ooo003oooooooooo`0Eooooo`03ool00?oooooooooo03kooooo00?oo`00 ooooooooool08?ooool002Sooooo00?oo`00ooooooooool0I_ooool00ol0003oooooooooo`0@oooo o`03ool00?oooooooooo01Gooooo00?oo`00ooooooooool0?oooool00ooo003oooooooooo`0Ooooo o`00:?ooool00ooo003oooooooooo`1Vooooo`03o`000?oooooooooo013ooooo00?oo`00oooooooo ool05?ooool00ooo003oooooooooo`11ooooo`03ool00?oooooooooo01kooooo000Xooooo`03ool0 0?oooooooooo06Kooooo00?o0000ooooooooool04?ooool00ooo003oooooooooo`0Cooooo`03ool0 0?oooooooooo04?ooooo00?oo`00ooooooooool07Oooool002Sooooo00?oo`00ooooooooool0I_oo ool00ol0003oooooooooo`0@ooooo`;oo`005?ooool00ooo003oooooooooo`14ooooo`03ool00?oo oooooooo01cooooo000Xooooo`03ool00?oooooooooo06Kooooo00?o0000ooooooooool04Oooool0 0ooo003oooooooooo`0Aooooo`03ool00?oooooooooo04Kooooo00?oo`00ooooooooool06oooool0 02Sooooo00?oo`00ooooooooool0D_ooool2o`0000Cooooo00?o0000ooooooooool00_ooool3o`00 00Kooooo00?o0000ooooooooool04Oooool00ooo003oooooooooo`0@ooooo`;oo`00B?ooool00ooo 003oooooooooo`0Kooooo`00:?ooool00ooo003oooooooooo`1Aooooo`04o`000?ooooooooooo`00 00Oooooo00Go0000ooooooooooooooooo`000005ooooo`03o`000?oooooooooo01;ooooo00?oo`00 ooooooooool03_ooool00ooo003oooooooooo`19ooooo`03ool00?oooooooooo01[ooooo000Xoooo o`03ool00?oooooooooo04[ooooo1Ol00002ooooo`04o`000?ooooooooooo`0000_ooooo00?o0000 ooooooooool00oooool00ol0003oooooooooo`0Booooo`03ool00?oooooooooo00gooooo00?oo`00 ooooooooool0B_ooool00ooo003oooooooooo`0Jooooo`009oooool00ooo003oooooooooo`1Boooo o`04o`000?ooooooooooo`0000_ooooo00?o0000ooooooooool00oooool2o`0001Cooooo00?oo`00 ooooooooool02oooool00ooo003oooooooooo`1ooooo`00;_ooool00ooo003ooooo ooooo`1Pooooo`03o`000?oooooooooo07cooooo00?oo`00ooooooooool03Oooool002kooooo00?o o`00ooooooooool0H?ooool00ol0003oooooooooo`1looooo`03ool00?oooooooooo00gooooo000^ ooooo`03ool00?oooooooooo063ooooo00?o0000ooooooooool0O?ooool00ooo003oooooooooo`0= ooooo`001oooool3o`0000Cooooo00?o0000ooooooooool00_ooool3o`0001Wooooo00?oo`00oooo ooooool01oooool3o`0000kooooo3Ooo0009ooooo`;o00001?ooool00ol0003oooooooooo`02oooo o`?o00008oooool00ol0003oooooooooo`0Rooooo`;o00001?ooool00ol0003oooooooooo`02oooo o`?o00008oooool3o`0002Cooooo0_l000000ooo003oooooooooo`02ooooo`03o`000?oooooooooo 00;ooooo0ol00003ooooo`002?ooool00ol0003oooooooooo`07ooooo`05o`000?oooooooooooooo ool000006?ooool00ooo003oooooooooo`08ooooo`03o`000?oooooooooo00Wooooo1?oo000=oooo o`?oo`001Oooool01?l0003oooooooooool00007ooooo`05o`000?ooooooooooooooool000008_oo ool00ol0003oooooooooo`0Qooooo`04o`000?ooooooooooo`0000Oooooo00Go0000oooooooooooo ooooo`00000Sooooo`03o`000?oooooooooo02Cooooo00?o0000ool00?ooool01oooool01Ol0003o oooooooooooooooo000000;ooooo0005o`0000?ooooo00?o0000ooooooooool02oooool00ol0003o ooooooooo`0Gooooo`03ool00?oooooo000000Co00000oooool00ol0003oooooooooo`07ooooo`;o o`004_ooool2o`000003ool00?l0003o000000;ooooo00Co0000oooooooooooo00002oooool00ol0 003oooooooooo`0Pooooo`03o`000?oooooooooo027ooooo00Co0000oooooooooooo00002oooool0 0ol0003oooooooooo`0Qooooo`03o`000?oooooooooo02Cooooo00?o0000ool00?ooool02oooool1 o`00007ooooo0Oooool000Sooooo00?o0000ooooooooool02oooool00ol0003oooooooooo`0Hoooo o`03ool00?oooooooooo00Kooooo00?o0000ooooooooool01_ooool00ooo003oooooooooo`0Eoooo o`05ool00?ooooooooooooooool000000_ooool00ol0003oooooooooo`09ooooo`03o`000?oooooo oooo023ooooo00?o0000ooooooooool08Oooool01?l0003oooooooooool0000;ooooo`03o`000?oo oooooooo027ooooo00?o0000ooooooooool09?ooool00ol0003oo`00ooooo`0;ooooo`7o00000Ooo ool1ooooo`002?ooool00ol0003oooooooooo`07ooooo`Co00006oooool00ooo003oooooooooo`06 ooooo`03o`000?oooooooooo00Cooooo0_oo000Iooooo`;oo`0000Goooooo`000?ooooooooooo`00 0007ooooo`Co00008oooool00ol0003oooooooooo`0Qooooo`04o`000?ooooooooooo`0000Oooooo 1?l0000Tooooo`03o`000?oooooooooo02Cooooo00?o0000ool00?ooool01oooool4o`0000?ooooo 0007ooooo`;o00002Oooool00ol0003oooooooooo`0Mooooo`03ool00?oooooooooo00Cooooo0_l0 0004ooooo`;oo`007?ooool00ooo003oooooo`000002ooooo`03o`000?oooooooooo00Gooooo00?o 0000ooooooooool09?ooool00ol0003oooooooooo`0Qooooo`04o`000?ooooooooooo`0000Oooooo 00?o0000ooooooooool09?ooool2o`0002Gooooo0_l000000ooo003oooooooooo`06ooooo`03o`00 0?oooooooooo00Cooooo0008ooooo`03o`000?oooooooooo00Oooooo1Ol0000Looooo`03ool00?oo oooooooo00Cooooo00?o0000ooooooooool00_oo000Oooooo`04ool00?oooooo0000o`0000Sooooo 1Ol0000Rooooo`03o`000?oooooooooo02;ooooo0_l00008ooooo`Go00008oooool00ol0003ooooo ooooo`0Tooooo`03o`000?oo003ooooo00Oooooo1Ol00002ooooo`00=?ooool00ooo003ooooooooo o`05ooooo`03ool00?oooooooooo01oooooo00?oo`00ooooooooool0ooooo`00;_ooool00ooo003oooooooooo`1Pooooo`03o`000?oooooo oooo07_ooooo00?oo`00ooooooooool03_ooool002gooooo00?oo`00ooooooooool0HOooool00ol0 003oooooooooo`1kooooo`03ool00?oooooooooo00kooooo000]ooooo`03ool00?oooooooooo067o oooo00?o0000ooooooooool0Noooool00ooo003oooooooooo`0>ooooo`00;?ooool00ooo003ooooo ooooo`1Rooooo`03o`000?oooooooooo07_ooooo00?oo`00ooooooooool03_ooool002cooooo00?o o`00ooooooooool0H_ooool00ol0003oooooooooo`1kooooo`03ool00?oooooooooo00kooooo000/ ooooo`03ool00?oooooooooo06;ooooo00?o0000ooooooooool0Noooool00ooo003oooooooooo`0> ooooo`00:oooool00ooo003oooooooooo`1Sooooo`03o`000?oooooooooo07[ooooo00?oo`00oooo ooooool03oooool002_ooooo00?oo`00ooooooooool0Hoooool00ol0003oooooooooo`1jooooo`03 ool00?oooooooooo00oooooo000[ooooo`03ool00?oooooooooo06?ooooo00?o0000ooooooooool0 N_ooool00ooo003oooooooooo`0?ooooo`00:_ooool00ooo003oooooooooo`1Tooooo`03o`000?oo oooooooo07[ooooo00?oo`00ooooooooool03oooool002[ooooo00?oo`00ooooooooool0I?ooool0 0ol0003oooooooooo`1iooooo`03ool00?oooooooooo013ooooo000Zooooo`03ool00?oooooooooo 06Cooooo00?o0000ooooooooool0NOooool00ooo003oooooooooo`0@ooooo`00:Oooool00ooo003o ooooooooo`1Uooooo`03o`000?oooooooooo07Sooooo00?oo`00ooooooooool04Oooool002Wooooo 00?oo`00ooooooooool0IOooool00ol0003oooooooooo`1hooooo`03ool00?oooooooooo017ooooo 000Yooooo`03ool00?oooooooooo06Gooooo00?o0000ooooooooool0N?ooool00ooo003ooooooooo o`0Aooooo`00:Oooool00ooo003oooooooooo`1Uooooo`03o`000?oooooooooo07Oooooo00?oo`00 ooooooooool04_ooool002Sooooo00?oo`00ooooooooool0I_ooool00ol0003oooooooooo`1goooo o`03ool00?oooooooooo01;ooooo000Xooooo`03ool00?oooooooooo06Kooooo00?o0000oooooooo ool0M_ooool00ooo003oooooooooo`0Cooooo`00:?ooool00ooo003oooooooooo`1Vooooo`03o`00 0?oooooooooo07Kooooo00?oo`00ooooooooool04oooool002Sooooo00?oo`00ooooooooool0I_oo ool00ol0003oooooooooo`1eooooo`03ool00?oooooooooo01Cooooo000Xooooo`03ool00?oooooo oooo06Kooooo00?o0000ooooooooool0MOooool00ooo003oooooooooo`0Dooooo`00:?ooool00ooo 003oooooooooo`1Vooooo`03o`000?oooooooooo07Gooooo00?oo`00ooooooooool05?ooool002So oooo00?oo`00ooooooooool0I_ooool00ol0003oooooooooo`1dooooo`03ool00?oooooooooo01Go oooo000Xooooo`03ool00?oooooooooo06Kooooo00?o0000ooooooooool0M?ooool00ooo003ooooo ooooo`0Eooooo`00:?ooool00ooo003oooooooooo`1Vooooo`03o`000?oooooooooo07?ooooo00?o o`00ooooooooool05_ooool002Oooooo00?oo`00ooooooooool0Ioooool00ol0003oooooooooo`1c ooooo`03ool00?oooooooooo01Kooooo000Wooooo`03ool00?oooooooooo06Oooooo00?o0000oooo ooooool06?ooool4ool005Kooooo00?oo`00ooooooooool05oooool002Oooooo00?oo`00oooooooo ool0Doooool2o`0000Cooooo00?o0000ooooooooool00_ooool3o`0000Kooooo00?o0000oooooooo ool05Oooool4ool000?ooooo0ooo001Cooooo`03ool00?oooooooooo01Oooooo000Wooooo`03ool0 0?oooooooooo05;ooooo00Co0000oooooooooooo00001oooool01Ol0003ooooooooooooooooo0000 00Gooooo00?o0000ooooooooool05?ooool2ool000Wooooo0ooo001?ooooo`03ool00?oooooooooo 01Sooooo000Wooooo`03ool00?oooooooooo05;ooooo00Co0000oooooooooooo00002oooool00ol0 003oooooooooo`03ooooo`;o00005?ooool00ooo003oooooooooo`0_ooool00ooo003oooooooooo`0Sooooo`00:Oooool00ooo003o ooooooooo`1Uooooo`03o`000?oooooooooo017ooooo00?oo`00ooooooooool05Oooool00ooo003o ooooooooo`0iooooo`03ool00?oooooooooo02Cooooo000Yooooo`03ool00?oooooooooo06Gooooo 00?o0000ooooooooool04_ooool00ooo003oooooooooo`0Eooooo`03ool00?oooooooooo03Oooooo 00?oo`00ooooooooool09Oooool002[ooooo00?oo`00ooooooooool0I?ooool00ol0003ooooooooo o`0Booooo`03ool00?oooooooooo01Gooooo00?oo`00ooooooooool0=_ooool00ooo003ooooooooo o`0Vooooo`00:_ooool00ooo003oooooooooo`1Tooooo`03o`000?oooooooooo01;ooooo00?oo`00 ooooooooool05Oooool00ooo003oooooooooo`0eooooo`03ool00?oooooooooo02Oooooo000Zoooo o`03ool00?oooooooooo06Cooooo00?o0000ooooooooool04oooool00ooo003oooooooooo`0Doooo o`03ool00?oooooooooo03?ooooo0_oo000Zooooo`00:oooool00ooo003oooooooooo`1Sooooo`03 o`000?oooooooooo01Cooooo00?oo`00ooooooooool04oooool00ooo003oooooooooo`0booooo`03 ool00?oooooooooo02[ooooo000[ooooo`03ool00?oooooooooo06?ooooo00?o0000ooooooooool0 5Oooool00ooo003oooooooooo`0Booooo`03ool00?oooooooooo033ooooo0_oo000]ooooo`00:ooo ool00ooo003oooooooooo`1Sooooo`03o`000?oooooooooo01Kooooo00?oo`00ooooooooool04Ooo ool00ooo003oooooooooo`0_ooooo`03ool00?oooooooooo02gooooo000/ooooo`03ool00?oooooo oooo06;ooooo00?o0000ooooooooool05_ooool00ooo003oooooooooo`0Aooooo`03ool00?oooooo oooo02gooooo0_oo000`ooooo`00;?ooool00ooo003oooooooooo`1Rooooo`03o`000?oooooooooo 01Oooooo00?oo`00ooooooooool04?ooool00ooo003oooooooooo`0/ooooo`03ool00?oooooooooo 033ooooo000/ooooo`03ool00?oooooooooo06;ooooo00?o0000ooooooooool06?ooool2ool0013o oooo00?oo`00ooooooooool0:_ooool2ool003?ooooo000]ooooo`03ool00?oooooooooo067ooooo 00?o0000ooooooooool06_ooool00ooo003oooooooooo`0=ooooo`03ool00?oooooooooo02Wooooo 00?oo`00ooooooooool0_ooool00ooo003oooooooooo`1oooool00ooo003oooooooooo`1Cooooo`03o`000?oooooooooo02;ooooo00?oo`00oooooooo ool0Ioooool003cooooo00?oo`00ooooooooool0D_ooool00ol0003oooooooooo`0Qooooo`03ool0 0?oooooooooo06Sooooo000mooooo`03ool00?oooooooooo057ooooo00?o0000ooooooooool08?oo ool00ooo003oooooooooo`1Yooooo`00?_ooool2ool0057ooooo00?o0000ooooooooool07oooool0 0ooo003oooooooooo`1Zooooo`00@?ooool00ooo003oooooooooo`1>ooooo`03o`000?oooooooooo 01kooooo00?oo`00ooooooooool0Joooool0047ooooo00?oo`00ooooooooool0COooool00ol0003o ooooooooo`0Nooooo`03ool00?oooooooooo06_ooooo0012ooooo`03ool00?oooooooooo04cooooo 00?o0000ooooooooool07Oooool00ooo003oooooooooo`1/ooooo`00@oooool00ooo003ooooooooo o`1;ooooo`03o`000?oooooooooo01cooooo00?oo`00ooooooooool0KOooool004Cooooo00?oo`00 ooooooooool0B_ooool00ol0003oooooooooo`0Kooooo`03ool00?oooooooooo06kooooo0015oooo o`03ool00?oooooooooo04Wooooo00?o0000ooooooooool06Oooool2ool0077ooooo0016ooooo`03 ool00?oooooooooo04Sooooo00?o0000ooooooooool06?ooool00ooo003oooooooooo`1aooooo`00 Aoooool00ooo003oooooooooo`17ooooo`03o`000?oooooooooo01Oooooo00?oo`00ooooooooool0 L_ooool004Sooooo00?oo`00ooooooooool0A_ooool00ol0003oooooooooo`0Fooooo`03ool00?oo oooooooo07?ooooo0019ooooo`;oo`00A_ooool00ol0003oooooooooo`0Eooooo`03ool00?oooooo oooo07Cooooo001;ooooo`03ool00?oooooooooo04?ooooo00?o0000ooooooooool04oooool2ool0 07Oooooo001ooooo`;oo`00@Oooool00ol0003oooooooooo`0@ooooo`;oo`00N_ooool0053ooooo00?o o`00ooooooooool0?_ooool00ol0003oooooooooo`0?ooooo`03ool00?oooooooooo07[ooooo001A ooooo`;oo`00?_ooool00ol0003oooooooooo`0=ooooo`;oo`00OOooool005?ooooo0_oo000loooo o`03o`000?oooooooooo00_ooooo0_oo001oooooo`00EOooool00ooo003oooooooooo`0iooooo`03 o`000?oooooooooo00[ooooo00?oo`00ooooooooool0Ooooool005Kooooo0_oo000iooooo`03o`00 0?oooooooooo00Sooooo0_oo0022ooooo`00F?ooool2ool003Oooooo00?o0000ooooooooool01_oo ool2ool008Cooooo001Jooooo`?oo`00=?ooool00ol0003oooooooooo`04ooooo`;oo`00Q_ooool0 05gooooo0_oo000booooo`03o`000?oooooooooo00;ooooo0_oo0028ooooo`00Goooool3ool002oo oooo00?o0000oooooooo00000_oo002:ooooo`00H_ooool5ool002Wooooo0ooo002=ooooo`00Iooo ool4ool0027ooooo1?oo00000ooooooo0000ooooo`2=ooooo`00Joooool7ool001;ooooo2?oo0005 ooooo`03o`000?oooooooooo08cooooo001boooooa;oo`003Oooool00ol0003oooooooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-1.63536, -1.61844, 0.0112783, \ 0.0112783}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1.04818 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 0.452798 0.362113 0.524089 0.362113 [ [ 0 0 0 0 ] [ 1 1.04818 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 1.04818 L 0 1.04818 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .81481 .52409 m .97619 .52409 L s .81035 .58072 m .94091 .67558 L s .79709 .63596 m .84696 .78944 L s .77535 .68844 m .72549 .84192 L s .74567 .73687 m .61511 .83173 L s .70878 .78007 m .5474 .78007 L s .66558 .81696 m .53503 .72211 L s .61715 .84664 m .56728 .69316 L s .56467 .86838 m .61454 .7149 L s .50943 .88164 m .63999 .78679 L s .4528 .8861 m .61418 .8861 L s .39617 .88164 m .52673 .9765 L s .34093 .86838 m .3908 1.02186 L s .28845 .84664 m .23858 1.00013 L s .24001 .81696 m .10945 .91182 L s .19682 .78007 m .03544 .78007 L s .15992 .73687 m .02936 .64202 L s .13024 .68844 m .08037 .53496 L s .1085 .63596 m .15837 .48248 L s .09524 .58072 m .2258 .48586 L s .09079 .52409 m .25216 .52409 L s .09524 .46746 m .2258 .56231 L s .1085 .41222 m .15837 .5657 L s .13024 .35974 m .08037 .51322 L s .15992 .3113 m .02936 .40616 L s .19682 .26811 m .03544 .26811 L s .24001 .23121 m .10945 .13636 L s .28845 .20153 m .23858 .04805 L s .34093 .17979 m .3908 .02631 L s .39617 .16653 m .52673 .07168 L s .4528 .16208 m .61418 .16208 L s .50943 .16653 m .63999 .26139 L s .56467 .17979 m .61454 .33327 L s .61715 .20153 m .56728 .35501 L s .66558 .23121 m .53503 .32607 L s .70878 .26811 m .5474 .26811 L s .74567 .3113 m .61511 .21645 L s .77535 .35974 m .72549 .20626 L s .79709 .41222 m .84696 .25874 L s .81035 .46746 m .94091 .3726 L s .81481 .52409 m .97619 .52409 L s 1 0 0 r .97619 .52409 m .9761 .5319 L .97587 .53901 L .97542 .5472 L .97481 .55493 L .9733 .56862 L .97105 .58338 L .96784 .59948 L .9636 .61631 L .95393 .64574 L .94129 .67482 L .92714 .7006 L .88764 .75284 L .86362 .77601 L .83916 .79509 L .81587 .80981 L .7903 .82268 L .77559 .82867 L .76219 .83327 L .74856 .83715 L .73607 .84001 L .72157 .84251 L .714 .84346 L .71017 .84385 L .70608 .8442 L .7025 .84444 L .69925 .84462 L .69293 .84483 L .68942 .84487 L .68563 .84485 L .68207 .84478 L .6788 .84466 L .67316 .84435 L .6673 .84387 L .66235 .84333 L .65701 .84262 L .64536 .84058 L .63491 .83813 L .61697 .83244 L .59943 .82475 L .58099 .81377 L .5662 .80197 L .5552 .79051 L .54578 .77752 L .54232 .77143 L .53922 .76487 L .53706 .75923 L .53525 .75315 L .53443 .7495 L .53384 .74617 L Mistroke .53344 .74303 L .53329 .74129 L .53319 .73974 L .53311 .73682 L .53313 .73521 L .53318 .73374 L .53337 .73108 L .5337 .72834 L .5342 .72551 L .53478 .723 L .53554 .72039 L .53651 .71765 L .53862 .71307 L .54103 .7091 L .54435 .70491 L .5484 .70109 L .55224 .69837 L .55458 .69704 L .55683 .69597 L .561 .69446 L .56329 .69386 L .56579 .69337 L .56708 .69319 L .56848 .69304 L .57106 .69289 L .57361 .6929 L .57598 .69306 L .57823 .69332 L .58034 .69367 L .58267 .69418 L .58518 .69487 L .5903 .69672 L .59495 .69894 L .60519 .70579 L .6107 .71078 L .61556 .7161 L .62365 .72756 L .62725 .73415 L .6308 .74201 L .63364 .74981 L .63585 .75749 L .6377 .76591 L .63848 .77053 L .63914 .77558 L .63958 .77998 L .6399 .78485 L .64007 .78953 L .64009 .79392 L .64001 .79792 L .63981 .80237 L Mistroke .63946 .80708 L .639 .81154 L .63832 .81682 L .63737 .82265 L .63511 .83339 L .63223 .84397 L .62896 .85386 L .61934 .87633 L .60572 .89999 L .58934 .92203 L .57153 .94126 L .54954 .96045 L .5223 .97924 L .49614 .99333 L .46995 1.00427 L .44071 1.01329 L .42373 1.01713 L .40794 1.01983 L .39359 1.0216 L .38535 1.02232 L .37758 1.0228 L .36937 1.02311 L .36182 1.02322 L .35351 1.02314 L .34932 1.02302 L .34474 1.02282 L .33695 1.02235 L .32987 1.02176 L .31399 1.01989 L .2993 1.01747 L .2855 1.01458 L .2526 1.00523 L .22311 .99368 L .19204 .9779 L .16108 .95788 L .11411 .91681 L .09148 .89046 L .07343 .86472 L .05906 .83966 L .04613 .81139 L .03661 .78409 L .03014 .75853 L .02727 .74268 L .0254 .72816 L .02471 .72059 L .0244 .71627 L .02418 .71234 L .024 .70819 L .02387 .70376 L .02381 .69968 L Mistroke .02381 .69583 L .02394 .68885 L .02426 .68151 L .02469 .67529 L .02531 .66849 L .02615 .66127 L .02726 .6536 L .02979 .63997 L .03279 .62738 L .03671 .61404 L .04545 .59098 L .05577 .57023 L .06674 .55263 L .08117 .53404 L .09817 .51681 L .11512 .50343 L .13114 .49362 L .14571 .48684 L .15401 .48382 L .16149 .48162 L .16928 .47985 L .17349 .47912 L .17744 .47859 L .18103 .47822 L .18431 .478 L .18785 .47787 L .19155 .47787 L .19488 .478 L .19844 .47826 L .20208 .47867 L .20538 .47919 L .21108 .4804 L .21684 .4821 L .22314 .48459 L .2286 .48739 L .23312 .49028 L .23742 .49366 L .24077 .49689 L .24398 .50067 L .24648 .50433 L .24837 .5078 L .25012 .51203 L .25085 .51441 L .2514 .51669 L .25178 .5188 L .25201 .52077 L .25215 .52294 L .25215 .52525 L .252 .52758 L .25184 .5289 L Mistroke .25166 .53012 L .25116 .53259 L .25043 .5352 L .24863 .53983 L .24644 .54391 L .24325 .54845 L .23902 .55305 L .23432 .55703 L .2294 .56032 L .22473 .56285 L .21929 .5652 L .21284 .56731 L .20639 .56881 L .20296 .56938 L .19912 .56985 L .19714 .57003 L .19499 .57018 L .19295 .57027 L .19107 .57031 L .18739 .5703 L .18529 .57023 L .18334 .57012 L .17971 .56983 L .17581 .56939 L .17194 .5688 L .16768 .568 L .1598 .5661 L .14472 .56094 L .1361 .55708 L .12692 .55222 L .11061 .54151 L .08299 .51619 L .0687 .49834 L .05661 .47942 L .04603 .4585 L .03653 .43358 L .03266 .42031 L .02926 .40564 L .02789 .39836 L .02677 .3914 L .02592 .38513 L .02515 .37815 L .02459 .37161 L .0242 .36543 L .02393 .35886 L .02381 .35175 L .02386 .34511 L .02404 .33877 L .02433 .33305 L .02477 .32679 L Mistroke .02548 .31929 L .02629 .31246 L .02868 .29712 L .03163 .28288 L .03505 .26949 L .04412 .24195 L .05712 .21234 L .07401 .18255 L .0927 .15614 L .13264 .11333 L .15827 .09236 L .18335 .07543 L .21134 .06001 L .24244 .04658 L .26984 .03761 L .28479 .03376 L .30066 .03046 L .30894 .02905 L .31803 .02774 L .32638 .02676 L .33398 .02606 L .3383 .02573 L .34297 .02545 L .34791 .02521 L .35257 .02506 L .35693 .02498 L .36154 .02496 L .36978 .02507 L .3774 .02537 L .38555 .02588 L .3932 .02654 L .40015 .02731 L .41697 .02979 L .43265 .03294 L .46252 .04131 L .48822 .05123 L .51597 .06521 L .53995 .08056 L .57689 .1123 L .59411 .13204 L .60755 .151 L .61895 .17105 L .62838 .19274 L .63194 .20324 L .63469 .2131 L .63666 .2218 L .6383 .23126 L .639 .23657 L .63949 .24148 L .63985 .24662 L Mistroke .63998 .24947 L .64006 .25206 L .64009 .25662 L .63998 .26152 L .63974 .26608 L .63939 .27024 L .6388 .27537 L .63808 .28011 L .63635 .28867 L .63394 .29742 L .63075 .30631 L .62407 .3199 L .61663 .33076 L .60745 .34047 L .60195 .34487 L .59679 .34822 L .5913 .35103 L .58618 .35299 L .58351 .35378 L .58058 .35446 L .57911 .35472 L .57753 .35495 L .57604 .35512 L .57469 .35522 L .57223 .3553 L .56996 .35524 L .56752 .35504 L .56616 .35486 L .56495 .35466 L .56253 .35414 L .55997 .3534 L .55552 .35161 L .55168 .34946 L .54786 .34665 L .54459 .34353 L .54191 .34031 L .53918 .33613 L .53792 .33374 L .53673 .33108 L .53574 .3284 L .53497 .32589 L .53437 .32347 L .53385 .32074 L .53345 .31784 L .53329 .31622 L .53319 .31469 L .53311 .31191 L .53317 .30887 L .53327 .30713 L .53344 .30523 L Mistroke .53365 .30341 L .53389 .30172 L .53447 .29848 L .53526 .29501 L .53717 .28863 L .53954 .28257 L .54699 .26873 L .55594 .2568 L .56824 .24437 L .58382 .23249 L .60067 .22281 L .61844 .2152 L .63603 .20975 L .64632 .2074 L .65188 .20637 L .65787 .20543 L .66319 .20475 L .66911 .20414 L .67458 .20373 L .67974 .20347 L .68583 .20332 L .68926 .20331 L .69239 .20334 L .69852 .20353 L .70434 .20386 L .70768 .20411 L .71121 .20443 L .71757 .20514 L .73204 .20738 L .74469 .21007 L .75652 .2132 L .7834 .22256 L .80752 .2338 L .82898 .24627 L .87423 .28179 L .89489 .3034 L .91479 .32876 L .93009 .35253 L .94437 .37978 L .95693 .41063 L .96595 .44076 L .9701 .45958 L .97175 .46895 L .97305 .47771 L .97411 .4863 L .97489 .49412 L .97553 .50283 L .9758 .50762 L .97598 .51213 L .97614 .51836 L Mistroke .97619 .52409 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{274.75, 287.938}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: .10696 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 0.10582 0.00254657 0.10582 [ [.5 .11946 -23 0 ] [.5 .11946 23 12 ] [ 0 0 0 0 ] [ 1 .10696 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g gsave .5 .11946 -84 -4 Mabsadd m 1 1 Mabs scale currentpoint translate 0 20 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 (summary) show 105.000 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 .10696 L 0 .10696 L closepath clip newpath % Start of sub-graphic p 0.0238095 0.00254657 0.120991 0.104409 MathSubStart %% Graphics %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10 scalefont setfont % Scaling calculations 0.452799 0.362113 0.524087 0.362113 [ [ 0 0 0 0 ] [ 1 1.04817 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 1.04817 L 0 1.04817 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .81481 .52409 m .97619 .52409 L s .81035 .58072 m .94091 .48586 L s .79709 .63595 m .84696 .48247 L s .77535 .68844 m .72549 .53496 L s .74567 .73687 m .61511 .64202 L s .70878 .78007 m .5474 .78007 L s .66558 .81696 m .53503 .91182 L s .61715 .84664 m .56728 1.00012 L s .56467 .86838 m .61454 1.02186 L s .50943 .88164 m .63999 .9765 L s .4528 .8861 m .61418 .8861 L s .39617 .88164 m .52673 .78679 L s .34093 .86838 m .3908 .7149 L s .28845 .84664 m .23858 .69316 L s .24001 .81696 m .10945 .72211 L s .19682 .78007 m .03544 .78007 L s .15992 .73687 m .02937 .83173 L s .13024 .68844 m .08037 .84192 L s .1085 .63595 m .15837 .78944 L s .09524 .58072 m .2258 .67557 L s .09079 .52409 m .25217 .52409 L s .09524 .46746 m .2258 .3726 L s .1085 .41222 m .15837 .25874 L s .13024 .35974 m .08037 .20626 L s .15992 .3113 m .02937 .21644 L s .19682 .26811 m .03544 .26811 L s .24001 .23121 m .10945 .32607 L s .28845 .20153 m .23858 .35501 L s .34093 .17979 m .3908 .33327 L s .39617 .16653 m .52673 .26139 L s .4528 .16207 m .61418 .16207 L s .50943 .16653 m .63999 .07167 L s .56467 .17979 m .61454 .02631 L s .61715 .20153 m .56728 .04805 L s .66558 .23121 m .53503 .13636 L s .70878 .26811 m .5474 .26811 L s .74567 .3113 m .61511 .40616 L s .77535 .35974 m .72549 .51322 L s .79709 .41222 m .84696 .5657 L s .81035 .46746 m .94091 .56231 L s .81481 .52409 m .97619 .52409 L s 1 0 0 r .97619 .52409 m .9761 .52189 L .97587 .51989 L .97542 .5176 L .97481 .51544 L .9733 .51166 L .97105 .50764 L .96784 .50337 L .9636 .49906 L .95393 .49204 L .94817 .48896 L .94129 .486 L .93479 .48377 L .92714 .4817 L .92223 .48065 L .9175 .47982 L .91242 .4791 L .90768 .47859 L .90287 .47821 L .89822 .47798 L .8932 .47786 L .89032 .47786 L .88764 .47789 L .88218 .47807 L .87711 .47836 L .87426 .47858 L .87114 .47886 L .86538 .4795 L .85401 .48117 L .84319 .48325 L .81753 .49004 L .78932 .50037 L .76175 .51335 L .73587 .52822 L .6788 .57132 L .63404 .61774 L .59412 .6736 L .56734 .72493 L .55549 .75473 L .54672 .78251 L .53969 .81229 L .53686 .8288 L .53579 .83657 L .53496 .84377 L .53431 .85051 L .53385 .85662 L .53346 .86333 L .53321 .87044 L .53311 .87717 L .53312 .88093 L Mistroke .53317 .88439 L .53336 .89066 L .53371 .89722 L .53418 .90355 L .53474 .90926 L .53639 .92175 L .53829 .93229 L .54072 .9429 L .54588 .95998 L .55275 .9766 L .56182 .99264 L .57131 1.00483 L .5803 1.01319 L .58547 1.0168 L .59027 1.01943 L .59273 1.02051 L .59537 1.02148 L .59784 1.02219 L .60009 1.02268 L .60255 1.02304 L .60393 1.02316 L .6052 1.02321 L .60775 1.02316 L .60915 1.02303 L .6104 1.02286 L .61165 1.02263 L .61295 1.02233 L .61523 1.02163 L .61761 1.02065 L .62013 1.01932 L .62437 1.01627 L .62796 1.01265 L .63124 1.00819 L .63387 1.00342 L .63626 .9975 L .63727 .99424 L .63821 .99045 L .63888 .98699 L .63937 .98368 L .63977 .97992 L .63991 .97797 L .64002 .97579 L .6401 .97203 L .64003 .96788 L .63982 .96385 L .6395 .9601 L .63904 .95607 L .6384 .9517 L .63686 .94363 L .63463 .93465 L Mistroke .63147 .92443 L .62397 .90546 L .61475 .88712 L .5842 .84257 L .54449 .80159 L .50095 .76811 L .44653 .73716 L .41425 .72323 L .3828 .71238 L .35399 .70462 L .32257 .69842 L .30618 .6961 L .2968 .69505 L .28828 .69427 L .27931 .69364 L .27439 .69337 L .26974 .69317 L .26152 .69294 L .2569 .69289 L .25265 .69288 L .24518 .69297 L .23823 .69318 L .23066 .69354 L .22258 .69408 L .21465 .69478 L .20641 .69568 L .19195 .6977 L .17732 .70036 L .16393 .70334 L .14014 .71012 L .11654 .71897 L .0936 .73008 L .07596 .74085 L .05996 .75299 L .04777 .76457 L .03849 .77568 L .03435 .78177 L .03062 .78831 L .02791 .79421 L .02606 .79941 L .02519 .80253 L .02457 .80541 L .02412 .80838 L .02395 .81002 L .02385 .8115 L .02381 .81395 L .02394 .81655 L .02426 .81917 L .02473 .82153 L .02532 .82368 L Mistroke .02613 .82592 L .02804 .82972 L .0304 .83306 L .03302 .83583 L .0363 .83843 L .04044 .84082 L .04272 .84183 L .04532 .84275 L .0479 .84348 L .05036 .84401 L .0533 .84447 L .05619 .84474 L .05887 .84486 L .06186 .84484 L .06523 .84466 L .06697 .8445 L .06891 .84427 L .07241 .84372 L .07577 .84306 L .08256 .84129 L .08897 .83915 L .104 .83247 L .12086 .82231 L .13957 .80777 L .15702 .79089 L .17295 .77229 L .20121 .72951 L .21437 .70343 L .22671 .67308 L .23677 .64105 L .24127 .62292 L .24478 .6057 L .24745 .58947 L .24937 .57455 L .25019 .56655 L .25092 .55784 L .25125 .55304 L .25151 .54861 L .25189 .53987 L .2521 .53156 L .25216 .52366 L .2521 .51657 L .25191 .50885 L .25156 .50048 L .25129 .49582 L .25101 .4916 L .24959 .47568 L .24778 .46101 L .24529 .44531 L .23944 .41745 L Mistroke .2303 .38553 L .21832 .35371 L .20518 .32601 L .19185 .30282 L .16203 .26278 L .1446 .24492 L .12789 .23092 L .1136 .22115 L .0988 .21314 L .09133 .20992 L .08334 .20712 L .07993 .20614 L .07634 .20525 L .07306 .20457 L .07004 .20407 L .06659 .20364 L .06355 .2034 L .06037 .20331 L .05862 .20332 L .05704 .20338 L .05446 .20358 L .05172 .20393 L .04898 .20444 L .04652 .20506 L .04376 .20595 L .04128 .20696 L .03704 .20925 L .03308 .21229 L .03113 .21426 L .02952 .21623 L .02826 .2181 L .02706 .22023 L .02617 .22216 L .02536 .22438 L .02466 .22695 L .02436 .2284 L .02414 .22978 L .02389 .23232 L .02382 .23378 L .02381 .23513 L .02385 .23659 L .02395 .23817 L .02429 .24106 L .02456 .2427 L .02487 .24425 L .02578 .24784 L .02794 .25402 L .03114 .26086 L .03985 .2743 L .05096 .28689 L Mistroke .06644 .30043 L .08658 .31408 L .10908 .3259 L .13298 .33561 L .15645 .34291 L .16939 .34611 L .18372 .34906 L .19853 .35146 L .21238 .35316 L .21915 .35381 L .2266 .35438 L .2337 .3548 L .24031 .35507 L .24802 .35526 L .25532 .3553 L .26337 .35519 L .26792 .35507 L .2721 .35491 L .28007 .35449 L .28883 .35385 L .29801 .353 L .30658 .35203 L .32433 .34947 L .3411 .34638 L .37231 .33885 L .40534 .32828 L .44001 .31407 L .49405 .28458 L .54565 .24555 L .56784 .22408 L .58853 .20021 L .60482 .17754 L .61714 .15664 L .62681 .13613 L .63415 .11522 L .63701 .10384 L .63806 .09844 L .63883 .0936 L .63938 .08928 L .63978 .08484 L .64002 .0805 L .64009 .0781 L .6401 .07589 L .64 .07197 L .63988 .06982 L .63973 .06786 L .63935 .06437 L .63881 .06079 L .63821 .05773 L .63755 .05496 L Mistroke .63569 .04907 L .63318 .04337 L .63045 .03879 L .62683 .03427 L .62296 .03077 L .62101 .02939 L .6188 .02811 L .61679 .02716 L .6146 .02633 L .61256 .02575 L .61028 .0253 L .60815 .02505 L .60613 .02496 L .60356 .02504 L .60108 .02532 L .59883 .02575 L .59635 .02639 L .59364 .0273 L .59075 .02852 L .58552 .03134 L .57632 .03835 L .56794 .04723 L .55931 .05947 L .55095 .07546 L .54739 .08408 L .54395 .09396 L .53881 .11338 L .53642 .12622 L .53547 .13277 L .53473 .13896 L .53419 .14457 L .53371 .15086 L .53337 .1573 L .53324 .16087 L .53316 .16424 L .53311 .17112 L .53315 .17506 L .53324 .17875 L .5335 .18557 L .53371 .18942 L .53394 .19293 L .53449 .19964 L .53524 .20696 L .53701 .22041 L .53981 .23648 L .54359 .25367 L .55253 .28479 L .56355 .3144 L .57571 .34111 L .60991 .39884 L Mistroke .64903 .4475 L .6911 .48747 L .74018 .52262 L .76772 .53788 L .79348 .54951 L .81681 .55791 L .8376 .56366 L .84854 .56601 L .85977 .56792 L .86511 .56864 L .87072 .56927 L .8739 .56956 L .87676 .56979 L .88227 .57011 L .88737 .57028 L .89204 .57032 L .89706 .57023 L .90231 .57 L .90489 .56982 L .90766 .56959 L .91258 .56905 L .91723 .5684 L .9214 .56768 L .92929 .56594 L .93597 .56403 L .94923 .55869 L .95563 .55509 L .96079 .55147 L .96562 .5472 L .96975 .5424 L .97253 .53804 L .97442 .53385 L .9752 .5314 L .97572 .52916 L .97592 .52791 L .97608 .52655 L .97619 .52409 L Mfstroke MathSubEnd P % End of sub-graphic % Start of sub-graphic p 0.130709 0.00254657 0.227891 0.104409 MathSubStart %% Graphics %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10 scalefont setfont % Scaling calculations 0.5 0.329456 0.5 0.329456 [ [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .82937 .5 m .97619 .5 L s .82531 .55152 m .95613 .48487 L s .81324 .60178 m .89955 .483 L s .79347 .64953 m .81644 .50451 L s .76646 .6936 m .72109 .55396 L s .7329 .7329 m .62908 .62908 L s .6936 .76646 m .55396 .72109 L s .64953 .79347 m .50451 .81644 L s .60178 .81324 m .483 .89955 L s .55152 .82531 m .48487 .95613 L s .5 .82937 m .5 .97619 L s .44848 .82531 m .51513 .95613 L s .39822 .81324 m .517 .89955 L s .35047 .79347 m .49549 .81644 L s .3064 .76646 m .44604 .72109 L s .2671 .7329 m .37092 .62908 L s .23354 .6936 m .27891 .55396 L s .20653 .64953 m .18356 .50451 L s .18676 .60178 m .10045 .483 L s .17469 .55152 m .04387 .48487 L s .17063 .5 m .02381 .5 L s .17469 .44848 m .04387 .51513 L s .18676 .39822 m .10045 .517 L s .20653 .35047 m .18356 .49549 L s .23354 .3064 m .27891 .44604 L s .2671 .2671 m .37092 .37092 L s .3064 .23354 m .44604 .27891 L s .35047 .20653 m .49549 .18356 L s .39822 .18676 m .517 .10045 L s .44848 .17469 m .51513 .04387 L s .5 .17063 m .5 .02381 L s .55152 .17469 m .48487 .04387 L s .60178 .18676 m .483 .10045 L s .64953 .20653 m .50451 .18356 L s .6936 .23354 m .55396 .27891 L s .7329 .2671 m .62908 .37092 L s .76646 .3064 m .72109 .44604 L s .79347 .35047 m .81644 .49549 L s .81324 .39822 m .89955 .517 L s .82531 .44848 m .95613 .51513 L s .82937 .5 m .97619 .5 L s 1 0 0 r .97619 .5 m .97614 .49914 L .97601 .49836 L .97576 .49746 L .97542 .49661 L .97457 .49512 L .9733 .49355 L .97149 .49186 L .9691 .49016 L .9636 .48736 L .96031 .48612 L .95635 .48492 L .95259 .48401 L .94814 .48315 L .94527 .48271 L .94249 .48235 L .9395 .48203 L .93669 .4818 L .93382 .48162 L .93105 .4815 L .92803 .48142 L .9263 .4814 L .92467 .4814 L .92137 .48144 L .91827 .48152 L .91653 .48159 L .91461 .48169 L .91106 .4819 L .90398 .48251 L .89716 .48329 L .88065 .48591 L .86188 .49004 L .82416 .50163 L .77962 .52055 L .70147 .56746 L .6589 .60123 L .62222 .63605 L .56202 .70916 L .53476 .75256 L .51443 .79267 L .49841 .83338 L .49256 .85237 L .48832 .8691 L .48538 .88357 L .48318 .89802 L .4824 .90513 L .48187 .91153 L .48166 .91509 L .48152 .91827 L .48147 .91999 L Mistroke .48143 .92184 L .4814 .92514 L .48141 .92679 L .48143 .9285 L .48152 .93149 L .48167 .93461 L .48178 .93634 L .4819 .93792 L .48243 .94318 L .48281 .94596 L .48319 .9484 L .48403 .9527 L .4851 .95698 L .4874 .96369 L .48885 .9668 L .49056 .96972 L .49247 .9722 L .49337 .97314 L .49434 .97399 L .4952 .97462 L .49614 .97518 L .49701 .97559 L .49782 .97587 L .49832 .976 L .49879 .97609 L .49967 .97618 L .50062 .97616 L .50115 .9761 L .50164 .97601 L .50256 .97575 L .50342 .9754 L .50419 .975 L .50503 .97447 L .50685 .97292 L .50847 .97107 L .51124 .96664 L .51252 .96389 L .51382 .96047 L .51501 .95658 L .51611 .95204 L .51711 .94655 L .51747 .94395 L .51781 .94106 L .51808 .93822 L .51828 .93554 L .51843 .93277 L .51853 .93008 L .51859 .92685 L .5186 .92379 L .51854 .92034 L Mistroke .51849 .91856 L .51841 .91657 L .51822 .91301 L .51799 .90963 L .51725 .9017 L .51634 .89441 L .51511 .88636 L .51194 .87022 L .50811 .85481 L .49481 .81469 L .47699 .77465 L .42675 .69356 L .36539 .62361 L .29276 .56336 L .24951 .53594 L .20936 .51535 L .16877 .49914 L .14978 .49317 L .13296 .48879 L .11873 .4858 L .1039 .48343 L .0966 .48257 L .09 .48198 L .08648 .48175 L .08333 .48159 L .07994 .48147 L .07827 .48143 L .07647 .4814 L .0731 .48141 L .07009 .48146 L .06854 .48152 L .06687 .48159 L .06359 .48178 L .06079 .48201 L .0579 .4823 L .05294 .48297 L .04818 .48384 L .04404 .48482 L .03727 .48701 L .03403 .48843 L .03107 .49006 L .02872 .49169 L .02699 .49324 L .02543 .49513 L .02478 .49622 L .02453 .49674 L .02433 .49723 L .02405 .49812 L .02394 .4986 L .02386 .49911 L Mistroke .02382 .49964 L .02381 .50015 L .02389 .5011 L .02406 .50194 L .02435 .50283 L .02472 .50368 L .02515 .50444 L .02653 .50627 L .02829 .50796 L .03055 .50962 L .03306 .51108 L .03647 .51267 L .04016 .51403 L .04371 .51509 L .04792 .5161 L .05207 .51689 L .05617 .51749 L .0609 .518 L .06371 .51823 L .06642 .51839 L .06937 .51851 L .07214 .51858 L .07542 .5186 L .07861 .51856 L .08164 .51848 L .08498 .51834 L .0882 .51815 L .09122 .51792 L .09845 .51723 L .10638 .51623 L .12214 .51355 L .1405 .50936 L .17556 .49847 L .21019 .48427 L .25256 .46232 L .29272 .43667 L .36443 .37732 L .43046 .30141 L .47622 .22689 L .49356 .18849 L .50552 .15426 L .51055 .13572 L .51403 .11963 L .51552 .11114 L .51679 .10223 L .51767 .09417 L .51796 .09071 L .51822 .08701 L .51841 .08345 L .51848 .08154 L Mistroke .51854 .07979 L .51859 .0767 L .5186 .07348 L .51857 .07171 L .51853 .06982 L .51847 .06806 L .51839 .06647 L .51821 .06352 L .51797 .0605 L .51737 .0553 L .51666 .05076 L .51571 .04616 L .51451 .04167 L .51202 .03498 L .51061 .0322 L .50897 .02961 L .50749 .02776 L .50586 .02617 L .50504 .02555 L .50427 .02505 L .5035 .02464 L .5028 .02434 L .50196 .02407 L .50105 .02388 L .5002 .02381 L .4994 .02383 L .49848 .02396 L .49762 .02419 L .49669 .02455 L .4957 .02506 L .49392 .02636 L .4923 .02799 L .49059 .03024 L .48885 .03319 L .48625 .03932 L .48511 .04296 L .48402 .04737 L .48321 .05149 L .4825 .05623 L .48222 .05865 L .48199 .06102 L .4818 .0634 L .48165 .06564 L .48152 .06836 L .48143 .07136 L .4814 .07423 L .48141 .07702 L .48148 .08034 L .48159 .08349 L .48178 .08704 L Mistroke .48205 .09091 L .48283 .09905 L .48386 .10706 L .48659 .12284 L .49017 .13863 L .49435 .15383 L .50706 .19004 L .5247 .22869 L .54542 .26551 L .57456 .30819 L .60657 .34715 L .68155 .41754 L .75616 .46725 L .79493 .48658 L .83452 .50197 L .8661 .51099 L .88286 .51449 L .89764 .51677 L .90492 .51758 L .91144 .51812 L .91507 .51834 L .91829 .51848 L .92004 .51853 L .92192 .51857 L .92524 .5186 L .92837 .51857 L .93011 .51853 L .93172 .51847 L .93338 .5184 L .93487 .51832 L .93814 .51809 L .94082 .51784 L .94364 .51751 L .9485 .51679 L .95303 .51589 L .95679 .51495 L .96049 .51381 L .96407 .51244 L .96698 .51106 L .96932 .5097 L .97122 .50835 L .97292 .50685 L .97433 .50521 L .97484 .50446 L .97529 .50364 L .97553 .50314 L .97571 .50267 L .97599 .50174 L .97614 .5009 L .97619 .5 L Mistroke Mfstroke MathSubEnd P % End of sub-graphic % Start of sub-graphic p 0.237609 0.00254657 0.334791 0.104409 MathSubStart %% Graphics %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10 scalefont setfont % Scaling calculations 0.413207 0.389505 0.512186 0.389505 [ [ 0 0 0 0 ] [ 1 1.02437 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 1.02437 L 0 1.02437 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .8026 .51219 m .97619 .51219 L s .79781 .5731 m .9629 .51946 L s .78355 .63252 m .92398 .53048 L s .76016 .68897 m .86219 .54853 L s .72824 .74107 m .78188 .57598 L s .68855 .78753 m .68855 .61394 L s .64209 .82721 m .58845 .66212 L s .58999 .85914 m .48796 .71871 L s .53354 .88252 m .3931 .78049 L s .47412 .89679 m .30903 .84315 L s .41321 .90158 m .23962 .90158 L s .35229 .89679 m .1872 .95043 L s .29288 .88252 m .15244 .98456 L s .23642 .85914 m .13439 .99958 L s .18432 .82721 m .13068 .99231 L s .13786 .78753 m .13786 .96112 L s .09818 .74107 m .15182 .90616 L s .06625 .68897 m .16828 .8294 L s .04287 .63252 m .1833 .73455 L s .0286 .5731 m .19369 .62674 L s .02381 .51219 m .1974 .51219 L s .0286 .45127 m .19369 .39763 L s .04287 .39186 m .1833 .28982 L s .06625 .3354 m .16828 .19497 L s .09818 .2833 m .15182 .11821 L s .13786 .23684 m .13786 .06325 L s .18432 .19716 m .13068 .03207 L s .23642 .16523 m .13439 .0248 L s .29288 .14185 m .15244 .03982 L s .35229 .12758 m .1872 .07394 L s .41321 .12279 m .23962 .12279 L s .47412 .12758 m .30903 .18122 L s .53354 .14185 m .3931 .24388 L s .58999 .16523 m .48796 .30566 L s .64209 .19716 m .58845 .36225 L s .68855 .23684 m .68855 .41043 L s .72824 .2833 m .78188 .44839 L s .76016 .3354 m .86219 .47584 L s .78355 .39186 m .92398 .49389 L s .79781 .45127 m .9629 .50491 L s .8026 .51219 m .97619 .51219 L s 1 0 0 r .97619 .51219 m .94154 .52566 L .83261 .55809 L .68323 .61631 L .52251 .69828 L .36187 .80283 L .24012 .90114 L .16004 .97714 L .14858 .98825 L .13966 .99615 L .13691 .99818 L .13561 .99897 L .13452 .99952 L .13397 .99974 L .13369 .99982 L .13341 .99989 L .13295 .99997 L .13256 .99998 L .13217 .99992 L .13184 .99981 L .13157 .99965 L .13132 .99942 L .1311 .99915 L .1309 .99879 L .13075 .9984 L .13064 .99799 L .13054 .99745 L .13049 .99711 L .13047 .99679 L .13043 .99614 L .13044 .99538 L .13047 .9946 L .13053 .99369 L .13063 .99276 L .13074 .99185 L .13161 .98678 L .13416 .9756 L .13812 .96012 L .16205 .86066 L .17539 .78895 L .18203 .74421 L .18734 .70043 L .19173 .65378 L .19358 .62856 L .19515 .60148 L .19569 .59005 L .19619 .57771 L .19655 .56702 L .19687 .55532 L .19703 .54821 L Mistroke .19715 .54161 L .19725 .5353 L .19729 .53207 L .19732 .52858 L .19735 .52513 L .19737 .52196 L .19739 .51573 L .19739 .51006 L .19738 .50409 L .19734 .49814 L .19731 .49478 L .19728 .49167 L .1972 .48609 L .1971 .47994 L .19688 .4693 L .19657 .45803 L .19562 .43277 L .19441 .40929 L .19151 .36786 L .1874 .32457 L .17604 .23944 L .16171 .16208 L .13786 .06326 L .13374 .04706 L .13226 .0407 L .13126 .03578 L .13087 .03345 L .13072 .03232 L .13058 .0312 L .13053 .03065 L .13049 .03016 L .13046 .02969 L .13044 .02927 L .13043 .02881 L .13043 .02841 L .13044 .02799 L .13047 .02758 L .13053 .027 L .13062 .02644 L .13075 .02598 L .13089 .02561 L .13108 .02525 L .1312 .02508 L .13133 .02494 L .13161 .0247 L .13178 .02459 L .13195 .02452 L .13228 .02442 L .13262 .02439 L .13303 .02441 L Mistroke .13351 .0245 L .13376 .02457 L .13405 .02466 L .13462 .02489 L .13579 .0255 L .13854 .02735 L .14163 .02984 L .16371 .05086 L .24132 .1243 L .37309 .22969 L .5337 .33249 L .69622 .4138 L .84757 .47119 L .94497 .49966 L .97619 .51219 L Mfstroke MathSubEnd P % End of sub-graphic % Start of sub-graphic p 0.344509 0.00254657 0.441691 0.104409 MathSubStart %% Graphics %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10 scalefont setfont % Scaling calculations 0.5 0.329456 0.345833 0.329456 [ [ 0 0 0 0 ] [ 1 .69167 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 .69167 L 0 .69167 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .5 .34583 m 0 0 rlineto s .82937 .34583 m .97619 .34583 L s .82531 .39736 m .97033 .37439 L s .81324 .44761 m .95288 .40224 L s .79347 .49536 m .92429 .4287 L s .76646 .53943 m .88525 .45313 L s .7329 .57873 m .83672 .47491 L s .6936 .6123 m .7799 .49351 L s .64953 .6393 m .71619 .50848 L s .60178 .65908 m .64715 .51944 L s .55152 .67114 m .57449 .52613 L s .5 .6752 m .5 .52837 L s .44848 .67114 m .42551 .52613 L s .39822 .65908 m .35285 .51944 L s .35047 .6393 m .28381 .50848 L s .3064 .6123 m .2201 .49351 L s .2671 .57873 m .16328 .47491 L s .23354 .53943 m .11475 .45313 L s .20653 .49536 m .07571 .4287 L s .18676 .44761 m .04712 .40224 L s .17469 .39736 m .02967 .37439 L s .17063 .34583 m .02381 .34583 L s .17469 .29431 m .02967 .31728 L s .18676 .24405 m .04712 .28943 L s .20653 .1963 m .07571 .26296 L s .23354 .15224 m .11475 .23854 L s .2671 .11294 m .16328 .21676 L s .3064 .07937 m .2201 .19816 L s .35047 .05237 m .28381 .18319 L s .39822 .03259 m .35285 .17223 L s .44848 .02052 m .42551 .16554 L s .5 .01647 m .5 .16329 L s .55152 .02052 m .57449 .16554 L s .60178 .03259 m .64715 .17223 L s .64953 .05237 m .71619 .18319 L s .6936 .07937 m .7799 .19816 L s .7329 .11294 m .83672 .21676 L s .76646 .15224 m .88525 .23854 L s .79347 .1963 m .92429 .26296 L s .81324 .24405 m .95288 .28943 L s .82531 .29431 m .97033 .31728 L s .82937 .34583 m .97619 .34583 L s 1 0 0 r .97619 .34583 m .97618 .34725 L .97614 .34854 L .97606 .35002 L .97597 .35143 L .97572 .35393 L .97536 .35664 L .97483 .35962 L .97414 .36278 L .97253 .36843 L .97039 .37423 L .96795 .37965 L .96081 .39186 L .95129 .40409 L .94065 .41503 L .91017 .43856 L .87673 .45748 L .83352 .47612 L .78673 .49157 L .73155 .50534 L .70281 .51099 L .67066 .51625 L .64214 .52005 L .61017 .52342 L .5949 .52471 L .57842 .52588 L .5641 .52671 L .54845 .52743 L .53926 .52775 L .53074 .52799 L .52259 .52817 L .51847 .52824 L .51392 .5283 L .50984 .52833 L .50609 .52836 L .50197 .52837 L .49991 .52837 L .49764 .52837 L .49382 .52836 L .48973 .52833 L .48587 .52829 L .48237 .52825 L .47512 .52812 L .46716 .52794 L .45109 .52741 L .43626 .52673 L .42244 .52594 L .39155 .52358 L .3589 .52018 L .32884 .51617 L Mistroke .29695 .51095 L .24178 .4992 L .19207 .48507 L .14489 .46745 L .10369 .44703 L .07215 .42597 L .05955 .41522 L .04825 .40356 L .03956 .3924 L .03328 .38207 L .02828 .37078 L .02632 .36453 L .0256 .36166 L .02498 .3586 L .02455 .35599 L .02436 .3546 L .02419 .3531 L .02406 .35174 L .02396 .35048 L .02389 .34928 L .02384 .34802 L .02381 .34664 L .02381 .34517 L .02384 .34378 L .02389 .34252 L .02397 .34104 L .0241 .33943 L .02443 .33652 L .02487 .33367 L .02546 .33063 L .02688 .32513 L .02913 .31863 L .03171 .31272 L .03906 .30001 L .04818 .28818 L .07174 .26602 L .10013 .24671 L .13487 .22866 L .17963 .21078 L .22702 .19626 L .2831 .18333 L .3408 .1738 L .37094 .17013 L .38817 .1684 L .40459 .167 L .41978 .1659 L .43636 .16493 L .45149 .16424 L .4655 .16377 L .47334 .16358 L Mistroke .48068 .16344 L .48489 .16339 L .48874 .16334 L .49087 .16333 L .49319 .16331 L .49538 .1633 L .49742 .1633 L .49954 .16329 L .50184 .16329 L .50401 .1633 L .50601 .16331 L .5098 .16333 L .5138 .16337 L .5181 .16343 L .52212 .16349 L .53124 .16369 L .5394 .16392 L .54693 .16418 L .56394 .16495 L .57886 .16581 L .59461 .16693 L .62161 .16935 L .65091 .1727 L .70722 .18148 L .76408 .19393 L .81405 .20862 L .86069 .22665 L .89804 .24563 L .92672 .26482 L .94037 .27637 L .95129 .28758 L .95954 .29799 L .9665 .30919 L .9707 .31819 L .97256 .32334 L .97395 .32817 L .97494 .33261 L .97559 .33667 L .97585 .33892 L .97596 .34011 L .97605 .34137 L .97612 .34259 L .97616 .34369 L .97618 .34479 L .97619 .34583 L Mfstroke MathSubEnd P % End of sub-graphic % Start of sub-graphic p 0.451409 0.00254657 0.548591 0.104409 MathSubStart %% Graphics %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10 scalefont setfont % Scaling calculations 0.413207 0.389505 0.408867 0.389505 [ [ 0 0 0 0 ] [ 1 .81773 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 .81773 L 0 .81773 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .41321 .40887 m 0 0 rlineto s .8026 .40887 m .97619 .40887 L s .79781 .46978 m .9714 .46978 L s .78355 .5292 m .95713 .5292 L s .76016 .58565 m .93375 .58565 L s .72824 .63775 m .90182 .63775 L s .68855 .68421 m .86214 .68421 L s .64209 .7239 m .81568 .7239 L s .58999 .75582 m .76358 .75582 L s .53354 .77921 m .70712 .77921 L s .47412 .79347 m .64771 .79347 L s .41321 .79826 m .58679 .79826 L s .35229 .79347 m .52588 .79347 L s .29288 .77921 m .46646 .77921 L s .23642 .75582 m .41001 .75582 L s .18432 .7239 m .35791 .7239 L s .13786 .68421 m .31145 .68421 L s .09818 .63775 m .27176 .63775 L s .06625 .58565 m .23984 .58565 L s .04287 .5292 m .21645 .5292 L s .0286 .46978 m .20219 .46978 L s .02381 .40887 m .1974 .40887 L s .0286 .34795 m .20219 .34795 L s .04287 .28854 m .21645 .28854 L s .06625 .23208 m .23984 .23208 L s .09818 .17999 m .27176 .17999 L s .13786 .13352 m .31145 .13352 L s .18432 .09384 m .35791 .09384 L s .23642 .06191 m .41001 .06191 L s .29288 .03853 m .46646 .03853 L s .35229 .02426 m .52588 .02426 L s .41321 .01947 m .58679 .01947 L s .47412 .02426 m .64771 .02426 L s .53354 .03853 m .70712 .03853 L s .58999 .06191 m .76358 .06191 L s .64209 .09384 m .81568 .09384 L s .68855 .13352 m .86214 .13352 L s .72824 .17999 m .90182 .17999 L s .76016 .23208 m .93375 .23208 L s .78355 .28854 m .95713 .28854 L s .79781 .34795 m .9714 .34795 L s .8026 .40887 m .97619 .40887 L s 1 0 0 r .97619 .40887 m .97618 .41189 L .97615 .41463 L .97609 .41781 L .97601 .4208 L .97581 .42613 L .97551 .43191 L .97508 .43827 L .97451 .44501 L .9732 .45706 L .97145 .46945 L .96945 .481 L .96361 .50705 L .95583 .53314 L .94713 .55648 L .9222 .60668 L .89486 .64703 L .85953 .6868 L .82126 .71976 L .77614 .74913 L .75263 .76118 L .72635 .7724 L .70302 .78051 L .67688 .7877 L .6644 .79045 L .65092 .79295 L .63921 .79472 L .62642 .79624 L .6189 .79694 L .61193 .79745 L .60526 .79783 L .6019 .79797 L .59818 .7981 L .59484 .79818 L .59177 .79823 L .58841 .79826 L .58672 .79826 L .58487 .79826 L .58174 .79823 L .57839 .79817 L .57524 .79809 L .57237 .798 L .56645 .79773 L .55994 .79734 L .5468 .7962 L .53467 .79476 L .52337 .79306 L .49811 .78803 L .47142 .78078 L .44683 .77224 L Mistroke .42075 .76109 L .37564 .73604 L .33499 .7059 L .29641 .6683 L .26272 .62475 L .23693 .57981 L .22662 .55688 L .21738 .53201 L .21028 .5082 L .20514 .48616 L .20105 .46209 L .19945 .44876 L .19886 .44262 L .19835 .4361 L .198 .43053 L .19785 .42757 L .19771 .42438 L .1976 .42146 L .19752 .41878 L .19747 .41622 L .19742 .41353 L .1974 .41059 L .1974 .40745 L .19742 .40449 L .19746 .4018 L .19753 .39864 L .19764 .39521 L .1979 .389 L .19826 .38293 L .19875 .37643 L .19991 .36471 L .20175 .35083 L .20386 .33822 L .20986 .31112 L .21733 .28588 L .23659 .23861 L .2598 .19743 L .28821 .15891 L .32482 .12077 L .36357 .0898 L .40942 .06221 L .45661 .04187 L .48126 .03404 L .49535 .03036 L .50877 .02737 L .52119 .02504 L .53475 .02296 L .54713 .0215 L .55858 .02049 L .56499 .02008 L Mistroke .571 .01979 L .57444 .01967 L .57759 .01958 L .57933 .01954 L .58122 .01951 L .58302 .01949 L .58468 .01948 L .58642 .01947 L .5883 .01947 L .59008 .01948 L .59171 .0195 L .59481 .01955 L .59808 .01963 L .6016 .01975 L .60488 .01989 L .61234 .02031 L .61901 .0208 L .62517 .02137 L .63908 .023 L .65128 .02485 L .66416 .02723 L .68624 .03238 L .7102 .03954 L .75624 .05827 L .80274 .08483 L .8436 .11616 L .88174 .15463 L .91228 .19512 L .93574 .23604 L .9469 .26069 L .95583 .2846 L .96258 .3068 L .96826 .33069 L .9717 .34989 L .97322 .36087 L .97436 .37118 L .97517 .38066 L .9757 .38933 L .97591 .39412 L .976 .39666 L .97607 .39935 L .97613 .40194 L .97616 .40429 L .97618 .40665 L .97619 .40887 L Mfstroke MathSubEnd P % End of sub-graphic % Start of sub-graphic p 0.558309 0.00254657 0.655491 0.104409 MathSubStart %% Graphics %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10 scalefont setfont % Scaling calculations 0.5 0.329456 0.5 0.329456 [ [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .5 .5 m 0 0 rlineto s .82937 .5 m .97619 .5 L s .82531 .55152 m .97033 .57449 L s .81324 .60178 m .95288 .64715 L s .79347 .64953 m .92429 .71619 L s .76646 .6936 m .88525 .7799 L s .7329 .7329 m .83672 .83672 L s .6936 .76646 m .7799 .88525 L s .64953 .79347 m .71619 .92429 L s .60178 .81324 m .64715 .95288 L s .55152 .82531 m .57449 .97033 L s .5 .82937 m .5 .97619 L s .44848 .82531 m .42551 .97033 L s .39822 .81324 m .35285 .95288 L s .35047 .79347 m .28381 .92429 L s .3064 .76646 m .2201 .88525 L s .2671 .7329 m .16328 .83672 L s .23354 .6936 m .11475 .7799 L s .20653 .64953 m .07571 .71619 L s .18676 .60178 m .04712 .64715 L s .17469 .55152 m .02967 .57449 L s .17063 .5 m .02381 .5 L s .17469 .44848 m .02967 .42551 L s .18676 .39822 m .04712 .35285 L s .20653 .35047 m .07571 .28381 L s .23354 .3064 m .11475 .2201 L s .2671 .2671 m .16328 .16328 L s .3064 .23354 m .2201 .11475 L s .35047 .20653 m .28381 .07571 L s .39822 .18676 m .35285 .04712 L s .44848 .17469 m .42551 .02967 L s .5 .17063 m .5 .02381 L s .55152 .17469 m .57449 .02967 L s .60178 .18676 m .64715 .04712 L s .64953 .20653 m .71619 .07571 L s .6936 .23354 m .7799 .11475 L s .7329 .2671 m .83672 .16328 L s .76646 .3064 m .88525 .2201 L s .79347 .35047 m .92429 .28381 L s .81324 .39822 m .95288 .35285 L s .82531 .44848 m .97033 .42551 L s .82937 .5 m .97619 .5 L s 1 0 0 r .97619 .5 m .97618 .50369 L .97614 .50705 L .97606 .51093 L .97597 .5146 L .97572 .52111 L .97536 .52818 L .97483 .53596 L .97414 .5442 L .97253 .55893 L .97039 .57409 L .96795 .58822 L .96081 .62007 L .95129 .65197 L .94065 .68052 L .91017 .74191 L .87673 .79125 L .83352 .83988 L .78673 .88019 L .73155 .9161 L .70281 .93084 L .67066 .94456 L .64214 .95448 L .61017 .96327 L .5949 .96664 L .57842 .96969 L .5641 .97186 L .54845 .97372 L .53926 .97457 L .53074 .9752 L .52259 .97565 L .51847 .97583 L .51392 .97599 L .50984 .97609 L .50609 .97615 L .50197 .97619 L .49991 .97619 L .49764 .97618 L .49382 .97615 L .48973 .97608 L .48587 .97598 L .48237 .97586 L .47512 .97554 L .46716 .97506 L .45109 .97367 L .43626 .9719 L .42244 .96983 L .39155 .96368 L .3589 .95481 L .32884 .94437 L Mistroke .29695 .93073 L .24178 .9001 L .19207 .86323 L .14489 .81726 L .10369 .764 L .07215 .70905 L .05955 .681 L .04825 .65059 L .03956 .62147 L .03328 .59452 L .02828 .56509 L .02632 .54878 L .0256 .54128 L .02498 .5333 L .02455 .52649 L .02436 .52287 L .02419 .51897 L .02406 .5154 L .02396 .51212 L .02389 .509 L .02384 .50571 L .02381 .50211 L .02381 .49827 L .02384 .49465 L .02389 .49136 L .02397 .48749 L .0241 .4833 L .02443 .4757 L .02487 .46828 L .02546 .46033 L .02688 .446 L .02913 .42902 L .03171 .41361 L .03906 .38047 L .04818 .3496 L .07174 .29179 L .10013 .24143 L .13487 .19433 L .17963 .14769 L .22702 .10982 L .2831 .07608 L .3408 .05121 L .37094 .04163 L .38817 .03713 L .40459 .03347 L .41978 .03062 L .43636 .02808 L .45149 .02629 L .4655 .02506 L .47334 .02456 L Mistroke .48068 .0242 L .48489 .02405 L .48874 .02394 L .49087 .0239 L .49319 .02386 L .49538 .02383 L .49742 .02382 L .49954 .02381 L .50184 .02381 L .50401 .02383 L .50601 .02385 L .5098 .02391 L .5138 .02401 L .5181 .02415 L .52212 .02432 L .53124 .02484 L .5394 .02544 L .54693 .02613 L .56394 .02812 L .57886 .03038 L .59461 .0333 L .62161 .0396 L .65091 .04836 L .70722 .07126 L .76408 .10374 L .81405 .14205 L .86069 .18909 L .89804 .23861 L .92672 .28865 L .94037 .31879 L .95129 .34804 L .95954 .37519 L .9665 .4044 L .9707 .42788 L .97256 .44131 L .97395 .45391 L .97494 .4655 L .97559 .47611 L .97585 .48197 L .97596 .48507 L .97605 .48836 L .97612 .49153 L .97616 .4944 L .97618 .49729 L .97619 .5 L Mfstroke MathSubEnd P % End of sub-graphic % Start of sub-graphic p 0.665209 0.00254657 0.762391 0.104409 MathSubStart %% Graphics %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10 scalefont setfont % Scaling calculations 0.413207 0.389505 0.512185 0.389505 [ [ 0 0 0 0 ] [ 1 1.02437 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 1.02437 L 0 1.02437 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .41321 .51219 m 0 0 rlineto s .8026 .51219 m .97619 .51219 L s .79781 .5731 m .9629 .62674 L s .78355 .63252 m .92398 .73455 L s .76016 .68897 m .86219 .8294 L s .72824 .74107 m .78188 .90616 L s .68855 .78753 m .68855 .96112 L s .64209 .82721 m .58845 .9923 L s .58999 .85914 m .48796 .99958 L s .53354 .88252 m .3931 .98456 L s .47412 .89679 m .30903 .95043 L s .41321 .90158 m .23962 .90158 L s .35229 .89679 m .1872 .84315 L s .29288 .88252 m .15244 .78049 L s .23642 .85914 m .13439 .71871 L s .18432 .82721 m .13068 .66212 L s .13786 .78753 m .13786 .61394 L s .09818 .74107 m .15182 .57598 L s .06625 .68897 m .16828 .54853 L s .04287 .63252 m .1833 .53048 L s .0286 .5731 m .19369 .51946 L s .02381 .51219 m .1974 .51219 L s .0286 .45127 m .19369 .50491 L s .04287 .39186 m .1833 .49389 L s .06625 .3354 m .16828 .47584 L s .09818 .2833 m .15182 .44839 L s .13786 .23684 m .13786 .41043 L s .18432 .19716 m .13068 .36225 L s .23642 .16523 m .13439 .30566 L s .29288 .14185 m .15244 .24388 L s .35229 .12758 m .1872 .18122 L s .41321 .12279 m .23962 .12279 L s .47412 .12758 m .30903 .07394 L s .53354 .14185 m .3931 .03982 L s .58999 .16523 m .48796 .0248 L s .64209 .19716 m .58845 .03207 L s .68855 .23684 m .68855 .06325 L s .72824 .2833 m .78188 .11821 L s .76016 .3354 m .86219 .19497 L s .78355 .39186 m .92398 .28982 L s .79781 .45127 m .9629 .39763 L s .8026 .51219 m .97619 .51219 L s 1 0 0 r .97619 .51219 m .97616 .5179 L .97607 .52309 L .9759 .52909 L .97568 .53476 L .97513 .54483 L .97429 .55574 L .9731 .56773 L .97152 .58041 L .96788 .60302 L .96304 .62613 L .95754 .64752 L .94154 .69508 L .92047 .74146 L .89723 .78159 L .86571 .82512 L .83261 .86192 L .76499 .91835 L .72601 .9425 L .68266 .96367 L .63974 .97949 L .61522 .98641 L .59256 .99151 L .57266 .99499 L .56124 .99657 L .55084 .99775 L .53988 .99872 L .53426 .99911 L .52816 .99945 L .52253 .99969 L .51734 .99985 L .51239 .99995 L .50713 .99998 L .50238 .99996 L .49719 .99988 L .4918 .99972 L .48679 .99952 L .47784 .99902 L .46835 .99827 L .45726 .99713 L .44688 .9958 L .42772 .99264 L .39376 .98474 L .35861 .97323 L .32561 .95899 L .29189 .94046 L .25948 .91807 L .23296 .89549 L .19041 .84759 L .17202 .8197 L Mistroke .15786 .7928 L .14736 .76737 L .14274 .75354 L .13911 .74065 L .13632 .72874 L .13395 .71608 L .13234 .70478 L .13176 .69952 L .13131 .6946 L .13109 .69176 L .13089 .68869 L .13075 .68616 L .13063 .68338 L .13053 .6804 L .13049 .67878 L .13046 .67726 L .13043 .67457 L .13044 .6717 L .13047 .66918 L .13053 .66646 L .13062 .66363 L .13074 .66103 L .13101 .65641 L .13139 .65156 L .13196 .64588 L .13272 .63985 L .13444 .6293 L .13869 .61086 L .14385 .59475 L .15037 .57901 L .16487 .55339 L .17786 .53651 L .18912 .5244 L .19306 .52019 L .19465 .51829 L .19596 .51645 L .19676 .51496 L .19692 .51456 L .19707 .51414 L .19718 .51378 L .19727 .51339 L .19733 .51303 L .19737 .5127 L .19739 .51235 L .1974 .51216 L .19739 .51198 L .19737 .51166 L .19733 .51132 L .19727 .51099 L .19721 .51069 L Mistroke .19699 .50999 L .19673 .50935 L .19591 .50784 L .19361 .50481 L .18486 .49554 L .17241 .48128 L .15921 .46209 L .14682 .43725 L .14077 .42057 L .13623 .40373 L .1343 .39433 L .13264 .38396 L .13157 .37475 L .13111 .36939 L .13078 .3643 L .13065 .36143 L .13059 .35991 L .13054 .35829 L .1305 .35687 L .13047 .35529 L .13044 .3525 L .13043 .34977 L .13047 .34682 L .13053 .344 L .13061 .34141 L .13074 .33835 L .1309 .33548 L .13138 .32892 L .13201 .32243 L .13288 .31542 L .13504 .30208 L .13768 .28956 L .14606 .26066 L .15638 .23478 L .17045 .20736 L .18617 .18269 L .20616 .15691 L .25036 .11358 L .27916 .09211 L .31381 .07137 L .34943 .05475 L .38467 .04227 L .40402 .03692 L .42545 .03217 L .44613 .02868 L .4561 .02737 L .46547 .02637 L .47402 .02563 L .48323 .02503 L .4885 .02477 L Mistroke .4935 .02459 L .49801 .02448 L .50291 .02441 L .50771 .02439 L .51301 .02443 L .51855 .02455 L .52376 .02472 L .52862 .02494 L .53309 .02519 L .54315 .02591 L .55374 .02693 L .56337 .02807 L .58497 .03143 L .60499 .03551 L .6238 .04022 L .66564 .05384 L .70986 .07333 L .7475 .09454 L .78684 .12201 L .82559 .15556 L .85795 .18992 L .91112 .2657 L .93423 .31172 L .95169 .35755 L .9624 .39554 L .96667 .41506 L .97048 .4368 L .97296 .4554 L .97405 .4659 L .97485 .47556 L .9754 .48406 L .97565 .48895 L .97584 .49338 L .97599 .49809 L .97611 .50312 L .97617 .50778 L .97619 .51219 L Mfstroke MathSubEnd P % End of sub-graphic % Start of sub-graphic p 0.772109 0.00254657 0.869291 0.104409 MathSubStart %% Graphics %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10 scalefont setfont % Scaling calculations 0.5 0.329456 0.356209 0.329456 [ [ 0 0 0 0 ] [ 1 .71242 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 .71242 L 0 .71242 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .5 .35621 m 0 0 rlineto s .82937 .35621 m .97619 .35621 L s .82531 .40773 m .95613 .47439 L s .81324 .45799 m .89955 .57677 L s .79347 .50574 m .81644 .65076 L s .76646 .54981 m .72109 .68944 L s .7329 .58911 m .62908 .69293 L s .6936 .62267 m .55396 .66804 L s .64953 .64968 m .50451 .62671 L s .60178 .66945 m .483 .58315 L s .55152 .68152 m .48487 .5507 L s .5 .68557 m .5 .53875 L s .44848 .68152 m .51513 .5507 L s .39822 .66945 m .517 .58315 L s .35047 .64968 m .49549 .62671 L s .3064 .62267 m .44604 .66804 L s .2671 .58911 m .37092 .69293 L s .23354 .54981 m .27891 .68944 L s .20653 .50574 m .18356 .65076 L s .18676 .45799 m .10045 .57677 L s .17469 .40773 m .04387 .47439 L s .17063 .35621 m .02381 .35621 L s .17469 .30469 m .04387 .23803 L s .18676 .25443 m .10045 .13565 L s .20653 .20668 m .18356 .06166 L s .23354 .16261 m .27891 .02297 L s .2671 .12331 m .37092 .01949 L s .3064 .08975 m .44604 .04438 L s .35047 .06274 m .49549 .08571 L s .39822 .04296 m .517 .12927 L s .44848 .0309 m .51513 .16172 L s .5 .02684 m .5 .17367 L s .55152 .0309 m .48487 .16172 L s .60178 .04296 m .483 .12927 L s .64953 .06274 m .50451 .08571 L s .6936 .08975 m .55396 .04438 L s .7329 .12331 m .62908 .01949 L s .76646 .16261 m .72109 .02297 L s .79347 .20668 m .81644 .06166 L s .81324 .25443 m .89955 .13565 L s .82531 .30469 m .95613 .23803 L s .82937 .35621 m .97619 .35621 L s 1 0 0 r .97619 .35621 m .97614 .36218 L .97601 .36761 L .97576 .37387 L .97542 .37979 L .97457 .39029 L .9733 .40165 L .97149 .41409 L .9691 .42719 L .9636 .45037 L .95635 .47377 L .94814 .49509 L .92467 .5409 L .8946 .58281 L .86255 .61605 L .82143 .6476 L .79974 .66041 L .77962 .6703 L .76106 .67786 L .74087 .68449 L .72975 .68746 L .71955 .68977 L .70922 .6917 L .69964 .69314 L .69145 .6941 L .68727 .69449 L .68275 .69484 L .67782 .69513 L .67318 .69532 L .66869 .69543 L .66456 .69546 L .66026 .69542 L .65625 .69532 L .65188 .69514 L .64721 .69486 L .64262 .6945 L .63782 .69403 L .62938 .69297 L .62024 .69148 L .6118 .68978 L .59658 .68586 L .58107 .68064 L .56538 .67395 L .54029 .65961 L .52105 .64445 L .50436 .62652 L .49302 .60942 L .48833 .59978 L .48515 .59124 L .48383 .58667 L Mistroke .48272 .58183 L .48233 .57967 L .482 .57741 L .48175 .57533 L .48158 .57347 L .48147 .57163 L .48141 .56994 L .4814 .56813 L .48145 .56624 L .4815 .56531 L .48157 .56432 L .48174 .56254 L .48197 .56087 L .48222 .55937 L .48278 .55678 L .48355 .55411 L .48451 .55152 L .48555 .54929 L .48683 .54706 L .48833 .54498 L .48973 .54342 L .4913 .542 L .4931 .54074 L .49483 .53985 L .49591 .53943 L .49695 .53913 L .49788 .53893 L .49841 .53885 L .4989 .5388 L .49982 .53875 L .5007 .53877 L .50148 .53884 L .50233 .53897 L .50325 .53918 L .50422 .53947 L .50593 .5402 L .50746 .54109 L .50885 .54212 L .51179 .54513 L .51319 .54709 L .51452 .54943 L .51555 .55166 L .5165 .55427 L .51735 .55731 L .51795 .56036 L .51823 .56232 L .51834 .56331 L .51842 .56424 L .51854 .56601 L .51857 .56697 L Mistroke .5186 .56799 L .51859 .56975 L .51853 .57172 L .51841 .57363 L .51824 .57543 L .51803 .57724 L .51779 .57891 L .51709 .58274 L .51609 .587 L .51469 .59173 L .51132 .60059 L .5071 .60919 L .50151 .61842 L .48852 .63491 L .4701 .65198 L .45806 .66072 L .44545 .66837 L .43271 .67485 L .41781 .68106 L .40447 .68555 L .38933 .68953 L .38056 .69133 L .37234 .69272 L .36432 .69379 L .35573 .69464 L .3511 .69497 L .34853 .69511 L .34611 .69523 L .34136 .69539 L .33702 .69545 L .33449 .69546 L .33181 .69544 L .32697 .69533 L .32427 .69523 L .32174 .69511 L .31595 .69475 L .31081 .69432 L .30519 .69374 L .2949 .69237 L .27541 .68868 L .26433 .68594 L .25252 .6825 L .23133 .67493 L .19032 .65483 L .16807 .64051 L .14842 .62552 L .11478 .59352 L .08381 .55413 L .06031 .51358 L .04948 .48933 L Mistroke .0412 .46648 L .03488 .4446 L .0321 .43289 L .02959 .42036 L .02776 .40934 L .02615 .39712 L .02557 .39175 L .02504 .38596 L .02464 .38057 L .02433 .37547 L .02417 .37224 L .02403 .36873 L .02387 .36261 L .02382 .35914 L .02381 .35547 L .02388 .34889 L .02406 .34281 L .02432 .33713 L .0247 .33091 L .02524 .32425 L .02689 .30932 L .02902 .29527 L .03451 .26926 L .04148 .24508 L .0494 .2233 L .07225 .17666 L .0987 .13785 L .1276 .10563 L .16292 .07561 L .18392 .06145 L .20406 .05001 L .24242 .0333 L .26294 .02686 L .28482 .02178 L .29578 .01992 L .30152 .01913 L .30757 .01842 L .31283 .01792 L .31859 .01749 L .3211 .01734 L .3238 .01721 L .32864 .01704 L .33361 .01696 L .33641 .01696 L .339 .01699 L .34371 .0171 L .34869 .01731 L .35354 .01762 L .35807 .01798 L .36642 .01888 L Mistroke .37509 .02013 L .38301 .02155 L .40038 .02569 L .41635 .03082 L .43234 .0374 L .45806 .0517 L .4776 .06675 L .49498 .08506 L .50663 .10238 L .51108 .11128 L .51473 .12082 L .5161 .12546 L .51722 .13031 L .51762 .13248 L .51797 .13473 L .51822 .13678 L .5184 .13864 L .51852 .14054 L .51856 .14152 L .51859 .14255 L .5186 .14424 L .51855 .14607 L .51846 .14765 L .51832 .14931 L .51814 .15083 L .51793 .15218 L .51731 .15527 L .51643 .15839 L .51541 .1611 L .51432 .16339 L .51208 .16691 L .51066 .16859 L .50924 .16997 L .50778 .17111 L .50619 .17208 L .50533 .1725 L .50438 .17289 L .50356 .17316 L .50268 .17338 L .50173 .17355 L .50084 .17364 L .49988 .17367 L .49934 .17365 L .49883 .17361 L .49791 .17349 L .49708 .17332 L .49613 .17306 L .49523 .17274 L .4936 .17197 L .49214 .17105 L Mistroke .4906 .16983 L .48904 .16827 L .48746 .16629 L .48592 .16383 L .48464 .1612 L .48362 .15853 L .48285 .15592 L .48218 .15285 L .48192 .15122 L .48169 .14941 L .48154 .14766 L .48145 .14601 L .4814 .14433 L .48141 .14271 L .48146 .14089 L .48158 .1389 L .48177 .13687 L .48204 .1347 L .4827 .1307 L .48354 .12688 L .48452 .12323 L .48748 .11469 L .49196 .10499 L .49717 .09601 L .50415 .08617 L .51302 .07587 L .53297 .05806 L .55569 .04342 L .57003 .03632 L .58447 .03052 L .60138 .0252 L .61059 .02291 L .62068 .02086 L .63051 .01929 L .63961 .01821 L .64407 .0178 L .64893 .01745 L .65356 .0172 L .65784 .01705 L .66029 .017 L .66291 .01697 L .66767 .01698 L .67059 .01703 L .67336 .0171 L .67586 .0172 L .67859 .01733 L .6842 .01768 L .69019 .01819 L .70103 .01946 L .71056 .02094 L Mistroke .72087 .02293 L .73962 .02757 L .76192 .03488 L .7822 .04329 L .82081 .06442 L .85469 .0895 L .88864 .1227 L .91996 .16401 L .94371 .20729 L .95444 .23331 L .9625 .25809 L .96807 .28033 L .97063 .29329 L .97255 .3052 L .97414 .31786 L .97482 .32485 L .97534 .3315 L .97571 .33763 L .97596 .34332 L .97613 .34957 L .97619 .35621 L Mfstroke MathSubEnd P % End of sub-graphic % Start of sub-graphic p 0.879009 0.00254657 0.97619 0.104409 MathSubStart %% Graphics %%IncludeResource: font Courier %%IncludeFont: Courier /Courier findfont 10 scalefont setfont % Scaling calculations 0.452798 0.362113 0.524089 0.362113 [ [ 0 0 0 0 ] [ 1 1.04818 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 1.04818 L 0 1.04818 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .4528 .52409 m 0 0 rlineto s .81481 .52409 m .97619 .52409 L s .81035 .58072 m .94091 .67558 L s .79709 .63596 m .84696 .78944 L s .77535 .68844 m .72549 .84192 L s .74567 .73687 m .61511 .83173 L s .70878 .78007 m .5474 .78007 L s .66558 .81696 m .53503 .72211 L s .61715 .84664 m .56728 .69316 L s .56467 .86838 m .61454 .7149 L s .50943 .88164 m .63999 .78679 L s .4528 .8861 m .61418 .8861 L s .39617 .88164 m .52673 .9765 L s .34093 .86838 m .3908 1.02186 L s .28845 .84664 m .23858 1.00013 L s .24001 .81696 m .10945 .91182 L s .19682 .78007 m .03544 .78007 L s .15992 .73687 m .02936 .64202 L s .13024 .68844 m .08037 .53496 L s .1085 .63596 m .15837 .48248 L s .09524 .58072 m .2258 .48586 L s .09079 .52409 m .25216 .52409 L s .09524 .46746 m .2258 .56231 L s .1085 .41222 m .15837 .5657 L s .13024 .35974 m .08037 .51322 L s .15992 .3113 m .02936 .40616 L s .19682 .26811 m .03544 .26811 L s .24001 .23121 m .10945 .13636 L s .28845 .20153 m .23858 .04805 L s .34093 .17979 m .3908 .02631 L s .39617 .16653 m .52673 .07168 L s .4528 .16208 m .61418 .16208 L s .50943 .16653 m .63999 .26139 L s .56467 .17979 m .61454 .33327 L s .61715 .20153 m .56728 .35501 L s .66558 .23121 m .53503 .32607 L s .70878 .26811 m .5474 .26811 L s .74567 .3113 m .61511 .21645 L s .77535 .35974 m .72549 .20626 L s .79709 .41222 m .84696 .25874 L s .81035 .46746 m .94091 .3726 L s .81481 .52409 m .97619 .52409 L s 1 0 0 r .97619 .52409 m .9761 .5319 L .97587 .53901 L .97542 .5472 L .97481 .55493 L .9733 .56862 L .97105 .58338 L .96784 .59948 L .9636 .61631 L .95393 .64574 L .94129 .67482 L .92714 .7006 L .88764 .75284 L .86362 .77601 L .83916 .79509 L .81587 .80981 L .7903 .82268 L .77559 .82867 L .76219 .83327 L .74856 .83715 L .73607 .84001 L .72157 .84251 L .714 .84346 L .71017 .84385 L .70608 .8442 L .7025 .84444 L .69925 .84462 L .69293 .84483 L .68942 .84487 L .68563 .84485 L .68207 .84478 L .6788 .84466 L .67316 .84435 L .6673 .84387 L .66235 .84333 L .65701 .84262 L .64536 .84058 L .63491 .83813 L .61697 .83244 L .59943 .82475 L .58099 .81377 L .5662 .80197 L .5552 .79051 L .54578 .77752 L .54232 .77143 L .53922 .76487 L .53706 .75923 L .53525 .75315 L .53443 .7495 L .53384 .74617 L Mistroke .53344 .74303 L .53329 .74129 L .53319 .73974 L .53311 .73682 L .53313 .73521 L .53318 .73374 L .53337 .73108 L .5337 .72834 L .5342 .72551 L .53478 .723 L .53554 .72039 L .53651 .71765 L .53862 .71307 L .54103 .7091 L .54435 .70491 L .5484 .70109 L .55224 .69837 L .55458 .69704 L .55683 .69597 L .561 .69446 L .56329 .69386 L .56579 .69337 L .56708 .69319 L .56848 .69304 L .57106 .69289 L .57361 .6929 L .57598 .69306 L .57823 .69332 L .58034 .69367 L .58267 .69418 L .58518 .69487 L .5903 .69672 L .59495 .69894 L .60519 .70579 L .6107 .71078 L .61556 .7161 L .62365 .72756 L .62725 .73415 L .6308 .74201 L .63364 .74981 L .63585 .75749 L .6377 .76591 L .63848 .77053 L .63914 .77558 L .63958 .77998 L .6399 .78485 L .64007 .78953 L .64009 .79392 L .64001 .79792 L .63981 .80237 L Mistroke .63946 .80708 L .639 .81154 L .63832 .81682 L .63737 .82265 L .63511 .83339 L .63223 .84397 L .62896 .85386 L .61934 .87633 L .60572 .89999 L .58934 .92203 L .57153 .94126 L .54954 .96045 L .5223 .97924 L .49614 .99333 L .46995 1.00427 L .44071 1.01329 L .42373 1.01713 L .40794 1.01983 L .39359 1.0216 L .38535 1.02232 L .37758 1.0228 L .36937 1.02311 L .36182 1.02322 L .35351 1.02314 L .34932 1.02302 L .34474 1.02282 L .33695 1.02235 L .32987 1.02176 L .31399 1.01989 L .2993 1.01747 L .2855 1.01458 L .2526 1.00523 L .22311 .99368 L .19204 .9779 L .16108 .95788 L .11411 .91681 L .09148 .89046 L .07343 .86472 L .05906 .83966 L .04613 .81139 L .03661 .78409 L .03014 .75853 L .02727 .74268 L .0254 .72816 L .02471 .72059 L .0244 .71627 L .02418 .71234 L .024 .70819 L .02387 .70376 L .02381 .69968 L Mistroke .02381 .69583 L .02394 .68885 L .02426 .68151 L .02469 .67529 L .02531 .66849 L .02615 .66127 L .02726 .6536 L .02979 .63997 L .03279 .62738 L .03671 .61404 L .04545 .59098 L .05577 .57023 L .06674 .55263 L .08117 .53404 L .09817 .51681 L .11512 .50343 L .13114 .49362 L .14571 .48684 L .15401 .48382 L .16149 .48162 L .16928 .47985 L .17349 .47912 L .17744 .47859 L .18103 .47822 L .18431 .478 L .18785 .47787 L .19155 .47787 L .19488 .478 L .19844 .47826 L .20208 .47867 L .20538 .47919 L .21108 .4804 L .21684 .4821 L .22314 .48459 L .2286 .48739 L .23312 .49028 L .23742 .49366 L .24077 .49689 L .24398 .50067 L .24648 .50433 L .24837 .5078 L .25012 .51203 L .25085 .51441 L .2514 .51669 L .25178 .5188 L .25201 .52077 L .25215 .52294 L .25215 .52525 L .252 .52758 L .25184 .5289 L Mistroke .25166 .53012 L .25116 .53259 L .25043 .5352 L .24863 .53983 L .24644 .54391 L .24325 .54845 L .23902 .55305 L .23432 .55703 L .2294 .56032 L .22473 .56285 L .21929 .5652 L .21284 .56731 L .20639 .56881 L .20296 .56938 L .19912 .56985 L .19714 .57003 L .19499 .57018 L .19295 .57027 L .19107 .57031 L .18739 .5703 L .18529 .57023 L .18334 .57012 L .17971 .56983 L .17581 .56939 L .17194 .5688 L .16768 .568 L .1598 .5661 L .14472 .56094 L .1361 .55708 L .12692 .55222 L .11061 .54151 L .08299 .51619 L .0687 .49834 L .05661 .47942 L .04603 .4585 L .03653 .43358 L .03266 .42031 L .02926 .40564 L .02789 .39836 L .02677 .3914 L .02592 .38513 L .02515 .37815 L .02459 .37161 L .0242 .36543 L .02393 .35886 L .02381 .35175 L .02386 .34511 L .02404 .33877 L .02433 .33305 L .02477 .32679 L Mistroke .02548 .31929 L .02629 .31246 L .02868 .29712 L .03163 .28288 L .03505 .26949 L .04412 .24195 L .05712 .21234 L .07401 .18255 L .0927 .15614 L .13264 .11333 L .15827 .09236 L .18335 .07543 L .21134 .06001 L .24244 .04658 L .26984 .03761 L .28479 .03376 L .30066 .03046 L .30894 .02905 L .31803 .02774 L .32638 .02676 L .33398 .02606 L .3383 .02573 L .34297 .02545 L .34791 .02521 L .35257 .02506 L .35693 .02498 L .36154 .02496 L .36978 .02507 L .3774 .02537 L .38555 .02588 L .3932 .02654 L .40015 .02731 L .41697 .02979 L .43265 .03294 L .46252 .04131 L .48822 .05123 L .51597 .06521 L .53995 .08056 L .57689 .1123 L .59411 .13204 L .60755 .151 L .61895 .17105 L .62838 .19274 L .63194 .20324 L .63469 .2131 L .63666 .2218 L .6383 .23126 L .639 .23657 L .63949 .24148 L .63985 .24662 L Mistroke .63998 .24947 L .64006 .25206 L .64009 .25662 L .63998 .26152 L .63974 .26608 L .63939 .27024 L .6388 .27537 L .63808 .28011 L .63635 .28867 L .63394 .29742 L .63075 .30631 L .62407 .3199 L .61663 .33076 L .60745 .34047 L .60195 .34487 L .59679 .34822 L .5913 .35103 L .58618 .35299 L .58351 .35378 L .58058 .35446 L .57911 .35472 L .57753 .35495 L .57604 .35512 L .57469 .35522 L .57223 .3553 L .56996 .35524 L .56752 .35504 L .56616 .35486 L .56495 .35466 L .56253 .35414 L .55997 .3534 L .55552 .35161 L .55168 .34946 L .54786 .34665 L .54459 .34353 L .54191 .34031 L .53918 .33613 L .53792 .33374 L .53673 .33108 L .53574 .3284 L .53497 .32589 L .53437 .32347 L .53385 .32074 L .53345 .31784 L .53329 .31622 L .53319 .31469 L .53311 .31191 L .53317 .30887 L .53327 .30713 L .53344 .30523 L Mistroke .53365 .30341 L .53389 .30172 L .53447 .29848 L .53526 .29501 L .53717 .28863 L .53954 .28257 L .54699 .26873 L .55594 .2568 L .56824 .24437 L .58382 .23249 L .60067 .22281 L .61844 .2152 L .63603 .20975 L .64632 .2074 L .65188 .20637 L .65787 .20543 L .66319 .20475 L .66911 .20414 L .67458 .20373 L .67974 .20347 L .68583 .20332 L .68926 .20331 L .69239 .20334 L .69852 .20353 L .70434 .20386 L .70768 .20411 L .71121 .20443 L .71757 .20514 L .73204 .20738 L .74469 .21007 L .75652 .2132 L .7834 .22256 L .80752 .2338 L .82898 .24627 L .87423 .28179 L .89489 .3034 L .91479 .32876 L .93009 .35253 L .94437 .37978 L .95693 .41063 L .96595 .44076 L .9701 .45958 L .97175 .46895 L .97305 .47771 L .97411 .4863 L .97489 .49412 L .97553 .50283 L .9758 .50762 L .97598 .51213 L .97614 .51836 L Mistroke .97619 .52409 L Mfstroke MathSubEnd P % End of sub-graphic % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 30.75}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg"], ImageRangeCache->{{{0, 287}, {29.75, 0}} -> {-4.62667, -0.0240708, \ 0.0636005, 0.0636005}, {{72.6875, 87.125}, {29.3125, 14.1875}} -> {-15.1621, \ -1.53105, 0.19138, 0.19138}, {{88.625, 103.062}, {29.3125, 14.1875}} -> \ {-20.1502, -1.68192, 0.21024, 0.21024}, {{104.5, 118.938}, {29.3125, \ 14.1875}} -> {-19.6439, -1.42262, 0.177828, 0.177828}, {{120.375, 134.812}, \ {29.3125, 14.1875}} -> {-26.8253, -1.68191, 0.21024, 0.21024}, {{136.25, \ 150.688}, {29.3125, 14.1875}} -> {-25.2899, -1.42263, 0.177828, 0.177828}, \ {{152.125, 166.562}, {29.3125, 14.1875}} -> {-33.5004, -1.68192, 0.21024, \ 0.21024}, {{168, 182.438}, {29.3125, 14.1875}} -> {-30.9359, -1.42262, \ 0.177828, 0.177828}, {{183.875, 198.312}, {29.3125, 14.1875}} -> {-40.1755, \ -1.68192, 0.21024, 0.21024}, {{199.812, 214.25}, {29.3125, 14.1875}} -> \ {-39.4917, -1.53105, 0.191382, 0.191382}}] }, Open ]], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] GraphicsArray \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]], Cell["COMMENT: we now start making complete turns and cycloids.", "Text"] }, Closed]], Cell[CellGroupData[{ Cell["Sensation on the \"Calypso\"", "Subsection", CellAutoOverwrite->False], Cell["\<\ This hinged arm is also the main mechanism in many theme park \ attractions.\ \>", "Text"], Cell[BoxData[ \(c =. \)], "Input", CellAutoOverwrite->False], Cell[BoxData[{ \(x[t_, c_] := length1\ Cos[t] + length2\ \ Cos[c\ t]\), "\n", \(y[t_, c_] := length1\ Sin[t] + length2\ \ Sin[c\ t]\)}], "Input", CellAutoOverwrite->False], Cell[BoxData[ \(Clear[move, arm1, arm2]\)], "Input", CellAutoOverwrite->False], Cell[BoxData[ RowBox[{\(move[c_]\), ":=", RowBox[{"ParametricPlot", "[", RowBox[{\({x[t, c], y[t, c]}\), ",", \({t, 0, \ 2\ Pi}\), "\n", StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(AspectRatio -> Automatic\), FontColor->GrayLevel[0.500008]], StyleBox["\n", FontColor->GrayLevel[0.500008]], StyleBox["\t", FontColor->GrayLevel[0.500008]], StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(PlotRange -> {{\(-1.5\), 1.5}, {\(-1.5\), 1.5}}\), FontColor->GrayLevel[0.500008]], StyleBox["\n", FontColor->GrayLevel[0.500008]], StyleBox["\t", FontColor->GrayLevel[0.500008]], StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(PlotStyle -> Hue[0]\), FontColor->GrayLevel[0.500008]]}], "]"}]}]], "Input", CellAutoOverwrite->False], Cell[BoxData[ \(\(arm1points = Table[{{0, 0}, {length1\ Cos[t], length1\ Sin[t]}}, {t, 0, 2\ \ Pi, Pi/20}];\)\)], "Input", CellAutoOverwrite->False], Cell[BoxData[ \(\(arm1 = Map[Line, arm1points];\)\)], "Input", CellAutoOverwrite->False], Cell[CellGroupData[{ Cell[BoxData[ \(Show[{Graphics[arm1], move[\(-3\)]}, AspectRatio -> Automatic]\)], "Input", CellAutoOverwrite->False], Cell[CellGroupData[{ Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .98179 .5 m .98174 .49913 L .98161 .49834 L .98135 .49743 L .98101 .49657 L .98015 .49507 L .97887 .49347 L .97704 .49177 L .97462 .49004 L .96906 .48721 L .96572 .48596 L .96172 .48475 L .95792 .48382 L .95342 .48295 L .95051 .4825 L .9477 .48214 L .94467 .48182 L .94182 .48159 L .93893 .48141 L .93612 .48128 L .93307 .4812 L .93131 .48118 L .92967 .48118 L .92632 .48122 L .92319 .4813 L .92143 .48138 L .91949 .48147 L .91589 .48169 L .90873 .4823 L .90184 .48309 L .88513 .48575 L .86614 .48992 L .82798 .50165 L .78291 .52079 L .70384 .56825 L .66077 .60242 L .62365 .63765 L .56275 .71162 L .53517 .75553 L .5146 .79612 L .49839 .8373 L .49247 .85651 L .48818 .87345 L .4852 .88809 L .48298 .90271 L .48219 .9099 L .48166 .91638 L .48144 .91998 L .4813 .92319 L .48125 .92493 L Mistroke .48121 .9268 L .48118 .93014 L .48119 .93181 L .48121 .93354 L .4813 .93657 L .48145 .93973 L .48156 .94148 L .48168 .94308 L .48222 .94839 L .4826 .95121 L .483 .95368 L .48385 .95803 L .48492 .96236 L .48725 .96915 L .48872 .9723 L .49045 .97525 L .49238 .97776 L .4933 .97871 L .49427 .97957 L .49514 .9802 L .4961 .98077 L .49697 .98118 L .49779 .98147 L .4983 .9816 L .49877 .9817 L .49966 .98179 L .50063 .98177 L .50117 .9817 L .50166 .98161 L .50259 .98135 L .50347 .98099 L .50424 .98059 L .50508 .98005 L .50693 .97849 L .50857 .97661 L .51137 .97213 L .51267 .96935 L .51398 .96588 L .51519 .96195 L .5163 .95736 L .51731 .95181 L .51768 .94918 L .51802 .94625 L .51829 .94337 L .51849 .94067 L .51865 .93787 L .51875 .93514 L .51881 .93188 L .51882 .92878 L .51876 .92528 L Mistroke .51871 .92348 L .51863 .92147 L .51844 .91787 L .5182 .91445 L .51745 .90643 L .51654 .89905 L .51528 .89091 L .51208 .87458 L .50821 .85899 L .49475 .81839 L .47672 .77788 L .42589 .69584 L .36381 .62507 L .29033 .56411 L .24657 .53636 L .20594 .51553 L .16487 .49913 L .14566 .49309 L .12864 .48866 L .11425 .48563 L .09924 .48323 L .09185 .48236 L .08518 .48177 L .08162 .48153 L .07842 .48137 L .075 .48125 L .07331 .48121 L .07149 .48119 L .06808 .48119 L .06503 .48125 L .06347 .4813 L .06178 .48137 L .05845 .48157 L .05562 .4818 L .05269 .48209 L .04768 .48277 L .04287 .48365 L .03867 .48464 L .03182 .48686 L .02855 .48829 L .02555 .48994 L .02318 .49159 L .02143 .49316 L .01984 .49507 L .01919 .49617 L .01893 .4967 L .01873 .49719 L .01844 .4981 L .01834 .49858 L .01826 .4991 L Mistroke .01821 .49964 L .01821 .50015 L .01829 .50111 L .01846 .50196 L .01875 .50287 L .01913 .50372 L .01956 .50449 L .02096 .50635 L .02274 .50805 L .02503 .50973 L .02756 .51121 L .03101 .51282 L .03475 .5142 L .03834 .51527 L .0426 .51629 L .0468 .51708 L .05095 .51769 L .05573 .51821 L .05858 .51844 L .06132 .51861 L .0643 .51873 L .0671 .5188 L .07042 .51882 L .07365 .51878 L .07671 .5187 L .08009 .51855 L .08336 .51836 L .08641 .51814 L .09372 .51744 L .10174 .51642 L .11769 .51371 L .13627 .50947 L .17175 .49845 L .20678 .48408 L .24964 .46187 L .29028 .43592 L .36283 .37588 L .42964 .29908 L .47594 .22367 L .49349 .18483 L .50558 .15019 L .51067 .13143 L .5142 .11516 L .5157 .10657 L .51699 .09755 L .51788 .08939 L .51818 .0859 L .51844 .08215 L .51863 .07855 L .5187 .07662 L Mistroke .51876 .07484 L .51881 .07172 L .51881 .06846 L .51879 .06667 L .51875 .06476 L .51868 .06298 L .51861 .06137 L .51843 .05838 L .51818 .05532 L .51758 .05006 L .51685 .04547 L .51589 .04082 L .51468 .03627 L .51216 .02951 L .51074 .02669 L .50908 .02407 L .50758 .0222 L .50593 .0206 L .5051 .01996 L .50432 .01946 L .50354 .01904 L .50283 .01874 L .50198 .01846 L .50106 .01828 L .50021 .01821 L .4994 .01823 L .49846 .01836 L .49759 .01859 L .49665 .01895 L .49565 .01947 L .49385 .02079 L .49221 .02244 L .49048 .02471 L .48872 .02769 L .48609 .0339 L .48494 .03759 L .48383 .04205 L .48302 .04621 L .4823 .05101 L .48201 .05346 L .48177 .05585 L .48158 .05826 L .48144 .06052 L .48131 .06328 L .48122 .06632 L .48118 .06922 L .48119 .07204 L .48126 .0754 L .48138 .07859 L .48157 .08218 L Mistroke .48184 .08609 L .48263 .09433 L .48367 .10243 L .48643 .1184 L .49005 .13438 L .49429 .14975 L .50714 .18639 L .52499 .2255 L .54596 .26275 L .57544 .30593 L .60783 .34535 L .68368 .41657 L .75918 .46687 L .7984 .48642 L .83846 .50199 L .87041 .51112 L .88736 .51467 L .90232 .51697 L .90969 .51779 L .91628 .51833 L .91996 .51855 L .92321 .5187 L .92499 .51875 L .92688 .51879 L .93025 .51882 L .93342 .51879 L .93518 .51875 L .9368 .51869 L .93848 .51862 L .93999 .51853 L .9433 .5183 L .94601 .51805 L .94886 .51772 L .95378 .51699 L .95836 .51608 L .96217 .51513 L .96591 .51397 L .96953 .51259 L .97248 .51119 L .97484 .50982 L .97677 .50845 L .97849 .50693 L .97992 .50527 L .98043 .50451 L .98089 .50368 L .98112 .50317 L .98131 .5027 L .98159 .50176 L .98174 .50091 L .98179 .5 L Mistroke Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgooooo`;oo`0000Coooooo`00 0?ooooooo`00S?ooool008kooooo00Koo`00oooooooooooo0000oooooooo002ooooo`06ool00?ooooooooooo`000?ooooooo`00S?oo ool008kooooo00Koo`00oooooooooooo0000oooooooo002ooooo`05ool00?ooooooooooo`000?oo0000SOooool008oooooo 00Coo`00ooooool0003oo`00SOooool008oooooo00Coo`00ooooool0003oo`00SOooool008oooooo 00Coo`00ooooool0003oo`00SOooool008Sooooo0ol00004ooooo`03ool00?ooooooo`0008kooooo 0029ooooo`03o`000?oooooooooo00Cooooo0_oo002>ooooo`00POooool5o`0000?ooooo00?o0000 ooooooooool01?ooool2ool00003o`000?oooooooooo08_ooooo0029ooooo`03o`000?oooooooooo 00Cooooo00?oo`00o`000?ooool0SOooool008Wooooo00?o0000ooooooooool01?ooool2ool008ko oooo0028ooooo`;o00001_ooool2ool008kooooo0029ooooo`03o`000?oooooooooo00?ooooo00?o o`00oooooooo0000S_ooool008oooooo00Coo`00ooooool0003oo`00SOooool008oooooo00Coo`00 ooooool0003oo`00SOooool008kooooo00Goo`00oooooooooooo0000ool0002=ooooo`00S_ooool0 1_oo003oooooooooool0003oooooool008cooooo002=ooooo`07ool00?ooooooooooooooool0003o ooooool0002ooooo`03o`000?oooooooooo00kooooo00?oo`00oooooooo ool0Noooool007oooooo00?oo`00ooooooooool03oooool00ol0003oooooooooo`0>ooooo`03ool0 0?oooooooooo07_ooooo001oooooo`03ool00?oooooooooo00oooooo00?o0000ooooooooool03ooo ool00ooo003oooooooooo`1jooooo`00O_ooool00ooo003oooooooooo`0@ooooo`03o`000?oooooo oooo013ooooo00?oo`00ooooooooool0NOooool007kooooo00?oo`00ooooooooool04?ooool00ol0 003oooooooooo`0Aooooo`03ool00?oooooooooo07Sooooo001mooooo`03ool00?oooooooooo017o oooo00?o0000ooooooooool04Oooool00ooo003oooooooooo`1hooooo`00O?ooool00ooo003ooooo ooooo`0Booooo`03o`000?oooooooooo01;ooooo00?oo`00ooooooooool0Moooool007_ooooo00?o o`00ooooooooool04oooool00ol0003oooooooooo`0Cooooo`03ool00?oooooooooo07Kooooo001j ooooo`03ool00?oooooooooo01Cooooo00?o0000ooooooooool05?ooool00ooo003oooooooooo`1e ooooo`00NOooool01?oo003oooooooooooooool2o`0000Cooooo00?o0000ooooooooool00_ooool3 o`0000Kooooo00?o0000ooooooooool05?ooool00ooo003oooooooooo`1eooooo`00N?ooool01Ooo 003ooooooooooooooooo000000;ooooo00?o0000ooooooooool01Oooool01Ol0003ooooooooooooo oooo000000Gooooo00?o0000ooooooooool05Oooool00ooo003oooooooooo`1dooooo`00MOooool2 o`000003ool00?l0003o000000;ooooo00Co0000oooooooooooo00002oooool00ol0003ooooooooo o`03ooooo`03o`000?oooooooooo01Kooooo00?oo`00ooooooooool0Loooool007Kooooo00?oo`00 ooooooooool00oooool01?l0003oooooooooool0000;ooooo`03o`000?oooooooooo00?ooooo0_l0 000Gooooo`03ool00?oooooooooo07?ooooo001eooooo`03ool00?oooooooooo00Cooooo00Co0000 oooooooooooo00001oooool4o`0000Kooooo00?o0000ooooooooool05oooool00ooo003ooooooooo o`1booooo`00MOooool00ooo003oooooooooo`04ooooo`04o`000?ooooooooooo`0000Oooooo00?o 0000ooooooooool01oooool00ol0003oooooooooo`0Hooooo`03ool00?oooooooooo077ooooo001d ooooo`03ool00?oooooooooo00Kooooo0_l00008ooooo`Go00001Oooool00ol0003oooooooooo`0I ooooo`;oo`00LOooool007?ooooo00?oo`00ooooooooool06oooool00ol0003oooooooooo`0Koooo o`03ool00?oooooooooo06kooooo001booooo`03ool00?oooooooooo01cooooo00?o0000oooooooo ool07?ooool00ooo003oooooooooo`1]ooooo`00LOooool00ooo003oooooooooo`0Mooooo`03o`00 0?oooooooooo01gooooo00?oo`00ooooooooool0K?ooool0073ooooo00?oo`00ooooooooool07_oo ool00ol0003oooooooooo`0Nooooo`03ool00?oooooooooo06_ooooo001_ooooo`03ool00?oooooo oooo01oooooo00?o0000ooooooooool07oooool00ooo003oooooooooo`1Zooooo`00K_ooool00ooo 003oooooooooo`0Pooooo`03o`000?oooooooooo023ooooo00?oo`00ooooooooool0JOooool006go oooo00?oo`00ooooooooool08Oooool00ol0003oooooooooo`0Qooooo`03ool00?oooooooooo06So oooo001[ooooo`;oo`009?ooool00ol0003oooooooooo`0Rooooo`03ool00?oooooooooo06Oooooo 001Zooooo`03ool00?oooooooooo02Cooooo00?o0000ooooooooool08oooool00ooo003ooooooooo o`1Vooooo`00JOooool00ooo003oooooooooo`0Uooooo`03o`000?oooooooooo02Cooooo00?oo`00 ooooooooool0IOooool006Sooooo00?oo`00ooooooooool09_ooool00ol0003oooooooooo`0Uoooo o`03ool00?oooooooooo06Cooooo001Wooooo`03ool00?oooooooooo02Oooooo00?o0000oooooooo ool09_ooool00ooo003oooooooooo`1Sooooo`00IOooool2ool002[ooooo00?o0000ooooooooool0 9oooool00ooo003oooooooooo`1Rooooo`00I?ooool00ooo003oooooooooo`0Zooooo`03o`000?oo oooooooo02Sooooo00?oo`00ooooooooool0HOooool006?ooooo00?oo`00ooooooooool0:oooool0 0ol0003oooooooooo`0Yooooo`03ool00?oooooooooo063ooooo001Rooooo`03ool00?oooooooooo 02cooooo00?o0000ooooooooool0:_ooool00ooo003oooooooooo`1Oooooo`00HOooool00ooo003o ooooooooo`0]ooooo`03o`000?oooooooooo02_ooooo00?oo`00ooooooooool0G_ooool0063ooooo 00?oo`00ooooooooool0;_ooool00ol0003oooooooooo`0/ooooo`03ool00?oooooooooo05gooooo 001Nooooo`;oo`00?ooool2ool005;ooooo001Cooooo`;oo`00??ooool00ol0003o ooooooooo`0jooooo`03ool00?oooooooooo04oooooo001Booooo`03ool00?oooooooooo03cooooo 00?o0000ooooooooool0>oooool2ool004oooooo001@ooooo`;oo`00?oooool00ol0003ooooooooo o`0mooooo`03ool00?oooooooooo04cooooo0007ooooo`?o00001?ooool00ol0003oooooooooo`02 ooooo`?o00008oooool3o`0001?ooooo00?oo`00ooooooooool03_ooool2o`0000Cooooo00?o0000 ooooooooool00_ooool3o`0002?ooooo00?o0000ooooooooool08_ooool2o`0000Cooooo00?o0000 ooooooooool00_ooool3o`0000kooooo0_oo000Cooooo`?o00009?ooool3o`0000Cooooo00?o0000 ooooooooool00_ooool3o`0000?ooooo0008ooooo`03o`000?oooooooooo00Oooooo00Go0000oooo ooooooooooooo`00000Sooooo`03o`000?oooooooooo013ooooo0_oo000@ooooo`04o`000?oooooo ooooo`0000Oooooo00Go0000ooooooooooooooooo`00000Rooooo`03o`000?oooooooooo027ooooo 00Co0000oooooooooooo00001oooool01Ol0003ooooooooooooooooo000000oooooo00?oo`00oooo ooooool04Oooool00ol0003oooooooooo`0Tooooo`03o`000?oooooooooo00Oooooo00Go0000oooo ooooooooooooo`000002ooooo`001Ol00003ooooo`03o`000?oooooooooo00_ooooo00?o0000oooo ooooool06Oooool5o`0000?ooooo00?o0000ooooooooool03_ooool2ool000_ooooo1Ol00002oooo o`04o`000?ooooooooooo`0000_ooooo00?o0000ooooooooool08?ooool00ol0003oooooooooo`0Q ooooo`04o`000?ooooooooooo`0000_ooooo00?o0000ooooooooool03_ooool2ool0017ooooo00?o 0000ooooooooool09?ooool00ol0003oooooooooo`0;ooooo`7o00000Oooool1ooooo`002?ooool0 0ol0003oooooooooo`0;ooooo`03o`000?oooooooooo027ooooo00?o0000ooooooooool03?ooool2 ool001Cooooo00Co0000oooooooooooo00002oooool00ol0003oooooooooo`0Pooooo`03o`000?oo oooooooo027ooooo00Co0000oooooooooooo00002oooool00ol0003oooooooooo`0@ooooo`;oo`00 3oooool00ol0003oooooooooo`0Tooooo`03o`000?oooooooooo00_ooooo0Ol00001ooooo`7ooooo 0008ooooo`03o`000?oooooooooo00Oooooo1?l0000Tooooo`03o`000?oooooooooo00_ooooo00?o o`00ooooooooool05?ooool01?l0003oooooooooool00007ooooo`Co00008oooool00ol0003ooooo ooooo`0Qooooo`04o`000?ooooooooooo`0000Oooooo1?l0000Eooooo`?oo`003?ooool00ol0003o ooooooooo`0Tooooo`03o`000?oooooooooo00Oooooo1?l00003ooooo`001oooool2o`0000Wooooo 00?o0000ooooooooool09?ooool2o`0000_ooooo0_oo000Gooooo`04o`000?ooooooooooo`0000Oo oooo00?o0000ooooooooool09?ooool00ol0003oooooooooo`0Qooooo`04o`000?ooooooooooo`00 00Oooooo00?o0000ooooooooool06Oooool2ool000Wooooo0_l0000Uooooo`;o00002Oooool00ol0 003oooooooooo`04ooooo`002?ooool00ol0003oooooooooo`07ooooo`Go000000?oooooool00?oo 00003?oo000Dooooo`03o`000?oooooooooo00Oooooo0_oo000Jooooo`;o00002?ooool5o`0002;o oooo00?o0000ooooooooool08_ooool2o`0000Sooooo1Ol0000Iooooo`;oo`002?ooool00ol0003o ooooooooo`0Aooooo`koo`001Oooool00ol0003oooooooooo`07ooooo`Go00000_ooool001Gooooo 0ooo000>ooooo`Ooo`005Oooool2ool004gooooo00?o0000ooooooooool0C?ooool2ool001?ooooo 1ooo000>ooooo`?oo`004oooool001;ooooo0ooo000Hooooo`Coo`003_ooool3ool004oooooo00?o 0000ooooooooool0C_ooool2ool000cooooo1Ooo000Hooooo`?oo`004?ooool0017ooooo0_oo000N ooooo`?oo`002Oooool2ool005;ooooo00?o0000ooooooooool0D?ooool3ool000Kooooo0ooo000O ooooo`;oo`003oooool0013ooooo0_oo000Rooooo`?oo`000oooool3ool005Cooooo00?o0000oooo ooooool0Doooool2ool00004oooooooo003oo`00ool002?ooooo0_oo000>ooooo`003?ooool4o`00 0003ool00?l0003o000002Co00000ooo002]o`0000Coo`009_l000000ooo003o0000o`000003o`00 00Wooooo000ool001kooooo0_oo001;ooooo`03o`00 0?oooooooooo04Wooooo0_oo000Looooo`ooo`005_ooool004Kooooo0_oo0019ooooo`03o`000?oo oooooooo04Oooooo0_oo0013ooooo`00B?ooool00ooo003oooooooooo`16ooooo`03o`000?oooooo oooo04Gooooo0_oo0015ooooo`00BOooool2ool004Kooooo00?o0000ooooooooool0A?ooool00ooo 003oooooooooo`15ooooo`00Boooool2ool004Cooooo00?o0000ooooooooool0@_ooool2ool004So oooo001=ooooo`;oo`00@_ooool00ol0003oooooooooo`10ooooo`;oo`00B_ooool004oooooo0_oo 0010ooooo`03o`000?oooooooooo03kooooo0_oo001Oooool2ool0057ooooo001Fooooo`03ool00?oooooooooo03Sooooo00?o0000ooooooooool0 =oooool2ool005?ooooo001Gooooo`;oo`00>?ooool00ol0003oooooooooo`0fooooo`03ool00?oo oooooooo05?ooooo001Iooooo`;oo`00=_ooool00ol0003oooooooooo`0dooooo`;oo`00E_ooool0 05_ooooo00?oo`00ooooooooool0ooooo`06ool00?ooooooooooo`000?oooooo o`00S?ooool008kooooo00Koo`00oooooooooooo0000oooooooo002ooooo`;oo`0000Coooooo`000?oo003oo`00S?ooool008oooooo1?oo 002=ooooo`00TOooool00ol0003oooooooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-1.63536, -1.61844, 0.0112783, \ 0.0112783}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: .99999 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 0.499999 0.329457 0.499998 0.329457 [ [ 0 0 0 0 ] [ 1 .99999 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 .99999 L 0 .99999 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .5 .5 m .82936 .5 L s .5 .5 m .82531 .55152 L s .5 .5 m .81324 .60178 L s .5 .5 m .79347 .64953 L s .5 .5 m .76646 .69359 L s .5 .5 m .7329 .73289 L s .5 .5 m .6936 .76646 L s .5 .5 m .64953 .79346 L s .5 .5 m .60178 .81324 L s .5 .5 m .55152 .82531 L s .5 .5 m .5 .82936 L s .5 .5 m .44848 .82531 L s .5 .5 m .39822 .81324 L s .5 .5 m .35047 .79346 L s .5 .5 m .3064 .76646 L s .5 .5 m .2671 .73289 L s .5 .5 m .23354 .69359 L s .5 .5 m .20653 .64953 L s .5 .5 m .18675 .60178 L s .5 .5 m .17469 .55152 L s .5 .5 m .17063 .5 L s .5 .5 m .17469 .44847 L s .5 .5 m .18675 .39822 L s .5 .5 m .20653 .35047 L s .5 .5 m .23354 .3064 L s .5 .5 m .2671 .2671 L s .5 .5 m .3064 .23354 L s .5 .5 m .35047 .20653 L s .5 .5 m .39822 .18675 L s .5 .5 m .44848 .17469 L s .5 .5 m .5 .17063 L s .5 .5 m .55152 .17469 L s .5 .5 m .60178 .18675 L s .5 .5 m .64953 .20653 L s .5 .5 m .6936 .23354 L s .5 .5 m .7329 .2671 L s .5 .5 m .76646 .3064 L s .5 .5 m .79347 .35047 L s .5 .5 m .81324 .39822 L s .5 .5 m .82531 .44847 L s .5 .5 m .82936 .5 L s 1 0 0 r .97619 .5 m .97614 .49914 L .97601 .49835 L .97576 .49745 L .97542 .49661 L .97457 .49512 L .9733 .49354 L .97149 .49186 L .9691 .49015 L .9636 .48736 L .96031 .48612 L .95635 .48492 L .95259 .48401 L .94814 .48315 L .94527 .4827 L .94249 .48235 L .9395 .48203 L .93669 .4818 L .93382 .48162 L .93105 .4815 L .92803 .48142 L .9263 .4814 L .92467 .4814 L .92137 .48143 L .91827 .48152 L .91653 .48159 L .91461 .48168 L .91106 .4819 L .90398 .48251 L .89716 .48329 L .88065 .48591 L .86188 .49004 L .82416 .50162 L .77962 .52055 L .70147 .56746 L .6589 .60122 L .62222 .63604 L .56202 .70916 L .53476 .75256 L .51443 .79267 L .49841 .83338 L .49256 .85236 L .48832 .8691 L .48538 .88357 L .48318 .89802 L .4824 .90513 L .48187 .91153 L .48166 .91509 L .48152 .91826 L .48147 .91999 L Mistroke .48143 .92184 L .4814 .92514 L .48141 .92678 L .48143 .92849 L .48152 .93149 L .48167 .93461 L .48178 .93634 L .4819 .93792 L .48243 .94318 L .48281 .94596 L .48319 .9484 L .48403 .9527 L .4851 .95698 L .4874 .96369 L .48885 .9668 L .49056 .96972 L .49247 .9722 L .49337 .97314 L .49434 .97399 L .4952 .97462 L .49614 .97518 L .49701 .97559 L .49782 .97587 L .49832 .976 L .49879 .97609 L .49967 .97618 L .50062 .97616 L .50115 .9761 L .50164 .97601 L .50256 .97575 L .50342 .9754 L .50419 .97499 L .50502 .97446 L .50685 .97292 L .50847 .97107 L .51124 .96663 L .51252 .96389 L .51382 .96046 L .51501 .95657 L .51611 .95204 L .51711 .94655 L .51747 .94395 L .51781 .94106 L .51808 .93822 L .51828 .93554 L .51843 .93277 L .51853 .93008 L .51859 .92685 L .5186 .92379 L .51854 .92033 L Mistroke .51849 .91856 L .51841 .91657 L .51822 .91301 L .51799 .90963 L .51725 .9017 L .51634 .89441 L .51511 .88636 L .51194 .87022 L .50811 .85481 L .49481 .81469 L .47699 .77465 L .42675 .69356 L .36539 .62361 L .29276 .56336 L .24951 .53593 L .20936 .51535 L .16877 .49914 L .14978 .49317 L .13296 .48879 L .11873 .4858 L .1039 .48343 L .0966 .48257 L .09 .48198 L .08648 .48174 L .08332 .48158 L .07994 .48146 L .07827 .48143 L .07647 .4814 L .0731 .48141 L .07009 .48146 L .06854 .48151 L .06687 .48158 L .06358 .48178 L .06079 .482 L .05789 .4823 L .05294 .48297 L .04818 .48384 L .04404 .48482 L .03727 .48701 L .03403 .48842 L .03106 .49005 L .02872 .49169 L .02699 .49323 L .02543 .49513 L .02478 .49621 L .02453 .49674 L .02433 .49723 L .02404 .49812 L .02394 .4986 L .02386 .49911 L Mistroke .02382 .49964 L .02381 .50015 L .02389 .5011 L .02406 .50193 L .02435 .50283 L .02472 .50367 L .02515 .50444 L .02653 .50627 L .02829 .50796 L .03055 .50962 L .03306 .51108 L .03647 .51267 L .04016 .51403 L .0437 .51509 L .04792 .5161 L .05207 .51688 L .05617 .51749 L .0609 .518 L .06371 .51822 L .06642 .51839 L .06937 .51851 L .07214 .51858 L .07542 .5186 L .07861 .51856 L .08164 .51848 L .08498 .51833 L .0882 .51814 L .09122 .51792 L .09845 .51723 L .10637 .51623 L .12214 .51355 L .1405 .50935 L .17556 .49847 L .21019 .48426 L .25255 .46231 L .29272 .43667 L .36443 .37732 L .43045 .30141 L .47622 .22688 L .49356 .18849 L .50552 .15426 L .51055 .13572 L .51403 .11963 L .51551 .11114 L .51679 .10223 L .51767 .09417 L .51796 .09071 L .51822 .08701 L .51841 .08345 L .51848 .08154 L Mistroke .51854 .07978 L .51859 .0767 L .5186 .07348 L .51857 .07171 L .51853 .06982 L .51846 .06806 L .51839 .06646 L .51821 .06352 L .51797 .06049 L .51737 .05529 L .51666 .05075 L .51571 .04616 L .51451 .04166 L .51202 .03498 L .51061 .0322 L .50897 .0296 L .50749 .02775 L .50586 .02617 L .50504 .02554 L .50427 .02504 L .5035 .02463 L .5028 .02433 L .50195 .02406 L .50105 .02388 L .5002 .02381 L .4994 .02383 L .49848 .02396 L .49762 .02419 L .49669 .02455 L .4957 .02506 L .49392 .02636 L .4923 .02799 L .49059 .03023 L .48885 .03319 L .48625 .03932 L .48511 .04296 L .48402 .04737 L .48321 .05148 L .4825 .05623 L .48222 .05865 L .48199 .06102 L .48179 .0634 L .48165 .06563 L .48152 .06835 L .48143 .07136 L .4814 .07423 L .48141 .07702 L .48148 .08033 L .48159 .08349 L .48178 .08703 L Mistroke .48205 .0909 L .48283 .09905 L .48386 .10706 L .48659 .12284 L .49017 .13863 L .49435 .15383 L .50705 .19003 L .5247 .22869 L .54542 .26551 L .57456 .30818 L .60657 .34715 L .68155 .41754 L .75616 .46725 L .79493 .48658 L .83452 .50197 L .8661 .51099 L .88286 .51449 L .89764 .51677 L .90492 .51758 L .91144 .51812 L .91507 .51834 L .91829 .51848 L .92004 .51853 L .92192 .51857 L .92524 .5186 L .92837 .51857 L .93011 .51853 L .93172 .51847 L .93338 .5184 L .93487 .51832 L .93814 .51808 L .94082 .51783 L .94364 .51751 L .9485 .51679 L .95303 .51589 L .95679 .51495 L .96049 .51381 L .96407 .51244 L .96698 .51106 L .96932 .5097 L .97122 .50835 L .97292 .50685 L .97433 .50521 L .97484 .50446 L .97529 .50364 L .97553 .50313 L .97571 .50267 L .97599 .50174 L .97614 .5009 L .97619 .5 L Mistroke Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 287.938}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False] }, Open ]], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]], Cell[BoxData[ \(arm2points[c_] := Table[{{length1\ Cos[t], length1\ Sin[t]}, {x[t, c], y[t, c]}}, {t, 0, 2\ \ Pi, Pi/20}]\)], "Input", CellAutoOverwrite->False], Cell[BoxData[ \(arm2[c_] := Map[Line, arm2points[c]]\)], "Input", CellAutoOverwrite->False], Cell[CellGroupData[{ Cell[BoxData[ \(Show[{Graphics[arm1], Graphics[arm2[\(-3\)]], move[\(-3\)]}, AspectRatio -> Automatic]\)], "Input", CellAutoOverwrite->False], Cell[CellGroupData[{ Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .98179 .5 m .98174 .49913 L .98161 .49834 L .98135 .49743 L .98101 .49657 L .98015 .49507 L .97887 .49347 L .97704 .49177 L .97462 .49004 L .96906 .48721 L .96572 .48596 L .96172 .48475 L .95792 .48382 L .95342 .48295 L .95051 .4825 L .9477 .48214 L .94467 .48182 L .94182 .48159 L .93893 .48141 L .93612 .48128 L .93307 .4812 L .93131 .48118 L .92967 .48118 L .92632 .48122 L .92319 .4813 L .92143 .48138 L .91949 .48147 L .91589 .48169 L .90873 .4823 L .90184 .48309 L .88513 .48575 L .86614 .48992 L .82798 .50165 L .78291 .52079 L .70384 .56825 L .66077 .60242 L .62365 .63765 L .56275 .71162 L .53517 .75553 L .5146 .79612 L .49839 .8373 L .49247 .85651 L .48818 .87345 L .4852 .88809 L .48298 .90271 L .48219 .9099 L .48166 .91638 L .48144 .91998 L .4813 .92319 L .48125 .92493 L Mistroke .48121 .9268 L .48118 .93014 L .48119 .93181 L .48121 .93354 L .4813 .93657 L .48145 .93973 L .48156 .94148 L .48168 .94308 L .48222 .94839 L .4826 .95121 L .483 .95368 L .48385 .95803 L .48492 .96236 L .48725 .96915 L .48872 .9723 L .49045 .97525 L .49238 .97776 L .4933 .97871 L .49427 .97957 L .49514 .9802 L .4961 .98077 L .49697 .98118 L .49779 .98147 L .4983 .9816 L .49877 .9817 L .49966 .98179 L .50063 .98177 L .50117 .9817 L .50166 .98161 L .50259 .98135 L .50347 .98099 L .50424 .98059 L .50508 .98005 L .50693 .97849 L .50857 .97661 L .51137 .97213 L .51267 .96935 L .51398 .96588 L .51519 .96195 L .5163 .95736 L .51731 .95181 L .51768 .94918 L .51802 .94625 L .51829 .94337 L .51849 .94067 L .51865 .93787 L .51875 .93514 L .51881 .93188 L .51882 .92878 L .51876 .92528 L Mistroke .51871 .92348 L .51863 .92147 L .51844 .91787 L .5182 .91445 L .51745 .90643 L .51654 .89905 L .51528 .89091 L .51208 .87458 L .50821 .85899 L .49475 .81839 L .47672 .77788 L .42589 .69584 L .36381 .62507 L .29033 .56411 L .24657 .53636 L .20594 .51553 L .16487 .49913 L .14566 .49309 L .12864 .48866 L .11425 .48563 L .09924 .48323 L .09185 .48236 L .08518 .48177 L .08162 .48153 L .07842 .48137 L .075 .48125 L .07331 .48121 L .07149 .48119 L .06808 .48119 L .06503 .48125 L .06347 .4813 L .06178 .48137 L .05845 .48157 L .05562 .4818 L .05269 .48209 L .04768 .48277 L .04287 .48365 L .03867 .48464 L .03182 .48686 L .02855 .48829 L .02555 .48994 L .02318 .49159 L .02143 .49316 L .01984 .49507 L .01919 .49617 L .01893 .4967 L .01873 .49719 L .01844 .4981 L .01834 .49858 L .01826 .4991 L Mistroke .01821 .49964 L .01821 .50015 L .01829 .50111 L .01846 .50196 L .01875 .50287 L .01913 .50372 L .01956 .50449 L .02096 .50635 L .02274 .50805 L .02503 .50973 L .02756 .51121 L .03101 .51282 L .03475 .5142 L .03834 .51527 L .0426 .51629 L .0468 .51708 L .05095 .51769 L .05573 .51821 L .05858 .51844 L .06132 .51861 L .0643 .51873 L .0671 .5188 L .07042 .51882 L .07365 .51878 L .07671 .5187 L .08009 .51855 L .08336 .51836 L .08641 .51814 L .09372 .51744 L .10174 .51642 L .11769 .51371 L .13627 .50947 L .17175 .49845 L .20678 .48408 L .24964 .46187 L .29028 .43592 L .36283 .37588 L .42964 .29908 L .47594 .22367 L .49349 .18483 L .50558 .15019 L .51067 .13143 L .5142 .11516 L .5157 .10657 L .51699 .09755 L .51788 .08939 L .51818 .0859 L .51844 .08215 L .51863 .07855 L .5187 .07662 L Mistroke .51876 .07484 L .51881 .07172 L .51881 .06846 L .51879 .06667 L .51875 .06476 L .51868 .06298 L .51861 .06137 L .51843 .05838 L .51818 .05532 L .51758 .05006 L .51685 .04547 L .51589 .04082 L .51468 .03627 L .51216 .02951 L .51074 .02669 L .50908 .02407 L .50758 .0222 L .50593 .0206 L .5051 .01996 L .50432 .01946 L .50354 .01904 L .50283 .01874 L .50198 .01846 L .50106 .01828 L .50021 .01821 L .4994 .01823 L .49846 .01836 L .49759 .01859 L .49665 .01895 L .49565 .01947 L .49385 .02079 L .49221 .02244 L .49048 .02471 L .48872 .02769 L .48609 .0339 L .48494 .03759 L .48383 .04205 L .48302 .04621 L .4823 .05101 L .48201 .05346 L .48177 .05585 L .48158 .05826 L .48144 .06052 L .48131 .06328 L .48122 .06632 L .48118 .06922 L .48119 .07204 L .48126 .0754 L .48138 .07859 L .48157 .08218 L Mistroke .48184 .08609 L .48263 .09433 L .48367 .10243 L .48643 .1184 L .49005 .13438 L .49429 .14975 L .50714 .18639 L .52499 .2255 L .54596 .26275 L .57544 .30593 L .60783 .34535 L .68368 .41657 L .75918 .46687 L .7984 .48642 L .83846 .50199 L .87041 .51112 L .88736 .51467 L .90232 .51697 L .90969 .51779 L .91628 .51833 L .91996 .51855 L .92321 .5187 L .92499 .51875 L .92688 .51879 L .93025 .51882 L .93342 .51879 L .93518 .51875 L .9368 .51869 L .93848 .51862 L .93999 .51853 L .9433 .5183 L .94601 .51805 L .94886 .51772 L .95378 .51699 L .95836 .51608 L .96217 .51513 L .96591 .51397 L .96953 .51259 L .97248 .51119 L .97484 .50982 L .97677 .50845 L .97849 .50693 L .97992 .50527 L .98043 .50451 L .98089 .50368 L .98112 .50317 L .98131 .5027 L .98159 .50176 L .98174 .50091 L .98179 .5 L Mistroke Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgooooo`;oo`0000Coooooo`00 0?ooooooo`00S?ooool008kooooo00Koo`00oooooooooooo0000oooooooo002ooooo`06ool00?ooooooooooo`000?ooooooo`00S?oo ool008kooooo00Koo`00oooooooooooo0000oooooooo002ooooo`05ool00?ooooooooooo`000?oo0000SOooool008oooooo 00Coo`00ooooool0003oo`00SOooool008oooooo00Coo`00ooooool0003oo`00SOooool008oooooo 00Coo`00ooooool0003oo`00SOooool008Sooooo0ol00004ooooo`03ool00?ooooooo`0008kooooo 0029ooooo`03o`000?oooooooooo00Cooooo0_oo002>ooooo`00POooool5o`0000?ooooo00?o0000 ooooooooool01?ooool2ool00003o`000?oooooooooo08_ooooo0029ooooo`03o`000?oooooooooo 00Cooooo00?oo`00o`000?ooool0SOooool008Wooooo00?o0000ooooooooool01?ooool2ool008ko oooo0028ooooo`;o00001_ooool2ool008kooooo0029ooooo`03o`000?oooooooooo00?ooooo00?o o`00oooooooo0000S_ooool008oooooo00Coo`00ooooool0003oo`00SOooool008oooooo00Coo`00 ooooool0003oo`00SOooool008kooooo00Goo`00oooooooooooo0000ool0002=ooooo`00S_ooool0 1_oo003oooooooooool0003oooooool008cooooo002=ooooo`07ool00?ooooooooooooooool0003o ooooool0002ooooo`03o`000?oooooooooo00kooooo00?oo`00oooooooo ool0Noooool007oooooo00?oo`00ooooooooool03oooool00ol0003oooooooooo`0>ooooo`03ool0 0?oooooooooo07_ooooo001oooooo`03ool00?oooooooooo00oooooo00?o0000ooooooooool03ooo ool00ooo003oooooooooo`1jooooo`00O_ooool00ooo003oooooooooo`0@ooooo`03o`000?oooooo oooo013ooooo00?oo`00ooooooooool0NOooool007kooooo00?oo`00ooooooooool04?ooool00ol0 003oooooooooo`0Aooooo`03ool00?oooooooooo07Sooooo001mooooo`03ool00?oooooooooo017o oooo00?o0000ooooooooool04Oooool00ooo003oooooooooo`1hooooo`00O?ooool00ooo003ooooo ooooo`0Booooo`03o`000?oooooooooo01;ooooo00?oo`00ooooooooool0Moooool007_ooooo00?o o`00ooooooooool04oooool00ol0003oooooooooo`0Cooooo`03ool00?oooooooooo07Kooooo001j ooooo`03ool00?oooooooooo01Cooooo00?o0000ooooooooool05?ooool00ooo003oooooooooo`1e ooooo`00NOooool01?oo003oooooooooooooool2o`0000Cooooo00?o0000ooooooooool00_ooool3 o`0000Kooooo00?o0000ooooooooool05?ooool00ooo003oooooooooo`1eooooo`00N?ooool01Ooo 003ooooooooooooooooo000000;ooooo00?o0000ooooooooool01Oooool01Ol0003ooooooooooooo oooo000000Gooooo00?o0000ooooooooool05Oooool00ooo003oooooooooo`1dooooo`00MOooool2 o`000003ool00?l0003o000000;ooooo00Co0000oooooooooooo00002oooool00ol0003ooooooooo o`03ooooo`03o`000?oooooooooo01Kooooo00?oo`00ooooooooool0Loooool007Kooooo00?oo`00 ooooooooool00oooool01?l0003oooooooooool0000;ooooo`03o`000?oooooooooo00?ooooo0_l0 000Gooooo`03ool00?oooooooooo07?ooooo001eooooo`03ool00?oooooooooo00Cooooo00Co0000 oooooooooooo00001oooool4o`0000Kooooo00?o0000ooooooooool05oooool00ooo003ooooooooo o`1booooo`00MOooool00ooo003oooooooooo`04ooooo`04o`000?ooooooooooo`0000Oooooo00?o 0000ooooooooool01oooool00ol0003oooooooooo`0Hooooo`03ool00?oooooooooo077ooooo001d ooooo`03ool00?oooooooooo00Kooooo0_l00008ooooo`Go00001Oooool00ol0003oooooooooo`0I ooooo`;oo`00LOooool007?ooooo00?oo`00ooooooooool06oooool00ol0003oooooooooo`0Koooo o`03ool00?oooooooooo06kooooo001booooo`03ool00?oooooooooo01cooooo00?o0000oooooooo ool07?ooool00ooo003oooooooooo`1]ooooo`00LOooool00ooo003oooooooooo`0Mooooo`03o`00 0?oooooooooo01gooooo00?oo`00ooooooooool0K?ooool0073ooooo00?oo`00ooooooooool07_oo ool00ol0003oooooooooo`0Nooooo`03ool00?oooooooooo06_ooooo001_ooooo`03ool00?oooooo oooo01oooooo00?o0000ooooooooool07oooool00ooo003oooooooooo`1Zooooo`00K_ooool00ooo 003oooooooooo`0Pooooo`03o`000?oooooooooo023ooooo00?oo`00ooooooooool0JOooool006go oooo00?oo`00ooooooooool08Oooool00ol0003oooooooooo`0Qooooo`03ool00?oooooooooo06So oooo001[ooooo`;oo`009?ooool00ol0003oooooooooo`0Rooooo`03ool00?oooooooooo06Oooooo 001Zooooo`03ool00?oooooooooo02Cooooo00?o0000ooooooooool08oooool00ooo003ooooooooo o`1Vooooo`00JOooool00ooo003oooooooooo`0Uooooo`03o`000?oooooooooo02Cooooo00?oo`00 ooooooooool0IOooool006Sooooo00?oo`00ooooooooool09_ooool00ol0003oooooooooo`0Uoooo o`03ool00?oooooooooo06Cooooo001Wooooo`03ool00?oooooooooo02Oooooo00?o0000oooooooo ool09_ooool00ooo003oooooooooo`1Sooooo`00IOooool2ool002[ooooo00?o0000ooooooooool0 9oooool00ooo003oooooooooo`1Rooooo`00I?ooool00ooo003oooooooooo`0Zooooo`03o`000?oo oooooooo02Sooooo00?oo`00ooooooooool0HOooool006?ooooo00?oo`00ooooooooool0:oooool0 0ol0003oooooooooo`0Yooooo`03ool00?oooooooooo063ooooo001Rooooo`03ool00?oooooooooo 02cooooo00?o0000ooooooooool0:_ooool00ooo003oooooooooo`1Oooooo`00HOooool00ooo003o ooooooooo`0]ooooo`03o`000?oooooooooo02_ooooo00?oo`00ooooooooool0G_ooool0063ooooo 00?oo`00ooooooooool0;_ooool00ol0003oooooooooo`0/ooooo`03ool00?oooooooooo05gooooo 001Nooooo`;oo`00?ooool2ool005;ooooo001Cooooo`;oo`00??ooool00ol0003o ooooooooo`0jooooo`03ool00?oooooooooo04oooooo001Booooo`03ool00?oooooooooo03cooooo 00?o0000ooooooooool0>oooool2ool004oooooo001@ooooo`;oo`00?oooool00ol0003ooooooooo o`0mooooo`03ool00?oooooooooo04cooooo0007ooooo`?o00001?ooool00ol0003oooooooooo`02 ooooo`?o00008oooool3o`0001?ooooo00?oo`00ooooooooool03_ooool2o`0000Cooooo00?o0000 ooooooooool00_ooool3o`0002?ooooo00?o0000ooooooooool08_ooool2o`0000Cooooo00?o0000 ooooooooool00_ooool3o`0000kooooo0_oo000Cooooo`?o00009?ooool3o`0000Cooooo00?o0000 ooooooooool00_ooool3o`0000?ooooo0008ooooo`03o`000?oooooooooo00Oooooo00Go0000oooo ooooooooooooo`00000Sooooo`03o`000?oooooooooo013ooooo0_oo000@ooooo`04o`000?oooooo ooooo`0000Oooooo00Go0000ooooooooooooooooo`00000Rooooo`03o`000?oooooooooo027ooooo 00Co0000oooooooooooo00001oooool01Ol0003ooooooooooooooooo000000oooooo00?oo`00oooo ooooool04Oooool00ol0003oooooooooo`0Tooooo`03o`000?oooooooooo00Oooooo00Go0000oooo ooooooooooooo`000002ooooo`001Ol00003ooooo`03o`000?oooooooooo00_ooooo00?o0000oooo ooooool06Oooool5o`0000?ooooo00?o0000ooooooooool03_ooool2ool000_ooooo1Ol00002oooo o`04o`000?ooooooooooo`0000_ooooo00?o0000ooooooooool08?ooool00ol0003oooooooooo`0Q ooooo`04o`000?ooooooooooo`0000_ooooo00?o0000ooooooooool03_ooool2ool0017ooooo00?o 0000ooooooooool09?ooool00ol0003oooooooooo`0;ooooo`7o00000Oooool1ooooo`002?ooool0 0ol0003oooooooooo`0;ooooo`03o`000?oooooooooo027ooooo00?o0000ooooooooool03?ooool2 ool001Cooooo00Co0000oooooooooooo00002oooool00ol0003oooooooooo`0Pooooo`03o`000?oo oooooooo027ooooo00Co0000oooooooooooo00002oooool00ol0003oooooooooo`0@ooooo`;oo`00 3oooool00ol0003oooooooooo`0Tooooo`03o`000?oooooooooo00_ooooo0Ol00001ooooo`7ooooo 0008ooooo`03o`000?oooooooooo00Oooooo1?l0000Tooooo`03o`000?oooooooooo00_ooooo00?o o`00ooooooooool05?ooool01?l0003oooooooooool00007ooooo`Co00008oooool00ol0003ooooo ooooo`0Qooooo`04o`000?ooooooooooo`0000Oooooo1?l0000Eooooo`?oo`003?ooool00ol0003o ooooooooo`0Tooooo`03o`000?oooooooooo00Oooooo1?l00003ooooo`001oooool2o`0000Wooooo 00?o0000ooooooooool09?ooool2o`0000_ooooo0_oo000Gooooo`04o`000?ooooooooooo`0000Oo oooo00?o0000ooooooooool09?ooool00ol0003oooooooooo`0Qooooo`04o`000?ooooooooooo`00 00Oooooo00?o0000ooooooooool06Oooool2ool000Wooooo0_l0000Uooooo`;o00002Oooool00ol0 003oooooooooo`04ooooo`002?ooool00ol0003oooooooooo`07ooooo`Go000000?oooooool00?oo 00003?oo000Dooooo`03o`000?oooooooooo00Oooooo0_oo000Jooooo`;o00002?ooool5o`0002;o oooo00?o0000ooooooooool08_ooool2o`0000Sooooo1Ol0000Iooooo`;oo`002?ooool00ol0003o ooooooooo`0Aooooo`koo`001Oooool00ol0003oooooooooo`07ooooo`Go00000_ooool001Gooooo 0ooo000>ooooo`Ooo`005Oooool2ool004gooooo00?o0000ooooooooool0C?ooool2ool001?ooooo 1ooo000>ooooo`?oo`004oooool001;ooooo0ooo000Hooooo`Coo`003_ooool3ool004oooooo00?o 0000ooooooooool0C_ooool2ool000cooooo1Ooo000Hooooo`?oo`004?ooool0017ooooo0_oo000N ooooo`?oo`002Oooool2ool005;ooooo00?o0000ooooooooool0D?ooool3ool000Kooooo0ooo000O ooooo`;oo`003oooool0013ooooo0_oo000Rooooo`?oo`000oooool3ool005Cooooo00?o0000oooo ooooool0Doooool2ool00004oooooooo003oo`00ool002?ooooo0_oo000>ooooo`003?ooool4o`00 0003ool00?l0003o000002Co00000ooo002]o`0000Coo`009_l000000ooo003o0000o`000003o`00 00Wooooo000ool001kooooo0_oo001;ooooo`03o`00 0?oooooooooo04Wooooo0_oo000Looooo`ooo`005_ooool004Kooooo0_oo0019ooooo`03o`000?oo oooooooo04Oooooo0_oo0013ooooo`00B?ooool00ooo003oooooooooo`16ooooo`03o`000?oooooo oooo04Gooooo0_oo0015ooooo`00BOooool2ool004Kooooo00?o0000ooooooooool0A?ooool00ooo 003oooooooooo`15ooooo`00Boooool2ool004Cooooo00?o0000ooooooooool0@_ooool2ool004So oooo001=ooooo`;oo`00@_ooool00ol0003oooooooooo`10ooooo`;oo`00B_ooool004oooooo0_oo 0010ooooo`03o`000?oooooooooo03kooooo0_oo001Oooool2ool0057ooooo001Fooooo`03ool00?oooooooooo03Sooooo00?o0000ooooooooool0 =oooool2ool005?ooooo001Gooooo`;oo`00>?ooool00ol0003oooooooooo`0fooooo`03ool00?oo oooooooo05?ooooo001Iooooo`;oo`00=_ooool00ol0003oooooooooo`0dooooo`;oo`00E_ooool0 05_ooooo00?oo`00ooooooooool0ooooo`06ool00?ooooooooooo`000?oooooo o`00S?ooool008kooooo00Koo`00oooooooooooo0000oooooooo002ooooo`;oo`0000Coooooo`000?oo003oo`00S?ooool008oooooo1?oo 002=ooooo`00TOooool00ol0003oooooooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-1.63536, -1.61844, 0.0112783, \ 0.0112783}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.329456 0.5 0.329456 [ [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .5 .5 m .82937 .5 L s .5 .5 m .82531 .55152 L s .5 .5 m .81324 .60178 L s .5 .5 m .79347 .64953 L s .5 .5 m .76646 .6936 L s .5 .5 m .7329 .7329 L s .5 .5 m .6936 .76646 L s .5 .5 m .64953 .79347 L s .5 .5 m .60178 .81324 L s .5 .5 m .55152 .82531 L s .5 .5 m .5 .82937 L s .5 .5 m .44848 .82531 L s .5 .5 m .39822 .81324 L s .5 .5 m .35047 .79347 L s .5 .5 m .3064 .76646 L s .5 .5 m .2671 .7329 L s .5 .5 m .23354 .6936 L s .5 .5 m .20653 .64953 L s .5 .5 m .18676 .60178 L s .5 .5 m .17469 .55152 L s .5 .5 m .17063 .5 L s .5 .5 m .17469 .44848 L s .5 .5 m .18676 .39822 L s .5 .5 m .20653 .35047 L s .5 .5 m .23354 .3064 L s .5 .5 m .2671 .2671 L s .5 .5 m .3064 .23354 L s .5 .5 m .35047 .20653 L s .5 .5 m .39822 .18676 L s .5 .5 m .44848 .17469 L s .5 .5 m .5 .17063 L s .5 .5 m .55152 .17469 L s .5 .5 m .60178 .18676 L s .5 .5 m .64953 .20653 L s .5 .5 m .6936 .23354 L s .5 .5 m .7329 .2671 L s .5 .5 m .76646 .3064 L s .5 .5 m .79347 .35047 L s .5 .5 m .81324 .39822 L s .5 .5 m .82531 .44848 L s .5 .5 m .82937 .5 L s .82937 .5 m .97619 .5 L s .82531 .55152 m .95613 .48487 L s .81324 .60178 m .89955 .483 L s .79347 .64953 m .81644 .50451 L s .76646 .6936 m .72109 .55396 L s .7329 .7329 m .62908 .62908 L s .6936 .76646 m .55396 .72109 L s .64953 .79347 m .50451 .81644 L s .60178 .81324 m .483 .89955 L s .55152 .82531 m .48487 .95613 L s .5 .82937 m .5 .97619 L s .44848 .82531 m .51513 .95613 L s .39822 .81324 m .517 .89955 L s .35047 .79347 m .49549 .81644 L s .3064 .76646 m .44604 .72109 L s .2671 .7329 m .37092 .62908 L s .23354 .6936 m .27891 .55396 L s .20653 .64953 m .18356 .50451 L s .18676 .60178 m .10045 .483 L s .17469 .55152 m .04387 .48487 L s .17063 .5 m .02381 .5 L s .17469 .44848 m .04387 .51513 L s .18676 .39822 m .10045 .517 L s .20653 .35047 m .18356 .49549 L s .23354 .3064 m .27891 .44604 L s .2671 .2671 m .37092 .37092 L s .3064 .23354 m .44604 .27891 L s .35047 .20653 m .49549 .18356 L s .39822 .18676 m .517 .10045 L s .44848 .17469 m .51513 .04387 L s .5 .17063 m .5 .02381 L s .55152 .17469 m .48487 .04387 L s .60178 .18676 m .483 .10045 L s .64953 .20653 m .50451 .18356 L s .6936 .23354 m .55396 .27891 L s .7329 .2671 m .62908 .37092 L s .76646 .3064 m .72109 .44604 L s .79347 .35047 m .81644 .49549 L s .81324 .39822 m .89955 .517 L s .82531 .44848 m .95613 .51513 L s .82937 .5 m .97619 .5 L s 1 0 0 r .97619 .5 m .97614 .49914 L .97601 .49836 L .97576 .49746 L .97542 .49661 L .97457 .49512 L .9733 .49355 L .97149 .49186 L .9691 .49016 L .9636 .48736 L .96031 .48612 L .95635 .48492 L .95259 .48401 L .94814 .48315 L .94527 .48271 L .94249 .48235 L .9395 .48203 L .93669 .4818 L .93382 .48162 L .93105 .4815 L .92803 .48142 L .9263 .4814 L .92467 .4814 L .92137 .48144 L .91827 .48152 L .91653 .48159 L .91461 .48169 L .91106 .4819 L .90398 .48251 L .89716 .48329 L .88065 .48591 L .86188 .49004 L .82416 .50163 L .77962 .52055 L .70147 .56746 L .6589 .60123 L .62222 .63605 L .56202 .70916 L .53476 .75256 L .51443 .79267 L .49841 .83338 L .49256 .85237 L .48832 .8691 L .48538 .88357 L .48318 .89802 L .4824 .90513 L .48187 .91153 L .48166 .91509 L .48152 .91827 L .48147 .91999 L Mistroke .48143 .92184 L .4814 .92514 L .48141 .92679 L .48143 .9285 L .48152 .93149 L .48167 .93461 L .48178 .93634 L .4819 .93792 L .48243 .94318 L .48281 .94596 L .48319 .9484 L .48403 .9527 L .4851 .95698 L .4874 .96369 L .48885 .9668 L .49056 .96972 L .49247 .9722 L .49337 .97314 L .49434 .97399 L .4952 .97462 L .49614 .97518 L .49701 .97559 L .49782 .97587 L .49832 .976 L .49879 .97609 L .49967 .97618 L .50062 .97616 L .50115 .9761 L .50164 .97601 L .50256 .97575 L .50342 .9754 L .50419 .975 L .50503 .97447 L .50685 .97292 L .50847 .97107 L .51124 .96664 L .51252 .96389 L .51382 .96047 L .51501 .95658 L .51611 .95204 L .51711 .94655 L .51747 .94395 L .51781 .94106 L .51808 .93822 L .51828 .93554 L .51843 .93277 L .51853 .93008 L .51859 .92685 L .5186 .92379 L .51854 .92034 L Mistroke .51849 .91856 L .51841 .91657 L .51822 .91301 L .51799 .90963 L .51725 .9017 L .51634 .89441 L .51511 .88636 L .51194 .87022 L .50811 .85481 L .49481 .81469 L .47699 .77465 L .42675 .69356 L .36539 .62361 L .29276 .56336 L .24951 .53594 L .20936 .51535 L .16877 .49914 L .14978 .49317 L .13296 .48879 L .11873 .4858 L .1039 .48343 L .0966 .48257 L .09 .48198 L .08648 .48175 L .08333 .48159 L .07994 .48147 L .07827 .48143 L .07647 .4814 L .0731 .48141 L .07009 .48146 L .06854 .48152 L .06687 .48159 L .06359 .48178 L .06079 .48201 L .0579 .4823 L .05294 .48297 L .04818 .48384 L .04404 .48482 L .03727 .48701 L .03403 .48843 L .03107 .49006 L .02872 .49169 L .02699 .49324 L .02543 .49513 L .02478 .49622 L .02453 .49674 L .02433 .49723 L .02405 .49812 L .02394 .4986 L .02386 .49911 L Mistroke .02382 .49964 L .02381 .50015 L .02389 .5011 L .02406 .50194 L .02435 .50283 L .02472 .50368 L .02515 .50444 L .02653 .50627 L .02829 .50796 L .03055 .50962 L .03306 .51108 L .03647 .51267 L .04016 .51403 L .04371 .51509 L .04792 .5161 L .05207 .51689 L .05617 .51749 L .0609 .518 L .06371 .51823 L .06642 .51839 L .06937 .51851 L .07214 .51858 L .07542 .5186 L .07861 .51856 L .08164 .51848 L .08498 .51834 L .0882 .51815 L .09122 .51792 L .09845 .51723 L .10638 .51623 L .12214 .51355 L .1405 .50936 L .17556 .49847 L .21019 .48427 L .25256 .46232 L .29272 .43667 L .36443 .37732 L .43046 .30141 L .47622 .22689 L .49356 .18849 L .50552 .15426 L .51055 .13572 L .51403 .11963 L .51552 .11114 L .51679 .10223 L .51767 .09417 L .51796 .09071 L .51822 .08701 L .51841 .08345 L .51848 .08154 L Mistroke .51854 .07979 L .51859 .0767 L .5186 .07348 L .51857 .07171 L .51853 .06982 L .51847 .06806 L .51839 .06647 L .51821 .06352 L .51797 .0605 L .51737 .0553 L .51666 .05076 L .51571 .04616 L .51451 .04167 L .51202 .03498 L .51061 .0322 L .50897 .02961 L .50749 .02776 L .50586 .02617 L .50504 .02555 L .50427 .02505 L .5035 .02464 L .5028 .02434 L .50196 .02407 L .50105 .02388 L .5002 .02381 L .4994 .02383 L .49848 .02396 L .49762 .02419 L .49669 .02455 L .4957 .02506 L .49392 .02636 L .4923 .02799 L .49059 .03024 L .48885 .03319 L .48625 .03932 L .48511 .04296 L .48402 .04737 L .48321 .05149 L .4825 .05623 L .48222 .05865 L .48199 .06102 L .4818 .0634 L .48165 .06564 L .48152 .06836 L .48143 .07136 L .4814 .07423 L .48141 .07702 L .48148 .08034 L .48159 .08349 L .48178 .08704 L Mistroke .48205 .09091 L .48283 .09905 L .48386 .10706 L .48659 .12284 L .49017 .13863 L .49435 .15383 L .50706 .19004 L .5247 .22869 L .54542 .26551 L .57456 .30819 L .60657 .34715 L .68155 .41754 L .75616 .46725 L .79493 .48658 L .83452 .50197 L .8661 .51099 L .88286 .51449 L .89764 .51677 L .90492 .51758 L .91144 .51812 L .91507 .51834 L .91829 .51848 L .92004 .51853 L .92192 .51857 L .92524 .5186 L .92837 .51857 L .93011 .51853 L .93172 .51847 L .93338 .5184 L .93487 .51832 L .93814 .51809 L .94082 .51784 L .94364 .51751 L .9485 .51679 L .95303 .51589 L .95679 .51495 L .96049 .51381 L .96407 .51244 L .96698 .51106 L .96932 .5097 L .97122 .50835 L .97292 .50685 L .97433 .50521 L .97484 .50446 L .97529 .50364 L .97553 .50314 L .97571 .50267 L .97599 .50174 L .97614 .5009 L .97619 .5 L Mistroke Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False] }, Open ]], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]], Cell["\<\ COMMENT: increase partition somewhat for better viewing. Repeat velocity and acceleration drawings for these examples. Ask questions about rolling a disk inside a circle. Here are some other cycloids\ \>", "Text"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Show", "[", RowBox[{ RowBox[{"{", RowBox[{\(Graphics[arm1]\), ",", RowBox[{"Graphics", "[", RowBox[{"arm2", "[", StyleBox[\(-7\), FontColor->RGBColor[0, 1, 0]], "]"}], "]"}], ",", RowBox[{"move", "[", StyleBox[\(-7\), FontColor->RGBColor[0, 1, 0]], "]"}]}], "}"}], ",", \(AspectRatio -> Automatic\)}], "]"}]], "Input", CellAutoOverwrite->False], Cell[CellGroupData[{ Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .98179 .5 m .98157 .49452 L .98096 .48956 L .97979 .48388 L .97823 .47858 L .97639 .47376 L .97436 .46939 L .96863 .45989 L .96129 .45097 L .95147 .44208 L .93943 .43404 L .92663 .42784 L .91974 .42527 L .91186 .42289 L .90411 .42108 L .89667 .41978 L .88909 .41887 L .88205 .41838 L .87375 .41822 L .86577 .41847 L .85691 .41919 L .84741 .42048 L .83921 .42201 L .83016 .42414 L .80986 .43063 L .79101 .43884 L .77224 .44925 L .75253 .46285 L .73601 .47673 L .71956 .49325 L .70594 .50954 L .69235 .52892 L .67259 .56607 L .66349 .58994 L .65718 .61243 L .65466 .62437 L .65255 .63748 L .65174 .6441 L .65106 .65118 L .6506 .65784 L .65033 .66389 L .6502 .66967 L .65021 .67576 L .65059 .68662 L .651 .69261 L .65152 .69817 L .65314 .71067 L .65507 .72138 L .65724 .73097 L .66347 .75175 L Mistroke .671 .77021 L .67905 .78578 L .68892 .80117 L .70077 .81605 L .71272 .82812 L .72432 .83762 L .73572 .84517 L .7482 .85164 L .75536 .85456 L .76188 .85674 L .76841 .85846 L .77455 .85967 L .78162 .86055 L .78805 .86087 L .79135 .86085 L .79496 .86069 L .79866 .86035 L .80208 .85988 L .80844 .8586 L .81155 .85776 L .81487 .8567 L .82558 .85197 L .83115 .84857 L .83665 .84439 L .84098 .84038 L .84531 .83554 L .85207 .82539 L .85501 .8193 L .85723 .81329 L .85885 .80742 L .85992 .80188 L .86066 .79529 L .86088 .78887 L .8608 .78553 L .86056 .7818 L .86015 .77786 L .8596 .77414 L .85823 .76744 L .85621 .76016 L .85329 .75208 L .84946 .74359 L .84068 .72864 L .8311 .7161 L .81891 .70338 L .79226 .68295 L .77328 .67245 L .75374 .66419 L .73505 .65829 L .7241 .65564 L .71376 .65365 L Mistroke .70327 .6521 L .69315 .65105 L .68396 .65045 L .67384 .65019 L .6628 .65036 L .6566 .65067 L .65097 .65108 L .63998 .65222 L .62964 .65373 L .60969 .65784 L .59157 .66296 L .57209 .67005 L .55217 .67912 L .51323 .70315 L .48168 .73075 L .45364 .76539 L .44131 .78616 L .43232 .80555 L .42635 .82238 L .42366 .83205 L .42167 .84087 L .42007 .85007 L .41943 .85486 L .4189 .85987 L .41835 .86821 L .41823 .87717 L .41857 .88535 L .41924 .89261 L .42044 .90076 L .42198 .9082 L .42564 .92081 L .4282 .92752 L .43087 .93342 L .43787 .94565 L .44554 .95565 L .45503 .96489 L .46625 .97268 L .47218 .9757 L .47883 .97832 L .48193 .97927 L .48525 .98012 L .49128 .98121 L .49436 .98155 L .49769 .98175 L .50373 .98169 L .5096 .98109 L .51494 .98008 L .52072 .97846 L .52609 .97645 L .53582 .97146 L Mistroke .54565 .96432 L .55535 .95462 L .56284 .94458 L .56959 .93246 L .57429 .92102 L .57649 .91411 L .57821 .90738 L .57979 .89938 L .58049 .89473 L .581 .89034 L .58161 .88213 L .58178 .87317 L .58144 .86418 L .58066 .85557 L .57957 .84774 L .57799 .83919 L .57574 .82972 L .57268 .81928 L .56456 .79823 L .55478 .77901 L .54373 .76153 L .51619 .72859 L .4978 .7118 L .47919 .69772 L .44173 .67614 L .42154 .66754 L .39855 .66 L .38834 .65736 L .37751 .65502 L .36812 .65337 L .35806 .65199 L .34721 .65093 L .33714 .65036 L .331 .65021 L .32522 .6502 L .31448 .65053 L .30511 .6512 L .2953 .65228 L .28703 .65351 L .27807 .65518 L .25869 .66007 L .24143 .66602 L .22293 .67433 L .2071 .68335 L .19014 .69551 L .17668 .70766 L .16631 .71922 L .15693 .73229 L .14913 .74652 L .14613 .75352 L Mistroke .14382 .76007 L .142 .7665 L .14073 .77232 L .13975 .77873 L .1392 .78551 L .13916 .79189 L .13935 .79544 L .13965 .79867 L .14053 .80448 L .14193 .81046 L .14346 .81533 L .14546 .82038 L .14999 .82894 L .15681 .83803 L .16431 .84518 L .16913 .84876 L .17399 .85173 L .17864 .8541 L .1838 .85623 L .18967 .85811 L .19528 .85942 L .20152 .86037 L .20515 .86069 L .20858 .86085 L .21477 .86079 L .22074 .86031 L .22617 .85954 L .23213 .85833 L .23864 .85658 L .24559 .85421 L .25803 .84864 L .27116 .84081 L .28485 .83028 L .30755 .80597 L .31902 .78906 L .32944 .76926 L .33682 .75093 L .34033 .73997 L .3431 .72957 L .34525 .71976 L .34715 .70874 L .34856 .69747 L .34911 .69122 L .34948 .68533 L .3498 .67443 L .34969 .66438 L .34946 .65881 L .34906 .65272 L .34797 .6416 L .34645 .63075 L Mistroke .34467 .62093 L .33933 .5991 L .33275 .57925 L .32516 .56105 L .31465 .54055 L .30176 .52006 L .27462 .48705 L .24079 .45791 L .22009 .44471 L .20017 .43473 L .18107 .42744 L .16341 .42258 L .15427 .42076 L .14904 .41994 L .14428 .41932 L .13931 .41883 L .13401 .41846 L .12937 .41827 L .12455 .41822 L .11647 .41846 L .10804 .41917 L .10031 .42026 L .09349 .42159 L .08573 .42356 L .07768 .42617 L .06412 .43211 L .05331 .43857 L .04293 .44682 L .03389 .45653 L .03025 .46152 L .02722 .46643 L .02481 .47107 L .02261 .47624 L .02097 .48109 L .01981 .48553 L .01884 .49088 L .01829 .49661 L .01823 .50194 L .01857 .50694 L .01937 .51235 L .02073 .51808 L .02248 .52341 L .02446 .52817 L .02725 .53363 L .03085 .53937 L .03885 .54917 L .04913 .55839 L .06203 .56678 L .07451 .57262 L .08215 .57535 L Mistroke .08965 .5775 L .09669 .57908 L .10463 .5804 L .11235 .58125 L .1197 .58169 L .12712 .58177 L .13396 .58155 L .14197 .58093 L .14961 .57998 L .15805 .57854 L .16704 .57657 L .18325 .57184 L .20068 .56505 L .21957 .55558 L .23725 .54457 L .25572 .53052 L .2864 .49995 L .29922 .48352 L .3115 .46485 L .32961 .42874 L .33724 .40779 L .34055 .39657 L .34349 .38464 L .34562 .37409 L .34745 .3625 L .34866 .35196 L .3494 .34216 L .34967 .33613 L .34981 .3296 L .34978 .32347 L .34962 .31783 L .34899 .30724 L .34783 .29617 L .34704 .29051 L .34605 .28448 L .34388 .27376 L .33724 .2503 L .32978 .23148 L .32019 .21292 L .29933 .18407 L .28474 .16963 L .27012 .15849 L .25651 .15059 L .2488 .14707 L .24157 .14436 L .2346 .14228 L .22828 .14084 L .22133 .13975 L .21754 .13938 L .21399 .13918 L Mistroke .21058 .13912 L .20701 .1392 L .2007 .13973 L .19728 .14022 L .19412 .14081 L .18714 .14264 L .18177 .14455 L .17637 .147 L .16745 .15241 L .159 .15964 L .15479 .16434 L .15129 .16906 L .14815 .1742 L .14531 .17998 L .14329 .18516 L .14151 .1911 L .14073 .19454 L .14014 .19775 L .13963 .20151 L .13931 .20513 L .13913 .2117 L .13925 .21547 L .13951 .21901 L .14043 .22602 L .1418 .23269 L .14344 .23872 L .14566 .24524 L .15233 .25986 L .16046 .27302 L .17931 .29493 L .19242 .3063 L .2061 .31601 L .22167 .32502 L .23756 .33242 L .25711 .33945 L .27589 .34435 L .28534 .3462 L .29569 .34777 L .30561 .34885 L .31479 .34949 L .32562 .34981 L .33179 .34978 L .33754 .34962 L .3481 .349 L .3594 .34785 L .36554 .34702 L .37118 .34613 L .38388 .34366 L .40667 .3376 L .42692 .33035 L Mistroke .44763 .32098 L .48265 .29984 L .51165 .27586 L .53841 .24581 L .5508 .22769 L .56035 .21062 L .56845 .19253 L .57431 .17542 L .57679 .16613 L .57862 .15766 L .58016 .14832 L .58077 .14347 L .58125 .13839 L .58169 .13067 L .58176 .12256 L .58145 .11505 L .58087 .10837 L .57981 .10071 L .57822 .09266 L .57632 .08533 L .57423 .07882 L .5685 .06531 L .56188 .05397 L .55338 .04314 L .54301 .03353 L .53743 .02956 L .53109 .02588 L .5249 .02306 L .51903 .02101 L .5131 .01952 L .50767 .01866 L .50465 .01837 L .50137 .01822 L .49543 .01836 L .48965 .01903 L .48442 .02007 L .47847 .02181 L .47294 .02396 L .46346 .02899 L .45379 .03616 L .44413 .04599 L .43524 .0585 L .42895 .07073 L .42596 .07826 L .42358 .08568 L .42166 .09317 L .42004 .10166 L .41941 .10607 L .41888 .11084 L .41832 .11963 L Mistroke .41825 .12864 L .41867 .1373 L .41943 .1452 L .42069 .15385 L .42258 .16344 L .42529 .17405 L .43276 .19554 L .44205 .21525 L .45274 .23324 L .4792 .26666 L .49706 .28383 L .51523 .29832 L .55203 .32081 L .57198 .32991 L .59478 .33805 L .60492 .34095 L .61569 .34357 L .62506 .34546 L .6351 .34711 L .64595 .34846 L .65604 .34929 L .66219 .34961 L .66799 .34978 L .67879 .34973 L .68822 .34931 L .69811 .34849 L .70646 .34748 L .71553 .34605 L .73518 .34167 L .75276 .33617 L .77163 .32834 L .78787 .31973 L .80539 .30799 L .81941 .29615 L .8303 .28482 L .84029 .27193 L .84875 .25782 L .85207 .25084 L .85469 .24429 L .85681 .23786 L .85836 .23202 L .85965 .22557 L .86052 .21874 L .86087 .21227 L .86085 .20868 L .86071 .20539 L .86011 .19947 L .85902 .19337 L .85774 .18837 L .856 .18318 L Mistroke .85192 .17432 L .84903 .16955 L .8456 .16483 L .83852 .15725 L .83409 .15355 L .82892 .14998 L .82407 .14723 L .81865 .14473 L .81354 .14285 L .8077 .14122 L .8022 .14013 L .79691 .13947 L .79012 .13913 L .78354 .13931 L .77753 .1399 L .7709 .141 L .7671 .14185 L .76364 .14275 L .75588 .14525 L .74197 .15136 L .72919 .15895 L .7178 .16748 L .70609 .17826 L .6941 .19191 L .67645 .21889 L .66846 .23548 L .66219 .25198 L .65914 .26187 L .65637 .27264 L .65438 .28216 L .65265 .2926 L .65188 .29852 L .6513 .30398 L .65051 .31479 L .65028 .32087 L .65019 .32756 L .65026 .3339 L .65047 .3398 L .65127 .35124 L .65249 .36203 L .65396 .37172 L .65597 .38217 L .66202 .40542 L .66942 .42635 L .68643 .46134 L .71046 .49617 L .74047 .52727 L .77186 .55052 L .79047 .56089 L .80804 .56867 L Mistroke .82743 .57512 L .83719 .57756 L .84242 .57864 L .84789 .5796 L .8571 .58083 L .86543 .58151 L .87426 .58178 L .87918 .58172 L .8837 .58153 L .89178 .58085 L .89894 .57987 L .90695 .57831 L .91425 .57645 L .92712 .57196 L .93955 .5659 L .94906 .55975 L .95826 .55206 L .96657 .54289 L .97041 .53748 L .97356 .53215 L .97603 .52707 L .97824 .5214 L .97978 .51615 L .98083 .51122 L .98158 .50535 L .98179 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgooooo`03o`000?oooooooooo00gooooo00?oo`00ooooooooool0O?ooool0 07oooooo00?oo`00ooooooooool03oooool00ol0003oooooooooo`0>ooooo`03ool00?oooooooooo 07_ooooo001oooooo`03ool00?oooooooooo00oooooo00?o0000ooooooooool03oooool00ooo003o ooooooooo`1jooooo`00O_ooool00ooo003oooooooooo`0@ooooo`03o`000?oooooooooo00oooooo 00?oo`00ooooooooool0N_ooool007kooooo00?oo`00ooooooooool04?ooool00ol0003ooooooooo o`0?ooooo`03ool00?oooooooooo07[ooooo001nooooo`03ool00?oooooooooo013ooooo00?o0000 ooooooooool04?ooool00ooo003oooooooooo`1iooooo`00OOooool00ooo003oooooooooo`0Aoooo o`03o`000?oooooooooo013ooooo00?oo`00ooooooooool0NOooool007gooooo00?oo`00oooooooo ool04Oooool00ol0003oooooooooo`0@ooooo`03ool00?oooooooooo07Wooooo001looooo`03ool0 0?oooooooooo01;ooooo00?o0000ooooooooool04Oooool00ooo003oooooooooo`1hooooo`00O?oo ool00ooo003oooooooooo`0Booooo`03o`000?oooooooooo017ooooo00?oo`00ooooooooool0N?oo ool007cooooo00?oo`00ooooooooool04_ooool00ol0003oooooooooo`0Aooooo`03ool00?oooooo oooo07Sooooo001looooo`03ool00?oooooooooo01;ooooo00?o0000ooooooooool04Oooool00ooo 003oooooooooo`1hooooo`00Noooool00ooo003oooooooooo`0Cooooo`03o`000?oooooooooo01;o oooo00?oo`00ooooooooool0Moooool007_ooooo00?oo`00ooooooooool04oooool00ol0003ooooo ooooo`0Booooo`03ool00?oooooooooo07Oooooo001kooooo`03ool00?oooooooooo01?ooooo00?o 0000ooooooooool04_ooool00ooo003oooooooooo`1gooooo`00Noooool00ooo003oooooooooo`0C ooooo`03o`000?oooooooooo01;ooooo00?oo`00ooooooooool0Moooool007_ooooo00?oo`00oooo ooooool04oooool00ol0003oooooooooo`0Booooo`03ool00?oooooooooo07Oooooo001kooooo`03 ool00?oooooooooo01?ooooo00?o0000ooooooooool04_ooool00ooo003oooooooooo`1gooooo`00 Noooool00ooo003oooooooooo`0Cooooo`03o`000?oooooooooo01;ooooo00?oo`00ooooooooool0 Moooool007_ooooo00?oo`00ooooooooool04oooool00ol0003oooooooooo`0Booooo`03ool00?oo oooooooo07Oooooo001kooooo`03ool00?oooooooooo01?ooooo00?o0000ooooooooool04_ooool0 0ooo003oooooooooo`1gooooo`00Noooool00ooo003oooooooooo`0Cooooo`03o`000?oooooooooo 01;ooooo00?oo`00ooooooooool0Moooool003kooooo3?oo000aooooo`03ool00?oooooooooo01?o oooo00?o0000ooooooooool04_ooool00ooo003oooooooooo`0aooooo`Soo`00?_ooool003_ooooo 0ooo000_ooool00ooo003ooooooooo o`0Aooooo`;oo`00:oooool00ooo003oooooooooo`0Cooooo`03o`000?oooooooooo01;ooooo00?o o`00ooooooooool0:_ooool3ool0017ooooo00?oo`00ooooooooool0=_ooool003Wooooo00?oo`00 ooooooooool05?ooool2ool002Wooooo00?oo`00ooooooooool04oooool00ol0003oooooooooo`0B ooooo`03ool00?oooooooooo02Oooooo0ooo000Eooooo`03ool00?oooooooooo03Gooooo000goooo o`;oo`006Oooool00ooo003oooooooooo`0Vooooo`03ool00?oooooooooo01?ooooo00?o0000oooo ooooool04Oooool00ooo003oooooooooo`0Vooooo`;oo`006Oooool2ool003Gooooo000fooooo`03 ool00?oooooooooo01[ooooo0_oo000Vooooo`03ool00?oooooooooo00[ooooo0ol00006ooooo`03 o`000?oooooooooo017ooooo00?oo`00ooooooooool09Oooool00ooo003oooooooooo`0Kooooo`03 ool00?oooooooooo03;ooooo000fooooo`03ool00?oooooooooo01cooooo00?oo`00ooooooooool0 9?ooool00ooo003oooooooooo`0:ooooo`03o`000?oooooooooo00Gooooo00?o0000ooooooooool0 4Oooool00ooo003oooooooooo`0Tooooo`03ool00?oooooooooo01cooooo00?oo`00ooooooooool0 <_ooool003Gooooo00?oo`00ooooooooool07_ooool00ooo003oooooooooo`0Sooooo`03ool00?oo oooooooo00;ooooo1Ol00003ooooo`03o`000?oooooooooo00Gooooo0_l0000Booooo`03ool00?oo oooooooo02?ooooo00?oo`00ooooooooool07_ooool00ooo003oooooooooo`0aooooo`00=?ooool0 0ooo003oooooooooo`0Pooooo`03ool00?oooooooooo02?ooooo00?oo`00ooooooooool02Oooool0 0ol0003oooooooooo`05ooooo`03o`000?oooooooooo017ooooo00?oo`00ooooooooool08Oooool2 ool002;ooooo00?oo`00ooooooooool0ooooo`03ool0 0?oooooooooo01kooooo00?oo`00ooooooooool0:_ooool00ooo003oooooooooo`0]ooooo`00ooooo`03ool00?oooooooooo01gooooo00?oo`00ooooooooool0:ooo ool00ooo003oooooooooo`0]ooooo`00ooooo`03ool00?oooooo oooo01cooooo00?oo`00ooooooooool0;?ooool00ooo003oooooooooo`0]ooooo`00?ooool003kooooo00?oo`00ooooooooool09oooool00ooo003ooooooooo o`0Pooooo`;oo`001?ooool00ol0003oooooooooo`03ooooo`03ool00?oooooooooo01oooooo00?o o`00ooooooooool0:?ooool00ooo003oooooooooo`0iooooo`00?oooool00ooo003oooooooooo`0V ooooo`03ool00?oooooooooo01kooooo0_oo0006ooooo`03o`000?oooooooooo00Cooooo0_oo000O ooooo`03ool00?oooooooooo02Oooooo00?oo`00ooooooooool0>_ooool0043ooooo00?oo`00oooo ooooool09Oooool00ooo003oooooooooo`0Looooo`;oo`002?ooool00ol0003oooooooooo`06oooo o`03ool00?oooooooooo01cooooo00?oo`00ooooooooool09Oooool2ool003gooooo0011ooooo`03 ool00?oooooooooo02Cooooo00?oo`00ooooooooool06oooool00ooo003oooooooooo`08ooooo`03 o`000?oooooooooo00Oooooo0_oo000Looooo`03ool00?oooooooooo02?ooooo0_oo000oooooo`00 @_ooool2ool002Gooooo00?oo`00ooooooooool06?ooool2ool000_ooooo00?o0000ooooooooool0 2Oooool00ooo003oooooooooo`0Iooooo`03ool00?oooooooooo02;ooooo00?oo`00ooooooooool0 ?oooool004Cooooo0_oo000Sooooo`03ool00?oooooooooo01Kooooo0_oo000=ooooo`03o`000?oo oooooooo00[ooooo0_oo000Hooooo`03ool00?oooooooooo027ooooo0_oo0012ooooo`00A_ooool2 ool0027ooooo00?oo`00ooooooooool04Oooool2o`000005oooooooo003oo`00ooooool000001?oo ool3o`0000Kooooo00?o0000ooooooooool03?ooool2ool001Kooooo00?oo`00ooooooooool07ooo ool2ool004Cooooo0018ooooo`?oo`007_ooool00ooo003oooooooooo`0@ooooo`04o`000?oooooo o`00ool000Oooooo00Go0000ooooooooooooooooo`000005ooooo`03o`000?oooooooooo00kooooo 0_oo000Dooooo`03ool00?oooooooooo01gooooo0_oo0016ooooo`00Boooool2ool001cooooo00?o o`00ooooooooool02Oooool5o`0000;ooooo0_oo00000ooooooo0000ooooo`0:ooooo`03o`000?oo oooooooo00?ooooo00?o0000ooooooooool04?ooool3ool0017ooooo00?oo`00ooooooooool06_oo ool3ool004Sooooo001=ooooo`?oo`006Oooool00ooo003oooooooooo`0=ooooo`?oo`0000Co0000 oooooooooooo00002oooool00ol0003oooooooooo`03ooooo`;o00005?ooool3ool000kooooo00?o o`00ooooooooool06?ooool2ool004_ooooo001@ooooo`;oo`005oooool00ooo003oooooooooo`09 ooooo`Coo`000oooool01?l0003oooooooooool00007ooooo`Co00001_ooool00ol0003ooooooooo o`0Fooooo`;oo`003Oooool00ooo003oooooooooo`0Dooooo`?oo`00COooool005;ooooo0ooo000C ooooo`03ool00?oooooooooo00Gooooo1Ooo0007ooooo`04o`000?ooooooooooo`0000Oooooo00?o 0000ooooooooool01oooool00ol0003oooooooooo`0Hooooo`Koo`001oooool00ooo003ooooooooo o`0Aooooo`?oo`00D?ooool005Gooooo1Ooo000>ooooo`04ool00?ooooooooooooooo`Coo`003Ooo ool2o`0000Sooooo1Ol00005ooooo`03o`000?oooooooooo01kooooo1Ooo0002ooooo`03ool00?oo oooooooo00[ooooo1ooo001Cooooo`00F_oooolBool002Gooooo00?o0000ooooooooool08oooool? ool005[ooooo001Xooooo`03ool00?oooooooooo02Kooooo00?o0000ooooooooool09Oooool00ooo 003oooooooooo`1Tooooo`00J?ooool00ooo003oooooooooo`0Vooooo`03o`000?oooooooooo02Go oooo00?oo`00ooooooooool0I?ooool006Sooooo00?oo`00ooooooooool09_ooool00ol0003ooooo ooooo`0Uooooo`03ool00?oooooooooo06Cooooo001Xooooo`03ool00?oooooooooo02Kooooo00?o 0000ooooooooool09Oooool00ooo003oooooooooo`1Tooooo`00J?ooool00ooo003oooooooooo`0V ooooo`03o`000?oooooooooo02Gooooo00?oo`00ooooooooool0I?ooool006Oooooo00?oo`00oooo ooooool09oooool00ol0003oooooooooo`0Uooooo`03ool00?oooooooooo06Cooooo001Wooooo`03 ool00?oooooooooo02Oooooo00?o0000ooooooooool09Oooool00ooo003oooooooooo`1Tooooo`00 Ioooool00ooo003oooooooooo`0Wooooo`03o`000?oooooooooo02Kooooo00?oo`00ooooooooool0 Hoooool006Oooooo00?oo`00ooooooooool09oooool00ol0003oooooooooo`0Vooooo`03ool00?oo oooooooo06?ooooo001Wooooo`03ool00?oooooooooo02Oooooo00?o0000ooooooooool09_ooool0 0ooo003oooooooooo`1Sooooo`00I_ooool00ooo003oooooooooo`0Xooooo`03o`000?oooooooooo 02Oooooo00?oo`00ooooooooool0H_ooool006Kooooo00?oo`00ooooooooool0:?ooool00ol0003o ooooooooo`0Wooooo`03ool00?oooooooooo06;ooooo001Vooooo`03ool00?oooooooooo02Sooooo 00?o0000ooooooooool09oooool00ooo003oooooooooo`1Rooooo`00IOooool00ooo003ooooooooo o`0Yooooo`03o`000?oooooooooo02Sooooo00?oo`00ooooooooool0HOooool006Gooooo00?oo`00 ooooooooool0:Oooool00ol0003oooooooooo`0Xooooo`03ool00?oooooooooo067ooooo001Uoooo o`03ool00?oooooooooo02Wooooo00?o0000ooooooooool0:?ooool00ooo003oooooooooo`1Qoooo o`00I?ooool00ooo003oooooooooo`0Zooooo`03o`000?oooooooooo02Wooooo00?oo`00oooooooo ool0H?ooool002Oooooo2ooo000booooo`03ool00?oooooooooo02[ooooo00?o0000ooooooooool0 :Oooool00ooo003oooooooooo`0aooooo`Woo`009_ooool002?ooooo1?oo000;ooooo`Ooo`00:ooo ool00ooo003oooooooooo`0Zooooo`03o`000?oooooooooo02Wooooo00?oo`00ooooooooool0:_oo ool7ool000Wooooo1_oo000Pooooo`007oooool4ool001Kooooo0ooo000Wooooo`03ool00?oooooo oooo02_ooooo00?o0000ooooooooool0:_ooool00ooo003oooooooooo`0Vooooo`?oo`005_ooool2 ool001kooooo000Nooooo`03ool00?oooooooooo01_ooooo0_oo000Uooooo`03ool00?oooooooooo 02_ooooo00?o0000ooooooooool0:_ooool00ooo003oooooooooo`0Sooooo`?oo`006oooool3ool0 01_ooooo000Looooo`;oo`008?ooool3ool002;ooooo00?oo`00ooooooooool0:oooool00ol0003o ooooooooo`0[ooooo`03ool00?oooooooooo023ooooo0_oo000Qooooo`;oo`006Oooool001_ooooo 00?oo`00ooooooooool08oooool2ool001oooooo00?oo`00ooooooooool0;?ooool00ol0003ooooo ooooo`0[ooooo`03ool00?oooooooooo01gooooo0ooo000Uooooo`03ool00?oooooooooo01Kooooo 000Iooooo`;oo`00:?ooool3ool001cooooo00?oo`00ooooooooool0;?ooool00ol0003ooooooooo o`0[ooooo`03ool00?oooooooooo01_ooooo0_oo000Yooooo`03ool00?oooooooooo01Gooooo000H ooooo`03ool00?oooooooooo02_ooooo0_oo000Iooooo`03ool00?oooooooooo02gooooo00?o0000 ooooooooool0;?ooool00ooo003oooooooooo`0Gooooo`?oo`00;?ooool00ooo003oooooooooo`0D ooooo`005oooool00ooo003oooooooooo`0^ooooo`03ool00?oooooooooo01Kooooo00?oo`00oooo ooooool0;Oooool00ol0003oooooooooo`0/ooooo`03ool00?oooooooooo01Gooooo0_oo000`oooo o`03ool00?oooooooooo01?ooooo000Fooooo`03ool00?oooooooooo033ooooo0_oo000Eooooo`03 ool00?oooooooooo02kooooo00?o0000ooooooooool0;Oooool00ooo003oooooooooo`0Cooooo`03 ool00?oooooooooo037ooooo00?oo`00ooooooooool04_ooool001Gooooo00?oo`00ooooooooool0 ooooo`04ool00?ooooooooooo`0000Oooooo00Go0000oooooooo ooooooooo`00000Rooooo`03o`000?oooooooooo027ooooo00Co0000oooooooooooo00001oooool0 1Ol0003oooooool00?oooooo000000kooooo0_oo000Cooooo`03o`000?oooooooooo02;ooooo00?o o`00ooooool000002Oooool01Ol0003ooooooooooooooooo000000;ooooo0005o`0000?ooooo00?o 0000ooooooooool02?ooool01?oo003oooooooooool0000Kooooo`Go00000oooool00ol0003ooooo ooooo`0Booooo`03ool00?oooooooooo00Kooooo1Ol000000oooooooo`00o`000002ooooo`03o`00 0?oooooooooo00Wooooo00?o0000ooooooooool08?ooool00ol0003oooooooooo`0Qooooo`04o`00 0?ooooooooooo`0000Wooooo00?oo`00ooooool000003Oooool00ooo003oooooooooo`0Cooooo`03 o`000?oooooooooo02?ooooo00?oo`00o`000?ooool03?ooool1o`00007ooooo0Oooool000Sooooo 00?o0000ooooooooool01oooool01Ooo003ooooooooooooooooo000002?ooooo00?o0000oooooooo ool04oooool00ooo003oooooooooo`0;ooooo`05ool00?l0003oooooooooool000002oooool00ol0 003oooooooooo`0Pooooo`03o`000?oooooooooo027ooooo00Co0000oooooooooooo00002_ooool0 0ooo003o0000ooooo`0;ooooo`03ool00?oooooooooo01Cooooo00?o0000ooooooooool09?ooool0 0ooo003oooooooooo`0;ooooo`7o00000Oooool1ooooo`002?ooool00ol0003oooooooooo`07oooo o`04ool00?l0003o0000o`0002Cooooo00?o0000ooooooooool05?ooool00ooo003oooooooooo`09 ooooo`03ool00?oooooo000000;ooooo00?o0000ooooooooool01Oooool4o`0002?ooooo00?o0000 ooooooooool08Oooool01?l0003oooooooooool00007ooooo`Co000000?oo`00ooooooooool02Ooo ool00ooo003oooooooooo`0Eooooo`03o`000?oooooooooo02Cooooo00?oo`00ooooooooool01ooo ool4o`0000?ooooo0007ooooo`;o00002Oooool00ooo003oooooooooo`0Tooooo`;o00005oooool0 0ooo003oooooooooo`07ooooo`04ool00?ooooooooooo`0000;ooooo00?o0000ooooooooool01Ooo ool00ol0003oooooooooo`0Tooooo`03o`000?oooooooooo027ooooo00Co0000oooooooooooo0000 1oooool01Ol0003oooooooooooooooooo`0000[ooooo00?oo`00ooooooooool05Oooool2o`0002Go oooo0_l000000ooo003oooooooooo`06ooooo`03o`000?oooooooooo00Cooooo0008ooooo`03o`00 0?oooooooooo00Kooooo00?oo`00o`000?l000000ol0000Sooooo`03o`000?oooooooooo01Kooooo 00?oo`00ooooooooool01_ooool01?oo003oooooooooooooool2o`0000Sooooo1Ol0000Rooooo`03 o`000?oooooooooo02;ooooo0_l00008ooooo`Go000000?oo`00ooooooooool01_ooool00ooo003o ooooooooo`0Gooooo`03o`000?oooooooooo02Cooooo00?o0000ool00?ooool01oooool5o`0000;o oooo000Aooooo`03ool00?oooooooooo043ooooo00?oo`00ooooooooool01?ooool00ooo003ooooo ooooo`0cooooo`03o`000?oooooooooo03;ooooo00?oo`00ooooooooool01?ooool00ooo003ooooo ooooo`10ooooo`03ool00?oooooooooo00gooooo000Aooooo`03ool00?oooooooooo047ooooo00?o o`00ooooooooool00oooool00ooo003oooooooooo`0cooooo`03o`000?oooooooooo03;ooooo00?o o`00ooooooooool00oooool00ooo003oooooooooo`11ooooo`03ool00?oooooooooo00gooooo000A ooooo`03ool00?oooooooooo047ooooo00?oo`00ooooooooool00_ooool00ooo003oooooooooo`0d ooooo`03o`000?oooooooooo03?ooooo00Goo`00ooooooooooooooooool00014ooooo`03ool00?oo oooooooo00gooooo000@ooooo`03ool00?oooooooooo04?ooooo00Coo`00ooooooooooooo`00=ooo ool00ol0003oooooooooo`0dooooo`04ool00?ooooooooooool004Gooooo00?oo`00ooooooooool0 3?ooool000cooooo1?l000000ooo003o0000o`000014o`0000;oo`00L?l00002ool004Ko000000?o o`00o`000?l000000ol00009ooooo`003?ooool01Ol0003oooooooooooooooooo`0000?ooooo00?o 0000ooooooooool01_ooool00ol0003oooooooooo`06ooooo`03o`000?oooooooooo00Kooooo00?o 0000ooooooooool01_ooool00ol0003oooooooooo`06ooooo`03o`000?oooooooooo00Kooooo00?o 0000ooooooooool01Oooool00ol0003oooooooooo`02ooooo`;oo`000_ooool00ol0003ooooooooo o`06ooooo`03o`000?oooooooooo00Kooooo00?o0000ooooooooool01_ooool00ol0003ooooooooo o`06ooooo`03o`000?oooooooooo00Kooooo00?o0000ooooooooool01_ooool00ol0003ooooooooo o`05ooooo`03o`000?oooooooooo00Kooooo00?o0000ooooooooool01_ooool00ol0003ooooooooo o`06ooooo`03o`000?oooooooooo00Kooooo00?o0000ooooooooool01_ooool00ol0003ooooooooo o`02ool000Cooooo00?o0000ooooooooool01Oooool00ol0003oooooooooo`06ooooo`03o`000?oo oooooooo00Kooooo00?o0000ooooooooool01_ooool00ol0003oooooooooo`06ooooo`03o`000?oo oooooooo00Kooooo00?o0000ooooooooool01_ooool01Ol0003oooooooooooooooooo`0000Cooooo 00?o0000ooooooooool01oooool000cooooo00Go0000ooooooooooooooooool0000Wooooo`03o`00 0?oooooooooo01_ooooo00Coo`00ooooooooooooo`002_ooool00ol0003oooooooooo`0Zooooo`03 o`000?oooooooooo02Wooooo00?o0000ooooooooool02?ooool01?oo003ooooooooooooo000Moooo o`03o`000?oooooooooo02Gooooo00?oo`00ooooooooool00_ooool00ol0003oooooooooo`07oooo o`004Oooool00ooo003oooooooooo`11ooooo`03ool00?oooooooooo00;ooooo00?oo`00oooooooo ool0=?ooool00ol0003oooooooooo`0cooooo`03ool00?oooooooooo00;ooooo00?oo`00oooooooo ool0@Oooool00ooo003oooooooooo`0=ooooo`004Oooool00ooo003oooooooooo`10ooooo`03ool0 0?oooooooooo00Cooooo00?oo`00ooooooooool0?ooool00ooo003ooooo ooooo`0=ooooo`03ool00?oooooooooo033ooooo00?o0000ooooooooool0Oooool00ooo003oooooooooo`0?ooooo`005?ooool00ooo003ooooooooo o`0fooooo`03ool00?oooooooooo00kooooo00?oo`00ooooooooool0ooooo`?o o`005oooool00ooo003oooooooooo`0;ooooo`?oo`000oooool01?l0003oooooooooool00007oooo o`05o`000?ooooooooooooooool000001Oooool00ol0003oooooooooo`0Dooooo`Coo`003Oooool0 0ooo003oooooooooo`0Eooooo`?oo`00C?ooool004_ooooo0ooo000Kooooo`03ool00?oooooooooo 00gooooo0ooo00001?l0003oooooooooool0000;ooooo`03o`000?oooooooooo00?ooooo0_l0000B ooooo`?oo`004?ooool00ooo003oooooooooo`0Iooooo`;oo`00B_ooool004Sooooo0ooo000Noooo o`03ool00?oooooooooo013ooooo0_oo00000ooooooo0000ooooo`0:ooooo`03o`000?oooooooooo 00?ooooo00?o0000ooooooooool03oooool2ool001?ooooo00?oo`00ooooooooool06oooool3ool0 04Oooooo0016ooooo`;oo`008Oooool00ooo003oooooooooo`0@ooooo`03o`000?ooooooo`0000;o o`001_ooool4o`0000Kooooo00?o0000ooooooooool03Oooool2ool001Gooooo00?oo`00oooooooo ool07_ooool2ool004Gooooo0015ooooo`03ool00?oooooooooo027ooooo00?oo`00ooooooooool0 4?ooool01Ol0003oooooooooool0003ooooo00;oo`001?ooool00ol0003oooooooooo`07ooooo`03 o`000?oooooooooo00_ooooo0_oo000Gooooo`03ool00?oooooooooo023ooooo0_oo0013ooooo`00 A?ooool00ooo003oooooooooo`0Qooooo`03ool00?oooooooooo01;ooooo0_l00004ooooo`;oo`00 0_ooool5o`0000Gooooo00?o0000ooooooooool02Oooool2ool001Wooooo00?oo`00ooooooooool0 8_ooool00ooo003oooooooooo`10ooooo`00@_ooool2ool002Cooooo00?oo`00ooooooooool06_oo ool00ooo003oooooooooo`09ooooo`03o`000?oooooooooo00Oooooo0_oo000Looooo`03ool00?oo oooooooo02;ooooo0_oo0010ooooo`00@?ooool2ool002Kooooo00?oo`00ooooooooool06oooool2 ool000Wooooo00?o0000ooooooooool01_ooool00ooo003oooooooooo`0Looooo`03ool00?oooooo oooo02Cooooo00?oo`00ooooooooool0?Oooool003oooooo00?oo`00ooooooooool09_ooool00ooo 003oooooooooo`0Mooooo`;oo`001oooool00ol0003oooooooooo`04ooooo`;oo`007oooool00ooo 003oooooooooo`0Uooooo`;oo`00?Oooool003gooooo0_oo000Yooooo`03ool00?oooooooooo01oo oooo00?oo`00ooooooooool01?ooool00ol0003oooooooooo`02ooooo`;oo`008Oooool00ooo003o ooooooooo`0Wooooo`03ool00?oooooooooo03[ooooo000looooo`03ool00?oooooooooo02Wooooo 00?oo`00ooooooooool08?ooool2ool000Cooooo00Go0000ooooooooooooooooool0000Sooooo`03 ool00?oooooooooo02Sooooo00?oo`00ooooooooool0>Oooool003_ooooo00?oo`00ooooooooool0 :_ooool00ooo003oooooooooo`0Rooooo`;oo`000_ooool01?l0003oooooool00?oo000Tooooo`03 ool00?oooooooooo02Wooooo0_oo000iooooo`00>_ooool00ooo003oooooooooo`0[ooooo`03ool0 0?oooooooooo02Cooooo00Coo`00ooooool0003oo`009_ooool00ooo003oooooooooo`0[ooooo`03 ool00?oooooooooo03Kooooo000jooooo`03ool00?oooooooooo02_ooooo00?oo`00ooooooooool0 9Oooool2ool002Oooooo00?oo`00ooooooooool0;?ooool00ooo003oooooooooo`0eooooo`00>Ooo ool00ooo003oooooooooo`0/ooooo`03ool00?oooooooooo02Gooooo0_oo000Wooooo`03ool00?oo oooooooo02gooooo00?oo`00ooooooooool0=?ooool003Sooooo00?oo`00ooooooooool0;?ooool0 0ooo003oooooooooo`0Uooooo`04ool00?oooooo0000ool002Oooooo00?oo`00ooooooooool0;?oo ool00ooo003oooooooooo`0dooooo`00>?ooool00ooo003oooooooooo`0/ooooo`03ool00?oooooo oooo02Cooooo00Koo`00oooooooooooo0000oooooooo000Vooooo`03ool00?oooooooooo02gooooo 00?oo`00ooooooooool0ooooo`03ool00?oooooooooo07_ooooo 001oooooo`03ool00?oooooooooo00oooooo00?o0000ooooooooool03Oooool00ooo003ooooooooo o`1looooo`00P?ooool00ooo003oooooooooo`0>ooooo`03o`000?oooooooooo00gooooo00?oo`00 ooooooooool0O?ooool0087ooooo00?oo`00ooooooooool03Oooool00ol0003oooooooooo`0"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-1.63536, -1.61844, 0.0112783, \ 0.0112783}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.329456 0.5 0.329456 [ [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .5 .5 m .82937 .5 L s .5 .5 m .82531 .55152 L s .5 .5 m .81324 .60178 L s .5 .5 m .79347 .64953 L s .5 .5 m .76646 .6936 L s .5 .5 m .7329 .7329 L s .5 .5 m .6936 .76646 L s .5 .5 m .64953 .79347 L s .5 .5 m .60178 .81324 L s .5 .5 m .55152 .82531 L s .5 .5 m .5 .82937 L s .5 .5 m .44848 .82531 L s .5 .5 m .39822 .81324 L s .5 .5 m .35047 .79347 L s .5 .5 m .3064 .76646 L s .5 .5 m .2671 .7329 L s .5 .5 m .23354 .6936 L s .5 .5 m .20653 .64953 L s .5 .5 m .18676 .60178 L s .5 .5 m .17469 .55152 L s .5 .5 m .17063 .5 L s .5 .5 m .17469 .44848 L s .5 .5 m .18676 .39822 L s .5 .5 m .20653 .35047 L s .5 .5 m .23354 .3064 L s .5 .5 m .2671 .2671 L s .5 .5 m .3064 .23354 L s .5 .5 m .35047 .20653 L s .5 .5 m .39822 .18676 L s .5 .5 m .44848 .17469 L s .5 .5 m .5 .17063 L s .5 .5 m .55152 .17469 L s .5 .5 m .60178 .18676 L s .5 .5 m .64953 .20653 L s .5 .5 m .6936 .23354 L s .5 .5 m .7329 .2671 L s .5 .5 m .76646 .3064 L s .5 .5 m .79347 .35047 L s .5 .5 m .81324 .39822 L s .5 .5 m .82531 .44848 L s .5 .5 m .82937 .5 L s .82937 .5 m .97619 .5 L s .82531 .55152 m .89197 .4207 L s .81324 .60178 m .72694 .483 L s .79347 .64953 m .64845 .6725 L s .76646 .6936 m .72109 .83324 L s .7329 .7329 m .83672 .83672 L s .6936 .76646 m .83324 .72109 L s .64953 .79347 m .6725 .64845 L s .60178 .81324 m .483 .72694 L s .55152 .82531 m .4207 .89197 L s .5 .82937 m .5 .97619 L s .44848 .82531 m .5793 .89197 L s .39822 .81324 m .517 .72694 L s .35047 .79347 m .3275 .64845 L s .3064 .76646 m .16676 .72109 L s .2671 .7329 m .16328 .83672 L s .23354 .6936 m .27891 .83324 L s .20653 .64953 m .35155 .6725 L s .18676 .60178 m .27306 .483 L s .17469 .55152 m .10803 .4207 L s .17063 .5 m .02381 .5 L s .17469 .44848 m .10803 .5793 L s .18676 .39822 m .27306 .517 L s .20653 .35047 m .35155 .3275 L s .23354 .3064 m .27891 .16676 L s .2671 .2671 m .16328 .16328 L s .3064 .23354 m .16676 .27891 L s .35047 .20653 m .3275 .35155 L s .39822 .18676 m .517 .27306 L s .44848 .17469 m .5793 .10803 L s .5 .17063 m .5 .02381 L s .55152 .17469 m .4207 .10803 L s .60178 .18676 m .483 .27306 L s .64953 .20653 m .6725 .35155 L s .6936 .23354 m .83324 .27891 L s .7329 .2671 m .83672 .16328 L s .76646 .3064 m .72109 .16676 L s .79347 .35047 m .64845 .3275 L s .81324 .39822 m .72694 .517 L s .82531 .44848 m .89197 .5793 L s .82937 .5 m .97619 .5 L s 1 0 0 r .97619 .5 m .97596 .49459 L .97537 .48968 L .97421 .48407 L .97267 .47883 L .97085 .47406 L .96885 .46975 L .96318 .46036 L .95592 .45154 L .94622 .44275 L .93432 .4348 L .92167 .42868 L .91485 .42614 L .90707 .42379 L .89941 .422 L .89205 .42071 L .88456 .41982 L .8776 .41933 L .8694 .41917 L .86152 .41942 L .85275 .42013 L .84337 .42141 L .83527 .42292 L .82632 .42502 L .80625 .43144 L .78762 .43955 L .76907 .44984 L .74959 .46329 L .73326 .477 L .71701 .49333 L .70354 .50943 L .69011 .52859 L .67058 .5653 L .66159 .5889 L .65535 .61112 L .65287 .62292 L .65078 .63588 L .64997 .64243 L .6493 .64942 L .64885 .65601 L .64858 .66198 L .64845 .66769 L .64846 .67372 L .64884 .68445 L .64924 .69036 L .64975 .69586 L .65136 .70822 L .65327 .7188 L .65541 .72828 L .66157 .74882 L Mistroke .66901 .76707 L .67697 .78246 L .68672 .79767 L .69844 .81237 L .71024 .8243 L .72171 .83369 L .73298 .84116 L .74531 .84755 L .75239 .85044 L .75883 .85259 L .76529 .85429 L .77136 .85548 L .77834 .85635 L .7847 .85667 L .78796 .85666 L .79152 .85649 L .79519 .85616 L .79857 .8557 L .80485 .85443 L .80792 .8536 L .81121 .85256 L .8218 .84788 L .8273 .84451 L .83273 .84038 L .83702 .83642 L .84129 .83163 L .84798 .82161 L .85088 .81558 L .85308 .80964 L .85467 .80384 L .85573 .79837 L .85647 .79185 L .85668 .78551 L .8566 .78221 L .85637 .77852 L .85596 .77463 L .85541 .77095 L .85407 .76433 L .85206 .75714 L .84918 .74915 L .8454 .74076 L .83672 .72599 L .82725 .71359 L .8152 .70102 L .78886 .68082 L .7701 .67044 L .75079 .66228 L .73232 .65645 L .72149 .65383 L .71127 .65186 L Mistroke .7009 .65033 L .6909 .64929 L .68182 .6487 L .67182 .64844 L .66091 .64862 L .65478 .64892 L .64922 .64932 L .63836 .65045 L .62813 .65195 L .60841 .656 L .5905 .66107 L .57125 .66807 L .55156 .67704 L .51308 .70078 L .48189 .72807 L .45418 .76231 L .44199 .78283 L .43311 .802 L .42721 .81863 L .42455 .82819 L .42258 .83691 L .421 .846 L .42036 .85074 L .41984 .85568 L .4193 .86393 L .41919 .87278 L .41952 .88087 L .42018 .88804 L .42137 .89609 L .42288 .90346 L .4265 .91592 L .42904 .92254 L .43167 .92838 L .43859 .94046 L .44617 .95035 L .45555 .95949 L .46664 .96718 L .4725 .97017 L .47908 .97275 L .48214 .9737 L .48542 .97454 L .49138 .97562 L .49442 .97595 L .49772 .97615 L .50369 .97609 L .50948 .97549 L .51477 .97449 L .52048 .9729 L .52579 .97091 L .5354 .96597 L Mistroke .54512 .95892 L .55471 .94933 L .56211 .93941 L .56878 .92743 L .57343 .91612 L .5756 .90929 L .5773 .90265 L .57887 .89474 L .57955 .89014 L .58006 .8858 L .58066 .87769 L .58082 .86883 L .58049 .85994 L .57972 .85143 L .57865 .84369 L .57708 .83524 L .57486 .82589 L .57183 .81557 L .56381 .79476 L .55414 .77576 L .54322 .75849 L .51601 .72593 L .49783 .70934 L .47943 .69542 L .44241 .67409 L .42245 .6656 L .39973 .65814 L .38964 .65553 L .37894 .65322 L .36965 .65159 L .35971 .65022 L .34899 .64918 L .33903 .64861 L .33296 .64846 L .32726 .64845 L .31664 .64878 L .30738 .64944 L .29768 .65051 L .28951 .65173 L .28065 .65338 L .2615 .65821 L .24444 .66409 L .22616 .6723 L .21051 .68122 L .19375 .69324 L .18044 .70525 L .17019 .71667 L .16092 .72959 L .15321 .74365 L .15025 .75057 L Mistroke .14796 .75704 L .14616 .7634 L .1449 .76915 L .14394 .77549 L .1434 .78218 L .14336 .7885 L .14354 .792 L .14384 .7952 L .14472 .80094 L .14609 .80685 L .1476 .81166 L .14959 .81665 L .15406 .82511 L .1608 .83409 L .16822 .84117 L .17298 .8447 L .17778 .84764 L .18238 .84998 L .18747 .85208 L .19328 .85394 L .19883 .85524 L .20499 .85618 L .20858 .8565 L .21197 .85665 L .21809 .85659 L .22399 .85612 L .22935 .85536 L .23525 .85417 L .24168 .85243 L .24855 .85009 L .26085 .84458 L .27383 .83685 L .28735 .82643 L .30979 .80241 L .32112 .7857 L .33143 .76613 L .33871 .74801 L .34219 .73718 L .34493 .7269 L .34705 .71721 L .34893 .70631 L .35032 .69517 L .35086 .689 L .35123 .68318 L .35155 .6724 L .35144 .66247 L .35121 .65697 L .35082 .65094 L .34974 .63996 L .34823 .62923 L Mistroke .34648 .61952 L .3412 .59795 L .3347 .57833 L .3272 .56034 L .31681 .54008 L .30406 .51983 L .27724 .4872 L .2438 .4584 L .22334 .44535 L .20366 .43549 L .18478 .42828 L .16732 .42348 L .15829 .42168 L .15312 .42087 L .14842 .42026 L .14351 .41977 L .13826 .4194 L .13368 .41922 L .12891 .41917 L .12093 .41941 L .1126 .42011 L .10496 .42119 L .09822 .4225 L .09055 .42445 L .08259 .42703 L .06919 .4329 L .05851 .43929 L .04824 .44744 L .03931 .45703 L .03571 .46197 L .03272 .46682 L .03034 .4714 L .02816 .47652 L .02654 .48131 L .0254 .4857 L .02444 .49099 L .0239 .49665 L .02384 .50192 L .02417 .50686 L .02497 .51221 L .0263 .51787 L .02803 .52313 L .02999 .52784 L .03275 .53324 L .03631 .53891 L .04421 .5486 L .05438 .55771 L .06712 .566 L .07946 .57178 L .08701 .57448 L Mistroke .09442 .5766 L .10138 .57816 L .10923 .57947 L .11686 .58031 L .12412 .58074 L .13145 .58082 L .13822 .5806 L .14613 .57998 L .15369 .57905 L .16203 .57763 L .17092 .57568 L .18694 .571 L .20416 .56429 L .22283 .55494 L .24031 .54405 L .25857 .53017 L .28888 .49995 L .30156 .48371 L .31369 .46526 L .33159 .42957 L .33914 .40886 L .3424 .39777 L .34531 .38598 L .34742 .37555 L .34923 .3641 L .35042 .35368 L .35115 .344 L .35142 .33803 L .35155 .33159 L .35153 .32552 L .35137 .31995 L .35074 .30949 L .3496 .29854 L .34882 .29295 L .34784 .28699 L .3457 .27639 L .33913 .25321 L .33176 .2346 L .32228 .21626 L .30167 .18774 L .28725 .17348 L .27279 .16246 L .25935 .15466 L .25172 .15117 L .24458 .1485 L .23769 .14644 L .23144 .14502 L .22457 .14394 L .22083 .14358 L .21732 .14338 L Mistroke .21395 .14332 L .21041 .1434 L .20418 .14392 L .2008 .1444 L .19768 .14499 L .19077 .14679 L .18547 .14869 L .18014 .15111 L .17132 .15646 L .16296 .1636 L .15881 .16824 L .15535 .17291 L .15224 .17799 L .14943 .1837 L .14743 .18882 L .14568 .1947 L .14491 .1981 L .14433 .20126 L .14382 .20498 L .1435 .20856 L .14332 .21505 L .14344 .21878 L .1437 .22228 L .14461 .22921 L .14597 .2358 L .14759 .24176 L .14979 .24821 L .15637 .26265 L .16441 .27566 L .18304 .29732 L .196 .30856 L .20952 .31815 L .22491 .32705 L .24061 .33437 L .25994 .34132 L .27849 .34616 L .28784 .34799 L .29806 .34954 L .30787 .35061 L .31694 .35124 L .32765 .35155 L .33374 .35153 L .33943 .35137 L .34987 .35075 L .36103 .34962 L .3671 .3488 L .37268 .34792 L .38523 .34548 L .40775 .33948 L .42777 .33233 L Mistroke .44824 .32306 L .48286 .30217 L .51152 .27847 L .53796 .24877 L .55021 .23086 L .55964 .21399 L .56765 .1961 L .57345 .17919 L .5759 .17001 L .57771 .16164 L .57923 .15242 L .57983 .14761 L .5803 .1426 L .58074 .13497 L .58081 .12695 L .58051 .11953 L .57993 .11293 L .57888 .10535 L .57731 .0974 L .57543 .09015 L .57337 .08372 L .5677 .07036 L .56116 .05916 L .55276 .04846 L .54251 .03896 L .537 .03503 L .53073 .0314 L .52461 .0286 L .5188 .02658 L .51295 .02511 L .50758 .02425 L .50459 .02397 L .50135 .02382 L .49549 .02397 L .48977 .02462 L .4846 .02566 L .47872 .02737 L .47326 .0295 L .46388 .03447 L .45433 .04155 L .44478 .05127 L .436 .06363 L .42978 .07572 L .42683 .08317 L .42446 .0905 L .42257 .0979 L .42097 .1063 L .42034 .11065 L .41982 .11537 L .41927 .12405 L Mistroke .4192 .13296 L .41961 .14152 L .42037 .14932 L .42161 .15787 L .42348 .16735 L .42616 .17784 L .43355 .19908 L .44273 .21856 L .45329 .23635 L .47945 .26937 L .49709 .28634 L .51506 .30067 L .55142 .32289 L .57114 .33188 L .59368 .33993 L .6037 .3428 L .61435 .34539 L .6236 .34726 L .63353 .34889 L .64425 .35022 L .65422 .35105 L .6603 .35136 L .66603 .35152 L .67671 .35148 L .68603 .35107 L .69581 .35025 L .70406 .34925 L .71302 .34784 L .73244 .34352 L .74982 .33807 L .76847 .33034 L .78452 .32182 L .80183 .31022 L .81569 .29852 L .82646 .28732 L .83633 .27458 L .84469 .26064 L .84797 .25373 L .85056 .24727 L .85266 .24091 L .85419 .23513 L .85546 .22876 L .85632 .22201 L .85667 .21562 L .85666 .21207 L .85651 .20882 L .85593 .20297 L .85485 .19693 L .85358 .192 L .85186 .18686 L Mistroke .84783 .17811 L .84497 .17339 L .84158 .16873 L .83458 .16124 L .8302 .15758 L .82509 .15405 L .8203 .15133 L .81495 .14886 L .8099 .14701 L .80412 .14539 L .79868 .14432 L .79346 .14366 L .78675 .14332 L .78024 .1435 L .7743 .14409 L .76775 .14518 L .76399 .14602 L .76058 .14691 L .75291 .14937 L .73915 .15542 L .72652 .16292 L .71527 .17134 L .70369 .18201 L .69184 .1955 L .6744 .22216 L .6665 .23856 L .6603 .25487 L .65729 .26464 L .65455 .27529 L .65258 .2847 L .65088 .29501 L .65012 .30086 L .64954 .30626 L .64876 .31694 L .64853 .32296 L .64844 .32956 L .64851 .33583 L .64872 .34167 L .64951 .35297 L .65071 .36363 L .65217 .37321 L .65416 .38354 L .66013 .40652 L .66745 .42721 L .68427 .46179 L .70801 .49621 L .73768 .52695 L .76869 .54993 L .78709 .56019 L .80445 .56787 L Mistroke .82362 .57425 L .83327 .57665 L .83843 .57772 L .84385 .57867 L .85295 .57989 L .86118 .58056 L .8699 .58083 L .87477 .58077 L .87924 .58058 L .88722 .57991 L .8943 .57894 L .90221 .5774 L .90943 .57556 L .92216 .57112 L .93444 .56513 L .94384 .55905 L .95293 .55146 L .96114 .54239 L .96494 .53704 L .96805 .53178 L .9705 .52676 L .97267 .52115 L .9742 .51596 L .97524 .51109 L .97597 .50528 L .97619 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False] }, Open ]], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ \(Show[{Graphics[arm1], Graphics[arm2[\(-2\)]], move[\(-2\)]}, AspectRatio -> Automatic]\)], "Input", CellAutoOverwrite->False], Cell[CellGroupData[{ Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.333333 0.5 0.333333 [ [0 .4875 -12 -9 ] [0 .4875 12 0 ] [.16667 .4875 -6 -9 ] [.16667 .4875 6 0 ] [.33333 .4875 -12 -9 ] [.33333 .4875 12 0 ] [.66667 .4875 -9 -9 ] [.66667 .4875 9 0 ] [.83333 .4875 -3 -9 ] [.83333 .4875 3 0 ] [1 .4875 -9 -9 ] [1 .4875 9 0 ] [.4875 0 -24 -4.5 ] [.4875 0 0 4.5 ] [.4875 .16667 -12 -4.5 ] [.4875 .16667 0 4.5 ] [.4875 .33333 -24 -4.5 ] [.4875 .33333 0 4.5 ] [.4875 .66667 -18 -4.5 ] [.4875 .66667 0 4.5 ] [.4875 .83333 -6 -4.5 ] [.4875 .83333 0 4.5 ] [.4875 1 -18 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-1.5)] 0 .4875 0 1 Mshowa .16667 .5 m .16667 .50625 L s [(-1)] .16667 .4875 0 1 Mshowa .33333 .5 m .33333 .50625 L s [(-0.5)] .33333 .4875 0 1 Mshowa .66667 .5 m .66667 .50625 L s [(0.5)] .66667 .4875 0 1 Mshowa .83333 .5 m .83333 .50625 L s [(1)] .83333 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(1.5)] 1 .4875 0 1 Mshowa .125 Mabswid .03333 .5 m .03333 .50375 L s .06667 .5 m .06667 .50375 L s .1 .5 m .1 .50375 L s .13333 .5 m .13333 .50375 L s .2 .5 m .2 .50375 L s .23333 .5 m .23333 .50375 L s .26667 .5 m .26667 .50375 L s .3 .5 m .3 .50375 L s .36667 .5 m .36667 .50375 L s .4 .5 m .4 .50375 L s .43333 .5 m .43333 .50375 L s .46667 .5 m .46667 .50375 L s .53333 .5 m .53333 .50375 L s .56667 .5 m .56667 .50375 L s .6 .5 m .6 .50375 L s .63333 .5 m .63333 .50375 L s .7 .5 m .7 .50375 L s .73333 .5 m .73333 .50375 L s .76667 .5 m .76667 .50375 L s .8 .5 m .8 .50375 L s .86667 .5 m .86667 .50375 L s .9 .5 m .9 .50375 L s .93333 .5 m .93333 .50375 L s .96667 .5 m .96667 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-1.5)] .4875 0 1 0 Mshowa .5 .16667 m .50625 .16667 L s [(-1)] .4875 .16667 1 0 Mshowa .5 .33333 m .50625 .33333 L s [(-0.5)] .4875 .33333 1 0 Mshowa .5 .66667 m .50625 .66667 L s [(0.5)] .4875 .66667 1 0 Mshowa .5 .83333 m .50625 .83333 L s [(1)] .4875 .83333 1 0 Mshowa .5 1 m .50625 1 L s [(1.5)] .4875 1 1 0 Mshowa .125 Mabswid .5 .03333 m .50375 .03333 L s .5 .06667 m .50375 .06667 L s .5 .1 m .50375 .1 L s .5 .13333 m .50375 .13333 L s .5 .2 m .50375 .2 L s .5 .23333 m .50375 .23333 L s .5 .26667 m .50375 .26667 L s .5 .3 m .50375 .3 L s .5 .36667 m .50375 .36667 L s .5 .4 m .50375 .4 L s .5 .43333 m .50375 .43333 L s .5 .46667 m .50375 .46667 L s .5 .53333 m .50375 .53333 L s .5 .56667 m .50375 .56667 L s .5 .6 m .50375 .6 L s .5 .63333 m .50375 .63333 L s .5 .7 m .50375 .7 L s .5 .73333 m .50375 .73333 L s .5 .76667 m .50375 .76667 L s .5 .8 m .50375 .8 L s .5 .86667 m .50375 .86667 L s .5 .9 m .50375 .9 L s .5 .93333 m .50375 .93333 L s .5 .96667 m .50375 .96667 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .98179 .5 m .95214 .51153 L .85892 .53928 L .73108 .58911 L .59354 .65926 L .45607 .74873 L .35188 .83286 L .28334 .8979 L .27353 .90741 L .2659 .91417 L .26355 .91591 L .26244 .91659 L .26151 .91706 L .26103 .91724 L .2608 .91731 L .26056 .91738 L .26016 .91744 L .25983 .91745 L .25949 .9174 L .25921 .9173 L .25898 .91717 L .25876 .91697 L .25858 .91674 L .25841 .91643 L .25828 .91609 L .25818 .91574 L .25809 .91528 L .25806 .915 L .25803 .91471 L .25801 .91416 L .25801 .91351 L .25803 .91284 L .25809 .91206 L .25817 .91127 L .25827 .91049 L .25901 .90615 L .26119 .89658 L .26459 .88334 L .28507 .79822 L .29648 .73685 L .30216 .69856 L .3067 .66109 L .31046 .62117 L .31204 .59959 L .31339 .57642 L .31385 .56663 L .31428 .55608 L .31459 .54692 L .31486 .53692 L .315 .53083 L Mistroke .3151 .52518 L .31518 .51978 L .31522 .51702 L .31525 .51403 L .31527 .51107 L .31529 .50836 L .31531 .50303 L .31531 .49818 L .3153 .49307 L .31526 .48798 L .31524 .4851 L .31521 .48245 L .31515 .47767 L .31506 .47241 L .31487 .4633 L .31461 .45365 L .31379 .43204 L .31276 .41195 L .31027 .37649 L .30676 .33944 L .29703 .26659 L .28477 .20039 L .26436 .11582 L .26083 .10195 L .25957 .09651 L .25872 .09229 L .25838 .0903 L .25825 .08934 L .25814 .08838 L .25809 .0879 L .25806 .08749 L .25803 .08709 L .25801 .08672 L .25801 .08633 L .258 .08599 L .25801 .08563 L .25803 .08528 L .25809 .08478 L .25817 .08431 L .25828 .08391 L .2584 .08359 L .25856 .08329 L .25866 .08314 L .25877 .08302 L .25901 .08281 L .25916 .08272 L .2593 .08266 L .25958 .08258 L .25988 .08255 L .26022 .08257 L Mistroke .26063 .08264 L .26085 .0827 L .2611 .08279 L .26159 .08298 L .26259 .0835 L .26494 .08508 L .26759 .08722 L .28648 .1052 L .3529 .16806 L .46567 .25824 L .60311 .34621 L .7422 .4158 L .87172 .46492 L .95507 .48928 L .98179 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg?ooool00ol0003oooooooooo`2ooooo`03o`000?oooooooooo 08cooooo001Iooooo`03ool00?oooooooooo02Gooooo00?oo`00ooooooooool03Oooool00ol0003o ooooooooo`2ooooo`00Foooool00ooo003oooooooooo`0aooooo`;oo`0000?o0000oooo ooooool0S?ooool005_ooooo00?oo`00ooooooooool0_ooool005oooooo00?oo`00ooooooooool0;oooool00ol0003oooooooooo`1B ooooo`;oo`00>?ooool005oooooo00?oo`00ooooooooool0;oooool00ol0003oooooooooo`1Doooo o`?oo`00=Oooool005oooooo00?oo`00ooooooooool0;oooool00ol0003oooooooooo`1Gooooo`;o o`00Oooool005oooooo00?oo`00ooooooooool0;oooool00ol0003oooooooooo`1?ooooo`;oo`00>ooo ool005oooooo00?oo`00ooooooooool0;oooool00ol0003oooooooooo`1ooooo`00Foooool00ooo003oooooooooo`0a ooooo`03ool00?oooooo000008kooooo001Kooooo`03ool00?oooooooooo02oooooo0_oo0002oooo o`03o`000?oooooooooo08cooooo001Jooooo`03ool00?oooooooooo02oooooo00?oo`00oooooooo ool00_ooool00ol0003oooooooooo`2Oooool00ol0003ooooo ooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-1.63536, -1.61844, 0.0112783, \ 0.0112783}}], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1.02437 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 0.413207 0.389505 0.512186 0.389505 [ [ 0 0 0 0 ] [ 1 1.02437 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 0 m 1 0 L 1 1.02437 L 0 1.02437 L closepath clip newpath 0 g .5 Mabswid [ ] 0 setdash .41321 .51219 m .8026 .51219 L s .41321 .51219 m .79781 .5731 L s .41321 .51219 m .78355 .63252 L s .41321 .51219 m .76016 .68897 L s .41321 .51219 m .72824 .74107 L s .41321 .51219 m .68855 .78753 L s .41321 .51219 m .64209 .82721 L s .41321 .51219 m .58999 .85914 L s .41321 .51219 m .53354 .88252 L s .41321 .51219 m .47412 .89679 L s .41321 .51219 m .41321 .90158 L s .41321 .51219 m .35229 .89679 L s .41321 .51219 m .29288 .88252 L s .41321 .51219 m .23642 .85914 L s .41321 .51219 m .18432 .82721 L s .41321 .51219 m .13786 .78753 L s .41321 .51219 m .09818 .74107 L s .41321 .51219 m .06625 .68897 L s .41321 .51219 m .04287 .63252 L s .41321 .51219 m .0286 .5731 L s .41321 .51219 m .02381 .51219 L s .41321 .51219 m .0286 .45127 L s .41321 .51219 m .04287 .39186 L s .41321 .51219 m .06625 .3354 L s .41321 .51219 m .09818 .2833 L s .41321 .51219 m .13786 .23684 L s .41321 .51219 m .18432 .19716 L s .41321 .51219 m .23642 .16523 L s .41321 .51219 m .29288 .14185 L s .41321 .51219 m .35229 .12758 L s .41321 .51219 m .41321 .12279 L s .41321 .51219 m .47412 .12758 L s .41321 .51219 m .53354 .14185 L s .41321 .51219 m .58999 .16523 L s .41321 .51219 m .64209 .19716 L s .41321 .51219 m .68855 .23684 L s .41321 .51219 m .72824 .2833 L s .41321 .51219 m .76016 .3354 L s .41321 .51219 m .78355 .39186 L s .41321 .51219 m .79781 .45127 L s .41321 .51219 m .8026 .51219 L s .8026 .51219 m .97619 .51219 L s .79781 .5731 m .9629 .51946 L s .78355 .63252 m .92398 .53048 L s .76016 .68897 m .86219 .54853 L s .72824 .74107 m .78188 .57598 L s .68855 .78753 m .68855 .61394 L s .64209 .82721 m .58845 .66212 L s .58999 .85914 m .48796 .71871 L s .53354 .88252 m .3931 .78049 L s .47412 .89679 m .30903 .84315 L s .41321 .90158 m .23962 .90158 L s .35229 .89679 m .1872 .95043 L s .29288 .88252 m .15244 .98456 L s .23642 .85914 m .13439 .99958 L s .18432 .82721 m .13068 .99231 L s .13786 .78753 m .13786 .96112 L s .09818 .74107 m .15182 .90616 L s .06625 .68897 m .16828 .8294 L s .04287 .63252 m .1833 .73455 L s .0286 .5731 m .19369 .62674 L s .02381 .51219 m .1974 .51219 L s .0286 .45127 m .19369 .39763 L s .04287 .39186 m .1833 .28982 L s .06625 .3354 m .16828 .19497 L s .09818 .2833 m .15182 .11821 L s .13786 .23684 m .13786 .06325 L s .18432 .19716 m .13068 .03207 L s .23642 .16523 m .13439 .0248 L s .29288 .14185 m .15244 .03982 L s .35229 .12758 m .1872 .07394 L s .41321 .12279 m .23962 .12279 L s .47412 .12758 m .30903 .18122 L s .53354 .14185 m .3931 .24388 L s .58999 .16523 m .48796 .30566 L s .64209 .19716 m .58845 .36225 L s .68855 .23684 m .68855 .41043 L s .72824 .2833 m .78188 .44839 L s .76016 .3354 m .86219 .47584 L s .78355 .39186 m .92398 .49389 L s .79781 .45127 m .9629 .50491 L s .8026 .51219 m .97619 .51219 L s 1 0 0 r .97619 .51219 m .94154 .52566 L .83261 .55809 L .68323 .61631 L .52251 .69828 L .36187 .80283 L .24012 .90114 L .16004 .97714 L .14858 .98825 L .13966 .99615 L .13691 .99818 L .13561 .99897 L .13452 .99952 L .13397 .99974 L .13369 .99982 L .13341 .99989 L .13295 .99997 L .13256 .99998 L .13217 .99992 L .13184 .99981 L .13157 .99965 L .13132 .99942 L .1311 .99915 L .1309 .99879 L .13075 .9984 L .13064 .99799 L .13054 .99745 L .13049 .99711 L .13047 .99679 L .13043 .99614 L .13044 .99538 L .13047 .9946 L .13053 .99369 L .13063 .99276 L .13074 .99185 L .13161 .98678 L .13416 .9756 L .13812 .96012 L .16205 .86066 L .17539 .78895 L .18203 .74421 L .18734 .70043 L .19173 .65378 L .19358 .62856 L .19515 .60148 L .19569 .59005 L .19619 .57771 L .19655 .56702 L .19687 .55532 L .19703 .54821 L Mistroke .19715 .54161 L .19725 .5353 L .19729 .53207 L .19732 .52858 L .19735 .52513 L .19737 .52196 L .19739 .51573 L .19739 .51006 L .19738 .50409 L .19734 .49814 L .19731 .49478 L .19728 .49167 L .1972 .48609 L .1971 .47994 L .19688 .4693 L .19657 .45803 L .19562 .43277 L .19441 .40929 L .19151 .36786 L .1874 .32457 L .17604 .23944 L .16171 .16208 L .13786 .06326 L .13374 .04706 L .13226 .0407 L .13126 .03578 L .13087 .03345 L .13072 .03232 L .13058 .0312 L .13053 .03065 L .13049 .03016 L .13046 .02969 L .13044 .02927 L .13043 .02881 L .13043 .02841 L .13044 .02799 L .13047 .02758 L .13053 .027 L .13062 .02644 L .13075 .02598 L .13089 .02561 L .13108 .02525 L .1312 .02508 L .13133 .02494 L .13161 .0247 L .13178 .02459 L .13195 .02452 L .13228 .02442 L .13262 .02439 L .13303 .02441 L Mistroke .13351 .0245 L .13376 .02457 L .13405 .02466 L .13462 .02489 L .13579 .0255 L .13854 .02735 L .14163 .02984 L .16371 .05086 L .24132 .1243 L .37309 .22969 L .5337 .33249 L .69622 .4138 L .84757 .47119 L .94497 .49966 L .97619 .51219 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{281.125, 287.938}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCacheValid->False] }, Open ]], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]], Cell["\<\ COMMENT: This is a small area solution to the turning needle (of \ length = 2 length1 ) problem. Interesting to make pictures for different \ length2 . Don't tell students yet that it is possible to turn a needle in zero area: \ they are not ready for this.\ \>", "Text"] }, Closed]] }, Open ]], Cell[CellGroupData[{ Cell["Spirograph: Fourier's toy", "Section"], Cell[CellGroupData[{ Cell["The classic spirograph", "Subsection"], Cell["\<\ Everybody nows someone who, as a child, used to play with a \ spirograph. It was very a simple toy which was very successful some time ago. \ It consisted of plastic disks which could turn around and inside each other, \ while the crank-shaped rims kept in contact. The basic circle movement \ allowed drawing nice cycloid shapes by putting a pencil through one of the \ many holes. Since these depend on the ratio of dents on the gear wheels, what \ we obtain are the above drawings when c is replaced by a rational number. \ We cannot expect to have a closed curve for one turn on the main arm (wheel) \ and we have to increase the number of turns according to the denominator of \ the simplified fraction.\ \>", "Text"], Cell[BoxData[ \(\(c = \(-\ 2\)/5;\)\)], "Input", CellAutoOverwrite->False], Cell[BoxData[{ \(\(length1 = 1;\)\), "\n", \(\(length2 = .6\ ;\)\)}], "Input", CellAutoOverwrite->False], Cell[CellGroupData[{ Cell[BoxData[ \(Clear[x, y]; x[t_] = ComplexExpand[Re[position[t]]]; y[t_] = ComplexExpand[Im[position[t]]]\)], "Input", CellAutoOverwrite->False], Cell[BoxData[ \(\(-0.6`\)\ Sin[\(2\ t\)\/5] + Sin[t]\)], "Output"] }, Open ]], Cell[BoxData[ RowBox[{\(move[until_]\), ":=", RowBox[{"ParametricPlot", "[", RowBox[{\({x[t], y[t]}\), ",", \({t, 0, until}\), "\n", StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(AspectRatio -> Automatic\), FontColor->GrayLevel[0.500008]], StyleBox["\n", FontColor->GrayLevel[0.500008]], StyleBox["\t", FontColor->GrayLevel[0.500008]], StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(PlotRange -> {{\(-2\), 2}, {\(-2\), 2}}\), FontColor->GrayLevel[0.500008]], StyleBox["\n", FontColor->GrayLevel[0.500008]], StyleBox["\t", FontColor->GrayLevel[0.500008]], StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(PlotStyle -> Hue[0]\), FontColor->GrayLevel[0.500008]]}], "]"}]}]], "Input", CellAutoOverwrite->False], Cell[CellGroupData[{ Cell[BoxData[ \(move[\[Pi]]\)], "Input", CellAutoOverwrite->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .9 .5 m .9 .50074 L .89999 .50141 L .89998 .50218 L .89997 .50291 L .89993 .50421 L .89988 .50562 L .8998 .50718 L .8997 .50883 L .89947 .51178 L .89916 .51482 L .89881 .51767 L .89778 .52413 L .89639 .53069 L .89484 .53664 L .89033 .54987 L .88529 .5611 L .87862 .57302 L .86214 .59506 L .8422 .61422 L .81701 .63189 L .80294 .63957 L .78922 .64587 L .75965 .65618 L .74433 .66 L .7353 .66183 L .72693 .66325 L .71889 .66438 L .71002 .66538 L .70511 .66581 L .70053 .66615 L .69613 .66641 L .69385 .66652 L .69143 .66661 L .68933 .66669 L .68703 .66675 L .68601 .66677 L .68493 .66679 L .68391 .6668 L .68297 .66682 L .68179 .66683 L .68116 .66683 L .6805 .66683 L .67939 .66683 L .67876 .66683 L .67816 .66683 L .67706 .66682 L .67605 .66682 L .67488 .6668 L .67377 .66678 L Mistroke .67176 .66674 L .66962 .66669 L .66575 .66655 L .66113 .66632 L .65694 .66607 L .64761 .66531 L .63899 .66439 L .61943 .6615 L .60165 .65792 L .58215 .65296 L .54427 .64013 L .50862 .624 L .47219 .603 L .43905 .5793 L .40945 .55359 L .38085 .52351 L .35652 .49232 L .33638 .46072 L .31871 .42583 L .31182 .40918 L .30556 .39157 L .29635 .35734 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ \(move[10\ \[Pi]]\)], "Input", CellAutoOverwrite->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .9 .5 m .89979 .50737 L .89925 .51406 L .8982 .52175 L .89679 .52898 L .89329 .5417 L .88807 .55522 L .88065 .56966 L .8709 .58432 L .84882 .6085 L .83576 .61931 L .82027 .62991 L .78883 .64604 L .76772 .65377 L .75683 .65695 L .74646 .65953 L .72651 .66332 L .71568 .66477 L .70963 .66541 L .70393 .6659 L .69807 .6663 L .69159 .66661 L .68522 .66678 L .67835 .66683 L .67192 .66675 L .6658 .66655 L .65426 .66588 L .64763 .66531 L .64055 .66457 L .6278 .66287 L .61402 .66051 L .59877 .65726 L .5737 .65047 L .54688 .64116 L .49955 .61922 L .45561 .59174 L .4132 .55711 L .38092 .52359 L .35051 .48356 L .32464 .43856 L .31444 .41579 L .30656 .39459 L .30079 .37563 L .29582 .3548 L .29394 .34476 L .2923 .33402 L .29099 .32276 L .29016 .31232 L .28987 .30652 L .28968 .30039 L Mistroke .28969 .28947 L .2899 .28286 L .29025 .27669 L .29069 .27121 L .29128 .26535 L .29275 .25455 L .29478 .24341 L .29965 .22423 L .30579 .20669 L .31273 .19133 L .32235 .17456 L .33251 .16049 L .35609 .13684 L .37003 .12695 L .38576 .11854 L .39257 .11568 L .40004 .11303 L .40661 .11111 L .41388 .1094 L .42205 .108 L .42654 .10745 L .43074 .10707 L .43831 .10673 L .44644 .10684 L .4544 .10742 L .46175 .10836 L .4698 .10985 L .4783 .11194 L .49247 .11664 L .50777 .1235 L .52107 .13108 L .53489 .14072 L .55832 .16189 L .57122 .17678 L .58385 .1943 L .60329 .22979 L .61208 .25146 L .61892 .27293 L .62477 .29757 L .62727 .31187 L .62904 .32523 L .63012 .33622 L .6309 .34811 L .63128 .35943 L .63133 .36981 L .63102 .38209 L .63067 .38905 L .63023 .39549 L .62915 .40736 L .6276 .41996 L Mistroke .62332 .44496 L .61786 .46829 L .61029 .49363 L .60033 .52041 L .57689 .56861 L .54999 .61017 L .5155 .65122 L .47412 .68861 L .43144 .71727 L .40976 .72863 L .38958 .73743 L .37146 .74395 L .35159 .74961 L .33177 .75372 L .32104 .7553 L .31112 .75635 L .30105 .75699 L .29601 .75716 L .2905 .75721 L .28087 .75699 L .27197 .7564 L .26695 .75591 L .26172 .75527 L .25253 .7538 L .24288 .75178 L .23263 .74905 L .21617 .74326 L .19979 .73551 L .18559 .72677 L .17383 .71771 L .15371 .6965 L .14465 .683 L .13784 .66972 L .13314 .65751 L .13101 .65036 L .12938 .64355 L .12803 .63625 L .12714 .62949 L .12652 .6216 L .12634 .61402 L .12659 .60582 L .12693 .60118 L .12737 .59691 L .1285 .58901 L .13015 .58065 L .1341 .56613 L .14002 .5503 L .14818 .53356 L .15896 .51605 L .1835 .48608 L Mistroke .21428 .4589 L .2485 .43661 L .28288 .41997 L .32349 .40599 L .34544 .40059 L .35781 .39815 L .36972 .3962 L .38086 .39471 L .39314 .39345 L .40438 .39262 L .41489 .39213 L .42144 .39196 L .42855 .3919 L .44147 .3921 L .45408 .39268 L .4657 .39356 L .47829 .39488 L .49208 .39676 L .51976 .40195 L .54693 .40892 L .5712 .41682 L .6233 .43965 L .66751 .46651 L .7048 .49633 L .73471 .52709 L .76187 .56362 L .77303 .58269 L .78311 .60356 L .79016 .62172 L .79326 .63134 L .79609 .64159 L .7983 .65127 L .79992 .66001 L .80117 .66875 L .80201 .67692 L .80255 .68601 L .80268 .69429 L .80242 .70325 L .80167 .71258 L .80075 .71984 L .79944 .7275 L .79622 .74093 L .79373 .74884 L .79102 .75613 L .785 .76922 L .77644 .78354 L .767 .79581 L .74606 .81531 L .73261 .82412 L .71931 .83079 L Mistroke .70378 .83644 L .69563 .83862 L .69127 .83957 L .68648 .84047 L .67838 .84161 L .67059 .84231 L .66289 .84261 L .6557 .84257 L .64785 .84216 L .63912 .84129 L .62993 .8399 L .62126 .83815 L .60542 .83385 L .5909 .82867 L .55856 .81268 L .52643 .79012 L .49451 .75969 L .4675 .72551 L .44625 .69045 L .42586 .64505 L .41681 .61787 L .41013 .59205 L .40564 .56893 L .40366 .55564 L .4022 .54314 L .40105 .5299 L .40037 .51777 L .40014 .51105 L .40002 .50374 L .40011 .49043 L .40057 .47804 L .40131 .4667 L .40247 .45429 L .40408 .44129 L .4077 .41959 L .41294 .39622 L .42015 .37132 L .4295 .34557 L .45039 .30198 L .47955 .25808 L .51157 .22292 L .54307 .1973 L .56029 .1863 L .57918 .1764 L .59722 .16893 L .61377 .16371 L .62171 .16175 L .63035 .16003 L .63846 .15879 L .64594 .15799 L Mistroke .65047 .15766 L .65535 .15744 L .6641 .15741 L .6725 .15783 L .68012 .15859 L .68823 .15984 L .69695 .1617 L .70583 .16419 L .71388 .167 L .72959 .1742 L .74338 .18275 L .75476 .19178 L .76595 .20299 L .7766 .2167 L .78607 .23286 L .79254 .24782 L .79554 .25677 L .79789 .26544 L .79959 .27332 L .801 .28192 L .80195 .29021 L .80247 .29786 L .80269 .30701 L .80261 .31223 L .80242 .31708 L .80174 .32607 L .80058 .33568 L .79904 .34496 L .79692 .355 L .79184 .37323 L .78375 .39495 L .77443 .41467 L .75373 .44852 L .72521 .48352 L .69304 .51393 L .65918 .53917 L .61517 .56449 L .59054 .57569 L .56365 .58581 L .53944 .59319 L .51242 .59961 L .50044 .60187 L .48755 .60391 L .47625 .60536 L .46424 .60657 L .4516 .60746 L .43993 .60794 L .4274 .6081 L .4203 .60801 L .41366 .60783 L Mistroke .40175 .60722 L .39092 .60635 L .37852 .605 L .36683 .60336 L .34571 .59947 L .32655 .59485 L .28515 .58096 L .26307 .57105 L .24386 .56075 L .20497 .53374 L .17649 .50635 L .16426 .49135 L .15295 .47468 L .14439 .45917 L .138 .44479 L .13297 .43019 L .1295 .41632 L .1281 .40852 L .12706 .40026 L .12654 .39325 L .12634 .38555 L .12657 .37739 L .12691 .37284 L .12734 .3687 L .12846 .36115 L .13008 .35332 L .1321 .34581 L .13477 .33785 L .14086 .32392 L .1483 .31112 L .15644 .30004 L .17918 .27793 L .19272 .26858 L .20909 .25982 L .22444 .2536 L .23931 .2491 L .24783 .24712 L .25735 .24538 L .26654 .24413 L .27524 .24334 L .28415 .24289 L .29267 .24279 L .30041 .24298 L .30886 .24347 L .31819 .24436 L .32813 .24569 L .3461 .24909 L .36717 .2547 L .38718 .26163 L .42433 .27878 L Mistroke .46309 .30312 L .50264 .33598 L .53411 .36956 L .56359 .40949 L .58504 .44646 L .60429 .48956 L .61279 .51413 L .6193 .53728 L .62461 .56162 L .6268 .57453 L .62866 .5883 L .62987 .60009 L .63078 .61282 L .63124 .62478 L .63134 .63574 L .63116 .64556 L .63066 .65628 L .62981 .66736 L .62871 .67761 L .62705 .68955 L .62478 .70235 L .61949 .72499 L .61293 .74613 L .60568 .7648 L .58535 .80338 L .57188 .82239 L .55857 .83785 L .53152 .86181 L .51697 .87142 L .50049 .88 L .48606 .88568 L .47804 .88813 L .47041 .89002 L .46329 .89139 L .45556 .89246 L .44853 .89305 L .44207 .89328 L .4345 .89315 L .42642 .89254 L .41885 .89152 L .41201 .8902 L .40411 .8882 L .39564 .88547 L .38067 .87902 L .36585 .87035 L .35109 .85897 L .33829 .84631 L .32776 .83331 L .31811 .81856 L .31025 .80358 L Mistroke .30331 .78681 L .29999 .77689 L .29725 .7672 L .29524 .75875 L .2934 .74935 L .29214 .74137 L .29104 .73242 L .2902 .7226 L .28972 .712 L .28964 .70203 L .2899 .69257 L .29056 .6821 L .2911 .67612 L .29172 .67053 L .29329 .65917 L .29547 .64696 L .3007 .62468 L .3069 .6044 L .32758 .55554 L .35409 .51116 L .38265 .47442 L .41904 .43755 L .46172 .40398 L .50502 .37786 L .54753 .35859 L .58734 .34561 L .60946 .34039 L .62113 .33821 L .63352 .33631 L .64537 .33491 L .65604 .33399 L .6667 .33341 L .67664 .33318 L .68723 .33326 L .69844 .33372 L .70888 .33452 L .71826 .33554 L .7291 .33709 L .74065 .33921 L .76095 .34419 L .78114 .35089 L .80123 .35959 L .81738 .36833 L .8334 .37893 L .8468 .3897 L .85787 .40031 L .87604 .42297 L .8837 .43581 L .89042 .45036 L .89315 .45787 L Mistroke .89556 .46599 L .89736 .47372 L .89859 .48079 L .89921 .48558 L .89962 .49 L .8999 .49486 L .9 .5 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg_ooool003cooooo00?oo`00ooooooooool05ooo ool00ooo003oooooooooo`0Jooooo`?oo`005?ooool00ooo003oooooooooo`04ooooo`03o`000?oo oooooooo01gooooo00?oo`00ooooooooool0;oooool00ooo003oooooooooo`0jooooo`00>_ooool2 ool001[ooooo00?oo`00ooooooooool07Oooool2ool0017ooooo00?oo`00ooooooooool01Oooool0 0ol0003oooooooooo`0Nooooo`03ool00?oooooooooo02kooooo00?oo`00ooooooooool0>_ooool0 03Sooooo0_oo000Looooo`03ool00?oooooooooo01oooooo0ooo000>ooooo`03ool00?oooooooooo 00Gooooo0_l0000Oooooo`03ool00?oooooooooo02oooooo00?oo`00ooooooooool0>Oooool003Oo oooo00?oo`00ooooooooool07?ooool00ooo003oooooooooo`0Rooooo`;oo`002oooool00ooo003o ooooooooo`06ooooo`03o`000?oooooooooo01kooooo00?oo`00ooooooooool0;oooool00ooo003o ooooooooo`0iooooo`00=_ooool00ooo003oooooooooo`0Mooooo`03ool00?oooooooooo02Cooooo 00?oo`00ooooooooool01oooool00ooo003oooooooooo`07ooooo`03o`000?oooooooooo01kooooo 00?oo`00ooooooooool0;oooool00ooo003oooooooooo`0iooooo`00=Oooool00ooo003ooooooooo o`0Nooooo`03ool00?oooooooooo02Gooooo0_oo0007ooooo`03ool00?oooooooooo00Oooooo00?o 0000ooooooooool07_ooool00ooo003oooooooooo`0_ooooo`03ool00?oooooooooo03Wooooo000d ooooo`03ool00?oooooooooo01oooooo00?oo`00ooooooooool09oooool2ool000Cooooo00?oo`00 ooooooooool02?ooool00ol0003oooooooooo`0Oooooo`03ool00?oooooooooo02kooooo00?oo`00 ooooooooool0>Oooool003?ooooo00?oo`00ooooooooool08?ooool00ooo003oooooooooo`0Yoooo o`04ool00?ooooooooooool000_ooooo00?o0000ooooooooool07oooool00ooo003oooooooooo`0^ ooooo`03ool00?oooooooooo03Wooooo000booooo`03ool00?oooooooooo027ooooo00?oo`00oooo ooooool0:_ooool3ool000_ooooo00?o0000ooooooooool07oooool00ooo003oooooooooo`0^oooo o`03ool00?oooooooooo03Wooooo000aooooo`03ool00?oooooooooo02;ooooo00?oo`00oooooooo ool0:oooool2ool000_ooooo0_l0000Pooooo`03ool00?oooooooooo02oooooo00?oo`00oooooooo ool0>?ooool0037ooooo00?oo`00ooooooooool08_ooool00ooo003oooooooooo`0Zooooo`03ool0 0?oooooooooo00;oo`002Oooool00ol0003oooooooooo`0Oooooo`03ool00?oooooooooo02oooooo 00?oo`00ooooooooool0>?ooool0033ooooo00?oo`00ooooooooool08oooool00ooo003ooooooooo o`0Zooooo`03ool00?oooooooooo00;ooooo00?oo`00ooooooooool01_ooool00ol0003ooooooooo o`0Oooooo`03ool00?oooooooooo02oooooo00?oo`00ooooooooool0>?ooool002oooooo00?oo`00 ooooooooool09?ooool00ooo003oooooooooo`0Yooooo`03ool00?oooooooooo00Cooooo00?oo`00 ooooooooool01Oooool00ol0003oooooooooo`0Pooooo`03ool00?oooooooooo02kooooo00?oo`00 ooooooooool0>?ooool002oooooo00?oo`00ooooooooool09?ooool00ooo003oooooooooo`0Yoooo o`03ool00?oooooooooo00Gooooo00?oo`00ooooooooool01?ooool00ol0003oooooooooo`0Poooo o`03ool00?oooooooooo02kooooo00?oo`00ooooooooool0>?ooool002kooooo00?oo`00oooooooo ool09Oooool00ooo003oooooooooo`0Xooooo`03ool00?oooooooooo00Oooooo0_oo0004ooooo`03 o`000?oooooooooo023ooooo00?oo`00ooooooooool0;_ooool00ooo003oooooooooo`0hooooo`00 ;_ooool00ooo003oooooooooo`0Uooooo`03ool00?oooooooooo02Sooooo00?oo`00ooooooooool0 2Oooool01Ooo003ooooooooooooooooo000002;ooooo00?oo`00ooooooooool0;_ooool00ooo003o ooooooooo`0hooooo`00;Oooool00ooo003oooooooooo`0Vooooo`03ool00?oooooooooo02Oooooo 00?oo`00ooooooooool02oooool00ooo003oooooooooo`02o`00027ooooo00?oo`00ooooooooool0 ;Oooool00ooo003oooooooooo`0iooooo`00;Oooool00ooo003oooooooooo`0Vooooo`03ool00?oo oooooooo02Oooooo00?oo`00ooooooooool03?ooool00ooo003oooooo`00000Rooooo`03ool00?oo oooooooo02gooooo00?oo`00ooooooooool0>Oooool002cooooo00?oo`00ooooooooool0:?ooool0 0ooo003oooooooooo`0Uooooo`03ool00?oooooooooo00kooooo00?oo`00o`000?ooool08_ooool0 0ooo003oooooooooo`0/ooooo`03ool00?oooooooooo03Wooooo000/ooooo`03ool00?oooooooooo 02Sooooo00?oo`00ooooooooool09Oooool00ooo003oooooooooo`0?ooooo`03ool00?oooooooooo 023ooooo7?oo000Dooooo`03ool00?oooooooooo03Wooooo000[ooooo`03ool00?oooooooooo02Wo oooo00?oo`00ooooooooool09?ooool00ooo003oooooooooo`0@ooooo`03ool00?oooooooooo01go oooo0ooo00000oooooooo`00ooooo`0Iooooo`Koo`003_ooool00ooo003oooooooooo`0iooooo`00 :oooool00ooo003oooooooooo`0Yooooo`03ool00?oooooooooo02Cooooo00?oo`00ooooooooool0 4?ooool00ol0003oo`00ooooo`0Hooooo`Goo`001?ooool00ooo003oooooooooo`0Nooooo`?oo`00 2oooool00ooo003oooooooooo`0iooooo`00:_ooool00ooo003oooooooooo`0Zooooo`03ool00?oo oooooooo02?ooooo00?oo`00ooooooooool04Oooool00ol0003oooooool0000Dooooo`Coo`002Ooo ool00ooo003oooooooooo`0Qooooo`?oo`002?ooool00ooo003oooooooooo`0iooooo`00:_ooool0 0ooo003oooooooooo`0Zooooo`03ool00?oooooooooo02?ooooo00?oo`00ooooooooool04Oooool2 o`000003oooooooo003ooooo00oooooo0ooo000=ooooo`03ool00?oooooooooo02Cooooo0ooo0005 ooooo`03ool00?oooooooooo03Wooooo000Zooooo`03ool00?oooooooooo02_ooooo00?oo`00oooo ooooool08Oooool00ooo003oooooooooo`0Booooo`05o`000?oooooooooooooooooo00003?ooool3 ool0013ooooo00?oo`00ooooooooool09oooool2ool000;ooooo00?oo`00ooooooooool0>_ooool0 02[ooooo00?oo`00ooooooooool0:oooool00ooo003oooooooooo`0Qooooo`03ool00?oooooooooo 01;ooooo00?o0000ooooooooool00_ooool00ooo003oooooooooo`06ooooo`?oo`004oooool00ooo 003oooooooooo`0Yooooo`?oo`00??ooool002Wooooo00?oo`00ooooooooool0;?ooool00ooo003o ooooooooo`0Pooooo`03ool00?oooooooooo01?ooooo00?o0000ooooooooool00oooool00ooo003o ooooooooo`03ooooo`;oo`005_ooool00ooo003oooooooooo`0[ooooo`?oo`00>_ooool002Wooooo 00?oo`00ooooooooool0;?ooool00ooo003oooooooooo`0Pooooo`03ool00?oooooooooo01?ooooo 00?o0000ooooooooool01?ooool00ooo003oooooool00002ool001Sooooo00?oo`00ooooooooool0 :oooool00ooo003oooooooooo`03ool003Oooooo000Yooooo`03ool00?oooooooooo02gooooo00?o o`00ooooooooool07oooool01?oo003oooooo`000?l00004ooooo`03o`000?oooooooooo00;ooooo 0ol00006ooooo`03o`000?oooooooooo00Cooooo0_oo000Kooooo`03ool00?oooooooooo02[ooooo 00?oo`00ooooooooool01?ooool2ool003Gooooo000Yooooo`03ool00?oooooooooo02gooooo00?o o`00ooooooooool07_ooool00ooo003oooooo`000002ooooo`03o`000?oooooooooo00Gooooo00Go 0000ooooooooooooooooo`000005ooooo`03o`000?oooooooooo00;ooooo0_oo0002ooooo`03ool0 0?oooooooooo01Sooooo00?oo`00ooooooooool0:_ooool00ooo003oooooooooo`06ooooo`03ool0 0?oooooooooo03;ooooo000Yooooo`03ool00?oooooooooo02gooooo00?oo`00ooooooooool06Ooo ool5o`000003ool00?oooooo000000;ooooo00?o0000ooooooooool02Oooool00ol0003ooooooooo o`03ooooo`;o00000ooo0004ooooo`03ool00?oooooooooo01Sooooo00?oo`00ooooooooool0:_oo ool00ooo003oooooooooo`07ooooo`03ool00?oooooooooo037ooooo000Yooooo`03ool00?oooooo oooo02gooooo00?oo`00ooooooooool07_ooool00ooo003oooooo`000002ooooo`03o`000?oooooo oooo00Wooooo00?o0000ooooooooool00oooool2ool000Sooooo00?oo`00ooooooooool05oooool0 0ooo003oooooooooo`0Zooooo`03ool00?oooooooooo00Sooooo0_oo000aooooo`00:Oooool00ooo 003oooooooooo`0^ooooo`03ool00?oooooooooo01cooooo00Coo`00oooooooooooo00000_ooool0 0ol0003oooooooooo`05ooooo`Co00001?ooool2ool00003o`000?oooooooooo00Sooooo00?oo`00 ooooooooool05_ooool00ooo003oooooooooo`0Yooooo`03ool00?oooooooooo00_ooooo00?oo`00 ooooooooool0;_ooool002Wooooo00?oo`00ooooooooool0;_ooool00ooo003oooooooooo`0Loooo o`04ool00?ooooooooooo`0000;ooooo00?o0000ooooooooool01Oooool00ol0003oooooooooo`04 ooooo`04ool00?ooooooooooo`0000_ooooo00?oo`00ooooooooool05Oooool00ooo003ooooooooo o`0Yooooo`03ool00?oooooooooo00cooooo00?oo`00ooooooooool0;Oooool002Wooooo00?oo`00 ooooooooool0;_ooool00ooo003oooooooooo`0Looooo`04ool00?ooooooooooooooo`;o00002?oo ool5o`0000;oo`000oooool00ol0003oooooooooo`09ooooo`03ool00?oooooooooo01Gooooo00?o o`00ooooooooool0:?ooool00ooo003oooooooooo`0>ooooo`03ool00?oooooooooo02cooooo000Y ooooo`03ool00?oooooooooo02oooooo00?oo`00ooooooooool04ooooolKool000Gooooo00?o0000 ooooooooool02_ooool00ooo003oooooooooo`0Dooooo`03ool00?oooooooooo02Sooooo00?oo`00 ooooooooool03oooool00ooo003oooooooooo`0[ooooo`00:Oooool00ooo003oooooooooo`0_oooo o`03ool00?oooooooooo00gooooo1_oo0007ooooo`03ool00?oooooooooo00kooooo2?oo00000ol0 003oooooooooo`0;ooooo`03ool00?oooooooooo01?ooooo00?oo`00ooooooooool09oooool00ooo 003oooooooooo`0Aooooo`03ool00?oooooooooo02[ooooo000Yooooo`03ool00?oooooooooo02oo oooo00?oo`00ooooooooool01_ooool7ool000gooooo00?oo`00ooooooooool03?ooool2ool000So oooo1?oo000:ooooo`03ool00?oooooooooo01?ooooo00?oo`00ooooooooool09oooool00ooo003o ooooooooo`0Booooo`03ool00?oooooooooo02Wooooo000Yooooo`03ool00?oooooooooo033ooooo 00?oo`00ooooooooool00_ooool3ool001Cooooo00?oo`00ooooooooool02_ooool2ool000[ooooo 00Co0000oooooooooooooooo1?oo0007ooooo`03ool00?oooooooooo017ooooo00?oo`00oooooooo ool09oooool00ooo003oooooooooo`0Cooooo`03ool00?oooooooooo02Wooooo000Yooooo`03ool0 0?oooooooooo033ooooo00?oo`00oooooooo00000_oo000Gooooo`03ool00?oooooooooo00Wooooo 00?oo`00ooooooooool02_ooool00ol0003oooooooooo`05ooooo`Coo`001?ooool00ooo003ooooo ooooo`0@ooooo`03ool00?oooooooooo02Oooooo00?oo`00ooooooooool05?ooool00ooo003ooooo ooooo`0Xooooo`00:Oooool00ooo003oooooooooo`0_ooooo`?oo`006Oooool00ooo003ooooooooo o`09ooooo`03ool00?oooooooooo00_ooooo00?o0000ooooooooool02Oooool4ool00003oooooooo 003ooooo013ooooo00?oo`00ooooooooool09oooool00ooo003oooooooooo`0Eooooo`03ool00?oo oooooooo02Oooooo000Yooooo`03ool00?oooooooooo02cooooo0ooo0002ooooo`03ool00?oooooo oooo01Oooooo00?oo`00ooooooooool02?ooool00ooo003oooooooooo`0ooooo`04ool00?ooooooooooo`00 01cooooo00?o0000ooooooooool02Oooool00ooo003oooooo`00000Kooooo`03o`000?oooooooooo 007ooooo0006ooooo`05o`000?ooooooooooooooool000006Oooool00ol0003oooooooooo`07oooo o`;o000000?oo`00o`000?ooool02Oooool00ooo003oooooooooo`0>ooooo`03o`000?oooooooooo 01Kooooo00Coo`00oooooooooooo00000_ooool01Ol0003oooooooooooooooooo`0000?ooooo00Co 0000ool00?l0003o00006Oooool2o`0001Sooooo00Coo`00oooooooooooo00000_ooool00ooo003o ooooooooo`02ooooo`Co00002?ooool00ooo003oooooooooo`0ooooo`;o00006?ooool0 1?oo003oooooooooool00002ooooo`05o`000?oooooooooooooooooo00000oooool00ol0003oo`00 ooooo`0Jooooo`03o`000?oooooooooo01Oooooo00Ko0000ool00?oooooo0000oooooooo0005oooo o`03o`000?oooooooooo00[ooooo00?oo`00ooooooooool02_ooool01?oo003oooooooooooooool2 o`0001_ooooo0_l00009ooooo`04o`000?ooooooooooool001Wooooo00Go0000oooooooooooooooo o`000002ooooo`001oooool3o`0001[ooooo00?o0000ooooooooool01oooool3o`000003ool00?l0 003ooooo00Kooooo00?oo`00ooooooooool04?ooool00ol0003oooooooooo`0Gooooo`03ool00?oo oooooooo00;o00000oooool00ooo003oooooooooo`02ooooo`03o`000?oo003o000000;o00006?oo ool00ol0003oooooooooo`0Hooooo`05ool00?l0003ooooooooooooo00001Oooool5o`0000Wooooo 0_oo0009ooooo`03ool00?oooooooooo00?ooooo00?o0000ooooooooool06_ooool00ol0003ooooo ooooo`07ooooo`?o000000?oo`00o`000?ooool06?ooool3o`0000?ooooo000booooo`03ool00?oo oooooooo00Cooooo00?oo`00ooooooooool0:oooool00ooo003oooooooooo`04ooooo`03ool00?oo oooooooo00Cooooo00?oo`00ooooooooool06Oooool00ol0003oooooooooo`0Hooooo`05ool00?oo oooooooooooooooo00005Oooool00ooo003oooooooooo`05ooooo`03ool00?oooooooooo02kooooo 00?oo`00ooooooooool07_ooool003;ooooo00?oo`00ooooooooool01?ooool00ooo003ooooooooo o`0/ooooo`03ool00?oooooooooo00;ooooo00?oo`00ooooooooool01Oooool00ooo003ooooooooo o`0Iooooo`03o`000?oooooooooo01Wooooo00?oo`00oooooooo00005oooool00ooo003ooooooooo o`03ooooo`03ool00?oooooooooo033ooooo00?oo`00ooooooooool07Oooool003?ooooo00?oo`00 ooooooooool00_ooool00ooo003oooooooooo`0^ooooo`04ool00?ooooooooooool000Sooooo00?o o`00ooooooooool06Oooool00ol0003oooooooooo`0Iooooo`03ool00?ooooooo`0001Sooooo00Go o`00ooooooooooooooooool0000cooooo`03ool00?oooooooooo01gooooo000dooooo`04ool00?oo ooooooooool0037ooooo00Coo`00ooooooooooooo`002?ooool00ooo003oooooooooo`0Iooooo`03 o`000?oooooooooo01[ooooo0_oo000Iooooo`03ool00?ooooooo`0003Cooooo00?oo`00oooooooo ool07Oooool000Kooooo;ol00002ool003?o00000_oo0009o`000003ool00?l0003o000003Ko0000 00?oo`00o`000?l000006Ol000000ooo003o0000o`00000co`000003ool00?l0003o000001[o0000 0oooool000Kooooo00?o0000ooooooooool00oooool00ol0003oooooooooo`04ooooo`03o`000?oo oooooooo00Cooooo00?o0000ooooooooool01?ooool00ol0003oooooooooo`04ooooo`03o`000?oo oooooooo00Cooooo00?o0000ooooooooool00oooool2ool000Kooooo00?o0000ooooooooool01?oo ool00ol0003oooooooooo`04ooooo`03o`000?oooooooooo00Cooooo00?o0000ooooooooool01?oo ool00ol0003oooooooooo`04ooooo`03o`000?oooooooooo00Cooooo00?o0000ooooooooool00_oo 0002ooooo`03o`000?oooooooooo00Cooooo00?oo`00ooooooooool01?ooool00ol0003ooooooooo o`04ooooo`03o`000?oooooooooo00Cooooo00?o0000ooooooooool01?ooool00ol0003ooooooooo o`03ooooo`03o`000?oooooooooo00Cooooo00?o0000ooooooooool01?ooool00ol0003ooooooooo o`04ooooo`04o`000?ooooooo`00ool000?ooooo00?o0000ooooooooool01?ooool00ol0003ooooo ooooo`04ooooo`03o`000?oooooooooo00Cooooo00Co0000ool00?ooooooo`000oooool00ol0003o ooooooooo`04ooooo`03o`000?oooooooooo00Cooooo00?o0000ooooooooool01?ooool00ol0003o ooooooooo`04ooooo`03o`000?oooooooooo00Cooooo00?o0000ooooooooool01?ooool00ol0003o ooooooooo`04ooooo`03ool00?oooooooooo00Cooooo00?o0000ooooooooool01?ooool00ol0003o ooooooooo`04ooooo`03o`000?oooooooooo00Cooooo00?o0000ooooooooool00Oooool000Kooooo 00?o0000ooooooooool07oooool00ol0003oooooooooo`09ooooo`04ool00?ooooooooooool001?o oooo00?o0000ooooooooool06oooool00ooo003oooooool00002ooooo`03o`000?oooooooooo00Co oooo00?oo`00ooooooooool06Oooool00ol0003oooooooooo`0Jooooo`;oo`000oooool00ol0003o ooooooooo`0Booooo`05ool00?oooooooooooooooooo00002Oooool00ol0003oooooooooo`0Poooo o`03o`000?oooooooooo00Cooooo00?oo`00ooooooooool06Oooool00ol0003oooooooooo`01oooo o`00ooooo`03ool00?oooooooooo02_ooooo 00?oo`00ooooooooool07_ooool0033ooooo00?oo`00ooooooooool02_ooool00ooo003ooooooooo o`0Uooooo`03ool00?oooooooooo00Sooooo00?oo`00ooooooooool00_ooool00ooo003ooooooooo o`0Iooooo`03o`000?oooooooooo01Oooooo00?oo`00ooooooooool00oooool00ooo003ooooooooo o`0ooooo`;oo`006oooool00ol0003oooooooooo`0Eooooo`03ool00?oooooooooo 00Kooooo00?oo`00ooooooooool01Oooool2ool001Sooooo00?oo`00ooooooooool09oooool00ooo 003oooooooooo`0Oooooo`00;Oooool00ooo003oooooooooo`0Dooooo`03ool00?oooooooooo01_o oooo00?oo`00ooooooooool04?ooool00ooo003oooooooooo`0Iooooo`03o`000?oooooooooo01Go oooo00?oo`00ooooooooool01_ooool00ooo003oooooooooo`04ooooo`03ool00?oooooooooo01Wo oooo00?oo`00ooooooooool09_ooool00ooo003oooooooooo`0Oooooo`00;?ooool00ooo003ooooo ooooo`0Fooooo`;oo`006oooool00ooo003oooooooooo`0Aooooo`03ool00?oooooooooo01Sooooo 0_l0000Fooooo`03ool00?oooooooooo00Oooooo00Coo`00oooooooooooooooo0_oo000Mooooo`03 ool00?oooooooooo02Cooooo00?oo`00ooooooooool08?ooool002cooooo00?oo`00ooooooooool0 6?ooool00ooo003oooooooooo`0Gooooo`03ool00?oooooooooo01;ooooo0_oo000Iooooo`03o`00 0?oooooooooo01Cooooo00?oo`00ooooooooool02?ooool01?oo003oooooool00?oo000Pooooo`03 ool00?oooooooooo02;ooooo00?oo`00ooooooooool08Oooool002cooooo00?oo`00ooooooooool0 6Oooool00ooo003oooooooooo`0Fooooo`03ool00?oooooooooo01;ooooo00Coo`00oooooooo003o o`005oooool00ol0003oooooooooo`0Dooooo`03ool00?oooooooooo00Sooooo0_oo000Rooooo`03 ool00?oooooooooo02;ooooo00?oo`00ooooooooool08Oooool002_ooooo00?oo`00ooooooooool0 6oooool2ool001Gooooo00?oo`00ooooooooool04oooool01Ooo003oooooooooooooooooo`0001Ko oooo00?o0000ooooooooool04oooool00ooo003oooooooooo`08ooooo`;oo`009?ooool00ooo003o ooooooooo`0Pooooo`03ool00?oooooooooo02;ooooo000[ooooo`03ool00?oooooooooo01gooooo 0_oo000Cooooo`03ool00?oooooooooo01?ooooo00?oo`00ooooooooool00_ooool00ooo003ooooo ooooo`0Cooooo`03o`000?oooooooooo01?ooooo00?oo`00ooooooooool01_ooool2ool00003oooo oooo003ooooo02Cooooo00?oo`00ooooooooool07oooool00ooo003oooooooooo`0Rooooo`00:ooo ool00ooo003oooooooooo`0Oooooo`;oo`004?ooool00ooo003oooooooooo`0Dooooo`03ool00?oo oooooooo00?ooooo00?oo`00ooooooooool04_ooool00ol0003oooooooooo`0Booooo`03ool00?oo oooooooo00Cooooo0ooo0003ooooo`03ool00?oooooooooo02?ooooo00?oo`00ooooooooool07_oo ool00ooo003oooooooooo`0Sooooo`00:oooool00ooo003oooooooooo`0Qooooo`;oo`003_ooool0 0ooo003oooooooooo`0Dooooo`03ool00?oooooooooo00Cooooo00?oo`00ooooooooool04Oooool0 0ol0003oooooooooo`0Booooo`03ool00?oooooooooo00;ooooo0_oo0007ooooo`03ool00?oooooo oooo02?ooooo00?oo`00ooooooooool07Oooool00ooo003oooooooooo`0Sooooo`00:_ooool00ooo 003oooooooooo`0Tooooo`;oo`003?ooool00ooo003oooooooooo`0Dooooo`03ool00?oooooooooo 00Gooooo0_oo000Aooooo`;o00004_ooool01?oo003oooooooooooooool2ool000Wooooo00?oo`00 ooooooooool09?ooool00ooo003oooooooooo`0Kooooo`03ool00?oooooooooo02Cooooo000Zoooo o`03ool00?oooooooooo02Kooooo0_oo0009ooooo`03ool00?oooooooooo01Kooooo00?oo`00oooo ooooool01_ooool00ooo003oooooooooo`0>ooooo`03o`000?oooooooooo013ooooo00?oo`00oooo oooo00000_oo000;ooooo`03ool00?oooooooooo02Cooooo00?oo`00ooooooooool06oooool00ooo 003oooooooooo`0Tooooo`00:_ooool00ooo003oooooooooo`0Xooooo`?oo`001_ooool00ooo003o ooooooooo`0Fooooo`03ool00?oooooooooo00Oooooo00?oo`00ooooooooool03Oooool00ol0003o ooooooooo`0?ooooo`?oo`003_ooool00ooo003oooooooooo`0Uooooo`03ool00?oooooooooo01Wo oooo00?oo`00ooooooooool09Oooool002Wooooo00?oo`00ooooooooool0;?ooool4ool00003oooo oooo003ooooo01Sooooo00?oo`00ooooooooool02?ooool00ooo003oooooooooo`0ooooo`03 ool00?oooooooooo00gooooo00?oo`00ooooooooool01?ooool7ool000[ooooo00?oo`00oooooooo ool04_ooool00ooo003oooooooooo`0Vooooo`03ool00?oooooooooo01;ooooo00?oo`00oooooooo ool0:_ooool002Wooooo00?oo`00ooooooooool0;oooool00ooo003oooooooooo`0ooooo`Koo`000_ooool00ol0003oooooooooo`0_ooool002[ooooo00?o o`00ooooooooool0:_ooool00ooo003oooooooooo`0Sooooo`03ool00?oooooooooo017ooooo00?o 0000oooooooo00005?ooool3ool000[ooooo00?oo`00ooooooooool08_ooool3ool000Kooooo00?o o`00ooooooooool0>_ooool002_ooooo00?oo`00ooooooooool0:Oooool00ooo003oooooooooo`0T ooooo`03ool00?oooooooooo013ooooo00?o0000ool00?ooool05oooool4ool000Kooooo00?oo`00 ooooooooool06_ooool8ool000[ooooo00?oo`00ooooooooool0>Oooool002_ooooo00?oo`00oooo ooooool0:Oooool00ooo003oooooooooo`0Tooooo`03ool00?oooooooooo013ooooo00?oo`00oooo ooooool06oooool8ool001Oooooo1?oo000Booooo`03ool00?oooooooooo03Wooooo000/ooooo`03 ool00?oooooooooo02Sooooo00?oo`00ooooooooool09Oooool00ooo003oooooooooo`0>ooooo`03 ool00?l0003ooooo02;ooooo00?oo`00oooooooo00005_oo000Fooooo`03ool00?oooooooooo03Wo oooo000/ooooo`03ool00?oooooooooo02Sooooo00?oo`00ooooooooool09Oooool00ooo003ooooo ooooo`0Oooool002gooooo00?oo`00 ooooooooool09_ooool00ooo003oooooooooo`0Wooooo`03ool00?oooooooooo00Sooooo00?oo`00 ooooooooool00oooool00ol0003oooooooooo`0Pooooo`03ool00?oooooooooo02gooooo00?oo`00 ooooooooool0>Oooool002kooooo00?oo`00ooooooooool09Oooool00ooo003oooooooooo`0Xoooo o`03ool00?oooooooooo00Kooooo00?oo`00ooooooooool01?ooool00ol0003oooooooooo`0Poooo o`03ool00?oooooooooo02kooooo00?oo`00ooooooooool0>?ooool002kooooo00?oo`00oooooooo ool09Oooool00ooo003oooooooooo`0Xooooo`03ool00?oooooooooo00Cooooo0_oo0007ooooo`03 o`000?oooooooooo023ooooo00?oo`00ooooooooool0;_ooool00ooo003oooooooooo`0hooooo`00 ;oooool00ooo003oooooooooo`0Tooooo`03ool00?oooooooooo02Wooooo00?oo`00ooooooooool0 0_ooool00ooo003oooooooooo`07ooooo`03o`000?oooooooooo023ooooo00?oo`00ooooooooool0 ;_ooool00ooo003oooooooooo`0hooooo`00;oooool00ooo003oooooooooo`0Tooooo`03ool00?oo oooooooo02Wooooo00?oo`00ooooooooool00_oo000:ooooo`03o`000?oooooooooo023ooooo00?o o`00ooooooooool0;_ooool00ooo003oooooooooo`0hooooo`00Oooool003Kooooo0_oo000Nooooo`03ool00?oooooo oooo02;ooooo00?oo`00ooooooooool02?ooool00ooo003oooooooooo`08ooooo`03o`000?oooooo oooo01kooooo00?oo`00ooooooooool0;oooool00ooo003oooooooooo`0iooooo`00>?ooool00ooo 003oooooooooo`0Kooooo`03ool00?oooooooooo023ooooo0_oo000;ooooo`03ool00?oooooooooo 00Sooooo00?o0000ooooooooool07_ooool00ooo003oooooooooo`0_ooooo`03ool00?oooooooooo 03Wooooo000iooooo`;oo`006oooool00ooo003oooooooooo`0Oooooo`03ool00?oooooooooo00co oooo00?oo`00ooooooooool01oooool2o`0001oooooo00?oo`00ooooooooool0;oooool00ooo003o ooooooooo`0iooooo`00>oooool2ool001Wooooo00?oo`00ooooooooool07Oooool2ool000oooooo 00?oo`00ooooooooool01oooool00ol0003oooooooooo`0Nooooo`03ool00?oooooooooo02oooooo 00?oo`00ooooooooool0>Oooool003gooooo0_oo000Gooooo`03ool00?oooooooooo01[ooooo0ooo 000Booooo`03ool00?oooooooooo00Kooooo00?o0000ooooooooool07Oooool00ooo003ooooooooo o`0`ooooo`03ool00?oooooooooo03Wooooo000oooooo`;oo`005Oooool00ooo003oooooooooo`0H ooooo`;oo`005_ooool00ooo003oooooooooo`05ooooo`03o`000?oooooooooo01gooooo00?oo`00 ooooooooool0;oooool00ooo003oooooooooo`0jooooo`00@Oooool00ooo003oooooooooo`0Coooo o`03ool00?oooooooooo01Cooooo0ooo000Gooooo`;o000000?oo`00ooooooooool01?ooool00ol0 003oooooooooo`0Mooooo`03ool00?oooooooooo02oooooo00?oo`00ooooooooool0>_ooool004;o oooo0ooo000Booooo`03ool00?oooooooooo013ooooo1?oo000Kooooo`03o`000?ooooooo`0000Go oooo00?o0000ooooooooool07?ooool00ooo003oooooooooo`0`ooooo`03ool00?oooooooooo03[o oooo0015ooooo`Coo`003_ooool00ooo003oooooooooo`0ooooo`00Goooool00ooo003oooooooooo`0_ooooo`03o`000?oooooooooo013ooooo00?o o`00ooooooooool00oooool2ool002;ooooo0_oo001@ooooo`00H?ooool00ooo003oooooooooo`0^ ooooo`03o`000?oooooooooo00oooooo00?oo`00ooooooooool01_ooool2ool001kooooo0_oo001B ooooo`00HOooool00ooo003oooooooooo`0]ooooo`03o`000?oooooooooo00kooooo00?oo`00oooo ooooool02Oooool3ool001Wooooo0_oo001Dooooo`00H_ooool00ooo003oooooooooo`0/ooooo`03 o`000?oooooooooo00cooooo0_oo000?ooooo`Koo`003_ooool5ool005Kooooo001Sooooo`03ool0 0?oooooooooo02_ooooo00?o0000ooooooooool02oooool00ooo003oooooooooo`0Eooooo`koo`00 Foooool006Cooooo00?oo`00ooooooooool0:_ooool00ol0003oooooooooo`0:ooooo`03ool00?oo oooooooo07oooooo001Tooooo`03ool00?oooooooooo02[ooooo0_l0000:ooooo`03ool00?oooooo oooo083ooooo001Uooooo`03ool00?oooooooooo02Wooooo00?o0000ooooooooool02?ooool00ooo 003oooooooooo`21ooooo`00I_ooool00ooo003oooooooooo`0Xooooo`03o`000?oooooooooo00Oo oooo00?oo`00ooooooooool0P_ooool006Oooooo0_oo000Xooooo`03o`000?oooooooooo00Kooooo 00?oo`00ooooooooool0Poooool006Wooooo00?oo`00ooooooooool09Oooool00ol0003ooooooooo o`04ooooo`;oo`00Q_ooool006[ooooo00?oo`00ooooooooool03oooool3o`0000Cooooo00?o0000 ooooooooool00_ooool3o`0000Kooooo00?o0000ooooooooool00_ooool2ool008Sooooo001[oooo o`;oo`004?ooool00ol0003oooooooooo`07ooooo`05o`000?ooooooooooooooool000001Oooool0 0ol0003oooooooooo`02ool008[ooooo001]ooooo`;oo`003_ooool00ol0003oooooooooo`0;oooo o`03o`000?oooooooooo00?ooooo0_l000000ooo003oooooooooo`2:ooooo`00Koooool2ool000co oooo00?o0000ooooooooool02oooool00ol0003oooooooooo`03ooooo`03o`000?oo003ooooo08co oooo001aooooo`;oo`002_ooool00ol0003oooooooooo`07ooooo`Co00001?ooool3ool008kooooo 001cooooo`?oo`001_ooool2o`0000Wooooo00?o0000ooooooooool00_ooool3ool000;ooooo00?o 0000ooooooooool0S?ooool007Kooooo1?oo0003ooooo`03o`000?oooooooooo00Oooooo1Ooo0005 ooooo`03o`000?oooooooooo08cooooo001jooooo`goo`002_ooool00ol0003oooooooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell["Non-rational gear ratios", "Subsection"], Cell["\<\ In the case the ratio c is not a rational number, such curves \ do not close after a finite number of turns.\ \>", "Text"], Cell[BoxData[ \(\(c = \(-\ 1\)/\[ExponentialE];\)\)], "Input", CellAutoOverwrite->False], Cell[BoxData[{ \(\(length1 = 1;\)\), "\n", \(\(length2 = .6\ ;\)\)}], "Input", CellAutoOverwrite->False], Cell[CellGroupData[{ Cell[BoxData[ \(Clear[x, y]; x[t_] = ComplexExpand[Re[position[t]]]; y[t_] = ComplexExpand[Im[position[t]]]\)], "Input", CellAutoOverwrite->False], Cell[BoxData[ \(Sin[t] - 0.6`\ Sin[t\/\[ExponentialE]]\)], "Output"] }, Open ]], Cell[BoxData[ RowBox[{\(move[until_]\), ":=", RowBox[{"ParametricPlot", "[", RowBox[{\({x[t], y[t]}\), ",", \({t, 0, until}\), "\n", StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(AspectRatio -> Automatic\), FontColor->GrayLevel[0.500008]], StyleBox["\n", FontColor->GrayLevel[0.500008]], StyleBox["\t", FontColor->GrayLevel[0.500008]], StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(PlotRange -> {{\(-2\), 2}, {\(-2\), 2}}\), FontColor->GrayLevel[0.500008]], StyleBox["\n", FontColor->GrayLevel[0.500008]], StyleBox["\t", FontColor->GrayLevel[0.500008]], StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(PlotStyle -> Hue[0]\), FontColor->GrayLevel[0.500008]]}], "]"}]}]], "Input", CellAutoOverwrite->False], Cell[CellGroupData[{ Cell[BoxData[ \(move[4 \[Pi]]\)], "Input", CellAutoOverwrite->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .9 .5 m .89997 .50302 L .89988 .50577 L .89972 .50894 L .89949 .51194 L .89894 .51725 L .89811 .52301 L .89692 .52931 L .89534 .53596 L .89172 .54773 L .88691 .55964 L .88143 .57052 L .86558 .59403 L .85549 .60547 L .84481 .61572 L .82205 .63307 L .79395 .64863 L .77657 .65586 L .75958 .66147 L .74321 .66568 L .73438 .6675 L .72488 .66913 L .71644 .6703 L .70705 .6713 L .70289 .67165 L .69841 .67196 L .69416 .67219 L .69027 .67235 L .68616 .67247 L .68178 .67253 L .67803 .67254 L .67388 .67249 L .66941 .67238 L .66689 .67229 L .66458 .6722 L .66004 .67195 L .6558 .67167 L .64809 .67101 L .63963 .67008 L .62249 .66753 L .6038 .66374 L .58355 .65844 L .54714 .64571 L .51258 .62957 L .48191 .61157 L .42282 .56485 L .39345 .53368 L .36928 .50207 L .34786 .46709 L .33136 .43254 L Mistroke .3199 .40085 L .31486 .38279 L .31112 .36605 L .30808 .34779 L .30684 .33757 L .30638 .33273 L .30601 .32823 L .30573 .32396 L .30552 .32008 L .30536 .31579 L .30525 .31121 L .30521 .30682 L .30521 .30436 L .30524 .30209 L .30533 .29793 L .30549 .29354 L .3057 .28962 L .30593 .28605 L .30662 .27808 L .30742 .27113 L .30845 .26391 L .31126 .24888 L .31529 .23302 L .3205 .21719 L .32635 .20296 L .33953 .17838 L .35674 .15519 L .36759 .14385 L .37843 .13439 L .39944 .12023 L .41124 .1143 L .4243 .10919 L .43098 .10713 L .43834 .10526 L .44537 .10387 L .44874 .10333 L .45192 .1029 L .455 .10255 L .45783 .1023 L .46099 .10208 L .46265 .10199 L .4644 .10192 L .46769 .10184 L .47076 .10184 L .47413 .10192 L .47602 .102 L .47774 .10209 L .48081 .10231 L .48368 .10257 L .49022 .10339 L Mistroke .49657 .10448 L .50337 .10597 L .51557 .10949 L .52656 .11365 L .53906 .11956 L .55231 .12734 L .5751 .14491 L .59612 .16713 L .61281 .19069 L .62097 .20505 L .62884 .22153 L .63526 .2378 L .64038 .25364 L .64467 .27028 L .64778 .2859 L .6491 .29437 L .65029 .3037 L .65083 .30887 L .65125 .31368 L .65158 .31826 L .65187 .32322 L .65208 .32801 L .65221 .33242 L .65228 .33665 L .6523 .34111 L .65228 .34349 L .65225 .34604 L .65213 .35064 L .65203 .35346 L .65192 .35612 L .65165 .36112 L .65087 .37132 L .64989 .38075 L .64673 .40214 L .64311 .4199 L .63824 .43891 L .62687 .47288 L .60918 .51214 L .58929 .54638 L .54185 .60629 L .51056 .63557 L .47929 .6592 L .44421 .68027 L .41006 .69602 L .3789 .70666 L .36131 .71115 L .34521 .71433 L .33681 .71563 L .3289 .71663 L .32455 .71709 L Mistroke .31984 .71751 L .31593 .71779 L .31165 .71805 L .30763 .71822 L .30388 .71833 L .29994 .71839 L .29572 .71839 L .29182 .71833 L .28814 .71822 L .28485 .71808 L .28127 .71788 L .2767 .71754 L .27242 .71716 L .26451 .71624 L .25612 .71499 L .2472 .71331 L .23156 .70946 L .21775 .70502 L .19153 .6934 L .16969 .67967 L .14905 .66175 L .13914 .65054 L .13119 .63967 L .1247 .62893 L .1189 .61705 L .11485 .60657 L .11137 .5947 L .10989 .58795 L .10882 .5817 L .10834 .57813 L .10797 .57478 L .10768 .57129 L .10755 .56943 L .10745 .56745 L .10734 .56408 L .10731 .56218 L .1073 .56043 L .10735 .5572 L .10748 .55377 L .10766 .55071 L .10789 .54783 L .10863 .54129 L .1097 .53455 L .11097 .52832 L .11483 .51426 L .11936 .50202 L .12533 .4892 L .13993 .4656 L .15665 .44556 L .1795 .4247 L Mistroke .20379 .40777 L .2337 .39205 L .25151 .38479 L .26844 .37912 L .28406 .37484 L .30154 .37107 L .31133 .36939 L .32048 .36809 L .32989 .36703 L .3388 .36626 L .34644 .36579 L .35076 .36559 L .35473 .36546 L .35885 .36537 L .36336 .36533 L .36809 .36534 L .3725 .36541 L .37722 .36555 L .38168 .36573 L .3857 .36594 L .39005 .36622 L .39985 .36704 L .40889 .36803 L .42704 .37067 L .4465 .3745 L .48134 .38398 L .52177 .39943 L .55716 .41732 L .6196 .4611 L .65042 .49047 L .67551 .52007 L .69494 .5482 L .71237 .57978 L .72062 .59823 L .72706 .61531 L .7365 .64894 L .7366 .6494 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgooooo`03ool00?oooooooooo07_ooooo 001^ooooo`03ool00?oooooooooo00cooooo00?o0000ooooooooool01oooool5o`0000Gooooo00?o 0000ooooooooool03oooool00ooo003oooooooooo`1jooooo`00KOooool00ooo003oooooooooo`0Q ooooo`03o`000?oooooooooo013ooooo00?oo`00ooooooooool0NOooool006cooooo00?oo`00oooo ooooool08_ooool00ol0003oooooooooo`0Aooooo`03ool00?oooooooooo07Sooooo001[ooooo`03 ool00?oooooooooo02?ooooo00?o0000ooooooooool04_ooool00ooo003oooooooooo`1gooooo`00 J_ooool00ooo003oooooooooo`0Tooooo`;o00005?ooool00ooo003oooooooooo`1fooooo`00JOoo ool00ooo003oooooooooo`0Uooooo`03o`000?oooooooooo01Cooooo00?oo`00ooooooooool0MOoo ool006Wooooo00?oo`00ooooooooool09Oooool00ol0003oooooooooo`0Eooooo`03ool00?oooooo oooo07Cooooo001Xooooo`03ool00?oooooooooo02Kooooo00?o0000ooooooooool05_ooool00ooo 003oooooooooo`1cooooo`00Ioooool00ooo003oooooooooo`0Wooooo`03o`000?oooooooooo01Oo oooo00?oo`00ooooooooool0L_ooool006Kooooo00?oo`00ooooooooool0:?ooool00ol0003ooooo ooooo`0Gooooo`03ool00?oooooooooo07;ooooo001Vooooo`03ool00?oooooooooo02Sooooo00?o 0000ooooooooool06?ooool00ooo003oooooooooo`1aooooo`00IOooool00ooo003oooooooooo`0Y ooooo`;o00006_ooool00ooo003oooooooooo`1`ooooo`00I?ooool00ooo003oooooooooo`0Zoooo o`03o`000?oooooooooo01[ooooo00?oo`00ooooooooool0Koooool006Cooooo00?oo`00oooooooo ool0:_ooool00ol0003oooooooooo`0Jooooo`03ool00?oooooooooo06oooooo001Sooooo`03ool0 0?oooooooooo02_ooooo00?o0000ooooooooool06oooool00ooo003oooooooooo`1^ooooo`00H_oo ool00ooo003oooooooooo`0/ooooo`03o`000?oooooooooo01cooooo00?oo`00ooooooooool0KOoo ool006;ooooo00?oo`00ooooooooool0;?ooool00ol0003oooooooooo`0Looooo`03ool00?oooooo oooo06gooooo001Qooooo`03ool00?oooooooooo02gooooo00?o0000ooooooooool07Oooool00ooo 003oooooooooo`1/ooooo`00H?ooool00ooo003oooooooooo`0^ooooo`;o00007_ooool00ooo003o ooooooooo`1/ooooo`00H?ooool00ooo003oooooooooo`0^ooooo`03o`000?oooooooooo01kooooo 00?oo`00ooooooooool0Joooool0063ooooo00?oo`00ooooooooool0;_ooool00ol0003ooooooooo o`0Nooooo`03ool00?oooooooooo06_ooooo001Oooooo`03ool00?oooooooooo02oooooo00?o0000 ooooooooool07oooool00ooo003oooooooooo`1Zooooo`00Goooool00ooo003oooooooooo`0_oooo o`03o`000?oooooooooo01oooooo00?oo`00ooooooooool0J_ooool005oooooo00?oo`00oooooooo ool0;oooool00ol0003oooooooooo`0Oooooo`03ool00?oooooooooo06[ooooo001Nooooo`03ool0 0?oooooooooo033ooooo00?o0000ooooooooool08?ooool00ooo003oooooooooo`1Yooooo`00G_oo ool00ooo003oooooooooo`0`ooooo`;o00008Oooool00ooo003oooooooooo`1Yooooo`00G_ooool0 0ooo003oooooooooo`0`ooooo`03o`000?oooooooooo027ooooo00?oo`00ooooooooool0J?ooool0 05gooooo00?oo`00ooooooooool0ooooo`03ool00?oooooooooo01cooooo00Co 0000oooooooooooo00001oooool01?l0003oo`00ool00?oo0006ooooo`03o`000?oooooooooo02Ko oooo00?oo`00ooooooooool0Hoooool004[ooooo0_oo000Aooooo`03ool00?oooooooooo01cooooo 00Co0000oooooooooooo00001oooool01?l0003oooooooooooooool3ool000?ooooo00?o0000oooo ooooool09_ooool00ooo003oooooooooo`1Sooooo`00Aoooool3ool001?ooooo00?oo`00oooooooo ool07Oooool2o`0000Sooooo1Ol00002ooooo`?oo`0000?o0000ooooooooool09_ooool00ooo003o ooooooooo`1Sooooo`00AOooool2ool001Oooooo00?oo`00ooooooooool0_ooool2ool002Cooooo00?o o`00ooooooooool0;_ooool00ol0003oooooooooo`0:ooooo`;oo`006?ooool00ooo003ooooooooo o`1Uooooo`00>Oooool00ooo003oooooooooo`0Tooooo`03ool00?oooooooooo02kooooo00?o0000 ooooooooool03?ooool2ool001Kooooo00?oo`00ooooooooool0IOooool003Sooooo00?oo`00oooo ooooool09Oooool00ooo003oooooooooo`0^ooooo`03o`000?oooooooooo00kooooo00?oo`00oooo ooooool04oooool00ooo003oooooooooo`1Uooooo`00=oooool00ooo003oooooooooo`0Wooooo`03 ool00?oooooooooo02gooooo0_l0000@ooooo`;oo`004oooool00ooo003oooooooooo`1Uooooo`00 =_ooool00ooo003oooooooooo`0Xooooo`03ool00?oooooooooo02gooooo00?o0000ooooooooool0 4Oooool00ooo003oooooooooo`0@ooooo`03ool00?oooooooooo06Gooooo000eooooo`03ool00?oo oooooooo02[ooooo00?oo`00ooooooooool0;?ooool00ol0003oooooooooo`0Booooo`;oo`003ooo ool00ooo003oooooooooo`1Vooooo`00=?ooool00ooo003oooooooooo`0[ooooo`03ool00?oooooo oooo02cooooo00?o0000ooooooooool05?ooool00ooo003oooooooooo`0oooool00ooo003oooooooooo`0Nooooo`009?ooool00ooo003oooooooooo`1:ooooo`03ool0 0?oooooooooo01gooooo0_l0000Jooooo`03ool00?oooooooooo017ooooo00?oo`00ooooooooool0 >oooool00ooo003oooooooooo`0Nooooo`009?ooool00ooo003oooooooooo`1;ooooo`03ool00?oo oooooooo01cooooo00?o0000ooooooooool06?ooool00ooo003oooooooooo`0Cooooo`03ool00?oo oooooooo03[ooooo00?oo`00ooooooooool07_ooool002Cooooo00?oo`00ooooooooool0C?ooool0 0ooo003oooooooooo`0Kooooo`03o`000?oooooooooo01Sooooo00?oo`00ooooooooool05?ooool0 0ooo003oooooooooo`0iooooo`03ool00?oooooooooo01kooooo000Tooooo`03ool00?oooooooooo 04cooooo00?oo`00ooooooooool06oooool00ol0003oooooooooo`0Gooooo`03ool00?oooooooooo 01Kooooo00?oo`00ooooooooool0=oooool00ooo003oooooooooo`0Oooooo`009?ooool00ooo003o ooooooooo`1=ooooo`03ool00?oooooooooo01[ooooo00?o0000ooooooooool05_ooool00ooo003o ooooooooo`0Hooooo`03ool00?oooooooooo03Kooooo00?oo`00ooooooooool07oooool002Cooooo 00?oo`00ooooooooool0C_ooool00ooo003oooooooooo`0Iooooo`03o`000?oooooooooo01Kooooo 00?oo`00ooooooooool06Oooool00ooo003oooooooooo`0dooooo`03ool00?oooooooooo023ooooo 000Sooooo`03ool00?oooooooooo053ooooo00?oo`00ooooooooool06?ooool00ol0003ooooooooo o`0Eooooo`03ool00?oooooooooo01_ooooo00?oo`00ooooooooool0ooooo`03ool00?oooooooooo02Oooooo00?o o`00ooooooooool0:_ooool00ooo003oooooooooo`0Tooooo`009?ooool00ooo003oooooooooo`1L ooooo`03ool00?oooooooooo00_ooooo00?o0000ooooooooool03Oooool00ooo003oooooooooo`0Y ooooo`03ool00?oooooooooo02Sooooo00?oo`00ooooooooool09Oooool002Cooooo00?oo`00oooo ooooool0GOooool00ooo003oooooooooo`0:ooooo`03o`000?oooooooooo00cooooo00?oo`00oooo ooooool0:_ooool00ooo003oooooooooo`0Wooooo`03ool00?oooooooooo02Kooooo000Tooooo`03 ool00?oooooooooo05kooooo00?oo`00ooooooooool02Oooool00ol0003oooooooooo`0;ooooo`03 ool00?oooooooooo02_ooooo00?oo`00ooooooooool09_ooool00ooo003oooooooooo`0Wooooo`00 9?ooool00ooo003oooooooooo`1Oooooo`;oo`002Oooool00ol0003oooooooooo`0;ooooo`03ool0 0?oooooooooo02cooooo00?oo`00ooooooooool09?ooool00ooo003oooooooooo`0Xooooo`009?oo ool00ooo003oooooooooo`1Qooooo`03ool00?oooooooooo00Kooooo0_l0000;ooooo`03ool00?oo oooooooo02gooooo00?oo`00ooooooooool08oooool00ooo003oooooooooo`0Yooooo`009Oooool0 0ooo003oooooooooo`1Qooooo`03ool00?oooooooooo00Gooooo00?o0000ooooooooool02Oooool0 0ooo003oooooooooo`0_ooooo`03ool00?oooooooooo027ooooo00?oo`00ooooooooool0:_ooool0 02Gooooo00?oo`00ooooooooool0H_ooool00ooo003oooooooooo`04ooooo`03o`000?oooooooooo 00Oooooo0_oo000booooo`03ool00?oooooooooo023ooooo00?oo`00ooooooooool0:oooool002Go oooo00?oo`00ooooooooool0Hoooool2ool000Cooooo00?o0000ooooooooool01_ooool00ooo003o ooooooooo`0booooo`03ool00?oooooooooo01oooooo00?oo`00ooooooooool0;?ooool002Kooooo 00?oo`00ooooooooool0E?ooool2o`0000Cooooo00?o0000ooooooooool00_ooool3o`0000;ooooo 0_oo0002ooooo`03o`000?oooooooooo00Gooooo00?oo`00ooooooooool0=?ooool00ooo003ooooo ooooo`0Looooo`;oo`00;oooool002Oooooo00?oo`00ooooooooool0D_ooool01?l0003ooooooooo ool00007ooooo`05o`000?ooooooooooooooool000000oooool2ool00003o`000?oooooooooo00Co oooo00?oo`00ooooooooool0=Oooool00ooo003oooooooooo`0Kooooo`03ool00?oooooooooo02oo oooo000Wooooo`03ool00?oooooooooo05;ooooo00Co0000oooooooooooo00002oooool00ol0003o ooooooooo`03ooooo`03ool00?oooooooooo00?ooooo00?oo`00ooooooooool0=_ooool00ooo003o ooooooooo`0Jooooo`03ool00?oooooooooo033ooooo000Xooooo`03ool00?oooooooooo057ooooo 00Co0000oooooooooooo00002oooool00ol0003oooooooooo`03ooooo`03o`000?oo003oo`0000;o oooo00?oo`00ooooooooool0>?ooool00ooo003oooooooooo`0Hooooo`03ool00?oooooooooo037o oooo000Xooooo`03ool00?oooooooooo057ooooo00Co0000oooooooooooo00001oooool4o`0000Ko oooo00?o0000ooooooooool00_oo000kooooo`03ool00?oooooooooo01Oooooo00?oo`00oooooooo ool0<_ooool002Sooooo00?oo`00ooooooooool0DOooool01?l0003oooooooooool00007ooooo`03 o`000?oooooooooo00Oooooo00Go0000ooooooooooooo`00ooooo`02ool003Wooooo00?oo`00oooo ooooool05Oooool2ool003Gooooo000Yooooo`03ool00?oooooooooo057ooooo0_l00008ooooo`Go 00001Oooool00ol0003oo`00ool00004ooooo`;oo`00=oooool00ooo003oooooooooo`0Cooooo`;o o`00=oooool002[ooooo00?oo`00ooooooooool0I?ooool00ooo003oooooooooo`06ooooo`;oo`00 =Oooool00ooo003oooooooooo`0Aooooo`;oo`00>Oooool002[ooooo00?oo`00ooooooooool0Hooo ool00ooo003o0000ooooo`09ooooo`;oo`00=?ooool00ooo003oooooooooo`0>ooooo`;oo`00>ooo ool002_ooooo00?oo`00ooooooooool0H?ooool2ool00003ooooool0003ooooo00_ooooo0ooo000a ooooo`03ool00?oooooooooo00cooooo0_oo000mooooo`00;?ooool00ooo003oooooooooo`1Noooo o`04ool00?ooooooooooooooo`;o00003_ooool3ool002kooooo00?oo`00ooooooooool02Oooool3 ool003oooooo000]ooooo`03ool00?oooooooooo05cooooo00?oo`00ooooooooool00_ooool00ol0 003oooooooooo`0@ooooo`?oo`00=Oooool2ool004;ooooo000^ooooo`03ool00?oooooooooo05Wo oooo0_oo0005ooooo`03o`000?oooooooooo01?ooooo0ooo000`ooooo`;oo`00A?ooool002oooooo 0_oo001Gooooo`;oo`001oooool00ol0003oooooooooo`0Fooooo`?oo`00:_ooool3ool004Kooooo 000aooooo`03ool00?oooooooooo05?ooooo00?oo`00ooooooooool01oooool00ol0003ooooooooo o`0Iooooo`Coo`008_ooool4ool004Wooooo000booooo`03ool00?oooooooooo053ooooo0_oo000: ooooo`03o`000?oooooooooo01gooooo2Ooo000Booooo`Ooo`00COooool003?ooooo00?oo`00oooo ooooool0COooool2ool000cooooo00?o0000ooooooooool09_oooolBool005Cooooo000dooooo`03 ool00?oooooooooo04_ooooo00?oo`00ooooooooool03?ooool2o`0008gooooo000eooooo`;oo`00 BOooool2ool000oooooo00?o0000ooooooooool0S?ooool003Oooooo00?oo`00ooooooooool0@ooo ool3ool0017ooooo00?o0000ooooooooool0S?ooool003Sooooo0_oo0011ooooo`;oo`005?ooool0 0ol0003oooooooooo`2_ooool00ooo003oooooooooo`0kooooo`?oo`005_ooool00ol0 003oooooooooo`2oooool2ool003Wooooo0_oo000Iooooo`03o`000?oooooooooo08co oooo000mooooo`?oo`00"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ \(move[40 \[Pi]]\)], "Input", CellAutoOverwrite->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .9 .5 m .89675 .53007 L .88822 .55667 L .87197 .58558 L .85066 .61031 L .82621 .63027 L .80001 .64572 L .76774 .65894 L .73021 .66826 L .68989 .67237 L .64456 .67065 L .60089 .66306 L .56103 .65107 L .51557 .63113 L .46857 .60253 L .42787 .56959 L .39421 .53458 L .36447 .49489 L .35104 .47285 L .33863 .4489 L .32079 .4037 L .31028 .36161 L .3056 .32155 L .30599 .28528 L .31156 .24751 L .32319 .2103 L .34144 .17541 L .35413 .15825 L .36724 .14419 L .39417 .12332 L .40895 .11535 L .42597 .10864 L .45646 .10241 L .49009 .10337 L .52146 .1116 L .549 .12524 L .57794 .14753 L .60116 .17357 L .61248 .19016 L .62336 .20974 L .63899 .24899 L .64836 .28941 L .65226 .335 L .65048 .37536 L .64301 .42036 L .63572 .44741 L .6269 .4728 L .60554 .51902 L .576 .56564 L .53699 .61127 L Mistroke .49826 .64547 L .45334 .67529 L .40868 .69656 L .36741 .70972 L .34487 .71439 L .32041 .71746 L .29538 .71839 L .27269 .71718 L .23421 .7102 L .21418 .70369 L .19707 .69624 L .17855 .68578 L .16307 .67456 L .14802 .66068 L .13445 .64438 L .1248 .62911 L .11761 .61398 L .11187 .59665 L .10825 .57735 L .10825 .54432 L .11163 .52552 L .11693 .50822 L .1248 .49023 L .13391 .47439 L .14683 .45668 L .16082 .44129 L .19045 .41652 L .20824 .40511 L .22856 .39442 L .26579 .37993 L .31032 .36955 L .35865 .36537 L .40488 .36756 L .456 .37674 L .48156 .38405 L .50932 .39414 L .55393 .4155 L .59867 .44441 L .63671 .4766 L .66727 .50965 L .69251 .54435 L .71163 .57827 L .72748 .61654 L .73826 .65773 L .74264 .70019 L .74034 .73848 L .73314 .7705 L .7202 .80192 L .70041 .83153 L .67729 .85383 L Mistroke .66234 .864 L .64777 .87152 L .63004 .87801 L .61247 .88194 L .59508 .88362 L .57621 .8831 L .54204 .87616 L .52139 .86813 L .50243 .858 L .48611 .84694 L .46902 .83267 L .44269 .80391 L .41897 .76771 L .40148 .72957 L .38956 .69072 L .38143 .64179 L .37995 .59535 L .38161 .56928 L .38544 .54088 L .39772 .48982 L .41508 .44395 L .43569 .40414 L .46302 .36378 L .49638 .326 L .52866 .29761 L .56067 .27549 L .5973 .25634 L .6372 .2421 L .65989 .23693 L .68057 .23405 L .70284 .23298 L .72569 .23419 L .76182 .24147 L .78075 .24841 L .79719 .25663 L .82412 .27607 L .84394 .29798 L .86046 .32734 L .86933 .35829 L .87124 .37619 L .87108 .39341 L .86566 .42604 L .85239 .46094 L .84161 .48004 L .82969 .497 L .80548 .52383 L .77341 .55011 L .73444 .57321 L .69389 .59007 L .66927 .59746 L Mistroke .64156 .60353 L .61464 .60733 L .5893 .60913 L .54068 .60797 L .48918 .60018 L .46303 .59357 L .43548 .58453 L .38788 .56339 L .33635 .53095 L .29542 .49536 L .26445 .4593 L .24121 .42298 L .22559 .38921 L .2145 .35231 L .2094 .31264 L .20958 .29327 L .21187 .27271 L .22107 .23875 L .23527 .21057 L .25452 .18641 L .2768 .16807 L .29961 .15578 L .32687 .14723 L .35857 .14396 L .39365 .14754 L .4239 .15641 L .45674 .17232 L .49094 .19682 L .52376 .23005 L .54827 .26383 L .57053 .30569 L .58076 .33129 L .58844 .35554 L .5953 .3845 L .59974 .41258 L .60259 .46365 L .6013 .49268 L .59826 .51936 L .58841 .56649 L .57426 .60893 L .55361 .65269 L .52608 .6954 L .49227 .73418 L .45645 .76453 L .42217 .78584 L .38355 .80227 L .36393 .80777 L .34336 .81153 L .30744 .81303 L .27109 .80729 L Mistroke .25198 .80078 L .23539 .7927 L .20884 .77341 L .18926 .75118 L .18053 .73722 L .17287 .72086 L .16409 .68853 L .1621 .65761 L .1665 .62216 L .17853 .58475 L .19657 .55035 L .21903 .51978 L .24407 .49369 L .27604 .46779 L .31414 .44434 L .36051 .42373 L .40565 .41032 L .43156 .40521 L .46009 .40161 L .51244 .4003 L .56125 .40521 L .61136 .41673 L .65199 .43144 L .69346 .45239 L .73691 .48269 L .77048 .51475 L .78624 .53387 L .80099 .55557 L .81161 .57486 L .82101 .59655 L .82741 .61658 L .83149 .63536 L .83374 .65497 L .83381 .6757 L .8319 .69336 L .8279 .71125 L .81591 .74087 L .7979 .76691 L .78535 .77958 L .77237 .78982 L .74542 .8047 L .71321 .81444 L .68202 .81755 L .65144 .81548 L .61716 .80757 L .58037 .79254 L .54264 .76946 L .50428 .73642 L .47198 .69842 L .44637 .65808 L Mistroke .42588 .6142 L .41196 .57185 L .40181 .52095 L .39828 .4721 L .40004 .42951 L .40712 .3838 L .42004 .33817 L .43684 .29839 L .45634 .26426 L .47692 .23627 L .50348 .20816 L .53083 .1861 L .56213 .1676 L .59642 .15439 L .62579 .1485 L .65751 .14778 L .68973 .15363 L .70669 .15982 L .72131 .16725 L .74553 .18511 L .76653 .20923 L .78221 .23812 L .78847 .25617 L .7925 .27376 L .79533 .30798 L .7917 .34603 L .78257 .38081 L .76904 .41322 L .74882 .44785 L .72118 .48308 L .6857 .5172 L .64077 .54939 L .61836 .56207 L .59345 .57401 L .54643 .59115 L .49476 .60281 L .44537 .60752 L .40129 .60651 L .35495 .59993 L .31269 .58851 L .2759 .57366 L .23917 .55312 L .20488 .52688 L .17529 .49552 L .15397 .46325 L .14072 .43297 L .13284 .39962 L .13157 .37112 L .13607 .34094 L .14714 .31168 L Mistroke .16311 .28715 L .18248 .26744 L .20362 .25251 L .23158 .23943 L .26111 .23151 L .29822 .2282 L .32007 .22925 L .34059 .2321 L .37879 .24209 L .41893 .25926 L .45383 .28022 L .48479 .30429 L .51625 .33528 L .54628 .37323 L .57321 .41809 L .58507 .44326 L .59577 .47089 L .60342 .49553 L .61001 .52318 L .61675 .57245 L .61729 .6198 L .61136 .66931 L .59985 .71347 L .58459 .75091 L .56639 .78299 L .54343 .81302 L .51901 .83683 L .49499 .85432 L .46521 .86949 L .43195 .87909 L .40058 .88147 L .37248 .87794 L .34508 .86866 L .32158 .85503 L .29889 .83494 L .27886 .80792 L .26353 .7745 L .25491 .73877 L .25246 .7042 L .25574 .6647 L .2601 .64309 L .26668 .62017 L .28344 .57943 L .30837 .53704 L .34335 .49368 L .37934 .45993 L .42288 .42868 L .46771 .4046 L .51083 .38774 L .55694 .3757 L Mistroke .59995 .3697 L .6466 .36884 L .69435 .37437 L .73331 .38428 L .76715 .3976 L .80057 .41627 L .83152 .4405 L .85796 .47016 L .8759 .50031 L .88315 .51838 L .88774 .53506 L .89067 .55443 L .89107 .57263 L .88927 .59012 L .88504 .60816 L .87164 .63864 L .86108 .65423 L .84931 .66771 L .83442 .68113 L .81627 .69375 L .78248 .70983 L .76136 .71627 L .7407 .7204 L .70066 .72318 L .65598 .71908 L .61112 .70783 L .5693 .69081 L .53289 .67041 L .49564 .64329 L .45945 .60936 L .43013 .57443 L .40135 .53016 L .37976 .48539 L .36504 .44238 L .35616 .40204 L .35169 .35794 L .35297 .31237 L .3603 .26892 L .36694 .2459 L .37452 .22591 L .393 .1905 L .41468 .16161 L .42834 .14767 L .44391 .13475 L .474 .1168 L .49336 .10933 L .512 .10481 L .52887 .10286 L .54709 .10301 L .58026 .10949 L Mistroke .60941 .12266 L .62497 .13318 L .63821 .14456 L .65238 .15991 L .66409 .17595 L .67401 .19304 L .68291 .21274 L .69001 .23393 L .6956 .25877 L .69844 .28114 L .69939 .30611 L .69823 .33029 L .6954 .35281 L .68521 .39634 L .67019 .43654 L .6478 .47931 L .6175 .5223 L .57933 .56324 L .53827 .59681 L .49814 .62203 L .45214 .64351 L .40665 .658 L .36481 .66579 L .31734 .66827 L .27416 .66428 L .23696 .65538 L .20534 .64296 L .17451 .62515 L .14684 .60201 L .13365 .5871 L .12335 .57252 L .11414 .55572 L .10688 .53727 L .10053 .50519 L .10025 .48677 L .10217 .46968 L .11133 .43852 L .1258 .41179 L .14937 .38394 L .17786 .36147 L .21064 .34403 L .23123 .3363 L .25164 .3306 L .2954 .32397 L .3212 .3232 L .34535 .32442 L .38673 .3307 L .432 .3436 L .47821 .36359 L .51915 .38783 L Mistroke .56431 .42329 L .60193 .46232 L .63077 .50109 L .65603 .54602 L .66653 .57022 L .67589 .59718 L .68319 .62551 L .68769 .65189 L .69016 .69817 L .68846 .72321 L .68503 .74525 L .67485 .78152 L .66079 .81223 L .64091 .84139 L .61499 .86677 L .5857 .88497 L .56996 .89135 L .55218 .89611 L .51985 .89874 L .48964 .89445 L .45989 .88354 L .43338 .86739 L .41153 .84829 L .3905 .82303 L .37144 .79068 L .35629 .75169 L .34794 .71528 L .34398 .67272 L .34425 .64831 L .34658 .62127 L .35635 .57167 L .37257 .52401 L .3933 .48139 L .42445 .43404 L .45812 .39531 L .50228 .35677 L .54777 .32749 L .58978 .30797 L .63501 .29404 L .67342 .28773 L .71438 .2867 L .75601 .29232 L .77779 .29838 L .79644 .30563 L .82889 .32405 L .8543 .34619 L .87272 .37023 L .88638 .39899 L .89305 .42802 L .89368 .4555 L Mistroke .88819 .48611 L .87482 .51872 L .86523 .53448 L .85297 .55057 L .82593 .5771 L .80846 .59012 L .79089 .60095 L .77054 .61122 L .7466 .62074 L .70318 .63221 L .6781 .63593 L .654 .63769 L .60713 .63637 L .56378 .62978 L .51422 .61584 L .46875 .59657 L .42812 .57331 L .394 .54843 L .36071 .51805 L .32945 .48179 L .3053 .44558 L .28764 .41089 L .275 .37705 L .26631 .34127 L .26229 .30308 L .26416 .26394 L .27157 .22952 L .28278 .20104 L .3009 .17181 L .31326 .15762 L .32588 .14614 L .35166 .12941 L .38193 .11826 L .41278 .11426 L .44743 .11757 L .47998 .12806 L .50911 .14406 L .53608 .16553 L .55831 .18955 L .58066 .22213 L .59789 .25703 L .61186 .29903 L .62059 .34677 L .62281 .38936 L .61955 .43708 L .60934 .48836 L .60064 .51661 L .5909 .54182 L .56732 .5886 L .53978 .62941 L Mistroke .51297 .66066 L .48027 .69097 L .44345 .71738 L .40717 .73686 L .37265 .75012 L .34092 .75802 L .30667 .76199 L .27198 .76088 L .23894 .75438 L .20701 .74178 L .18084 .725 L .16095 .70609 L .1429 .68005 L .13547 .66386 L .13045 .64814 L .12602 .61778 L .12825 .58438 L .13728 .55172 L .15469 .517 L .17807 .48616 L .20536 .46011 L .23721 .43747 L .26969 .42019 L .31079 .40459 L .35226 .3946 L .39989 .38921 L .45148 .3901 L .49561 .39624 L .54311 .4086 L .59208 .42818 L .61808 .44181 L .64063 .45576 L .67873 .48482 L .71377 .51982 L .73864 .55224 L .76027 .58989 L .77437 .62505 L .78262 .6581 L .78611 .6961 L .78353 .72929 L .77457 .76297 L .75871 .79427 L .74127 .81604 L .71879 .83484 L .69448 .84793 L .67032 .85562 L .63999 .85928 L .60576 .85648 L .57306 .84731 L .54342 .83333 L Mistroke .5105 .81067 L .48168 .78321 L .45847 .75403 L .43672 .71795 L .41793 .67452 L .41054 .65119 L .40411 .62453 L .39744 .57586 L .39676 .52906 L .40117 .48473 L .41106 .43883 L .42361 .40099 L .44142 .36165 L .46501 .32243 L .49462 .28503 L .52598 .25476 L .5567 .23196 L .59494 .21121 L .61463 .20347 L .63637 .19709 L .67434 .1914 L .70853 .19247 L .7281 .19605 L .74577 .20141 L .7759 .2164 L .79071 .22738 L .80299 .23909 L .81471 .25351 L .82504 .2705 L .83701 .30239 L .84057 .32177 L .84174 .34028 L .83853 .37545 L .82751 .41315 L .81107 .44644 L .79034 .47624 L .76199 .50668 L .72569 .53575 L .68657 .55899 L .63892 .57912 L .61356 .58683 L .58543 .59323 L .5331 .59958 L .48312 .59924 L .43108 .59226 L .3881 .58107 L .34356 .56362 L .31801 .55046 L .29528 .53646 L .25695 .50658 L Mistroke .22266 .47002 L .20685 .44789 L .19467 .42682 L .17967 .3908 L .17418 .37021 L .17107 .35108 L .17068 .31357 L .17386 .29351 L .17883 .27606 L .19281 .2468 L .2141 .22034 L .23952 .20067 L .2663 .1879 L .28426 .1826 L .30157 .17955 L .32129 .17823 L .34273 .17922 L .37962 .18643 L .40066 .19362 L .42012 .20232 L .45674 .22444 L .48933 .25148 L .51614 .28041 L .54195 .31627 L .56538 .35975 L .57515 .38316 L .5842 .40988 L .59555 .45884 L .60059 .50593 L .6001 .55337 L .59347 .60308 L .58163 .64811 L .56649 .6866 L .54376 .72815 L .514 .76744 L .48193 .7982 L .44993 .82047 L .41523 .83699 L .38232 .84615 L .34674 .84913 L .32744 .84759 L .31045 .8442 L .2787 .8319 L .26253 .82186 L .2489 .8107 L .22774 .78599 L .21914 .77161 L .21141 .75445 L .2029 .72332 L .20015 .68785 L Mistroke .20304 .65613 L .21183 .6207 L .22785 .58259 L .2397 .56171 L .25222 .54319 L .28144 .50859 L .31337 .47952 L .3471 .45539 L .38625 .43363 L .42837 .41622 L .47704 .40264 L .52013 .39587 L .56671 .39383 L .6101 .39688 L .64862 .40381 L .6954 .4182 L .73586 .43696 L .7685 .45764 L .79921 .48348 L .82664 .51502 L .83783 .53188 L .848 .55091 L .8604 .5854 L .8654 .61765 L .864 .64932 L .85683 .67766 L .84576 .70111 L .82905 .72385 L .80585 .74464 L .77619 .76147 L .74742 .77108 L .71281 .77619 L .67237 .77479 L .65146 .77126 L .6284 .76522 L .58767 .74897 L .55083 .72769 L .50973 .69524 L .47593 .65963 L .44233 .61232 L .42943 .58925 L .41698 .56283 L .40048 .5167 L .38924 .46622 L .38476 .419 L .38574 .37536 L .3932 .32567 L .40568 .28298 L .41474 .26084 L .42623 .23812 L Mistroke .45108 .20102 L .46502 .18493 L .48072 .16974 L .51088 .1474 L .54538 .13075 L .56543 .12484 L .58415 .12169 L .61767 .12175 L .6468 .12823 L .66204 .13436 L .67768 .14299 L .70316 .16366 L .72207 .18708 L .73804 .21763 L .7486 .25393 L .75235 .29106 L .75023 .32756 L .74342 .36182 L .72981 .40152 L .71126 .43858 L .68322 .4797 L .65224 .51425 L .6107 .54977 L .56684 .57804 L .52301 .59908 L .48082 .61364 L .43343 .62402 L .38324 .62844 L .33369 .6261 L .30689 .62186 L .28329 .61622 L .24038 .60073 L .20409 .581 L .18583 .56797 L .16835 .55279 L .14234 .52267 L .1311 .50472 L .1227 .48728 L .11598 .46772 L .11168 .44638 L .11112 .41365 L .11693 .38491 L .13089 .35401 L .15078 .32808 L .17451 .30769 L .20041 .29253 L .23265 .28043 L .27032 .27331 L .31088 .27242 L .33444 .27478 L Mistroke .35625 .27875 L .39877 .29141 L .43856 .30934 L .4828 .33702 L .52088 .36876 L .55823 .40948 L .5917 .45843 L .6049 .48307 L .6169 .50989 L .63319 .55934 L .63926 .58729 L .64296 .61337 L .64484 .64177 L .64431 .67166 L .6418 .69681 L .63696 .72322 L .63045 .74709 L .62282 .76805 L .6045 .80434 L .58013 .83722 L .55464 .86113 L .52434 .88027 L .49397 .89166 L .46547 .89618 L .43401 .89452 L .41664 .89048 L .40099 .88477 L .37137 .86761 L .35633 .85491 L .34381 .84157 L .32437 .81342 L .31039 .78295 L .30027 .74567 L .29599 .70223 L .29653 .67951 L .29921 .65428 L .30968 .60782 L .32674 .56291 L .34834 .52263 L .37302 .48723 L .39996 .45626 L .43613 .42304 L .47267 .3966 L .51135 .3747 L .55397 .35668 L .59778 .34409 L .64583 .33684 L .67052 .33578 L .69677 .33671 L .72083 .33955 L Mistroke .74225 .34381 L .78027 .35598 L .81609 .37427 L .8325 .38567 L .84837 .39924 L .87201 .4267 L .88301 .44495 L .89096 .46308 L .89594 .47983 L .89903 .49841 L .89827 .53232 L .89054 .56232 L .88343 .57829 L .87355 .59481 L .85011 .62216 L .8221 .64401 L .78701 .66219 L .75328 .67316 L .71309 .67992 L .66993 .68077 L .62873 .67601 L .58314 .6646 L .56031 .65642 L .53549 .64555 L .49541 .62326 L .45495 .59385 L .42021 .56152 L .39193 .52855 L .36957 .49626 L .34958 .45994 L .33263 .41865 L .32174 .37961 L .31522 .3358 L .31467 .29552 L .31869 .26096 L .32765 .22593 L .34267 .19108 L .36111 .16276 L .38549 .1372 L .40078 .12562 L .41556 .11689 L .44703 .10493 L .46554 .10157 L .48292 .10068 L .51476 .10464 L .5476 .11671 L .57607 .1349 L .59086 .14794 L .60351 .16159 L .62401 .19061 L Mistroke .64115 .22609 L .6521 .26153 L .65818 .297 L .66 .33787 L .65615 .38299 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgooooo`03ool00?oooooo oooo00;oo`004?ooool00ooo003oooooo`000007ooooo`03ool00?oooooooooo00cooooo0_oo0002 ooooo`03ool00?oooooooooo00cooooo00?oo`00ooooooooool02_ooool4ool005Cooooo001Eoooo o`03ool00?oooooooooo00Cooooo00?oo`00ooooooooool02Oooool00ooo003oooooool0000>oooo o`03ool00?oooooooooo00?ooooo0_oo000ooooo`03ool00?oooooo oooo00[ooooo00?oo`00ooooooooool00_ooool2ool0053ooooo001Aooooo`;oo`001oooool00ooo 003oooooooooo`09ooooo`04ool00?ooooooooooool000kooooo00?oo`00ooooooooool01oooool2 ool000Oooooo00?oo`00ooooooooool00oooool00ol0003oooooooooo`07ooooo`03ool00?oooooo oooo00?ooooo0_oo0009ooooo`03ool00?ooooooo`0000kooooo00?oo`00ooooooooool02_ooool0 0ooo003oooooooooo`03ooooo`03ool00?oooooooooo04gooooo001@ooooo`03ool00?oooooooooo 00Kooooo00?oo`00ooooooooool02Oooool01?oo003ooooooooooooo000>ooooo`03ool00?oooooo oooo00[ooooo0_oo0004ooooo`03ool00?oooooooooo00Cooooo00?o0000ooooooooool02?ooool0 0ooo003oooooooooo`02ool000cooooo00?oo`00oooooooo00003Oooool00ooo003oooooooooo`0; ooooo`03ool00?oooooooooo00?ooooo0_oo001=ooooo`00Coooool00ooo003oooooooooo`07oooo o`03ool00?oooooooooo00Sooooo00Goo`00ooooooooooooooooool0000=ooooo`03ool00?oooooo oooo00gooooo00Coo`00ooooooooooooo`001oooool2o`0000[ooooo0_oo000>ooooo`04ool00?oo ooooooooool000gooooo00?oo`00ooooooooool02oooool00ooo003oooooooooo`04ooooo`03ool0 0?oooooooooo04[ooooo001>ooooo`03ool00?oooooooooo00Kooooo4_oo000=ooooo`03ool00?oo oooooooo00kooooo0_oo0008ooooo`03o`000?oooooooooo00Sooooo00?oo`00oooooooo00003ooo ool00ooo003oooooool0000=ooooo`03ool00?oooooooooo00_ooooo00?oo`00ooooooooool01Ooo ool00ooo003oooooooooo`19ooooo`00COooool00ooo003oooooooooo`03ooooo`Goo`002oooool0 1_oo003oooooooooooooooooo`00ooooo`Goo`001oooool00ooo003oooooooooo`0?ooooo`03ool0 0?ooooooo`0000Oooooo00?o0000ooooooooool01_ooool2ool000?ooooo00?oo`00ooooooooool0 3Oooool00ooo003oooooool0000=ooooo`03ool00?oooooooooo00_ooooo00?oo`00ooooooooool0 1Oooool00ooo003oooooooooo`18ooooo`00C?ooool00ooo003oooooooooo`04ool000Cooooo00?o o`00ooooooooool02Oooool01?oo003ooooooooooooo0007ooooo`Coo`000_ooool00ooo003ooooo ooooo`0@ooooo`04ool00?ooooooooooool000Kooooo00?o0000ooooooooool01?ooool2ool000Ko oooo00?oo`00ooooooooool03?ooool01?oo003ooooooooooooo000=ooooo`03ool00?oooooooooo 00_ooooo00?oo`00ooooooooool01?ooool00ooo003oooooooooo`18ooooo`00C?ooool3ool000Oo oooo00?oo`00ooooooooool02Oooool01?oo003ooooooooooooo000ooooo`03ool00?oooooooooo00Gooooo00Goo`00ooooooooooooooooo`000004ooooo`03ool0 0?oooooooooo00Sooooo00?oo`00ooooooooool03?ooool01?oo003ooooooooooooo0005ooooo`Go o`000oooool00ooo003oooooooooo`03ooooo`Ooo`0000?oooooool00?ooool01_ooool00ooo003o ooooooooo`16ooooo`00BOooool2ool000[ooooo00?oo`00ooooooooool02Oooool01?oo003ooooo oooooooo000=ooooo`03ool00?oooooooooo00;ooooo0ooo000:ooooo`03ool00?oooooooooo00Oo oooo00Coo`00oooooooooooo00000_ooool2ool000cooooo00?oo`00ooooooooool03?ooool00ooo 003oooooooooo`05ool000Sooooo00?oo`00ooooooooool02_ooool6ool000Cooooo00?oo`00oooo ooooool0AOooool004Oooooo0ooo000:ooooo`03ool00?oooooooooo00Wooooo00Goo`00oooooooo ooooooooool0000=ooooo`03ool00?oooooooooo00Gooooo0_oo0007ooooo`03ool00?oooooooooo 00Wooooo00Goo`00ooooool0003o0000ool0000?ooooo`03ool00?oooooooooo00cooooo0ooo000= ooooo`03ool00?oooooooooo00_ooooo00Coo`00oooooooooooooooo0ooo0002ooooo`03ool00?oo oooooooo04Cooooo0016ooooo`04ool00?ooooooooooool000[ooooo00?oo`00ooooooooool02Ooo ool01Ooo003oooooooooooooooooo`0000cooooo00?oo`00ooooooooool02?ooool2ool000Gooooo 00?oo`00ooooooooool02_ooool00ooo003o0000ool0000@ooooo`03ool00?oooooooooo00Wooooo 1?oo0002ooooo`03ool00?oooooooooo00[ooooo00?oo`00ooooooooool03?ooool00ooo003ooooo ooooo`03ooooo`;oo`0000?oooooool00?ooool0A?ooool004Cooooo0_oo0002ooooo`03ool00?oo oooooooo00Sooooo00?oo`00ooooooooool02Oooool01Ooo003oooooooooooooooooo`0000gooooo 00?oo`00ooooooooool02_ooool01Ooo003oooooooooooooooooo`0000kooooo00?oo`00oooooooo ool04?ooool00ooo003oooooooooo`05ooooo`?oo`001?ooool00ooo003oooooool0000Oooool00ooo003oooooooooo`05ooooo`03ool00?oooooooooo00_ooooo00?o o`00ooooooooool02_ooool00ooo003oooooool0000ooooo`03ool00?oooooooooo00Sooooo00?oo`00 oooooooo00002Oooool00ooo003oooooooooo`08ooooo`03ool00?oooooooooo00Gooooo00?oo`00 ooooooooool00ooo0003ooooo`03ool00?oooooooooo00Gooooo00Ooo`00ooooooooooooooooool0 0?oooooo000000?ooooo0ooo0008ooooo`03ool00?oooooooooo00Gooooo00?oo`00oooooooo0000 1?oo0003ooooo`03ool00?oooooooooo00Kooooo00?oo`00oooooooo00002Oooool00ooo003ooooo ooooo`0:ooooo`?oo`002oooool00ooo003oooooooooo`0;ooooo`04ool00?ooooooooooool000;o oooo00?oo`00ooooooooool09oooool002_ooooo00?oo`00ooooooooool01oooool00ooo003ooooo ooooo`05ooooo`;oo`000_ooool00ooo003oooooooooo`0ooooo`05ool00?oooooooooooooooooo00001Oooool00ooo003oooooooooo`02ooooo`03ool0 0?oooooooooo027ooooo000Uooooo`07ool00?oooooooooooooooooo003oooooool0000=ooooo`03 ool00?oooooooooo00;ooooo0_oo0006ooooo`03ool00?oooooooooo00cooooo00?oo`00oooooooo ool00ooo0004ooooo`03ool00?ooooooo`0000Oooooo00?oo`00ooooooooool01?ooool00ooo003o ooooooooo`03ooooo`04ool00?ooooooooooooooo`Ooo`000_ooool00ooo003oooooool00002ool0 00Wooooo00?o0000ooooooooool01?ooool3ool00003oooooooo003oo`0000;ooooo1Ooo0002oooo o`03ool00?oooooooooo00;ooooo00?oo`00ooooooooool01?ooool00ooo003oooooooooo`03oooo o`04ool00?ooooooooooooooo`?oo`000oooool00ooo003oooooooooo`0:ooooo`03ool00?oooooo oooo00Wooooo00?oo`00ooooooooool00_oo000ooooo`04ool00?ooooooooooool000Sooooo00Goo`00ooooooooooooooooool0 0004ooooo`03ool00?oooooooooo01oooooo000Tooooo`;oo`002?ooool00ooo003oooooooooo`02 ooooo`03ool00?oooooooooo00Oooooo00?oo`00ooooooooool01_ooool2ool000?ooooo00?oo`00 ooooooooool02oooool00ooo003oooooooooo`04ooooo`;oo`0000?oooooool00?oo00001_ooool0 0ooo003oooooooooo`02ool00003oooooooo003ooooo00;ooooo1?oo00000oooooooo`00ool0000E ooooo`03o`000?oooooooooo01;ooooo0_oo00001Oooooooo`00ool00?ooooooo`0000;ooooo0_oo 00000oooooooo`00ooooo`03ooooo`03ool00?oooooooooo00Gooooo0_oo000:ooooo`03ool00?oo oooooooo00Kooooo00Goo`00ooooooooooooooooool0000?ooooo`03ool00?oooooooooo00;ooooo 00?oo`00ooooooooool01Oooool00ooo003oooooooooo`02ooooo`05ool00?oooooooooooooooooo 00008Oooool002Cooooo0_oo0008ooooo`05ool00?oooooooooooooooooo00002oooool00ooo003o ooooooooo`04ooooo`03ool00?oooooooooo00Cooooo00?oo`00ooooooooool02_ooool00ooo003o ooooooooo`02ooooo`;oo`000oooool00ooo003oooooool00005ooooo`?oo`000oooool01Ooo003o ooooooooooooooooo`0000;ooooo0ooo000Fooooo`03o`000?oooooooooo01?ooooo0_oo00001Ooo ooooo`00ool00?ooooooo`0000?ooooo0_oo0003ooooo`03ool00?oooooooooo00Kooooo00?oo`00 oooooooo00002Oooool00ooo003oooooooooo`07ooooo`?oo`004?ooool00ooo003oooooooooo`02 ooooo`03ool00?oooooooooo00Cooooo00?oo`00ooooooooool00oooool01Ooo003ooooooooooooo ooooo`00027ooooo000Tooooo`;oo`002?ooool01?oo003ooooooooooooo000ooooo`03o`000?oo003ooooo00?ooooo0_oo000Kooooo`03o`000?oooooooooo007ooooo000Q ooooo`03ool00?oooooooooo00;ooooo00?oo`00ooooooooool00_ooool00ooo003oooooooooo`05 ooooo`03ool00?oooooooooo00Cooooo00?oo`00ooooooooool01oooool00ooo003oooooooooo`08 ooooo`03ool00?oooooooooo00;ooooo00?oo`00ooooooooool01_ooool01Ooo003ooooooooooooo ooooo`0000Kooooo00?oo`00ooooooooool00oooool2ool000;ooooo1?oo000Kooooo`03o`000?oo oooooooo01Sooooo1?oo00001oooooooo`00ooooooooooooo`00oooooooo00001Oooool01?oo003o oooooooooooo0006ooooo`04ool00?ooooooooooool000gooooo00Goo`00ooooooooooooooooool0 000=ooooo`;oo`003oooool00ooo003oooooooooo`02ooooo`;oo`007oooool002;ooooo00Goo`00 ooooooooooooooooool00005ooooo`03ool00?oooooooooo00?ooooo00?oo`00ooooooooool01_oo ool00ooo003oooooooooo`05ooooo`03ool00?oooooooooo00[ooooo00Coo`00ooooooooooooo`00 2_ooool00ooo003oooooool00007ooooo`;oo`001?ooool2ool000?ooooo0ooo000Kooooo`03o`00 0?oooooooooo01Sooooo1?oo00001?ooooooo`00oooooooo0003ooooo`03ool00?oooooooooo00;o o`000oooool00ooo003oooooooooo`03ooooo`03ool00?oooooooooo00;ooooo00?oo`00oooooooo ool02Oooool00ooo003oooooooooo`03ooooo`03ool00?oooooooooo00Wooooo00Coo`00oooooooo ooooo`003Oooool2ool000Cooooo0_oo000Oooooo`008_ooool01?oo003ooooooooooooo0006oooo o`03ool00?oooooooooo00;ooooo00?oo`00ooooooooool02?ooool00ooo003oooooooooo`03oooo o`03ool00?oooooooooo00cooooo0_oo000 ooooo`04ool00?ooooooooooool000Wooooo00?oo`00ooooooooool02oooool2ool000Wooooo00?o o`00ooooooooool01oooool00ooo003oooooooooo`02ool000;ooooo00Goo`00oooooooooooooooo ool00003ooooo`Coo`0000Coooooool00?ooooooo`004Oooool2o`0000oooooo1?oo0002ooooo`Co o`001Oooool00ooo003oooooooooo`03ooooo`?oo`001Oooool00ooo003oooooooooo`08ooooo`04 ool00?ooooooooooooooo`?oo`001Oooool00ooo003oooooooooo`0>ooooo`03ool00?oooooooooo 00;oo`002?ooool00ooo003oooooooooo`03ooooo`04ool00?ooooooo`00ool002;ooooo000Toooo o`03ool00?oooooooooo00;ooooo00?oo`00ooooooooool03?ooool00ooo003oooooooooo`02oooo o`03ool00?oooooooooo00Kooooo00?oo`00ooooooooool02oooool01?oo003oooooool00?oo0007 ooooo`03ool00?oooooooooo00Oooooo00?oo`00ooooooooool00_ooool3ool000?ooooo00?oo`00 ooooooooool00_ooool00ooo003oooooool00003ool00003oooooooo003oo`0000oooooo00?o0000 ooooooooool03Oooool3ool00003oooooooo003oo`0000;oo`000_ooool00ooo003oooooooooo`03 ooooo`04ool00?ooooooooooooooo`?oo`001oooool00ooo003oooooooooo`09ooooo`?oo`002Ooo ool00ooo003oooooooooo`0=ooooo`03ool00?ooooooo`0000[ooooo00?oo`00ooooooooool00_oo ool01Ooo003oooooool00?ooooooo`0002;ooooo000Tooooo`03ool00?oooooooooo00;ooooo0_oo 000=ooooo`03ool00?oooooooooo00?ooooo0_oo0005ooooo`03ool00?oooooooooo00cooooo00Co o`00oooooooooooooooo0_oo0004ooooo`03ool00?oooooooooo00Oooooo00?oo`00ooooooooool0 1Oooool5ool000Cooooo00Goo`00ooooooooooooo`00ooooo`06ool000gooooo00?o0000oooooooo ool03?ooool5ool000;ooooo00Goo`00ooooooooooooooooool00005ooooo`Coo`000_ooool00ooo 003oooooooooo`06ooooo`03ool00?oooooooooo00Oooooo0_oo000 ooooo`03ool00?oooooooooo00Wooooo00?oo`00ooooooooool02_ooool00ooo003oooooooooo`0: ooooo`03ool00?oooooooooo00?ooooo0_oo0002ooooo`03ool00?oooooooooo00Wooooo0_oo0007 ooooo`04o`000?ooooooo`00ool000?ooooo00?oo`00ooooooooool01oooool01?oo003ooooooooo ooooool2ool000Gooooo00?oo`00ooooooooool02?ooool00ooo003oooooooooo`0:ooooo`03ool0 0?oooooooooo00cooooo00?oo`00ooooooooool02Oooool00ooo003oooooooooo`04ooooo`;oo`00 1?ooool00ooo003oooooooooo`02ooooo`03ool00?oooooooooo02_ooooo000`ooooo`05ool00?oo oooooooooooooooo00001oooool2ool000kooooo00?oo`00ooooooooool02Oooool00ooo003ooooo ooooo`0;ooooo`03ool00?oooooooooo00Wooooo00?oo`00ooooooooool00ooo0004ooooo`03ool0 0?oooooooooo00Sooooo0ooo0007ooooo`05o`000?oooooooooooooooooo00000_ooool00ooo003o ooooooooo`07ooooo`03ool00?oooooooooo00?ooooo0ooo0002ooooo`03ool00?oooooooooo00So oooo00?oo`00ooooooooool02_ooool00ooo003oooooooooo`0?ooool00ooo003oooooooooo`04 ooooo`;oo`002oooool00ooo003oooooooooo`0:ooooo`03ool00?oooooooooo00cooooo00?oo`00 ooooooooool02?ooool4ool000_ooooo00?oo`00ooooooooool00oooool3o`000003ool00?oooooo oooo00?ooooo00Co0000ooooooooooooo`001Oooool00ooo003oooooooooo`09ooooo`;oo`0000?o ooooool00?ooool02oooool00ooo003oooooooooo`0;ooooo`03ool00?oooooooooo00cooooo00?o o`00ooooooooool02?ooool00ooo003oooooooooo`06ooooo`;oo`00=oooool003Wooooo00?oo`00 ooooooooool00oooool01?oo003oooooool00?oo0009ooooo`03ool00?oooooooooo00[ooooo00?o o`00ooooooooool03?ooool00ooo003oooooooooo`06ooooo`;oo`001?ooool00ooo003ooooooooo o`09ooooo`03ool00?oooooooooo00?ooooo00?o0000ool00?ooool01Oooool01Ol0003ooooooooo ooooooooo`0000?ooooo00?oo`00ooooooooool03?ooool2ool000_ooooo00?oo`00ooooooooool0 3?ooool00ooo003oooooooooo`0?ooool003cooooo 00Goo`00ooooooooooooooooool0000:ooooo`Goo`002_ooool00ooo003oooooooooo`03ooooo`Ko o`001?ooool00ooo003oooooooooo`0?ooool003go oooo00Goo`00ooooooooooooooooool0000ool000?ooooo00?oo`00ooooooooool01Oooool2ool004_ooooo001>ooooo`;o o`001Oooool00ooo003oooooooooo`09ooooo`03ool00?oooooooooo00gooooo00?oo`00oooooooo ool03_ooool2ool00003oooooooo003ooooo00[ooooo00?o0000ooooooooool01?ooool01?oo003o oooooooooooo000?ooooo`03ool00?oooooooooo00kooooo00?oo`00ooooooooool03?ooool00ooo 003oooooooooo`04ooooo`03ool00?oooooooooo04_ooooo001@ooooo`;oo`001?ooool00ooo003o ooooooooo`09ooooo`03ool00?oooooooooo00gooooo00?oo`00ooooooooool02oooool2ool000Co oooo00?oo`00ooooooooool02?ooool2o`0000Kooooo0_oo000?ooooo`03ool00?oooooooooo00ko oooo00?oo`00ooooooooool03?ooool00ooo003oooooooooo`03ooooo`;oo`00C_ooool005;ooooo 00?oo`00ooooooooool00_ooool00ooo003oooooooooo`08ooooo`03ool00?oooooooooo00gooooo 00?oo`00ooooooooool02Oooool2ool000Oooooo00?oo`00ooooooooool01oooool00ol0003ooooo ooooo`05ooooo`?oo`003_ooool00ooo003oooooooooo`0>ooooo`03ool00?oooooooooo00_ooooo 00?oo`00ooooooooool00oooool00ooo003oooooooooo`1>ooooo`00Doooool2ool000?ooooo00?o o`00ooooooooool02?ooool00ooo003oooooooooo`0=ooooo`03ool00?oooooooooo00Kooooo0_oo 000:ooooo`;oo`001oooool00ol0003oooooooooo`04ooooo`05ool00?oooooooooooooooooo0000 3?ooool00ooo003oooooooooo`0>ooooo`03ool00?oooooooooo00_ooooo00?oo`00ooooooooool0 0oooool00ooo003oooooooooo`1?ooooo`00EOooool2ool000;ooooo00?oo`00ooooooooool01ooo ool00ooo003oooooooooo`0>ooooo`03ool00?oooooooooo00?ooooo0_oo000>ooooo`03ool00?oo oooooooo00Cooooo00?o0000ooooooooool00oooool00ooo003oooooooooo`03ooooo`;oo`002Ooo ool00ooo003oooooooooo`0?ooooo`03ool00?oooooooooo00[ooooo00?oo`00ooooooooool00_oo ool2ool005;ooooo001Gooooo`Coo`002Oooool00ooo003oooooooooo`0>ooooo`03ool00?oooooo o`0000;oo`004Oooool00ooo003oooooooooo`03ooooo`04o`000?ooooooooooooooo`;oo`002?oo ool2ool000Gooooo0_oo000Aooooo`03ool00?oooooooooo00[ooooo00?oo`00ooooooooool00_oo ool00ooo003oooooooooo`1Booooo`00F_ooool2ool000Wooooo00?oo`00ooooooooool02_ooool5 ool001Gooooo00?oo`00ooooooooool00_ooool01?l0003oooooool00?oo000 ool000?ooooo1Ooo0008ooooo`Ooo`00O_ooool0097ooooo0_l00008ool008Gooooo002Aooooo`03 o`000?oooooooooo08cooooo002Aooooo`03o`000?oooooooooo08cooooo002Aooooo`03o`000?oo oooooooo08cooooo002Aooooo`03o`000?oooooooooo08cooooo002Aooooo`03o`000?oooooooooo 08cooooo002Aooooo`03o`000?oooooooooo08cooooo002Aooooo`;o0000SOooool0097ooooo00?o 0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000oooo ooooool0S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo00?o0000ooooooooool0 S?ooool0097ooooo00?o0000ooooooooool0S?ooool0097ooooo0_l0002=ooooo`00TOooool00ol0 003oooooooooo`2"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ \(move[100 \[Pi]]\)], "Input", CellAutoOverwrite->False], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1 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 0.5 0.25 0.5 0.25 [ [0 .4875 -6 -9 ] [0 .4875 6 0 ] [.125 .4875 -12 -9 ] [.125 .4875 12 0 ] [.25 .4875 -6 -9 ] [.25 .4875 6 0 ] [.375 .4875 -12 -9 ] [.375 .4875 12 0 ] [.625 .4875 -9 -9 ] [.625 .4875 9 0 ] [.75 .4875 -3 -9 ] [.75 .4875 3 0 ] [.875 .4875 -9 -9 ] [.875 .4875 9 0 ] [1 .4875 -3 -9 ] [1 .4875 3 0 ] [.4875 0 -12 -4.5 ] [.4875 0 0 4.5 ] [.4875 .125 -24 -4.5 ] [.4875 .125 0 4.5 ] [.4875 .25 -12 -4.5 ] [.4875 .25 0 4.5 ] [.4875 .375 -24 -4.5 ] [.4875 .375 0 4.5 ] [.4875 .625 -18 -4.5 ] [.4875 .625 0 4.5 ] [.4875 .75 -6 -4.5 ] [.4875 .75 0 4.5 ] [.4875 .875 -18 -4.5 ] [.4875 .875 0 4.5 ] [.4875 1 -6 -4.5 ] [.4875 1 0 4.5 ] [ 0 0 0 0 ] [ 1 1 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash 0 .5 m 0 .50625 L s [(-2)] 0 .4875 0 1 Mshowa .125 .5 m .125 .50625 L s [(-1.5)] .125 .4875 0 1 Mshowa .25 .5 m .25 .50625 L s [(-1)] .25 .4875 0 1 Mshowa .375 .5 m .375 .50625 L s [(-0.5)] .375 .4875 0 1 Mshowa .625 .5 m .625 .50625 L s [(0.5)] .625 .4875 0 1 Mshowa .75 .5 m .75 .50625 L s [(1)] .75 .4875 0 1 Mshowa .875 .5 m .875 .50625 L s [(1.5)] .875 .4875 0 1 Mshowa 1 .5 m 1 .50625 L s [(2)] 1 .4875 0 1 Mshowa .125 Mabswid .025 .5 m .025 .50375 L s .05 .5 m .05 .50375 L s .075 .5 m .075 .50375 L s .1 .5 m .1 .50375 L s .15 .5 m .15 .50375 L s .175 .5 m .175 .50375 L s .2 .5 m .2 .50375 L s .225 .5 m .225 .50375 L s .275 .5 m .275 .50375 L s .3 .5 m .3 .50375 L s .325 .5 m .325 .50375 L s .35 .5 m .35 .50375 L s .4 .5 m .4 .50375 L s .425 .5 m .425 .50375 L s .45 .5 m .45 .50375 L s .475 .5 m .475 .50375 L s .525 .5 m .525 .50375 L s .55 .5 m .55 .50375 L s .575 .5 m .575 .50375 L s .6 .5 m .6 .50375 L s .65 .5 m .65 .50375 L s .675 .5 m .675 .50375 L s .7 .5 m .7 .50375 L s .725 .5 m .725 .50375 L s .775 .5 m .775 .50375 L s .8 .5 m .8 .50375 L s .825 .5 m .825 .50375 L s .85 .5 m .85 .50375 L s .9 .5 m .9 .50375 L s .925 .5 m .925 .50375 L s .95 .5 m .95 .50375 L s .975 .5 m .975 .50375 L s .25 Mabswid 0 .5 m 1 .5 L s .5 0 m .50625 0 L s [(-2)] .4875 0 1 0 Mshowa .5 .125 m .50625 .125 L s [(-1.5)] .4875 .125 1 0 Mshowa .5 .25 m .50625 .25 L s [(-1)] .4875 .25 1 0 Mshowa .5 .375 m .50625 .375 L s [(-0.5)] .4875 .375 1 0 Mshowa .5 .625 m .50625 .625 L s [(0.5)] .4875 .625 1 0 Mshowa .5 .75 m .50625 .75 L s [(1)] .4875 .75 1 0 Mshowa .5 .875 m .50625 .875 L s [(1.5)] .4875 .875 1 0 Mshowa .5 1 m .50625 1 L s [(2)] .4875 1 1 0 Mshowa .125 Mabswid .5 .025 m .50375 .025 L s .5 .05 m .50375 .05 L s .5 .075 m .50375 .075 L s .5 .1 m .50375 .1 L s .5 .15 m .50375 .15 L s .5 .175 m .50375 .175 L s .5 .2 m .50375 .2 L s .5 .225 m .50375 .225 L s .5 .275 m .50375 .275 L s .5 .3 m .50375 .3 L s .5 .325 m .50375 .325 L s .5 .35 m .50375 .35 L s .5 .4 m .50375 .4 L s .5 .425 m .50375 .425 L s .5 .45 m .50375 .45 L s .5 .475 m .50375 .475 L s .5 .525 m .50375 .525 L s .5 .55 m .50375 .55 L s .5 .575 m .50375 .575 L s .5 .6 m .50375 .6 L s .5 .65 m .50375 .65 L s .5 .675 m .50375 .675 L s .5 .7 m .50375 .7 L s .5 .725 m .50375 .725 L s .5 .775 m .50375 .775 L s .5 .8 m .50375 .8 L s .5 .825 m .50375 .825 L s .5 .85 m .50375 .85 L s .5 .9 m .50375 .9 L s .5 .925 m .50375 .925 L s .5 .95 m .50375 .95 L s .5 .975 m .50375 .975 L s .25 Mabswid .5 0 m .5 1 L s 0 0 m 1 0 L 1 1 L 0 1 L closepath clip newpath 1 0 0 r .5 Mabswid .9 .5 m .87991 .57321 L .82898 .62832 L .73942 .6665 L .63625 .66964 L .53702 .64141 L .45212 .59025 L .37603 .51158 L .32354 .41198 L .30521 .30815 L .32407 .20818 L .37293 .13898 L .43542 .10595 L .51616 .10969 L .55939 .13219 L .59458 .16525 L .63965 .25117 L .65127 .36664 L .64108 .42833 L .61868 .49247 L .55148 .59589 L .50184 .64267 L .45002 .67714 L .38967 .70337 L .32425 .71712 L .27016 .71692 L .21665 .70462 L .14236 .65443 L .10882 .58165 L .11747 .50678 L .16203 .4401 L .2319 .39286 L .33103 .36692 L .45023 .37535 L .56444 .42156 L .66282 .50432 L .71829 .59271 L .74245 .69425 L .73837 .7499 L .72343 .79544 L .69612 .83642 L .6571 .86695 L .57696 .88317 L .52888 .87139 L .48592 .84679 L .42006 .76968 L .38558 .67187 L .3798 .6111 L .38512 .54277 L .42542 .42263 L Mistroke .46694 .35879 L .51532 .30852 L .56426 .27334 L .62039 .24729 L .68225 .2339 L .74376 .23694 L .78989 .2527 L .83055 .28223 L .85692 .31947 L .86948 .35917 L .86934 .40888 L .85444 .45668 L .79426 .53398 L .74366 .56843 L .6886 .59183 L .57783 .6094 L .45404 .59086 L .34844 .53962 L .27286 .47016 L .22182 .37875 L .21101 .27841 L .22314 .23364 L .24774 .19377 L .3161 .14991 L .36268 .144 L .40791 .15105 L .45722 .17261 L .50564 .21033 L .56945 .30327 L .59177 .36836 L .60173 .43391 L .5904 .55888 L .54756 .66325 L .46773 .75595 L .37553 .80474 L .29208 .81156 L .2172 .78052 L .17306 .72132 L .16243 .65048 L .18756 .56587 L .25759 .48189 L .30721 .44811 L .36827 .42099 L .49071 .40002 L .55965 .40495 L .62095 .41974 L .68297 .44645 L .73974 .48505 L .80743 .56678 L .82777 .61792 L Mistroke .83408 .66551 L .81386 .74455 L .76348 .79556 L .67883 .81756 L .58721 .79586 L .50577 .73792 L .44678 .65882 L .40599 .54619 L .39981 .43199 L .42268 .33094 L .46521 .25139 L .52957 .18698 L .60788 .1515 L .68562 .15247 L .75288 .19237 L .78941 .25958 L .79324 .33652 L .75882 .43206 L .72155 .48267 L .677 .52425 L .57558 .58131 L .45233 .60723 L .34146 .59688 L .23699 .55169 L .1618 .47657 L .13228 .39487 L .14263 .32141 L .18174 .26806 L .25485 .23276 L .34086 .23215 L .43898 .27057 L .53047 .35204 L .58655 .44674 L .61611 .56474 L .60675 .69001 L .58391 .7523 L .5537 .8007 L .47691 .86431 L .39507 .88121 L .32526 .85757 L .27827 .80693 L .25311 .72266 L .26366 .62983 L .30426 .54315 L .36525 .47213 L .4526 .41191 L .55837 .37542 L .66758 .37044 L .77167 .39977 L .84506 .45427 L Mistroke .88307 .51815 L .8878 .59771 L .87136 .63911 L .84486 .67209 L .77236 .71322 L .67258 .72145 L .56893 .69063 L .46578 .61594 L .39333 .51512 L .35708 .40747 L .35427 .30112 L .379 .21595 L .43383 .14279 L .5018 .10697 L .58034 .10952 L .65106 .15831 L .68915 .23098 L .69807 .33204 L .66459 .44858 L .62697 .51014 L .5824 .56034 L .475 .63375 L .36103 .66624 L .26768 .66312 L .181 .62948 L .12078 .5683 L .10012 .49759 L .11462 .43122 L .15515 .37864 L .2249 .33845 L .31835 .32318 L .42252 .34037 L .52913 .39479 L .61199 .47475 L .66376 .56335 L .68975 .67397 L .68709 .73351 L .67414 .78341 L .62778 .85559 L .55637 .89521 L .47913 .89138 L .40389 .84004 L .35695 .75384 L .34408 .65252 L .36457 .545 L .41098 .45278 L .49182 .36489 L .58522 .30977 L .69278 .28649 L .7942 .30465 L Mistroke .85761 .34984 L .89194 .42047 L .88135 .50521 L .85384 .54954 L .81652 .58443 L .71694 .62931 L .60237 .6359 L .50175 .6112 L .40074 .55379 L .31922 .46758 L .27388 .37333 L .26235 .28505 L .27742 .21301 L .3184 .15262 L .38153 .11835 L .45598 .11962 L .53239 .16216 L .5886 .23675 L .61763 .32591 L .61851 .44444 L .60228 .51179 L .57716 .57087 L .50898 .66476 L .41524 .73304 L .31634 .76136 L .21901 .74736 L .15361 .69694 L .1268 .62809 L .13487 .5584 L .17934 .48476 L .26064 .42451 L .36046 .39323 L .48231 .39386 L .60611 .43523 L .69393 .49882 L .75941 .58811 L .78603 .69129 L .78026 .7449 L .76296 .78742 L .70193 .84456 L .62235 .85872 L .54927 .83654 L .47619 .77698 L .42086 .68247 L .39736 .57475 L .40398 .4688 L .43394 .37679 L .49295 .28688 L .56617 .22608 L .65268 .19379 L Mistroke .73948 .19925 L .80286 .23895 L .83567 .2974 L .83714 .38216 L .8191 .43184 L .79084 .47561 L .71288 .54415 L .60302 .58948 L .48166 .59914 L .41349 .5883 L .35395 .56827 L .26074 .50996 L .19459 .42666 L .17054 .34569 L .17923 .27493 L .22048 .2145 L .29342 .18075 L .38265 .18733 L .43426 .20992 L .47966 .24264 L .55478 .33835 L .58269 .40494 L .59728 .4702 L .59583 .59005 L .55555 .70831 L .4879 .79318 L .41073 .83861 L .3367 .84862 L .26694 .8249 L .22048 .7741 L .20107 .70994 L .21092 .6235 L .26245 .52994 L .34541 .45647 L .44363 .41125 L .5659 .39382 L .67722 .41177 L .76257 .45343 L .82924 .51866 L .86377 .60202 L .85326 .68652 L .80906 .74226 L .7319 .77416 L .63045 .76585 L .53469 .71615 L .45129 .62647 L .41884 .5671 L .39542 .49757 L .38478 .41976 L .38912 .3471 L Mistroke .40453 .28618 L .43253 .22743 L .46723 .18261 L .51102 .14732 L .59781 .12082 L .64253 .12687 L .67969 .14429 L .71353 .17534 L .73887 .21974 L .7517 .31329 L .74059 .3718 L .71799 .42645 L .64669 .5196 L .55509 .58432 L .43171 .62428 L .31395 .62319 L .22188 .59157 L .14793 .53019 L .11211 .44949 L .12113 .37332 L .16474 .31513 L .22925 .28142 L .31806 .27293 L .41925 .29987 L .5153 .36356 L .59486 .46397 L .63717 .57645 L .64365 .68051 L .6135 .78831 L .58129 .83591 L .54437 .8686 L .46653 .89611 L .38518 .87675 L .32613 .81649 L .29794 .73053 L .30171 .63978 L .33897 .53867 L .41483 .44162 L .4699 .3984 L .52516 .36821 L .6393 .33743 L .74204 .34376 L .82235 .37835 L .87905 .43774 L .89908 .49895 L .88859 .56723 L .84098 .63023 L .75572 .67255 L .65453 .67961 L .5568 .65501 L Mistroke .45 .58969 L .4046 .54421 L .36391 .48687 L .32088 .37555 L .31687 .27234 L .32994 .21943 L .35436 .17195 L .41905 .11514 L .46243 .10195 L .50429 .10253 L .54899 .11742 L .5919 .14896 L .64378 .23317 L .65778 .29355 L .6593 .35411 L .63233 .46875 L .56448 .57912 L .47728 .65462 L .38341 .69703 L .28013 .70813 L .18549 .68022 L .14715 .65074 L .1216 .61607 L .10495 .54064 L .13458 .45847 L .17168 .41867 L .21687 .38948 L .31105 .36141 L .42834 .36633 L .54853 .41253 L .64222 .48799 L .6828 .54112 L .71389 .60351 L .72981 .66377 L .73266 .71779 L .70849 .80702 L .64811 .86954 L .60752 .88475 L .56035 .88658 L .47636 .85115 L .43271 .80681 L .40077 .7513 L .38221 .69289 L .37447 .62296 L .37914 .55916 L .39631 .49063 L .45701 .37766 L .5445 .29484 L .63776 .2517 L .73712 .24501 L Mistroke .78645 .25921 L .8247 .28287 L .85471 .31693 L .8713 .3542 L .87647 .40183 L .867 .4486 L .82048 .52253 L .7345 .58252 L .6399 .60964 L .52509 .60824 L .40597 .56949 L .34697 .53259 L .30081 .49109 L .24099 .40189 L .21857 .30319 L .23762 .21765 L .2643 .18032 L .29711 .15538 L .3715 .13754 L .45726 .1616 L .52669 .21927 L .57542 .29891 L .60271 .4055 L .59638 .52822 L .54987 .6492 L .50819 .70648 L .46221 .74928 L .36799 .79681 L .31489 .80449 L .26976 .79973 L .19971 .76273 L .15859 .69035 L .16139 .60521 L .2015 .52644 L .26918 .46297 L .36636 .41658 L .47164 .3996 L .56948 .40904 L .67487 .44907 L .76411 .52112 L .81391 .60516 L .82569 .68465 L .80384 .75607 L .75631 .80364 L .68264 .82567 L .59177 .80852 L .50575 .74965 L .43649 .65019 L .40448 .54536 L .40359 .42415 L Mistroke .41775 .36228 L .4429 .30215 L .50934 .21556 L .59939 .16292 L .65224 .15444 L .69873 .16069 L .76652 .20395 L .80013 .2721 L .80427 .31745 L .79611 .3699 L .74757 .46418 L .6719 .53523 L .5624 .5877 L .43462 .6047 L .319 .5834 L .22919 .53494 L .17082 .47285 L .13962 .39537 L .1465 .31651 L .19732 .2501 L .27363 .22058 L .32353 .21988 L .38025 .23262 L .47978 .29084 L .55535 .38064 L .60347 .50023 L .61273 .60907 L .58853 .7208 L .55859 .77774 L .52168 .82152 L .43858 .87035 L .38984 .87671 L .34678 .86902 L .3051 .84628 L .27047 .80738 L .25092 .76334 L .2428 .70796 L .2486 .65127 L .26572 .59804 L .32777 .50282 L .42809 .42414 L .5427 .38204 L .61006 .37445 L .67076 .37809 L .77037 .40965 L .84768 .47166 L .88321 .54157 L .88439 .6093 L .85062 .67428 L .77938 .72058 L Mistroke .68345 .73196 L .62406 .72065 L .56891 .69847 L .46762 .6221 L .42215 .56418 L .39049 .50497 L .36046 .39093 L .36887 .27158 L .41216 .1797 L .47416 .1246 L .54155 .10485 L .61243 .11977 L .66714 .16597 L .69904 .23047 L .70777 .32393 L .67833 .43356 L .61487 .52945 L .53124 .60006 L .41952 .64878 L .31165 .65959 L .22432 .64064 L .15122 .59435 L .10678 .52297 L .10691 .44012 L .14508 .37709 L .2211 .32951 L .3298 .31495 L .44081 .34111 L .5479 .40781 L .59538 .45678 L .63616 .5171 L .66615 .58767 L .67992 .65619 L .67983 .71567 L .66686 .77513 L .64396 .82248 L .60996 .862 L .53231 .89829 L .48771 .89751 L .4478 .88434 L .40797 .85676 L .37328 .81417 L .33929 .71805 L .33639 .65454 L .34534 .59283 L .39163 .48068 L .46328 .3933 L .56966 .3236 L .67868 .29643 L .76921 .30569 L Mistroke .84717 .34856 L .89128 .41932 L .89101 .49604 L .85376 .56325 L .79174 .61151 L .70049 .64112 L .58997 .63963 L .47738 .60202 L .37383 .52621 L .30542 .43119 L .27498 .33688 L .28023 .23275 L .30134 .1839 L .33051 .14838 L .40151 .11284 L .48687 .12268 L .55993 .1764 L .60888 .26087 L .62786 .35552 L .61724 .46705 L .5691 .58215 L .52778 .63788 L .4834 .68041 L .3851 .73636 L .29018 .75251 L .21107 .7354 L .15033 .68821 L .12398 .63104 L .12638 .55976 L .1663 .48497 L .24717 .42154 L .34984 .3888 L .45447 .38764 L .5762 .42295 L .63147 .45457 L .68437 .49827 L .75075 .591 L .77612 .6841 L .77389 .7345 L .75906 .78174 L .70532 .84319 L .66392 .861 L .62103 .86544 L .57194 .85628 L .52071 .83045 L .44725 .75295 L .41776 .6939 L .40053 .63263 L .39688 .5114 L .43324 .38693 L Mistroke .49619 .29393 L .57277 .23295 L .66435 .20166 L .75508 .21153 L .8184 .25791 L .83989 .29679 L .84867 .33893 L .83036 .43066 L .79911 .48053 L .75831 .52162 L .66819 .57425 L .54938 .60032 L .42036 .58723 L .31261 .53975 L .26215 .50018 L .21953 .44995 L .19256 .39841 L .17992 .34994 L .18841 .26463 L .23908 .19802 L .27835 .17815 L .32724 .17005 L .42291 .19289 L .47881 .23011 L .52552 .28011 L .55943 .33512 L .58557 .40335 L .59787 .46763 L .59925 .53879 L .57056 .66178 L .50922 .75946 L .43338 .8185 L .34434 .84186 L .29687 .83561 L .25789 .81772 L .22484 .78756 L .20379 .75158 L .19197 .70245 L .19421 .65119 L .22819 .56299 L .30283 .47965 L .39129 .42758 L .50446 .39859 L .62831 .40481 L .69266 .42479 L .7451 .45229 L .81886 .5208 L .85672 .60631 L .85045 .68815 L .82872 .72716 L Mistroke .7985 .75573 L .72304 .78429 L .62712 .77485 L .54081 .73042 L .47064 .66124 L .41537 .5622 L .38936 .44172 L .40288 .3161 L .42803 .25344 L .46076 .20431 L .53721 .14335 L .58447 .12811 L .62692 .1266 L .6985 .15483 L .74947 .22465 L .76123 .31585 L .73634 .40794 L .6823 .49031 L .59685 .56229 L .49843 .60652 L .40265 .62259 L .29455 .61082 L .19715 .56442 L .13661 .49735 L .1145 .42608 L .12765 .35534 L .17076 .30187 L .24548 .26756 L .34562 .26728 L .44935 .30767 L .54502 .38994 L .60385 .48412 L .63566 .59934 L .6375 .66067 L .62822 .72207 L .58581 .81492 L .51296 .87793 L .46517 .89273 L .42021 .8919 L .34761 .85546 L .30237 .78824 L .28957 .74062 L .2871 .68325 L .31492 .5734 L .37312 .482 L .46692 .4018 L .58445 .35305 L .69696 .34537 L .78922 .37055 L .85327 .41636 L Mistroke .89273 .48311 L .8944 .55956 L .84955 .63353 L .77306 .6776 L .72014 .68862 L .65759 .68822 L .54077 .65338 L .44215 .58373 L .36483 .48073 L .32933 .38069 L .32639 .27244 L .34217 .21464 L .36783 .16836 L .43703 .11187 L .48263 .10051 L .52584 .10379 L .57101 .12255 L .6129 .15881 L .64137 .20244 L .6613 .25969 L .66818 .32061 L .66346 .3799 L .62517 .49217 L .54739 .59543 L .44887 .66456 L .38779 .68784 L .33095 .69833 L .2337 .69012 L .1532 .64679 L .11153 .58626 L .10366 .52021 L .13123 .44908 L .19954 .38777 L .29862 .35476 L .36295 .35204 L .42478 .36069 L .54534 .41031 L .60435 .45476 L .6495 .50325 L .70507 .60269 L .72315 .71374 L .70035 .80472 L .65087 .8637 L .58824 .88955 L .51446 .88165 L .44963 .84054 L .40311 .77787 L .37239 .68177 L .37471 .56253 L .4126 .45125 L Mistroke .47502 .362 L .56801 .28921 L .66463 .25558 L .74743 .25621 L .82097 .2873 L .87067 .34968 L .87873 .43327 L .84713 .50545 L .77533 .57105 L .66494 .61205 L .54737 .61405 L .48548 .60049 L .42046 .57445 L .35911 .5361 L .31024 .49161 L .24841 .39598 L .22811 .3043 L .24815 .21127 L .3037 .15155 L .37285 .1316 L .45388 .1494 L .5244 .20239 L .57371 .27634 L .60484 .38555 L .59917 .51459 L .5562 .62931 L .48987 .71506 L .401 .77491 L .30125 .79541 L .21961 .7732 L .16832 .72308 L .14756 .6402 L .15707 .58826 L .1797 .54077 L .25295 .46427 L .30308 .43469 L .36595 .41153 L .43179 .39988 L .50334 .39985 L .6266 .43091 L .68715 .46392 L .73511 .5028 L .77628 .55217 L .80516 .60939 L .81667 .65969 L .81486 .71171 L .80008 .75548 L .77626 .78897 L .70963 .82825 L .62052 .82825 L Mistroke .53413 .78623 L .45559 .69856 L .41029 .58683 L .40071 .4717 L .42357 .36068 L .46922 .27381 L .5436 .20077 L .62403 .16594 L .70916 .16871 L .77848 .21472 L .80953 .28105 L .80615 .36979 L .75648 .46682 L .70951 .51477 L .65684 .55119 L .53568 .5955 L .41243 .59979 L .31389 .57419 L .22464 .51933 L .1641 .44191 L .14388 .36279 L .15792 .29475 L .19613 .24583 L .26022 .21455 L .34323 .21288 L .43217 .24661 L .51737 .31941 L .57648 .41542 L .60513 .5161 L .60437 .63727 L .58778 .70081 L .56327 .75317 L .49988 .82765 L .41792 .86776 L .33798 .86441 L .29874 .84446 L .26904 .81559 L .23672 .74182 L .24022 .64517 L .27836 .55631 L .34193 .48134 L .43587 .41884 L .55354 .38342 L .67228 .38553 L .73369 .40291 L .7839 .42836 L .85702 .50053 L .8781 .54814 L .88376 .5924 L .86195 .66562 L Mistroke .79702 .72252 L .70736 .74251 L .61305 .72611 L .52696 .68051 L .44767 .60293 L .39438 .50997 L .36893 .41644 L .36973 .30834 L .40582 .20669 L .46616 .13934 L .53496 .10954 L .61337 .1174 L .67439 .16307 L .70883 .23 L .71727 .32066 L .68839 .42751 L .61673 .53139 L .5291 .59992 L .41697 .64387 L .29572 .64945 L .19919 .618 L .15963 .58994 L .12703 .55209 L .10695 .50748 L .10193 .46368 L .12755 .38784 L .18688 .33466 L .28156 .30646 L .39822 .31923 L .49537 .36486 L .58378 .44409 L .64241 .5391 L .66931 .63286 L .66673 .73911 L .62579 .83271 L .56031 .8867 L .48882 .89954 L .41512 .87231 L .35485 .80076 L .32856 .70357 L .3368 .60199 L .38668 .48472 L .43207 .42608 L .48296 .38004 L .59046 .32258 L .65344 .30776 L .709 .30545 L .76398 .31426 L .81453 .33509 L .87795 .39612 L Mistroke .8949 .43896 L .8976 .48136 L .8858 .52758 L .85669 .57308 L .81903 .60628 L .767 .63332 L .7096 .64835 L .65178 .65207 L .53803 .63083 L .42604 .56975 L .36709 .51379 L .32381 .45195 L .29736 .39234 L .28293 .3264 L .28446 .25845 L .30454 .19515 L .33849 .14867 L .37894 .12066 L .42608 .10793 L .47169 .11107 L .52056 .13094 L .56671 .16955 L .59909 .21609 L .62072 .26844 L .63315 .33311 L .63207 .4073 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 288}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgOoo ool003cooooo0_oo00001oooooooo`00ool00?oo003oooooool00?ooool00_oo00000oooooooo`00 ooooo`07ooooo`03ool00?ooooooo`0000;ooooo00?oo`00ooooooooool01Oooool00ooo003ooooo ool00002ooooo`03ool00?oooooooooo00Kooooo0ooo00001Oooooooo`00oooooooo003ooooo00;o o`001Oooool4ool000[ooooo00Coo`00oooooooo003ooooo0_oo00000oooooooo`00o`000007oooo o`03ool00?oooooooooo00;oo`0000Coooooool00?oo003oo`001oooool01?oo003ooooooooooooo 0002ooooo`03ool00?oooooooooo00;ooooo1?oo00001Oooooooo`00ooooooooooooo`0000Sooooo 00Coo`00ooooooooooooo`000_ooool:ool000;ooooo00?oo`00ooooooooool00ooo0002ooooo`;o o`0000Koooooool00?ooooooo`00oooooooo000iooooo`00??ooool4ool000?ooooo0_oo00001?oo ooooo`00oooooooo0008ooooo`03ool00?ooooooo`0000;ooooo00?oo`00ooooooooool01Oooool2 ool000;ooooo00?oo`00ooooooooool02?ooool00ooo003oooooool00003ool000?ooooo0_oo0003 ooooo`03ool00?ooooooo`0000;oo`0000?oooooo`000?l000000ol00002ooooo`04ool00?l0003o ooooooooo`;oo`0000?oooooool00?ooool00_l00006ooooo`04ool00?ooooooo`00ool000;ooooo 00?oo`00ooooooooool02?ooool00ooo003oooooool00002ooooo`03ool00?ooooooo`0000;oo`00 0_ooool01?oo003ooooooooooooo0002ooooo`03ool00?ooooooo`0000goo`002?ooool4ool000Go oooo1?oo00001?ooooooo`00ooooooooool2ool003Wooooo000kooooo`?oo`000oooool2ool000?o oooo00?oo`00oooooooo00001oooool01?oo003ooooooooooooo0002ooooo`03ool00?oooooooooo 00Gooooo0_oo0002ooooo`03ool00?oooooooooo00Oooooo00Coo`00ooooooooooooo`000_ooool2 ool000Cooooo0_oo00000oooooooo`00ool00003ooooo`03ool00?oooooooooo00Cooooo00?oo`00 ooooool000000_ooool3ool00003oooooooo003o000000Sooooo00?oo`00ooooooooool00_oo0000 0oooooooo`00ooooo`08ooooo`05ool00?ooooooooooool00?ooool00_oo0005ooooo`Soo`002?oo ool00ooo003oooooool00002ooooo`03ool00?oooooooooo00Kooooo00?oo`00ooooooooool01Ooo 0004ooooo`Coo`000oooool00ooo003oooooooooo`0fooooo`00>_ooool4ool00005oooooooo003o o`00oooooooo00000oooool00ooo003oooooool00007ooooo`06ool00?ooooooooooool00?oooooo o`001oooool00ooo003oooooool00002ooooo`03ool00?oooooooooo00Oooooo00?oo`00oooooooo 00000_ooool00ooo003oooooooooo`03ool000?ooooo00?oo`00oooooooo00001?ooool00ooo003o ooooooooo`03ooooo`06ool00?oooooo0000oooooooo003ooooo0_oo0002ooooo`03ool00?oooooo oooo00Gooooo00Coo`00oooooooo003ooooo0_oo0002ooooo`03ool00?oooooooooo00Kooooo00?o o`00oooooooo00000_oo00000oooooooo`00ooooo`02ooooo`;oo`0000Coooooool00?ooooooo`00 0ooooolKool000Cooooo0ooo00001Oooooooo`00ool00?ooooooo`0000?ooooo0_oo000gooooo`00 >Oooool6ool000?ooooo00Coo`00ooooooooooooo`000_ooool00ooo003oooooooooo`05ooooo`06 ool00?ooooooooooool00?ooooooo`001oooool01Ooo003oooooool00?ooooooo`0000[ooooo00?o o`00oooooooo00000_ooool00ooo003oooooooooo`03ooooo`Koo`001Oooool01_oo003ooooooooo ooooooooo`00ooooo`;o000000?oo`00oooooooo00000_ooool01?oo003oooooo`000?oo0005oooo o`03ool00?oooooooooo00;oo`0000Goooooool00?ooooooooooool00008ooooo`;oo`000_ooool0 0ooo003oooooooooo`03ool000?ooooo00?oo`00ooooooooool01?oo0008ooooo`04ool00?oooooo ooooool000;ooooo00?oo`00ooooooooool01Oooool00ooo003oooooooooo`03ool000Gooooo1?oo 00000oooooooo`00ooooo`02ooooo`;oo`00=_ooool003Sooooo00?oo`00oooooooo00000_oo0004 ooooo`07ool00?oooooooooooooooooo003oooooool00008ooooo`06ool00?ooooooooooool00?oo ooooo`001oooool01Ooo003oooooool00?ooooooo`0000Wooooo00?oo`00oooooooo00000oooool0 0ooo003oooooooooo`06ooooo`Goo`001?ooool01?oo003ooooooooooooo0002ooooo`03o`000?oo 003oo`0000?ooooo00Goo`00ooooool0003oooooool00003ooooo`06ool00?ooooooooooool00?oo ooooo`000_ooool01?oo003ooooooooooooo0005ooooo`;oo`0000?oooooool00?ooool00_ooool3 ool000Gooooo1?oo0002ooooo`03ool00?oooooooooo00Kooooo00Coo`00ooooooooooooo`000_oo ool00ooo003oooooooooo`05ooooo`04ool00?ooooooooooool000;ooooo0_oo0005ooooo`;oo`00 00Goooooool00?oo003oo`00ooooo`02ool003Kooooo000hooooo`?oo`001_ooool02?oo003ooooo ooooooooooooo`00oooooooo003ooooo7ooo0003ooooo`03ool00?ooooooo`0000;ooooo00?oo`00 ooooooooool01_ooool01?oo003oooooool00?ooool4ool000?ooooo0_oo0003ooooo`;oo`001Ooo ool01?oo003o0000ooooooooool3ool000;ooooo00Ooo`00ooooooooooooooooool00?ooooooo`00 00?ooooo00?oo`00oooooooo00000_oo0003ooooo`03ool00?ooooooo`0000;oo`0000Coooooool0 0?oooooooooo1?oo0002ooooo`04ool00?ooooooooooool000Sooooo00Coo`00ooooooooooooo`00 0_ooool00ooo003oooooooooo`05ooooo`04ool00?ooooooooooool000Cooooo0_oo0003ooooo`03 ool00?ooooooo`0000;oo`0000?oooooool00?ooool00_oo000eooooo`00=oooool2ool00003oooo oooo003ooooo00Gooooo00Coo`00ooooooooooooo`000_ooool2ool000Kooooo00Ooo`00oooooooo ooooooooool00?ooooooo`0000Kooooo00Goo`00oooooooo003oooooool00007ooooo`Goo`000ooo ool00ooo003oooooooooo`06ooooo`;oo`001Oooool2ool000?ooooo00?oo`00ooooooooool00_oo 0007ooooo`03ool00?oooooooooo00;oo`0000?oooooool00?oo00001?ooool01?oo003ooooooooo oooo0002ooooo`;oo`001_ooool2ool000;ooooo00?oo`00oooooooo00000_oo0004ooooo`03ool0 0?ooooooo`0000;ooooo00?oo`00ooooooooool01_ooool01?oo003ooooooooooooo0002ooooo`03 ool00?oooooooooo00Kooooo00?oo`00oooooooo00001_ooool4ool00003oooooooo003ooooo00;o o`0000Coooooool00?oo003oo`00=Oooool003Kooooo0ooo00000oooooooo`00ooooo`04ooooo`04 ool00?ooooooooooooooo`Coo`001oooool01ooo003oooooooooooooooooo`00oooooooo00000_oo ool9ool000Wooooo0ooo0003ooooo`03ool00?oooooooooo00Gooooo00?oo`00oooooooo00001ooo ool3ool00004oooooooo003oo`00ool000Sooooo00?o0000ool00?oo00000_ooool00ooo003ooooo ooooo`05ooooo`03ool00?oooooooooo00;oo`0000?oooooool00?ooool00oooool2ool00003oooo oooo003ooooo00?oo`0000?oooooool00?ooool01?ooool00ooo003oooooool00002ooooo`03ool0 0?oooooooooo00Kooooo00Coo`00ooooooooooooo`000_ooool00ooo003oooooooooo`06ooooo`04 ool00?ooooooooooool000Sooooo0_oo00000oooooooo`00ooooo`02ool000;ooooo0_oo000doooo o`00=Oooool00ooo003oooooool00002ooooo`03ool00?oooooooooo00?ooooo00?oo`00oooooooo ool00_oo0002ooooo`04ool00?ooooooooooooooo`goo`001?ooool01?oo003oooooool00?ooool5 ool000Gooooo00?oo`00oooooooo00000ooo0008ooooo`03ool00?ooooooo`0000Sooooo0ooo0000 0oooooooo`00ool00008ooooo`07o`000?oo003ooooooooooooo003oooooool00007ooooo`?oo`00 0oooool01?oo003oooooool00?oo0002ooooo`?oo`000_ooool00ooo003oooooool00005ooooo`04 ool00?ooooooooooool000;ooooo00?oo`00ooooooooool01Oooool01?oo003ooooooooooooo0002 ooooo`03ool00?oooooooooo00Kooooo00Coo`00ooooooooooooo`002?ooool01ooo003oooooool0 0?oo003oooooool00?ooool00_oo00000oooooooo`00ooooo`0cooooo`00=Oooool3ool000;ooooo 00?oo`00ooooooooool00oooool3ool00003oooooooo003oo`0000Goo`000oooool00ooo003ooooo ooooo`02ooooo`03ool00?ooooooo`0000Kooooo00Goo`00oooooooo003oooooool00004ooooo`Co o`0000Coooooool00?ooooooo`000_ooool3ool000Gooooo00?oo`00oooooooo00002Oooool2ool0 0005oooooooo003oo`00oooooooo00001oooool01?oo003oooooool00?oo0003ooooo`03ool00?oo oooooooo00Cooooo0_oo00001?ooooooo`00ooooooooool2ool00004oooooooo003oo`00ool000;o oooo00Coo`00ooooooooooooo`000_ooool00ooo003oooooooooo`02ooooo`04ool00?oooooooooo ool000;ooooo00?oo`00ooooooooool01Oooool01?oo003ooooooooooooo0002ooooo`03ool00?oo oooooooo00Kooooo00Coo`00ooooooooooooo`002?ooool00ooo003oooooooooo`04ool000;ooooo 0ooo000cooooo`00=?ooool2ool00005oooooooo003ooooooooooooo00000oooool3ool00003oooo oooo003oo`0000;ooooo00?oo`00ooooooooool01Oooool00ooo003oooooooooo`02ooooo`03ool0 0?ooooooo`0000Kooooo00Goo`00oooooooo003oooooool00008ooooo`Coo`000_ooool00ooo003o ooooooooo`02ool000?ooooo00?oo`00oooooooo00002?ooool01Ooo003ooooooooooooo003ooooo 00;oo`0000?oooooool00?ooool01?ooool00ooo003o0000ool00002ool000?ooooo00?oo`00oooo ooooool00_ooool2ool00003oooooooo003ooooo00Koo`001Oooool01?oo003ooooooooooooo0002 ooooo`03ool00?oooooooooo00;ooooo00Coo`00ooooooooooooo`000_ooool00ooo003ooooooooo o`06ooooo`03ool00?ooooooo`0000;ooooo00?oo`00ooooooooool01_ooool01?oo003ooooooooo oooo0008ooooo`04ool00?ooooooooooool000;ooooo0ooo00001?ooooooo`00ool00?oo000boooo o`00ooooo`03o`000?oooooooooo00_ooooo1?oo0002ooooo`Coo`0000?oooooool0 0?oo00000_ooool2ool00003oooooooo003ooooo00;oo`000_ooool6ool00003oooooooo003oo`00 00Kooooo00Koo`00oooooooo003oooooool00?ooool3ool000Cooooo00?oo`00ooooooooool00ooo 0007ooooo`04ool00?ooooooooooool000?ooooo00?oo`00oooooooo00000oooool00ooo003ooooo ooooo`02ool00003oooooooo003ooooo00Cooooo00Coo`00oooooooo003oo`008oooool002Cooooo 0_oo0003ooooo`?oo`000_ooool01Ooo003oooooool00?ooooooo`0000?ooooo00Coo`00oooooooo ooooo`001oooool00ooo003oooooool00002ooooo`;oo`002?ooool00ooo003oooooool00002oooo o`03ool00?oooooooooo00?ooooo0_oo00000oooooooo`00ool00002ool000;ooooo1?oo00000ooo ooooo`00ooooo`03ooooo`?oo`0000?oooooool00?oo00000_oo0002ooooo`?oo`0000?oooooool0 0?ooool01ooo000ool00006oooooooo003oooooool00?ooooooo`001_oo ool00ooo003oooooool00005ooooo`Goo`000_ooool01?oo003ooooooooooooo0002ooooo`05ool0 0?ooooooooooool00?l000000ooo0003ooooo`;oo`0000Goooooool00?ooooooooooool00005oooo o`03ool00?ooooooo`0000;oo`000_ooool5ool000;ooooo0ooo0002ooooo`;oo`001oooool00ooo 003oooooooooo`0Aool000Oooooo0_oo00001Oooooooo`00ooooooooooooo`0000Oooooo0_oo0002 ooooo`03ool00?oooooooooo00;ooooo1?oo000Zooooo`00;Oooool01?oo003oooooooooooooool6 ool000Cooooo0_oo00000oooooooo`00ooooo`08ooooo`03ool00?ooooooo`0000?ooooo00?oo`00 ooooooooool01Oooool01?oo003ooooooooooooo0008ooooo`;oo`000_ooool00ooo003ooooooooo o`04ooooo`05ool00?ooooooo`00oooooooo00001_ooool00ooo003oooooool00003ooooo`Goo`00 00Coooooool00?oo003oo`001?ooool00ooo003oooooooooo`02ool00003oooooooo003ooooo00;o oooo00Ooo`00ooooooooooooo`00oooooooo003ooooo00;oo`001Oooool2ool000Cooooo1?oo0002 ooooo`?oo`000ooooolAool000Oooooo00Koo`00ooooooooooooo`00oooooooo0006ooooo`;oo`00 00?oooooool00?ooool00ooo0008ooooo`;oo`000_ooool01?oo003oooooooooooooool4ool002_o oooo000]ooooo`04ool00?ooooooooooooooo`;oo`0000Goooooool00?oo003oooooool00003oooo o`04ool00?ooooooo`00ool000Wooooo00?oo`00oooooooo00000oooool00ooo003oooooooooo`05 ooooo`04ool00?ooooooooooool000Sooooo0_oo0002ooooo`03ool00?oooooooooo00Cooooo00Go o`00oooooooo003oooooool00006ooooo`03ool00?ooooooo`0000Goo`0000?oooooool00?ooool0 0ooo0006ooooo`03ool00?ooooooo`0000;oo`0000?o0000ooooooooool00_ooool2ool000;ooooo 1Ooo0003ooooo`;oo`001oooool6ool00003oooooooo003oo`0000;oo`0000?oooooool00?oo0000 1oooool01_oo003ooooooooooooo003oooooool000Oooooo00?oo`00ooooooooool02Ooo0003oooo o`Coo`002Oooool01_oo003oooooool00?ooooooo`00ooooo`Coo`0000?oooooool00?ooool0:_oo ool002gooooo0_oo0002ooooo`;oo`0000?oooooool00?ooool00ooo0002ooooo`03ool00?oooooo oooo00?oo`001oooool00ooo003oooooool00003ooooo`03ool00?oooooooooo00Gooooo00Coo`00 ooooooooooooo`002?ooool2ool000;ooooo00?oo`00ooooooooool01?ooool01Ooo003oooooool0 0?ooooooo`0000Kooooo0ooo00000oooooooo`00ool00003ooooo`Goo`001oooool3ool00003oooo ool0003o000000Cooooo00Coo`00oooooooo003ooooo0ooo00001?ooooooo`00ooooooooool2ool0 00Oooooo0_oo00001?ooooooo`00ooooooooool3ool000;ooooo1?oo0006ooooo`03ool00?oooooo o`0000koo`000_ooool00ooo003oooooooooo`04ooooo`?oo`000_ooool00ooo003oooooooooo`07 ooooo`03ool00?ooooooo`0000?oo`0000?oooooool00?oo00000_oo000/ooooo`00;_ooool00ooo 003oooooooooo`02ool00003oooooooo003ooooo00;ooooo1?oo0002ooooo`04ool00?oooooooooo ool000Kooooo00?oo`00oooooooo00000_ooool00ooo003oooooooooo`05ooooo`05ool00?oooooo oooooooooooo00002?ooool2ool000;ooooo00?oo`00ooooooooool01?ooool01_oo003ooooooooo oooo003oooooool000;ooooo0ooo00001?ooooooo`00ool00?oo0004ooooo`?oo`0000Coooooool0 0?ooooooo`001?ooool4ool00003oooooooo003o000000Cooooo00?oo`00oooooooo00000_oo0003 ooooo`06ool00?ooooooo`00ool00?ooooooo`001oooool2ool00003oooooooo003ooooo00Cooooo 1Ooo00000oooooooo`00ool00006ool00004oooooooo003oooooool000Oooooo00Coo`00oooooooo ooooo`000_ooool00ooo003oooooool00004ool000?ooooo00?oo`00oooooooo00002Oooool01Ooo 003oooooool00?oo003ooooo00?oo`0000?oooooool00?oo0000;?ooool002kooooo00Ooo`00oooo ooooooooooooool00?ooooooo`0000Cooooo1_oo0003ooooo`;oo`001?ooool00ooo003oooooool0 0002ooooo`03ool00?oooooooooo00Gooooo00Goo`00ooooooooooooooooool00007ooooo`03ool0 0?ooooooo`0000;ooooo00?oo`00ooooooooool01?ooool01Ooo003ooooooooooooo003ooooo00?o o`000oooool2ool00004oooooooo003oooooooooo`;oo`000_ooool01ooo003ooooooooooooo003o ooooool00?ooool01?oo0002ooooo`03ool00?ooooooo`0000?ooooo00Coo`00oooooooo003ooooo 0ooo0003ooooo`04ool00?ooooooo`00ool000Sooooo00Coo`00ooooooooooooo`001oooool00ooo 003oooooool00002ool000Gooooo00Koo`00ooooooooooooo`00oooooooo0008ooooo`03ool00?oo ooooo`0000Coo`002?ooool00ooo003oooooool00009ooooo`Goo`0000Coooooool00?oooooooooo 0_oo000/ooooo`00;oooool2ool00004oooooooo003oooooool000Kooooo00?oo`00ooooooooool0 1?oo0002ooooo`;oo`000_ooool00ooo003oooooool00002ooooo`03ool00?oooooooooo00Gooooo 00Coo`00ooooooooooooo`002?ooool00ooo003oooooool00002ooooo`03ool00?oooooooooo00Co oooo00?oo`00oooooooo00000ooo0002ooooo`?oo`0000?oooooool00?ooool00ooo0005ooooo`03 ool00?oooooooooo00?oo`0000?oooooool00?ooool01?ooool01Ooo003o0000ool00?ooooooo`00 00;ooooo0_oo0003ooooo`;oo`000_ooool4ool000Kooooo0_oo0002ooooo`03ool00?oooooooooo 00Gooooo00?oo`00oooooooo00000_oooolFool000;ooooo00?oo`00ooooooooool01oooool01?oo 003ooooooooooooo0007ooooo`;oo`0000Goooooool00?oo003oooooool00003ooooo`;oo`00;?oo ool002oooooo00Coo`00oooooooo003oo`000_ooool00ooo003oooooooooo`03ooooo`Coo`000ooo ool3ool00003oooooooo003oo`0000Koo`001oooool01?oo003ooooooooooooo0008ooooo`06ool0 0?ooooooooooool00?ooooooo`000oooool5ool00004oooooooo003oooooooooo`;oo`001?ooool4 ool000Kooooo00?oo`00ooooooooool01?oo0007ooooo`08ool00?ooooooo`00ool00?ooooooo`00 oooooooo0005ooooo`;oo`000_ooool00ooo003oooooool00002ool000?ooooo0_oo0002ooooo`03 ool00?oooooooooo00Gooooo0_oo0007ooooo`04ool00?ooooooooooool000;ooooo00?oo`00oooo ooooool01_ooool00ooo003oooooool00003ooooo`03ool00?oooooooooo00Kooooo00Coo`00oooo ooooooooo`001Oooool3ool00003oooooooo003oo`0000;oo`001?ooool2ool002cooooo000_oooo o`04ool00?ooooooooooool000;ooooo00?oo`00ooooooooool00oooool01?oo003ooooooooooooo 0006ooooo`Coo`0000Coooooool00?oooooooooo3ooo0005ooooo`03ool00?oooooooooo00Koo`00 1?ooool00ooo003oooooool00003ool000?ooooo0_oo00001?ooooooo`00oooooooo0006ooooo`?o o`0000Coooooool00?oo003oo`001oooool00ol0003oo`00ool00002ool00003oooooooo003ooooo 00Kooooo0ooo00000oooooooo`00ooooo`02ooooo`Goo`000_ooool00ooo003oooooooooo`04oooo o`03ool00?ooooooo`0000Oooooo00Coo`00ooooooooooooo`000_ooool00ooo003oooooooooo`06 ooooo`04ool00?ooooooooooool000;ooooo00?oo`00ooooooooool01_ooool01?oo003ooooooooo oooo0003ooooo`;oo`000_ooool5ool000Cooooo0_oo000]ooooo`00?ooool00ooo003ooooo ooooo`02ooooo`Koo`001?ooool01?oo003ooooooooooooo0002ooooo`03ool00?oooooooooo00Ko oooo00?oo`00oooooooo00002_ooool00ooo003oooooool00002ooooo`03ool00?oooooooooo00Oo oooo0_oo0003ooooo`?oo`001Oooool01_oo003oooooooooooooooooo`00ooooo`;oo`000oooool0 2?oo003oooooool00?oo003oooooool00?ooooooo`001_ooool01?oo003ooooooooooooo0002oooo o`;oo`001?ooool2ool00005oooooooo003ooooooooooooo00002?ooool2ool000Kooooo1ooo0003 ooooo`03ool00?oooooooooo00Kooooo00Coo`00oooooooo003ooooo1Ooo0006ooooo`;oo`001ooo ool4ool003Kooooo000iooooo`06ool00?oooooooooooooooooo003ooooo0_oo0002ooooo`Goo`00 0_ooool01?oo003ooooooooooooo0008ooooo`04ool00?ooooooooooool000Wooooo00Koo`00oooo ooooooooo`00oooooooo0005ooooo`Goo`0000?oooooool00?oo00000_oo0008ooooo`03ool00?oo oooooooo00;oo`001?ooool01Ooo003oooooooooooooooooo`0000;ooooo00Coo`00o`000?oo003o o`000oooool01?oo003ooooooooooooo0005ooooo`;oo`000_ooool01?oo003oooooool00?oo0002 ooooo`03ool00?oooooooooo00Gooooo00?oo`00oooooooo00002_ooool00ooo003oooooool00006 ool000Gooooo1Ooo00000oooooooo`00ooooo`08ooooo`;oo`001oooool4ool003Kooooo000ioooo o`;oo`000_ooool01?oo003ooooooooooooo0006ooooo`Goo`0000?oooooool00?ooool01oooool0 1?oo003ooooooooooooo0009ooooo`03ool00?oooooooooo00Soo`000_ooool5ool000;ooooo00?o o`00ooooooooool01_ooool00ooo003oooooool00002ool000?ooooo00[oo`00o`000?l0003ooooo ool00?ooooooo`00oooooooo003o00000_ooool00ooo003oooooool00002ooooo`03ool00?oooooo oooo00Kooooo0ooo00000oooooooo`00ooooo`02ool000Sooooo00?oo`00oooooooo00002_ooool0 0ooo003oooooool00003ooooo`03ool00?oooooooooo00Koo`0000?oooooool00?ooool00_ooool0 0ooo003oooooooooo`07ooooo`;oo`001_ooool4ool003Oooooo000jooooo`;oo`0000Coooooool0 0?oooooooooo0_oo0005ooooo`05ool00?ooooooooooool00?ooool01?oo0006ooooo`04ool00?oo ooooooooool000Kooooo1ooo0002ooooo`04ool00?ooooooooooooooo`?oo`000oooool2ool000?o oooo00?oo`00ooooooooool01_ooool02ooo003oooooooooooooooooo`00oooooooo003oooooo`00 0?ooooooo`0000?ooooo00?oo`00oooooooo00000oooool2ool00003oooooooo003ooooo00Wooooo 1?oo0002ooooo`;oo`001_ooool00ooo003oooooool0000:ooooo`04ool00?ooooooooooool000;o oooo00?oo`00ooooooooool01_ooool00ooo003oooooool00003ooooo`03ool00?oooooooooo00Ko oooo00?oo`00oooooooo00000oooool5ool00003oooooooo003ooooo03Kooooo000kooooo`;oo`00 00Coooooool00?oooooooooo1Ooo0002ooooo`03ool00?ooooooo`0000?ooooo00?oo`00oooooooo 00001?oo00001?ooooooo`00ooooooooool7ool000Cooooo00Goo`00ooooooooooooo`00ooooo`04 ool000Kooooo00?oo`00oooooooo00000_ooool00ooo003oooooooooo`04ooooo`?oo`000oooool2 ool000;ooooo00?o0000ool00?ooool01?ooool01ooo003o0000ool00?oo003oooooool00?ooool0 0_oo000:ooooo`03ool00?ooooooo`0000;oo`0000?oooooool00?ooool00_oo0004ooooo`03ool0 0?ooooooo`0000[ooooo00?oo`00oooooooo00000oooool00ooo003oooooooooo`05ooooo`04ool0 0?ooooooooooool000?ooooo00?oo`00ooooooooool01_ooool01?oo003oooooool00?ooool2ool0 00?ooooo0ooo000hooooo`00>oooool4ool000;ooooo00?oo`00ooooooooool00_ooool7ool00003 oooooooo003ooooo00Gooooo1?oo00000oooooooo`00ooooo`08ooooo`03ool00?ooooooo`0000?o o`002Oooool00ooo003oooooool00002ooooo`03ool00?oooooooooo00?ooooo00Coo`00oooooooo oooooooo0ooo00001Oooooooo`00ooooooooooooo`0000Oooooo00?oo`00ooooooooool00_oo0000 0oooooooo`00ool00009ooooo`04ool00?ooooooooooool000;ooooo0_oo0003ooooo`;oo`000_oo ool00ooo003oooooool00009ooooo`04ool00?ooooooooooool000?ooooo00?oo`00ooooooooool0 1Oooool01?oo003ooooooooooooo0003ooooo`03ool00?oooooooooo00Kooooo1?oo0004ooooo`?o o`00>Oooool003cooooo00?oo`00oooooooo00000_ooool00ooo003oooooooooo`05ooooo`04ool0 0?ooooooo`00ooooo`Ooo`000oooool01?oo003ooooooooooooo0007ooooo`Coo`0000Coooooool0 0?ooooooo`002_ooool2ool000?ooooo00?oo`00ooooooooool00_oo0003ooooo`;oo`000oooool3 ool00003o`000?oooooooooo00Gooooo00?o0000ool00?ooool00ooo0002ooooo`;oo`001oooool0 0ooo003oooooool00003ooooo`04ool00?ooooooo`00ool000?ooooo0_oo0002ooooo`03ool00?oo oooooooo00Oooooo00Coo`00ooooooooooooo`000_ooool00ooo003oooooooooo`06ooooo`03ool0 0?ooooooo`0000Cooooo00?oo`00ooooooooool01Oooool3ool000Cooooo1?oo000jooooo`00??oo ool2ool00005oooooooo003ooooooooooooo00001_ooool00ooo003oooooool00003ooooo`03ool0 0?oooooooooo00;ooooo2?oo0003ooooo`?oo`000oooool00ooo003oooooooooo`02ool000[ooooo 00?oo`00oooooooo00000_ooool3ool000?ooooo0_oo0002ooooo`03ool00?ooooooo`0000;oo`00 0_l00007ooooo`07o`000?oo003oo`00oooooooo003oooooool00003ooooo`03ool00?oooooooooo 00?ooooo00Coo`00ooooooooooooo`000_ooool00ooo003oooooooooo`02ooooo`;oo`000_ooool3 ool000Wooooo00Goo`00ooooooooooooooooool00002ooooo`03ool00?oooooooooo00Kooooo00?o o`00oooooooo00000oooool00ooo003oooooooooo`04ooooo`?oo`0000?oooooool00?ooool00ooo 0002ooooo`03ool00?oooooooooo03Wooooo000mooooo`;oo`0000Coooooool00?ooooooo`001_oo ool00ooo003oooooool00003ooooo`03ool00?oooooooooo00Kooooo00?oo`00ooooooooool01?oo 0006ooooo`06ool00?ooooooooooool00?ooooooo`002Oooool01_oo003ooooooooooooo003ooooo ool000Cooooo00?oo`00ooooooooool00_ooool2ool000;ooooo00?oo`00ooooool000001oooool0 1Ooo003oooooool00?ooooooo`0000;ooooo00Coo`00oooooooooooooooo0_oo0002ooooo`04ool0 0?ooooooooooool000;ooooo00?oo`00ooooooooool01Oooool2ool000;ooooo0ooo0007ooooo`05 ool00?oooooooooooooooooo00000_ooool00ooo003oooooooooo`05ooooo`04ool00?oooooooooo ool000?ooooo00?oo`00ooooooooool00_ooool2ool000;ooooo1?oo0004ooooo`03ool00?oooooo oooo03[ooooo000oooooo`Coo`001oooool2ool000Cooooo00?oo`00ooooooooool01Oooool01?oo 003ooooooooooooo0009ooooo`06ool00?ooooooooooool00?ooooooo`002_ooool01ooo003ooooo ool00?oo003oooooool00?ooool00_oo0003ooooo`;oo`000_ooool01?oo003ooooooooooooo0007 ooooo`05ool00?l0003ooooooooooooo00001?ooool2ool000?ooooo0_oo0003ooooo`04ool00?oo ooooooooool000Sooooo1?oo0002ooooo`Soo`000_ooool01Ooo003oooooooooooooooooo`0000Oo oooo00?oo`00oooooooo00001?ooool00ooo003oooooool00002ool000?ooooo0ooo0005ooooo`03 ool00?oooooooooo03_ooooo000oooooo`03ool00?ooooooo`0000;oo`001_ooool00ooo003ooooo ool00003ooooo`03ool00?oooooooooo00Gooooo00Goo`00ooooooooooooooooool00009ooooo`06 ool00?ooooooooooool00?ooooooo`002Oooool2ool00003oooooooo003ooooo00;oo`001?ooool0 0ooo003oooooooooo`03ooooo`04ool00?ooooooooooool000Gooooo00Ooo`00ooooool0003ooooo ool00?ooooooo`0000Gooooo00?oo`00ooooooooool00ooo00001Oooooooo`00ooooooooooooo`00 00Sooooo00?oo`00ooooooooool00ooo0007ooooo`03ool00?ooooooo`0000koo`0000?oooooool0 0?ooool00_ooool3ool000Cooooo0ooo00000oooooooo`00ooooo`03ooooo`03ool00?oooooooooo 03cooooo0010ooooo`;oo`0000Coooooool00?oo003oo`001Oooool2ool000?ooooo00?oo`00oooo ooooool01_ooool01?oo003ooooooooooooo0009ooooo`06ool00?ooooooooooool00?ooooooo`00 1oooool3ool000;ooooo0ooo0003ooooo`;oo`001oooool00ooo003oooooool00003ooooo`;oo`00 0_ooool00ol0003oo`00ooooo`02ooooo`03ool00?oooooooooo00?ooooo0_oo0003ooooo`;oo`00 00?oooooool00?ooool02?ooool01?oo003ooooooooooooo0002ooooo`Koo`0000?oooooool00?oo ool00_ooool01?oo003ooooooooooooo0008ooooo`Ooo`000oooool3ool000;ooooo0_oo0004oooo o`03ool00?oooooooooo03gooooo0011ooooo`?oo`0000?oooooool00?oo00000ooo00001?oooooo o`00oooooooo0002ooooo`03ool00?oooooooooo00Kooooo00Coo`00ooooooooooooo`002Oooool0 1?oo003ooooooooooooo0002ooooo`03ool00?ooooooo`0000Coo`000oooool2ool00003oooooooo 003ooooo00?oo`002_ooool00ooo003oooooool00002ool000Cooooo00?oo`00ooooooooool00ooo ool00ooo003oooooooooo`02ooooo`03ool00?ooooooo`0000;ooooo1?oo0008ooooo`05ool00?oo oooooooooooooooo00002?ooool9ool000Oooooo00?oo`00oooooooo00001?ooool01?oo003ooooo ool00?oo0004ooooo`03ool00?ooooooo`0000?ooooo0_oo000oooooo`00@_ooool3ool000;ooooo 00?oo`00ooooooooool01?oo0003ooooo`03ool00?oooooooooo00Gooooo00Goo`00oooooooooooo ooooool00008ooooo`03ool00?oooooooooo00Goo`001_ooool3ool000?ooooo0ooo000ooooo`00D_ooool5ool00003oooooooo003ooooo 00Oooooo00?oo`00oooooooo00002_ooool00ooo003oooooool00003ooooo`Coo`001?ooool2ool0 0003oooooooo003ooooo00;ooooo00?oo`00ooooooooool00_ooool00ooo003oooooooooo`04oooo o`;oo`0000Co0000oooooooo003ooooo0_oo0004ooooo`03ool00?oooooooooo00Kooooo00?oo`00 ooooooooool00_ooool00ooo003oooooooooo`06oooooa[oo`000_ooool00ooo003oooooooooo`1? ooooo`00EOooool3ool00003oooooooo003ooooo00Kooooo00Coo`00ooooooooooooo`002_ooool6 ool000Kooooo00?oo`00ooooooooool00_ooool01Ooo003oooooooooooooooooo`0000Cooooo00Co o`00oooooooooooooooo0_oo0002ooooo`;oo`0000?oooooool00?oo00000_oo0004ooooo`03ool0 0?oooooooooo00Cooooo00?oo`00ooooooooool00_ooool00ooo003oooooooooo`07ooooo`;oo`00 1?ooool2ool000Sooooo00?oo`00oooooooo00001?ooool01Ooo003oooooooooooooooooo`0005;o oooo001Fooooo`Koo`001_ooool01?oo003ooooooooooooo0005ooooo`Coo`0000Coooooool00?oo ooooo`000_ooool01?oo003oooooooooooooool2ool000Gooooo00?oo`00ooooooooool00_ooool0 0ooo003oooooooooo`02ooooo`?oo`000_ooool2ool00003o`000?ooooooo`0000Cooooo0_oo0003 ooooo`03ool00?oooooooooo00;ooooo00Coo`00oooooooooooooooo0_oo0009ooooo`03ool00?oo oooooooo00?ooooo0_oo0008ooooo`03ool00?ooooooo`0000Cooooo00Goo`00oooooooooooooooo ool0001Cooooo`00Eoooool2ool000;ooooo2Ooo0002ooooo`Goo`001_ooool2ool000;ooooo1?oo 0008ooooo`03ool00?oooooooooo00;ooooo00?oo`00ooooooooool00ooo0002ooooo`05ool00?oo ooooooooo`000?oo00001oooool2ool000;ooooo1?oo0003ooooo`03ool00?oooooooooo00Sooooo 00?oo`00ooooooooool00oooool00ooo003oooooool00008ooooo`;oo`000oooool2ool000?ooooo 00?oo`00ooooooooool0D_ooool005Sooooo0_oo0002ooooo`Coo`000oooool5ool000Kooooo1ooo 00000oooooooo`00ool0000:ooooo`;oo`000oooool2ool000?ooooo0_oo0003ooooo`03ool00?oo oooooooo00Sooooo1?oo00000oooooooo`00ool00002ool000[ooooo00?oo`00ooooooooool00ooo ool00ooo003oooooool00008ooooo`03ool00?ooooooo`0000;ooooo00Coo`00oooooooooooooooo 0_oo001Eooooo`00FOooool3ool00004oooooooo003oooooooooo`?oo`0000Coooooool00?oooooo oooo1ooo0004ooooo`03ool00?ooooooo`0000?ooooo00?oo`00ooooooooool02Oooool3ool00003 oooooooo003ooooo00;oo`0000Koooooool00?oo003oooooool00?l0000"], ImageRangeCache->{{{0, 287}, {287, 0}} -> {-2.08635, -2.06477, 0.0143886, \ 0.0143886}}], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Closed]], Cell["\<\ For very long parametric plots we have to refine the plotting \ options to obtain a smooth looking polygonal approximation of the curve\ \>", \ "Text"] }, Closed]], Cell[CellGroupData[{ Cell["Multiply hinged robot arms.", "Subsection"], Cell[TextData[{ " \tAdding ", StyleBox["more", FontColor->RGBColor[1, 0, 0]], " sections to the robot arm, each with its own ", StyleBox["gear ratio", FontColor->RGBColor[1, 0, 0]], ", will generate other curves. Gear ratios that are natural numbers \ correspond to polynomial mappings with coefficients that are the respective \ arm section lengths. If we allow for negative (whole number) gear ratios as \ in the ellipse we have rational functions (up to a limited negative power). \ For a CAS this extension is no problem even if the coefficients are negative. \ It gets increasingly difficult however to manufacture toy models in hardware \ because of friction and strain and it is no longer possible to sketch models \ using three or more plastic Spirograph disks. Rational gear ratios will give \ curves which, just as in the Spirograph case, close only after a sufficiently \ large number of turns. Irrational gear ratios will never close and may even \ fill parts of the plane if we continue running the main angle around the unit \ circle. Let us therefore stick to ratios that are whole numbers. A \ list-oriented program for making such models is in [H.Uscka:\"Complex \ Polynomials\"(in Dutch), Exploot Project, 2001] and this author refers to the \ web-site of Frank Farris for symmetry properties of the resulting pictures. \ For now we redefine the motion for polynomial images to introduce Fourier \ series, and we will return to rational function images later to develop other \ applications." }], "Text"] }, Closed]], Cell[CellGroupData[{ Cell["Definition of movement", "Subsection"], Cell[TextData[{ "On a computer screen we can simulate this by letting circles turn while \ the midpoint of each following circle turns on the circumference of the \ previous one. The animation which shows this behaviour is in the ", StyleBox["Mathematica", FontSlant->"Italic"], " ", StyleBox["Spirograph", FontWeight->"Bold"], " demo notebook. We take the basic function from that notebook and let \ circles turn from - \[Pi] to ", StyleBox["+\[Pi] , ", FontSize->13], "in order to have a starting interval symmetric around the origin:" }], "Text"], Cell[BoxData[ RowBox[{ RowBox[{\(spirograph[f_, t_, opts___]\), ":=", "\n", "\t", RowBox[{"ParametricPlot", "[", RowBox[{\({Re[f], Im[f]}\), ",", \({t, \(-\ \[Pi]\), \ \[Pi]}\), ",", "\n", "\t\t", StyleBox["opts", FontColor->GrayLevel[0.500008]], StyleBox[",", FontColor->GrayLevel[0.500008]], "\n", "\t\t", StyleBox[\(PlotRange \[Rule] All\), FontColor->GrayLevel[0.500008]], StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(AspectRatio \[Rule] Automatic\), FontColor->GrayLevel[0.500008]], StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(Frame \[Rule] True\), FontColor->GrayLevel[0.500008]], StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(Axes \[Rule] False\), FontColor->GrayLevel[0.500008]], StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(FrameTicks \[Rule] None\), FontColor->GrayLevel[0.500008]], StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(PlotPoints \[Rule] 250\), FontColor->GrayLevel[0.500008]]}], "]"}]}], ";"}]], "InputOnly",\ InitializationCell->True], Cell["\<\ Remark: All functions considered are periodic and therefore it is \ sufficient to plot them on an interval [0,2 \[Pi]] or [-\[Pi],\[Pi]] . (For applications where one has to consider different periods it will be \ useful to modify the interval to [-2\[Pi],2\[Pi]] or \ [-k\[Pi],k\[Pi]].)\ \>", "Text"], Cell[TextData[{ "To see how the movement occurs without using animations (to reduce memory \ use), it is possible to plot the movement in 3 dimensions in coordinates \ {t,x,y}: here t is the parameter which gives the rotation of the basic \ circle. The y-axis remains ", StyleBox["vertical", FontWeight->"Bold"], " by putting the extra axis first!" }], "Text"], Cell[BoxData[ RowBox[{ RowBox[{\(spirograph3D[f_, t_, opts___]\), ":=", "\n", "\t", RowBox[{"ParametricPlot3D", "[", RowBox[{\({t, Re[f], Im[f]}\), ",", \({t, \(-\[Pi]\), \ \[Pi]}\), ",", "\n", "\t\t", StyleBox["opts", FontColor->GrayLevel[0.500008]], StyleBox[",", FontColor->GrayLevel[0.500008]], "\n", "\t\t", StyleBox[\(PlotRange \[Rule] All\), FontColor->GrayLevel[0.500008]], StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(AspectRatio \[Rule] Automatic\), FontColor->GrayLevel[0.500008]], StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(Boxed \[Rule] True\), FontColor->GrayLevel[0.500008]], StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(Axes \[Rule] False\), FontColor->GrayLevel[0.500008]], StyleBox[",", FontColor->GrayLevel[0.500008]], StyleBox[\(PlotPoints \[Rule] 250\), FontColor->GrayLevel[0.500008]]}], "]"}]}], ";"}]], "InputOnly",\ InitializationCell->True], Cell["\<\ We use a realtime moving in three dimensions to be able view the \ obtained 3D graphics from all viewpoints by using the mouse:\ \>", "Text"], Cell[BoxData[ \(<< RealTime3D`\)], "Input", InitializationCell->True], Cell[CellGroupData[{ Cell[BoxData[ \(\(\[ScriptS] = spirograph[\[Sum]\+\(j = 1\)\%2 1/ j\ \[ExponentialE]\^\(j\ \[ImaginaryI]\ t\), t];\)\)], "Input"], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1.1547 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 0.34127 0.42328 0.57735 0.42328 [ [ 0 0 -0.125 0 ] [ 0 0 -0.125 0 ] [ 0 1.1547 .125 0 ] [ 1 0 .125 0 ] [ 0 0 0 0 ] [ 1 1.1547 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 1.1547 L s 0 1.1547 m 1 1.1547 L s 1 0 m 1 1.1547 L s .5 Mabswid .12963 .57735 m .12963 .57735 L .12963 .57735 L .12963 .57735 L .12963 .57735 L .12963 .57735 L .12962 .57735 L .12962 .57735 L .12961 .57735 L .1296 .57735 L .12958 .57735 L .12956 .57735 L .1295 .57735 L .12942 .57734 L .12933 .57734 L .12907 .57732 L .12878 .5773 L .12839 .57726 L .12742 .57712 L .12623 .57692 L .12469 .57659 L .12296 .57614 L .12105 .57558 L .11879 .57481 L .11639 .5739 L .11388 .57284 L .11102 .57149 L .10808 .56998 L .10477 .56811 L .10143 .56605 L .09808 .5638 L .09439 .56112 L .09073 .55825 L .08713 .5552 L .08323 .55164 L .07943 .54789 L .07535 .54356 L .07142 .53905 L .06764 .53438 L .06366 .52905 L .05988 .52357 L .05595 .51737 L .05226 .51103 L .04882 .50458 L .04532 .49736 L .04212 .49005 L .03921 .48269 L .03633 .47452 L .03378 .46633 L .03134 .45727 L Mistroke .02927 .44822 L .02757 .43921 L .02608 .42933 L .02498 .41954 L .02453 .41406 L .02436 .41152 L .0242 .40883 L .02408 .40633 L .02397 .40356 L .02393 .40234 L .0239 .40103 L .02387 .39988 L .02385 .39866 L .02384 .39799 L .02383 .39724 L .02382 .39656 L .02382 .39593 L .02381 .39557 L .02381 .39519 L .02381 .39501 L .02381 .39481 L .02381 .3946 L .02381 .3944 L .02381 .39421 L .02381 .39401 L .02381 .39382 L .02381 .39364 L .02381 .39331 L .02381 .39295 L .02381 .39262 L .02381 .39231 L .02382 .39161 L .02383 .39097 L .02383 .39036 L .02386 .38899 L .02389 .38749 L .02396 .38493 L .02406 .38208 L .02436 .37627 L .02475 .37087 L .02528 .36499 L .0267 .35325 L .02853 .34178 L .03074 .33062 L .03359 .31861 L .03683 .30696 L .04081 .29449 L .04519 .28242 L .04991 .27079 L .05549 .25841 L Mistroke .06141 .24652 L .06761 .23513 L .07476 .22308 L .08218 .21158 L .09066 .1995 L .09939 .18801 L .10832 .17715 L .11837 .1658 L .12859 .15511 L .14003 .14404 L .15161 .13367 L .16325 .12401 L .17616 .1141 L .1891 .10493 L .202 .09649 L .21622 .08793 L .23035 .08013 L .24584 .07235 L .26119 .06536 L .27635 .05913 L .29288 .05306 L .30915 .04778 L .32511 .04324 L .34243 .039 L .35938 .03553 L .37768 .03249 L .38691 .03124 L .39556 .03024 L .40448 .02936 L .41295 .02869 L .41746 .0284 L .42236 .02812 L .4268 .02792 L .43095 .02776 L .43534 .02763 L .43768 .02758 L .44018 .02754 L .44144 .02753 L .44281 .02751 L .44343 .02751 L .4441 .0275 L .44473 .0275 L .4453 .0275 L .44591 .02749 L .44623 .02749 L .44657 .02749 L .44714 .02749 L .44746 .02749 L .44776 .02749 L .44832 .02749 L Mistroke .44883 .0275 L .44943 .0275 L .44999 .0275 L .4511 .02751 L .45214 .02752 L .45451 .02755 L .45683 .02759 L .45932 .02765 L .46383 .02778 L .46797 .02794 L .47689 .0284 L .48665 .02909 L .50585 .03101 L .52437 .03358 L .54406 .03709 L .56301 .04123 L .58119 .04593 L .60043 .05168 L .61884 .05797 L .63641 .0647 L .65492 .0726 L .67252 .08091 L .69098 .09051 L .70847 .10048 L .725 .11074 L .74224 .12236 L .75847 .13423 L .7737 .14624 L .78949 .15969 L .80425 .17323 L .81943 .18828 L .83353 .20337 L .84659 .21843 L .85991 .23501 L .87216 .2515 L .88452 .26955 L .89578 .28745 L .90599 .30509 L .91614 .3243 L .92523 .3432 L .9333 .36171 L .94117 .38176 L .94802 .40136 L .95451 .42249 L .95998 .44309 L .9645 .46311 L .96851 .4846 L .97159 .50543 L .97286 .51611 L .974 .52769 L Mistroke .97488 .5389 L .97522 .54424 L .97549 .54922 L .97573 .55453 L .9759 .55936 L .97605 .56473 L .97611 .56769 L .97613 .56913 L .97615 .57049 L .97616 .57178 L .97617 .57296 L .97618 .57428 L .97619 .57497 L .97619 .57535 L .97619 .57569 L .97619 .57636 L .97619 .57706 L .97619 .57772 L .97619 .57833 L .97619 .57868 L .97619 .57906 L .97619 .57972 L .97618 .58043 L .97618 .58122 L .97617 .58251 L .97615 .58369 L .97612 .58635 L .97607 .58881 L .97602 .59114 L .97587 .59632 L .97566 .60183 L .97514 .61173 L .97441 .62216 L .97354 .63195 L .97115 .6526 L .96778 .67443 L .96372 .6953 L .95909 .7152 L .95337 .73616 L .94711 .75608 L .93966 .77696 L .93172 .79676 L .9234 .81547 L .91381 .83498 L .90388 .85338 L .89371 .87066 L .88224 .8886 L .87058 .9054 L .85754 .92273 L .84439 .93888 L Mistroke .83121 .95389 L .81664 .96927 L .80211 .98349 L .78616 .99794 L .77032 1.0112 L .75467 1.02334 L .73761 1.03556 L .72082 1.04664 L .70436 1.05664 L .68653 1.06659 L .6691 1.07546 L .65033 1.08414 L .63202 1.09175 L .61425 1.09837 L .59519 1.10467 L .57672 1.10999 L .5589 1.11443 L .53987 1.11843 L .52154 1.12156 L .50206 1.12413 L .49236 1.12512 L .48334 1.12587 L .47466 1.12643 L .46985 1.12668 L .46542 1.12686 L .46061 1.12702 L .45809 1.12708 L .45541 1.12714 L .4543 1.12715 L .4531 1.12717 L .45206 1.12718 L .45093 1.12719 L .45024 1.1272 L .44961 1.1272 L .449 1.1272 L .44869 1.12721 L .44836 1.12721 L .44802 1.12721 L .44772 1.12721 L .44712 1.12721 L .44658 1.12721 L .44601 1.12721 L .44543 1.1272 L .44511 1.1272 L .44481 1.1272 L .44369 1.1272 L .44266 1.12719 L .44158 1.12718 L .43933 1.12715 L .43685 1.1271 L Mistroke .43246 1.12699 L .42835 1.12685 L .41902 1.1264 L .41052 1.12583 L .39244 1.12412 L .37527 1.12185 L .35724 1.11877 L .34015 1.11518 L .32231 1.11071 L .30545 1.10578 L .28957 1.10048 L .27305 1.09427 L .25754 1.08774 L .24301 1.08099 L .22796 1.0733 L .21392 1.06544 L .19948 1.05661 L .18606 1.04768 L .17361 1.03871 L .16089 1.02879 L .14915 1.01889 L .13835 1.00909 L .12737 .99835 L .11733 .98777 L .10723 .97627 L .09806 .96498 L .08975 .95396 L .08148 .94206 L .07406 .93049 L .06676 .91808 L .0603 .90605 L .05462 .89443 L .04912 .88205 L .04438 .87013 L .0403 .8587 L .03649 .84659 L .03331 .835 L .03047 .82279 L .02822 .81116 L .02651 .80011 L .02575 .794 L .02516 .78852 L .02467 .78278 L .02431 .77754 L .02405 .77221 L .02395 .76943 L .0239 .7679 L .02387 .76651 L .02385 .76519 L .02383 .76393 L Mistroke .02382 .76325 L .02382 .76262 L .02381 .76226 L .02381 .76192 L .02381 .76157 L .02381 .76139 L .02381 .76119 L .02381 .76088 L .02381 .76059 L .02381 .76027 L .02381 .75993 L .02381 .75976 L .02381 .75958 L .02381 .75924 L .02382 .75862 L .02382 .75802 L .02383 .75739 L .02384 .75627 L .02387 .75495 L .02389 .75376 L .02397 .75107 L .02407 .7486 L .02418 .74627 L .02449 .74112 L .02487 .73641 L .02592 .72657 L .02741 .71642 L .02918 .70695 L .03117 .69814 L .03357 .6891 L .03615 .68072 L .03885 .67298 L .04194 .66509 L .0451 .65783 L .04863 .65049 L .05219 .64379 L .05573 .63768 L .0596 .63155 L .06341 .62601 L .06712 .62101 L .0711 .61603 L .07495 .61158 L .07904 .60721 L .08294 .60334 L .08666 .59992 L .09054 .59661 L .09419 .59373 L .09795 .59098 L .10146 .58863 L .10469 .58664 L Mistroke .10797 .58478 L .11096 .58323 L .11366 .58196 L .11634 .58082 L .11871 .57991 L .121 .57914 L .12297 .57856 L .12464 .57813 L .12615 .5778 L .12736 .57759 L .12829 .57746 L .1287 .57741 L .12901 .57738 L .12927 .57737 L .12944 .57736 L .12951 .57735 L .12956 .57735 L .12959 .57735 L .12961 .57735 L .12962 .57735 L .12962 .57735 L .12963 .57735 L .12963 .57735 L .12963 .57735 L .12963 .57735 L .12963 .57735 L .12963 .57735 L .12963 .57735 L Mfstroke 0 0 m 1 0 L 1 1.1547 L 0 1.1547 L closepath clip newpath % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{249.375, 287.938}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg ooooo`7o000000000ol0003oooooooooo`03ooooo`03o`000?oooooooooo0=kooooo00?o0000oooo ooooool03_ooool1o`00000000?o0000ooooooooool00oooool00ol0003oooooooooo`3Oooooo`03 o`000?oooooooooo00gooooo0Ol000000003o`000?oooooooooo00?ooooo00?o0000ooooooooool0 goooool00ol0003oooooooooo`0=ooooo`7o000000000ol0003oooooooooo`03ooooo`03o`000?oo oooooooo0>3ooooo00?o0000ooooooooool03?ooool1o`00000000?o0000ooooooooool00oooool0 0ol0003oooooooooo`3Pooooo`03o`000?oooooooooo00cooooo0Ol000000003o`000?oooooooooo 00?ooooo00?o0000ooooooooool0hOooool00ol0003oooooooooo`0;ooooo`7o000000000ol0003o ooooooooo`03ooooo`03o`000?oooooooooo0>7ooooo00?o0000ooooooooool02oooool1o`000000 00?o0000ooooooooool00oooool00ol0003oooooooooo`3Qooooo`03o`000?oooooooooo00_ooooo 0Ol000000003o`000?oooooooooo00?ooooo00?o0000ooooooooool0h_ooool00ol0003ooooooooo o`0:ooooo`7o000000000ol0003oooooooooo`03ooooo`03o`000?oooooooooo0>;ooooo00?o0000 ooooooooool02_ooool1o`00000000?o0000ooooooooool00oooool00ol0003oooooooooo`3Roooo o`03o`000?oooooooooo00[ooooo0Ol000000003o`000?oooooooooo00?ooooo00?o0000oooooooo ool0h_ooool00ol0003oooooooooo`0:ooooo`7o000000000ol0003oooooooooo`03ooooo`03o`00 0?oooooooooo0>?ooooo00?o0000ooooooooool02Oooool1o`00000000?o0000ooooooooool00ooo ool00ol0003oooooooooo`3Sooooo`03o`000?oooooooooo00Wooooo0Ol000000003o`000?oooooo oooo00?ooooo00?o0000ooooooooool0hoooool00ol0003oooooooooo`09ooooo`7o000000000ol0 003oooooooooo`03ooooo`03o`000?oooooooooo0>?ooooo00?o0000ooooooooool02Oooool1o`00 000000?o0000ooooooooool00oooool00ol0003oooooooooo`3Tooooo`03o`000?oooooooooo00So oooo0Ol000000003o`000?oooooooooo00?ooooo00?o0000ooooooooool0i?ooool00ol0003ooooo ooooo`08ooooo`7o000000000ol0003oooooooooo`03ooooo`03o`000?oooooooooo0>Cooooo00?o 0000ooooooooool02?ooool1o`00000000?o0000ooooooooool00oooool00ol0003oooooooooo`3U ooooo`03o`000?oooooooooo00Oooooo0Ol000000003o`000?oooooooooo00Cooooo00?o0000oooo ooooool0i?ooool00ol0003oooooooooo`07ooooo`7o000000000ol0003oooooooooo`04ooooo`03 o`000?oooooooooo0>Cooooo00?o0000ooooooooool01oooool1o`00000000?o0000ooooooooool0 1?ooool00ol0003oooooooooo`3Uooooo`03o`000?oooooooooo00Kooooo0Ol000000003o`000?oo oooooooo00Cooooo00?o0000ooooooooool0iOooool00ol0003oooooooooo`06ooooo`7o00000000 0ol0003oooooooooo`05ooooo`03o`000?oooooooooo0>Cooooo00?o0000ooooooooool01_ooool1 o`00000000?o0000ooooooooool01Oooool00ol0003oooooooooo`3Tooooo`03o`000?oooooooooo 00Kooooo0Ol000000003o`000?oooooooooo00Kooooo00?o0000ooooooooool0hoooool00ol0003o ooooooooo`06ooooo`7o000000000ol0003oooooooooo`06ooooo`03o`000?oooooooooo0>Cooooo 00?o0000ooooooooool01Oooool1o`00000000?o0000ooooooooool01_ooool00ol0003ooooooooo o`3Tooooo`03o`000?oooooooooo00Gooooo0Ol000000003o`000?oooooooooo00Kooooo00?o0000 ooooooooool0i?ooool00ol0003oooooooooo`05ooooo`7o000000000ol0003oooooooooo`07oooo o`03o`000?oooooooooo0>?ooooo00?o0000ooooooooool01Oooool1o`00000000?o0000oooooooo ool01oooool00ol0003oooooooooo`3Sooooo`03o`000?oooooooooo00Gooooo0Ol000000003o`00 0?oooooooooo00Sooooo00?o0000ooooooooool0hoooool00ol0003oooooooooo`04ooooo`7o0000 00000ol0003oooooooooo`08ooooo`03o`000?oooooooooo0>?ooooo00?o0000ooooooooool01?oo ool1o`00000000?o0000ooooooooool02Oooool00ol0003oooooooooo`3Rooooo`03o`000?oooooo oooo00Cooooo0Ol000000003o`000?oooooooooo00Wooooo00?o0000ooooooooool0h_ooool00ol0 003oooooooooo`04ooooo`7o000000000ol0003oooooooooo`0:ooooo`03o`000?oooooooooo0>7o oooo00?o0000ooooooooool01?ooool1o`00000000?o0000ooooooooool02oooool00ol0003ooooo ooooo`3Pooooo`03o`000?oooooooooo00Cooooo0Ol000000003o`000?oooooooooo00_ooooo00?o 0000ooooooooool0h?ooool00ol0003oooooooooo`04ooooo`7o000000000ol0003oooooooooo`0; ooooo`03o`000?oooooooooo0>3ooooo00?o0000ooooooooool01?ooool1o`00000000?o0000oooo ooooool03?ooool00ol0003oooooooooo`3Oooooo`03o`000?oooooooooo00Cooooo0Ol000000003 o`000?oooooooooo00gooooo00?o0000ooooooooool0g_ooool00ol0003oooooooooo`04ooooo`7o 000000000ol0003oooooooooo`0=ooooo`03o`000?oooooooooo0=oooooo00?o0000ooooooooool0 0oooool1o`00000000?o0000ooooooooool03_ooool00ol0003oooooooooo`3Nooooo`03o`000?oo oooooooo00?ooooo0Ol000000003o`000?oooooooooo00oooooo00?o0000ooooooooool0gOooool0 0ol0003oooooooooo`03ooooo`7o000000000ol0003oooooooooo`0@ooooo`03o`000?oooooooooo 0=cooooo00?o0000ooooooooool00oooool1o`00000000?o0000ooooooooool04Oooool00ol0003o ooooooooo`3Kooooo`03o`000?oooooooooo00?ooooo0Ol000000003o`000?oooooooooo01;ooooo 0_l0003Kooooo`03o`000?oooooooooo00?ooooo0Ol000000003o`000?oooooooooo01Cooooo00?o 0000ooooooooool0f?ooool00ol0003oooooooooo`03ooooo`7o000000000ol0003oooooooooo`0E ooooo`;o0000f?ooool00ol0003oooooooooo`03ooooo`7o000000000ol0003oooooooooo`0Goooo o`03o`000?oooooooooo0=Gooooo00?o0000ooooooooool00oooool1o`00000000?o0000oooooooo ool06?ooool3o`000=Cooooo00?o0000ooooooooool00oooool1o`00000000?o0000ooooooooool0 6oooool3o`000=7ooooo00?o0000ooooooooool00oooool1o`00000000?o0000ooooooooool06?oo ool3o`000=Cooooo00?o0000ooooooooool00oooool1o`00000000?o0000ooooooooool05oooool0 0ol0003oooooooooo`3Eooooo`03o`000?oooooooooo00?ooooo0Ol000000003o`000?oooooooooo 01Gooooo0_l0003Hooooo`03o`000?oooooooooo00?ooooo0Ol000000003o`000?oooooooooo01Co oooo00?o0000ooooooooool0f?ooool00ol0003oooooooooo`03ooooo`7o000000000ol0003ooooo ooooo`0Cooooo`03o`000?oooooooooo0=Wooooo00?o0000ooooooooool00oooool1o`00000000?o 0000ooooooooool04Oooool2o`000=cooooo00?o0000ooooooooool00oooool1o`00000000?o0000 ooooooooool04?ooool00ol0003oooooooooo`3Looooo`03o`000?oooooooooo00?ooooo0Ol00000 0003o`000?oooooooooo013ooooo00?o0000ooooooooool0g?ooool00ol0003oooooooooo`03oooo o`7o000000000ol0003oooooooooo`0?ooooo`03o`000?oooooooooo0=gooooo00?o0000oooooooo ool00oooool1o`00000000?o0000ooooooooool03_ooool00ol0003oooooooooo`3Nooooo`03o`00 0?oooooooooo00?ooooo0Ol000000003o`000?oooooooooo00gooooo00?o0000ooooooooool0g_oo ool00ol0003oooooooooo`04ooooo`7o000000000ol0003oooooooooo`07ooooo00?o0000ooooooooool01?ooool1o`00000000?o 0000ooooooooool02_ooool00ol0003oooooooooo`3Qooooo`03o`000?oooooooooo00Cooooo0Ol0 00000003o`000?oooooooooo00[ooooo00?o0000ooooooooool0hOooool00ol0003oooooooooo`04 ooooo`7o000000000ol0003oooooooooo`09ooooo`03o`000?oooooooooo0>;ooooo00?o0000oooo ooooool01?ooool1o`00000000?o0000ooooooooool02Oooool00ol0003oooooooooo`3Rooooo`03 o`000?oooooooooo00Cooooo0Ol000000003o`000?oooooooooo00Sooooo00?o0000ooooooooool0 hoooool00ol0003oooooooooo`04ooooo`7o000000000ol0003oooooooooo`08ooooo`03o`000?oo oooooooo0>?ooooo00?o0000ooooooooool01?ooool1o`00000000?o0000ooooooooool01oooool0 0ol0003oooooooooo`3Sooooo`03o`000?oooooooooo00Gooooo0Ol000000003o`000?oooooooooo 00Oooooo00?o0000ooooooooool0hoooool00ol0003oooooooooo`05ooooo`7o000000000ol0003o ooooooooo`06ooooo`03o`000?oooooooooo0>Cooooo00?o0000ooooooooool01Oooool1o`000000 00?o0000ooooooooool01_ooool00ol0003oooooooooo`3Tooooo`03o`000?oooooooooo00Gooooo 0Ol000000003o`000?oooooooooo00Kooooo00?o0000ooooooooool0i?ooool00ol0003ooooooooo o`05ooooo`7o000000000ol0003oooooooooo`06ooooo`03o`000?oooooooooo0>?ooooo00?o0000 ooooooooool01_ooool1o`00000000?o0000ooooooooool01Oooool00ol0003oooooooooo`3Toooo o`03o`000?oooooooooo00Kooooo0Ol000000003o`000?oooooooooo00Gooooo00?o0000oooooooo ool0i?ooool00ol0003oooooooooo`06ooooo`7o000000000ol0003oooooooooo`04ooooo`03o`00 0?oooooooooo0>Gooooo00?o0000ooooooooool01_ooool1o`00000000?o0000ooooooooool01?oo ool00ol0003oooooooooo`3Uooooo`03o`000?oooooooooo00Kooooo0Ol000000003o`000?oooooo oooo00Cooooo00?o0000ooooooooool0i?ooool00ol0003oooooooooo`07ooooo`7o000000000ol0 003oooooooooo`04ooooo`03o`000?oooooooooo0>Cooooo00?o0000ooooooooool01oooool1o`00 000000?o0000ooooooooool00oooool00ol0003oooooooooo`3Uooooo`03o`000?oooooooooo00Oo oooo0Ol000000003o`000?oooooooooo00?ooooo00?o0000ooooooooool0iOooool00ol0003ooooo ooooo`07ooooo`7o000000000ol0003oooooooooo`03ooooo`03o`000?oooooooooo0>Cooooo00?o 0000ooooooooool02?ooool1o`00000000?o0000ooooooooool00oooool00ol0003oooooooooo`3T ooooo`03o`000?oooooooooo00Sooooo0Ol000000003o`000?oooooooooo00?ooooo00?o0000oooo ooooool0i?ooool00ol0003oooooooooo`08ooooo`7o000000000ol0003oooooooooo`03ooooo`03 o`000?oooooooooo0>?ooooo00?o0000ooooooooool02Oooool1o`00000000?o0000ooooooooool0 0oooool00ol0003oooooooooo`3Sooooo`03o`000?oooooooooo00Wooooo0Ol000000003o`000?oo oooooooo00?ooooo00?o0000ooooooooool0hoooool00ol0003oooooooooo`09ooooo`7o00000000 0ol0003oooooooooo`03ooooo`03o`000?oooooooooo0>;ooooo00?o0000ooooooooool02_ooool1 o`00000000?o0000ooooooooool00oooool00ol0003oooooooooo`3Rooooo`03o`000?oooooooooo 00[ooooo0Ol000000003o`000?oooooooooo00?ooooo00?o0000ooooooooool0h_ooool00ol0003o ooooooooo`0:ooooo`7o000000000ol0003oooooooooo`03ooooo`03o`000?oooooooooo0>;ooooo 00?o0000ooooooooool02_ooool1o`00000000?o0000ooooooooool00oooool00ol0003ooooooooo o`3Qooooo`03o`000?oooooooooo00_ooooo0Ol000000003o`000?oooooooooo00?ooooo00?o0000 ooooooooool0hOooool00ol0003oooooooooo`0;ooooo`7o000000000ol0003oooooooooo`03oooo o`03o`000?oooooooooo0>7ooooo00?o0000ooooooooool02oooool1o`00000000?o0000oooooooo ool00oooool00ol0003oooooooooo`3Pooooo`03o`000?oooooooooo00cooooo0Ol000000003o`00 0?oooooooooo00?ooooo00?o0000ooooooooool0h?ooool00ol0003oooooooooo`03ooooo00?o0000ooooooooool03?oo ool1o`00000000?o0000ooooooooool00oooool00ol0003oooooooooo`3Oooooo`03o`000?oooooo oooo00gooooo0Ol000000003o`000?oooooooooo00?ooooo00?o0000ooooooooool0goooool00ol0 003oooooooooo`0=ooooo`7o000000000ol0003oooooooooo`03ooooo`03o`000?oooooooooo0=ko oooo00?o0000ooooooooool03_ooool1o`00000000?o0000ooooooooool00oooool00ol0003ooooo ooooo`3Nooooo`03o`000?oooooooooo00kooooo0Ol000000003o`000?oooooooooo00?ooooo00?o 0000ooooooooool0gOooool00ol0003oooooooooo`0?ooooo`7o000000000ol0003oooooooooo`04 ooooo`03o`000?oooooooooo0=cooooo00?o0000ooooooooool03oooool1o`00000000?o0000oooo ooooool01?ooool00ol0003oooooooooo`3Looooo`03o`000?oooooooooo00oooooo0Ol000000003 o`000?oooooooooo00Cooooo00?o0000ooooooooool0foooool00ol0003oooooooooo`0@ooooo`7o 000000000ol0003oooooooooo`04ooooo`03o`000?oooooooooo0=_ooooo00?o0000ooooooooool0 4?ooool1o`00000000?o0000ooooooooool01?ooool00ol0003oooooooooo`3Jooooo`03o`000?oo oooooooo017ooooo0Ol000000003o`000?oooooooooo00Cooooo00?o0000ooooooooool0fOooool0 0ol0003oooooooooo`0Booooo`7o000000000ol0003oooooooooo`05ooooo`03o`000?oooooooooo 0=Sooooo00?o0000ooooooooool04_ooool1o`00000000?o0000ooooooooool01Oooool00ol0003o ooooooooo`3Gooooo`03o`000?oooooooooo01?ooooo0Ol000000003o`000?oooooooooo00Gooooo 00?o0000ooooooooool0eoooool00ol0003oooooooooo`0Cooooo`7o000000000ol0003ooooooooo o`06ooooo`03o`000?oooooooooo0=Gooooo00?o0000ooooooooool05?ooool1o`00000000?o0000 ooooooooool01_ooool00ol0003oooooooooo`3Eooooo`03o`000?oooooooooo01Cooooo0Ol00000 0003o`000?oooooooooo00Kooooo00?o0000ooooooooool0eOooool00ol0003oooooooooo`0Doooo o`7o000000000ol0003oooooooooo`07ooooo`03o`000?oooooooooo0=?ooooo00?o0000oooooooo ool05Oooool1o`00000000?o0000ooooooooool01oooool00ol0003oooooooooo`3Cooooo`03o`00 0?oooooooooo01Gooooo0Ol000000003o`000?oooooooooo00Oooooo00?o0000ooooooooool0d_oo ool00ol0003oooooooooo`0Fooooo`7o000000000ol0003oooooooooo`08ooooo`03o`000?oooooo oooo0=3ooooo00?o0000ooooooooool05oooool1o`00000000?o0000ooooooooool02?ooool00ol0 003oooooooooo`3?ooooo`03o`000?oooooooooo01Sooooo0Ol000000003o`000?oooooooooo00So oooo00?o0000ooooooooool0coooool00ol0003oooooooooo`0Hooooo`7o000000000ol0003ooooo ooooo`09ooooo`03o`000?oooooooooo0ooooo`03o`000?oooooooooo0<3ooooo00?o0000 ooooooooool08Oooool1o`00000000?o0000ooooooooool03oooool00ol0003oooooooooo`2noooo o`03o`000?oooooooooo02;ooooo0Ol000000003o`000?oooooooooo00oooooo00?o0000oooooooo ool0_Oooool00ol0003oooooooooo`0Sooooo`7o000000000ol0003oooooooooo`0@ooooo`03o`00 0?oooooooooo0;_ooooo00?o0000ooooooooool09?ooool1o`00000000?o0000ooooooooool04Ooo ool00ol0003oooooooooo`2iooooo`03o`000?oooooooooo02Gooooo0Ol000000003o`000?oooooo oooo01;ooooo00?o0000ooooooooool0]oooool00ol0003oooooooooo`0Vooooo`7o000000000ol0 003oooooooooo`0Cooooo`03o`000?oooooooooo0;Gooooo00?o0000ooooooooool09oooool1o`00 000000?o0000ooooooooool04oooool00ol0003oooooooooo`2dooooo`03o`000?oooooooooo02So oooo0Ol000000003o`000?oooooooooo01Cooooo00?o0000ooooooooool0/_ooool00ol0003ooooo ooooo`0Yooooo`7o000000000ol0003oooooooooo`0Eooooo`03o`000?oooooooooo0;3ooooo00?o 0000ooooooooool0:_ooool1o`00000000?o0000ooooooooool05Oooool00ol0003oooooooooo`2_ ooooo`03o`000?oooooooooo02_ooooo0Ol000000003o`000?oooooooooo01Kooooo00?o0000oooo ooooool0[_ooool00ol0003oooooooooo`0[ooooo`7o000000000ol0003oooooooooo`0Gooooo`03 o`000?oooooooooo0:cooooo00?o0000ooooooooool0;?ooool1o`00000000?o0000ooooooooool0 6?ooool00ol0003oooooooooo`2Zooooo`03o`000?oooooooooo02gooooo0Ol000000003o`000?oo oooooooo01Wooooo00?o0000ooooooooool0Yoooool2o`00033ooooo0Ol000000003o`000?oooooo oooo01[ooooo00?o0000ooooooooool0YOooool00ol0003oooooooooo`0`ooooo`7o000000000ol0 003oooooooooo`0Kooooo`03o`000?oooooooooo0:?ooooo00?o0000ooooooooool0ooooo`7o000000000ol0003o ooooooooo`0gooooo`;o0000JOooool2o`00057ooooo0Ol000000003o`000?oooooooooo03Wooooo 0_l0001Tooooo`?o0000Doooool1o`00000000?o0000ooooooooool0>oooool2o`00063ooooo0_l0 001Fooooo`7o000000000ol0003oooooooooo`0mooooo`?o0000F_ooool3o`0005Sooooo0Ol00000 0003o`000?oooooooooo043ooooo0_l0001Eooooo`?o0000Foooool1o`00000000?o0000oooooooo ool0@_ooool2o`00053ooooo0ol0001Nooooo`7o000000000ol0003oooooooooo`14ooooo`?o0000 B_ooool3o`00067ooooo0Ol000000003o`000?oooooooooo04Oooooo1Ol00012ooooo`?o0000I?oo ool1o`00000000?o0000ooooooooool0C?ooool4o`0003[ooooo1?l0001Wooooo`7o000000000ol0 003oooooooooo`1@ooooo`Co0000"], ImageRangeCache->{{{0, 248.375}, {286.938, 0}} -> {-0.807453, -1.36604, \ 0.00952152, 0.00952152}}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ \(\(\[ScriptS] = spirograph[\[Sum]\+\(j = 1\)\%5 \[ExponentialE]\^\(j\ \[ImaginaryI]\ \ t\), t];\)\)], "Input"], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1.17768 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 0.268497 0.141539 0.588841 0.141539 [ [ 0 0 -0.125 0 ] [ 0 0 -0.125 0 ] [ 0 1.17768 .125 0 ] [ 1 0 .125 0 ] [ 0 0 0 0 ] [ 1 1.17768 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 1.17768 L s 0 1.17768 m 1 1.17768 L s 1 0 m 1 1.17768 L s .5 Mabswid .12696 .58884 m .12696 .58852 L .12696 .58823 L .12696 .5879 L .12697 .58759 L .12698 .58703 L .12699 .58642 L .12701 .58575 L .12704 .58504 L .12711 .58377 L .1272 .58245 L .1273 .58123 L .1276 .57844 L .128 .57561 L .12844 .57303 L .12974 .56729 L .13119 .56239 L .1331 .55716 L .13782 .54736 L .14351 .53863 L .15066 .53026 L .1585 .52324 L .16678 .51755 L .17121 .5151 L .17622 .51276 L .18117 .51086 L .18576 .50943 L .19058 .50828 L .19325 .50778 L .19579 .5074 L .1982 .50712 L .19942 .50701 L .20077 .50691 L .20191 .50685 L .20255 .50682 L .20314 .5068 L .20366 .50679 L .20396 .50678 L .20423 .50678 L .20451 .50678 L .20482 .50677 L .2051 .50677 L .20537 .50677 L .20565 .50677 L .20596 .50677 L .20625 .50678 L .20652 .50678 L .20683 .50679 L .20717 .5068 L .20779 .50681 L Mistroke .20843 .50684 L .20911 .50687 L .21034 .50695 L .21273 .50716 L .21488 .50742 L .21956 .50821 L .22215 .5088 L .22451 .50942 L .22925 .51096 L .23354 .51268 L .24162 .51696 L .24914 .5224 L .25614 .52925 L .26177 .53674 L .26606 .54463 L .2678 .54891 L .2693 .55358 L .26985 .5557 L .27035 .558 L .27074 .56018 L .27103 .56221 L .27127 .56444 L .27136 .56562 L .27144 .56688 L .27147 .56752 L .27148 .56786 L .27149 .56821 L .2715 .56852 L .2715 .56887 L .27151 .56902 L .27151 .56918 L .27151 .56947 L .27151 .56977 L .27151 .56994 L .27151 .5701 L .27151 .57039 L .27151 .57069 L .2715 .57097 L .2715 .57123 L .27148 .57182 L .27146 .57238 L .27144 .57291 L .27136 .57411 L .27127 .57528 L .27115 .57652 L .27086 .57878 L .27052 .58082 L .26955 .58522 L .26813 .58993 L .26643 .59432 L Mistroke .26425 .59884 L .25942 .60655 L .25305 .614 L .24583 .62029 L .24179 .6231 L .23712 .62586 L .22786 .63 L .22301 .63158 L .21769 .63289 L .21502 .63339 L .21211 .63383 L .21076 .63399 L .20933 .63413 L .20798 .63425 L .20675 .63433 L .20612 .63436 L .20544 .63439 L .20485 .63441 L .2042 .63443 L .20384 .63444 L .20351 .63445 L .20316 .63445 L .20296 .63445 L .20278 .63445 L .20247 .63445 L .20213 .63446 L .20178 .63445 L .20146 .63445 L .20115 .63445 L .20081 .63444 L .2002 .63443 L .1996 .63441 L .19905 .63439 L .1978 .63433 L .19647 .63424 L .1939 .634 L .19113 .63366 L .18613 .63278 L .18037 .63137 L .17496 .62964 L .16491 .62529 L .15471 .61919 L .14559 .61195 L .13683 .6029 L .12949 .59299 L .12359 .58248 L .12107 .57684 L .1187 .57044 L .11682 .5641 L .11546 .55819 L Mistroke .11441 .55195 L .114 .54848 L .11385 .54691 L .11372 .54518 L .11361 .54355 L .11354 .54202 L .11351 .54118 L .11349 .54041 L .11348 .53998 L .11347 .53951 L .11347 .53907 L .11346 .53866 L .11346 .53828 L .11346 .53787 L .11346 .53749 L .11346 .53713 L .11346 .53681 L .11347 .53645 L .11347 .53608 L .11348 .53574 L .1135 .53495 L .11352 .53423 L .11359 .53261 L .11368 .53104 L .1138 .52936 L .11409 .52635 L .11449 .52311 L .11506 .51955 L .11636 .51326 L .11818 .50656 L .12307 .49371 L .12932 .48197 L .13669 .47146 L .14586 .46132 L .15585 .45275 L .16754 .4451 L .17375 .44187 L .17964 .43928 L .1859 .43699 L .19187 .43523 L .19798 .43383 L .20125 .43324 L .20478 .43274 L .20813 .43237 L .21003 .43222 L .21179 .43211 L .21266 .43207 L .21348 .43203 L .21422 .43201 L .21502 .43199 L Mistroke .21543 .43198 L .21589 .43198 L .21612 .43197 L .21636 .43197 L .2166 .43197 L .21681 .43197 L .21721 .43197 L .21744 .43197 L .21765 .43197 L .21804 .43198 L .21845 .43198 L .21883 .43199 L .21924 .432 L .22008 .43202 L .22085 .43205 L .22156 .43208 L .22318 .43217 L .2249 .43229 L .22805 .4326 L .23089 .43298 L .23712 .4341 L .24374 .43578 L .24992 .43783 L .25627 .44047 L .26709 .44638 L .27755 .45422 L .28637 .46315 L .29033 .46815 L .2942 .47393 L .30005 .48539 L .30228 .49139 L .30324 .49452 L .30414 .49795 L .30484 .50118 L .30538 .50418 L .30578 .50706 L .3061 .51012 L .30623 .51176 L .30631 .51325 L .30634 .51408 L .30636 .51451 L .30637 .51497 L .30638 .51538 L .30639 .51582 L .3064 .51623 L .3064 .51661 L .3064 .51698 L .3064 .51739 L .3064 .51778 L .3064 .51814 L Mistroke .30639 .51849 L .30639 .51881 L .30637 .51954 L .30634 .52032 L .30631 .52116 L .30622 .52269 L .30609 .52432 L .30595 .52585 L .30551 .52931 L .30495 .53268 L .30419 .53628 L .30224 .54324 L .29984 .54972 L .29376 .56165 L .28986 .56752 L .28517 .57349 L .27535 .58339 L .26304 .59254 L .24954 .59974 L .24197 .60278 L .23361 .60541 L .22971 .6064 L .22546 .60733 L .22141 .60806 L .21762 .60861 L .21315 .60911 L .21077 .60931 L .20823 .60948 L .20717 .60953 L .20602 .60958 L .20493 .60961 L .20393 .60964 L .20332 .60965 L .20276 .60966 L .20243 .60966 L .20214 .60966 L .2018 .60967 L .20148 .60967 L .20089 .60967 L .20035 .60966 L .19976 .60966 L .19946 .60966 L .19914 .60965 L .19799 .60963 L .19733 .60961 L .19673 .60959 L .19444 .60949 L .19235 .60937 L .19013 .6092 L .18549 .60873 L Mistroke .18033 .60803 L .17115 .60628 L .16119 .60368 L .1511 .60028 L .14152 .59632 L .12355 .58682 L .10504 .57385 L .08818 .55862 L .07168 .53956 L .05752 .51852 L .04585 .49596 L .04076 .48371 L .03586 .46968 L .03188 .45563 L .0289 .44238 L .02652 .42827 L .02551 .42034 L .02477 .41272 L .02426 .40542 L .02407 .40171 L .02399 .39956 L .02393 .39758 L .02388 .39587 L .02385 .39406 L .02383 .39312 L .02382 .39224 L .02382 .39128 L .02381 .39074 L .02381 .39025 L .02381 .38936 L .02381 .38854 L .02382 .38763 L .02382 .38668 L .02383 .38585 L .02384 .38507 L .02388 .3833 L .02393 .38128 L .02398 .3794 L .02416 .37513 L .02438 .37136 L .02466 .36732 L .02535 .35958 L .02616 .35252 L .02853 .33698 L .03205 .32006 L .04193 .28657 L .05521 .25448 L .07148 .22417 L .09255 .19291 L .11643 .16423 L Mistroke .14555 .13571 L .17707 .11057 L .2104 .08893 L .24881 .06902 L .28838 .05323 L .3285 .04145 L .34974 .03678 L .36084 .03476 L .37308 .03284 L .38407 .0314 L .3959 .03014 L .40248 .02957 L .40847 .02913 L .41418 .02878 L .42024 .02848 L .42578 .02828 L .42893 .02819 L .43188 .02812 L .43327 .0281 L .43459 .02808 L .43579 .02807 L .43706 .02806 L .43845 .02805 L .43973 .02804 L .44126 .02804 L .44264 .02804 L .44418 .02805 L .44495 .02806 L .4458 .02806 L .44869 .0281 L .45033 .02813 L .45208 .02817 L .45524 .02825 L .46145 .02847 L .46712 .02874 L .47888 .02951 L .48977 .03048 L .51444 .03356 L .53668 .03741 L .56114 .04284 L .60851 .05703 L .65321 .07514 L .69928 .0991 L .74174 .12662 L .78036 .15703 L .81864 .19339 L .85234 .23201 L .88435 .27657 L .91112 .32254 L .93283 .36919 L Mistroke .95129 .42094 L .95863 .44739 L .96436 .4724 L .96881 .49669 L .97243 .52293 L .97383 .53658 L .97444 .54379 L .97498 .55147 L .97538 .55816 L .97572 .56555 L .97584 .56879 L .97595 .57228 L .97604 .57559 L .9761 .5786 L .97615 .58183 L .97617 .58361 L .97618 .58529 L .97619 .58685 L .97619 .58828 L .97619 .58985 L .97618 .59152 L .97617 .59319 L .97617 .59413 L .97616 .59499 L .97611 .59825 L .97608 .60006 L .97604 .60204 L .97595 .60565 L .97569 .6128 L .97533 .62041 L .97442 .63408 L .97317 .64794 L .97144 .66286 L .96733 .68976 L .96202 .71613 L .9551 .74362 L .93927 .79212 L .91786 .8418 L .89302 .88727 L .86238 .93265 L .82908 .97308 L .79389 1.00859 L .75346 1.04242 L .71205 1.07089 L .67036 1.09429 L .6244 1.11476 L .57911 1.13004 L .55539 1.13623 L .53034 1.14147 L .50684 1.14521 L Mistroke .49636 1.1465 L .48504 1.14765 L .47853 1.1482 L .47255 1.14862 L .46695 1.14895 L .46081 1.14924 L .45816 1.14934 L .45531 1.14943 L .45285 1.1495 L .45018 1.14955 L .44861 1.14958 L .44716 1.1496 L .44578 1.14962 L .44431 1.14963 L .443 1.14964 L .44177 1.14964 L .44042 1.14964 L .43897 1.14964 L .4375 1.14963 L .43617 1.14962 L .43464 1.1496 L .43319 1.14958 L .43061 1.14953 L .42782 1.14946 L .42149 1.14925 L .41567 1.14898 L .40384 1.14822 L .3914 1.1471 L .36923 1.14427 L .3488 1.14071 L .30673 1.13034 L .28461 1.12314 L .26419 1.11533 L .22713 1.09803 L .1905 1.07638 L .15826 1.05273 L .1275 1.025 L .10148 .99617 L .07992 .96689 L .06084 .93453 L .04624 .90261 L .0357 .87161 L .0316 .85569 L .02818 .83871 L .02688 .83049 L .02573 .8216 L .02489 .81325 L .0246 .80955 L .02433 .80558 L .02412 .80161 L Mistroke .02404 .79988 L .02397 .79798 L .02392 .79631 L .02388 .79453 L .02386 .79355 L .02384 .79266 L .02383 .79183 L .02382 .79091 L .02381 .78991 L .02381 .78936 L .02381 .78885 L .02381 .78794 L .02381 .78696 L .02382 .78641 L .02382 .78581 L .02383 .78473 L .02385 .78367 L .02386 .78269 L .02391 .78073 L .02396 .77896 L .02412 .77501 L .02432 .77128 L .02458 .76737 L .02519 .76042 L .02603 .75303 L .02717 .74504 L .02979 .731 L .03336 .71645 L .04264 .68921 L .05409 .66518 L .06713 .64431 L .08284 .62471 L .09941 .60851 L .11635 .59549 L .13513 .58442 L .15358 .57649 L .16368 .57328 L .17325 .57095 L .17778 .57008 L .1826 .56932 L .18711 .56877 L .19118 .5684 L .19344 .56825 L .19466 .56818 L .19581 .56813 L .19686 .56809 L .19782 .56806 L .19889 .56804 L .19947 .56803 L .20003 .56802 L Mistroke .20057 .56802 L .20117 .56801 L .20147 .56801 L .20179 .56802 L .20238 .56802 L .20293 .56803 L .20351 .56803 L .20454 .56806 L .20575 .56809 L .20687 .56814 L .2094 .56827 L .21163 .56843 L .21404 .56865 L .21836 .56917 L .2225 .56981 L .22626 .57052 L .23398 .57238 L .24214 .57497 L .25008 .57818 L .25696 .58159 L .26965 .58969 L .28086 .5995 L .28982 .61012 L .29401 .61646 L .29729 .62241 L .30021 .62886 L .30239 .63492 L .30415 .64123 L .30487 .64457 L .30548 .64811 L .30589 .65127 L .30607 .65303 L .3062 .65464 L .30629 .65614 L .30633 .65699 L .30636 .65777 L .30638 .65845 L .30639 .65884 L .30639 .6592 L .3064 .65958 L .3064 .65993 L .3064 .66032 L .3064 .66072 L .3064 .66113 L .3064 .66136 L .3064 .66157 L .30639 .66196 L .30638 .66238 L .30636 .66309 L .30633 .66388 L Mistroke .3063 .66472 L .30624 .66561 L .30613 .66723 L .30581 .67037 L .30542 .67322 L .30423 .67932 L .30336 .68272 L .30243 .68582 L .30018 .69198 L .29763 .69757 L .2914 .70803 L .28353 .7177 L .2737 .72663 L .26303 .73375 L .25185 .7391 L .24582 .74126 L .23921 .7431 L .23593 .74383 L .23234 .74448 L .22892 .74497 L .22575 .74531 L .22421 .74544 L .22256 .74555 L .22176 .74559 L .221 .74563 L .22025 .74566 L .21957 .74568 L .21875 .7457 L .2183 .7457 L .21787 .74571 L .21748 .74571 L .21712 .74571 L .21672 .74571 L .2163 .74571 L .21587 .74571 L .21564 .7457 L .21542 .7457 L .2146 .74568 L .21414 .74567 L .21364 .74565 L .21273 .74562 L .21112 .74554 L .20961 .74543 L .20617 .74511 L .20283 .74468 L .19925 .74409 L .1927 .74267 L .18592 .7407 L .17404 .73595 L .16212 .72931 L Mistroke .15154 .72149 L .14144 .7118 L .133 .70129 L .1262 .69029 L .12328 .68443 L .12049 .67781 L .11824 .67131 L .11656 .66527 L .1152 .65896 L .11462 .65545 L .11418 .65212 L .11385 .64896 L .11372 .6472 L .11362 .6456 L .11355 .6441 L .11351 .64326 L .11349 .64249 L .11348 .64181 L .11347 .64142 L .11347 .64106 L .11346 .64068 L .11346 .64034 L .11346 .63994 L .11346 .63956 L .11346 .63919 L .11346 .63878 L .11347 .6384 L .11347 .63805 L .11349 .63724 L .11352 .63639 L .11358 .63479 L .11368 .63304 L .11393 .62994 L .11424 .62707 L .11471 .62368 L .11526 .62052 L .11654 .61467 L .1183 .60849 L .12024 .60295 L .1254 .59165 L .13157 .58161 L .13931 .57197 L .14773 .56386 L .15756 .5566 L .16769 .55103 L .17786 .54706 L .1832 .54556 L .18595 .54493 L .18892 .54437 L .19169 .54395 L Mistroke .19423 .54364 L .19666 .54343 L .19788 .54335 L .19921 .54329 L .19989 .54326 L .20026 .54325 L .20064 .54324 L .20097 .54324 L .20115 .54323 L .20134 .54323 L .20168 .54323 L .20199 .54323 L .20231 .54323 L .20266 .54323 L .203 .54323 L .20331 .54323 L .20361 .54324 L .20389 .54324 L .20451 .54326 L .20523 .54328 L .2059 .54331 L .2074 .5434 L .20872 .54349 L .2101 .54362 L .21261 .54392 L .21527 .54433 L .21999 .54531 L .22531 .5468 L .23019 .54857 L .23895 .55285 L .24738 .55859 L .25448 .56516 L .26024 .57229 L .26297 .57654 L .26515 .58059 L .26709 .58495 L .26858 .58911 L .26979 .59342 L .27033 .59587 L .27075 .59819 L .27107 .60048 L .2712 .60168 L .27132 .60296 L .27139 .60404 L .27143 .60461 L .27146 .60522 L .27148 .60578 L .27149 .6063 L .2715 .60655 L .2715 .60681 L Mistroke .27151 .60707 L .27151 .60731 L .27151 .60761 L .27151 .60776 L .27151 .60793 L .27151 .60822 L .27151 .6085 L .27151 .60866 L .2715 .60882 L .2715 .60912 L .27148 .60978 L .27146 .61036 L .27143 .6109 L .27136 .61211 L .27128 .61311 L .27118 .61421 L .2709 .61643 L .27052 .61876 L .2701 .62088 L .26887 .62559 L .26743 .62978 L .26551 .63422 L .26077 .64246 L .25504 .64966 L .24783 .65635 L .23993 .66174 L .23159 .66583 L .22704 .66749 L .2221 .6689 L .21984 .66941 L .21738 .66988 L .21507 .67024 L .21291 .67051 L .21171 .67062 L .2104 .67073 L .20907 .67081 L .20834 .67085 L .20765 .67087 L .20704 .67089 L .20673 .6709 L .2064 .6709 L .20611 .67091 L .2058 .67091 L .20551 .67091 L .20524 .67091 L .20508 .67091 L .20491 .67091 L .2046 .67091 L .20443 .67091 L .20427 .6709 L Mistroke .2039 .6709 L .20329 .67088 L .20264 .67086 L .20132 .6708 L .2001 .67072 L .19877 .67061 L .19734 .67047 L .19471 .67013 L .19233 .66974 L .18755 .66872 L .18245 .66725 L .17268 .66331 L .16378 .65824 L .15584 .65227 L .14822 .64482 L .14182 .63671 L .13616 .62722 L .1338 .62219 L .13192 .61741 L .13028 .61234 L .12903 .6075 L .12807 .60255 L .12768 .5999 L .12735 .59704 L .12719 .59513 L .12712 .59404 L .12706 .59305 L .12702 .59199 L .127 .59141 L .12698 .59087 L .12697 .59036 L .12696 .58989 L .12696 .58965 L .12696 .58938 L .12696 .5891 L .12696 .58884 L Mfstroke 0 0 m 1 0 L 1 1.17768 L 0 1.17768 L closepath clip newpath % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{244.5, 287.938}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg_ooool3o`00 05Wooooo0ol0001Gooooo`7o000000000ol0003oooooooooo`0hooooo`;o0000Goooool3o`0005Co oooo0Ol000000003o`000?oooooooooo03Kooooo0_l0001Tooooo`;o0000D_ooool1o`00000000?o 0000ooooooooool0_ooool1o`00000000?o0000ooooooooool08?ooool00ol0003oooooooooo`2Aooooo`03o`00 0?oooooooooo03Wooooo0Ol000000003o`000?oooooooooo01oooooo00?o0000ooooooooool0Tooo ool2o`0003Wooooo0Ol000000003o`000?oooooooooo01kooooo00?o0000ooooooooool0U_ooool0 0ol0003oooooooooo`0fooooo`7o000000000ol0003oooooooooo`0Mooooo`03o`000?oooooooooo 09Sooooo00?o0000ooooooooool0=Oooool1o`00000000?o0000ooooooooool07?ooool00ol0003o ooooooooo`2Jooooo`03o`000?oooooooooo03Cooooo0Ol000000003o`000?oooooooooo01_ooooo 00?o0000ooooooooool0W?ooool2o`0003Cooooo0Ol000000003o`000?oooooooooo01[ooooo00?o 0000ooooooooool0Woooool00ol0003oooooooooo`0aooooo`7o000000000ol0003oooooooooo`0I ooooo`03o`000?oooooooooo0:7ooooo00?o0000ooooooooool0ooooo`03o`000?oooooo oooo0;[ooooo00?o0000ooooooooool08_ooool1o`00000000?o0000ooooooooool03Oooool00ol0 003oooooooooo`2looooo`03o`000?oooooooooo027ooooo0Ol000000003o`000?oooooooooo00go oooo00?o0000ooooooooool0_?ooool00ol0003oooooooooo`0Qooooo`7o000000000ol0003ooooo ooooo`0ooooo`;o00001oooool00ol0003oooooooooo`04 ooooo`03o`000?oooooooooo0:;ooooo00?o0000ooooooooool00oooool1o`00000000?o0000oooo ooooool04Oooool00ol0003oooooooooo`04ooooo`03o`000?oooooooooo00?ooooo00?o0000oooo ooooool01_ooool3o`0000Wooooo0_l00009ooooo`03o`000?oooooooooo00Gooooo00?o0000oooo ooooool0XOooool00ol0003oooooooooo`03ooooo`7o000000000ol0003oooooooooo`0@ooooo`03 o`000?oooooooooo00Gooooo00?o0000ooooooooool01?ooool00ol0003oooooooooo`08ooooo`Wo 00002_ooool00ol0003oooooooooo`06ooooo`03o`000?oooooooooo0:7ooooo00?o0000oooooooo ool00oooool1o`00000000?o0000ooooooooool03oooool00ol0003oooooooooo`06ooooo`03o`00 0?oooooooooo00Cooooo00?o0000ooooooooool06oooool00ol0003oooooooooo`06ooooo`03o`00 0?oooooooooo0:7ooooo00?o0000ooooooooool00oooool1o`00000000?o0000ooooooooool03_oo ool00ol0003oooooooooo`07ooooo`03o`000?oooooooooo00Gooooo00?o0000ooooooooool06Ooo ool00ol0003oooooooooo`08ooooo`03o`000?oooooooooo09oooooo00?o0000ooooooooool01?oo ool1o`00000000?o0000ooooooooool03Oooool00ol0003oooooooooo`08ooooo`03o`000?oooooo oooo00Kooooo0_l0000Iooooo`03o`000?oooooooooo00Sooooo00?o0000ooooooooool0Woooool0 0ol0003oooooooooo`04ooooo`7o000000000ol0003oooooooooo`0=ooooo`03o`000?oooooooooo 00Sooooo00?o0000ooooooooool02?ooool00ol0003oooooooooo`0Dooooo`;o00002oooool00ol0 003oooooooooo`2Oooooo`03o`000?oooooooooo00Cooooo0Ol000000003o`000?oooooooooo00co oooo00?o0000ooooooooool02_ooool00ol0003oooooooooo`07ooooo`03o`000?oooooooooo01?o oooo00?o0000ooooooooool02oooool00ol0003oooooooooo`2Oooooo`03o`000?oooooooooo00Co oooo0Ol000000003o`000?oooooooooo00_ooooo00?o0000ooooooooool02oooool00ol0003ooooo ooooo`08ooooo`?o00004Oooool00ol0003oooooooooo`0ooooo`7o000000000ol0 003oooooooooo`03ooooo`03o`000?oooooooooo0=Wooooo00?o0000ooooooooool03_ooool1o`00 000000?o0000ooooooooool00oooool00ol0003oooooooooo`3Hooooo`03o`000?oooooooooo00oo oooo0Ol000000003o`000?oooooooooo00?ooooo00?o0000ooooooooool0f?ooool00ol0003ooooo ooooo`0?ooooo`7o000000000ol0003oooooooooo`03ooooo`03o`000?oooooooooo0=Sooooo00?o 0000ooooooooool03oooool1o`00000000?o0000ooooooooool00oooool00ol0003oooooooooo`3G ooooo`03o`000?oooooooooo013ooooo0Ol000000003o`000?oooooooooo00?ooooo00?o0000oooo ooooool0eoooool00ol0003oooooooooo`0@ooooo`7o000000000ol0003oooooooooo`03ooooo`03 o`000?oooooooooo0=Oooooo00?o0000ooooooooool04?ooool1o`00000000?o0000ooooooooool0 0oooool00ol0003oooooooooo`3Fooooo`03o`000?oooooooooo017ooooo0Ol000000003o`000?oo oooooooo00?ooooo00?o0000ooooooooool0e_ooool00ol0003oooooooooo`0Aooooo`7o00000000 0ol0003oooooooooo`04ooooo`03o`000?oooooooooo0=Cooooo00?o0000ooooooooool04_ooool1 o`00000000?o0000ooooooooool01?ooool00ol0003oooooooooo`3Dooooo`03o`000?oooooooooo 01;ooooo0Ol000000003o`000?oooooooooo00Cooooo00?o0000ooooooooool0doooool00ol0003o ooooooooo`0Cooooo`7o000000000ol0003oooooooooo`04ooooo`03o`000?oooooooooo0=?ooooo 00?o0000ooooooooool04oooool1o`00000000?o0000ooooooooool01Oooool00ol0003ooooooooo o`3Aooooo`03o`000?oooooooooo01Cooooo0Ol000000003o`000?oooooooooo00Gooooo00?o0000 ooooooooool0d?ooool00ol0003oooooooooo`0Eooooo`7o000000000ol0003oooooooooo`05oooo o`03o`000?oooooooooo0=3ooooo00?o0000ooooooooool05Oooool1o`00000000?o0000oooooooo ool01_ooool00ol0003oooooooooo`3>ooooo`03o`000?oooooooooo01Kooooo0Ol000000003o`00 0?oooooooooo00Kooooo00?o0000ooooooooool0c_ooool00ol0003oooooooooo`0Fooooo`7o0000 00000ol0003oooooooooo`07ooooo`03o`000?oooooooooo0"], ImageRangeCache->{{{0, 243.5}, {286.938, 0}} -> {-1.90065, -4.1671, \ 0.0290453, 0.0290453}}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ \(\(s3 = spirograph3D[\[Sum]\+\(j = 1\)\%5 \[ExponentialE]\^\(j\ \[ImaginaryI]\ \ t\), t];\)\)], "Input"], Cell[BoxData[ Graphics3D[{ Line[{{-3.141593, -1.000000, -0.000000},{-3.116359, -0.995232, \ -0.075484}}], Line[{{-3.116359, -0.995232, -0.075484},{-3.091125, -0.981015, \ -0.149673}}], Line[{{-3.091125, -0.981015, -0.149673},{-3.065892, -0.957612, \ -0.221294}}], Line[{{-3.065892, -0.957612, -0.221294},{-3.040658, -0.925455, \ -0.289123}}], Line[{{-3.040658, -0.925455, -0.289123},{-3.015424, -0.885137, \ -0.352001}}], Line[{{-3.015424, -0.885137, -0.352001},{-2.990191, -0.837403, \ -0.408865}}], Line[{{-2.990191, -0.837403, -0.408865},{-2.964957, -0.783136, \ -0.458755}}], Line[{{-2.964957, -0.783136, -0.458755},{-2.939723, -0.723341, \ -0.500843}}], Line[{{-2.939723, -0.723341, -0.500843},{-2.914490, -0.659129, \ -0.534441}}], Line[{{-2.914490, -0.659129, -0.534441},{-2.889256, -0.591691, \ -0.559017}}], Line[{{-2.889256, -0.591691, -0.559017},{-2.864022, -0.522287, \ -0.574204}}], Line[{{-2.864022, -0.522287, -0.574204},{-2.838789, -0.452211, \ -0.579808}}], Line[{{-2.838789, -0.452211, -0.579808},{-2.813555, -0.382778, \ -0.575812}}], Line[{{-2.813555, -0.382778, -0.575812},{-2.788321, -0.315295, \ -0.562375}}], Line[{{-2.788321, -0.315295, -0.562375},{-2.763088, -0.251038, \ -0.539833}}], Line[{{-2.763088, -0.251038, -0.539833},{-2.737854, -0.191229, \ -0.508693}}], Line[{{-2.737854, -0.191229, -0.508693},{-2.712620, -0.137016, \ -0.469620}}], Line[{{-2.712620, -0.137016, -0.469620},{-2.687387, -0.089445, \ -0.423434}}], Line[{{-2.687387, -0.089445, -0.423434},{-2.662153, -0.049450, \ -0.371088}}], Line[{{-2.662153, -0.049450, -0.371088},{-2.636919, -0.017827, \ -0.313656}}], Line[{{-2.636919, -0.017827, -0.313656},{-2.611686, 0.004776, -0.252315}}], Line[{{-2.611686, 0.004776, -0.252315},{-2.586452, 0.017873, -0.188320}}], Line[{{-2.586452, 0.017873, -0.188320},{-2.561218, 0.021153, -0.122985}}], Line[{{-2.561218, 0.021153, -0.122985},{-2.535985, 0.014479, -0.057660}}], Line[{{-2.535985, 0.014479, -0.057660},{-2.510751, -0.002098, 0.006295}}], Line[{{-2.510751, -0.002098, 0.006295},{-2.485517, -0.028349, 0.067534}}], Line[{{-2.485517, -0.028349, 0.067534},{-2.460284, -0.063860, 0.124747}}], Line[{{-2.460284, -0.063860, 0.124747},{-2.435050, -0.108046, 0.176690}}], Line[{{-2.435050, -0.108046, 0.176690},{-2.409816, -0.160155, 0.222199}}], Line[{{-2.409816, -0.160155, 0.222199},{-2.384582, -0.219285, 0.260220}}], Line[{{-2.384582, -0.219285, 0.260220},{-2.359349, -0.284391, 0.289825}}], Line[{{-2.359349, -0.284391, 0.289825},{-2.334115, -0.354313, 0.310230}}], Line[{{-2.334115, -0.354313, 0.310230},{-2.308881, -0.427786, 0.320811}}], Line[{{-2.308881, -0.427786, 0.320811},{-2.283648, -0.503468, 0.321117}}], Line[{{-2.283648, -0.503468, 0.321117},{-2.258414, -0.579963, 0.310879}}], Line[{{-2.258414, -0.579963, 0.310879},{-2.233180, -0.655842, 0.290019}}], Line[{{-2.233180, -0.655842, 0.290019},{-2.207947, -0.729670, 0.258649}}], Line[{{-2.207947, -0.729670, 0.258649},{-2.182713, -0.800035, 0.217076}}], Line[{{-2.182713, -0.800035, 0.217076},{-2.157479, -0.865568, 0.165795}}], Line[{{-2.157479, -0.865568, 0.165795},{-2.132246, -0.924975, 0.105486}}], Line[{{-2.132246, -0.924975, 0.105486},{-2.107012, -0.977053, 0.037000}}], Line[{{-2.107012, -0.977053, 0.037000},{-2.081778, -1.020719, -0.038653}}], Line[{{-2.081778, -1.020719, -0.038653},{-2.056545, -1.055031, \ -0.120318}}], Line[{{-2.056545, -1.055031, -0.120318},{-2.031311, -1.079201, \ -0.206715}}], Line[{{-2.031311, -1.079201, -0.206715},{-2.006077, -1.092618, \ -0.296463}}], Line[{{-2.006077, -1.092618, -0.296463},{-1.980844, -1.094859, \ -0.388099}}], Line[{{-1.980844, -1.094859, -0.388099},{-1.955610, -1.085697, \ -0.480104}}], Line[{{-1.955610, -1.085697, -0.480104},{-1.930376, -1.065111, \ -0.570934}}], Line[{{-1.930376, -1.065111, -0.570934},{-1.905143, -1.033288, \ -0.659041}}], Line[{{-1.905143, -1.033288, -0.659041},{-1.879909, -0.990626, \ -0.742904}}], Line[{{-1.879909, -0.990626, -0.742904},{-1.854675, -0.937726, \ -0.821057}}], Line[{{-1.854675, -0.937726, -0.821057},{-1.829442, -0.875387, \ -0.892113}}], Line[{{-1.829442, -0.875387, -0.892113},{-1.804208, -0.804595, \ -0.954794}}], Line[{{-1.804208, -0.804595, -0.954794},{-1.778974, -0.726509, \ -1.007955}}], Line[{{-1.778974, -0.726509, -1.007955},{-1.753740, -0.642444, \ -1.050604}}], Line[{{-1.753740, -0.642444, -1.050604},{-1.728507, -0.553850, \ -1.081925}}], Line[{{-1.728507, -0.553850, -1.081925},{-1.703273, -0.462288, \ -1.101296}}], Line[{{-1.703273, -0.462288, -1.101296},{-1.678039, -0.369409, \ -1.108304}}], Line[{{-1.678039, -0.369409, -1.108304},{-1.652806, -0.276919, \ -1.102755}}], Line[{{-1.652806, -0.276919, -1.102755},{-1.627572, -0.186559, \ -1.084684}}], Line[{{-1.627572, -0.186559, -1.084684},{-1.602338, -0.100069, \ -1.054357}}], Line[{{-1.602338, -0.100069, -1.054357},{-1.577105, -0.019160, \ -1.012276}}], Line[{{-1.577105, -0.019160, -1.012276},{-1.551871, 0.054516, -0.959171}}], Line[{{-1.551871, 0.054516, -0.959171},{-1.526637, 0.119398, -0.895996}}], Line[{{-1.526637, 0.119398, -0.895996},{-1.501404, 0.174042, -0.823914}}], Line[{{-1.501404, 0.174042, -0.823914},{-1.476170, 0.217153, -0.744289}}], Line[{{-1.476170, 0.217153, -0.744289},{-1.450936, 0.247606, -0.658660}}], Line[{{-1.450936, 0.247606, -0.658660},{-1.425703, 0.264473, -0.568724}}], Line[{{-1.425703, 0.264473, -0.568724},{-1.400469, 0.267043, -0.476311}}], Line[{{-1.400469, 0.267043, -0.476311},{-1.375235, 0.254840, -0.383354}}], Line[{{-1.375235, 0.254840, -0.383354},{-1.350002, 0.227634, -0.291864}}], Line[{{-1.350002, 0.227634, -0.291864},{-1.324768, 0.185456, -0.203891}}], Line[{{-1.324768, 0.185456, -0.203891},{-1.299534, 0.128603, -0.121501}}], Line[{{-1.299534, 0.128603, -0.121501},{-1.274301, 0.057638, -0.046735}}], Line[{{-1.274301, 0.057638, -0.046735},{-1.249067, -0.026609, 0.018424}}], Line[{{-1.249067, -0.026609, 0.018424},{-1.223833, -0.123047, 0.072080}}], Line[{{-1.223833, -0.123047, 0.072080},{-1.198600, -0.230338, 0.112463}}], Line[{{-1.198600, -0.230338, 0.112463},{-1.173366, -0.346907, 0.137958}}], Line[{{-1.173366, -0.346907, 0.137958},{-1.148132, -0.470963, 0.147134}}], Line[{{-1.148132, -0.470963, 0.147134},{-1.122899, -0.600521, 0.138774}}], Line[{{-1.122899, -0.600521, 0.138774},{-1.097665, -0.733427, 0.111899}}], Line[{{-1.097665, -0.733427, 0.111899},{-1.072431, -0.867387, 0.065788}}], Line[{{-1.072431, -0.867387, 0.065788},{-1.047198, -1.000000, -0.000000}}], Line[{{-1.047198, -1.000000, -0.000000},{-1.021964, -1.128789, \ -0.085614}}], Line[{{-1.021964, -1.128789, -0.085614},{-0.996730, -1.251240, \ -0.190901}}], Line[{{-0.996730, -1.251240, -0.190901},{-0.971497, -1.364835, \ -0.315399}}], Line[{{-0.971497, -1.364835, -0.315399},{-0.946263, -1.467094, \ -0.458337}}], Line[{{-0.946263, -1.467094, -0.458337},{-0.921029, -1.555611, \ -0.618636}}], Line[{{-0.921029, -1.555611, -0.618636},{-0.895796, -1.628088, \ -0.794919}}], Line[{{-0.895796, -1.628088, -0.794919},{-0.870562, -1.682379, \ -0.985525}}], Line[{{-0.870562, -1.682379, -0.985525},{-0.845328, -1.716518, \ -1.188520}}], Line[{{-0.845328, -1.716518, -1.188520},{-0.820094, -1.728756, \ -1.401725}}], Line[{{-0.820094, -1.728756, -1.401725},{-0.794861, -1.717589, \ -1.622738}}], Line[{{-0.794861, -1.717589, -1.622738},{-0.769627, -1.681787, \ -1.848963}}], Line[{{-0.769627, -1.681787, -1.848963},{-0.744393, -1.620418, \ -2.077641}}], Line[{{-0.744393, -1.620418, -2.077641},{-0.719160, -1.532867, \ -2.305887}}], Line[{{-0.719160, -1.532867, -2.305887},{-0.693926, -1.418850, \ -2.530730}}], Line[{{-0.693926, -1.418850, -2.530730},{-0.668692, -1.278430, \ -2.749146}}], Line[{{-0.668692, -1.278430, -2.749146},{-0.643459, -1.112019, \ -2.958101}}], Line[{{-0.643459, -1.112019, -2.958101},{-0.618225, -0.920381, \ -3.154598}}], Line[{{-0.618225, -0.920381, -3.154598},{-0.592991, -0.704629, \ -3.335708}}], Line[{{-0.592991, -0.704629, -3.335708},{-0.567758, -0.466217, \ -3.498621}}], Line[{{-0.567758, -0.466217, -3.498621},{-0.542524, -0.206925, \ -3.640681}}], Line[{{-0.542524, -0.206925, -3.640681},{-0.517290, 0.071157, -3.759424}}], Line[{{-0.517290, 0.071157, -3.759424},{-0.492057, 0.365651, -3.852617}}], Line[{{-0.492057, 0.365651, -3.852617},{-0.466823, 0.673921, -3.918287}}], Line[{{-0.466823, 0.673921, -3.918287},{-0.441589, 0.993101, -3.954758}}], Line[{{-0.441589, 0.993101, -3.954758},{-0.416356, 1.320130, -3.960670}}], Line[{{-0.416356, 1.320130, -3.960670},{-0.391122, 1.651788, -3.935006}}], Line[{{-0.391122, 1.651788, -3.935006},{-0.365888, 1.984737, -3.877110}}], Line[{{-0.365888, 1.984737, -3.877110},{-0.340655, 2.315564, -3.786696}}], Line[{{-0.340655, 2.315564, -3.786696},{-0.315421, 2.640821, -3.663862}}], Line[{{-0.315421, 2.640821, -3.663862},{-0.290187, 2.957071, -3.509087}}], Line[{{-0.290187, 2.957071, -3.509087},{-0.264954, 3.260931, -3.323236}}], Line[{{-0.264954, 3.260931, -3.323236},{-0.239720, 3.549118, -3.107545}}], Line[{{-0.239720, 3.549118, -3.107545},{-0.214486, 3.818489, -2.863614}}], Line[{{-0.214486, 3.818489, -2.863614},{-0.189253, 4.066083, -2.593387}}], Line[{{-0.189253, 4.066083, -2.593387},{-0.164019, 4.289163, -2.299132}}], Line[{{-0.164019, 4.289163, -2.299132},{-0.138785, 4.485245, -1.983413}}], Line[{{-0.138785, 4.485245, -1.983413},{-0.113552, 4.652137, -1.649060}}], Line[{{-0.113552, 4.652137, -1.649060},{-0.088318, 4.787967, -1.299132}}], Line[{{-0.088318, 4.787967, -1.299132},{-0.063084, 4.891205, -0.936885}}], Line[{{-0.063084, 4.891205, -0.936885},{-0.037851, 4.960685, -0.565727}}], Line[{{-0.037851, 4.960685, -0.565727},{-0.012617, 4.995624, -0.189177}}], Line[{{-0.012617, 4.995624, -0.189177},{0.012617, 4.995624, 0.189177}}], Line[{{0.012617, 4.995624, 0.189177},{0.037851, 4.960685, 0.565727}}], Line[{{0.037851, 4.960685, 0.565727},{0.063084, 4.891205, 0.936885}}], Line[{{0.063084, 4.891205, 0.936885},{0.088318, 4.787967, 1.299132}}], Line[{{0.088318, 4.787967, 1.299132},{0.113552, 4.652137, 1.649060}}], Line[{{0.113552, 4.652137, 1.649060},{0.138785, 4.485245, 1.983413}}], Line[{{0.138785, 4.485245, 1.983413},{0.164019, 4.289163, 2.299132}}], Line[{{0.164019, 4.289163, 2.299132},{0.189253, 4.066083, 2.593387}}], Line[{{0.189253, 4.066083, 2.593387},{0.214486, 3.818489, 2.863614}}], Line[{{0.214486, 3.818489, 2.863614},{0.239720, 3.549118, 3.107545}}], Line[{{0.239720, 3.549118, 3.107545},{0.264954, 3.260931, 3.323236}}], Line[{{0.264954, 3.260931, 3.323236},{0.290187, 2.957071, 3.509087}}], Line[{{0.290187, 2.957071, 3.509087},{0.315421, 2.640821, 3.663862}}], Line[{{0.315421, 2.640821, 3.663862},{0.340655, 2.315564, 3.786696}}], Line[{{0.340655, 2.315564, 3.786696},{0.365888, 1.984737, 3.877110}}], Line[{{0.365888, 1.984737, 3.877110},{0.391122, 1.651788, 3.935006}}], Line[{{0.391122, 1.651788, 3.935006},{0.416356, 1.320130, 3.960670}}], Line[{{0.416356, 1.320130, 3.960670},{0.441589, 0.993101, 3.954758}}], Line[{{0.441589, 0.993101, 3.954758},{0.466823, 0.673921, 3.918287}}], Line[{{0.466823, 0.673921, 3.918287},{0.492057, 0.365651, 3.852617}}], Line[{{0.492057, 0.365651, 3.852617},{0.517290, 0.071157, 3.759424}}], Line[{{0.517290, 0.071157, 3.759424},{0.542524, -0.206925, 3.640681}}], Line[{{0.542524, -0.206925, 3.640681},{0.567758, -0.466217, 3.498621}}], Line[{{0.567758, -0.466217, 3.498621},{0.592991, -0.704629, 3.335708}}], Line[{{0.592991, -0.704629, 3.335708},{0.618225, -0.920381, 3.154598}}], Line[{{0.618225, -0.920381, 3.154598},{0.643459, -1.112019, 2.958101}}], Line[{{0.643459, -1.112019, 2.958101},{0.668692, -1.278430, 2.749146}}], Line[{{0.668692, -1.278430, 2.749146},{0.693926, -1.418850, 2.530730}}], Line[{{0.693926, -1.418850, 2.530730},{0.719160, -1.532867, 2.305887}}], Line[{{0.719160, -1.532867, 2.305887},{0.744393, -1.620418, 2.077641}}], Line[{{0.744393, -1.620418, 2.077641},{0.769627, -1.681787, 1.848963}}], Line[{{0.769627, -1.681787, 1.848963},{0.794861, -1.717589, 1.622738}}], Line[{{0.794861, -1.717589, 1.622738},{0.820094, -1.728756, 1.401725}}], Line[{{0.820094, -1.728756, 1.401725},{0.845328, -1.716518, 1.188520}}], Line[{{0.845328, -1.716518, 1.188520},{0.870562, -1.682379, 0.985525}}], Line[{{0.870562, -1.682379, 0.985525},{0.895796, -1.628088, 0.794919}}], Line[{{0.895796, -1.628088, 0.794919},{0.921029, -1.555611, 0.618636}}], Line[{{0.921029, -1.555611, 0.618636},{0.946263, -1.467094, 0.458337}}], Line[{{0.946263, -1.467094, 0.458337},{0.971497, -1.364835, 0.315399}}], Line[{{0.971497, -1.364835, 0.315399},{0.996730, -1.251240, 0.190901}}], Line[{{0.996730, -1.251240, 0.190901},{1.021964, -1.128789, 0.085614}}], Line[{{1.021964, -1.128789, 0.085614},{1.047198, -1.000000, -0.000000}}], Line[{{1.047198, -1.000000, -0.000000},{1.072431, -0.867387, -0.065788}}], Line[{{1.072431, -0.867387, -0.065788},{1.097665, -0.733427, -0.111899}}], Line[{{1.097665, -0.733427, -0.111899},{1.122899, -0.600521, -0.138774}}], Line[{{1.122899, -0.600521, -0.138774},{1.148132, -0.470963, -0.147134}}], Line[{{1.148132, -0.470963, -0.147134},{1.173366, -0.346907, -0.137958}}], Line[{{1.173366, -0.346907, -0.137958},{1.198600, -0.230338, -0.112463}}], Line[{{1.198600, -0.230338, -0.112463},{1.223833, -0.123047, -0.072080}}], Line[{{1.223833, -0.123047, -0.072080},{1.249067, -0.026609, -0.018424}}], Line[{{1.249067, -0.026609, -0.018424},{1.274301, 0.057638, 0.046735}}], Line[{{1.274301, 0.057638, 0.046735},{1.299534, 0.128603, 0.121501}}], Line[{{1.299534, 0.128603, 0.121501},{1.324768, 0.185456, 0.203891}}], Line[{{1.324768, 0.185456, 0.203891},{1.350002, 0.227634, 0.291864}}], Line[{{1.350002, 0.227634, 0.291864},{1.375235, 0.254840, 0.383354}}], Line[{{1.375235, 0.254840, 0.383354},{1.400469, 0.267043, 0.476311}}], Line[{{1.400469, 0.267043, 0.476311},{1.425703, 0.264473, 0.568724}}], Line[{{1.425703, 0.264473, 0.568724},{1.450936, 0.247606, 0.658660}}], Line[{{1.450936, 0.247606, 0.658660},{1.476170, 0.217153, 0.744289}}], Line[{{1.476170, 0.217153, 0.744289},{1.501404, 0.174042, 0.823914}}], Line[{{1.501404, 0.174042, 0.823914},{1.526637, 0.119398, 0.895996}}], Line[{{1.526637, 0.119398, 0.895996},{1.551871, 0.054516, 0.959171}}], Line[{{1.551871, 0.054516, 0.959171},{1.577105, -0.019160, 1.012276}}], Line[{{1.577105, -0.019160, 1.012276},{1.602338, -0.100069, 1.054357}}], Line[{{1.602338, -0.100069, 1.054357},{1.627572, -0.186559, 1.084684}}], Line[{{1.627572, -0.186559, 1.084684},{1.652806, -0.276919, 1.102755}}], Line[{{1.652806, -0.276919, 1.102755},{1.678039, -0.369409, 1.108304}}], Line[{{1.678039, -0.369409, 1.108304},{1.703273, -0.462288, 1.101296}}], Line[{{1.703273, -0.462288, 1.101296},{1.728507, -0.553850, 1.081925}}], Line[{{1.728507, -0.553850, 1.081925},{1.753740, -0.642444, 1.050604}}], Line[{{1.753740, -0.642444, 1.050604},{1.778974, -0.726509, 1.007955}}], Line[{{1.778974, -0.726509, 1.007955},{1.804208, -0.804595, 0.954794}}], Line[{{1.804208, -0.804595, 0.954794},{1.829442, -0.875387, 0.892113}}], Line[{{1.829442, -0.875387, 0.892113},{1.854675, -0.937726, 0.821057}}], Line[{{1.854675, -0.937726, 0.821057},{1.879909, -0.990626, 0.742904}}], Line[{{1.879909, -0.990626, 0.742904},{1.905143, -1.033288, 0.659041}}], Line[{{1.905143, -1.033288, 0.659041},{1.930376, -1.065111, 0.570934}}], Line[{{1.930376, -1.065111, 0.570934},{1.955610, -1.085697, 0.480104}}], Line[{{1.955610, -1.085697, 0.480104},{1.980844, -1.094859, 0.388099}}], Line[{{1.980844, -1.094859, 0.388099},{2.006077, -1.092618, 0.296463}}], Line[{{2.006077, -1.092618, 0.296463},{2.031311, -1.079201, 0.206715}}], Line[{{2.031311, -1.079201, 0.206715},{2.056545, -1.055031, 0.120318}}], Line[{{2.056545, -1.055031, 0.120318},{2.081778, -1.020719, 0.038653}}], Line[{{2.081778, -1.020719, 0.038653},{2.107012, -0.977053, -0.037000}}], Line[{{2.107012, -0.977053, -0.037000},{2.132246, -0.924975, -0.105486}}], Line[{{2.132246, -0.924975, -0.105486},{2.157479, -0.865568, -0.165795}}], Line[{{2.157479, -0.865568, -0.165795},{2.182713, -0.800035, -0.217076}}], Line[{{2.182713, -0.800035, -0.217076},{2.207947, -0.729670, -0.258649}}], Line[{{2.207947, -0.729670, -0.258649},{2.233180, -0.655842, -0.290019}}], Line[{{2.233180, -0.655842, -0.290019},{2.258414, -0.579963, -0.310879}}], Line[{{2.258414, -0.579963, -0.310879},{2.283648, -0.503468, -0.321117}}], Line[{{2.283648, -0.503468, -0.321117},{2.308881, -0.427786, -0.320811}}], Line[{{2.308881, -0.427786, -0.320811},{2.334115, -0.354313, -0.310230}}], Line[{{2.334115, -0.354313, -0.310230},{2.359349, -0.284391, -0.289825}}], Line[{{2.359349, -0.284391, -0.289825},{2.384582, -0.219285, -0.260220}}], Line[{{2.384582, -0.219285, -0.260220},{2.409816, -0.160155, -0.222199}}], Line[{{2.409816, -0.160155, -0.222199},{2.435050, -0.108046, -0.176690}}], Line[{{2.435050, -0.108046, -0.176690},{2.460284, -0.063860, -0.124747}}], Line[{{2.460284, -0.063860, -0.124747},{2.485517, -0.028349, -0.067534}}], Line[{{2.485517, -0.028349, -0.067534},{2.510751, -0.002098, -0.006295}}], Line[{{2.510751, -0.002098, -0.006295},{2.535985, 0.014479, 0.057660}}], Line[{{2.535985, 0.014479, 0.057660},{2.561218, 0.021153, 0.122985}}], Line[{{2.561218, 0.021153, 0.122985},{2.586452, 0.017873, 0.188320}}], Line[{{2.586452, 0.017873, 0.188320},{2.611686, 0.004776, 0.252315}}], Line[{{2.611686, 0.004776, 0.252315},{2.636919, -0.017827, 0.313656}}], Line[{{2.636919, -0.017827, 0.313656},{2.662153, -0.049450, 0.371088}}], Line[{{2.662153, -0.049450, 0.371088},{2.687387, -0.089445, 0.423434}}], Line[{{2.687387, -0.089445, 0.423434},{2.712620, -0.137016, 0.469620}}], Line[{{2.712620, -0.137016, 0.469620},{2.737854, -0.191229, 0.508693}}], Line[{{2.737854, -0.191229, 0.508693},{2.763088, -0.251038, 0.539833}}], Line[{{2.763088, -0.251038, 0.539833},{2.788321, -0.315295, 0.562375}}], Line[{{2.788321, -0.315295, 0.562375},{2.813555, -0.382778, 0.575812}}], Line[{{2.813555, -0.382778, 0.575812},{2.838789, -0.452211, 0.579808}}], Line[{{2.838789, -0.452211, 0.579808},{2.864022, -0.522287, 0.574204}}], Line[{{2.864022, -0.522287, 0.574204},{2.889256, -0.591691, 0.559017}}], Line[{{2.889256, -0.591691, 0.559017},{2.914490, -0.659129, 0.534441}}], Line[{{2.914490, -0.659129, 0.534441},{2.939723, -0.723341, 0.500843}}], Line[{{2.939723, -0.723341, 0.500843},{2.964957, -0.783136, 0.458755}}], Line[{{2.964957, -0.783136, 0.458755},{2.990191, -0.837403, 0.408865}}], Line[{{2.990191, -0.837403, 0.408865},{3.015424, -0.885137, 0.352001}}], Line[{{3.015424, -0.885137, 0.352001},{3.040658, -0.925455, 0.289123}}], Line[{{3.040658, -0.925455, 0.289123},{3.065892, -0.957612, 0.221294}}], Line[{{3.065892, -0.957612, 0.221294},{3.091125, -0.981015, 0.149673}}], Line[{{3.091125, -0.981015, 0.149673},{3.116359, -0.995232, 0.075484}}], Line[{{3.116359, -0.995232, 0.075484},{3.141593, -1.000000, 0.000000}}]}, Boxed -> True, Lighting -> True, SphericalRegion -> False, BoxRatios -> {1.000000, 1.000000, 1.000000}, ViewPoint -> {1.300000, -2.400000, 2.000000} ] ], "Graphics"] }, Open ]], Cell["\<\ The projection on the {\[CurlyPhi],y}-plane gives the imaginary \ part of the moving point: In Default3D` we put the ViewPoint far away to reduce perspective distortion)\ \ \>", "Text"], Cell[CellGroupData[{ Cell[BoxData[ \(Show[s3, ViewPoint -> {0, \(-100\), 0}, Axes -> True]\)], "Input"], Cell[BoxData[ Graphics3D[{ Line[{{-3.141593, -1.000000, -0.000000},{-3.116359, -0.995232, \ -0.075484}}], Line[{{-3.116359, -0.995232, -0.075484},{-3.091125, -0.981015, \ -0.149673}}], Line[{{-3.091125, -0.981015, -0.149673},{-3.065892, -0.957612, \ -0.221294}}], Line[{{-3.065892, -0.957612, -0.221294},{-3.040658, -0.925455, \ -0.289123}}], Line[{{-3.040658, -0.925455, -0.289123},{-3.015424, -0.885137, \ -0.352001}}], Line[{{-3.015424, -0.885137, -0.352001},{-2.990191, -0.837403, \ -0.408865}}], Line[{{-2.990191, -0.837403, -0.408865},{-2.964957, -0.783136, \ -0.458755}}], Line[{{-2.964957, -0.783136, -0.458755},{-2.939723, -0.723341, \ -0.500843}}], Line[{{-2.939723, -0.723341, -0.500843},{-2.914490, -0.659129, \ -0.534441}}], Line[{{-2.914490, -0.659129, -0.534441},{-2.889256, -0.591691, \ -0.559017}}], Line[{{-2.889256, -0.591691, -0.559017},{-2.864022, -0.522287, \ -0.574204}}], Line[{{-2.864022, -0.522287, -0.574204},{-2.838789, -0.452211, \ -0.579808}}], Line[{{-2.838789, -0.452211, -0.579808},{-2.813555, -0.382778, \ -0.575812}}], Line[{{-2.813555, -0.382778, -0.575812},{-2.788321, -0.315295, \ -0.562375}}], Line[{{-2.788321, -0.315295, -0.562375},{-2.763088, -0.251038, \ -0.539833}}], Line[{{-2.763088, -0.251038, -0.539833},{-2.737854, -0.191229, \ -0.508693}}], Line[{{-2.737854, -0.191229, -0.508693},{-2.712620, -0.137016, \ -0.469620}}], Line[{{-2.712620, -0.137016, -0.469620},{-2.687387, -0.089445, \ -0.423434}}], Line[{{-2.687387, -0.089445, -0.423434},{-2.662153, -0.049450, \ -0.371088}}], Line[{{-2.662153, -0.049450, -0.371088},{-2.636919, -0.017827, \ -0.313656}}], Line[{{-2.636919, -0.017827, -0.313656},{-2.611686, 0.004776, -0.252315}}], Line[{{-2.611686, 0.004776, -0.252315},{-2.586452, 0.017873, -0.188320}}], Line[{{-2.586452, 0.017873, -0.188320},{-2.561218, 0.021153, -0.122985}}], Line[{{-2.561218, 0.021153, -0.122985},{-2.535985, 0.014479, -0.057660}}], Line[{{-2.535985, 0.014479, -0.057660},{-2.510751, -0.002098, 0.006295}}], Line[{{-2.510751, -0.002098, 0.006295},{-2.485517, -0.028349, 0.067534}}], Line[{{-2.485517, -0.028349, 0.067534},{-2.460284, -0.063860, 0.124747}}], Line[{{-2.460284, -0.063860, 0.124747},{-2.435050, -0.108046, 0.176690}}], Line[{{-2.435050, -0.108046, 0.176690},{-2.409816, -0.160155, 0.222199}}], Line[{{-2.409816, -0.160155, 0.222199},{-2.384582, -0.219285, 0.260220}}], Line[{{-2.384582, -0.219285, 0.260220},{-2.359349, -0.284391, 0.289825}}], Line[{{-2.359349, -0.284391, 0.289825},{-2.334115, -0.354313, 0.310230}}], Line[{{-2.334115, -0.354313, 0.310230},{-2.308881, -0.427786, 0.320811}}], Line[{{-2.308881, -0.427786, 0.320811},{-2.283648, -0.503468, 0.321117}}], Line[{{-2.283648, -0.503468, 0.321117},{-2.258414, -0.579963, 0.310879}}], Line[{{-2.258414, -0.579963, 0.310879},{-2.233180, -0.655842, 0.290019}}], Line[{{-2.233180, -0.655842, 0.290019},{-2.207947, -0.729670, 0.258649}}], Line[{{-2.207947, -0.729670, 0.258649},{-2.182713, -0.800035, 0.217076}}], Line[{{-2.182713, -0.800035, 0.217076},{-2.157479, -0.865568, 0.165795}}], Line[{{-2.157479, -0.865568, 0.165795},{-2.132246, -0.924975, 0.105486}}], Line[{{-2.132246, -0.924975, 0.105486},{-2.107012, -0.977053, 0.037000}}], Line[{{-2.107012, -0.977053, 0.037000},{-2.081778, -1.020719, -0.038653}}], Line[{{-2.081778, -1.020719, -0.038653},{-2.056545, -1.055031, \ -0.120318}}], Line[{{-2.056545, -1.055031, -0.120318},{-2.031311, -1.079201, \ -0.206715}}], Line[{{-2.031311, -1.079201, -0.206715},{-2.006077, -1.092618, \ -0.296463}}], Line[{{-2.006077, -1.092618, -0.296463},{-1.980844, -1.094859, \ -0.388099}}], Line[{{-1.980844, -1.094859, -0.388099},{-1.955610, -1.085697, \ -0.480104}}], Line[{{-1.955610, -1.085697, -0.480104},{-1.930376, -1.065111, \ -0.570934}}], Line[{{-1.930376, -1.065111, -0.570934},{-1.905143, -1.033288, \ -0.659041}}], Line[{{-1.905143, -1.033288, -0.659041},{-1.879909, -0.990626, \ -0.742904}}], Line[{{-1.879909, -0.990626, -0.742904},{-1.854675, -0.937726, \ -0.821057}}], Line[{{-1.854675, -0.937726, -0.821057},{-1.829442, -0.875387, \ -0.892113}}], Line[{{-1.829442, -0.875387, -0.892113},{-1.804208, -0.804595, \ -0.954794}}], Line[{{-1.804208, -0.804595, -0.954794},{-1.778974, -0.726509, \ -1.007955}}], Line[{{-1.778974, -0.726509, -1.007955},{-1.753740, -0.642444, \ -1.050604}}], Line[{{-1.753740, -0.642444, -1.050604},{-1.728507, -0.553850, \ -1.081925}}], Line[{{-1.728507, -0.553850, -1.081925},{-1.703273, -0.462288, \ -1.101296}}], Line[{{-1.703273, -0.462288, -1.101296},{-1.678039, -0.369409, \ -1.108304}}], Line[{{-1.678039, -0.369409, -1.108304},{-1.652806, -0.276919, \ -1.102755}}], Line[{{-1.652806, -0.276919, -1.102755},{-1.627572, -0.186559, \ -1.084684}}], Line[{{-1.627572, -0.186559, -1.084684},{-1.602338, -0.100069, \ -1.054357}}], Line[{{-1.602338, -0.100069, -1.054357},{-1.577105, -0.019160, \ -1.012276}}], Line[{{-1.577105, -0.019160, -1.012276},{-1.551871, 0.054516, -0.959171}}], Line[{{-1.551871, 0.054516, -0.959171},{-1.526637, 0.119398, -0.895996}}], Line[{{-1.526637, 0.119398, -0.895996},{-1.501404, 0.174042, -0.823914}}], Line[{{-1.501404, 0.174042, -0.823914},{-1.476170, 0.217153, -0.744289}}], Line[{{-1.476170, 0.217153, -0.744289},{-1.450936, 0.247606, -0.658660}}], Line[{{-1.450936, 0.247606, -0.658660},{-1.425703, 0.264473, -0.568724}}], Line[{{-1.425703, 0.264473, -0.568724},{-1.400469, 0.267043, -0.476311}}], Line[{{-1.400469, 0.267043, -0.476311},{-1.375235, 0.254840, -0.383354}}], Line[{{-1.375235, 0.254840, -0.383354},{-1.350002, 0.227634, -0.291864}}], Line[{{-1.350002, 0.227634, -0.291864},{-1.324768, 0.185456, -0.203891}}], Line[{{-1.324768, 0.185456, -0.203891},{-1.299534, 0.128603, -0.121501}}], Line[{{-1.299534, 0.128603, -0.121501},{-1.274301, 0.057638, -0.046735}}], Line[{{-1.274301, 0.057638, -0.046735},{-1.249067, -0.026609, 0.018424}}], Line[{{-1.249067, -0.026609, 0.018424},{-1.223833, -0.123047, 0.072080}}], Line[{{-1.223833, -0.123047, 0.072080},{-1.198600, -0.230338, 0.112463}}], Line[{{-1.198600, -0.230338, 0.112463},{-1.173366, -0.346907, 0.137958}}], Line[{{-1.173366, -0.346907, 0.137958},{-1.148132, -0.470963, 0.147134}}], Line[{{-1.148132, -0.470963, 0.147134},{-1.122899, -0.600521, 0.138774}}], Line[{{-1.122899, -0.600521, 0.138774},{-1.097665, -0.733427, 0.111899}}], Line[{{-1.097665, -0.733427, 0.111899},{-1.072431, -0.867387, 0.065788}}], Line[{{-1.072431, -0.867387, 0.065788},{-1.047198, -1.000000, -0.000000}}], Line[{{-1.047198, -1.000000, -0.000000},{-1.021964, -1.128789, \ -0.085614}}], Line[{{-1.021964, -1.128789, -0.085614},{-0.996730, -1.251240, \ -0.190901}}], Line[{{-0.996730, -1.251240, -0.190901},{-0.971497, -1.364835, \ -0.315399}}], Line[{{-0.971497, -1.364835, -0.315399},{-0.946263, -1.467094, \ -0.458337}}], Line[{{-0.946263, -1.467094, -0.458337},{-0.921029, -1.555611, \ -0.618636}}], Line[{{-0.921029, -1.555611, -0.618636},{-0.895796, -1.628088, \ -0.794919}}], Line[{{-0.895796, -1.628088, -0.794919},{-0.870562, -1.682379, \ -0.985525}}], Line[{{-0.870562, -1.682379, -0.985525},{-0.845328, -1.716518, \ -1.188520}}], Line[{{-0.845328, -1.716518, -1.188520},{-0.820094, -1.728756, \ -1.401725}}], Line[{{-0.820094, -1.728756, -1.401725},{-0.794861, -1.717589, \ -1.622738}}], Line[{{-0.794861, -1.717589, -1.622738},{-0.769627, -1.681787, \ -1.848963}}], Line[{{-0.769627, -1.681787, -1.848963},{-0.744393, -1.620418, \ -2.077641}}], Line[{{-0.744393, -1.620418, -2.077641},{-0.719160, -1.532867, \ -2.305887}}], Line[{{-0.719160, -1.532867, -2.305887},{-0.693926, -1.418850, \ -2.530730}}], Line[{{-0.693926, -1.418850, -2.530730},{-0.668692, -1.278430, \ -2.749146}}], Line[{{-0.668692, -1.278430, -2.749146},{-0.643459, -1.112019, \ -2.958101}}], Line[{{-0.643459, -1.112019, -2.958101},{-0.618225, -0.920381, \ -3.154598}}], Line[{{-0.618225, -0.920381, -3.154598},{-0.592991, -0.704629, \ -3.335708}}], Line[{{-0.592991, -0.704629, -3.335708},{-0.567758, -0.466217, \ -3.498621}}], Line[{{-0.567758, -0.466217, -3.498621},{-0.542524, -0.206925, \ -3.640681}}], Line[{{-0.542524, -0.206925, -3.640681},{-0.517290, 0.071157, -3.759424}}], Line[{{-0.517290, 0.071157, -3.759424},{-0.492057, 0.365651, -3.852617}}], Line[{{-0.492057, 0.365651, -3.852617},{-0.466823, 0.673921, -3.918287}}], Line[{{-0.466823, 0.673921, -3.918287},{-0.441589, 0.993101, -3.954758}}], Line[{{-0.441589, 0.993101, -3.954758},{-0.416356, 1.320130, -3.960670}}], Line[{{-0.416356, 1.320130, -3.960670},{-0.391122, 1.651788, -3.935006}}], Line[{{-0.391122, 1.651788, -3.935006},{-0.365888, 1.984737, -3.877110}}], Line[{{-0.365888, 1.984737, -3.877110},{-0.340655, 2.315564, -3.786696}}], Line[{{-0.340655, 2.315564, -3.786696},{-0.315421, 2.640821, -3.663862}}], Line[{{-0.315421, 2.640821, -3.663862},{-0.290187, 2.957071, -3.509087}}], Line[{{-0.290187, 2.957071, -3.509087},{-0.264954, 3.260931, -3.323236}}], Line[{{-0.264954, 3.260931, -3.323236},{-0.239720, 3.549118, -3.107545}}], Line[{{-0.239720, 3.549118, -3.107545},{-0.214486, 3.818489, -2.863614}}], Line[{{-0.214486, 3.818489, -2.863614},{-0.189253, 4.066083, -2.593387}}], Line[{{-0.189253, 4.066083, -2.593387},{-0.164019, 4.289163, -2.299132}}], Line[{{-0.164019, 4.289163, -2.299132},{-0.138785, 4.485245, -1.983413}}], Line[{{-0.138785, 4.485245, -1.983413},{-0.113552, 4.652137, -1.649060}}], Line[{{-0.113552, 4.652137, -1.649060},{-0.088318, 4.787967, -1.299132}}], Line[{{-0.088318, 4.787967, -1.299132},{-0.063084, 4.891205, -0.936885}}], Line[{{-0.063084, 4.891205, -0.936885},{-0.037851, 4.960685, -0.565727}}], Line[{{-0.037851, 4.960685, -0.565727},{-0.012617, 4.995624, -0.189177}}], Line[{{-0.012617, 4.995624, -0.189177},{0.012617, 4.995624, 0.189177}}], Line[{{0.012617, 4.995624, 0.189177},{0.037851, 4.960685, 0.565727}}], Line[{{0.037851, 4.960685, 0.565727},{0.063084, 4.891205, 0.936885}}], Line[{{0.063084, 4.891205, 0.936885},{0.088318, 4.787967, 1.299132}}], Line[{{0.088318, 4.787967, 1.299132},{0.113552, 4.652137, 1.649060}}], Line[{{0.113552, 4.652137, 1.649060},{0.138785, 4.485245, 1.983413}}], Line[{{0.138785, 4.485245, 1.983413},{0.164019, 4.289163, 2.299132}}], Line[{{0.164019, 4.289163, 2.299132},{0.189253, 4.066083, 2.593387}}], Line[{{0.189253, 4.066083, 2.593387},{0.214486, 3.818489, 2.863614}}], Line[{{0.214486, 3.818489, 2.863614},{0.239720, 3.549118, 3.107545}}], Line[{{0.239720, 3.549118, 3.107545},{0.264954, 3.260931, 3.323236}}], Line[{{0.264954, 3.260931, 3.323236},{0.290187, 2.957071, 3.509087}}], Line[{{0.290187, 2.957071, 3.509087},{0.315421, 2.640821, 3.663862}}], Line[{{0.315421, 2.640821, 3.663862},{0.340655, 2.315564, 3.786696}}], Line[{{0.340655, 2.315564, 3.786696},{0.365888, 1.984737, 3.877110}}], Line[{{0.365888, 1.984737, 3.877110},{0.391122, 1.651788, 3.935006}}], Line[{{0.391122, 1.651788, 3.935006},{0.416356, 1.320130, 3.960670}}], Line[{{0.416356, 1.320130, 3.960670},{0.441589, 0.993101, 3.954758}}], Line[{{0.441589, 0.993101, 3.954758},{0.466823, 0.673921, 3.918287}}], Line[{{0.466823, 0.673921, 3.918287},{0.492057, 0.365651, 3.852617}}], Line[{{0.492057, 0.365651, 3.852617},{0.517290, 0.071157, 3.759424}}], Line[{{0.517290, 0.071157, 3.759424},{0.542524, -0.206925, 3.640681}}], Line[{{0.542524, -0.206925, 3.640681},{0.567758, -0.466217, 3.498621}}], Line[{{0.567758, -0.466217, 3.498621},{0.592991, -0.704629, 3.335708}}], Line[{{0.592991, -0.704629, 3.335708},{0.618225, -0.920381, 3.154598}}], Line[{{0.618225, -0.920381, 3.154598},{0.643459, -1.112019, 2.958101}}], Line[{{0.643459, -1.112019, 2.958101},{0.668692, -1.278430, 2.749146}}], Line[{{0.668692, -1.278430, 2.749146},{0.693926, -1.418850, 2.530730}}], Line[{{0.693926, -1.418850, 2.530730},{0.719160, -1.532867, 2.305887}}], Line[{{0.719160, -1.532867, 2.305887},{0.744393, -1.620418, 2.077641}}], Line[{{0.744393, -1.620418, 2.077641},{0.769627, -1.681787, 1.848963}}], Line[{{0.769627, -1.681787, 1.848963},{0.794861, -1.717589, 1.622738}}], Line[{{0.794861, -1.717589, 1.622738},{0.820094, -1.728756, 1.401725}}], Line[{{0.820094, -1.728756, 1.401725},{0.845328, -1.716518, 1.188520}}], Line[{{0.845328, -1.716518, 1.188520},{0.870562, -1.682379, 0.985525}}], Line[{{0.870562, -1.682379, 0.985525},{0.895796, -1.628088, 0.794919}}], Line[{{0.895796, -1.628088, 0.794919},{0.921029, -1.555611, 0.618636}}], Line[{{0.921029, -1.555611, 0.618636},{0.946263, -1.467094, 0.458337}}], Line[{{0.946263, -1.467094, 0.458337},{0.971497, -1.364835, 0.315399}}], Line[{{0.971497, -1.364835, 0.315399},{0.996730, -1.251240, 0.190901}}], Line[{{0.996730, -1.251240, 0.190901},{1.021964, -1.128789, 0.085614}}], Line[{{1.021964, -1.128789, 0.085614},{1.047198, -1.000000, -0.000000}}], Line[{{1.047198, -1.000000, -0.000000},{1.072431, -0.867387, -0.065788}}], Line[{{1.072431, -0.867387, -0.065788},{1.097665, -0.733427, -0.111899}}], Line[{{1.097665, -0.733427, -0.111899},{1.122899, -0.600521, -0.138774}}], Line[{{1.122899, -0.600521, -0.138774},{1.148132, -0.470963, -0.147134}}], Line[{{1.148132, -0.470963, -0.147134},{1.173366, -0.346907, -0.137958}}], Line[{{1.173366, -0.346907, -0.137958},{1.198600, -0.230338, -0.112463}}], Line[{{1.198600, -0.230338, -0.112463},{1.223833, -0.123047, -0.072080}}], Line[{{1.223833, -0.123047, -0.072080},{1.249067, -0.026609, -0.018424}}], Line[{{1.249067, -0.026609, -0.018424},{1.274301, 0.057638, 0.046735}}], Line[{{1.274301, 0.057638, 0.046735},{1.299534, 0.128603, 0.121501}}], Line[{{1.299534, 0.128603, 0.121501},{1.324768, 0.185456, 0.203891}}], Line[{{1.324768, 0.185456, 0.203891},{1.350002, 0.227634, 0.291864}}], Line[{{1.350002, 0.227634, 0.291864},{1.375235, 0.254840, 0.383354}}], Line[{{1.375235, 0.254840, 0.383354},{1.400469, 0.267043, 0.476311}}], Line[{{1.400469, 0.267043, 0.476311},{1.425703, 0.264473, 0.568724}}], Line[{{1.425703, 0.264473, 0.568724},{1.450936, 0.247606, 0.658660}}], Line[{{1.450936, 0.247606, 0.658660},{1.476170, 0.217153, 0.744289}}], Line[{{1.476170, 0.217153, 0.744289},{1.501404, 0.174042, 0.823914}}], Line[{{1.501404, 0.174042, 0.823914},{1.526637, 0.119398, 0.895996}}], Line[{{1.526637, 0.119398, 0.895996},{1.551871, 0.054516, 0.959171}}], Line[{{1.551871, 0.054516, 0.959171},{1.577105, -0.019160, 1.012276}}], Line[{{1.577105, -0.019160, 1.012276},{1.602338, -0.100069, 1.054357}}], Line[{{1.602338, -0.100069, 1.054357},{1.627572, -0.186559, 1.084684}}], Line[{{1.627572, -0.186559, 1.084684},{1.652806, -0.276919, 1.102755}}], Line[{{1.652806, -0.276919, 1.102755},{1.678039, -0.369409, 1.108304}}], Line[{{1.678039, -0.369409, 1.108304},{1.703273, -0.462288, 1.101296}}], Line[{{1.703273, -0.462288, 1.101296},{1.728507, -0.553850, 1.081925}}], Line[{{1.728507, -0.553850, 1.081925},{1.753740, -0.642444, 1.050604}}], Line[{{1.753740, -0.642444, 1.050604},{1.778974, -0.726509, 1.007955}}], Line[{{1.778974, -0.726509, 1.007955},{1.804208, -0.804595, 0.954794}}], Line[{{1.804208, -0.804595, 0.954794},{1.829442, -0.875387, 0.892113}}], Line[{{1.829442, -0.875387, 0.892113},{1.854675, -0.937726, 0.821057}}], Line[{{1.854675, -0.937726, 0.821057},{1.879909, -0.990626, 0.742904}}], Line[{{1.879909, -0.990626, 0.742904},{1.905143, -1.033288, 0.659041}}], Line[{{1.905143, -1.033288, 0.659041},{1.930376, -1.065111, 0.570934}}], Line[{{1.930376, -1.065111, 0.570934},{1.955610, -1.085697, 0.480104}}], Line[{{1.955610, -1.085697, 0.480104},{1.980844, -1.094859, 0.388099}}], Line[{{1.980844, -1.094859, 0.388099},{2.006077, -1.092618, 0.296463}}], Line[{{2.006077, -1.092618, 0.296463},{2.031311, -1.079201, 0.206715}}], Line[{{2.031311, -1.079201, 0.206715},{2.056545, -1.055031, 0.120318}}], Line[{{2.056545, -1.055031, 0.120318},{2.081778, -1.020719, 0.038653}}], Line[{{2.081778, -1.020719, 0.038653},{2.107012, -0.977053, -0.037000}}], Line[{{2.107012, -0.977053, -0.037000},{2.132246, -0.924975, -0.105486}}], Line[{{2.132246, -0.924975, -0.105486},{2.157479, -0.865568, -0.165795}}], Line[{{2.157479, -0.865568, -0.165795},{2.182713, -0.800035, -0.217076}}], Line[{{2.182713, -0.800035, -0.217076},{2.207947, -0.729670, -0.258649}}], Line[{{2.207947, -0.729670, -0.258649},{2.233180, -0.655842, -0.290019}}], Line[{{2.233180, -0.655842, -0.290019},{2.258414, -0.579963, -0.310879}}], Line[{{2.258414, -0.579963, -0.310879},{2.283648, -0.503468, -0.321117}}], Line[{{2.283648, -0.503468, -0.321117},{2.308881, -0.427786, -0.320811}}], Line[{{2.308881, -0.427786, -0.320811},{2.334115, -0.354313, -0.310230}}], Line[{{2.334115, -0.354313, -0.310230},{2.359349, -0.284391, -0.289825}}], Line[{{2.359349, -0.284391, -0.289825},{2.384582, -0.219285, -0.260220}}], Line[{{2.384582, -0.219285, -0.260220},{2.409816, -0.160155, -0.222199}}], Line[{{2.409816, -0.160155, -0.222199},{2.435050, -0.108046, -0.176690}}], Line[{{2.435050, -0.108046, -0.176690},{2.460284, -0.063860, -0.124747}}], Line[{{2.460284, -0.063860, -0.124747},{2.485517, -0.028349, -0.067534}}], Line[{{2.485517, -0.028349, -0.067534},{2.510751, -0.002098, -0.006295}}], Line[{{2.510751, -0.002098, -0.006295},{2.535985, 0.014479, 0.057660}}], Line[{{2.535985, 0.014479, 0.057660},{2.561218, 0.021153, 0.122985}}], Line[{{2.561218, 0.021153, 0.122985},{2.586452, 0.017873, 0.188320}}], Line[{{2.586452, 0.017873, 0.188320},{2.611686, 0.004776, 0.252315}}], Line[{{2.611686, 0.004776, 0.252315},{2.636919, -0.017827, 0.313656}}], Line[{{2.636919, -0.017827, 0.313656},{2.662153, -0.049450, 0.371088}}], Line[{{2.662153, -0.049450, 0.371088},{2.687387, -0.089445, 0.423434}}], Line[{{2.687387, -0.089445, 0.423434},{2.712620, -0.137016, 0.469620}}], Line[{{2.712620, -0.137016, 0.469620},{2.737854, -0.191229, 0.508693}}], Line[{{2.737854, -0.191229, 0.508693},{2.763088, -0.251038, 0.539833}}], Line[{{2.763088, -0.251038, 0.539833},{2.788321, -0.315295, 0.562375}}], Line[{{2.788321, -0.315295, 0.562375},{2.813555, -0.382778, 0.575812}}], Line[{{2.813555, -0.382778, 0.575812},{2.838789, -0.452211, 0.579808}}], Line[{{2.838789, -0.452211, 0.579808},{2.864022, -0.522287, 0.574204}}], Line[{{2.864022, -0.522287, 0.574204},{2.889256, -0.591691, 0.559017}}], Line[{{2.889256, -0.591691, 0.559017},{2.914490, -0.659129, 0.534441}}], Line[{{2.914490, -0.659129, 0.534441},{2.939723, -0.723341, 0.500843}}], Line[{{2.939723, -0.723341, 0.500843},{2.964957, -0.783136, 0.458755}}], Line[{{2.964957, -0.783136, 0.458755},{2.990191, -0.837403, 0.408865}}], Line[{{2.990191, -0.837403, 0.408865},{3.015424, -0.885137, 0.352001}}], Line[{{3.015424, -0.885137, 0.352001},{3.040658, -0.925455, 0.289123}}], Line[{{3.040658, -0.925455, 0.289123},{3.065892, -0.957612, 0.221294}}], Line[{{3.065892, -0.957612, 0.221294},{3.091125, -0.981015, 0.149673}}], Line[{{3.091125, -0.981015, 0.149673},{3.116359, -0.995232, 0.075484}}], Line[{{3.116359, -0.995232, 0.075484},{3.141593, -1.000000, 0.000000}}]}, Boxed -> True, Lighting -> True, SphericalRegion -> False, BoxRatios -> {1.000000, 1.000000, 1.000000}, ViewPoint -> {1.300000, -2.400000, 2.000000} ] ], "Graphics"], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics3D \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]], Cell[TextData[ "and a projection on the {\[CurlyPhi],x}-plane gives the real part of the \ moving point: "], "Text"], Cell[CellGroupData[{ Cell[BoxData[ \(Show[s3, ViewPoint -> {0, 0, 100}, Axes -> True]\)], "Input"], Cell[BoxData[ Graphics3D[{ Line[{{-3.141593, -1.000000, -0.000000},{-3.116359, -0.995232, \ -0.075484}}], Line[{{-3.116359, -0.995232, -0.075484},{-3.091125, -0.981015, \ -0.149673}}], Line[{{-3.091125, -0.981015, -0.149673},{-3.065892, -0.957612, \ -0.221294}}], Line[{{-3.065892, -0.957612, -0.221294},{-3.040658, -0.925455, \ -0.289123}}], Line[{{-3.040658, -0.925455, -0.289123},{-3.015424, -0.885137, \ -0.352001}}], Line[{{-3.015424, -0.885137, -0.352001},{-2.990191, -0.837403, \ -0.408865}}], Line[{{-2.990191, -0.837403, -0.408865},{-2.964957, -0.783136, \ -0.458755}}], Line[{{-2.964957, -0.783136, -0.458755},{-2.939723, -0.723341, \ -0.500843}}], Line[{{-2.939723, -0.723341, -0.500843},{-2.914490, -0.659129, \ -0.534441}}], Line[{{-2.914490, -0.659129, -0.534441},{-2.889256, -0.591691, \ -0.559017}}], Line[{{-2.889256, -0.591691, -0.559017},{-2.864022, -0.522287, \ -0.574204}}], Line[{{-2.864022, -0.522287, -0.574204},{-2.838789, -0.452211, \ -0.579808}}], Line[{{-2.838789, -0.452211, -0.579808},{-2.813555, -0.382778, \ -0.575812}}], Line[{{-2.813555, -0.382778, -0.575812},{-2.788321, -0.315295, \ -0.562375}}], Line[{{-2.788321, -0.315295, -0.562375},{-2.763088, -0.251038, \ -0.539833}}], Line[{{-2.763088, -0.251038, -0.539833},{-2.737854, -0.191229, \ -0.508693}}], Line[{{-2.737854, -0.191229, -0.508693},{-2.712620, -0.137016, \ -0.469620}}], Line[{{-2.712620, -0.137016, -0.469620},{-2.687387, -0.089445, \ -0.423434}}], Line[{{-2.687387, -0.089445, -0.423434},{-2.662153, -0.049450, \ -0.371088}}], Line[{{-2.662153, -0.049450, -0.371088},{-2.636919, -0.017827, \ -0.313656}}], Line[{{-2.636919, -0.017827, -0.313656},{-2.611686, 0.004776, -0.252315}}], Line[{{-2.611686, 0.004776, -0.252315},{-2.586452, 0.017873, -0.188320}}], Line[{{-2.586452, 0.017873, -0.188320},{-2.561218, 0.021153, -0.122985}}], Line[{{-2.561218, 0.021153, -0.122985},{-2.535985, 0.014479, -0.057660}}], Line[{{-2.535985, 0.014479, -0.057660},{-2.510751, -0.002098, 0.006295}}], Line[{{-2.510751, -0.002098, 0.006295},{-2.485517, -0.028349, 0.067534}}], Line[{{-2.485517, -0.028349, 0.067534},{-2.460284, -0.063860, 0.124747}}], Line[{{-2.460284, -0.063860, 0.124747},{-2.435050, -0.108046, 0.176690}}], Line[{{-2.435050, -0.108046, 0.176690},{-2.409816, -0.160155, 0.222199}}], Line[{{-2.409816, -0.160155, 0.222199},{-2.384582, -0.219285, 0.260220}}], Line[{{-2.384582, -0.219285, 0.260220},{-2.359349, -0.284391, 0.289825}}], Line[{{-2.359349, -0.284391, 0.289825},{-2.334115, -0.354313, 0.310230}}], Line[{{-2.334115, -0.354313, 0.310230},{-2.308881, -0.427786, 0.320811}}], Line[{{-2.308881, -0.427786, 0.320811},{-2.283648, -0.503468, 0.321117}}], Line[{{-2.283648, -0.503468, 0.321117},{-2.258414, -0.579963, 0.310879}}], Line[{{-2.258414, -0.579963, 0.310879},{-2.233180, -0.655842, 0.290019}}], Line[{{-2.233180, -0.655842, 0.290019},{-2.207947, -0.729670, 0.258649}}], Line[{{-2.207947, -0.729670, 0.258649},{-2.182713, -0.800035, 0.217076}}], Line[{{-2.182713, -0.800035, 0.217076},{-2.157479, -0.865568, 0.165795}}], Line[{{-2.157479, -0.865568, 0.165795},{-2.132246, -0.924975, 0.105486}}], Line[{{-2.132246, -0.924975, 0.105486},{-2.107012, -0.977053, 0.037000}}], Line[{{-2.107012, -0.977053, 0.037000},{-2.081778, -1.020719, -0.038653}}], Line[{{-2.081778, -1.020719, -0.038653},{-2.056545, -1.055031, \ -0.120318}}], Line[{{-2.056545, -1.055031, -0.120318},{-2.031311, -1.079201, \ -0.206715}}], Line[{{-2.031311, -1.079201, -0.206715},{-2.006077, -1.092618, \ -0.296463}}], Line[{{-2.006077, -1.092618, -0.296463},{-1.980844, -1.094859, \ -0.388099}}], Line[{{-1.980844, -1.094859, -0.388099},{-1.955610, -1.085697, \ -0.480104}}], Line[{{-1.955610, -1.085697, -0.480104},{-1.930376, -1.065111, \ -0.570934}}], Line[{{-1.930376, -1.065111, -0.570934},{-1.905143, -1.033288, \ -0.659041}}], Line[{{-1.905143, -1.033288, -0.659041},{-1.879909, -0.990626, \ -0.742904}}], Line[{{-1.879909, -0.990626, -0.742904},{-1.854675, -0.937726, \ -0.821057}}], Line[{{-1.854675, -0.937726, -0.821057},{-1.829442, -0.875387, \ -0.892113}}], Line[{{-1.829442, -0.875387, -0.892113},{-1.804208, -0.804595, \ -0.954794}}], Line[{{-1.804208, -0.804595, -0.954794},{-1.778974, -0.726509, \ -1.007955}}], Line[{{-1.778974, -0.726509, -1.007955},{-1.753740, -0.642444, \ -1.050604}}], Line[{{-1.753740, -0.642444, -1.050604},{-1.728507, -0.553850, \ -1.081925}}], Line[{{-1.728507, -0.553850, -1.081925},{-1.703273, -0.462288, \ -1.101296}}], Line[{{-1.703273, -0.462288, -1.101296},{-1.678039, -0.369409, \ -1.108304}}], Line[{{-1.678039, -0.369409, -1.108304},{-1.652806, -0.276919, \ -1.102755}}], Line[{{-1.652806, -0.276919, -1.102755},{-1.627572, -0.186559, \ -1.084684}}], Line[{{-1.627572, -0.186559, -1.084684},{-1.602338, -0.100069, \ -1.054357}}], Line[{{-1.602338, -0.100069, -1.054357},{-1.577105, -0.019160, \ -1.012276}}], Line[{{-1.577105, -0.019160, -1.012276},{-1.551871, 0.054516, -0.959171}}], Line[{{-1.551871, 0.054516, -0.959171},{-1.526637, 0.119398, -0.895996}}], Line[{{-1.526637, 0.119398, -0.895996},{-1.501404, 0.174042, -0.823914}}], Line[{{-1.501404, 0.174042, -0.823914},{-1.476170, 0.217153, -0.744289}}], Line[{{-1.476170, 0.217153, -0.744289},{-1.450936, 0.247606, -0.658660}}], Line[{{-1.450936, 0.247606, -0.658660},{-1.425703, 0.264473, -0.568724}}], Line[{{-1.425703, 0.264473, -0.568724},{-1.400469, 0.267043, -0.476311}}], Line[{{-1.400469, 0.267043, -0.476311},{-1.375235, 0.254840, -0.383354}}], Line[{{-1.375235, 0.254840, -0.383354},{-1.350002, 0.227634, -0.291864}}], Line[{{-1.350002, 0.227634, -0.291864},{-1.324768, 0.185456, -0.203891}}], Line[{{-1.324768, 0.185456, -0.203891},{-1.299534, 0.128603, -0.121501}}], Line[{{-1.299534, 0.128603, -0.121501},{-1.274301, 0.057638, -0.046735}}], Line[{{-1.274301, 0.057638, -0.046735},{-1.249067, -0.026609, 0.018424}}], Line[{{-1.249067, -0.026609, 0.018424},{-1.223833, -0.123047, 0.072080}}], Line[{{-1.223833, -0.123047, 0.072080},{-1.198600, -0.230338, 0.112463}}], Line[{{-1.198600, -0.230338, 0.112463},{-1.173366, -0.346907, 0.137958}}], Line[{{-1.173366, -0.346907, 0.137958},{-1.148132, -0.470963, 0.147134}}], Line[{{-1.148132, -0.470963, 0.147134},{-1.122899, -0.600521, 0.138774}}], Line[{{-1.122899, -0.600521, 0.138774},{-1.097665, -0.733427, 0.111899}}], Line[{{-1.097665, -0.733427, 0.111899},{-1.072431, -0.867387, 0.065788}}], Line[{{-1.072431, -0.867387, 0.065788},{-1.047198, -1.000000, -0.000000}}], Line[{{-1.047198, -1.000000, -0.000000},{-1.021964, -1.128789, \ -0.085614}}], Line[{{-1.021964, -1.128789, -0.085614},{-0.996730, -1.251240, \ -0.190901}}], Line[{{-0.996730, -1.251240, -0.190901},{-0.971497, -1.364835, \ -0.315399}}], Line[{{-0.971497, -1.364835, -0.315399},{-0.946263, -1.467094, \ -0.458337}}], Line[{{-0.946263, -1.467094, -0.458337},{-0.921029, -1.555611, \ -0.618636}}], Line[{{-0.921029, -1.555611, -0.618636},{-0.895796, -1.628088, \ -0.794919}}], Line[{{-0.895796, -1.628088, -0.794919},{-0.870562, -1.682379, \ -0.985525}}], Line[{{-0.870562, -1.682379, -0.985525},{-0.845328, -1.716518, \ -1.188520}}], Line[{{-0.845328, -1.716518, -1.188520},{-0.820094, -1.728756, \ -1.401725}}], Line[{{-0.820094, -1.728756, -1.401725},{-0.794861, -1.717589, \ -1.622738}}], Line[{{-0.794861, -1.717589, -1.622738},{-0.769627, -1.681787, \ -1.848963}}], Line[{{-0.769627, -1.681787, -1.848963},{-0.744393, -1.620418, \ -2.077641}}], Line[{{-0.744393, -1.620418, -2.077641},{-0.719160, -1.532867, \ -2.305887}}], Line[{{-0.719160, -1.532867, -2.305887},{-0.693926, -1.418850, \ -2.530730}}], Line[{{-0.693926, -1.418850, -2.530730},{-0.668692, -1.278430, \ -2.749146}}], Line[{{-0.668692, -1.278430, -2.749146},{-0.643459, -1.112019, \ -2.958101}}], Line[{{-0.643459, -1.112019, -2.958101},{-0.618225, -0.920381, \ -3.154598}}], Line[{{-0.618225, -0.920381, -3.154598},{-0.592991, -0.704629, \ -3.335708}}], Line[{{-0.592991, -0.704629, -3.335708},{-0.567758, -0.466217, \ -3.498621}}], Line[{{-0.567758, -0.466217, -3.498621},{-0.542524, -0.206925, \ -3.640681}}], Line[{{-0.542524, -0.206925, -3.640681},{-0.517290, 0.071157, -3.759424}}], Line[{{-0.517290, 0.071157, -3.759424},{-0.492057, 0.365651, -3.852617}}], Line[{{-0.492057, 0.365651, -3.852617},{-0.466823, 0.673921, -3.918287}}], Line[{{-0.466823, 0.673921, -3.918287},{-0.441589, 0.993101, -3.954758}}], Line[{{-0.441589, 0.993101, -3.954758},{-0.416356, 1.320130, -3.960670}}], Line[{{-0.416356, 1.320130, -3.960670},{-0.391122, 1.651788, -3.935006}}], Line[{{-0.391122, 1.651788, -3.935006},{-0.365888, 1.984737, -3.877110}}], Line[{{-0.365888, 1.984737, -3.877110},{-0.340655, 2.315564, -3.786696}}], Line[{{-0.340655, 2.315564, -3.786696},{-0.315421, 2.640821, -3.663862}}], Line[{{-0.315421, 2.640821, -3.663862},{-0.290187, 2.957071, -3.509087}}], Line[{{-0.290187, 2.957071, -3.509087},{-0.264954, 3.260931, -3.323236}}], Line[{{-0.264954, 3.260931, -3.323236},{-0.239720, 3.549118, -3.107545}}], Line[{{-0.239720, 3.549118, -3.107545},{-0.214486, 3.818489, -2.863614}}], Line[{{-0.214486, 3.818489, -2.863614},{-0.189253, 4.066083, -2.593387}}], Line[{{-0.189253, 4.066083, -2.593387},{-0.164019, 4.289163, -2.299132}}], Line[{{-0.164019, 4.289163, -2.299132},{-0.138785, 4.485245, -1.983413}}], Line[{{-0.138785, 4.485245, -1.983413},{-0.113552, 4.652137, -1.649060}}], Line[{{-0.113552, 4.652137, -1.649060},{-0.088318, 4.787967, -1.299132}}], Line[{{-0.088318, 4.787967, -1.299132},{-0.063084, 4.891205, -0.936885}}], Line[{{-0.063084, 4.891205, -0.936885},{-0.037851, 4.960685, -0.565727}}], Line[{{-0.037851, 4.960685, -0.565727},{-0.012617, 4.995624, -0.189177}}], Line[{{-0.012617, 4.995624, -0.189177},{0.012617, 4.995624, 0.189177}}], Line[{{0.012617, 4.995624, 0.189177},{0.037851, 4.960685, 0.565727}}], Line[{{0.037851, 4.960685, 0.565727},{0.063084, 4.891205, 0.936885}}], Line[{{0.063084, 4.891205, 0.936885},{0.088318, 4.787967, 1.299132}}], Line[{{0.088318, 4.787967, 1.299132},{0.113552, 4.652137, 1.649060}}], Line[{{0.113552, 4.652137, 1.649060},{0.138785, 4.485245, 1.983413}}], Line[{{0.138785, 4.485245, 1.983413},{0.164019, 4.289163, 2.299132}}], Line[{{0.164019, 4.289163, 2.299132},{0.189253, 4.066083, 2.593387}}], Line[{{0.189253, 4.066083, 2.593387},{0.214486, 3.818489, 2.863614}}], Line[{{0.214486, 3.818489, 2.863614},{0.239720, 3.549118, 3.107545}}], Line[{{0.239720, 3.549118, 3.107545},{0.264954, 3.260931, 3.323236}}], Line[{{0.264954, 3.260931, 3.323236},{0.290187, 2.957071, 3.509087}}], Line[{{0.290187, 2.957071, 3.509087},{0.315421, 2.640821, 3.663862}}], Line[{{0.315421, 2.640821, 3.663862},{0.340655, 2.315564, 3.786696}}], Line[{{0.340655, 2.315564, 3.786696},{0.365888, 1.984737, 3.877110}}], Line[{{0.365888, 1.984737, 3.877110},{0.391122, 1.651788, 3.935006}}], Line[{{0.391122, 1.651788, 3.935006},{0.416356, 1.320130, 3.960670}}], Line[{{0.416356, 1.320130, 3.960670},{0.441589, 0.993101, 3.954758}}], Line[{{0.441589, 0.993101, 3.954758},{0.466823, 0.673921, 3.918287}}], Line[{{0.466823, 0.673921, 3.918287},{0.492057, 0.365651, 3.852617}}], Line[{{0.492057, 0.365651, 3.852617},{0.517290, 0.071157, 3.759424}}], Line[{{0.517290, 0.071157, 3.759424},{0.542524, -0.206925, 3.640681}}], Line[{{0.542524, -0.206925, 3.640681},{0.567758, -0.466217, 3.498621}}], Line[{{0.567758, -0.466217, 3.498621},{0.592991, -0.704629, 3.335708}}], Line[{{0.592991, -0.704629, 3.335708},{0.618225, -0.920381, 3.154598}}], Line[{{0.618225, -0.920381, 3.154598},{0.643459, -1.112019, 2.958101}}], Line[{{0.643459, -1.112019, 2.958101},{0.668692, -1.278430, 2.749146}}], Line[{{0.668692, -1.278430, 2.749146},{0.693926, -1.418850, 2.530730}}], Line[{{0.693926, -1.418850, 2.530730},{0.719160, -1.532867, 2.305887}}], Line[{{0.719160, -1.532867, 2.305887},{0.744393, -1.620418, 2.077641}}], Line[{{0.744393, -1.620418, 2.077641},{0.769627, -1.681787, 1.848963}}], Line[{{0.769627, -1.681787, 1.848963},{0.794861, -1.717589, 1.622738}}], Line[{{0.794861, -1.717589, 1.622738},{0.820094, -1.728756, 1.401725}}], Line[{{0.820094, -1.728756, 1.401725},{0.845328, -1.716518, 1.188520}}], Line[{{0.845328, -1.716518, 1.188520},{0.870562, -1.682379, 0.985525}}], Line[{{0.870562, -1.682379, 0.985525},{0.895796, -1.628088, 0.794919}}], Line[{{0.895796, -1.628088, 0.794919},{0.921029, -1.555611, 0.618636}}], Line[{{0.921029, -1.555611, 0.618636},{0.946263, -1.467094, 0.458337}}], Line[{{0.946263, -1.467094, 0.458337},{0.971497, -1.364835, 0.315399}}], Line[{{0.971497, -1.364835, 0.315399},{0.996730, -1.251240, 0.190901}}], Line[{{0.996730, -1.251240, 0.190901},{1.021964, -1.128789, 0.085614}}], Line[{{1.021964, -1.128789, 0.085614},{1.047198, -1.000000, -0.000000}}], Line[{{1.047198, -1.000000, -0.000000},{1.072431, -0.867387, -0.065788}}], Line[{{1.072431, -0.867387, -0.065788},{1.097665, -0.733427, -0.111899}}], Line[{{1.097665, -0.733427, -0.111899},{1.122899, -0.600521, -0.138774}}], Line[{{1.122899, -0.600521, -0.138774},{1.148132, -0.470963, -0.147134}}], Line[{{1.148132, -0.470963, -0.147134},{1.173366, -0.346907, -0.137958}}], Line[{{1.173366, -0.346907, -0.137958},{1.198600, -0.230338, -0.112463}}], Line[{{1.198600, -0.230338, -0.112463},{1.223833, -0.123047, -0.072080}}], Line[{{1.223833, -0.123047, -0.072080},{1.249067, -0.026609, -0.018424}}], Line[{{1.249067, -0.026609, -0.018424},{1.274301, 0.057638, 0.046735}}], Line[{{1.274301, 0.057638, 0.046735},{1.299534, 0.128603, 0.121501}}], Line[{{1.299534, 0.128603, 0.121501},{1.324768, 0.185456, 0.203891}}], Line[{{1.324768, 0.185456, 0.203891},{1.350002, 0.227634, 0.291864}}], Line[{{1.350002, 0.227634, 0.291864},{1.375235, 0.254840, 0.383354}}], Line[{{1.375235, 0.254840, 0.383354},{1.400469, 0.267043, 0.476311}}], Line[{{1.400469, 0.267043, 0.476311},{1.425703, 0.264473, 0.568724}}], Line[{{1.425703, 0.264473, 0.568724},{1.450936, 0.247606, 0.658660}}], Line[{{1.450936, 0.247606, 0.658660},{1.476170, 0.217153, 0.744289}}], Line[{{1.476170, 0.217153, 0.744289},{1.501404, 0.174042, 0.823914}}], Line[{{1.501404, 0.174042, 0.823914},{1.526637, 0.119398, 0.895996}}], Line[{{1.526637, 0.119398, 0.895996},{1.551871, 0.054516, 0.959171}}], Line[{{1.551871, 0.054516, 0.959171},{1.577105, -0.019160, 1.012276}}], Line[{{1.577105, -0.019160, 1.012276},{1.602338, -0.100069, 1.054357}}], Line[{{1.602338, -0.100069, 1.054357},{1.627572, -0.186559, 1.084684}}], Line[{{1.627572, -0.186559, 1.084684},{1.652806, -0.276919, 1.102755}}], Line[{{1.652806, -0.276919, 1.102755},{1.678039, -0.369409, 1.108304}}], Line[{{1.678039, -0.369409, 1.108304},{1.703273, -0.462288, 1.101296}}], Line[{{1.703273, -0.462288, 1.101296},{1.728507, -0.553850, 1.081925}}], Line[{{1.728507, -0.553850, 1.081925},{1.753740, -0.642444, 1.050604}}], Line[{{1.753740, -0.642444, 1.050604},{1.778974, -0.726509, 1.007955}}], Line[{{1.778974, -0.726509, 1.007955},{1.804208, -0.804595, 0.954794}}], Line[{{1.804208, -0.804595, 0.954794},{1.829442, -0.875387, 0.892113}}], Line[{{1.829442, -0.875387, 0.892113},{1.854675, -0.937726, 0.821057}}], Line[{{1.854675, -0.937726, 0.821057},{1.879909, -0.990626, 0.742904}}], Line[{{1.879909, -0.990626, 0.742904},{1.905143, -1.033288, 0.659041}}], Line[{{1.905143, -1.033288, 0.659041},{1.930376, -1.065111, 0.570934}}], Line[{{1.930376, -1.065111, 0.570934},{1.955610, -1.085697, 0.480104}}], Line[{{1.955610, -1.085697, 0.480104},{1.980844, -1.094859, 0.388099}}], Line[{{1.980844, -1.094859, 0.388099},{2.006077, -1.092618, 0.296463}}], Line[{{2.006077, -1.092618, 0.296463},{2.031311, -1.079201, 0.206715}}], Line[{{2.031311, -1.079201, 0.206715},{2.056545, -1.055031, 0.120318}}], Line[{{2.056545, -1.055031, 0.120318},{2.081778, -1.020719, 0.038653}}], Line[{{2.081778, -1.020719, 0.038653},{2.107012, -0.977053, -0.037000}}], Line[{{2.107012, -0.977053, -0.037000},{2.132246, -0.924975, -0.105486}}], Line[{{2.132246, -0.924975, -0.105486},{2.157479, -0.865568, -0.165795}}], Line[{{2.157479, -0.865568, -0.165795},{2.182713, -0.800035, -0.217076}}], Line[{{2.182713, -0.800035, -0.217076},{2.207947, -0.729670, -0.258649}}], Line[{{2.207947, -0.729670, -0.258649},{2.233180, -0.655842, -0.290019}}], Line[{{2.233180, -0.655842, -0.290019},{2.258414, -0.579963, -0.310879}}], Line[{{2.258414, -0.579963, -0.310879},{2.283648, -0.503468, -0.321117}}], Line[{{2.283648, -0.503468, -0.321117},{2.308881, -0.427786, -0.320811}}], Line[{{2.308881, -0.427786, -0.320811},{2.334115, -0.354313, -0.310230}}], Line[{{2.334115, -0.354313, -0.310230},{2.359349, -0.284391, -0.289825}}], Line[{{2.359349, -0.284391, -0.289825},{2.384582, -0.219285, -0.260220}}], Line[{{2.384582, -0.219285, -0.260220},{2.409816, -0.160155, -0.222199}}], Line[{{2.409816, -0.160155, -0.222199},{2.435050, -0.108046, -0.176690}}], Line[{{2.435050, -0.108046, -0.176690},{2.460284, -0.063860, -0.124747}}], Line[{{2.460284, -0.063860, -0.124747},{2.485517, -0.028349, -0.067534}}], Line[{{2.485517, -0.028349, -0.067534},{2.510751, -0.002098, -0.006295}}], Line[{{2.510751, -0.002098, -0.006295},{2.535985, 0.014479, 0.057660}}], Line[{{2.535985, 0.014479, 0.057660},{2.561218, 0.021153, 0.122985}}], Line[{{2.561218, 0.021153, 0.122985},{2.586452, 0.017873, 0.188320}}], Line[{{2.586452, 0.017873, 0.188320},{2.611686, 0.004776, 0.252315}}], Line[{{2.611686, 0.004776, 0.252315},{2.636919, -0.017827, 0.313656}}], Line[{{2.636919, -0.017827, 0.313656},{2.662153, -0.049450, 0.371088}}], Line[{{2.662153, -0.049450, 0.371088},{2.687387, -0.089445, 0.423434}}], Line[{{2.687387, -0.089445, 0.423434},{2.712620, -0.137016, 0.469620}}], Line[{{2.712620, -0.137016, 0.469620},{2.737854, -0.191229, 0.508693}}], Line[{{2.737854, -0.191229, 0.508693},{2.763088, -0.251038, 0.539833}}], Line[{{2.763088, -0.251038, 0.539833},{2.788321, -0.315295, 0.562375}}], Line[{{2.788321, -0.315295, 0.562375},{2.813555, -0.382778, 0.575812}}], Line[{{2.813555, -0.382778, 0.575812},{2.838789, -0.452211, 0.579808}}], Line[{{2.838789, -0.452211, 0.579808},{2.864022, -0.522287, 0.574204}}], Line[{{2.864022, -0.522287, 0.574204},{2.889256, -0.591691, 0.559017}}], Line[{{2.889256, -0.591691, 0.559017},{2.914490, -0.659129, 0.534441}}], Line[{{2.914490, -0.659129, 0.534441},{2.939723, -0.723341, 0.500843}}], Line[{{2.939723, -0.723341, 0.500843},{2.964957, -0.783136, 0.458755}}], Line[{{2.964957, -0.783136, 0.458755},{2.990191, -0.837403, 0.408865}}], Line[{{2.990191, -0.837403, 0.408865},{3.015424, -0.885137, 0.352001}}], Line[{{3.015424, -0.885137, 0.352001},{3.040658, -0.925455, 0.289123}}], Line[{{3.040658, -0.925455, 0.289123},{3.065892, -0.957612, 0.221294}}], Line[{{3.065892, -0.957612, 0.221294},{3.091125, -0.981015, 0.149673}}], Line[{{3.091125, -0.981015, 0.149673},{3.116359, -0.995232, 0.075484}}], Line[{{3.116359, -0.995232, 0.075484},{3.141593, -1.000000, 0.000000}}]}, Boxed -> True, Lighting -> True, SphericalRegion -> False, BoxRatios -> {1.000000, 1.000000, 1.000000}, ViewPoint -> {1.300000, -2.400000, 2.000000} ] ], "Graphics"], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics3D \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]], Cell["\<\ In these pictures, front and back of the Box nearly coincide in a \ thick 2 pixel line.\ \>", "Text"] }, Closed]], Cell[CellGroupData[{ Cell["Polynomials with arbitrary coefficients.", "Subsection"], Cell[BoxData[ \(Clear[powers, f, coeffList]\)], "Input"], Cell[TextData[{ "A polynomial with arbitrary (real or complex) coefficients can be written \ by making the scalar (Dot) product of the coefficients with a list of powers. \ In the rest of this notebook we concentrate on real coefficients. In what \ follows we also do not write constant terms, since adding a constant will \ only translate the final picture. As in ", StyleBox["Mathematica", FontSlant->"Italic"], ", it is advised to write lowest degree coefficients first to allow for \ polynomials of arbitrary degree:" }], "Text"], Cell[BoxData[ \(powers[coeffList_, z_] := \ z^Range[Length[coeffList]]\)], "Input"], Cell[BoxData[ \(f[coeffList_, t_] := \((coeffList . \ powers[coeffList, z])\) /. z -> E^\((I\ t)\)\)], "Input"], Cell["\<\ The use of E^(I \[CurlyPhi]) can be avoided by slightly changing \ the spirograph definition, or hiding the definition of the polynomials in \ cells with white text. It is possible to use location [distance=1, angle] for students with little \ or no trig experience. Tell them that z is the notation for location, and \ remind them of the convention that powers of z are made up by multiplying \ angles, just as multiplication of locations is done by adding the \ corresponding angles.\ \>", "Text"], Cell[CellGroupData[{ Cell["Example", "Subsubsection"], Cell["\<\ The following does have a negative coefficient, which means that \ the corresponding \"arm\" is starting backward\ \>", "Text"], Cell[CellGroupData[{ Cell[BoxData[ \(coeffList = {1, .3, .5, \(- .5\), 1}\)], "Input"], Cell[BoxData[ \({1, 0.3`, 0.5`, \(-0.5`\), 1}\)], "Output"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ \(f[%, t]\)], "Input"], Cell[BoxData[ \(\[ExponentialE]\^\(\[ImaginaryI]\ t\) + 0.3`\ \[ExponentialE]\^\(2\ \[ImaginaryI]\ t\) + 0.5`\ \[ExponentialE]\^\(3\ \[ImaginaryI]\ t\) - 0.5`\ \[ExponentialE]\^\(4\ \[ImaginaryI]\ t\) + \[ExponentialE]\^\(5\ \ \[ImaginaryI]\ t\)\)], "Output"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ \(\(\[ScriptS] = spirograph[%, t];\)\)], "Input"], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: .82657 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 0.538095 0.190476 0.413283 0.190476 [ [ 0 0 -0.125 0 ] [ 0 0 -0.125 0 ] [ 0 .82657 .125 0 ] [ 1 0 .125 0 ] [ 0 0 0 0 ] [ 1 .82657 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 .82657 L s 0 .82657 m 1 .82657 L s 1 0 m 1 .82657 L s .5 Mabswid .02381 .41328 m .02381 .41202 L .02382 .41086 L .02383 .40953 L .02384 .40827 L .02387 .40604 L .02393 .40361 L .024 .40093 L .02409 .3981 L .02432 .39302 L .02461 .38778 L .02495 .38287 L .02595 .37171 L .02729 .36037 L .02879 .35004 L .03314 .32694 L .038 .30711 L .04444 .28581 L .06042 .2453 L .07978 .2083 L .10438 .17161 L .13165 .13924 L .16085 .11122 L .19467 .08512 L .22951 .06385 L .26468 .0472 L .28481 .03959 L .30343 .03371 L .32315 .02864 L .34152 .02496 L .36034 .0222 L .37028 .02115 L .37578 .02069 L .38083 .02034 L .38524 .0201 L .39006 .0199 L .39257 .01982 L .39491 .01976 L .39617 .01974 L .39737 .01972 L .39803 .01971 L .39875 .0197 L .4 .01969 L .40111 .01968 L .40216 .01968 L .4033 .01968 L .40453 .01969 L .40582 .0197 L .40704 .01971 L .40813 .01973 L Mistroke .40933 .01975 L .41148 .0198 L .41378 .01986 L .4179 .02002 L .42313 .02029 L .42793 .02061 L .43872 .02157 L .44816 .02269 L .45806 .02415 L .47662 .0277 L .49361 .03191 L .52848 .04363 L .56337 .06002 L .59443 .07934 L .62161 .10088 L .64726 .12659 L .66853 .15367 L .68559 .18145 L .69358 .19748 L .69994 .21246 L .70993 .24326 L .71343 .25853 L .71503 .26731 L .71621 .27529 L .71717 .28348 L .71784 .2912 L .71811 .29543 L .7183 .29933 L .71838 .30136 L .71844 .3036 L .71846 .30472 L .71849 .30593 L .71849 .30651 L .7185 .30707 L .71851 .30811 L .71851 .30902 L .71852 .31 L .71851 .31093 L .71851 .31179 L .7185 .31273 L .71849 .31376 L .71847 .31484 L .71845 .31584 L .71839 .31792 L .71832 .3198 L .71812 .32403 L .7179 .32764 L .7176 .33155 L .7169 .33862 L .71595 .34604 L Mistroke .71465 .35413 L .71124 .37026 L .70719 .38482 L .70187 .40005 L .68861 .42864 L .67261 .45397 L .65451 .47595 L .63269 .49649 L .60956 .51322 L .59706 .52054 L .58312 .5275 L .55629 .53769 L .54258 .54142 L .53553 .54298 L .52793 .54438 L .52073 .54546 L .51415 .54623 L .51098 .54653 L .50753 .5468 L .50451 .54699 L .50125 .54715 L .49947 .54722 L .49784 .54727 L .49628 .54731 L .49549 .54732 L .49464 .54733 L .49414 .54734 L .49368 .54734 L .49281 .54735 L .49232 .54735 L .49187 .54735 L .49138 .54735 L .49085 .54735 L .48999 .54734 L .48918 .54733 L .48829 .54732 L .48734 .5473 L .48545 .54725 L .48339 .54718 L .47964 .54699 L .476 .54676 L .47263 .54648 L .46525 .54569 L .45835 .54472 L .44557 .54232 L .43198 .53889 L .41974 .53497 L .39452 .52425 L .37177 .51107 L .34955 .49421 L Mistroke .33038 .47549 L .31268 .45325 L .29848 .42991 L .28763 .40603 L .28315 .39327 L .27925 .37948 L .27642 .3665 L .27446 .35422 L .27365 .34723 L .27334 .34377 L .27309 .34056 L .27289 .33742 L .27275 .33457 L .27263 .3314 L .27259 .32966 L .27257 .32887 L .27256 .32803 L .27255 .32718 L .27254 .3264 L .27254 .32562 L .27253 .32488 L .27253 .32402 L .27254 .32322 L .27255 .32235 L .27255 .32191 L .27256 .32142 L .27259 .31969 L .27261 .31872 L .27264 .31783 L .27276 .31446 L .27291 .31156 L .27312 .30839 L .27366 .30202 L .27445 .29515 L .27535 .28893 L .27798 .2751 L .28113 .26264 L .28531 .24938 L .29578 .22427 L .30851 .20159 L .32299 .18143 L .34056 .162 L .35927 .1455 L .38077 .13051 L .40272 .11871 L .42463 .10988 L .43612 .10632 L .44845 .10327 L .45453 .10204 L .46109 .10093 L Mistroke .46677 .10014 L .47298 .09945 L .47592 .0992 L .47905 .09897 L .48176 .09881 L .48469 .09867 L .48641 .09862 L .488 .09858 L .48878 .09856 L .48951 .09855 L .49028 .09854 L .49068 .09853 L .49112 .09853 L .49183 .09853 L .49223 .09853 L .49261 .09853 L .49336 .09853 L .49378 .09853 L .49416 .09853 L .49485 .09854 L .4956 .09855 L .49694 .09858 L .49831 .09861 L .49977 .09866 L .50241 .09877 L .50553 .09895 L .50837 .09915 L .5145 .09973 L .52026 .10045 L .53125 .10231 L .54121 .10457 L .56154 .11098 L .57977 .11906 L .59754 .12951 L .61284 .1411 L .62701 .15479 L .63848 .169 L .64741 .18331 L .65149 .19147 L .65463 .19894 L .65736 .2068 L .65935 .21404 L .66087 .22139 L .66147 .22523 L .66174 .22734 L .66195 .22927 L .6621 .23095 L .66224 .23278 L .6623 .23378 L .66235 .23471 L Mistroke .66239 .23565 L .66242 .23653 L .66245 .23735 L .66246 .23781 L .66246 .23823 L .66247 .23859 L .66247 .23898 L .66247 .23939 L .66247 .23977 L .66247 .24021 L .66247 .24063 L .66246 .24101 L .66246 .24142 L .66245 .24186 L .66244 .24234 L .66241 .24318 L .66238 .24403 L .66233 .24493 L .66224 .24652 L .6621 .24822 L .66192 .25006 L .66152 .25333 L .66104 .25632 L .65958 .26304 L .65784 .26887 L .65566 .27459 L .65287 .28041 L .6499 .28548 L .64626 .2906 L .63867 .29868 L .63457 .302 L .62995 .30505 L .62508 .30757 L .62033 .30944 L .61802 .31015 L .61555 .31077 L .61321 .31123 L .61108 .31154 L .60989 .31167 L .60924 .31173 L .60864 .31177 L .60807 .31181 L .60756 .31183 L .607 .31185 L .60668 .31186 L .60639 .31187 L .6061 .31187 L .60578 .31187 L .60562 .31187 L .60544 .31187 L Mistroke .60513 .31187 L .60482 .31187 L .60452 .31186 L .60426 .31185 L .60397 .31184 L .60331 .31182 L .60261 .31177 L .60135 .31167 L .60006 .31153 L .59888 .31137 L .59624 .31088 L .59394 .31032 L .59155 .30959 L .58712 .30784 L .58314 .30578 L .57533 .30006 L .57151 .29622 L .56822 .29212 L .56296 .28321 L .56082 .2781 L .55988 .27535 L .55901 .2723 L .55831 .26939 L .55778 .26665 L .55737 .26398 L .55704 .26111 L .55691 .25956 L .55682 .25814 L .55678 .25734 L .55675 .25648 L .55674 .25608 L .55673 .25566 L .55672 .2553 L .55672 .25491 L .55671 .25451 L .55671 .25414 L .55671 .25381 L .55671 .25344 L .55672 .25304 L .55672 .25262 L .55673 .25222 L .55674 .25185 L .55676 .25114 L .55679 .25037 L .55687 .24896 L .55698 .24734 L .55712 .24582 L .55754 .24233 L .55809 .23891 L .55884 .2352 L Mistroke .56078 .22791 L .56321 .22095 L .56945 .2077 L .57842 .19387 L .5893 .18115 L .60177 .16973 L .61712 .15874 L .63376 .14957 L .64287 .14553 L .6533 .14162 L .6638 .13839 L .67368 .13595 L .68426 .13392 L .6902 .13305 L .69587 .13238 L .70137 .13188 L .70416 .13168 L .70724 .13151 L .70988 .1314 L .71137 .13135 L .71273 .13131 L .714 .13129 L .71472 .13128 L .71539 .13127 L .71603 .13126 L .71661 .13126 L .71728 .13126 L .71791 .13126 L .7186 .13126 L .71933 .13126 L .72002 .13127 L .72064 .13128 L .72219 .13131 L .72365 .13134 L .72656 .13144 L .72974 .13159 L .73544 .13199 L .74073 .13248 L .75195 .13395 L .76439 .13624 L .77613 .13905 L .78874 .14279 L .81343 .15234 L .83665 .16424 L .85817 .17813 L .87986 .19545 L .89929 .21445 L .91805 .23696 L .93402 .26068 L .94721 .28515 L Mistroke .95871 .31267 L .9634 .32684 L .96714 .34032 L .97031 .3543 L .97269 .36769 L .9737 .37481 L .97461 .38258 L .97526 .38966 L .9757 .39623 L .97588 .39965 L .97596 .40145 L .97603 .40334 L .97608 .405 L .97612 .40682 L .97615 .40847 L .97616 .40927 L .97617 .41001 L .97618 .41096 L .97618 .41146 L .97619 .41199 L .97619 .41289 L .97619 .41339 L .97619 .41387 L .97619 .41475 L .97618 .41556 L .97617 .41649 L .97616 .41737 L .97613 .41932 L .97609 .42113 L .97603 .42311 L .97595 .42523 L .97577 .42919 L .97555 .43283 L .9749 .44103 L .97414 .44824 L .97315 .45582 L .97074 .47011 L .96787 .48329 L .95984 .51069 L .94853 .53863 L .93509 .56409 L .91999 .58698 L .90181 .60935 L .88251 .62874 L .86254 .64523 L .84005 .66033 L .81751 .67235 L .79292 .68237 L .78051 .6863 L .76895 .68931 L Mistroke .7578 .69163 L .74596 .69347 L .73981 .69418 L .73659 .69448 L .7332 .69475 L .73024 .69494 L .72699 .69511 L .72557 .69516 L .72405 .69521 L .72275 .69525 L .72131 .69528 L .72054 .69529 L .71982 .6953 L .71906 .6953 L .71863 .69531 L .71823 .69531 L .71757 .69531 L .71685 .69531 L .71609 .6953 L .71539 .6953 L .71456 .69529 L .71377 .69527 L .7123 .69524 L .71071 .6952 L .709 .69513 L .70609 .695 L .70302 .69481 L .69755 .69436 L .69228 .69378 L .68667 .69302 L .67673 .69127 L .66558 .68866 L .65536 .68564 L .637 .6785 L .61923 .66913 L .60401 .65863 L .59004 .64618 L .57883 .63324 L .5702 .6202 L .56664 .61347 L .56338 .60604 L .56085 .59889 L .55908 .59242 L .55839 .58924 L .55777 .5858 L .5575 .58392 L .55728 .58219 L .5571 .58057 L .55695 .57882 L .55684 .57717 L Mistroke .5568 .57645 L .55677 .57567 L .55674 .57493 L .55673 .57424 L .55672 .57386 L .55672 .57351 L .55671 .57312 L .55671 .57274 L .55671 .57236 L .55671 .57194 L .55672 .57173 L .55672 .5715 L .55673 .5711 L .55673 .57069 L .55674 .57031 L .55677 .56959 L .55681 .56875 L .55685 .56798 L .55697 .56623 L .55712 .56466 L .55732 .56298 L .55777 .55998 L .55832 .55712 L .55893 .55455 L .56051 .54932 L .5627 .54391 L .56516 .53915 L .56821 .53445 L .57146 .53041 L .57534 .5265 L .57904 .52348 L .58337 .52066 L .58769 .51847 L .59016 .51746 L .59246 .51668 L .59462 .51607 L .597 .51553 L .59832 .51529 L .59955 .5151 L .60082 .51495 L .602 .51484 L .60258 .51479 L .60322 .51476 L .60387 .51473 L .60422 .51471 L .60455 .5147 L .60486 .5147 L .60516 .51469 L .60542 .51469 L .60571 .51469 L Mistroke .60603 .51469 L .60619 .5147 L .60636 .5147 L .60667 .5147 L .60697 .51471 L .60752 .51473 L .6081 .51476 L .60914 .51483 L .61027 .51493 L .61149 .51508 L .61399 .51548 L .61625 .51596 L .62128 .51745 L .62579 .51932 L .63054 .52188 L .63483 .52477 L .63933 .52848 L .64682 .5367 L .65009 .54139 L .65324 .54686 L .65584 .55242 L .65823 .55888 L .66005 .56543 L .6613 .57178 L .6618 .57541 L .662 .57721 L .66215 .57888 L .66226 .58039 L .66235 .58206 L .66239 .58293 L .66242 .58374 L .66245 .5846 L .66246 .58509 L .66246 .58553 L .66247 .58596 L .66247 .58636 L .66247 .5868 L .66247 .58728 L .66247 .58775 L .66247 .58799 L .66246 .58825 L .66246 .58872 L .66245 .58915 L .66243 .59 L .6624 .59078 L .66232 .59253 L .6622 .59444 L .66202 .59652 L .6616 .60031 L .66108 .60391 L Mistroke .66037 .60789 L .65845 .616 L .65612 .62355 L .65301 .63165 L .64501 .6475 L .63498 .66229 L .62323 .67577 L .60858 .68898 L .5925 .70031 L .57537 .70967 L .56523 .71414 L .55555 .71774 L .54514 .72095 L .53517 .72343 L .52481 .72542 L .51924 .72625 L .51322 .72697 L .50741 .72749 L .50412 .72771 L .50106 .72786 L .49838 .72795 L .49685 .72799 L .49617 .72801 L .49542 .72802 L .49464 .72803 L .49391 .72804 L .49319 .72804 L .49252 .72804 L .49212 .72804 L .49173 .72804 L .49101 .72804 L .49061 .72803 L .49024 .72803 L .4894 .72802 L .48867 .728 L .48797 .72799 L .48666 .72796 L .48372 .72785 L .48117 .72773 L .4784 .72756 L .47209 .72703 L .46624 .72636 L .45523 .72465 L .4431 .72207 L .43175 .71898 L .41963 .71491 L .39625 .70471 L .37468 .69219 L .35516 .67775 L .33601 .65996 L Mistroke .31947 .64065 L .30425 .61804 L .29215 .5945 L .28309 .57052 L .27947 .55772 L .27644 .54392 L .27536 .53767 L .27439 .53091 L .27366 .5245 L .27315 .51863 L .27293 .5154 L .27276 .51197 L .27269 .5103 L .27264 .50873 L .2726 .50731 L .27257 .50579 L .27255 .50491 L .27254 .50409 L .27254 .50362 L .27254 .50319 L .27254 .5027 L .27253 .50223 L .27253 .50177 L .27253 .50129 L .27254 .50043 L .27254 .49995 L .27255 .4995 L .27256 .49847 L .27257 .49765 L .27259 .49678 L .27263 .49524 L .27269 .49357 L .27276 .49175 L .27295 .48816 L .27318 .48478 L .27374 .47846 L .27455 .47168 L .27565 .46436 L .27829 .45107 L .28195 .4372 L .29075 .41287 L .30317 .38821 L .31795 .36606 L .3365 .34459 L .35688 .32629 L .37854 .31118 L .40348 .29807 L .41647 .29277 L .42899 .28856 L .44133 .28522 L Mistroke .45454 .28248 L .46118 .28142 L .46849 .2805 L .47172 .28017 L .47517 .27987 L .4782 .27966 L .48141 .27948 L .48319 .2794 L .48514 .27933 L .48692 .27928 L .48772 .27926 L .48859 .27925 L .48911 .27924 L .48959 .27923 L .49009 .27923 L .49055 .27922 L .49142 .27922 L .49234 .27922 L .49286 .27922 L .49334 .27922 L .49387 .27923 L .49442 .27923 L .49536 .27924 L .49639 .27926 L .49824 .27931 L .49992 .27936 L .50372 .27953 L .50723 .27975 L .51056 .28 L .51735 .28069 L .52454 .28165 L .53739 .28398 L .55085 .28728 L .56331 .29116 L .58895 .30183 L .61475 .31672 L .63774 .33436 L .65775 .35417 L .67643 .37804 L .69153 .40343 L .69804 .41719 L .70414 .43263 L .70867 .44668 L .71269 .46252 L .71555 .47789 L .71672 .48641 L .71755 .49444 L .71786 .4984 L .71813 .50272 L .71824 .5047 L Mistroke .71833 .50681 L .71839 .5088 L .71844 .51062 L .71848 .51255 L .7185 .51357 L .7185 .51409 L .71851 .51464 L .71851 .51558 L .71852 .51645 L .71851 .51748 L .71851 .51843 L .7185 .51934 L .71849 .52018 L .71848 .5211 L .71846 .52207 L .71842 .52371 L .71837 .52552 L .71819 .52971 L .71796 .5337 L .71736 .5412 L .71647 .54928 L .71521 .5581 L .71218 .574 L .70786 .59084 L .69601 .62366 L .68053 .65412 L .66201 .68191 L .63859 .70937 L .61266 .73334 L .58487 .75372 L .55254 .77219 L .51911 .78652 L .50005 .79282 L .48154 .79775 L .46286 .8016 L .44528 .80425 L .43601 .80527 L .42726 .80601 L .42223 .80633 L .41761 .80656 L .41498 .80666 L .41252 .80674 L .40996 .80681 L .40861 .80683 L .40716 .80686 L .40595 .80687 L .40526 .80688 L .40462 .80688 L .40333 .80689 L .4026 .80689 L Mistroke .40193 .80689 L .40075 .80688 L .39946 .80687 L .39824 .80686 L .39711 .80685 L .39433 .80679 L .39182 .80673 L .38892 .80663 L .38618 .80651 L .37663 .80594 L .37125 .8055 L .3663 .80503 L .3477 .80263 L .33716 .80082 L .32736 .79886 L .28946 .78855 L .26913 .78117 L .25023 .77306 L .21531 .75466 L .18019 .73101 L .1488 .70449 L .12125 .67581 L .09511 .64216 L .07342 .60712 L .05439 .56743 L .04652 .54684 L .04023 .52732 L .0348 .50692 L .03067 .48744 L .02886 .477 L .02721 .46565 L .02609 .45617 L .02511 .44572 L .02454 .43758 L .02415 .42997 L .024 .42576 L .0239 .42192 L .02386 .4198 L .02385 .41868 L .02383 .41749 L .02382 .41645 L .02381 .41531 L .02381 .41426 L .02381 .41328 L Mfstroke 0 0 m 1 0 L 1 .82657 L 0 .82657 L closepath clip newpath % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 238}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg_ooool3o`00 08_ooooo0Ol00001ooooo`0000?o0000ooooooooool0COooool3o`00043ooooo0ol00028ooooo`7o 00000Oooool00003o`000?oooooooooo04[ooooo0ol00016ooooo`?o0000QOooool1o`00007ooooo 00000ol0003oooooooooo`18ooooo`;o0000C?ooool2o`0008?ooooo0Ol00001ooooo`0000?o0000 ooooooooool0A_ooool2o`00053ooooo0_l00021ooooo`7o00000Oooool00003o`000?oooooooooo 04?ooooo0ol0001Dooooo`;o0000Ooooool1o`00007ooooo00000ol0003oooooooooo`11ooooo`;o 0000FOooool2o`0007gooooo0Ol00001ooooo`0000?o0000ooooooooool0?oooool2o`0005gooooo 0_l0001kooooo`7o00000Oooool00003o`000?oooooooooo03gooooo0_l0001Qooooo`;o0000NOoo ool1o`00007ooooo00000ol0003oooooooooo`0kooooo`;o0000IOooool2o`0007Oooooo0Ol00001 ooooo`0000?o0000ooooooooool0>_ooool00ol0003oooooooooo`1Wooooo`03o`000?oooooooooo 07Cooooo0Ol00001ooooo`0000?o0000ooooooooool0>?ooool2o`0006_ooooo0_l0001dooooo`7o 00000Oooool00003o`000?oooooooooo03Kooooo0_l0001_ooooo`;o0000L_ooool1o`00007ooooo 00000ol0003oooooooooo`0eooooo`03o`000?oooooooooo077ooooo00?o0000ooooooooool0Kooo ool1o`00007ooooo00000ol0003oooooooooo`0cooooo`;o0000MOooool00ol0003oooooooooo`1^ ooooo`7o00000Oooool00003o`000?oooooooooo03;ooooo00?o0000ooooooooool0M_ooool2o`00 06kooooo0Ol00001ooooo`0000?o0000ooooooooool0Ooo ool00ol0003oooooooooo`0Dooooo`7o00000Oooool00003o`000?oooooooooo00oooooo00?o0000 ooooooooool0?Oooool00ol0003oooooooooo`1;ooooo`03o`000?oooooooooo01_ooooo00?o0000 ooooooooool02_ooool00ol0003oooooooooo`0jooooo`03o`000?oooooooooo01?ooooo0Ol00001 ooooo`0000?o0000ooooooooool03_ooool00ol0003oooooooooo`0nooooo`03o`000?oooooooooo 04[ooooo00?o0000ooooooooool07?ooool00ol0003oooooooooo`0:ooooo`03o`000?oooooooooo 03[ooooo00?o0000ooooooooool04oooool1o`00007ooooo00000ol0003oooooooooo`0>ooooo`03 o`000?oooooooooo03gooooo00?o0000ooooooooool0Boooool00ol0003oooooooooo`0Kooooo`03 o`000?oooooooooo00_ooooo00?o0000ooooooooool0>oooool00ol0003oooooooooo`0Booooo`7o 00000Oooool00003o`000?oooooooooo00gooooo00?o0000ooooooooool0?_ooool00ol0003ooooo ooooo`1;ooooo`03o`000?oooooooooo01_ooooo00?o0000ooooooooool03?ooool00ol0003ooooo ooooo`0kooooo`03o`000?oooooooooo017ooooo0Ol00001ooooo`0000?o0000ooooooooool03Ooo ool00ol0003oooooooooo`0nooooo`03o`000?oooooooooo04_ooooo00?o0000ooooooooool06ooo ool00ol0003oooooooooo`0ooooo`03o`000?oooooooooo01Wooooo00?o0000ooooooooool03_oo ool00ol0003oooooooooo`0mooooo`03o`000?oooooooooo00kooooo0Ol00001ooooo`0000?o0000 ooooooooool02_ooool00ol0003oooooooooo`0oooooo`03o`000?oooooooooo04kooooo00?o0000 ooooooooool06Oooool00ol0003oooooooooo`0>ooooo`03o`000?oooooooooo03kooooo00?o0000 ooooooooool03Oooool1o`00007ooooo00000ol0003oooooooooo`0:ooooo`03o`000?oooooooooo 03oooooo00?o0000ooooooooool0;_oooolIo`0000Oooooo00?o0000ooooooooool06?ooool00ol0 003oooooooooo`0?ooooo`03o`000?oooooooooo03kooooo00?o0000ooooooooool03Oooool1o`00 007ooooo00000ol0003oooooooooo`09ooooo`03o`000?oooooooooo043ooooo00?o0000oooooooo ool0:oooool3o`0001Wooooo1?l00004ooooo`03o`000?oooooooooo01Kooooo00?o0000oooooooo ool04?ooool00ol0003oooooooooo`0oooooo`03o`000?oooooooooo00cooooo0Ol00001ooooo`00 00?o0000ooooooooool02Oooool00ol0003oooooooooo`10ooooo`03o`000?oooooooooo02Oooooo 1?l0000Pooooo`Co000000?oooooo`000?ooool05_ooool00ol0003oooooooooo`0@ooooo`03o`00 0?oooooooooo03oooooo00?o0000ooooooooool03?ooool1o`00007ooooo00000ol0003ooooooooo o`09ooooo`03o`000?oooooooooo043ooooo00?o0000ooooooooool09?ooool3o`0002Sooooo0ol0 000Eooooo`03o`000?oooooooooo017ooooo00?o0000ooooooooool0@?ooool00ol0003ooooooooo o`0;ooooo`7o00000Oooool00003o`000?oooooooooo00Wooooo00?o0000ooooooooool0?oooool0 0ol0003oooooooooo`0Sooooo`;o0000;Oooool3o`0001;ooooo00?o0000ooooooooool04oooool0 0ol0003oooooooooo`0oooooo`03o`000?oooooooooo00_ooooo0Ol00001ooooo`0000?o0000oooo ooooool02?ooool00ol0003oooooooooo`10ooooo`03o`000?oooooooooo027ooooo0_l0000`oooo o`03o`000?oooooo000000;o00003_ooool00ol0003oooooooooo`0Dooooo`03o`000?oooooooooo 043ooooo00?o0000ooooooooool02_ooool1o`00007ooooo00000ol0003oooooooooo`08ooooo`03 o`000?oooooooooo043ooooo00?o0000ooooooooool07oooool2o`0003?ooooo0_l00002ooooo`;o 00002_ooool2o`0001Oooooo00?o0000ooooooooool0@?ooool00ol0003oooooooooo`0:ooooo`7o 00000Oooool00003o`000?oooooooooo00Sooooo00?o0000ooooooooool0@?ooool00ol0003ooooo ooooo`0Nooooo`03o`000?oooooooooo03Gooooo00Co0000oooooooooooooooo0_l00007ooooo`03 o`000?oooooooooo01Oooooo00?o0000ooooooooool0@Oooool00ol0003oooooooooo`09ooooo`7o 00000Oooool00003o`000?oooooooooo00Sooooo00?o0000ooooooooool0@?ooool00ol0003ooooo ooooo`0Looooo`;o0000>Oooool3o`0000;ooooo00Co0000oooooooooooooooo0ol0000Jooooo`03 o`000?oooooooooo047ooooo00?o0000ooooooooool02Oooool1o`00007ooooo00000ol0003ooooo ooooo`08ooooo`03o`000?oooooooooo043ooooo00?o0000ooooooooool06_ooool2o`0003kooooo 1_l0000Mooooo`03o`000?oooooooooo04;ooooo00?o0000ooooooooool02?ooool1o`00007ooooo 00000ol0003oooooooooo`07ooooo`03o`000?oooooooooo047ooooo00?o0000ooooooooool06Ooo ool00ol0003oooooooooo`13ooooo`;o00007?ooool00ol0003oooooooooo`12ooooo`03o`000?oo oooooooo00Sooooo0Ol00001ooooo`0000?o0000ooooooooool01oooool00ol0003oooooooooo`11 ooooo`03o`000?oooooooooo01Oooooo0_l00018ooooo`03o`000?oooooooooo01Wooooo00?o0000 ooooooooool0@_ooool00ol0003oooooooooo`08ooooo`7o00000Oooool00003o`000?oooooooooo 00Oooooo00?o0000ooooooooool0@Oooool00ol0003oooooooooo`0Fooooo`03o`000?oooooooooo 04Wooooo00?o0000ooooooooool06?ooool00ol0003oooooooooo`13ooooo`03o`000?oooooooooo 00Oooooo0Ol00001ooooo`0000?o0000ooooooooool01_ooool00ol0003oooooooooo`12ooooo`03 o`000?oooooooooo01Cooooo0_l0001=ooooo`03o`000?oooooooooo01Kooooo00?o0000oooooooo ool0A?ooool00ol0003oooooooooo`07ooooo`7o00000Oooool00003o`000?oooooooooo00Kooooo 00?o0000ooooooooool0@_ooool00ol0003oooooooooo`0Cooooo`03o`000?oooooooooo04kooooo 00?o0000ooooooooool05Oooool00ol0003oooooooooo`14ooooo`03o`000?oooooooooo00Oooooo 0Ol00001ooooo`0000?o0000ooooooooool01_ooool00ol0003oooooooooo`12ooooo`03o`000?oo oooooooo01;ooooo00?o0000ooooooooool0D?ooool00ol0003oooooooooo`0Dooooo`03o`000?oo oooooooo04Cooooo00?o0000ooooooooool01oooool1o`00007ooooo00000ol0003oooooooooo`06 ooooo`03o`000?oooooooooo04;ooooo00?o0000ooooooooool04Oooool00ol0003oooooooooo`1B ooooo`03o`000?oooooooooo01?ooooo00?o0000ooooooooool0AOooool00ol0003oooooooooo`06 ooooo`7o00000Oooool00003o`000?oooooooooo00Gooooo00?o0000ooooooooool0@oooool00ol0 003oooooooooo`0@ooooo`03o`000?oooooooooo05Cooooo00?o0000ooooooooool04_ooool00ol0 003oooooooooo`15ooooo`03o`000?oooooooooo00Kooooo0Ol00001ooooo`0000?o0000oooooooo ool01Oooool00ol0003oooooooooo`13ooooo`03o`000?oooooooooo00oooooo00?o0000oooooooo ool0E_ooool00ol0003oooooooooo`0Aooooo`03o`000?oooooooooo04Gooooo00?o0000oooooooo ool01_ooool1o`00007ooooo00000ol0003oooooooooo`05ooooo`03o`000?oooooooooo04?ooooo 00?o0000ooooooooool03oooool00ol0003oooooooooo`1Gooooo`03o`000?oooooooooo013ooooo 00?o0000ooooooooool0AOooool00ol0003oooooooooo`06ooooo`7o00000Oooool00003o`000?oo oooooooo00Gooooo00?o0000ooooooooool0@oooool00ol0003oooooooooo`0>ooooo`03o`000?oo oooooooo05Wooooo00?o0000ooooooooool03oooool00ol0003oooooooooo`16ooooo`03o`000?oo oooooooo00Gooooo0Ol00001ooooo`0000?o0000ooooooooool01Oooool00ol0003oooooooooo`13 ooooo`03o`000?oooooooooo00gooooo00?o0000ooooooooool0Foooool00ol0003oooooooooo`0> ooooo`03o`000?oooooooooo04Kooooo00?o0000ooooooooool01Oooool1o`00007ooooo00000ol0 003oooooooooo`04ooooo`03o`000?oooooooooo04Cooooo00?o0000ooooooooool03?ooool00ol0 003oooooooooo`1Looooo`03o`000?oooooooooo00kooooo00?o0000ooooooooool0A_ooool00ol0 003oooooooooo`05ooooo`7o00000Oooool00003o`000?oooooooooo00Cooooo00?o0000oooooooo ool0A?ooool00ol0003oooooooooo`0;ooooo`03o`000?oooooooooo05kooooo00?o0000oooooooo ool03Oooool00ol0003oooooooooo`16ooooo`03o`000?oooooooooo00Gooooo0Ol00001ooooo`00 00?o0000ooooooooool01?ooool00ol0003oooooooooo`15ooooo`03o`000?oooooooooo00Wooooo 00?o0000ooooooooool0H?ooool00ol0003oooooooooo`0;ooooo`03o`000?oooooooooo04Sooooo 00?o0000ooooooooool01?ooool1o`00007ooooo00000ol0003oooooooooo`04ooooo`03o`000?oo oooooooo04Gooooo00?o0000ooooooooool02Oooool00ol0003oooooooooo`1Qooooo`03o`000?oo oooooooo00[ooooo00?o0000ooooooooool0B?ooool00ol0003oooooooooo`04ooooo`7o00000Ooo ool00003o`000?oooooooooo00Cooooo00?o0000ooooooooool0AOooool00ol0003oooooooooo`08 ooooo`03o`000?oooooooooo06?ooooo00?o0000ooooooooool02Oooool00ol0003oooooooooo`18 ooooo`03o`000?oooooooooo00Cooooo0Ol00001ooooo`0000?o0000ooooooooool01?ooool00ol0 003oooooooooo`16ooooo`03o`000?oooooooooo00Oooooo00?o0000ooooooooool0I?ooool00ol0 003oooooooooo`08ooooo`03o`000?oooooooooo04Sooooo00?o0000ooooooooool01?ooool1o`00 007ooooo00000ol0003oooooooooo`04ooooo`03o`000?oooooooooo04Kooooo00?o0000oooooooo ool01_ooool00ol0003oooooooooo`1Vooooo`03o`000?oooooooooo00Kooooo00?o0000oooooooo ool0BOooool00ol0003oooooooooo`04ooooo`7o00000Oooool00003o`000?oooooooooo00Cooooo 00?o0000ooooooooool0A_ooool00ol0003oooooooooo`05ooooo`03o`000?oooooooooo06Oooooo 00?o0000ooooooooool01_ooool00ol0003oooooooooo`19ooooo`03o`000?oooooooooo00Cooooo 0Ol00001ooooo`0000?o0000ooooooooool01?ooool00ol0003oooooooooo`16ooooo`03o`000?oo oooooooo00Gooooo00?o0000ooooooooool0J?ooool00ol0003oooooooooo`04ooooo`03o`000?oo oooooooo04[ooooo00?o0000ooooooooool01?ooool1o`00007ooooo00000ol0003oooooooooo`04 ooooo`03o`000?oooooooooo04Oooooo00?o0000ooooooooool00oooool00ol0003oooooooooo`1Y ooooo`03o`000?oooooooooo00Cooooo00?o0000ooooooooool0B_ooool00ol0003oooooooooo`04 ooooo`7o00000Oooool00003o`000?oooooooooo00Cooooo00?o0000ooooooooool0Aoooool00ol0 003oooooooooo`03ooooo`03o`000?oooooooooo06[ooooo00?o0000ooooooooool00oooool00ol0 003oooooooooo`1:ooooo`03o`000?oooooooooo00Cooooo0Ol00001ooooo`0000?o0000oooooooo ool01?ooool00ol0003oooooooooo`17ooooo`03o`000?oooooooooo00;ooooo00?o0000oooooooo ool0K?ooool01Ol0003ooooooooooooooooo000004gooooo00?o0000ooooooooool01?ooool1o`00 007ooooo00000ol0003oooooooooo`04ooooo`03o`000?oooooooooo04Oooooo00?o0000oooooooo ool00_ooool00ol0003oooooooooo`1/ooooo`05o`000?ooooooooooooooool00000COooool00ol0 003oooooooooo`04ooooo`7o00000Oooool00003o`000?oooooooooo00Cooooo00?o0000oooooooo ool0B?ooool01?l0003oooooooooool0001`ooooo`04o`000?ooooooooooo`0004gooooo00?o0000 ooooooooool01?ooool1o`00007ooooo00000ol0003oooooooooo`03ooooo`03o`000?oooooooooo 04Wooooo00?o0000ooooool00000LOooool00ol0003oooooo`00001?ooooo`03o`000?oooooooooo 00?ooooo0Ol00001ooooo`0000?o0000ooooooooool00oooool00ol0003oooooooooo`19ooooo`03 o`000?oooooo000007;ooooo0_l0001?ooooo`03o`000?oooooooooo00?ooooo0Ol00001ooooo`00 00?o0000ooooooooool00oooool00ol0003oooooooooo`1:ooooo`03o`000?oooooooooo077ooooo 00?o0000ooooooooool0C_ooool00ol0003oooooooooo`03ooooo`7o00000Oooool00003o`000?oo oooooooo00?ooooo00?o0000ooooooooool0B_ooool00ol0003oooooooooo`1aooooo`;o0000Cooo ool00ol0003oooooooooo`03ooooo`7o00000Oooool00003o`000?oooooooooo00?ooooo00?o0000 ooooooooool0BOooool00ol0003oooooo`00001aooooo`03o`000?oooooo000004oooooo00?o0000 ooooooooool00oooool1o`00007ooooo00000ol0003oooooooooo`03ooooo`03o`000?oooooooooo 04Wooooo00?o0000ooooool00000LOooool01?l0003oooooooooool0001=ooooo`03o`000?oooooo oooo00Cooooo0Ol00001ooooo`0000?o0000ooooooooool01?ooool00ol0003oooooooooo`17oooo o`04o`000?ooooooooooo`00073ooooo00Go0000ooooooooooooooooo`00001=ooooo`03o`000?oo oooooooo00Cooooo0Ol00001ooooo`0000?o0000ooooooooool01?ooool00ol0003oooooooooo`17 ooooo`05o`000?ooooooooooooooool00000Koooool01Ol0003ooooooooooooooooo000004gooooo 00?o0000ooooooooool01?ooool1o`00007ooooo00000ol0003oooooooooo`04ooooo`03o`000?oo oooooooo04Oooooo00Go0000ooooooooooooooooo`00001^ooooo`03o`000?oooooooooo00?ooooo 00?o0000ooooooooool0B_ooool00ol0003oooooooooo`04ooooo`7o00000Oooool00003o`000?oo oooooooo00Cooooo00?o0000ooooooooool0A_ooool00ol0003oooooooooo`03ooooo`03o`000?oo oooooooo06[ooooo00?o0000ooooooooool01?ooool00ol0003oooooooooo`1:ooooo`03o`000?oo oooooooo00Cooooo0Ol00001ooooo`0000?o0000ooooooooool01?ooool00ol0003oooooooooo`16 ooooo`03o`000?oooooooooo00Cooooo00?o0000ooooooooool0JOooool00ol0003oooooooooo`04 ooooo`03o`000?oooooooooo04[ooooo00?o0000ooooooooool01?ooool1o`00007ooooo00000ol0 003oooooooooo`04ooooo`03o`000?oooooooooo04Kooooo00?o0000ooooooooool01?ooool00ol0 003oooooooooo`1Xooooo`03o`000?oooooooooo00Kooooo00?o0000ooooooooool0BOooool00ol0 003oooooooooo`04ooooo`7o00000Oooool00003o`000?oooooooooo00Cooooo00?o0000oooooooo ool0AOooool00ol0003oooooooooo`06ooooo`03o`000?oooooooooo06Oooooo00?o0000oooooooo ool01_ooool00ol0003oooooooooo`19ooooo`03o`000?oooooooooo00Cooooo0Ol00001ooooo`00 00?o0000ooooooooool01?ooool00ol0003oooooooooo`15ooooo`03o`000?oooooooooo00Oooooo 00?o0000ooooooooool0IOooool00ol0003oooooooooo`07ooooo`03o`000?oooooooooo04Wooooo 00?o0000ooooooooool01?ooool1o`00007ooooo00000ol0003oooooooooo`04ooooo`03o`000?oo oooooooo04Gooooo00?o0000ooooooooool01oooool00ol0003oooooooooo`1Tooooo`03o`000?oo oooooooo00Sooooo00?o0000ooooooooool0BOooool00ol0003oooooooooo`04ooooo`7o00000Ooo ool00003o`000?oooooooooo00Cooooo00?o0000ooooooooool0AOooool00ol0003oooooooooo`08 ooooo`03o`000?oooooooooo06?ooooo00?o0000ooooooooool02Oooool00ol0003oooooooooo`18 ooooo`03o`000?oooooooooo00Cooooo0Ol00001ooooo`0000?o0000ooooooooool01?ooool00ol0 003oooooooooo`15ooooo`03o`000?oooooooooo00Wooooo00?o0000ooooooooool0HOooool00ol0 003oooooooooo`0:ooooo`03o`000?oooooooooo04Sooooo00?o0000ooooooooool01?ooool1o`00 007ooooo00000ol0003oooooooooo`04ooooo`03o`000?oooooooooo04Gooooo00?o0000oooooooo ool02_ooool00ol0003oooooooooo`1Oooooo`03o`000?oooooooooo00_ooooo00?o0000oooooooo ool0Aoooool00ol0003oooooooooo`05ooooo`7o00000Oooool00003o`000?oooooooooo00Cooooo 00?o0000ooooooooool0AOooool00ol0003oooooooooo`0:ooooo`03o`000?oooooooooo05kooooo 00?o0000ooooooooool03?ooool00ol0003oooooooooo`17ooooo`03o`000?oooooooooo00Gooooo 0Ol00001ooooo`0000?o0000ooooooooool01Oooool00ol0003oooooooooo`13ooooo`03o`000?oo oooooooo00cooooo00?o0000ooooooooool0G?ooool00ol0003oooooooooo`0>ooooo`03o`000?oo oooooooo04Kooooo00?o0000ooooooooool01Oooool1o`00007ooooo00000ol0003oooooooooo`05 ooooo`03o`000?oooooooooo04?ooooo00?o0000ooooooooool03Oooool2o`0005_ooooo00?o0000 ooooooooool03oooool00ol0003oooooooooo`16ooooo`03o`000?oooooooooo00Gooooo0Ol00001 ooooo`0000?o0000ooooooooool01Oooool00ol0003oooooooooo`13ooooo`03o`000?oooooooooo 00oooooo00?o0000ooooooooool0Eoooool00ol0003oooooooooo`0@ooooo`03o`000?oooooooooo 04Gooooo00?o0000ooooooooool01_ooool1o`00007ooooo00000ol0003oooooooooo`05ooooo`03 o`000?oooooooooo04?ooooo00?o0000ooooooooool04?ooool00ol0003oooooooooo`1Eooooo`03 o`000?oooooooooo017ooooo00?o0000ooooooooool0AOooool00ol0003oooooooooo`06ooooo`7o 00000Oooool00003o`000?oooooooooo00Gooooo00?o0000ooooooooool0@oooool00ol0003ooooo ooooo`0Aooooo`03o`000?oooooooooo05?ooooo00?o0000ooooooooool04_ooool00ol0003ooooo ooooo`15ooooo`03o`000?oooooooooo00Kooooo0Ol00001ooooo`0000?o0000ooooooooool01Ooo ool00ol0003oooooooooo`13ooooo`03o`000?oooooooooo01;ooooo00?o0000ooooooooool0DOoo ool00ol0003oooooooooo`0Cooooo`03o`000?oooooooooo04Gooooo00?o0000ooooooooool01_oo ool1o`00007ooooo00000ol0003oooooooooo`06ooooo`03o`000?oooooooooo04;ooooo00?o0000 ooooooooool04oooool2o`00053ooooo00?o0000ooooooooool05?ooool00ol0003oooooooooo`14 ooooo`03o`000?oooooooooo00Oooooo0Ol00001ooooo`0000?o0000ooooooooool01_ooool00ol0 003oooooooooo`12ooooo`03o`000?oooooooooo01Gooooo00?o0000ooooooooool0Boooool2o`00 01Oooooo00?o0000ooooooooool0A?ooool00ol0003oooooooooo`07ooooo`7o00000Oooool00003 o`000?oooooooooo00Kooooo00?o0000ooooooooool0@_ooool00ol0003oooooooooo`0Fooooo`03 o`000?oooooooooo04Wooooo00?o0000ooooooooool05oooool00ol0003oooooooooo`14ooooo`03 o`000?oooooooooo00Oooooo0Ol00001ooooo`0000?o0000ooooooooool01oooool00ol0003ooooo ooooo`11ooooo`03o`000?oooooooooo01Oooooo00?o0000ooooooooool0A_ooool2o`0001_ooooo 00?o0000ooooooooool0@oooool00ol0003oooooooooo`07ooooo`7o00000Oooool00003o`000?oo oooooooo00Oooooo00?o0000ooooooooool0@Oooool00ol0003oooooooooo`0Hooooo`03o`000?oo oooooooo04Cooooo00?o0000ooooooooool06oooool00ol0003oooooooooo`12ooooo`03o`000?oo oooooooo00Sooooo0Ol00001ooooo`0000?o0000ooooooooool01oooool00ol0003oooooooooo`11 ooooo`03o`000?oooooooooo01Wooooo0_l00013ooooo`03o`000?oooooooooo01cooooo00?o0000 ooooooooool0@_ooool00ol0003oooooooooo`08ooooo`7o00000Oooool00003o`000?oooooooooo 00Oooooo00?o0000ooooooooool0@Oooool00ol0003oooooooooo`0Kooooo`;o0000??ooool8o`00 01cooooo00?o0000ooooooooool0@_ooool00ol0003oooooooooo`08ooooo`7o00000Oooool00003 o`000?oooooooooo00Oooooo00?o0000ooooooooool0@Oooool00ol0003oooooooooo`0Mooooo`03 o`000?oooooooooo03Oooooo0ol000000ooooooo0000ooooo`04ooooo`;o00006_ooool00ol0003o ooooooooo`11ooooo`03o`000?oooooooooo00Wooooo0Ol00001ooooo`0000?o0000ooooooooool0 2?ooool00ol0003oooooooooo`10ooooo`03o`000?oooooooooo01kooooo0_l0000fooooo`03o`00 0?oooooooooo00;o00002?ooool2o`0001Sooooo00?o0000ooooooooool0@Oooool00ol0003ooooo ooooo`09ooooo`7o00000Oooool00003o`000?oooooooooo00Sooooo00?o0000ooooooooool0@?oo ool00ol0003oooooooooo`0Pooooo`;o0000<_ooool2o`000003ooooool0003o000000cooooo00?o 0000ooooooooool05Oooool00ol0003oooooooooo`11ooooo`03o`000?oooooooooo00Wooooo0Ol0 0001ooooo`0000?o0000ooooooooool02?ooool00ol0003oooooooooo`10ooooo`03o`000?oooooo oooo02;ooooo0ol0000^ooooo`04o`000?oooooo0000o`0000oooooo00?o0000ooooooooool05?oo ool00ol0003oooooooooo`10ooooo`03o`000?oooooooooo00[ooooo0Ol00001ooooo`0000?o0000 ooooooooool02?ooool00ol0003oooooooooo`10ooooo`03o`000?oooooooooo02Gooooo0_l0000[ ooooo`?o00004_ooool00ol0003oooooooooo`0Cooooo`03o`000?oooooooooo043ooooo00?o0000 ooooooooool02_ooool1o`00007ooooo00000ol0003oooooooooo`09ooooo`03o`000?oooooooooo 03oooooo00?o0000ooooooooool09oooool3o`0002Gooooo1?l0000Eooooo`03o`000?oooooooooo 017ooooo00?o0000ooooooooool0@Oooool00ol0003oooooooooo`0:ooooo`7o00000Oooool00003 o`000?oooooooooo00Wooooo00?o0000ooooooooool0@?ooool00ol0003oooooooooo`0Yooooo`?o 00007oooool3o`0000;ooooo00?o0000ooooooooool05?ooool00ol0003oooooooooo`0Aooooo`03 o`000?oooooooooo043ooooo00?o0000ooooooooool02oooool1o`00007ooooo00000ol0003ooooo ooooo`09ooooo`03o`000?oooooooooo043ooooo00?o0000ooooooooool0;?ooool4o`0001Kooooo 1Ol00004ooooo`03o`000?oooooooooo01Kooooo00?o0000ooooooooool04?ooool00ol0003ooooo ooooo`10ooooo`03o`000?oooooooooo00_ooooo0Ol00001ooooo`0000?o0000ooooooooool02_oo ool00ol0003oooooooooo`0oooooo`03o`000?oooooooooo033ooooo5_l00009ooooo`03o`000?oo oooooooo01Oooooo00?o0000ooooooooool03oooool00ol0003oooooooooo`0oooooo`03o`000?oo oooooooo00cooooo0Ol00001ooooo`0000?o0000ooooooooool02_ooool00ol0003oooooooooo`0o ooooo`03o`000?oooooooooo04kooooo00?o0000ooooooooool06?ooool00ol0003oooooooooo`0? ooooo`03o`000?oooooooooo03oooooo00?o0000ooooooooool03?ooool1o`00007ooooo00000ol0 003oooooooooo`0;ooooo`03o`000?oooooooooo03oooooo00?o0000ooooooooool0COooool00ol0 003oooooooooo`0Iooooo`03o`000?oooooooooo00kooooo00?o0000ooooooooool0?_ooool00ol0 003oooooooooo`0=ooooo`7o00000Oooool00003o`000?oooooooooo00_ooooo00?o0000oooooooo ool0?oooool00ol0003oooooooooo`1=ooooo`03o`000?oooooooooo01Wooooo00?o0000oooooooo ool03_ooool00ol0003oooooooooo`0mooooo`03o`000?oooooooooo00kooooo0Ol00001ooooo`00 00?o0000ooooooooool02oooool00ol0003oooooooooo`0oooooo`03o`000?oooooooooo04gooooo 00?o0000ooooooooool06Oooool00ol0003oooooooooo`0>ooooo`03o`000?oooooooooo03gooooo 00?o0000ooooooooool03_ooool1o`00007ooooo00000ol0003oooooooooo`0oooool00ol0003oooooooooo`0Aooooo`7o00000Oooool00003o`000?oooooooooo00gooooo 00?o0000ooooooooool0?_ooool00ol0003oooooooooo`1;ooooo`03o`000?oooooooooo01_ooooo 00?o0000ooooooooool03?ooool00ol0003oooooooooo`0jooooo`03o`000?oooooooooo01;ooooo 0Ol00001ooooo`0000?o0000ooooooooool03_ooool00ol0003oooooooooo`0nooooo`03o`000?oo oooooooo04[ooooo00?o0000ooooooooool07?ooool00ol0003oooooooooo`0;ooooo`03o`000?oo oooooooo03[ooooo00?o0000ooooooooool04_ooool1o`00007ooooo00000ol0003oooooooooo`0> ooooo`03o`000?oooooooooo03kooooo00?o0000ooooooooool0B_ooool2o`0001gooooo00?o0000 ooooooooool02_ooool00ol0003oooooooooo`0jooooo`03o`000?oooooooooo01?ooooo0Ol00001 ooooo`0000?o0000ooooooooool03oooool00ol0003oooooooooo`0mooooo`03o`000?oooooooooo 04_ooooo00?o0000ooooooooool06oooool00ol0003oooooooooo`0:ooooo`03o`000?oooooooooo 03Wooooo00?o0000ooooooooool05?ooool1o`00007ooooo00000ol0003oooooooooo`0?ooooo`03 o`000?oooooooooo03kooooo00?o0000ooooooooool0B_ooool00ol0003oooooooooo`0Kooooo`03 o`000?oooooooooo00[ooooo00?o0000ooooooooool0>Oooool00ol0003oooooooooo`0Dooooo`7o 00000Oooool00003o`000?oooooooooo013ooooo00?o0000ooooooooool0?Oooool00ol0003ooooo ooooo`1:ooooo`03o`000?oooooooooo01_ooooo00?o0000ooooooooool02_ooool00ol0003ooooo ooooo`0hooooo`03o`000?oooooooooo01Gooooo0Ol00001ooooo`0000?o0000ooooooooool04?oo ool00ol0003oooooooooo`0mooooo`03o`000?oooooooooo04[ooooo00?o0000ooooooooool06_oo ool00ol0003oooooooooo`0:ooooo`03o`000?oooooooooo03Sooooo00?o0000ooooooooool05_oo ool1o`00007ooooo00000ol0003oooooooooo`0Aooooo`03o`000?oooooooooo03gooooo00?o0000 ooooooooool0BOooool00ol0003oooooooooo`0Jooooo`03o`000?oooooooooo00[ooooo00?o0000 ooooooooool0=oooool00ol0003oooooooooo`0Gooooo`7o00000Oooool00003o`000?oooooooooo 017ooooo00?o0000ooooooooool0?Oooool00ol0003oooooooooo`1:ooooo`03o`000?oooooooooo 01Wooooo00?o0000ooooooooool02Oooool00ol0003oooooooooo`0gooooo`03o`000?oooooooooo 01Sooooo0Ol00001ooooo`0000?o0000ooooooooool04_ooool00ol0003oooooooooo`0mooooo`03 o`000?oooooooooo04Wooooo00?o0000ooooooooool06Oooool00ol0003oooooooooo`09ooooo`03 o`000?oooooooooo03Kooooo00?o0000ooooooooool06Oooool1o`00007ooooo00000ol0003ooooo ooooo`0Booooo`03o`000?oooooooooo03kooooo00?o0000ooooooooool0BOooool00ol0003ooooo ooooo`0Hooooo`03o`000?oooooooooo00Wooooo00?o0000ooooooooool0=_ooool00ol0003ooooo ooooo`0Iooooo`7o00000Oooool00003o`000?oooooooooo01?ooooo00?o0000ooooooooool0?Ooo ool00ol0003oooooooooo`19ooooo`03o`000?oooooooooo01Oooooo00?o0000ooooooooool02Ooo ool00ol0003oooooooooo`0fooooo`03o`000?oooooooooo01[ooooo0Ol00001ooooo`0000?o0000 ooooooooool05?ooool00ol0003oooooooooo`0mooooo`03o`000?oooooooooo04Wooooo00?o0000 ooooooooool05_ooool00ol0003oooooooooo`09ooooo`03o`000?oooooooooo03Gooooo00?o0000 ooooooooool06oooool1o`00007ooooo00000ol0003oooooooooo`0Dooooo`03o`000?oooooooooo 03gooooo00?o0000ooooooooool0BOooool00ol0003oooooooooo`0Fooooo`03o`000?oooooooooo 00Sooooo00?o0000ooooooooool0=Oooool00ol0003oooooooooo`0Looooo`7o00000Oooool00003 o`000?oooooooooo01Gooooo00?o0000ooooooooool0?Oooool00ol0003oooooooooo`19ooooo`03 o`000?oooooooooo01Gooooo00?o0000ooooooooool02?ooool00ol0003oooooooooo`0dooooo`03 o`000?oooooooooo01gooooo0Ol00001ooooo`0000?o0000ooooooooool05Oooool00ol0003ooooo ooooo`0nooooo`03o`000?oooooooooo04Wooooo00?o0000ooooooooool04oooool00ol0003ooooo ooooo`08ooooo`03o`000?oooooooooo03?ooooo0_l0000Pooooo`7o00000Oooool00003o`000?oo oooooooo01Kooooo00?o0000ooooooooool0?Oooool00ol0003oooooooooo`1:ooooo`03o`000?oo oooooooo01;ooooo00?o0000ooooooooool02?ooool00ol0003oooooooooo`0booooo`03o`000?oo oooooooo023ooooo0Ol00001ooooo`0000?o0000ooooooooool05oooool00ol0003oooooooooo`0m ooooo`03o`000?oooooooooo04Wooooo00?o0000ooooooooool04_ooool00ol0003oooooooooo`07 ooooo`03o`000?oooooooooo03;ooooo00?o0000ooooooooool08Oooool1o`00007ooooo00000ol0 003oooooooooo`0Gooooo`03o`000?oooooooooo03kooooo00?o0000ooooooooool0BOooool00ol0 003oooooooooo`0@ooooo`03o`000?oooooooooo00Sooooo00?o0000ooooooooool0ooooo`03o`000?oooooooooo00Sooooo00?o0000ooooooooool0;oooool2o`0002Kooooo 0Ol00001ooooo`0000?o0000ooooooooool06Oooool00ol0003oooooooooo`0nooooo`03o`000?oo oooooooo04_ooooo00?o0000ooooooooool02oooool00ol0003oooooooooo`08ooooo`03o`000?oo oooooooo02kooooo00?o0000ooooooooool09_ooool1o`00007ooooo00000ol0003oooooooooo`0J ooooo`03o`000?oooooooooo03kooooo00?o0000ooooooooool0Boooool00ol0003oooooooooo`09 ooooo`03o`000?oooooooooo00Sooooo00?o0000ooooooooool0;Oooool2o`0002Wooooo0Ol00001 ooooo`0000?o0000ooooooooool06oooool00ol0003oooooooooo`0nooooo`03o`000?oooooooooo 04_ooooo0_l00008ooooo`03o`000?oooooooooo00Wooooo00?o0000ooooooooool0;?ooool00ol0 003oooooooooo`0Yooooo`7o00000Oooool00003o`000?oooooooooo01cooooo00?o0000oooooooo ool0?_ooool00ol0003oooooooooo`1Oooool00ol0003oooooooooo`1Yooooo`03 o`000?oooooooooo07?ooooo0Ol00001ooooo`0000?o0000ooooooooool0>_ooool2o`0006Oooooo 0_l0001fooooo`7o00000Oooool00003o`000?oooooooooo03cooooo0_l0001Sooooo`;o0000N?oo ool1o`00007ooooo00000ol0003oooooooooo`0nooooo`;o0000Goooool2o`0007[ooooo0Ol00001 ooooo`0000?o0000ooooooooool0@?ooool2o`0005cooooo00?o0000ooooooooool0N_ooool1o`00 007ooooo00000ol0003oooooooooo`12ooooo`;o0000F?ooool2o`0007gooooo0Ol00001ooooo`00 00?o0000ooooooooool0A?ooool3o`0005?ooooo0_l0001oooooo`7o00000Oooool00003o`000?oo oooooooo04Oooooo0ol0001=ooooo`?o0000POooool1o`00007ooooo00000ol0003oooooooooo`1: ooooo`;o0000BOooool2o`0008Cooooo0Ol00001ooooo`0000?o0000ooooooooool0C?ooool2o`00 04Cooooo0ol00026ooooo`7o00000Oooool00003o`000?oooooooooo04kooooo0_l00010ooooo`;o 0000ROooool1o`00007ooooo00000ol0003oooooooooo`1@ooooo`?o0000>_ooool3o`0008_ooooo 0Ol00001ooooo`0000?o0000ooooooooool0Doooool4o`0003?ooooo0ol0002>ooooo`7o00000Ooo ool00003o`000?oooooooooo05Oooooo0ol0000Zooooo`Ko0000TOooool1o`00007ooooo00000ol0 003oooooooooo`1Jooooo`Ko00007oooool5o`0009Oooooo0Ol00001ooooo`0000?o0000oooooooo ool0H?ooool9o`00013ooooo1_l0002Looooo`7o00000Oooool00003o`000?oooooooooo06Wooooo 4?l0002Rooooo`7o00000Oooool00003o`000?oooooooooo0?oooooo7?ooool1o`00007ooooo0000 0ol0003oooooooooo`3ooooooacooooo0Ol00001ooooo`0000?o0000ooooooooool0oooooolLoooo o`7o00000Oooool00003o`000?oooooooooo0?oooooo7?ooool1o`00007ooooo003oo`00023o0000 0Oooool00001\ \>"], ImageRangeCache->{{{0, 287}, {237, 0}} -> {-2.82753, -2.16976, 0.0183103, \ 0.0183103}}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ \(\(s3 = spirograph3D[%%, t];\)\)], "Input"], Cell[BoxData[ Graphics3D[{ Line[{{-3.141593, -2.700000, -0.000000},{-3.116359, -2.688138, \ -0.224127}}], Line[{{-3.116359, -2.688138, -0.224127},{-3.091125, -2.652712, \ -0.445547}}], Line[{{-3.091125, -2.652712, -0.445547},{-3.065892, -2.594199, \ -0.661590}}], Line[{{-3.065892, -2.594199, -0.661590},{-3.040658, -2.513386, \ -0.869663}}], Line[{{-3.040658, -2.513386, -0.869663},{-3.015424, -2.411358, \ -1.067285}}], Line[{{-3.015424, -2.411358, -1.067285},{-2.990191, -2.289485, \ -1.252122}}], Line[{{-2.990191, -2.289485, -1.252122},{-2.964957, -2.149397, \ -1.422019}}], Line[{{-2.964957, -2.149397, -1.422019},{-2.939723, -1.992967, \ -1.575032}}], Line[{{-2.939723, -1.992967, -1.575032},{-2.914490, -1.822279, \ -1.709452}}], Line[{{-2.914490, -1.822279, -1.709452},{-2.889256, -1.639598, \ -1.823833}}], Line[{{-2.889256, -1.639598, -1.823833},{-2.864022, -1.447342, \ -1.917004}}], Line[{{-2.864022, -1.447342, -1.917004},{-2.838789, -1.248042, \ -1.988094}}], Line[{{-2.838789, -1.248042, -1.988094},{-2.813555, -1.044308, \ -2.036535}}], Line[{{-2.813555, -1.044308, -2.036535},{-2.788321, -0.838792, \ -2.062073}}], Line[{{-2.788321, -0.838792, -2.062073},{-2.763088, -0.634148, \ -2.064767}}], Line[{{-2.763088, -0.634148, -2.064767},{-2.737854, -0.432998, \ -2.044990}}], Line[{{-2.737854, -0.432998, -2.044990},{-2.712620, -0.237893, \ -2.003421}}], Line[{{-2.712620, -0.237893, -2.003421},{-2.687387, -0.051275, \ -1.941030}}], Line[{{-2.687387, -0.051275, -1.941030},{-2.662153, 0.124554, -1.859067}}], Line[{{-2.662153, 0.124554, -1.859067},{-2.636919, 0.287463, -1.759040}}], Line[{{-2.636919, 0.287463, -1.759040},{-2.611686, 0.435527, -1.642691}}], Line[{{-2.611686, 0.435527, -1.642691},{-2.586452, 0.567046, -1.511970}}], Line[{{-2.586452, 0.567046, -1.511970},{-2.561218, 0.680571, -1.369007}}], Line[{{-2.561218, 0.680571, -1.369007},{-2.535985, 0.774925, -1.216077}}], Line[{{-2.535985, 0.774925, -1.216077},{-2.510751, 0.849211, -1.055567}}], Line[{{-2.510751, 0.849211, -1.055567},{-2.485517, 0.902830, -0.889943}}], Line[{{-2.485517, 0.902830, -0.889943},{-2.460284, 0.935481, -0.721711}}], Line[{{-2.460284, 0.935481, -0.721711},{-2.435050, 0.947167, -0.553381}}], Line[{{-2.435050, 0.947167, -0.553381},{-2.409816, 0.938188, -0.387430}}], Line[{{-2.409816, 0.938188, -0.387430},{-2.384582, 0.909135, -0.226268}}], Line[{{-2.384582, 0.909135, -0.226268},{-2.359349, 0.860881, -0.072203}}], Line[{{-2.359349, 0.860881, -0.072203},{-2.334115, 0.794562, 0.072593}}], Line[{{-2.334115, 0.794562, 0.072593},{-2.308881, 0.711559, 0.206113}}], Line[{{-2.308881, 0.711559, 0.206113},{-2.283648, 0.613472, 0.326541}}], Line[{{-2.283648, 0.613472, 0.326541},{-2.258414, 0.502100, 0.432281}}], Line[{{-2.258414, 0.502100, 0.432281},{-2.233180, 0.379406, 0.521972}}], Line[{{-2.233180, 0.379406, 0.521972},{-2.207947, 0.247491, 0.594511}}], Line[{{-2.207947, 0.247491, 0.594511},{-2.182713, 0.108555, 0.649061}}], Line[{{-2.182713, 0.108555, 0.649061},{-2.157479, -0.035130, 0.685066}}], Line[{{-2.157479, -0.035130, 0.685066},{-2.132246, -0.181258, 0.702248}}], Line[{{-2.132246, -0.181258, 0.702248},{-2.107012, -0.327525, 0.700614}}], Line[{{-2.107012, -0.327525, 0.700614},{-2.081778, -0.471663, 0.680451}}], Line[{{-2.081778, -0.471663, 0.680451},{-2.056545, -0.611472, 0.642313}}], Line[{{-2.056545, -0.611472, 0.642313},{-2.031311, -0.744852, 0.587015}}], Line[{{-2.031311, -0.744852, 0.587015},{-2.006077, -0.869835, 0.515615}}], Line[{{-2.006077, -0.869835, 0.515615},{-1.980844, -0.984615, 0.429392}}], Line[{{-1.980844, -0.984615, 0.429392},{-1.955610, -1.087567, 0.329827}}], Line[{{-1.955610, -1.087567, 0.329827},{-1.930376, -1.177275, 0.218576}}], Line[{{-1.930376, -1.177275, 0.218576},{-1.905143, -1.252546, 0.097439}}], Line[{{-1.905143, -1.252546, 0.097439},{-1.879909, -1.312431, -0.031662}}], Line[{{-1.879909, -1.312431, -0.031662},{-1.854675, -1.356227, \ -0.166726}}], Line[{{-1.854675, -1.356227, -0.166726},{-1.829442, -1.383495, \ -0.305692}}], Line[{{-1.829442, -1.383495, -0.305692},{-1.804208, -1.394052, \ -0.446484}}], Line[{{-1.804208, -1.394052, -0.446484},{-1.778974, -1.387979, \ -0.587036}}], Line[{{-1.778974, -1.387979, -0.587036},{-1.753740, -1.365608, \ -0.725327}}], Line[{{-1.753740, -1.365608, -0.725327},{-1.728507, -1.327519, \ -0.859412}}], Line[{{-1.728507, -1.327519, -0.859412},{-1.703273, -1.274521, \ -0.987451}}], Line[{{-1.703273, -1.274521, -0.987451},{-1.678039, -1.207643, \ -1.107736}}], Line[{{-1.678039, -1.207643, -1.107736},{-1.652806, -1.128105, \ -1.218719}}], Line[{{-1.652806, -1.128105, -1.218719},{-1.627572, -1.037304, \ -1.319030}}], Line[{{-1.627572, -1.037304, -1.319030},{-1.602338, -0.936781, \ -1.407499}}], Line[{{-1.602338, -0.936781, -1.407499},{-1.577105, -0.828200, \ -1.483172}}], Line[{{-1.577105, -0.828200, -1.483172},{-1.551871, -0.713317, \ -1.545320}}], Line[{{-1.551871, -0.713317, -1.545320},{-1.526637, -0.593946, \ -1.593450}}], Line[{{-1.526637, -0.593946, -1.593450},{-1.501404, -0.471936, \ -1.627310}}], Line[{{-1.501404, -0.471936, -1.627310},{-1.476170, -0.349132, \ -1.646887}}], Line[{{-1.476170, -0.349132, -1.646887},{-1.450936, -0.227351, \ -1.652404}}], Line[{{-1.450936, -0.227351, -1.652404},{-1.425703, -0.108347, \ -1.644314}}], Line[{{-1.425703, -0.108347, -1.644314},{-1.400469, 0.006212, -1.623286}}], Line[{{-1.400469, 0.006212, -1.623286},{-1.375235, 0.114777, -1.590196}}], Line[{{-1.375235, 0.114777, -1.590196},{-1.350002, 0.215937, -1.546104}}], Line[{{-1.350002, 0.215937, -1.546104},{-1.324768, 0.308444, -1.492235}}], Line[{{-1.324768, 0.308444, -1.492235},{-1.299534, 0.391230, -1.429956}}], Line[{{-1.299534, 0.391230, -1.429956},{-1.274301, 0.463424, -1.360752}}], Line[{{-1.274301, 0.463424, -1.360752},{-1.249067, 0.524365, -1.286195}}], Line[{{-1.249067, 0.524365, -1.286195},{-1.223833, 0.573610, -1.207923}}], Line[{{-1.223833, 0.573610, -1.207923},{-1.198600, 0.610940, -1.127602}}], Line[{{-1.198600, 0.610940, -1.127602},{-1.173366, 0.636357, -1.046903}}], Line[{{-1.173366, 0.636357, -1.046903},{-1.148132, 0.650089, -0.967471}}], Line[{{-1.148132, 0.650089, -0.967471},{-1.122899, 0.652576, -0.890895}}], Line[{{-1.122899, 0.652576, -0.890895},{-1.097665, 0.644468, -0.818683}}], Line[{{-1.097665, 0.644468, -0.818683},{-1.072431, 0.626604, -0.752236}}], Line[{{-1.072431, 0.626604, -0.752236},{-1.047198, 0.600000, -0.692820}}], Line[{{-1.047198, 0.600000, -0.692820},{-1.021964, 0.565830, -0.641552}}], Line[{{-1.021964, 0.565830, -0.641552},{-0.996730, 0.525403, -0.599373}}], Line[{{-0.996730, 0.525403, -0.599373},{-0.971497, 0.480139, -0.567038}}], Line[{{-0.971497, 0.480139, -0.567038},{-0.946263, 0.431541, -0.545104}}], Line[{{-0.946263, 0.431541, -0.545104},{-0.921029, 0.381174, -0.533915}}], Line[{{-0.921029, 0.381174, -0.533915},{-0.895796, 0.330631, -0.533604}}], Line[{{-0.895796, 0.330631, -0.533604},{-0.870562, 0.281506, -0.544084}}], Line[{{-0.870562, 0.281506, -0.544084},{-0.845328, 0.235368, -0.565057}}], Line[{{-0.845328, 0.235368, -0.565057},{-0.820094, 0.193732, -0.596015}}], Line[{{-0.820094, 0.193732, -0.596015},{-0.794861, 0.158030, -0.636250}}], Line[{{-0.794861, 0.158030, -0.636250},{-0.769627, 0.129590, -0.684868}}], Line[{{-0.769627, 0.129590, -0.684868},{-0.744393, 0.109607, -0.740802}}], Line[{{-0.744393, 0.109607, -0.740802},{-0.719160, 0.099128, -0.802833}}], Line[{{-0.719160, 0.099128, -0.802833},{-0.693926, 0.099028, -0.869611}}], Line[{{-0.693926, 0.099028, -0.869611},{-0.668692, 0.109998, -0.939674}}], Line[{{-0.668692, 0.109998, -0.939674},{-0.643459, 0.132528, -1.011481}}], Line[{{-0.643459, 0.132528, -1.011481},{-0.618225, 0.166903, -1.083431}}], Line[{{-0.618225, 0.166903, -1.083431},{-0.592991, 0.213195, -1.153894}}], Line[{{-0.592991, 0.213195, -1.153894},{-0.567758, 0.271258, -1.221240}}], Line[{{-0.567758, 0.271258, -1.221240},{-0.542524, 0.340735, -1.283863}}], Line[{{-0.542524, 0.340735, -1.283863},{-0.517290, 0.421059, -1.340212}}], Line[{{-0.517290, 0.421059, -1.340212},{-0.492057, 0.511463, -1.388818}}], Line[{{-0.492057, 0.511463, -1.388818},{-0.466823, 0.610989, -1.428317}}], Line[{{-0.466823, 0.610989, -1.428317},{-0.441589, 0.718511, -1.457474}}], Line[{{-0.441589, 0.718511, -1.457474},{-0.416356, 0.832743, -1.475204}}], Line[{{-0.416356, 0.832743, -1.475204},{-0.391122, 0.952267, -1.480595}}], Line[{{-0.391122, 0.952267, -1.480595},{-0.365888, 1.075551, -1.472919}}], Line[{{-0.365888, 1.075551, -1.472919},{-0.340655, 1.200978, -1.451648}}], Line[{{-0.340655, 1.200978, -1.451648},{-0.315421, 1.326870, -1.416460}}], Line[{{-0.315421, 1.326870, -1.416460},{-0.290187, 1.451513, -1.367253}}], Line[{{-0.290187, 1.451513, -1.367253},{-0.264954, 1.573190, -1.304139}}], Line[{{-0.264954, 1.573190, -1.304139},{-0.239720, 1.690204, -1.227448}}], Line[{{-0.239720, 1.690204, -1.227448},{-0.214486, 1.800910, -1.137725}}], Line[{{-0.214486, 1.800910, -1.137725},{-0.189253, 1.903738, -1.035716}}], Line[{{-0.189253, 1.903738, -1.035716},{-0.164019, 1.997219, -0.922364}}], Line[{{-0.164019, 1.997219, -0.922364},{-0.138785, 2.080014, -0.798790}}], Line[{{-0.138785, 2.080014, -0.798790},{-0.113552, 2.150929, -0.666275}}], Line[{{-0.113552, 2.150929, -0.666275},{-0.088318, 2.208938, -0.526243}}], Line[{{-0.088318, 2.208938, -0.526243},{-0.063084, 2.253199, -0.380238}}], Line[{{-0.063084, 2.253199, -0.380238},{-0.037851, 2.283069, -0.229897}}], Line[{{-0.037851, 2.283069, -0.229897},{-0.012617, 2.298114, -0.076926}}], Line[{{-0.012617, 2.298114, -0.076926},{0.012617, 2.298114, 0.076926}}], Line[{{0.012617, 2.298114, 0.076926},{0.037851, 2.283069, 0.229897}}], Line[{{0.037851, 2.283069, 0.229897},{0.063084, 2.253199, 0.380238}}], Line[{{0.063084, 2.253199, 0.380238},{0.088318, 2.208938, 0.526243}}], Line[{{0.088318, 2.208938, 0.526243},{0.113552, 2.150929, 0.666275}}], Line[{{0.113552, 2.150929, 0.666275},{0.138785, 2.080014, 0.798790}}], Line[{{0.138785, 2.080014, 0.798790},{0.164019, 1.997219, 0.922364}}], Line[{{0.164019, 1.997219, 0.922364},{0.189253, 1.903738, 1.035716}}], Line[{{0.189253, 1.903738, 1.035716},{0.214486, 1.800910, 1.137725}}], Line[{{0.214486, 1.800910, 1.137725},{0.239720, 1.690204, 1.227448}}], Line[{{0.239720, 1.690204, 1.227448},{0.264954, 1.573190, 1.304139}}], Line[{{0.264954, 1.573190, 1.304139},{0.290187, 1.451513, 1.367253}}], Line[{{0.290187, 1.451513, 1.367253},{0.315421, 1.326870, 1.416460}}], Line[{{0.315421, 1.326870, 1.416460},{0.340655, 1.200978, 1.451648}}], Line[{{0.340655, 1.200978, 1.451648},{0.365888, 1.075551, 1.472919}}], Line[{{0.365888, 1.075551, 1.472919},{0.391122, 0.952267, 1.480595}}], Line[{{0.391122, 0.952267, 1.480595},{0.416356, 0.832743, 1.475204}}], Line[{{0.416356, 0.832743, 1.475204},{0.441589, 0.718511, 1.457474}}], Line[{{0.441589, 0.718511, 1.457474},{0.466823, 0.610989, 1.428317}}], Line[{{0.466823, 0.610989, 1.428317},{0.492057, 0.511463, 1.388818}}], Line[{{0.492057, 0.511463, 1.388818},{0.517290, 0.421059, 1.340212}}], Line[{{0.517290, 0.421059, 1.340212},{0.542524, 0.340735, 1.283863}}], Line[{{0.542524, 0.340735, 1.283863},{0.567758, 0.271258, 1.221240}}], Line[{{0.567758, 0.271258, 1.221240},{0.592991, 0.213195, 1.153894}}], Line[{{0.592991, 0.213195, 1.153894},{0.618225, 0.166903, 1.083431}}], Line[{{0.618225, 0.166903, 1.083431},{0.643459, 0.132528, 1.011481}}], Line[{{0.643459, 0.132528, 1.011481},{0.668692, 0.109998, 0.939674}}], Line[{{0.668692, 0.109998, 0.939674},{0.693926, 0.099028, 0.869611}}], Line[{{0.693926, 0.099028, 0.869611},{0.719160, 0.099128, 0.802833}}], Line[{{0.719160, 0.099128, 0.802833},{0.744393, 0.109607, 0.740802}}], Line[{{0.744393, 0.109607, 0.740802},{0.769627, 0.129590, 0.684868}}], Line[{{0.769627, 0.129590, 0.684868},{0.794861, 0.158030, 0.636250}}], Line[{{0.794861, 0.158030, 0.636250},{0.820094, 0.193732, 0.596015}}], Line[{{0.820094, 0.193732, 0.596015},{0.845328, 0.235368, 0.565057}}], Line[{{0.845328, 0.235368, 0.565057},{0.870562, 0.281506, 0.544084}}], Line[{{0.870562, 0.281506, 0.544084},{0.895796, 0.330631, 0.533604}}], Line[{{0.895796, 0.330631, 0.533604},{0.921029, 0.381174, 0.533915}}], Line[{{0.921029, 0.381174, 0.533915},{0.946263, 0.431541, 0.545104}}], Line[{{0.946263, 0.431541, 0.545104},{0.971497, 0.480139, 0.567038}}], Line[{{0.971497, 0.480139, 0.567038},{0.996730, 0.525403, 0.599373}}], Line[{{0.996730, 0.525403, 0.599373},{1.021964, 0.565830, 0.641552}}], Line[{{1.021964, 0.565830, 0.641552},{1.047198, 0.600000, 0.692820}}], Line[{{1.047198, 0.600000, 0.692820},{1.072431, 0.626604, 0.752236}}], Line[{{1.072431, 0.626604, 0.752236},{1.097665, 0.644468, 0.818683}}], Line[{{1.097665, 0.644468, 0.818683},{1.122899, 0.652576, 0.890895}}], Line[{{1.122899, 0.652576, 0.890895},{1.148132, 0.650089, 0.967471}}], Line[{{1.148132, 0.650089, 0.967471},{1.173366, 0.636357, 1.046903}}], Line[{{1.173366, 0.636357, 1.046903},{1.198600, 0.610940, 1.127602}}], Line[{{1.198600, 0.610940, 1.127602},{1.223833, 0.573610, 1.207923}}], Line[{{1.223833, 0.573610, 1.207923},{1.249067, 0.524365, 1.286195}}], Line[{{1.249067, 0.524365, 1.286195},{1.274301, 0.463424, 1.360752}}], Line[{{1.274301, 0.463424, 1.360752},{1.299534, 0.391230, 1.429956}}], Line[{{1.299534, 0.391230, 1.429956},{1.324768, 0.308444, 1.492235}}], Line[{{1.324768, 0.308444, 1.492235},{1.350002, 0.215937, 1.546104}}], Line[{{1.350002, 0.215937, 1.546104},{1.375235, 0.114777, 1.590196}}], Line[{{1.375235, 0.114777, 1.590196},{1.400469, 0.006212, 1.623286}}], Line[{{1.400469, 0.006212, 1.623286},{1.425703, -0.108347, 1.644314}}], Line[{{1.425703, -0.108347, 1.644314},{1.450936, -0.227351, 1.652404}}], Line[{{1.450936, -0.227351, 1.652404},{1.476170, -0.349132, 1.646887}}], Line[{{1.476170, -0.349132, 1.646887},{1.501404, -0.471936, 1.627310}}], Line[{{1.501404, -0.471936, 1.627310},{1.526637, -0.593946, 1.593450}}], Line[{{1.526637, -0.593946, 1.593450},{1.551871, -0.713317, 1.545320}}], Line[{{1.551871, -0.713317, 1.545320},{1.577105, -0.828200, 1.483172}}], Line[{{1.577105, -0.828200, 1.483172},{1.602338, -0.936781, 1.407499}}], Line[{{1.602338, -0.936781, 1.407499},{1.627572, -1.037304, 1.319030}}], Line[{{1.627572, -1.037304, 1.319030},{1.652806, -1.128105, 1.218719}}], Line[{{1.652806, -1.128105, 1.218719},{1.678039, -1.207643, 1.107736}}], Line[{{1.678039, -1.207643, 1.107736},{1.703273, -1.274521, 0.987451}}], Line[{{1.703273, -1.274521, 0.987451},{1.728507, -1.327519, 0.859412}}], Line[{{1.728507, -1.327519, 0.859412},{1.753740, -1.365608, 0.725327}}], Line[{{1.753740, -1.365608, 0.725327},{1.778974, -1.387979, 0.587036}}], Line[{{1.778974, -1.387979, 0.587036},{1.804208, -1.394052, 0.446484}}], Line[{{1.804208, -1.394052, 0.446484},{1.829442, -1.383495, 0.305692}}], Line[{{1.829442, -1.383495, 0.305692},{1.854675, -1.356227, 0.166726}}], Line[{{1.854675, -1.356227, 0.166726},{1.879909, -1.312431, 0.031662}}], Line[{{1.879909, -1.312431, 0.031662},{1.905143, -1.252546, -0.097439}}], Line[{{1.905143, -1.252546, -0.097439},{1.930376, -1.177275, -0.218576}}], Line[{{1.930376, -1.177275, -0.218576},{1.955610, -1.087567, -0.329827}}], Line[{{1.955610, -1.087567, -0.329827},{1.980844, -0.984615, -0.429392}}], Line[{{1.980844, -0.984615, -0.429392},{2.006077, -0.869835, -0.515615}}], Line[{{2.006077, -0.869835, -0.515615},{2.031311, -0.744852, -0.587015}}], Line[{{2.031311, -0.744852, -0.587015},{2.056545, -0.611472, -0.642313}}], Line[{{2.056545, -0.611472, -0.642313},{2.081778, -0.471663, -0.680451}}], Line[{{2.081778, -0.471663, -0.680451},{2.107012, -0.327525, -0.700614}}], Line[{{2.107012, -0.327525, -0.700614},{2.132246, -0.181258, -0.702248}}], Line[{{2.132246, -0.181258, -0.702248},{2.157479, -0.035130, -0.685066}}], Line[{{2.157479, -0.035130, -0.685066},{2.182713, 0.108555, -0.649061}}], Line[{{2.182713, 0.108555, -0.649061},{2.207947, 0.247491, -0.594511}}], Line[{{2.207947, 0.247491, -0.594511},{2.233180, 0.379406, -0.521972}}], Line[{{2.233180, 0.379406, -0.521972},{2.258414, 0.502100, -0.432281}}], Line[{{2.258414, 0.502100, -0.432281},{2.283648, 0.613472, -0.326541}}], Line[{{2.283648, 0.613472, -0.326541},{2.308881, 0.711559, -0.206113}}], Line[{{2.308881, 0.711559, -0.206113},{2.334115, 0.794562, -0.072593}}], Line[{{2.334115, 0.794562, -0.072593},{2.359349, 0.860881, 0.072203}}], Line[{{2.359349, 0.860881, 0.072203},{2.384582, 0.909135, 0.226268}}], Line[{{2.384582, 0.909135, 0.226268},{2.409816, 0.938188, 0.387430}}], Line[{{2.409816, 0.938188, 0.387430},{2.435050, 0.947167, 0.553381}}], Line[{{2.435050, 0.947167, 0.553381},{2.460284, 0.935481, 0.721711}}], Line[{{2.460284, 0.935481, 0.721711},{2.485517, 0.902830, 0.889943}}], Line[{{2.485517, 0.902830, 0.889943},{2.510751, 0.849211, 1.055567}}], Line[{{2.510751, 0.849211, 1.055567},{2.535985, 0.774925, 1.216077}}], Line[{{2.535985, 0.774925, 1.216077},{2.561218, 0.680571, 1.369007}}], Line[{{2.561218, 0.680571, 1.369007},{2.586452, 0.567046, 1.511970}}], Line[{{2.586452, 0.567046, 1.511970},{2.611686, 0.435527, 1.642691}}], Line[{{2.611686, 0.435527, 1.642691},{2.636919, 0.287463, 1.759040}}], Line[{{2.636919, 0.287463, 1.759040},{2.662153, 0.124554, 1.859067}}], Line[{{2.662153, 0.124554, 1.859067},{2.687387, -0.051275, 1.941030}}], Line[{{2.687387, -0.051275, 1.941030},{2.712620, -0.237893, 2.003421}}], Line[{{2.712620, -0.237893, 2.003421},{2.737854, -0.432998, 2.044990}}], Line[{{2.737854, -0.432998, 2.044990},{2.763088, -0.634148, 2.064767}}], Line[{{2.763088, -0.634148, 2.064767},{2.788321, -0.838792, 2.062073}}], Line[{{2.788321, -0.838792, 2.062073},{2.813555, -1.044308, 2.036535}}], Line[{{2.813555, -1.044308, 2.036535},{2.838789, -1.248042, 1.988094}}], Line[{{2.838789, -1.248042, 1.988094},{2.864022, -1.447342, 1.917004}}], Line[{{2.864022, -1.447342, 1.917004},{2.889256, -1.639598, 1.823833}}], Line[{{2.889256, -1.639598, 1.823833},{2.914490, -1.822279, 1.709452}}], Line[{{2.914490, -1.822279, 1.709452},{2.939723, -1.992967, 1.575032}}], Line[{{2.939723, -1.992967, 1.575032},{2.964957, -2.149397, 1.422019}}], Line[{{2.964957, -2.149397, 1.422019},{2.990191, -2.289485, 1.252122}}], Line[{{2.990191, -2.289485, 1.252122},{3.015424, -2.411358, 1.067285}}], Line[{{3.015424, -2.411358, 1.067285},{3.040658, -2.513386, 0.869663}}], Line[{{3.040658, -2.513386, 0.869663},{3.065892, -2.594199, 0.661590}}], Line[{{3.065892, -2.594199, 0.661590},{3.091125, -2.652712, 0.445547}}], Line[{{3.091125, -2.652712, 0.445547},{3.116359, -2.688138, 0.224127}}], Line[{{3.116359, -2.688138, 0.224127},{3.141593, -2.700000, 0.000000}}]}, Boxed -> True, Lighting -> True, SphericalRegion -> False, BoxRatios -> {1.000000, 1.000000, 1.000000}, ViewPoint -> {1.300000, -2.400000, 2.000000} ] ], "Graphics"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell["Example", "Subsubsection"], Cell[CellGroupData[{ Cell[BoxData[ \(coeffList = 1/Range[6]\)], "Input"], Cell[BoxData[ \({1, 1\/2, 1\/3, 1\/4, 1\/5, 1\/6}\)], "Output"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ \(f[%, t]\)], "Input"], Cell[BoxData[ \(\[ExponentialE]\^\(\[ImaginaryI]\ t\) + 1\/2\ \[ExponentialE]\^\(2\ \[ImaginaryI]\ t\) + 1\/3\ \[ExponentialE]\^\(3\ \[ImaginaryI]\ t\) + 1\/4\ \[ExponentialE]\^\(4\ \[ImaginaryI]\ t\) + 1\/5\ \[ExponentialE]\^\(5\ \[ImaginaryI]\ t\) + 1\/6\ \[ExponentialE]\^\(6\ \[ImaginaryI]\ t\)\)], "Output"] }, Closed]], Cell[CellGroupData[{ Cell[BoxData[ \(\(\[ScriptS] = spirograph[%, t];\)\)], "Input"], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: 1.01562 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 0.245767 0.298132 0.507808 0.298132 [ [ 0 0 -0.125 0 ] [ 0 0 -0.125 0 ] [ 0 1.01562 .125 0 ] [ 1 0 .125 0 ] [ 0 0 0 0 ] [ 1 1.01562 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 1.01562 L s 0 1.01562 m 1 1.01562 L s 1 0 m 1 1.01562 L s .5 Mabswid .06192 .50781 m .06192 .50781 L .06192 .50781 L .06192 .50781 L .06191 .50781 L .06191 .50781 L .0619 .50781 L .06189 .50781 L .06188 .50781 L .06185 .50781 L .06182 .5078 L .06177 .5078 L .06165 .50779 L .06148 .50778 L .06129 .50775 L .06075 .50767 L .06015 .50754 L .05935 .50734 L .05741 .50671 L .0551 .50572 L .05225 .50419 L .04921 .50218 L .04608 .4997 L .04265 .49644 L .03934 .49268 L .03625 .48849 L .03315 .48341 L .03045 .47797 L .02798 .47162 L .02693 .46825 L .02608 .46502 L .02533 .4616 L .02476 .4583 L .02431 .45492 L .02413 .4531 L .02405 .45208 L .02398 .45112 L .02393 .45018 L .02389 .44933 L .02385 .44838 L .02384 .44786 L .02383 .44736 L .02382 .44688 L .02381 .44663 L .02381 .44649 L .02381 .44637 L .02381 .44614 L .02381 .44589 L .02381 .44566 L .02381 .44545 L Mistroke .02381 .4452 L .02381 .44506 L .02381 .44493 L .02382 .44445 L .02382 .44418 L .02383 .44389 L .02384 .44336 L .02387 .44242 L .02391 .44154 L .02403 .43954 L .0242 .43758 L .02442 .43549 L .02501 .43139 L .02575 .42753 L .02764 .42024 L .03033 .41269 L .03354 .40571 L .03715 .39935 L .04151 .39304 L .04611 .38748 L .05136 .38218 L .05666 .37771 L .06189 .37402 L .06749 .37077 L .0728 .36829 L .07826 .36631 L .08088 .36556 L .08322 .365 L .08555 .36456 L .08764 .36425 L .0887 .36412 L .08964 .36403 L .09066 .36396 L .09121 .36393 L .09172 .36391 L .09216 .36389 L .09241 .36388 L .09264 .36388 L .09276 .36388 L .09288 .36388 L .09298 .36388 L .0931 .36387 L .09316 .36387 L .09322 .36387 L .09329 .36387 L .09335 .36387 L .09346 .36387 L .09353 .36387 L .09358 .36387 L .09368 .36388 L Mistroke .09378 .36388 L .09396 .36388 L .09418 .36388 L .09438 .36389 L .0948 .3639 L .09519 .36392 L .09597 .36396 L .09678 .36403 L .09812 .36417 L .09951 .36439 L .10066 .36463 L .1024 .3651 L .10359 .36554 L .10393 .36569 L .10411 .36578 L .10415 .3658 L .10415 .3658 L .10415 .3658 L .10415 .3658 L .10415 .3658 L .10415 .3658 L .10415 .3658 L .10414 .3658 L .10412 .36578 L .10406 .36575 L .10346 .36531 L .1024 .36439 L .10102 .36297 L .09925 .36082 L .09738 .35805 L .09531 .35434 L .09339 .34999 L .09171 .34508 L .09096 .34233 L .09024 .33911 L .08967 .33586 L .08925 .33267 L .08907 .33086 L .08894 .3291 L .08886 .3275 L .08882 .32658 L .0888 .32571 L .08879 .32522 L .08878 .32498 L .08878 .32476 L .08878 .32452 L .08878 .32439 L .08878 .32426 L .08878 .32411 L .08878 .32398 L Mistroke .08877 .32385 L .08877 .32372 L .08878 .32349 L .08878 .32324 L .08878 .32312 L .08878 .32298 L .08878 .32273 L .08879 .32225 L .0888 .32181 L .08882 .32093 L .08886 .31995 L .08896 .31816 L .08912 .3161 L .08931 .3142 L .08988 .30986 L .09061 .3058 L .09161 .30133 L .0943 .29235 L .09779 .28361 L .102 .27523 L .1074 .26648 L .11347 .25836 L .12079 .25018 L .12864 .24288 L .13683 .23648 L .14614 .23045 L .15554 .22548 L .16488 .22153 L .175 .21825 L .18477 .216 L .1898 .21519 L .19234 .21486 L .19504 .21458 L .19758 .21438 L .19987 .21425 L .20097 .2142 L .20155 .21418 L .20216 .21416 L .20269 .21415 L .20327 .21414 L .20353 .21414 L .2038 .21413 L .20405 .21413 L .20429 .21413 L .20445 .21413 L .20461 .21413 L .2049 .21413 L .20506 .21413 L .20524 .21413 L .20554 .21413 L Mistroke .20583 .21413 L .20609 .21413 L .20638 .21414 L .20669 .21414 L .20739 .21416 L .20805 .21417 L .20928 .21422 L .21044 .21427 L .2115 .21433 L .21389 .21451 L .21605 .21471 L .21805 .21495 L .22248 .21562 L .22664 .21644 L .2303 .21733 L .23755 .21959 L .24371 .22212 L .24935 .22503 L .25384 .22788 L .25759 .23076 L .26024 .2332 L .26194 .23506 L .26291 .23633 L .26311 .23664 L .26315 .2367 L .26316 .23671 L .26316 .23671 L .26316 .23671 L .26316 .23671 L .26316 .23671 L .26315 .2367 L .26315 .23669 L .26313 .23665 L .26307 .23655 L .26287 .23613 L .26216 .23435 L .26171 .23298 L .26127 .23139 L .26082 .22944 L .26041 .2273 L .26022 .22604 L .26002 .22459 L .25987 .22319 L .25974 .2218 L .25964 .22027 L .25959 .21942 L .25955 .21849 L .25954 .21801 L .25952 .21749 L .25952 .21724 L Mistroke .25951 .21698 L .25951 .21674 L .25951 .21651 L .25951 .21627 L .2595 .21614 L .2595 .216 L .2595 .21577 L .2595 .21564 L .2595 .21552 L .2595 .21529 L .2595 .21508 L .25951 .21483 L .25951 .2146 L .25952 .21414 L .25952 .2137 L .25954 .21322 L .25955 .21269 L .25959 .21159 L .25965 .21056 L .25977 .20863 L .25996 .20653 L .26051 .20188 L .26126 .19727 L .26371 .1866 L .26781 .17407 L .27342 .16101 L .28058 .14771 L .29025 .13301 L .30172 .11856 L .31485 .10466 L .33118 .09014 L .34923 .07674 L .37091 .06346 L .39419 .05195 L .41871 .04237 L .43327 .03776 L .44696 .0341 L .46191 .0308 L .47608 .02832 L .49105 .02635 L .49907 .02556 L .50354 .0252 L .50763 .02491 L .51132 .0247 L .51534 .02451 L .51756 .02442 L .51961 .02435 L .52171 .02429 L .52367 .02425 L .52536 .02422 L Mistroke .52622 .02421 L .52717 .0242 L .5282 .02419 L .52919 .02419 L .53015 .02418 L .53104 .02418 L .53206 .02418 L .53303 .02419 L .5339 .02419 L .53484 .0242 L .53587 .02421 L .53696 .02423 L .53892 .02427 L .54105 .02432 L .54308 .02438 L .54688 .02452 L .551 .02472 L .5555 .02499 L .56363 .0256 L .57121 .02633 L .58739 .02839 L .60544 .0315 L .641 .04013 L .67536 .05174 L .71164 .06771 L .74593 .08663 L .77791 .10809 L .81048 .13434 L .84003 .1628 L .86908 .1963 L .8944 .23149 L .91599 .26778 L .93566 .30869 L .95115 .34997 L .96266 .39106 L .96723 .41256 L .97111 .43592 L .9726 .44731 L .97393 .45977 L .97491 .47158 L .97557 .48256 L .97582 .48833 L .97593 .49137 L .97602 .49458 L .97608 .4974 L .97611 .49889 L .97614 .50048 L .97616 .50195 L .97617 .50329 L .97618 .50464 L Mistroke .97619 .50591 L .97619 .50713 L .97619 .50847 L .97619 .50987 L .97618 .51118 L .97617 .51241 L .97616 .51353 L .97612 .51606 L .97608 .51862 L .97601 .52143 L .97583 .52708 L .97556 .53309 L .97525 .53876 L .9745 .54936 L .97344 .56074 L .97201 .57303 L .96863 .59535 L .964 .61872 L .95295 .66003 L .93751 .70255 L .91925 .74168 L .89645 .78098 L .87147 .81625 L .84497 .84754 L .81445 .87773 L .78319 .9036 L .74836 .92749 L .71366 .9469 L .6796 .96221 L .6431 .97487 L .62492 .97981 L .60806 .9836 L .59089 .98669 L .57481 .98888 L .56637 .98977 L .55727 .99051 L .55328 .99077 L .54906 .991 L .5452 .99116 L .54154 .99128 L .53957 .99133 L .53742 .99138 L .53648 .99139 L .53547 .99141 L .53453 .99142 L .53367 .99142 L .53258 .99143 L .532 .99143 L .53139 .99143 L .53038 .99143 L Mistroke .5298 .99143 L .52926 .99143 L .52825 .99143 L .52733 .99142 L .52628 .99141 L .52528 .99139 L .52346 .99136 L .52153 .99132 L .51808 .99121 L .51438 .99107 L .51032 .99086 L .5022 .99032 L .49485 .98966 L .47858 .98767 L .46423 .98526 L .449 .98201 L .4207 .97393 L .39554 .96426 L .37117 .95229 L .3501 .93946 L .33212 .92623 L .31544 .91153 L .30174 .89708 L .29067 .88319 L .28104 .86868 L .27373 .85523 L .26787 .84172 L .2639 .82968 L .26141 .81916 L .26057 .81417 L .25997 .80921 L .25977 .80691 L .25969 .80574 L .25962 .80453 L .25957 .80349 L .25955 .80295 L .25953 .80238 L .25952 .80186 L .25951 .80139 L .25951 .80116 L .25951 .80092 L .25951 .80069 L .2595 .80048 L .2595 .80026 L .2595 .80002 L .2595 .79982 L .2595 .7996 L .25951 .79937 L .25951 .79924 L .25951 .79912 L Mistroke .25951 .79868 L .25952 .79827 L .25953 .79783 L .25956 .79705 L .25959 .79615 L .25964 .79522 L .25976 .79363 L .25989 .79218 L .26006 .79072 L .26041 .7883 L .26088 .78587 L .26135 .78393 L .26221 .78114 L .26289 .77943 L .26309 .77903 L .26314 .77894 L .26315 .77892 L .26316 .77891 L .26316 .77891 L .26316 .77891 L .26316 .77891 L .26316 .77891 L .26316 .77891 L .26315 .77893 L .2631 .779 L .26289 .77931 L .26189 .78061 L .26012 .78254 L .2576 .78485 L .25397 .78764 L .24955 .79047 L .24386 .79343 L .23744 .79606 L .23046 .79824 L .22658 .79919 L .22225 .80004 L .22005 .80039 L .21763 .80072 L .2155 .80096 L .21312 .80117 L .21199 .80126 L .21076 .80133 L .20969 .80138 L .20853 .80143 L .20784 .80145 L .2072 .80146 L .20659 .80148 L .20628 .80148 L .20594 .80148 L .20563 .80149 L Mistroke .20535 .80149 L .20503 .80149 L .20488 .80149 L .20471 .80149 L .20442 .80149 L .20411 .80148 L .20381 .80148 L .20355 .80148 L .20299 .80147 L .20238 .80146 L .20114 .80142 L .19999 .80137 L .19891 .80132 L .19645 .80115 L .1938 .80091 L .18852 .80024 L .18346 .79936 L .17379 .79703 L .16356 .79358 L .1539 .78934 L .144 .78389 L .13496 .77777 L .12684 .77117 L .11893 .76349 L .11211 .75556 L .10634 .74755 L .1011 .73874 L .09696 .73012 L .09352 .72096 L .09217 .71641 L .09113 .71226 L .09027 .70803 L .08964 .70414 L .08919 .7003 L .08902 .6983 L .08894 .6972 L .08889 .69618 L .08884 .69522 L .08881 .69421 L .08879 .69364 L .08879 .69335 L .08878 .6931 L .08878 .69287 L .08878 .69261 L .08878 .69236 L .08878 .69222 L .08878 .69209 L .08877 .69186 L .08877 .69172 L .08878 .6916 L Mistroke .08878 .69137 L .08878 .69113 L .08878 .69092 L .08878 .69072 L .08879 .69027 L .0888 .68978 L .08881 .68934 L .08885 .68834 L .08889 .68748 L .08894 .68657 L .08906 .68495 L .08924 .68306 L .08944 .68139 L .08991 .67825 L .09055 .67502 L .09211 .66923 L .09388 .6644 L .09573 .66045 L .09773 .65699 L .09958 .65438 L .10132 .65231 L .10268 .65096 L .10361 .65019 L .10394 .64995 L .10411 .64984 L .10415 .64982 L .10415 .64981 L .10415 .64981 L .10415 .64981 L .10415 .64981 L .10415 .64981 L .10415 .64982 L .10411 .64983 L .10405 .64987 L .10339 .65016 L .10216 .65059 L .10131 .65083 L .1002 .65109 L .09897 .65132 L .09768 .6515 L .09695 .65157 L .09615 .65164 L .09543 .65169 L .09501 .65171 L .09461 .65172 L .0944 .65173 L .09417 .65173 L .09405 .65174 L .09392 .65174 L .0938 .65174 L Mistroke .09368 .65174 L .09357 .65174 L .09346 .65174 L .09334 .65174 L .09328 .65174 L .09322 .65174 L .09311 .65174 L .093 .65174 L .09288 .65174 L .09277 .65174 L .09256 .65173 L .09233 .65173 L .09192 .65172 L .09147 .6517 L .09098 .65168 L .08994 .65161 L .08896 .65152 L .08669 .65124 L .08449 .65087 L .08201 .65034 L .07686 .64885 L .07164 .64683 L .06647 .6443 L .06092 .64096 L .05562 .63709 L .05016 .63231 L .04516 .62707 L .04069 .62148 L .03639 .61502 L .03276 .60835 L .02952 .60088 L .02706 .59341 L .02534 .58605 L .0247 .58222 L .02444 .58027 L .02421 .57817 L .02404 .5762 L .02393 .5744 L .02389 .57354 L .02385 .5726 L .02384 .57217 L .02383 .57172 L .02382 .57133 L .02382 .5709 L .02381 .57067 L .02381 .57046 L .02381 .57022 L .02381 .57009 L .02381 .56997 L .02381 .56973 L Mistroke .02381 .56959 L .02381 .56946 L .02381 .56923 L .02381 .56899 L .02382 .56878 L .02382 .56856 L .02383 .56816 L .02384 .56768 L .02385 .56724 L .02389 .56628 L .02394 .56524 L .02406 .56335 L .02423 .56144 L .02443 .55973 L .02498 .55595 L .02563 .55256 L .02648 .549 L .02857 .54232 L .03103 .53637 L .03373 .53116 L .03688 .5262 L .04009 .52203 L .04357 .51824 L .04689 .51523 L .04996 .5129 L .053 .51099 L .05561 .50965 L .05777 .50877 L .05879 .50843 L .05961 .5082 L .06034 .50803 L .0609 .50792 L .06135 .50786 L .06153 .50783 L .06169 .50782 L .06179 .50781 L .06183 .50781 L .06186 .50781 L .06189 .50781 L .0619 .50781 L .06191 .50781 L .06191 .50781 L .06191 .50781 L .06192 .50781 L .06192 .50781 L .06192 .50781 L .06192 .50781 L .06192 .50781 L Mfstroke 0 0 m 1 0 L 1 1.01562 L 0 1.01562 L closepath clip newpath % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{283.562, 287.938}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgOooool1o`00000000?o0000ooooooooool0 D_ooool00ol0003oooooooooo`27ooooo`03o`000?oooooooooo03Sooooo0Ol000000003o`000?oo oooooooo05;ooooo00?o0000ooooooooool0R?ooool00ol0003oooooooooo`0gooooo`7o00000000 0ol0003oooooooooo`1Aooooo`03o`000?oooooooooo08[ooooo00?o0000ooooooooool0=_ooool1 o`00000000?o0000ooooooooool0D?ooool00ol0003oooooooooo`2ooooo`03o`000?oooooooooo09;ooooo00?o 0000ooooooooool0;ooooo00?o0000ooooooooool05Oooool1 o`00000000?o0000ooooooooool06Oooool00ol0003oooooooooo`3Tooooo`03o`000?oooooooooo 01Cooooo0Ol000000003o`000?oooooooooo01Wooooo00?o0000ooooooooool0i?ooool00ol0003o ooooooooo`0Dooooo`7o000000000ol0003oooooooooo`0Hooooo`03o`000?oooooooooo0>Kooooo 00?o0000ooooooooool04oooool1o`00000000?o0000ooooooooool06?ooool00ol0003ooooooooo o`3Vooooo`03o`000?oooooooooo01?ooooo0Ol000000003o`000?oooooooooo01Sooooo00?o0000 ooooooooool0ioooool00ol0003oooooooooo`0Booooo`7o000000000ol0003oooooooooo`0Goooo o`03o`000?oooooooooo0>Sooooo00?o0000ooooooooool04_ooool1o`00000000?o0000oooooooo ool05oooool00ol0003oooooooooo`3Yooooo`03o`000?oooooooooo017ooooo0Ol000000003o`00 0?oooooooooo01Kooooo00?o0000ooooooooool0j_ooool00ol0003oooooooooo`0Aooooo`7o0000 00000ol0003oooooooooo`0Fooooo`03o`000?oooooooooo0>_ooooo00?o0000ooooooooool04?oo ool1o`00000000?o0000ooooooooool05_ooool00ol0003oooooooooo`3[ooooo`03o`000?oooooo oooo013ooooo0Ol000000003o`000?oooooooooo01Kooooo00?o0000ooooooooool0k?ooool00ol0 003oooooooooo`0?ooooo`7o000000000ol0003oooooooooo`0Fooooo`03o`000?oooooooooo0>co oooo00?o0000ooooooooool03oooool1o`00000000?o0000ooooooooool05_ooool00ol0003ooooo ooooo`3]ooooo`03o`000?oooooooooo00kooooo0Ol000000003o`000?oooooooooo01Kooooo00?o 0000ooooooooool0kOooool00ol0003oooooooooo`0>ooooo`7o000000000ol0003oooooooooo`0F ooooo`03o`000?oooooooooo0>gooooo00?o0000ooooooooool03_ooool1o`00000000?o0000oooo ooooool05_ooool00ol0003oooooooooo`3^ooooo`03o`000?oooooooooo00gooooo0Ol000000003 o`000?oooooooooo01Kooooo00?o0000ooooooooool0k_ooool00ol0003oooooooooo`0=ooooo`7o 000000000ol0003oooooooooo`0Fooooo`03o`000?oooooooooo0>kooooo00?o0000ooooooooool0 3Oooool1o`00000000?o0000ooooooooool05_ooool00ol0003oooooooooo`3_ooooo`03o`000?oo oooooooo00cooooo0Ol000000003o`000?oooooooooo01Kooooo00?o0000ooooooooool0koooool0 0ol0003oooooooooo`0kooooo00?o0000ooooooooool03?ooool1o`00000000?o0000ooooooooool05oooool00ol0003o ooooooooo`3_ooooo`03o`000?oooooooooo00_ooooo0Ol000000003o`000?oooooooooo01Oooooo 00?o0000ooooooooool0koooool00ol0003oooooooooo`0;ooooo`7o000000000ol0003ooooooooo o`0Hooooo`03o`000?oooooooooo0>kooooo00?o0000ooooooooool02oooool1o`00000000?o0000 ooooooooool06?ooool00ol0003oooooooooo`3_ooooo`03o`000?oooooooooo00[ooooo0Ol00000 0003o`000?oooooooooo01Kooooo1?l0003`ooooo`03o`000?oooooooooo00[ooooo0Ol000000003 o`000?oooooooooo01;ooooo1?l00003ooooo`;o0000koooool00ol0003oooooooooo`0:ooooo`7o 000000000ol0003oooooooooo`0?ooooo`?o0000n?ooool00ol0003oooooooooo`0:ooooo`7o0000 00000ol0003oooooooooo`0>ooooo`03o`000?oooooooooo0?[ooooo00?o0000ooooooooool02Ooo ool1o`00000000?o0000ooooooooool03Oooool00ol0003oooooooooo`3kooooo`03o`000?oooooo oooo00Wooooo0Ol000000003o`000?oooooooooo00cooooo00?o0000ooooooooool0o?ooool00ol0 003oooooooooo`09ooooo`7o000000000ol0003oooooooooo`0;ooooo`03o`000?oooooooooo0?go oooo00?o0000ooooooooool02Oooool1o`00000000?o0000ooooooooool02_ooool00ol0003ooooo ooooo`3oooooo`03o`000?oooooooooo00Sooooo0Ol000000003o`000?oooooooooo00Wooooo00?o 0000ooooooooool0ooooool1ooooo`03o`000?oooooooooo00Sooooo0Ol000000003o`000?oooooo oooo00Sooooo00?o0000ooooooooool0ooooool2ooooo`03o`000?oooooooooo00Sooooo0Ol00000 0003o`000?oooooooooo00Oooooo00?o0000ooooooooool0ooooool4ooooo`03o`000?oooooooooo 00Oooooo0Ol000000003o`000?oooooooooo00Oooooo00?o0000ooooooooool0ooooool4ooooo`03 o`000?oooooooooo00Oooooo0Ol000000003o`000?oooooooooo00Kooooo00?o0000ooooooooool0 ooooool5ooooo`03o`000?oooooooooo00Oooooo0Ol000000003o`000?oooooooooo00Kooooo00?o 0000ooooooooool0ooooool6ooooo`03o`000?oooooooooo00Kooooo0Ol000000003o`000?oooooo oooo00Gooooo00?o0000ooooooooool0ooooool7ooooo`03o`000?oooooooooo00Kooooo0Ol00000 0003o`000?oooooooooo00Gooooo00?o0000ooooooooool0ooooool7ooooo`03o`000?oooooooooo 00Kooooo0Ol000000003o`000?oooooooooo00Cooooo00?o0000ooooooooool0ooooool8ooooo`03 o`000?oooooooooo00Kooooo0Ol000000003o`000?oooooooooo00Cooooo00?o0000ooooooooool0 ooooool8ooooo`03o`000?oooooooooo00Kooooo0Ol000000003o`000?oooooooooo00Cooooo00?o 0000ooooooooool0ooooool9ooooo`03o`000?oooooooooo00Gooooo0Ol000000003o`000?oooooo oooo00Cooooo00?o0000ooooooooool0ooooool9ooooo`03o`000?oooooooooo00Gooooo0Ol00000 0003o`000?oooooooooo00Cooooo00?o0000ooooooooool0ooooool9ooooo`03o`000?oooooooooo 00Gooooo0Ol000000003o`000?oooooooooo00?ooooo0_l0003oooooo`_ooooo00?o0000oooooooo ool01Oooool1o`00000000?o0000ooooooooool00oooool00ol0003oooooooooo`3oooooo`[ooooo 00?o0000ooooooooool01Oooool1o`00000000?o0000ooooooooool00oooool2o`000?oooooo2ooo ool00ol0003oooooooooo`05ooooo`7o000000000ol0003oooooooooo`03ooooo`03o`000?oooooo oooo0?oooooo2_ooool00ol0003oooooooooo`05ooooo`7o000000000ol0003oooooooooo`03oooo o`03o`000?oooooooooo0?oooooo2_ooool00ol0003oooooooooo`05ooooo`7o000000000ol0003o ooooooooo`03ooooo`03o`000?oooooooooo0?oooooo2oooool00ol0003oooooooooo`04ooooo`7o 000000000ol0003oooooooooo`04ooooo`03o`000?oooooooooo0?oooooo2_ooool00ol0003ooooo ooooo`04ooooo`7o000000000ol0003oooooooooo`04ooooo`03o`000?oooooooooo0?oooooo2_oo ool00ol0003oooooooooo`04ooooo`7o000000000ol0003oooooooooo`04ooooo`03o`000?oooooo oooo0?oooooo2_ooool00ol0003oooooooooo`04ooooo`7o000000000ol0003oooooooooo`04oooo o`03o`000?oooooooooo0?oooooo2_ooool00ol0003oooooooooo`04ooooo`7o000000000ol0003o ooooooooo`05ooooo`03o`000?oooooooooo0?oooooo2Oooool00ol0003oooooooooo`04ooooo`7o 000000000ol0003oooooooooo`05ooooo`03o`000?oooooooooo0?oooooo2Oooool00ol0003ooooo ooooo`04ooooo`7o000000000ol0003oooooooooo`05ooooo`03o`000?oooooooooo0?oooooo2Ooo ool00ol0003oooooooooo`04ooooo`7o000000000ol0003oooooooooo`06ooooo`03o`000?oooooo oooo0?oooooo2?ooool00ol0003oooooooooo`04ooooo`7o000000000ol0003oooooooooo`06oooo o`03o`000?oooooooooo0?oooooo2?ooool00ol0003oooooooooo`04ooooo`7o000000000ol0003o ooooooooo`07ooooo`03o`000?oooooooooo0?oooooo1oooool00ol0003oooooooooo`04ooooo`7o 000000000ol0003oooooooooo`08ooooo`03o`000?oooooooooo0?oooooo1_ooool00ol0003ooooo ooooo`04ooooo`7o000000000ol0003oooooooooo`09ooooo`03o`000?oooooooooo0?oooooo1Ooo ool00ol0003oooooooooo`04ooooo`7o000000000ol0003oooooooooo`0:ooooo`;o0000ooooool5 ooooo`03o`000?oooooooooo00Cooooo0Ol000000003o`000?oooooooooo00_ooooo0_l0003ooooo o`Cooooo00?o0000ooooooooool01?ooool1o`00000000?o0000ooooooooool03Oooool2o`000?oo oooo0_ooool00ol0003oooooooooo`04ooooo`7o000000000ol0003oooooooooo`0;ooooo`;o0000 ooooool4ooooo`03o`000?oooooooooo00Cooooo0Ol000000003o`000?oooooooooo00[ooooo00?o 0000ooooooooool0ooooool4ooooo`03o`000?oooooooooo00Cooooo0Ol000000003o`000?oooooo oooo00Wooooo00?o0000ooooooooool0ooooool5ooooo`03o`000?oooooooooo00Cooooo0Ol00000 0003o`000?oooooooooo00Sooooo00?o0000ooooooooool0ooooool6ooooo`03o`000?oooooooooo 00Cooooo0Ol000000003o`000?oooooooooo00Oooooo00?o0000ooooooooool0ooooool7ooooo`03 o`000?oooooooooo00Cooooo0Ol000000003o`000?oooooooooo00Oooooo00?o0000ooooooooool0 ooooool7ooooo`03o`000?oooooooooo00Cooooo0Ol000000003o`000?oooooooooo00Kooooo00?o 0000ooooooooool0ooooool8ooooo`03o`000?oooooooooo00Cooooo0Ol000000003o`000?oooooo oooo00Gooooo00?o0000ooooooooool0ooooool9ooooo`03o`000?oooooooooo00Cooooo0Ol00000 0003o`000?oooooooooo00Gooooo00?o0000ooooooooool0ooooool9ooooo`03o`000?oooooooooo 00Cooooo0Ol000000003o`000?oooooooooo00Gooooo00?o0000ooooooooool0ooooool9ooooo`03 o`000?oooooooooo00Cooooo0Ol000000003o`000?oooooooooo00Gooooo00?o0000ooooooooool0 ooooool9ooooo`03o`000?oooooooooo00Cooooo0Ol000000003o`000?oooooooooo00Cooooo00?o 0000ooooooooool0ooooool:ooooo`03o`000?oooooooooo00Cooooo0Ol000000003o`000?oooooo oooo00Cooooo00?o0000ooooooooool0ooooool:ooooo`03o`000?oooooooooo00Cooooo0Ol00000 0003o`000?oooooooooo00Cooooo00?o0000ooooooooool0ooooool9ooooo`03o`000?oooooooooo 00Gooooo0Ol000000003o`000?oooooooooo00?ooooo0_l0003oooooo`_ooooo00?o0000oooooooo ool01Oooool1o`00000000?o0000ooooooooool00oooool00ol0003oooooooooo`3oooooo`[ooooo 00?o0000ooooooooool01Oooool1o`00000000?o0000ooooooooool00oooool2o`000?oooooo2ooo ool00ol0003oooooooooo`05ooooo`7o000000000ol0003oooooooooo`03ooooo`03o`000?oooooo oooo0?oooooo2_ooool00ol0003oooooooooo`05ooooo`7o000000000ol0003oooooooooo`03oooo o`03o`000?oooooooooo0?oooooo2_ooool00ol0003oooooooooo`05ooooo`7o000000000ol0003o ooooooooo`03ooooo`;o0000ooooool;ooooo`03o`000?oooooooooo00Gooooo0Ol000000003o`00 0?oooooooooo00Cooooo00?o0000ooooooooool0ooooool9ooooo`03o`000?oooooooooo00Gooooo 0Ol000000003o`000?oooooooooo00Cooooo00?o0000ooooooooool0ooooool8ooooo`03o`000?oo oooooooo00Kooooo0Ol000000003o`000?oooooooooo00Cooooo00?o0000ooooooooool0ooooool8 ooooo`03o`000?oooooooooo00Kooooo0Ol000000003o`000?oooooooooo00Cooooo00?o0000oooo ooooool0ooooool8ooooo`03o`000?oooooooooo00Kooooo0Ol000000003o`000?oooooooooo00Co oooo00?o0000ooooooooool0ooooool8ooooo`03o`000?oooooooooo00Kooooo0Ol000000003o`00 0?oooooooooo00Gooooo00?o0000ooooooooool0ooooool7ooooo`03o`000?oooooooooo00Kooooo 0Ol000000003o`000?oooooooooo00Gooooo00?o0000ooooooooool0ooooool7ooooo`03o`000?oo oooooooo00Kooooo0Ol000000003o`000?oooooooooo00Kooooo00?o0000ooooooooool0ooooool6 ooooo`03o`000?oooooooooo00Kooooo0Ol000000003o`000?oooooooooo00Kooooo00?o0000oooo ooooool0ooooool5ooooo`03o`000?oooooooooo00Oooooo0Ol000000003o`000?oooooooooo00Oo oooo00?o0000ooooooooool0ooooool4ooooo`03o`000?oooooooooo00Oooooo0Ol000000003o`00 0?oooooooooo00Oooooo00?o0000ooooooooool0ooooool4ooooo`03o`000?oooooooooo00Oooooo 0Ol000000003o`000?oooooooooo00Sooooo00?o0000ooooooooool0ooooool3ooooo`03o`000?oo oooooooo00Oooooo0Ol000000003o`000?oooooooooo00Sooooo00?o0000ooooooooool0ooooool3 ooooo`03o`000?oooooooooo00Oooooo0Ol000000003o`000?oooooooooo00Wooooo0_l0003ooooo o`;ooooo00?o0000ooooooooool02?ooool1o`00000000?o0000ooooooooool02oooool00ol0003o ooooooooo`3nooooo`03o`000?oooooooooo00Sooooo0Ol000000003o`000?oooooooooo00_ooooo 00?o0000ooooooooool0o_ooool00ol0003oooooooooo`08ooooo`7o000000000ol0003ooooooooo o`0 ooooo`03o`000?oooooooooo0?[ooooo00?o0000ooooooooool02Oooool1o`00000000?o0000oooo ooooool03oooool3o`000?Wooooo00?o0000ooooooooool02Oooool1o`00000000?o0000oooooooo ool04_ooool3o`0000;ooooo00Co0000ooooool0003o0000l?ooool00ol0003oooooooooo`09oooo o`7o000000000ol0003oooooooooo`0Eooooo`Go0000lOooool00ol0003oooooooooo`09ooooo`7o 000000000ol0003oooooooooo`0Hooooo`03o`000?oooooooooo0>oooooo00?o0000ooooooooool0 2_ooool1o`00000000?o0000ooooooooool06?ooool00ol0003oooooooooo`3_ooooo`03o`000?oo oooooooo00[ooooo0Ol000000003o`000?oooooooooo01Oooooo00?o0000ooooooooool0l?ooool0 0ol0003oooooooooo`0:ooooo`7o000000000ol0003oooooooooo`0Gooooo`03o`000?oooooooooo 0>oooooo00?o0000ooooooooool02oooool1o`00000000?o0000ooooooooool05oooool00ol0003o ooooooooo`3_ooooo`03o`000?oooooooooo00_ooooo0Ol000000003o`000?oooooooooo01Kooooo 00?o0000ooooooooool0l?ooool00ol0003oooooooooo`0;ooooo`7o000000000ol0003ooooooooo o`0Fooooo`03o`000?oooooooooo0>oooooo00?o0000ooooooooool03?ooool1o`00000000?o0000 ooooooooool05_ooool00ol0003oooooooooo`3_ooooo`03o`000?oooooooooo00cooooo0Ol00000 0003o`000?oooooooooo01Kooooo00?o0000ooooooooool0k_ooool00ol0003oooooooooo`0=oooo o`7o000000000ol0003oooooooooo`0Fooooo`03o`000?oooooooooo0>kooooo00?o0000oooooooo ool03Oooool1o`00000000?o0000ooooooooool05_ooool00ol0003oooooooooo`3]ooooo`03o`00 0?oooooooooo00kooooo0Ol000000003o`000?oooooooooo01Kooooo00?o0000ooooooooool0kOoo ool00ol0003oooooooooo`0>ooooo`7o000000000ol0003oooooooooo`0Fooooo`03o`000?oooooo oooo0>gooooo00?o0000ooooooooool03_ooool1o`00000000?o0000ooooooooool05_ooool00ol0 003oooooooooo`3/ooooo`03o`000?oooooooooo00oooooo0Ol000000003o`000?oooooooooo01Ko oooo00?o0000ooooooooool0k?ooool00ol0003oooooooooo`0?ooooo`7o000000000ol0003ooooo ooooo`0Fooooo`03o`000?oooooooooo0>_ooooo00?o0000ooooooooool04?ooool1o`00000000?o 0000ooooooooool05_ooool00ol0003oooooooooo`3[ooooo`03o`000?oooooooooo013ooooo0Ol0 00000003o`000?oooooooooo01Oooooo00?o0000ooooooooool0jOooool00ol0003oooooooooo`0A ooooo`7o000000000ol0003oooooooooo`0Gooooo`03o`000?oooooooooo0>Wooooo00?o0000oooo ooooool04Oooool1o`00000000?o0000ooooooooool05oooool00ol0003oooooooooo`3Xooooo`03 o`000?oooooooooo01;ooooo0Ol000000003o`000?oooooooooo01Sooooo00?o0000ooooooooool0 ioooool00ol0003oooooooooo`0Booooo`7o000000000ol0003oooooooooo`0Hooooo`03o`000?oo oooooooo0>Oooooo00?o0000ooooooooool04_ooool1o`00000000?o0000ooooooooool06?ooool0 0ol0003oooooooooo`3Vooooo`03o`000?oooooooooo01?ooooo0Ol000000003o`000?oooooooooo 01Wooooo00?o0000ooooooooool0iOooool00ol0003oooooooooo`0Cooooo`7o000000000ol0003o ooooooooo`0Iooooo`03o`000?oooooooooo0>Cooooo00?o0000ooooooooool05?ooool1o`000000 00?o0000ooooooooool06_ooool00ol0003oooooooooo`3Sooooo`03o`000?oooooooooo01Cooooo 0Ol000000003o`000?oooooooooo01_ooooo00?o0000ooooooooool0hOooool00ol0003ooooooooo o`0Eooooo`7o000000000ol0003oooooooooo`0Kooooo`03o`000?oooooooooo0>7ooooo00?o0000 ooooooooool05Oooool1o`00000000?o0000ooooooooool07?ooool00ol0003oooooooooo`3Ooooo o`03o`000?oooooooooo01Kooooo0Ol000000003o`000?oooooooooo01gooooo00?o0000oooooooo ool0g_ooool00ol0003oooooooooo`0Fooooo`7o000000000ol0003oooooooooo`0Nooooo`03o`00 0?oooooooooo0=cooooo00?o0000ooooooooool05oooool1o`00000000?o0000ooooooooool07ooo ool00ol0003oooooooooo`3Jooooo`03o`000?oooooooooo01Sooooo0Ol000000003o`000?oooooo oooo023ooooo0_l0003Jooooo`03o`000?oooooooooo01Sooooo0Ol000000003o`000?oooooooooo 02;ooooo00?o0000ooooooooool0e_ooool00ol0003oooooooooo`0Iooooo`7o000000000ol0003o ooooooooo`0Sooooo`03o`000?oooooooooo027ooooo00?o0000ooooooooool0/Oooool00ol0003o ooooooooo`0Iooooo`7o000000000ol0003oooooooooo`0Tooooo`03o`000?oooooooooo023ooooo 00?o0000ooooooooool0/?ooool00ol0003oooooooooo`0Jooooo`7o000000000ol0003ooooooooo o`0Uooooo`;o00007_ooool2o`000;?ooooo00?o0000ooooooooool06_ooool1o`00000000?o0000 ooooooooool09oooool00ol0003oooooooooo`0Jooooo`03o`000?oooooo00000;;ooooo00?o0000 ooooooooool06oooool1o`00000000?o0000ooooooooool0:?ooool3o`0001Oooooo0_l00002oooo o`03o`000?oooooooooo0:oooooo00?o0000ooooooooool07?ooool1o`00000000?o0000oooooooo ool0:oooool3o`00017ooooo0ol00004ooooo`03o`000?oooooooooo0:oooooo00?o0000oooooooo ool07?ooool1o`00000000?o0000ooooooooool0;_ooool4o`0000[ooooo0ol00007ooooo`03o`00 0?oooooooooo0:kooooo00?o0000ooooooooool07Oooool1o`00000000?o0000ooooooooool0<_oo ool:o`0000[ooooo00?o0000ooooooooool0[Oooool00ol0003oooooooooo`0Nooooo`7o00000000 0ol0003oooooooooo`16ooooo`03o`000?oooooooooo0:cooooo00?o0000ooooooooool07oooool1 o`00000000?o0000ooooooooool0A_ooool00ol0003oooooooooo`2/ooooo`03o`000?oooooooooo 01oooooo0Ol000000003o`000?oooooooooo04Kooooo00?o0000ooooooooool0Zoooool00ol0003o ooooooooo`0Pooooo`7o000000000ol0003oooooooooo`16ooooo`03o`000?oooooooooo0:[ooooo 00?o0000ooooooooool08Oooool1o`00000000?o0000ooooooooool0A_ooool00ol0003ooooooooo o`2Zooooo`03o`000?oooooooooo027ooooo0Ol000000003o`000?oooooooooo04Kooooo00?o0000 ooooooooool0ZOooool00ol0003oooooooooo`0Rooooo`7o000000000ol0003oooooooooo`17oooo o`03o`000?oooooooooo0:Oooooo00?o0000ooooooooool08oooool1o`00000000?o0000oooooooo ool0Aoooool00ol0003oooooooooo`2Vooooo`03o`000?oooooooooo02Cooooo0Ol000000003o`00 0?oooooooooo04Oooooo00?o0000ooooooooool0YOooool00ol0003oooooooooo`0Uooooo`7o0000 00000ol0003oooooooooo`18ooooo`03o`000?oooooooooo0:?ooooo00?o0000ooooooooool09_oo ool1o`00000000?o0000ooooooooool0B?ooool00ol0003oooooooooo`2Rooooo`03o`000?oooooo oooo02Oooooo0Ol000000003o`000?oooooooooo04Sooooo00?o0000ooooooooool0XOooool00ol0 003oooooooooo`0Xooooo`7o000000000ol0003oooooooooo`19ooooo`03o`000?oooooooooo09oo oooo00?o0000ooooooooool0:Oooool1o`00000000?o0000ooooooooool0BOooool00ol0003ooooo ooooo`2Nooooo`03o`000?oooooooooo02[ooooo0Ol000000003o`000?oooooooooo04[ooooo00?o 0000ooooooooool0W?ooool00ol0003oooooooooo`0[ooooo`7o000000000ol0003oooooooooo`1: ooooo`03o`000?oooooooooo09_ooooo00?o0000ooooooooool0;?ooool1o`00000000?o0000oooo ooooool0Boooool00ol0003oooooooooo`2Iooooo`03o`000?oooooooooo02gooooo0Ol000000003 o`000?oooooooooo04_ooooo00?o0000ooooooooool0V?ooool00ol0003oooooooooo`0^ooooo`7o 000000000ol0003oooooooooo`1"], ImageRangeCache->{{{0, 282.562}, {286.938, 0}} -> {-0.825858, -1.7046, \ 0.0118813, 0.0118813}}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ \(\(s3 = spirograph3D[%%, t];\)\)], "Input"], Cell[BoxData[ Graphics3D[{ Line[{{-3.141593, -0.616667, 0.000000},{-3.116359, -0.617620, -0.000056}}], Line[{{-3.116359, -0.617620, -0.000056},{-3.091125, -0.620451, \ -0.000448}}], Line[{{-3.091125, -0.620451, -0.000448},{-3.065892, -0.625079, \ -0.001501}}], Line[{{-3.065892, -0.625079, -0.001501},{-3.040658, -0.631373, \ -0.003525}}], Line[{{-3.040658, -0.631373, -0.003525},{-3.015424, -0.639149, \ -0.006803}}], Line[{{-3.015424, -0.639149, -0.006803},{-2.990191, -0.648185, \ -0.011588}}], Line[{{-2.990191, -0.648185, -0.011588},{-2.964957, -0.658217, \ -0.018091}}], Line[{{-2.964957, -0.658217, -0.018091},{-2.939723, -0.668951, \ -0.026479}}], Line[{{-2.939723, -0.668951, -0.026479},{-2.914490, -0.680071, \ -0.036868}}], Line[{{-2.914490, -0.680071, -0.036868},{-2.889256, -0.691245, \ -0.049325}}], Line[{{-2.889256, -0.691245, -0.049325},{-2.864022, -0.702132, \ -0.063860}}], Line[{{-2.864022, -0.702132, -0.063860},{-2.838789, -0.712397, \ -0.080428}}], Line[{{-2.838789, -0.712397, -0.080428},{-2.813555, -0.721712, \ -0.098932}}], Line[{{-2.813555, -0.721712, -0.098932},{-2.788321, -0.729773, \ -0.119221}}], Line[{{-2.788321, -0.729773, -0.119221},{-2.763088, -0.736299, \ -0.141099}}], Line[{{-2.763088, -0.736299, -0.141099},{-2.737854, -0.741046, \ -0.164325}}], Line[{{-2.737854, -0.741046, -0.164325},{-2.712620, -0.743812, \ -0.188622}}], Line[{{-2.712620, -0.743812, -0.188622},{-2.687387, -0.744440, \ -0.213683}}], Line[{{-2.687387, -0.744440, -0.213683},{-2.662153, -0.742826, \ -0.239179}}], Line[{{-2.662153, -0.742826, -0.239179},{-2.636919, -0.738920, \ -0.264769}}], Line[{{-2.636919, -0.738920, -0.264769},{-2.611686, -0.732727, \ -0.290106}}], Line[{{-2.611686, -0.732727, -0.290106},{-2.586452, -0.724306, \ -0.314847}}], Line[{{-2.586452, -0.724306, -0.314847},{-2.561218, -0.713776, \ -0.338664}}], Line[{{-2.561218, -0.713776, -0.338664},{-2.535985, -0.701303, \ -0.361249}}], Line[{{-2.535985, -0.701303, -0.361249},{-2.510751, -0.687103, \ -0.382326}}], Line[{{-2.510751, -0.687103, -0.382326},{-2.485517, -0.671434, \ -0.401657}}], Line[{{-2.485517, -0.671434, -0.401657},{-2.460284, -0.654593, \ -0.419047}}], Line[{{-2.460284, -0.654593, -0.419047},{-2.435050, -0.636901, \ -0.434350}}], Line[{{-2.435050, -0.636901, -0.434350},{-2.409816, -0.618704, \ -0.447475}}], Line[{{-2.409816, -0.618704, -0.447475},{-2.384582, -0.600357, \ -0.458389}}], Line[{{-2.384582, -0.600357, -0.458389},{-2.359349, -0.582218, \ -0.467114}}], Line[{{-2.359349, -0.582218, -0.467114},{-2.334115, -0.564640, \ -0.473733}}], Line[{{-2.334115, -0.564640, -0.473733},{-2.308881, -0.547958, \ -0.478384}}], Line[{{-2.308881, -0.547958, -0.478384},{-2.283648, -0.532481, \ -0.481260}}], Line[{{-2.283648, -0.532481, -0.481260},{-2.258414, -0.518488, \ -0.482601}}], Line[{{-2.258414, -0.518488, -0.482601},{-2.233180, -0.506213, \ -0.482692}}], Line[{{-2.233180, -0.506213, -0.482692},{-2.207947, -0.495845, \ -0.481854}}], Line[{{-2.207947, -0.495845, -0.481854},{-2.182713, -0.487517, \ -0.480436}}], Line[{{-2.182713, -0.487517, -0.480436},{-2.157479, -0.481307, \ -0.478809}}], Line[{{-2.157479, -0.481307, -0.478809},{-2.132246, -0.477230, \ -0.477351}}], Line[{{-2.132246, -0.477230, -0.477351},{-2.107012, -0.475242, \ -0.476444}}], Line[{{-2.107012, -0.475242, -0.476444},{-2.081778, -0.475235, \ -0.476459}}], Line[{{-2.081778, -0.475235, -0.476459},{-2.056545, -0.477043, \ -0.477748}}], Line[{{-2.056545, -0.477043, -0.477748},{-2.031311, -0.480443, \ -0.480635}}], Line[{{-2.031311, -0.480443, -0.480635},{-2.006077, -0.485161, \ -0.485406}}], Line[{{-2.006077, -0.485161, -0.485406},{-1.980844, -0.490877, \ -0.492302}}], Line[{{-1.980844, -0.490877, -0.492302},{-1.955610, -0.497235, \ -0.501513}}], Line[{{-1.955610, -0.497235, -0.501513},{-1.930376, -0.503848, \ -0.513170}}], Line[{{-1.930376, -0.503848, -0.513170},{-1.905143, -0.510312, \ -0.527340}}], Line[{{-1.905143, -0.510312, -0.527340},{-1.879909, -0.516211, \ -0.544027}}], Line[{{-1.879909, -0.516211, -0.544027},{-1.854675, -0.521130, \ -0.563167}}], Line[{{-1.854675, -0.521130, -0.563167},{-1.829442, -0.524668, \ -0.584631}}], Line[{{-1.829442, -0.524668, -0.584631},{-1.804208, -0.526444, \ -0.608226}}], Line[{{-1.804208, -0.526444, -0.608226},{-1.778974, -0.526110, \ -0.633697}}], Line[{{-1.778974, -0.526110, -0.633697},{-1.753740, -0.523359, \ -0.660738}}], Line[{{-1.753740, -0.523359, -0.660738},{-1.728507, -0.517936, \ -0.688991}}], Line[{{-1.728507, -0.517936, -0.688991},{-1.703273, -0.509642, \ -0.718061}}], Line[{{-1.703273, -0.509642, -0.718061},{-1.678039, -0.498345, \ -0.747522}}], Line[{{-1.678039, -0.498345, -0.747522},{-1.652806, -0.483978, \ -0.776928}}], Line[{{-1.652806, -0.483978, -0.776928},{-1.627572, -0.466549, \ -0.805825}}], Line[{{-1.627572, -0.466549, -0.805825},{-1.602338, -0.446137, \ -0.833762}}], Line[{{-1.602338, -0.446137, -0.833762},{-1.577105, -0.422895, \ -0.860300}}], Line[{{-1.577105, -0.422895, -0.860300},{-1.551871, -0.397045, \ -0.885028}}], Line[{{-1.551871, -0.397045, -0.885028},{-1.526637, -0.368876, \ -0.907573}}], Line[{{-1.526637, -0.368876, -0.907573},{-1.501404, -0.338736, \ -0.927609}}], Line[{{-1.501404, -0.338736, -0.927609},{-1.476170, -0.307026, \ -0.944867}}], Line[{{-1.476170, -0.307026, -0.944867},{-1.450936, -0.274190, \ -0.959143}}], Line[{{-1.450936, -0.274190, -0.959143},{-1.425703, -0.240703, \ -0.970310}}], Line[{{-1.425703, -0.240703, -0.970310},{-1.400469, -0.207064, \ -0.978313}}], Line[{{-1.400469, -0.207064, -0.978313},{-1.375235, -0.173778, \ -0.983185}}], Line[{{-1.375235, -0.173778, -0.983185},{-1.350002, -0.141348, \ -0.985038}}], Line[{{-1.350002, -0.141348, -0.985038},{-1.324768, -0.110258, \ -0.984067}}], Line[{{-1.324768, -0.110258, -0.984067},{-1.299534, -0.080962, \ -0.980552}}], Line[{{-1.299534, -0.080962, -0.980552},{-1.274301, -0.053869, \ -0.974843}}], Line[{{-1.274301, -0.053869, -0.974843},{-1.249067, -0.029333, \ -0.967364}}], Line[{{-1.249067, -0.029333, -0.967364},{-1.223833, -0.007642, \ -0.958598}}], Line[{{-1.223833, -0.007642, -0.958598},{-1.198600, 0.010994, -0.949079}}], Line[{{-1.198600, 0.010994, -0.949079},{-1.173366, 0.026450, -0.939382}}], Line[{{-1.173366, 0.026450, -0.939382},{-1.148132, 0.038695, -0.930105}}], Line[{{-1.148132, 0.038695, -0.930105},{-1.122899, 0.047792, -0.921863}}], Line[{{-1.122899, 0.047792, -0.921863},{-1.097665, 0.053905, -0.915263}}], Line[{{-1.097665, 0.053905, -0.915263},{-1.072431, 0.057298, -0.910898}}], Line[{{-1.072431, 0.057298, -0.910898},{-1.047198, 0.058333, -0.909327}}], Line[{{-1.047198, 0.058333, -0.909327},{-1.021964, 0.057465, -0.911059}}], Line[{{-1.021964, 0.057465, -0.911059},{-0.996730, 0.055237, -0.916541}}], Line[{{-0.996730, 0.055237, -0.916541},{-0.971497, 0.052269, -0.926143}}], Line[{{-0.971497, 0.052269, -0.926143},{-0.946263, 0.049251, -0.940148}}], Line[{{-0.946263, 0.049251, -0.940148},{-0.921029, 0.046927, -0.958734}}], Line[{{-0.921029, 0.046927, -0.958734},{-0.895796, 0.046081, -0.981976}}], Line[{{-0.895796, 0.046081, -0.981976},{-0.870562, 0.047522, -1.009828}}], Line[{{-0.870562, 0.047522, -1.009828},{-0.845328, 0.052069, -1.042125}}], Line[{{-0.845328, 0.052069, -1.042125},{-0.820094, 0.060530, -1.078581}}], Line[{{-0.820094, 0.060530, -1.078581},{-0.794861, 0.073687, -1.118783}}], Line[{{-0.794861, 0.073687, -1.118783},{-0.769627, 0.092275, -1.162203}}], Line[{{-0.769627, 0.092275, -1.162203},{-0.744393, 0.116970, -1.208194}}], Line[{{-0.744393, 0.116970, -1.208194},{-0.719160, 0.148364, -1.256005}}], Line[{{-0.719160, 0.148364, -1.256005},{-0.693926, 0.186957, -1.304790}}], Line[{{-0.693926, 0.186957, -1.304790},{-0.668692, 0.233138, -1.353617}}], Line[{{-0.668692, 0.233138, -1.353617},{-0.643459, 0.287175, -1.401487}}], Line[{{-0.643459, 0.287175, -1.401487},{-0.618225, 0.349202, -1.447350}}], Line[{{-0.618225, 0.349202, -1.447350},{-0.592991, 0.419215, -1.490120}}], Line[{{-0.592991, 0.419215, -1.490120},{-0.567758, 0.497061, -1.528700}}], Line[{{-0.567758, 0.497061, -1.528700},{-0.542524, 0.582440, -1.561994}}], Line[{{-0.542524, 0.582440, -1.561994},{-0.517290, 0.674904, -1.588935}}], Line[{{-0.517290, 0.674904, -1.588935},{-0.492057, 0.773856, -1.608503}}], Line[{{-0.492057, 0.773856, -1.608503},{-0.466823, 0.878561, -1.619743}}], Line[{{-0.466823, 0.878561, -1.619743},{-0.441589, 0.988153, -1.621786}}], Line[{{-0.441589, 0.988153, -1.621786},{-0.416356, 1.101642, -1.613868}}], Line[{{-0.416356, 1.101642, -1.613868},{-0.391122, 1.217935, -1.595345}}], Line[{{-0.391122, 1.217935, -1.595345},{-0.365888, 1.335845, -1.565708}}], Line[{{-0.365888, 1.335845, -1.565708},{-0.340655, 1.454113, -1.524595}}], Line[{{-0.340655, 1.454113, -1.524595},{-0.315421, 1.571428, -1.471803}}], Line[{{-0.315421, 1.571428, -1.471803},{-0.290187, 1.686445, -1.407293}}], Line[{{-0.290187, 1.686445, -1.407293},{-0.264954, 1.797808, -1.331194}}], Line[{{-0.264954, 1.797808, -1.331194},{-0.239720, 1.904175, -1.243806}}], Line[{{-0.239720, 1.904175, -1.243806},{-0.214486, 2.004235, -1.145597}}], Line[{{-0.214486, 2.004235, -1.145597},{-0.189253, 2.096735, -1.037199}}], Line[{{-0.189253, 2.096735, -1.037199},{-0.164019, 2.180500, -0.919399}}], Line[{{-0.164019, 2.180500, -0.919399},{-0.138785, 2.254453, -0.793131}}], Line[{{-0.138785, 2.254453, -0.793131},{-0.113552, 2.317632, -0.659458}}], Line[{{-0.113552, 2.317632, -0.659458},{-0.088318, 2.369210, -0.519560}}], Line[{{-0.088318, 2.369210, -0.519560},{-0.063084, 2.408504, -0.374716}}], Line[{{-0.063084, 2.408504, -0.374716},{-0.037851, 2.434995, -0.226282}}], Line[{{-0.037851, 2.434995, -0.226282},{-0.012617, 2.448329, -0.075671}}], Line[{{-0.012617, 2.448329, -0.075671},{0.012617, 2.448329, 0.075671}}], Line[{{0.012617, 2.448329, 0.075671},{0.037851, 2.434995, 0.226282}}], Line[{{0.037851, 2.434995, 0.226282},{0.063084, 2.408504, 0.374716}}], Line[{{0.063084, 2.408504, 0.374716},{0.088318, 2.369210, 0.519560}}], Line[{{0.088318, 2.369210, 0.519560},{0.113552, 2.317632, 0.659458}}], Line[{{0.113552, 2.317632, 0.659458},{0.138785, 2.254453, 0.793131}}], Line[{{0.138785, 2.254453, 0.793131},{0.164019, 2.180500, 0.919399}}], Line[{{0.164019, 2.180500, 0.919399},{0.189253, 2.096735, 1.037199}}], Line[{{0.189253, 2.096735, 1.037199},{0.214486, 2.004235, 1.145597}}], Line[{{0.214486, 2.004235, 1.145597},{0.239720, 1.904175, 1.243806}}], Line[{{0.239720, 1.904175, 1.243806},{0.264954, 1.797808, 1.331194}}], Line[{{0.264954, 1.797808, 1.331194},{0.290187, 1.686445, 1.407293}}], Line[{{0.290187, 1.686445, 1.407293},{0.315421, 1.571428, 1.471803}}], Line[{{0.315421, 1.571428, 1.471803},{0.340655, 1.454113, 1.524595}}], Line[{{0.340655, 1.454113, 1.524595},{0.365888, 1.335845, 1.565708}}], Line[{{0.365888, 1.335845, 1.565708},{0.391122, 1.217935, 1.595345}}], Line[{{0.391122, 1.217935, 1.595345},{0.416356, 1.101642, 1.613868}}], Line[{{0.416356, 1.101642, 1.613868},{0.441589, 0.988153, 1.621786}}], Line[{{0.441589, 0.988153, 1.621786},{0.466823, 0.878561, 1.619743}}], Line[{{0.466823, 0.878561, 1.619743},{0.492057, 0.773856, 1.608503}}], Line[{{0.492057, 0.773856, 1.608503},{0.517290, 0.674904, 1.588935}}], Line[{{0.517290, 0.674904, 1.588935},{0.542524, 0.582440, 1.561994}}], Line[{{0.542524, 0.582440, 1.561994},{0.567758, 0.497061, 1.528700}}], Line[{{0.567758, 0.497061, 1.528700},{0.592991, 0.419215, 1.490120}}], Line[{{0.592991, 0.419215, 1.490120},{0.618225, 0.349202, 1.447350}}], Line[{{0.618225, 0.349202, 1.447350},{0.643459, 0.287175, 1.401487}}], Line[{{0.643459, 0.287175, 1.401487},{0.668692, 0.233138, 1.353617}}], Line[{{0.668692, 0.233138, 1.353617},{0.693926, 0.186957, 1.304790}}], Line[{{0.693926, 0.186957, 1.304790},{0.719160, 0.148364, 1.256005}}], Line[{{0.719160, 0.148364, 1.256005},{0.744393, 0.116970, 1.208194}}], Line[{{0.744393, 0.116970, 1.208194},{0.769627, 0.092275, 1.162203}}], Line[{{0.769627, 0.092275, 1.162203},{0.794861, 0.073687, 1.118783}}], Line[{{0.794861, 0.073687, 1.118783},{0.820094, 0.060530, 1.078581}}], Line[{{0.820094, 0.060530, 1.078581},{0.845328, 0.052069, 1.042125}}], Line[{{0.845328, 0.052069, 1.042125},{0.870562, 0.047522, 1.009828}}], Line[{{0.870562, 0.047522, 1.009828},{0.895796, 0.046081, 0.981976}}], Line[{{0.895796, 0.046081, 0.981976},{0.921029, 0.046927, 0.958734}}], Line[{{0.921029, 0.046927, 0.958734},{0.946263, 0.049251, 0.940148}}], Line[{{0.946263, 0.049251, 0.940148},{0.971497, 0.052269, 0.926143}}], Line[{{0.971497, 0.052269, 0.926143},{0.996730, 0.055237, 0.916541}}], Line[{{0.996730, 0.055237, 0.916541},{1.021964, 0.057465, 0.911059}}], Line[{{1.021964, 0.057465, 0.911059},{1.047198, 0.058333, 0.909327}}], Line[{{1.047198, 0.058333, 0.909327},{1.072431, 0.057298, 0.910898}}], Line[{{1.072431, 0.057298, 0.910898},{1.097665, 0.053905, 0.915263}}], Line[{{1.097665, 0.053905, 0.915263},{1.122899, 0.047792, 0.921863}}], Line[{{1.122899, 0.047792, 0.921863},{1.148132, 0.038695, 0.930105}}], Line[{{1.148132, 0.038695, 0.930105},{1.173366, 0.026450, 0.939382}}], Line[{{1.173366, 0.026450, 0.939382},{1.198600, 0.010994, 0.949079}}], Line[{{1.198600, 0.010994, 0.949079},{1.223833, -0.007642, 0.958598}}], Line[{{1.223833, -0.007642, 0.958598},{1.249067, -0.029333, 0.967364}}], Line[{{1.249067, -0.029333, 0.967364},{1.274301, -0.053869, 0.974843}}], Line[{{1.274301, -0.053869, 0.974843},{1.299534, -0.080962, 0.980552}}], Line[{{1.299534, -0.080962, 0.980552},{1.324768, -0.110258, 0.984067}}], Line[{{1.324768, -0.110258, 0.984067},{1.350002, -0.141348, 0.985038}}], Line[{{1.350002, -0.141348, 0.985038},{1.375235, -0.173778, 0.983185}}], Line[{{1.375235, -0.173778, 0.983185},{1.400469, -0.207064, 0.978313}}], Line[{{1.400469, -0.207064, 0.978313},{1.425703, -0.240703, 0.970310}}], Line[{{1.425703, -0.240703, 0.970310},{1.450936, -0.274190, 0.959143}}], Line[{{1.450936, -0.274190, 0.959143},{1.476170, -0.307026, 0.944867}}], Line[{{1.476170, -0.307026, 0.944867},{1.501404, -0.338736, 0.927609}}], Line[{{1.501404, -0.338736, 0.927609},{1.526637, -0.368876, 0.907573}}], Line[{{1.526637, -0.368876, 0.907573},{1.551871, -0.397045, 0.885028}}], Line[{{1.551871, -0.397045, 0.885028},{1.577105, -0.422895, 0.860300}}], Line[{{1.577105, -0.422895, 0.860300},{1.602338, -0.446137, 0.833762}}], Line[{{1.602338, -0.446137, 0.833762},{1.627572, -0.466549, 0.805825}}], Line[{{1.627572, -0.466549, 0.805825},{1.652806, -0.483978, 0.776928}}], Line[{{1.652806, -0.483978, 0.776928},{1.678039, -0.498345, 0.747522}}], Line[{{1.678039, -0.498345, 0.747522},{1.703273, -0.509642, 0.718061}}], Line[{{1.703273, -0.509642, 0.718061},{1.728507, -0.517936, 0.688991}}], Line[{{1.728507, -0.517936, 0.688991},{1.753740, -0.523359, 0.660738}}], Line[{{1.753740, -0.523359, 0.660738},{1.778974, -0.526110, 0.633697}}], Line[{{1.778974, -0.526110, 0.633697},{1.804208, -0.526444, 0.608226}}], Line[{{1.804208, -0.526444, 0.608226},{1.829442, -0.524668, 0.584631}}], Line[{{1.829442, -0.524668, 0.584631},{1.854675, -0.521130, 0.563167}}], Line[{{1.854675, -0.521130, 0.563167},{1.879909, -0.516211, 0.544027}}], Line[{{1.879909, -0.516211, 0.544027},{1.905143, -0.510312, 0.527340}}], Line[{{1.905143, -0.510312, 0.527340},{1.930376, -0.503848, 0.513170}}], Line[{{1.930376, -0.503848, 0.513170},{1.955610, -0.497235, 0.501513}}], Line[{{1.955610, -0.497235, 0.501513},{1.980844, -0.490877, 0.492302}}], Line[{{1.980844, -0.490877, 0.492302},{2.006077, -0.485161, 0.485406}}], Line[{{2.006077, -0.485161, 0.485406},{2.031311, -0.480443, 0.480635}}], Line[{{2.031311, -0.480443, 0.480635},{2.056545, -0.477043, 0.477748}}], Line[{{2.056545, -0.477043, 0.477748},{2.081778, -0.475235, 0.476459}}], Line[{{2.081778, -0.475235, 0.476459},{2.107012, -0.475242, 0.476444}}], Line[{{2.107012, -0.475242, 0.476444},{2.132246, -0.477230, 0.477351}}], Line[{{2.132246, -0.477230, 0.477351},{2.157479, -0.481307, 0.478809}}], Line[{{2.157479, -0.481307, 0.478809},{2.182713, -0.487517, 0.480436}}], Line[{{2.182713, -0.487517, 0.480436},{2.207947, -0.495845, 0.481854}}], Line[{{2.207947, -0.495845, 0.481854},{2.233180, -0.506213, 0.482692}}], Line[{{2.233180, -0.506213, 0.482692},{2.258414, -0.518488, 0.482601}}], Line[{{2.258414, -0.518488, 0.482601},{2.283648, -0.532481, 0.481260}}], Line[{{2.283648, -0.532481, 0.481260},{2.308881, -0.547958, 0.478384}}], Line[{{2.308881, -0.547958, 0.478384},{2.334115, -0.564640, 0.473733}}], Line[{{2.334115, -0.564640, 0.473733},{2.359349, -0.582218, 0.467114}}], Line[{{2.359349, -0.582218, 0.467114},{2.384582, -0.600357, 0.458389}}], Line[{{2.384582, -0.600357, 0.458389},{2.409816, -0.618704, 0.447475}}], Line[{{2.409816, -0.618704, 0.447475},{2.435050, -0.636901, 0.434350}}], Line[{{2.435050, -0.636901, 0.434350},{2.460284, -0.654593, 0.419047}}], Line[{{2.460284, -0.654593, 0.419047},{2.485517, -0.671434, 0.401657}}], Line[{{2.485517, -0.671434, 0.401657},{2.510751, -0.687103, 0.382326}}], Line[{{2.510751, -0.687103, 0.382326},{2.535985, -0.701303, 0.361249}}], Line[{{2.535985, -0.701303, 0.361249},{2.561218, -0.713776, 0.338664}}], Line[{{2.561218, -0.713776, 0.338664},{2.586452, -0.724306, 0.314847}}], Line[{{2.586452, -0.724306, 0.314847},{2.611686, -0.732727, 0.290106}}], Line[{{2.611686, -0.732727, 0.290106},{2.636919, -0.738920, 0.264769}}], Line[{{2.636919, -0.738920, 0.264769},{2.662153, -0.742826, 0.239179}}], Line[{{2.662153, -0.742826, 0.239179},{2.687387, -0.744440, 0.213683}}], Line[{{2.687387, -0.744440, 0.213683},{2.712620, -0.743812, 0.188622}}], Line[{{2.712620, -0.743812, 0.188622},{2.737854, -0.741046, 0.164325}}], Line[{{2.737854, -0.741046, 0.164325},{2.763088, -0.736299, 0.141099}}], Line[{{2.763088, -0.736299, 0.141099},{2.788321, -0.729773, 0.119221}}], Line[{{2.788321, -0.729773, 0.119221},{2.813555, -0.721712, 0.098932}}], Line[{{2.813555, -0.721712, 0.098932},{2.838789, -0.712397, 0.080428}}], Line[{{2.838789, -0.712397, 0.080428},{2.864022, -0.702132, 0.063860}}], Line[{{2.864022, -0.702132, 0.063860},{2.889256, -0.691245, 0.049325}}], Line[{{2.889256, -0.691245, 0.049325},{2.914490, -0.680071, 0.036868}}], Line[{{2.914490, -0.680071, 0.036868},{2.939723, -0.668951, 0.026479}}], Line[{{2.939723, -0.668951, 0.026479},{2.964957, -0.658217, 0.018091}}], Line[{{2.964957, -0.658217, 0.018091},{2.990191, -0.648185, 0.011588}}], Line[{{2.990191, -0.648185, 0.011588},{3.015424, -0.639149, 0.006803}}], Line[{{3.015424, -0.639149, 0.006803},{3.040658, -0.631373, 0.003525}}], Line[{{3.040658, -0.631373, 0.003525},{3.065892, -0.625079, 0.001501}}], Line[{{3.065892, -0.625079, 0.001501},{3.091125, -0.620451, 0.000448}}], Line[{{3.091125, -0.620451, 0.000448},{3.116359, -0.617620, 0.000056}}], Line[{{3.116359, -0.617620, 0.000056},{3.141593, -0.616667, 0.000000}}]}, Boxed -> True, Lighting -> True, SphericalRegion -> False, BoxRatios -> {1.000000, 1.000000, 1.000000}, ViewPoint -> {1.300000, -2.400000, 2.000000} ] ], "Graphics", ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgP3oool00`000000oooo0?ooo`070?ooo`030000003oool0oooo04D0oooo002>0?ooo`<00000 ?@3oool00`000000oooo0?ooo`080?ooo`030000003oool0oooo04@0oooo002;0?ooo`<00000@03o ool00`000000oooo0?ooo`080?ooo`030000003oool0oooo04@0oooo00280?ooo`<00000@`3oool0 0`000000oooo0?ooo`090?ooo`030000003oool0oooo04<0oooo00250?ooo`<00000AP3oool00`00 0000oooo0?ooo`090?ooo`030000003oool0oooo04<0oooo00220?ooo`<00000B@3oool00`000000 oooo0?ooo`0:0?ooo`030000003oool0oooo0480oooo00200?ooo`800000C03oool00`000000oooo 0?ooo`0:0?ooo`030000003oool0oooo0480oooo001m0?ooo`<00000CP3oool00`000000oooo0?oo o`0;0?ooo`030000003oool0oooo0440oooo001j0?ooo`<00000D@3oool00`000000oooo0?ooo`0< 0?ooo`030000003oool0oooo0400oooo001g0?ooo`<00000E03oool00`000000oooo0?ooo`0<0?oo o`030000003oool0oooo0400oooo001d0?ooo`<00000E`3oool00`000000oooo0?ooo`0=0?ooo`03 0000003oool0oooo03l0oooo001a0?ooo`<00000FP3oool00`000000oooo0?ooo`0=0?ooo`030000 003oool0oooo03l0oooo001^0?ooo`<00000GP3oool00`000000oooo0?ooo`0=0?ooo`030000003o ool0oooo03h0oooo001[0?ooo`<00000H@3oool00`000000oooo0?ooo`0>0?ooo`030000003oool0 oooo03d0oooo001X0?ooo`<00000I03oool00`000000oooo0?ooo`0>0?ooo`030000003oool0oooo 03d0oooo001U0?ooo`<00000I`3oool00`000000oooo0?ooo`0?0?ooo`030000003oool0oooo03`0 oooo001S0?ooo`800000JP3oool00`000000oooo0?ooo`0?0?ooo`030000003oool0oooo03`0oooo 001P0?ooo`<00000K03oool00`000000oooo0?ooo`0@0?ooo`030000003oool0oooo03/0oooo001M 0?ooo`<00000K`3oool00`000000oooo0?ooo`0A0?ooo`030000003oool0oooo03X0oooo001J0?oo o`<00000LP3oool00`000000oooo0?ooo`0A0?ooo`030000003oool0oooo03X0oooo001G0?ooo`<0 0000M@3oool00`000000oooo0?ooo`0B0?ooo`030000003oool0oooo03T0oooo001D0?ooo`<00000 N03oool00`000000oooo0?ooo`0B0?ooo`030000003oool0oooo03T0oooo001A0?ooo`<00000N`3o ool00`000000oooo0?ooo`0C0?ooo`030000003oool0oooo03P0oooo001>0?ooo`<00000OP3oool0 0`000000oooo0?ooo`0D0?ooo`030000003oool0oooo03L0oooo001;0?ooo`<00000N03oool40000 00D0oooo00<000000?ooo`3oool0503oool00`000000oooo0?ooo`0g0?ooo`00B03oool3000007P0 oooo0`00000:0?ooo`030000003oool0oooo01@0oooo00<000000?ooo`3oool0=P3oool004D0oooo 0`00001h0?ooo`<000003@3oool00`000000oooo0?ooo`0D0?ooo`030000003oool0oooo03H0oooo 00130?ooo`800000N`3oool00`000000oooo0?ooo`0=0?ooo`030000003oool0oooo01D0oooo00<0 00000?ooo`3oool0=@3oool00400oooo0`00001k0?ooo`800000403oool00`000000oooo0?ooo`0F 0?ooo`030000003oool0oooo03@0oooo000m0?ooo`<00000OP3oool00`000000oooo0?ooo`0?0?oo o`030000003oool0oooo01H0oooo00<000000?ooo`3oool0=03oool003X0oooo0`0000200?ooo`03 0000003oool0oooo0100oooo00<000000?ooo`3oool05`3oool00`000000oooo0?ooo`0c0?ooo`00 =`3oool300000880oooo00<000000?ooo`3oool04@3oool00`000000oooo0?ooo`0G0?ooo`030000 003oool0oooo03<0oooo000e0?ooo`800000Q03oool00`000000oooo0?ooo`0B0?ooo`030000003o ool0oooo01L0oooo0P00000d0?ooo`00=@3oool2000008@0oooo00<000000?ooo`3oool04P3oool0 0`000000oooo0?ooo`0D0?ooo`<0000000<0oooo0000003oool0<`3oool003D0oooo00<000000?oo o`000000PP3oool00`000000oooo0?ooo`0C0?ooo`030000003oool0oooo0100oooo100000040?oo o`030000003oool0oooo0380oooo000e0?ooo`040000003oool0oooo00000840oooo00<000000?oo o`3oool04`3oool00`000000oooo0?ooo`0=0?ooo`<00000203oool00`000000oooo0?ooo`0b0?oo o`00=03oool00`000000oooo0?ooo`020?ooo`030000003oool0oooo03l0oooo1`00000g0?ooo`03 0000003oool0oooo01@0oooo00<000000?ooo`3oool02P3oool3000000/0oooo00<000000?ooo`3o ool00?ooo`<000004P3oool00`000000oooo0?ooo`0I0?ooo`030000003oool0oooo0300 oooo000c0?ooo`030000003oool0oooo00h0oooo00<000000?ooo`3oool04`3oool00`000000oooo 0?ooo`0b0?ooo`030000003oool0oooo01T0oooo00<000000?ooo`3oool02P3oool4000001D0oooo 00<000000?ooo`3oool06@3oool00`000000oooo0?ooo`0`0?ooo`00<`3oool00`000000oooo0?oo o`0?0?ooo`030000003oool0oooo0140oooo00<000000?ooo`3oool0=03oool00`000000oooo0?oo o`0G0?ooo`030000003oool0oooo00P0oooo0`00000I0?ooo`030000003oool0oooo01T0oooo00<0 00000?ooo`3oool0<03oool003<0oooo00<000000?ooo`3oool0403oool00`000000oooo0?ooo`0? 0?ooo`800000=`3oool00`000000oooo0?ooo`0E0?ooo`030000003oool0oooo00H0oooo0`00000L 0?ooo`030000003oool0oooo01T0oooo00<000000?ooo`3oool0<03oool003<0oooo00<000000?oo o`3oool04@3oool00`000000oooo0?ooo`0=0?ooo`800000>03oool00`000000oooo0?ooo`0E0?oo o`030000003oool0oooo0080oooo1000000P0?ooo`030000003oool0oooo01P0oooo00<000000?oo o`3oool0<03oool003<0oooo00<000000?ooo`3oool04P3oool00`000000oooo0?ooo`0<0?ooo`03 0000003oool0oooo03P0oooo00<000000?ooo`3oool04`3oool00`000000oooo0?ooo`03000002@0 oooo00<000000?ooo`3oool0603oool00`000000oooo0?ooo`0`0?ooo`00@3oool00`000000oooo 0?ooo`0B0?ooo`@000009`3oool00`000000oooo0?ooo`0H0?ooo`030000003oool0oooo0300oooo 000b0?ooo`030000003oool0oooo01D0oooo0P0000080?ooo`800000?@3oool00`000000oooo0?oo o`0>0?ooo`@00000:P3oool00`000000oooo0?ooo`0H0?ooo`030000003oool0oooo0300oooo000b 0?ooo`030000003oool0oooo01H0oooo2@0000100?ooo`030000003oool0oooo00X0oooo0`000003 0?ooo`030000003oool0oooo02P0oooo00<000000?ooo`3oool0603oool00`000000oooo0?ooo`0` 0?ooo`000?ooo`030000 003oool0oooo00T0oooo00<000000?ooo`3oool05@3oool3000001L0oooo00<000000?ooo`3oool0 5@3oool00`000000oooo0?ooo`0_0?ooo`00<@3oool00`000000oooo0?ooo`0<0?ooo`030000003o ool0oooo0180oooo00<000000?ooo`3oool0:`3oool400000180oooo00<000000?ooo`3oool0203o ool00`000000oooo0?ooo`0B0?ooo`<000006`3oool00`000000oooo0?ooo`0D0?ooo`030000003o ool0oooo02l0oooo000a0?ooo`030000003oool0oooo00/0oooo0P00000E0?ooo`030000003oool0 oooo02L0oooo0`00000F0?ooo`030000003oool0oooo00P0oooo00<000000?ooo`3oool03P3oool4 000001l0oooo00<000000?ooo`3oool0503oool00`000000oooo0?ooo`0^0?ooo`00<@3oool00`00 0000oooo0?ooo`0;0?ooo`030000003oool0oooo01D0oooo00<000000?ooo`3oool08`3oool30000 01X0oooo00<000000?ooo`3oool01`3oool00`000000oooo0?ooo`0;0?ooo`<000008`3oool00`00 0000oooo0?ooo`0D0?ooo`030000003oool0oooo02h0oooo000a0?ooo`030000003oool0oooo00X0 oooo00<000000?ooo`3oool05`3oool00`000000oooo0?ooo`0N0?ooo`@000007@3oool00`000000 oooo0?ooo`060?ooo`030000003oool0oooo00P0oooo1000000W0?ooo`030000003oool0oooo01<0 oooo00<000000?ooo`3oool0;P3oool00340oooo00<000000?ooo`3oool02@3oool00`000000oooo 0?ooo`0I0?ooo`030000003oool0oooo01X0oooo0`00000Q0?ooo`030000003oool0oooo00D0oooo 0P0000070?ooo`<00000;03oool00`000000oooo0?ooo`0B0?ooo`030000003oool0oooo02h0oooo 000`0?ooo`030000003oool0oooo00P0oooo0P00000M0?ooo`030000003oool0oooo01H0oooo0`00 000U0?ooo`030000003oool0oooo00@000001@3oool4000002l0oooo00<000000?ooo`3oool04P3o ool00`000000oooo0?ooo`0^0?ooo`00<03oool00`000000oooo0?ooo`0X0?ooo`030000003oool0 oooo0140oooo1000000X0?ooo`<000001P3oool3000003@0oooo00<000000?ooo`3oool04@3oool0 0`000000oooo0?ooo`0^0?ooo`00<03oool00`000000oooo0?ooo`0Y0?ooo`030000003oool0oooo 00d0oooo0`00000/0?ooo`8000000`3oool4000003P0oooo00<000000?ooo`3oool0403oool00`00 0000oooo0?ooo`0^0?ooo`00<03oool00`000000oooo0?ooo`0Z0?ooo`030000003oool0oooo00T0 oooo0`00000^0?ooo`H00000?03oool00`000000oooo0?ooo`0@0?ooo`030000003oool0oooo02h0 oooo000`0?ooo`030000003oool0oooo02/0oooo00<000000?ooo`3oool0103oool400000300oooo 1@00000o0?ooo`030000003oool0oooo00l0oooo00<000000?ooo`3oool0;P3oool00300oooo00<0 00000?ooo`3oool0;03oool00`000000oooo0?ooo`0300000340oooo100000030?ooo`030000003o ool0oooo03h0oooo00<000000?ooo`3oool03`3oool00`000000oooo0?ooo`0]0?ooo`00<03oool0 0`000000oooo0?ooo`0]0?ooo`800000<@3oool3000000<0oooo00<000000?ooo`3oool00P3oool0 0`000000oooo0?ooo`0m0?ooo`030000003oool0oooo00l0oooo00<000000?ooo`3oool0;@3oool0 0300oooo00<000000?ooo`3oool0;@3oool00`000000oooo0?ooo`0/0?ooo`@000001P3oool00`00 0000oooo0?ooo`020?ooo`030000003oool0oooo03h0oooo00<000000?ooo`3oool03P3oool00`00 0000oooo0?ooo`0]0?ooo`00;`3oool00`000000oooo0?ooo`0^0?ooo`030000003oool0oooo02T0 oooo0`0000090?ooo`030000003oool0oooo00<0oooo00<000000?ooo`3oool0?`3oool00`000000 oooo0?ooo`0=0?ooo`030000003oool0oooo02d0oooo000_0?ooo`030000003oool0oooo02h0oooo 00<000000?ooo`3oool09@3oool4000000`0oooo00<000000?ooo`3oool0103oool00`000000oooo 0?ooo`0n0?ooo`030000003oool0oooo00d0oooo00<000000?ooo`3oool0;@3oool002l0oooo00<0 00000?ooo`3oool0;P3oool00`000000oooo0?ooo`0R0?ooo`<00000403oool00`000000oooo0?oo o`040?ooo`030000003oool0oooo03l0oooo00<000000?ooo`3oool0303oool00`000000oooo0?oo o`0]0?ooo`00;`3oool00`000000oooo0?ooo`0^0?ooo`030000003oool0oooo01h0oooo1000000C 0?ooo`030000003oool0oooo00@0oooo00<000000?ooo`3oool0@03oool00`000000oooo0?ooo`0; 0?ooo`030000003oool0oooo02d0oooo000_0?ooo`030000003oool0oooo02h0oooo00<000000?oo o`3oool06`3oool3000001L0oooo00<000000?ooo`3oool0103oool00`000000oooo0?ooo`110?oo o`030000003oool0oooo00X0oooo00<000000?ooo`3oool0;@3oool002l0oooo00<000000?ooo`3o ool0;@3oool00`000000oooo0?ooo`0H0?ooo`@000006P3oool00`000000oooo0?ooo`040?ooo`03 0000003oool0oooo0440oooo00<000000?ooo`3oool02P3oool00`000000oooo0?ooo`0]0?ooo`00 ;`3oool00`000000oooo0?ooo`0]0?ooo`030000003oool0oooo01D0oooo0`00000N0?ooo`030000 003oool0oooo00@0oooo00<000000?ooo`3oool0@P3oool00`000000oooo0?ooo`0:0?ooo`030000 003oool0oooo02`0oooo000_0?ooo`030000003oool0oooo02d0oooo00<000000?ooo`3oool04@3o ool400000240oooo00<000000?ooo`3oool01@3oool00`000000oooo0?ooo`120?ooo`030000003o ool0oooo00T0oooo00<000000?ooo`3oool0;03oool002h0oooo00<000000?ooo`3oool0;P3oool0 0`000000oooo0?ooo`0>0?ooo`<000009@3oool00`000000oooo0?ooo`050?ooo`030000003oool0 oooo0480oooo00<000000?ooo`3oool02@3oool00`000000oooo0?ooo`0/0?ooo`00;P3oool00`00 0000oooo0?ooo`0^0?ooo`030000003oool0oooo00X0oooo1000000X0?ooo`030000003oool0oooo 00D0oooo00<000000?ooo`3oool0@`3oool00`000000oooo0?ooo`080?ooo`030000003oool0oooo 02`0oooo000^0?ooo`030000003oool0oooo02h0oooo00<000000?ooo`3oool01`3oool3000002`0 oooo00<000000?ooo`3oool01P3oool00`000000oooo0?ooo`130?ooo`030000003oool0oooo00L0 oooo00<000000?ooo`3oool0;03oool002h0oooo00<000000?ooo`3oool0;P3oool00`000000oooo 0?ooo`040?ooo`<00000;`3oool00`000000oooo0?ooo`060?ooo`030000003oool0oooo04<0oooo 00<000000?ooo`3oool01`3oool00`000000oooo0?ooo`0/0?ooo`00;P3oool00`000000oooo0?oo o`0^0?ooo`030000003oool0oooo00@0000003oool00`000000oooo0?ooo`060?ooo`030000003oool0oooo 04D0oooo00<000000?ooo`3oool01@3oool00`000000oooo0?ooo`0/0?ooo`00;P3oool00`000000 oooo0?ooo`0W0?ooo`<00000103oool00`000000oooo0?ooo`0f0?ooo`030000003oool0oooo00L0 oooo00<000000?ooo`3oool0A@3oool00`000000oooo0?ooo`050?ooo`030000003oool0oooo02/0 oooo000]0?ooo`030000003oool0oooo02@0oooo100000070?ooo`030000003oool0oooo03H0oooo 00<000000?ooo`3oool01`3oool00`000000oooo0?ooo`160?ooo`030000003oool0oooo00@0oooo 00<000000?ooo`3oool0:`3oool002d0oooo00<000000?ooo`3oool08@3oool3000000/0oooo00<0 00000?ooo`3oool0=`3oool00`000000oooo0?ooo`060?ooo`030000003oool0oooo04H0oooo00<0 00000?ooo`3oool0103oool00`000000oooo0?ooo`0[0?ooo`00;@3oool00`000000oooo0?ooo`0M 0?ooo`@000003P3oool00`000000oooo0?ooo`0g0?ooo`030000003oool0oooo00H0oooo00<00000 0?ooo`3oool0A`3oool00`000000oooo0?ooo`030?ooo`030000003oool0oooo02/0oooo000]0?oo o`030000003oool0oooo01X0oooo0`00000A0?ooo`030000003oool0oooo03P0oooo00<000000?oo o`3oool01P3oool00`000000oooo0?ooo`180?ooo`030000003oool0oooo0080oooo00<000000?oo o`3oool0:`3oool002d0oooo00<000000?ooo`3oool05P3oool4000001@0oooo00<000000?ooo`3o ool0>@3oool00`000000oooo0?ooo`050?ooo`030000003oool0oooo04T0oooo00D000000?ooo`3o ool0oooo0000000]0?ooo`00;@3oool00`000000oooo0?ooo`0C0?ooo`<00000603oool00`000000 oooo0?ooo`0i0?ooo`030000003oool0oooo00D0oooo00<000000?ooo`3oool0B@3oool01@000000 oooo0?ooo`3oool0000002d0oooo000]0?ooo`030000003oool0oooo0100oooo0`00000K0?ooo`03 0000003oool0oooo03X0oooo00<000000?ooo`3oool0103oool00`000000oooo0?ooo`1:0?ooo`04 0000003oool0oooo000002d0oooo000]0?ooo`030000003oool0oooo00`0oooo1000000N0?ooo`03 0000003oool0oooo03X0oooo00<000000?ooo`3oool0103oool00`000000oooo0?ooo`1;0?ooo`03 0000003oool0000002d0oooo000/0?ooo`030000003oool0oooo00X0oooo0`00000R0?ooo`030000 003oool0oooo03X0oooo00<000000?ooo`3oool0103oool00`000000oooo0?ooo`1;0?ooo`040000 003oool0oooo000002`0oooo000/0?ooo`030000003oool0oooo00H0oooo1000000U0?ooo`030000 003oool0oooo03/0oooo00<000000?ooo`3oool00P3oool00`000000oooo0?ooo`1=0?ooo`030000 003oool0000002`0oooo000/0?ooo`030000003oool0oooo00<0oooo0`00000Y0?ooo`030000003o ool0oooo03`0oooo00D000000?ooo`3oool0oooo0000001@0?ooo`800000;03oool002`0oooo00<0 00000?ooo`0000000`00000/0?ooo`030000003oool0oooo03`0oooo0P0000020?ooo`030000003o ool0oooo04h0oooo0P00000/0?ooo`00;03oool200000300oooo00<000000?ooo`3oool0?P3oool2 00000500oooo0`00000/0?ooo`00;@3oool00`000000oooo0?ooo`0^0?ooo`030000003oool0oooo 08`0oooo1000000_0?ooo`00;P3oool2000002h0oooo00<000000?ooo`3oool0R03oool4000003<0 oooo000`0?ooo`030000003oool0oooo02/0oooo00<000000?ooo`3oool0Q03oool4000003L0oooo 000a0?ooo`030000003oool0oooo02T0oooo00<000000?ooo`3oool0P@3oool4000003/0oooo000b 0?ooo`030000003oool0oooo02P0oooo00<000000?ooo`3oool0O@3oool4000003l0oooo000c0?oo o`800000:03oool00`000000oooo0?ooo`1i0?ooo`@00000@`3oool003D0oooo00<000000?ooo`3o ool09@3oool00`000000oooo0?ooo`1e0?ooo`@00000A`3oool003H0oooo00<000000?ooo`3oool0 903oool00`000000oooo0?ooo`1a0?ooo`@00000B`3oool003L0oooo0P00000T0?ooo`030000003o ool0oooo06`0oooo1@00001?0?ooo`00>@3oool00`000000oooo0?ooo`0Q0?ooo`030000003oool0 oooo06P0oooo1000001D0?ooo`00>P3oool00`000000oooo0?ooo`0P0?ooo`030000003oool0oooo 06@0oooo1000001H0?ooo`00>`3oool00`000000oooo0?ooo`0O0?ooo`030000003oool0oooo0600 oooo1000001L0?ooo`00?03oool2000001l0oooo00<000000?ooo`3oool0G03oool400000600oooo 000n0?ooo`030000003oool0oooo01`0oooo00<000000?ooo`3oool0F03oool4000006@0oooo000o 0?ooo`030000003oool0oooo01/0oooo00<000000?ooo`3oool0E03oool4000006P0oooo00100?oo o`030000003oool0oooo01X0oooo00<000000?ooo`3oool0D03oool4000006`0oooo00110?ooo`80 00006@3oool00`000000oooo0?ooo`1=0?ooo`@00000L03oool004<0oooo00<000000?ooo`3oool0 5P3oool00`000000oooo0?ooo`190?ooo`@00000M03oool004@0oooo00<000000?ooo`3oool05@3o ool00`000000oooo0?ooo`140?ooo`D00000N03oool004D0oooo0P00000E0?ooo`030000003oool0 oooo0400oooo1000001m0?ooo`00A`3oool00`000000oooo0?ooo`0B0?ooo`030000003oool0oooo 03`0oooo100000210?ooo`00B03oool00`000000oooo0?ooo`0A0?ooo`030000003oool0oooo03P0 oooo100000250?ooo`00B@3oool00`000000oooo0?ooo`0@0?ooo`030000003oool0oooo03@0oooo 100000290?ooo`00BP3oool200000100oooo00<000000?ooo`3oool0<03oool4000008d0oooo001< 0?ooo`030000003oool0oooo00d0oooo00<000000?ooo`3oool0;03oool400000940oooo001=0?oo o`030000003oool0oooo00`0oooo00<000000?ooo`3oool0:03oool4000009D0oooo001>0?ooo`03 0000003oool0oooo00/0oooo00<000000?ooo`3oool0903oool4000009T0oooo001?0?ooo`800000 2`3oool00`000000oooo0?ooo`0O0?ooo`D00000W@3oool00540oooo00<000000?ooo`3oool0203o ool00`000000oooo0?ooo`0K0?ooo`@00000XP3oool00580oooo00<000000?ooo`3oool01`3oool0 0`000000oooo0?ooo`0G0?ooo`@00000YP3oool005<0oooo0P0000060?ooo`030000003oool0oooo 01@0oooo1000002Z0?ooo`00E@3oool00`000000oooo0?ooo`030?ooo`030000003oool0oooo0100 oooo1000002^0?ooo`00EP3oool00`000000oooo0?ooo`020?ooo`030000003oool0oooo00`0oooo 1000002b0?ooo`00E`3oool01@000000oooo0?ooo`3oool0000000X0oooo1000002f0?ooo`00F03o ool2000000030?ooo`000000oooo00D0oooo1000002j0?ooo`00FP3oool200000080oooo1000002n 0?ooo`00F`3oool300000<80oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o 0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o 0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o 0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o 0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o 0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o 0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o 0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o 0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o 0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o 0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o 0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o 0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o 0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o 0?ooob40oooo0000\ \>"]] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ \(Show[s3, ViewPoint -> {0, \(-100\), 0}, Axes -> True]\)], "Input"], Cell[BoxData[ Graphics3D[{ Line[{{-3.141593, -0.616667, 0.000000},{-3.116359, -0.617620, -0.000056}}], Line[{{-3.116359, -0.617620, -0.000056},{-3.091125, -0.620451, \ -0.000448}}], Line[{{-3.091125, -0.620451, -0.000448},{-3.065892, -0.625079, \ -0.001501}}], Line[{{-3.065892, -0.625079, -0.001501},{-3.040658, -0.631373, \ -0.003525}}], Line[{{-3.040658, -0.631373, -0.003525},{-3.015424, -0.639149, \ -0.006803}}], Line[{{-3.015424, -0.639149, -0.006803},{-2.990191, -0.648185, \ -0.011588}}], Line[{{-2.990191, -0.648185, -0.011588},{-2.964957, -0.658217, \ -0.018091}}], Line[{{-2.964957, -0.658217, -0.018091},{-2.939723, -0.668951, \ -0.026479}}], Line[{{-2.939723, -0.668951, -0.026479},{-2.914490, -0.680071, \ -0.036868}}], Line[{{-2.914490, -0.680071, -0.036868},{-2.889256, -0.691245, \ -0.049325}}], Line[{{-2.889256, -0.691245, -0.049325},{-2.864022, -0.702132, \ -0.063860}}], Line[{{-2.864022, -0.702132, -0.063860},{-2.838789, -0.712397, \ -0.080428}}], Line[{{-2.838789, -0.712397, -0.080428},{-2.813555, -0.721712, \ -0.098932}}], Line[{{-2.813555, -0.721712, -0.098932},{-2.788321, -0.729773, \ -0.119221}}], Line[{{-2.788321, -0.729773, -0.119221},{-2.763088, -0.736299, \ -0.141099}}], Line[{{-2.763088, -0.736299, -0.141099},{-2.737854, -0.741046, \ -0.164325}}], Line[{{-2.737854, -0.741046, -0.164325},{-2.712620, -0.743812, \ -0.188622}}], Line[{{-2.712620, -0.743812, -0.188622},{-2.687387, -0.744440, \ -0.213683}}], Line[{{-2.687387, -0.744440, -0.213683},{-2.662153, -0.742826, \ -0.239179}}], Line[{{-2.662153, -0.742826, -0.239179},{-2.636919, -0.738920, \ -0.264769}}], Line[{{-2.636919, -0.738920, -0.264769},{-2.611686, -0.732727, \ -0.290106}}], Line[{{-2.611686, -0.732727, -0.290106},{-2.586452, -0.724306, \ -0.314847}}], Line[{{-2.586452, -0.724306, -0.314847},{-2.561218, -0.713776, \ -0.338664}}], Line[{{-2.561218, -0.713776, -0.338664},{-2.535985, -0.701303, \ -0.361249}}], Line[{{-2.535985, -0.701303, -0.361249},{-2.510751, -0.687103, \ -0.382326}}], Line[{{-2.510751, -0.687103, -0.382326},{-2.485517, -0.671434, \ -0.401657}}], Line[{{-2.485517, -0.671434, -0.401657},{-2.460284, -0.654593, \ -0.419047}}], Line[{{-2.460284, -0.654593, -0.419047},{-2.435050, -0.636901, \ -0.434350}}], Line[{{-2.435050, -0.636901, -0.434350},{-2.409816, -0.618704, \ -0.447475}}], Line[{{-2.409816, -0.618704, -0.447475},{-2.384582, -0.600357, \ -0.458389}}], Line[{{-2.384582, -0.600357, -0.458389},{-2.359349, -0.582218, \ -0.467114}}], Line[{{-2.359349, -0.582218, -0.467114},{-2.334115, -0.564640, \ -0.473733}}], Line[{{-2.334115, -0.564640, -0.473733},{-2.308881, -0.547958, \ -0.478384}}], Line[{{-2.308881, -0.547958, -0.478384},{-2.283648, -0.532481, \ -0.481260}}], Line[{{-2.283648, -0.532481, -0.481260},{-2.258414, -0.518488, \ -0.482601}}], Line[{{-2.258414, -0.518488, -0.482601},{-2.233180, -0.506213, \ -0.482692}}], Line[{{-2.233180, -0.506213, -0.482692},{-2.207947, -0.495845, \ -0.481854}}], Line[{{-2.207947, -0.495845, -0.481854},{-2.182713, -0.487517, \ -0.480436}}], Line[{{-2.182713, -0.487517, -0.480436},{-2.157479, -0.481307, \ -0.478809}}], Line[{{-2.157479, -0.481307, -0.478809},{-2.132246, -0.477230, \ -0.477351}}], Line[{{-2.132246, -0.477230, -0.477351},{-2.107012, -0.475242, \ -0.476444}}], Line[{{-2.107012, -0.475242, -0.476444},{-2.081778, -0.475235, \ -0.476459}}], Line[{{-2.081778, -0.475235, -0.476459},{-2.056545, -0.477043, \ -0.477748}}], Line[{{-2.056545, -0.477043, -0.477748},{-2.031311, -0.480443, \ -0.480635}}], Line[{{-2.031311, -0.480443, -0.480635},{-2.006077, -0.485161, \ -0.485406}}], Line[{{-2.006077, -0.485161, -0.485406},{-1.980844, -0.490877, \ -0.492302}}], Line[{{-1.980844, -0.490877, -0.492302},{-1.955610, -0.497235, \ -0.501513}}], Line[{{-1.955610, -0.497235, -0.501513},{-1.930376, -0.503848, \ -0.513170}}], Line[{{-1.930376, -0.503848, -0.513170},{-1.905143, -0.510312, \ -0.527340}}], Line[{{-1.905143, -0.510312, -0.527340},{-1.879909, -0.516211, \ -0.544027}}], Line[{{-1.879909, -0.516211, -0.544027},{-1.854675, -0.521130, \ -0.563167}}], Line[{{-1.854675, -0.521130, -0.563167},{-1.829442, -0.524668, \ -0.584631}}], Line[{{-1.829442, -0.524668, -0.584631},{-1.804208, -0.526444, \ -0.608226}}], Line[{{-1.804208, -0.526444, -0.608226},{-1.778974, -0.526110, \ -0.633697}}], Line[{{-1.778974, -0.526110, -0.633697},{-1.753740, -0.523359, \ -0.660738}}], Line[{{-1.753740, -0.523359, -0.660738},{-1.728507, -0.517936, \ -0.688991}}], Line[{{-1.728507, -0.517936, -0.688991},{-1.703273, -0.509642, \ -0.718061}}], Line[{{-1.703273, -0.509642, -0.718061},{-1.678039, -0.498345, \ -0.747522}}], Line[{{-1.678039, -0.498345, -0.747522},{-1.652806, -0.483978, \ -0.776928}}], Line[{{-1.652806, -0.483978, -0.776928},{-1.627572, -0.466549, \ -0.805825}}], Line[{{-1.627572, -0.466549, -0.805825},{-1.602338, -0.446137, \ -0.833762}}], Line[{{-1.602338, -0.446137, -0.833762},{-1.577105, -0.422895, \ -0.860300}}], Line[{{-1.577105, -0.422895, -0.860300},{-1.551871, -0.397045, \ -0.885028}}], Line[{{-1.551871, -0.397045, -0.885028},{-1.526637, -0.368876, \ -0.907573}}], Line[{{-1.526637, -0.368876, -0.907573},{-1.501404, -0.338736, \ -0.927609}}], Line[{{-1.501404, -0.338736, -0.927609},{-1.476170, -0.307026, \ -0.944867}}], Line[{{-1.476170, -0.307026, -0.944867},{-1.450936, -0.274190, \ -0.959143}}], Line[{{-1.450936, -0.274190, -0.959143},{-1.425703, -0.240703, \ -0.970310}}], Line[{{-1.425703, -0.240703, -0.970310},{-1.400469, -0.207064, \ -0.978313}}], Line[{{-1.400469, -0.207064, -0.978313},{-1.375235, -0.173778, \ -0.983185}}], Line[{{-1.375235, -0.173778, -0.983185},{-1.350002, -0.141348, \ -0.985038}}], Line[{{-1.350002, -0.141348, -0.985038},{-1.324768, -0.110258, \ -0.984067}}], Line[{{-1.324768, -0.110258, -0.984067},{-1.299534, -0.080962, \ -0.980552}}], Line[{{-1.299534, -0.080962, -0.980552},{-1.274301, -0.053869, \ -0.974843}}], Line[{{-1.274301, -0.053869, -0.974843},{-1.249067, -0.029333, \ -0.967364}}], Line[{{-1.249067, -0.029333, -0.967364},{-1.223833, -0.007642, \ -0.958598}}], Line[{{-1.223833, -0.007642, -0.958598},{-1.198600, 0.010994, -0.949079}}], Line[{{-1.198600, 0.010994, -0.949079},{-1.173366, 0.026450, -0.939382}}], Line[{{-1.173366, 0.026450, -0.939382},{-1.148132, 0.038695, -0.930105}}], Line[{{-1.148132, 0.038695, -0.930105},{-1.122899, 0.047792, -0.921863}}], Line[{{-1.122899, 0.047792, -0.921863},{-1.097665, 0.053905, -0.915263}}], Line[{{-1.097665, 0.053905, -0.915263},{-1.072431, 0.057298, -0.910898}}], Line[{{-1.072431, 0.057298, -0.910898},{-1.047198, 0.058333, -0.909327}}], Line[{{-1.047198, 0.058333, -0.909327},{-1.021964, 0.057465, -0.911059}}], Line[{{-1.021964, 0.057465, -0.911059},{-0.996730, 0.055237, -0.916541}}], Line[{{-0.996730, 0.055237, -0.916541},{-0.971497, 0.052269, -0.926143}}], Line[{{-0.971497, 0.052269, -0.926143},{-0.946263, 0.049251, -0.940148}}], Line[{{-0.946263, 0.049251, -0.940148},{-0.921029, 0.046927, -0.958734}}], Line[{{-0.921029, 0.046927, -0.958734},{-0.895796, 0.046081, -0.981976}}], Line[{{-0.895796, 0.046081, -0.981976},{-0.870562, 0.047522, -1.009828}}], Line[{{-0.870562, 0.047522, -1.009828},{-0.845328, 0.052069, -1.042125}}], Line[{{-0.845328, 0.052069, -1.042125},{-0.820094, 0.060530, -1.078581}}], Line[{{-0.820094, 0.060530, -1.078581},{-0.794861, 0.073687, -1.118783}}], Line[{{-0.794861, 0.073687, -1.118783},{-0.769627, 0.092275, -1.162203}}], Line[{{-0.769627, 0.092275, -1.162203},{-0.744393, 0.116970, -1.208194}}], Line[{{-0.744393, 0.116970, -1.208194},{-0.719160, 0.148364, -1.256005}}], Line[{{-0.719160, 0.148364, -1.256005},{-0.693926, 0.186957, -1.304790}}], Line[{{-0.693926, 0.186957, -1.304790},{-0.668692, 0.233138, -1.353617}}], Line[{{-0.668692, 0.233138, -1.353617},{-0.643459, 0.287175, -1.401487}}], Line[{{-0.643459, 0.287175, -1.401487},{-0.618225, 0.349202, -1.447350}}], Line[{{-0.618225, 0.349202, -1.447350},{-0.592991, 0.419215, -1.490120}}], Line[{{-0.592991, 0.419215, -1.490120},{-0.567758, 0.497061, -1.528700}}], Line[{{-0.567758, 0.497061, -1.528700},{-0.542524, 0.582440, -1.561994}}], Line[{{-0.542524, 0.582440, -1.561994},{-0.517290, 0.674904, -1.588935}}], Line[{{-0.517290, 0.674904, -1.588935},{-0.492057, 0.773856, -1.608503}}], Line[{{-0.492057, 0.773856, -1.608503},{-0.466823, 0.878561, -1.619743}}], Line[{{-0.466823, 0.878561, -1.619743},{-0.441589, 0.988153, -1.621786}}], Line[{{-0.441589, 0.988153, -1.621786},{-0.416356, 1.101642, -1.613868}}], Line[{{-0.416356, 1.101642, -1.613868},{-0.391122, 1.217935, -1.595345}}], Line[{{-0.391122, 1.217935, -1.595345},{-0.365888, 1.335845, -1.565708}}], Line[{{-0.365888, 1.335845, -1.565708},{-0.340655, 1.454113, -1.524595}}], Line[{{-0.340655, 1.454113, -1.524595},{-0.315421, 1.571428, -1.471803}}], Line[{{-0.315421, 1.571428, -1.471803},{-0.290187, 1.686445, -1.407293}}], Line[{{-0.290187, 1.686445, -1.407293},{-0.264954, 1.797808, -1.331194}}], Line[{{-0.264954, 1.797808, -1.331194},{-0.239720, 1.904175, -1.243806}}], Line[{{-0.239720, 1.904175, -1.243806},{-0.214486, 2.004235, -1.145597}}], Line[{{-0.214486, 2.004235, -1.145597},{-0.189253, 2.096735, -1.037199}}], Line[{{-0.189253, 2.096735, -1.037199},{-0.164019, 2.180500, -0.919399}}], Line[{{-0.164019, 2.180500, -0.919399},{-0.138785, 2.254453, -0.793131}}], Line[{{-0.138785, 2.254453, -0.793131},{-0.113552, 2.317632, -0.659458}}], Line[{{-0.113552, 2.317632, -0.659458},{-0.088318, 2.369210, -0.519560}}], Line[{{-0.088318, 2.369210, -0.519560},{-0.063084, 2.408504, -0.374716}}], Line[{{-0.063084, 2.408504, -0.374716},{-0.037851, 2.434995, -0.226282}}], Line[{{-0.037851, 2.434995, -0.226282},{-0.012617, 2.448329, -0.075671}}], Line[{{-0.012617, 2.448329, -0.075671},{0.012617, 2.448329, 0.075671}}], Line[{{0.012617, 2.448329, 0.075671},{0.037851, 2.434995, 0.226282}}], Line[{{0.037851, 2.434995, 0.226282},{0.063084, 2.408504, 0.374716}}], Line[{{0.063084, 2.408504, 0.374716},{0.088318, 2.369210, 0.519560}}], Line[{{0.088318, 2.369210, 0.519560},{0.113552, 2.317632, 0.659458}}], Line[{{0.113552, 2.317632, 0.659458},{0.138785, 2.254453, 0.793131}}], Line[{{0.138785, 2.254453, 0.793131},{0.164019, 2.180500, 0.919399}}], Line[{{0.164019, 2.180500, 0.919399},{0.189253, 2.096735, 1.037199}}], Line[{{0.189253, 2.096735, 1.037199},{0.214486, 2.004235, 1.145597}}], Line[{{0.214486, 2.004235, 1.145597},{0.239720, 1.904175, 1.243806}}], Line[{{0.239720, 1.904175, 1.243806},{0.264954, 1.797808, 1.331194}}], Line[{{0.264954, 1.797808, 1.331194},{0.290187, 1.686445, 1.407293}}], Line[{{0.290187, 1.686445, 1.407293},{0.315421, 1.571428, 1.471803}}], Line[{{0.315421, 1.571428, 1.471803},{0.340655, 1.454113, 1.524595}}], Line[{{0.340655, 1.454113, 1.524595},{0.365888, 1.335845, 1.565708}}], Line[{{0.365888, 1.335845, 1.565708},{0.391122, 1.217935, 1.595345}}], Line[{{0.391122, 1.217935, 1.595345},{0.416356, 1.101642, 1.613868}}], Line[{{0.416356, 1.101642, 1.613868},{0.441589, 0.988153, 1.621786}}], Line[{{0.441589, 0.988153, 1.621786},{0.466823, 0.878561, 1.619743}}], Line[{{0.466823, 0.878561, 1.619743},{0.492057, 0.773856, 1.608503}}], Line[{{0.492057, 0.773856, 1.608503},{0.517290, 0.674904, 1.588935}}], Line[{{0.517290, 0.674904, 1.588935},{0.542524, 0.582440, 1.561994}}], Line[{{0.542524, 0.582440, 1.561994},{0.567758, 0.497061, 1.528700}}], Line[{{0.567758, 0.497061, 1.528700},{0.592991, 0.419215, 1.490120}}], Line[{{0.592991, 0.419215, 1.490120},{0.618225, 0.349202, 1.447350}}], Line[{{0.618225, 0.349202, 1.447350},{0.643459, 0.287175, 1.401487}}], Line[{{0.643459, 0.287175, 1.401487},{0.668692, 0.233138, 1.353617}}], Line[{{0.668692, 0.233138, 1.353617},{0.693926, 0.186957, 1.304790}}], Line[{{0.693926, 0.186957, 1.304790},{0.719160, 0.148364, 1.256005}}], Line[{{0.719160, 0.148364, 1.256005},{0.744393, 0.116970, 1.208194}}], Line[{{0.744393, 0.116970, 1.208194},{0.769627, 0.092275, 1.162203}}], Line[{{0.769627, 0.092275, 1.162203},{0.794861, 0.073687, 1.118783}}], Line[{{0.794861, 0.073687, 1.118783},{0.820094, 0.060530, 1.078581}}], Line[{{0.820094, 0.060530, 1.078581},{0.845328, 0.052069, 1.042125}}], Line[{{0.845328, 0.052069, 1.042125},{0.870562, 0.047522, 1.009828}}], Line[{{0.870562, 0.047522, 1.009828},{0.895796, 0.046081, 0.981976}}], Line[{{0.895796, 0.046081, 0.981976},{0.921029, 0.046927, 0.958734}}], Line[{{0.921029, 0.046927, 0.958734},{0.946263, 0.049251, 0.940148}}], Line[{{0.946263, 0.049251, 0.940148},{0.971497, 0.052269, 0.926143}}], Line[{{0.971497, 0.052269, 0.926143},{0.996730, 0.055237, 0.916541}}], Line[{{0.996730, 0.055237, 0.916541},{1.021964, 0.057465, 0.911059}}], Line[{{1.021964, 0.057465, 0.911059},{1.047198, 0.058333, 0.909327}}], Line[{{1.047198, 0.058333, 0.909327},{1.072431, 0.057298, 0.910898}}], Line[{{1.072431, 0.057298, 0.910898},{1.097665, 0.053905, 0.915263}}], Line[{{1.097665, 0.053905, 0.915263},{1.122899, 0.047792, 0.921863}}], Line[{{1.122899, 0.047792, 0.921863},{1.148132, 0.038695, 0.930105}}], Line[{{1.148132, 0.038695, 0.930105},{1.173366, 0.026450, 0.939382}}], Line[{{1.173366, 0.026450, 0.939382},{1.198600, 0.010994, 0.949079}}], Line[{{1.198600, 0.010994, 0.949079},{1.223833, -0.007642, 0.958598}}], Line[{{1.223833, -0.007642, 0.958598},{1.249067, -0.029333, 0.967364}}], Line[{{1.249067, -0.029333, 0.967364},{1.274301, -0.053869, 0.974843}}], Line[{{1.274301, -0.053869, 0.974843},{1.299534, -0.080962, 0.980552}}], Line[{{1.299534, -0.080962, 0.980552},{1.324768, -0.110258, 0.984067}}], Line[{{1.324768, -0.110258, 0.984067},{1.350002, -0.141348, 0.985038}}], Line[{{1.350002, -0.141348, 0.985038},{1.375235, -0.173778, 0.983185}}], Line[{{1.375235, -0.173778, 0.983185},{1.400469, -0.207064, 0.978313}}], Line[{{1.400469, -0.207064, 0.978313},{1.425703, -0.240703, 0.970310}}], Line[{{1.425703, -0.240703, 0.970310},{1.450936, -0.274190, 0.959143}}], Line[{{1.450936, -0.274190, 0.959143},{1.476170, -0.307026, 0.944867}}], Line[{{1.476170, -0.307026, 0.944867},{1.501404, -0.338736, 0.927609}}], Line[{{1.501404, -0.338736, 0.927609},{1.526637, -0.368876, 0.907573}}], Line[{{1.526637, -0.368876, 0.907573},{1.551871, -0.397045, 0.885028}}], Line[{{1.551871, -0.397045, 0.885028},{1.577105, -0.422895, 0.860300}}], Line[{{1.577105, -0.422895, 0.860300},{1.602338, -0.446137, 0.833762}}], Line[{{1.602338, -0.446137, 0.833762},{1.627572, -0.466549, 0.805825}}], Line[{{1.627572, -0.466549, 0.805825},{1.652806, -0.483978, 0.776928}}], Line[{{1.652806, -0.483978, 0.776928},{1.678039, -0.498345, 0.747522}}], Line[{{1.678039, -0.498345, 0.747522},{1.703273, -0.509642, 0.718061}}], Line[{{1.703273, -0.509642, 0.718061},{1.728507, -0.517936, 0.688991}}], Line[{{1.728507, -0.517936, 0.688991},{1.753740, -0.523359, 0.660738}}], Line[{{1.753740, -0.523359, 0.660738},{1.778974, -0.526110, 0.633697}}], Line[{{1.778974, -0.526110, 0.633697},{1.804208, -0.526444, 0.608226}}], Line[{{1.804208, -0.526444, 0.608226},{1.829442, -0.524668, 0.584631}}], Line[{{1.829442, -0.524668, 0.584631},{1.854675, -0.521130, 0.563167}}], Line[{{1.854675, -0.521130, 0.563167},{1.879909, -0.516211, 0.544027}}], Line[{{1.879909, -0.516211, 0.544027},{1.905143, -0.510312, 0.527340}}], Line[{{1.905143, -0.510312, 0.527340},{1.930376, -0.503848, 0.513170}}], Line[{{1.930376, -0.503848, 0.513170},{1.955610, -0.497235, 0.501513}}], Line[{{1.955610, -0.497235, 0.501513},{1.980844, -0.490877, 0.492302}}], Line[{{1.980844, -0.490877, 0.492302},{2.006077, -0.485161, 0.485406}}], Line[{{2.006077, -0.485161, 0.485406},{2.031311, -0.480443, 0.480635}}], Line[{{2.031311, -0.480443, 0.480635},{2.056545, -0.477043, 0.477748}}], Line[{{2.056545, -0.477043, 0.477748},{2.081778, -0.475235, 0.476459}}], Line[{{2.081778, -0.475235, 0.476459},{2.107012, -0.475242, 0.476444}}], Line[{{2.107012, -0.475242, 0.476444},{2.132246, -0.477230, 0.477351}}], Line[{{2.132246, -0.477230, 0.477351},{2.157479, -0.481307, 0.478809}}], Line[{{2.157479, -0.481307, 0.478809},{2.182713, -0.487517, 0.480436}}], Line[{{2.182713, -0.487517, 0.480436},{2.207947, -0.495845, 0.481854}}], Line[{{2.207947, -0.495845, 0.481854},{2.233180, -0.506213, 0.482692}}], Line[{{2.233180, -0.506213, 0.482692},{2.258414, -0.518488, 0.482601}}], Line[{{2.258414, -0.518488, 0.482601},{2.283648, -0.532481, 0.481260}}], Line[{{2.283648, -0.532481, 0.481260},{2.308881, -0.547958, 0.478384}}], Line[{{2.308881, -0.547958, 0.478384},{2.334115, -0.564640, 0.473733}}], Line[{{2.334115, -0.564640, 0.473733},{2.359349, -0.582218, 0.467114}}], Line[{{2.359349, -0.582218, 0.467114},{2.384582, -0.600357, 0.458389}}], Line[{{2.384582, -0.600357, 0.458389},{2.409816, -0.618704, 0.447475}}], Line[{{2.409816, -0.618704, 0.447475},{2.435050, -0.636901, 0.434350}}], Line[{{2.435050, -0.636901, 0.434350},{2.460284, -0.654593, 0.419047}}], Line[{{2.460284, -0.654593, 0.419047},{2.485517, -0.671434, 0.401657}}], Line[{{2.485517, -0.671434, 0.401657},{2.510751, -0.687103, 0.382326}}], Line[{{2.510751, -0.687103, 0.382326},{2.535985, -0.701303, 0.361249}}], Line[{{2.535985, -0.701303, 0.361249},{2.561218, -0.713776, 0.338664}}], Line[{{2.561218, -0.713776, 0.338664},{2.586452, -0.724306, 0.314847}}], Line[{{2.586452, -0.724306, 0.314847},{2.611686, -0.732727, 0.290106}}], Line[{{2.611686, -0.732727, 0.290106},{2.636919, -0.738920, 0.264769}}], Line[{{2.636919, -0.738920, 0.264769},{2.662153, -0.742826, 0.239179}}], Line[{{2.662153, -0.742826, 0.239179},{2.687387, -0.744440, 0.213683}}], Line[{{2.687387, -0.744440, 0.213683},{2.712620, -0.743812, 0.188622}}], Line[{{2.712620, -0.743812, 0.188622},{2.737854, -0.741046, 0.164325}}], Line[{{2.737854, -0.741046, 0.164325},{2.763088, -0.736299, 0.141099}}], Line[{{2.763088, -0.736299, 0.141099},{2.788321, -0.729773, 0.119221}}], Line[{{2.788321, -0.729773, 0.119221},{2.813555, -0.721712, 0.098932}}], Line[{{2.813555, -0.721712, 0.098932},{2.838789, -0.712397, 0.080428}}], Line[{{2.838789, -0.712397, 0.080428},{2.864022, -0.702132, 0.063860}}], Line[{{2.864022, -0.702132, 0.063860},{2.889256, -0.691245, 0.049325}}], Line[{{2.889256, -0.691245, 0.049325},{2.914490, -0.680071, 0.036868}}], Line[{{2.914490, -0.680071, 0.036868},{2.939723, -0.668951, 0.026479}}], Line[{{2.939723, -0.668951, 0.026479},{2.964957, -0.658217, 0.018091}}], Line[{{2.964957, -0.658217, 0.018091},{2.990191, -0.648185, 0.011588}}], Line[{{2.990191, -0.648185, 0.011588},{3.015424, -0.639149, 0.006803}}], Line[{{3.015424, -0.639149, 0.006803},{3.040658, -0.631373, 0.003525}}], Line[{{3.040658, -0.631373, 0.003525},{3.065892, -0.625079, 0.001501}}], Line[{{3.065892, -0.625079, 0.001501},{3.091125, -0.620451, 0.000448}}], Line[{{3.091125, -0.620451, 0.000448},{3.116359, -0.617620, 0.000056}}], Line[{{3.116359, -0.617620, 0.000056},{3.141593, -0.616667, 0.000000}}]}, Boxed -> True, Lighting -> True, SphericalRegion -> False, BoxRatios -> {1.000000, 1.000000, 1.000000}, ViewPoint -> {1.300000, -2.400000, 2.000000} ] ], "Graphics", ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgP3oool00`000000oooo0?ooo`070?ooo`030000003oool0oooo04D0oooo002>0?ooo`<00000 ?@3oool00`000000oooo0?ooo`080?ooo`030000003oool0oooo04@0oooo002;0?ooo`<00000@03o ool00`000000oooo0?ooo`080?ooo`030000003oool0oooo04@0oooo00280?ooo`<00000@`3oool0 0`000000oooo0?ooo`090?ooo`030000003oool0oooo04<0oooo00250?ooo`<00000AP3oool00`00 0000oooo0?ooo`090?ooo`030000003oool0oooo04<0oooo00220?ooo`<00000B@3oool00`000000 oooo0?ooo`0:0?ooo`030000003oool0oooo0480oooo00200?ooo`800000C03oool00`000000oooo 0?ooo`0:0?ooo`030000003oool0oooo0480oooo001m0?ooo`<00000CP3oool00`000000oooo0?oo o`0;0?ooo`030000003oool0oooo0440oooo001j0?ooo`<00000D@3oool00`000000oooo0?ooo`0< 0?ooo`030000003oool0oooo0400oooo001g0?ooo`<00000E03oool00`000000oooo0?ooo`0<0?oo o`030000003oool0oooo0400oooo001d0?ooo`<00000E`3oool00`000000oooo0?ooo`0=0?ooo`03 0000003oool0oooo03l0oooo001a0?ooo`<00000FP3oool00`000000oooo0?ooo`0=0?ooo`030000 003oool0oooo03l0oooo001^0?ooo`<00000GP3oool00`000000oooo0?ooo`0=0?ooo`030000003o ool0oooo03h0oooo001[0?ooo`<00000H@3oool00`000000oooo0?ooo`0>0?ooo`030000003oool0 oooo03d0oooo001X0?ooo`<00000I03oool00`000000oooo0?ooo`0>0?ooo`030000003oool0oooo 03d0oooo001U0?ooo`<00000I`3oool00`000000oooo0?ooo`0?0?ooo`030000003oool0oooo03`0 oooo001S0?ooo`800000JP3oool00`000000oooo0?ooo`0?0?ooo`030000003oool0oooo03`0oooo 001P0?ooo`<00000K03oool00`000000oooo0?ooo`0@0?ooo`030000003oool0oooo03/0oooo001M 0?ooo`<00000K`3oool00`000000oooo0?ooo`0A0?ooo`030000003oool0oooo03X0oooo001J0?oo o`<00000LP3oool00`000000oooo0?ooo`0A0?ooo`030000003oool0oooo03X0oooo001G0?ooo`<0 0000M@3oool00`000000oooo0?ooo`0B0?ooo`030000003oool0oooo03T0oooo001D0?ooo`<00000 N03oool00`000000oooo0?ooo`0B0?ooo`030000003oool0oooo03T0oooo001A0?ooo`<00000N`3o ool00`000000oooo0?ooo`0C0?ooo`030000003oool0oooo03P0oooo001>0?ooo`<00000OP3oool0 0`000000oooo0?ooo`0D0?ooo`030000003oool0oooo03L0oooo001;0?ooo`<00000N03oool40000 00D0oooo00<000000?ooo`3oool0503oool00`000000oooo0?ooo`0g0?ooo`00B03oool3000007P0 oooo0`00000:0?ooo`030000003oool0oooo01@0oooo00<000000?ooo`3oool0=P3oool004D0oooo 0`00001h0?ooo`<000003@3oool00`000000oooo0?ooo`0D0?ooo`030000003oool0oooo03H0oooo 00130?ooo`800000N`3oool00`000000oooo0?ooo`0=0?ooo`030000003oool0oooo01D0oooo00<0 00000?ooo`3oool0=@3oool00400oooo0`00001k0?ooo`800000403oool00`000000oooo0?ooo`0F 0?ooo`030000003oool0oooo03@0oooo000m0?ooo`<00000OP3oool00`000000oooo0?ooo`0?0?oo o`030000003oool0oooo01H0oooo00<000000?ooo`3oool0=03oool003X0oooo0`0000200?ooo`03 0000003oool0oooo0100oooo00<000000?ooo`3oool05`3oool00`000000oooo0?ooo`0c0?ooo`00 =`3oool300000880oooo00<000000?ooo`3oool04@3oool00`000000oooo0?ooo`0G0?ooo`030000 003oool0oooo03<0oooo000e0?ooo`800000Q03oool00`000000oooo0?ooo`0B0?ooo`030000003o ool0oooo01L0oooo0P00000d0?ooo`00=@3oool2000008@0oooo00<000000?ooo`3oool04P3oool0 0`000000oooo0?ooo`0D0?ooo`<0000000<0oooo0000003oool0<`3oool003D0oooo00<000000?oo o`000000PP3oool00`000000oooo0?ooo`0C0?ooo`030000003oool0oooo0100oooo100000040?oo o`030000003oool0oooo0380oooo000e0?ooo`040000003oool0oooo00000840oooo00<000000?oo o`3oool04`3oool00`000000oooo0?ooo`0=0?ooo`<00000203oool00`000000oooo0?ooo`0b0?oo o`00=03oool00`000000oooo0?ooo`020?ooo`030000003oool0oooo03l0oooo1`00000g0?ooo`03 0000003oool0oooo01@0oooo00<000000?ooo`3oool02P3oool3000000/0oooo00<000000?ooo`3o ool00?ooo`<000004P3oool00`000000oooo0?ooo`0I0?ooo`030000003oool0oooo0300 oooo000c0?ooo`030000003oool0oooo00h0oooo00<000000?ooo`3oool04`3oool00`000000oooo 0?ooo`0b0?ooo`030000003oool0oooo01T0oooo00<000000?ooo`3oool02P3oool4000001D0oooo 00<000000?ooo`3oool06@3oool00`000000oooo0?ooo`0`0?ooo`00<`3oool00`000000oooo0?oo o`0?0?ooo`030000003oool0oooo0140oooo00<000000?ooo`3oool0=03oool00`000000oooo0?oo o`0G0?ooo`030000003oool0oooo00P0oooo0`00000I0?ooo`030000003oool0oooo01T0oooo00<0 00000?ooo`3oool0<03oool003<0oooo00<000000?ooo`3oool0403oool00`000000oooo0?ooo`0? 0?ooo`800000=`3oool00`000000oooo0?ooo`0E0?ooo`030000003oool0oooo00H0oooo0`00000L 0?ooo`030000003oool0oooo01T0oooo00<000000?ooo`3oool0<03oool003<0oooo00<000000?oo o`3oool04@3oool00`000000oooo0?ooo`0=0?ooo`800000>03oool00`000000oooo0?ooo`0E0?oo o`030000003oool0oooo0080oooo1000000P0?ooo`030000003oool0oooo01P0oooo00<000000?oo o`3oool0<03oool003<0oooo00<000000?ooo`3oool04P3oool00`000000oooo0?ooo`0<0?ooo`03 0000003oool0oooo03P0oooo00<000000?ooo`3oool04`3oool00`000000oooo0?ooo`03000002@0 oooo00<000000?ooo`3oool0603oool00`000000oooo0?ooo`0`0?ooo`00@3oool00`000000oooo 0?ooo`0B0?ooo`@000009`3oool00`000000oooo0?ooo`0H0?ooo`030000003oool0oooo0300oooo 000b0?ooo`030000003oool0oooo01D0oooo0P0000080?ooo`800000?@3oool00`000000oooo0?oo o`0>0?ooo`@00000:P3oool00`000000oooo0?ooo`0H0?ooo`030000003oool0oooo0300oooo000b 0?ooo`030000003oool0oooo01H0oooo2@0000100?ooo`030000003oool0oooo00X0oooo0`000003 0?ooo`030000003oool0oooo02P0oooo00<000000?ooo`3oool0603oool00`000000oooo0?ooo`0` 0?ooo`000?ooo`030000 003oool0oooo00T0oooo00<000000?ooo`3oool05@3oool3000001L0oooo00<000000?ooo`3oool0 5@3oool00`000000oooo0?ooo`0_0?ooo`00<@3oool00`000000oooo0?ooo`0<0?ooo`030000003o ool0oooo0180oooo00<000000?ooo`3oool0:`3oool400000180oooo00<000000?ooo`3oool0203o ool00`000000oooo0?ooo`0B0?ooo`<000006`3oool00`000000oooo0?ooo`0D0?ooo`030000003o ool0oooo02l0oooo000a0?ooo`030000003oool0oooo00/0oooo0P00000E0?ooo`030000003oool0 oooo02L0oooo0`00000F0?ooo`030000003oool0oooo00P0oooo00<000000?ooo`3oool03P3oool4 000001l0oooo00<000000?ooo`3oool0503oool00`000000oooo0?ooo`0^0?ooo`00<@3oool00`00 0000oooo0?ooo`0;0?ooo`030000003oool0oooo01D0oooo00<000000?ooo`3oool08`3oool30000 01X0oooo00<000000?ooo`3oool01`3oool00`000000oooo0?ooo`0;0?ooo`<000008`3oool00`00 0000oooo0?ooo`0D0?ooo`030000003oool0oooo02h0oooo000a0?ooo`030000003oool0oooo00X0 oooo00<000000?ooo`3oool05`3oool00`000000oooo0?ooo`0N0?ooo`@000007@3oool00`000000 oooo0?ooo`060?ooo`030000003oool0oooo00P0oooo1000000W0?ooo`030000003oool0oooo01<0 oooo00<000000?ooo`3oool0;P3oool00340oooo00<000000?ooo`3oool02@3oool00`000000oooo 0?ooo`0I0?ooo`030000003oool0oooo01X0oooo0`00000Q0?ooo`030000003oool0oooo00D0oooo 0P0000070?ooo`<00000;03oool00`000000oooo0?ooo`0B0?ooo`030000003oool0oooo02h0oooo 000`0?ooo`030000003oool0oooo00P0oooo0P00000M0?ooo`030000003oool0oooo01H0oooo0`00 000U0?ooo`030000003oool0oooo00@000001@3oool4000002l0oooo00<000000?ooo`3oool04P3o ool00`000000oooo0?ooo`0^0?ooo`00<03oool00`000000oooo0?ooo`0X0?ooo`030000003oool0 oooo0140oooo1000000X0?ooo`<000001P3oool3000003@0oooo00<000000?ooo`3oool04@3oool0 0`000000oooo0?ooo`0^0?ooo`00<03oool00`000000oooo0?ooo`0Y0?ooo`030000003oool0oooo 00d0oooo0`00000/0?ooo`8000000`3oool4000003P0oooo00<000000?ooo`3oool0403oool00`00 0000oooo0?ooo`0^0?ooo`00<03oool00`000000oooo0?ooo`0Z0?ooo`030000003oool0oooo00T0 oooo0`00000^0?ooo`H00000?03oool00`000000oooo0?ooo`0@0?ooo`030000003oool0oooo02h0 oooo000`0?ooo`030000003oool0oooo02/0oooo00<000000?ooo`3oool0103oool400000300oooo 1@00000o0?ooo`030000003oool0oooo00l0oooo00<000000?ooo`3oool0;P3oool00300oooo00<0 00000?ooo`3oool0;03oool00`000000oooo0?ooo`0300000340oooo100000030?ooo`030000003o ool0oooo03h0oooo00<000000?ooo`3oool03`3oool00`000000oooo0?ooo`0]0?ooo`00<03oool0 0`000000oooo0?ooo`0]0?ooo`800000<@3oool3000000<0oooo00<000000?ooo`3oool00P3oool0 0`000000oooo0?ooo`0m0?ooo`030000003oool0oooo00l0oooo00<000000?ooo`3oool0;@3oool0 0300oooo00<000000?ooo`3oool0;@3oool00`000000oooo0?ooo`0/0?ooo`@000001P3oool00`00 0000oooo0?ooo`020?ooo`030000003oool0oooo03h0oooo00<000000?ooo`3oool03P3oool00`00 0000oooo0?ooo`0]0?ooo`00;`3oool00`000000oooo0?ooo`0^0?ooo`030000003oool0oooo02T0 oooo0`0000090?ooo`030000003oool0oooo00<0oooo00<000000?ooo`3oool0?`3oool00`000000 oooo0?ooo`0=0?ooo`030000003oool0oooo02d0oooo000_0?ooo`030000003oool0oooo02h0oooo 00<000000?ooo`3oool09@3oool4000000`0oooo00<000000?ooo`3oool0103oool00`000000oooo 0?ooo`0n0?ooo`030000003oool0oooo00d0oooo00<000000?ooo`3oool0;@3oool002l0oooo00<0 00000?ooo`3oool0;P3oool00`000000oooo0?ooo`0R0?ooo`<00000403oool00`000000oooo0?oo o`040?ooo`030000003oool0oooo03l0oooo00<000000?ooo`3oool0303oool00`000000oooo0?oo o`0]0?ooo`00;`3oool00`000000oooo0?ooo`0^0?ooo`030000003oool0oooo01h0oooo1000000C 0?ooo`030000003oool0oooo00@0oooo00<000000?ooo`3oool0@03oool00`000000oooo0?ooo`0; 0?ooo`030000003oool0oooo02d0oooo000_0?ooo`030000003oool0oooo02h0oooo00<000000?oo o`3oool06`3oool3000001L0oooo00<000000?ooo`3oool0103oool00`000000oooo0?ooo`110?oo o`030000003oool0oooo00X0oooo00<000000?ooo`3oool0;@3oool002l0oooo00<000000?ooo`3o ool0;@3oool00`000000oooo0?ooo`0H0?ooo`@000006P3oool00`000000oooo0?ooo`040?ooo`03 0000003oool0oooo0440oooo00<000000?ooo`3oool02P3oool00`000000oooo0?ooo`0]0?ooo`00 ;`3oool00`000000oooo0?ooo`0]0?ooo`030000003oool0oooo01D0oooo0`00000N0?ooo`030000 003oool0oooo00@0oooo00<000000?ooo`3oool0@P3oool00`000000oooo0?ooo`0:0?ooo`030000 003oool0oooo02`0oooo000_0?ooo`030000003oool0oooo02d0oooo00<000000?ooo`3oool04@3o ool400000240oooo00<000000?ooo`3oool01@3oool00`000000oooo0?ooo`120?ooo`030000003o ool0oooo00T0oooo00<000000?ooo`3oool0;03oool002h0oooo00<000000?ooo`3oool0;P3oool0 0`000000oooo0?ooo`0>0?ooo`<000009@3oool00`000000oooo0?ooo`050?ooo`030000003oool0 oooo0480oooo00<000000?ooo`3oool02@3oool00`000000oooo0?ooo`0/0?ooo`00;P3oool00`00 0000oooo0?ooo`0^0?ooo`030000003oool0oooo00X0oooo1000000X0?ooo`030000003oool0oooo 00D0oooo00<000000?ooo`3oool0@`3oool00`000000oooo0?ooo`080?ooo`030000003oool0oooo 02`0oooo000^0?ooo`030000003oool0oooo02h0oooo00<000000?ooo`3oool01`3oool3000002`0 oooo00<000000?ooo`3oool01P3oool00`000000oooo0?ooo`130?ooo`030000003oool0oooo00L0 oooo00<000000?ooo`3oool0;03oool002h0oooo00<000000?ooo`3oool0;P3oool00`000000oooo 0?ooo`040?ooo`<00000;`3oool00`000000oooo0?ooo`060?ooo`030000003oool0oooo04<0oooo 00<000000?ooo`3oool01`3oool00`000000oooo0?ooo`0/0?ooo`00;P3oool00`000000oooo0?oo o`0^0?ooo`030000003oool0oooo00@0000003oool00`000000oooo0?ooo`060?ooo`030000003oool0oooo 04D0oooo00<000000?ooo`3oool01@3oool00`000000oooo0?ooo`0/0?ooo`00;P3oool00`000000 oooo0?ooo`0W0?ooo`<00000103oool00`000000oooo0?ooo`0f0?ooo`030000003oool0oooo00L0 oooo00<000000?ooo`3oool0A@3oool00`000000oooo0?ooo`050?ooo`030000003oool0oooo02/0 oooo000]0?ooo`030000003oool0oooo02@0oooo100000070?ooo`030000003oool0oooo03H0oooo 00<000000?ooo`3oool01`3oool00`000000oooo0?ooo`160?ooo`030000003oool0oooo00@0oooo 00<000000?ooo`3oool0:`3oool002d0oooo00<000000?ooo`3oool08@3oool3000000/0oooo00<0 00000?ooo`3oool0=`3oool00`000000oooo0?ooo`060?ooo`030000003oool0oooo04H0oooo00<0 00000?ooo`3oool0103oool00`000000oooo0?ooo`0[0?ooo`00;@3oool00`000000oooo0?ooo`0M 0?ooo`@000003P3oool00`000000oooo0?ooo`0g0?ooo`030000003oool0oooo00H0oooo00<00000 0?ooo`3oool0A`3oool00`000000oooo0?ooo`030?ooo`030000003oool0oooo02/0oooo000]0?oo o`030000003oool0oooo01X0oooo0`00000A0?ooo`030000003oool0oooo03P0oooo00<000000?oo o`3oool01P3oool00`000000oooo0?ooo`180?ooo`030000003oool0oooo0080oooo00<000000?oo o`3oool0:`3oool002d0oooo00<000000?ooo`3oool05P3oool4000001@0oooo00<000000?ooo`3o ool0>@3oool00`000000oooo0?ooo`050?ooo`030000003oool0oooo04T0oooo00D000000?ooo`3o ool0oooo0000000]0?ooo`00;@3oool00`000000oooo0?ooo`0C0?ooo`<00000603oool00`000000 oooo0?ooo`0i0?ooo`030000003oool0oooo00D0oooo00<000000?ooo`3oool0B@3oool01@000000 oooo0?ooo`3oool0000002d0oooo000]0?ooo`030000003oool0oooo0100oooo0`00000K0?ooo`03 0000003oool0oooo03X0oooo00<000000?ooo`3oool0103oool00`000000oooo0?ooo`1:0?ooo`04 0000003oool0oooo000002d0oooo000]0?ooo`030000003oool0oooo00`0oooo1000000N0?ooo`03 0000003oool0oooo03X0oooo00<000000?ooo`3oool0103oool00`000000oooo0?ooo`1;0?ooo`03 0000003oool0000002d0oooo000/0?ooo`030000003oool0oooo00X0oooo0`00000R0?ooo`030000 003oool0oooo03X0oooo00<000000?ooo`3oool0103oool00`000000oooo0?ooo`1;0?ooo`040000 003oool0oooo000002`0oooo000/0?ooo`030000003oool0oooo00H0oooo1000000U0?ooo`030000 003oool0oooo03/0oooo00<000000?ooo`3oool00P3oool00`000000oooo0?ooo`1=0?ooo`030000 003oool0000002`0oooo000/0?ooo`030000003oool0oooo00<0oooo0`00000Y0?ooo`030000003o ool0oooo03`0oooo00D000000?ooo`3oool0oooo0000001@0?ooo`800000;03oool002`0oooo00<0 00000?ooo`0000000`00000/0?ooo`030000003oool0oooo03`0oooo0P0000020?ooo`030000003o ool0oooo04h0oooo0P00000/0?ooo`00;03oool200000300oooo00<000000?ooo`3oool0?P3oool2 00000500oooo0`00000/0?ooo`00;@3oool00`000000oooo0?ooo`0^0?ooo`030000003oool0oooo 08`0oooo1000000_0?ooo`00;P3oool2000002h0oooo00<000000?ooo`3oool0R03oool4000003<0 oooo000`0?ooo`030000003oool0oooo02/0oooo00<000000?ooo`3oool0Q03oool4000003L0oooo 000a0?ooo`030000003oool0oooo02T0oooo00<000000?ooo`3oool0P@3oool4000003/0oooo000b 0?ooo`030000003oool0oooo02P0oooo00<000000?ooo`3oool0O@3oool4000003l0oooo000c0?oo o`800000:03oool00`000000oooo0?ooo`1i0?ooo`@00000@`3oool003D0oooo00<000000?ooo`3o ool09@3oool00`000000oooo0?ooo`1e0?ooo`@00000A`3oool003H0oooo00<000000?ooo`3oool0 903oool00`000000oooo0?ooo`1a0?ooo`@00000B`3oool003L0oooo0P00000T0?ooo`030000003o ool0oooo06`0oooo1@00001?0?ooo`00>@3oool00`000000oooo0?ooo`0Q0?ooo`030000003oool0 oooo06P0oooo1000001D0?ooo`00>P3oool00`000000oooo0?ooo`0P0?ooo`030000003oool0oooo 06@0oooo1000001H0?ooo`00>`3oool00`000000oooo0?ooo`0O0?ooo`030000003oool0oooo0600 oooo1000001L0?ooo`00?03oool2000001l0oooo00<000000?ooo`3oool0G03oool400000600oooo 000n0?ooo`030000003oool0oooo01`0oooo00<000000?ooo`3oool0F03oool4000006@0oooo000o 0?ooo`030000003oool0oooo01/0oooo00<000000?ooo`3oool0E03oool4000006P0oooo00100?oo o`030000003oool0oooo01X0oooo00<000000?ooo`3oool0D03oool4000006`0oooo00110?ooo`80 00006@3oool00`000000oooo0?ooo`1=0?ooo`@00000L03oool004<0oooo00<000000?ooo`3oool0 5P3oool00`000000oooo0?ooo`190?ooo`@00000M03oool004@0oooo00<000000?ooo`3oool05@3o ool00`000000oooo0?ooo`140?ooo`D00000N03oool004D0oooo0P00000E0?ooo`030000003oool0 oooo0400oooo1000001m0?ooo`00A`3oool00`000000oooo0?ooo`0B0?ooo`030000003oool0oooo 03`0oooo100000210?ooo`00B03oool00`000000oooo0?ooo`0A0?ooo`030000003oool0oooo03P0 oooo100000250?ooo`00B@3oool00`000000oooo0?ooo`0@0?ooo`030000003oool0oooo03@0oooo 100000290?ooo`00BP3oool200000100oooo00<000000?ooo`3oool0<03oool4000008d0oooo001< 0?ooo`030000003oool0oooo00d0oooo00<000000?ooo`3oool0;03oool400000940oooo001=0?oo o`030000003oool0oooo00`0oooo00<000000?ooo`3oool0:03oool4000009D0oooo001>0?ooo`03 0000003oool0oooo00/0oooo00<000000?ooo`3oool0903oool4000009T0oooo001?0?ooo`800000 2`3oool00`000000oooo0?ooo`0O0?ooo`D00000W@3oool00540oooo00<000000?ooo`3oool0203o ool00`000000oooo0?ooo`0K0?ooo`@00000XP3oool00580oooo00<000000?ooo`3oool01`3oool0 0`000000oooo0?ooo`0G0?ooo`@00000YP3oool005<0oooo0P0000060?ooo`030000003oool0oooo 01@0oooo1000002Z0?ooo`00E@3oool00`000000oooo0?ooo`030?ooo`030000003oool0oooo0100 oooo1000002^0?ooo`00EP3oool00`000000oooo0?ooo`020?ooo`030000003oool0oooo00`0oooo 1000002b0?ooo`00E`3oool01@000000oooo0?ooo`3oool0000000X0oooo1000002f0?ooo`00F03o ool2000000030?ooo`000000oooo00D0oooo1000002j0?ooo`00FP3oool200000080oooo1000002n 0?ooo`00F`3oool300000<80oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o 0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o 0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o 0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o 0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o 0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o 0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o 0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o 0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o 0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o 0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o 0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o 0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o 0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o0?ooob40oooo003o 0?ooob40oooo0000\ \>"]], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics3D \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ \(Show[s3, ViewPoint -> {0, 0, 100}, Axes -> True]\)], "Input"], Cell[BoxData[ Graphics3D[{ Line[{{-3.141593, -0.616667, 0.000000},{-3.116359, -0.617620, -0.000056}}], Line[{{-3.116359, -0.617620, -0.000056},{-3.091125, -0.620451, \ -0.000448}}], Line[{{-3.091125, -0.620451, -0.000448},{-3.065892, -0.625079, \ -0.001501}}], Line[{{-3.065892, -0.625079, -0.001501},{-3.040658, -0.631373, \ -0.003525}}], Line[{{-3.040658, -0.631373, -0.003525},{-3.015424, -0.639149, \ -0.006803}}], Line[{{-3.015424, -0.639149, -0.006803},{-2.990191, -0.648185, \ -0.011588}}], Line[{{-2.990191, -0.648185, -0.011588},{-2.964957, -0.658217, \ -0.018091}}], Line[{{-2.964957, -0.658217, -0.018091},{-2.939723, -0.668951, \ -0.026479}}], Line[{{-2.939723, -0.668951, -0.026479},{-2.914490, -0.680071, \ -0.036868}}], Line[{{-2.914490, -0.680071, -0.036868},{-2.889256, -0.691245, \ -0.049325}}], Line[{{-2.889256, -0.691245, -0.049325},{-2.864022, -0.702132, \ -0.063860}}], Line[{{-2.864022, -0.702132, -0.063860},{-2.838789, -0.712397, \ -0.080428}}], Line[{{-2.838789, -0.712397, -0.080428},{-2.813555, -0.721712, \ -0.098932}}], Line[{{-2.813555, -0.721712, -0.098932},{-2.788321, -0.729773, \ -0.119221}}], Line[{{-2.788321, -0.729773, -0.119221},{-2.763088, -0.736299, \ -0.141099}}], Line[{{-2.763088, -0.736299, -0.141099},{-2.737854, -0.741046, \ -0.164325}}], Line[{{-2.737854, -0.741046, -0.164325},{-2.712620, -0.743812, \ -0.188622}}], Line[{{-2.712620, -0.743812, -0.188622},{-2.687387, -0.744440, \ -0.213683}}], Line[{{-2.687387, -0.744440, -0.213683},{-2.662153, -0.742826, \ -0.239179}}], Line[{{-2.662153, -0.742826, -0.239179},{-2.636919, -0.738920, \ -0.264769}}], Line[{{-2.636919, -0.738920, -0.264769},{-2.611686, -0.732727, \ -0.290106}}], Line[{{-2.611686, -0.732727, -0.290106},{-2.586452, -0.724306, \ -0.314847}}], Line[{{-2.586452, -0.724306, -0.314847},{-2.561218, -0.713776, \ -0.338664}}], Line[{{-2.561218, -0.713776, -0.338664},{-2.535985, -0.701303, \ -0.361249}}], Line[{{-2.535985, -0.701303, -0.361249},{-2.510751, -0.687103, \ -0.382326}}], Line[{{-2.510751, -0.687103, -0.382326},{-2.485517, -0.671434, \ -0.401657}}], Line[{{-2.485517, -0.671434, -0.401657},{-2.460284, -0.654593, \ -0.419047}}], Line[{{-2.460284, -0.654593, -0.419047},{-2.435050, -0.636901, \ -0.434350}}], Line[{{-2.435050, -0.636901, -0.434350},{-2.409816, -0.618704, \ -0.447475}}], Line[{{-2.409816, -0.618704, -0.447475},{-2.384582, -0.600357, \ -0.458389}}], Line[{{-2.384582, -0.600357, -0.458389},{-2.359349, -0.582218, \ -0.467114}}], Line[{{-2.359349, -0.582218, -0.467114},{-2.334115, -0.564640, \ -0.473733}}], Line[{{-2.334115, -0.564640, -0.473733},{-2.308881, -0.547958, \ -0.478384}}], Line[{{-2.308881, -0.547958, -0.478384},{-2.283648, -0.532481, \ -0.481260}}], Line[{{-2.283648, -0.532481, -0.481260},{-2.258414, -0.518488, \ -0.482601}}], Line[{{-2.258414, -0.518488, -0.482601},{-2.233180, -0.506213, \ -0.482692}}], Line[{{-2.233180, -0.506213, -0.482692},{-2.207947, -0.495845, \ -0.481854}}], Line[{{-2.207947, -0.495845, -0.481854},{-2.182713, -0.487517, \ -0.480436}}], Line[{{-2.182713, -0.487517, -0.480436},{-2.157479, -0.481307, \ -0.478809}}], Line[{{-2.157479, -0.481307, -0.478809},{-2.132246, -0.477230, \ -0.477351}}], Line[{{-2.132246, -0.477230, -0.477351},{-2.107012, -0.475242, \ -0.476444}}], Line[{{-2.107012, -0.475242, -0.476444},{-2.081778, -0.475235, \ -0.476459}}], Line[{{-2.081778, -0.475235, -0.476459},{-2.056545, -0.477043, \ -0.477748}}], Line[{{-2.056545, -0.477043, -0.477748},{-2.031311, -0.480443, \ -0.480635}}], Line[{{-2.031311, -0.480443, -0.480635},{-2.006077, -0.485161, \ -0.485406}}], Line[{{-2.006077, -0.485161, -0.485406},{-1.980844, -0.490877, \ -0.492302}}], Line[{{-1.980844, -0.490877, -0.492302},{-1.955610, -0.497235, \ -0.501513}}], Line[{{-1.955610, -0.497235, -0.501513},{-1.930376, -0.503848, \ -0.513170}}], Line[{{-1.930376, -0.503848, -0.513170},{-1.905143, -0.510312, \ -0.527340}}], Line[{{-1.905143, -0.510312, -0.527340},{-1.879909, -0.516211, \ -0.544027}}], Line[{{-1.879909, -0.516211, -0.544027},{-1.854675, -0.521130, \ -0.563167}}], Line[{{-1.854675, -0.521130, -0.563167},{-1.829442, -0.524668, \ -0.584631}}], Line[{{-1.829442, -0.524668, -0.584631},{-1.804208, -0.526444, \ -0.608226}}], Line[{{-1.804208, -0.526444, -0.608226},{-1.778974, -0.526110, \ -0.633697}}], Line[{{-1.778974, -0.526110, -0.633697},{-1.753740, -0.523359, \ -0.660738}}], Line[{{-1.753740, -0.523359, -0.660738},{-1.728507, -0.517936, \ -0.688991}}], Line[{{-1.728507, -0.517936, -0.688991},{-1.703273, -0.509642, \ -0.718061}}], Line[{{-1.703273, -0.509642, -0.718061},{-1.678039, -0.498345, \ -0.747522}}], Line[{{-1.678039, -0.498345, -0.747522},{-1.652806, -0.483978, \ -0.776928}}], Line[{{-1.652806, -0.483978, -0.776928},{-1.627572, -0.466549, \ -0.805825}}], Line[{{-1.627572, -0.466549, -0.805825},{-1.602338, -0.446137, \ -0.833762}}], Line[{{-1.602338, -0.446137, -0.833762},{-1.577105, -0.422895, \ -0.860300}}], Line[{{-1.577105, -0.422895, -0.860300},{-1.551871, -0.397045, \ -0.885028}}], Line[{{-1.551871, -0.397045, -0.885028},{-1.526637, -0.368876, \ -0.907573}}], Line[{{-1.526637, -0.368876, -0.907573},{-1.501404, -0.338736, \ -0.927609}}], Line[{{-1.501404, -0.338736, -0.927609},{-1.476170, -0.307026, \ -0.944867}}], Line[{{-1.476170, -0.307026, -0.944867},{-1.450936, -0.274190, \ -0.959143}}], Line[{{-1.450936, -0.274190, -0.959143},{-1.425703, -0.240703, \ -0.970310}}], Line[{{-1.425703, -0.240703, -0.970310},{-1.400469, -0.207064, \ -0.978313}}], Line[{{-1.400469, -0.207064, -0.978313},{-1.375235, -0.173778, \ -0.983185}}], Line[{{-1.375235, -0.173778, -0.983185},{-1.350002, -0.141348, \ -0.985038}}], Line[{{-1.350002, -0.141348, -0.985038},{-1.324768, -0.110258, \ -0.984067}}], Line[{{-1.324768, -0.110258, -0.984067},{-1.299534, -0.080962, \ -0.980552}}], Line[{{-1.299534, -0.080962, -0.980552},{-1.274301, -0.053869, \ -0.974843}}], Line[{{-1.274301, -0.053869, -0.974843},{-1.249067, -0.029333, \ -0.967364}}], Line[{{-1.249067, -0.029333, -0.967364},{-1.223833, -0.007642, \ -0.958598}}], Line[{{-1.223833, -0.007642, -0.958598},{-1.198600, 0.010994, -0.949079}}], Line[{{-1.198600, 0.010994, -0.949079},{-1.173366, 0.026450, -0.939382}}], Line[{{-1.173366, 0.026450, -0.939382},{-1.148132, 0.038695, -0.930105}}], Line[{{-1.148132, 0.038695, -0.930105},{-1.122899, 0.047792, -0.921863}}], Line[{{-1.122899, 0.047792, -0.921863},{-1.097665, 0.053905, -0.915263}}], Line[{{-1.097665, 0.053905, -0.915263},{-1.072431, 0.057298, -0.910898}}], Line[{{-1.072431, 0.057298, -0.910898},{-1.047198, 0.058333, -0.909327}}], Line[{{-1.047198, 0.058333, -0.909327},{-1.021964, 0.057465, -0.911059}}], Line[{{-1.021964, 0.057465, -0.911059},{-0.996730, 0.055237, -0.916541}}], Line[{{-0.996730, 0.055237, -0.916541},{-0.971497, 0.052269, -0.926143}}], Line[{{-0.971497, 0.052269, -0.926143},{-0.946263, 0.049251, -0.940148}}], Line[{{-0.946263, 0.049251, -0.940148},{-0.921029, 0.046927, -0.958734}}], Line[{{-0.921029, 0.046927, -0.958734},{-0.895796, 0.046081, -0.981976}}], Line[{{-0.895796, 0.046081, -0.981976},{-0.870562, 0.047522, -1.009828}}], Line[{{-0.870562, 0.047522, -1.009828},{-0.845328, 0.052069, -1.042125}}], Line[{{-0.845328, 0.052069, -1.042125},{-0.820094, 0.060530, -1.078581}}], Line[{{-0.820094, 0.060530, -1.078581},{-0.794861, 0.073687, -1.118783}}], Line[{{-0.794861, 0.073687, -1.118783},{-0.769627, 0.092275, -1.162203}}], Line[{{-0.769627, 0.092275, -1.162203},{-0.744393, 0.116970, -1.208194}}], Line[{{-0.744393, 0.116970, -1.208194},{-0.719160, 0.148364, -1.256005}}], Line[{{-0.719160, 0.148364, -1.256005},{-0.693926, 0.186957, -1.304790}}], Line[{{-0.693926, 0.186957, -1.304790},{-0.668692, 0.233138, -1.353617}}], Line[{{-0.668692, 0.233138, -1.353617},{-0.643459, 0.287175, -1.401487}}], Line[{{-0.643459, 0.287175, -1.401487},{-0.618225, 0.349202, -1.447350}}], Line[{{-0.618225, 0.349202, -1.447350},{-0.592991, 0.419215, -1.490120}}], Line[{{-0.592991, 0.419215, -1.490120},{-0.567758, 0.497061, -1.528700}}], Line[{{-0.567758, 0.497061, -1.528700},{-0.542524, 0.582440, -1.561994}}], Line[{{-0.542524, 0.582440, -1.561994},{-0.517290, 0.674904, -1.588935}}], Line[{{-0.517290, 0.674904, -1.588935},{-0.492057, 0.773856, -1.608503}}], Line[{{-0.492057, 0.773856, -1.608503},{-0.466823, 0.878561, -1.619743}}], Line[{{-0.466823, 0.878561, -1.619743},{-0.441589, 0.988153, -1.621786}}], Line[{{-0.441589, 0.988153, -1.621786},{-0.416356, 1.101642, -1.613868}}], Line[{{-0.416356, 1.101642, -1.613868},{-0.391122, 1.217935, -1.595345}}], Line[{{-0.391122, 1.217935, -1.595345},{-0.365888, 1.335845, -1.565708}}], Line[{{-0.365888, 1.335845, -1.565708},{-0.340655, 1.454113, -1.524595}}], Line[{{-0.340655, 1.454113, -1.524595},{-0.315421, 1.571428, -1.471803}}], Line[{{-0.315421, 1.571428, -1.471803},{-0.290187, 1.686445, -1.407293}}], Line[{{-0.290187, 1.686445, -1.407293},{-0.264954, 1.797808, -1.331194}}], Line[{{-0.264954, 1.797808, -1.331194},{-0.239720, 1.904175, -1.243806}}], Line[{{-0.239720, 1.904175, -1.243806},{-0.214486, 2.004235, -1.145597}}], Line[{{-0.214486, 2.004235, -1.145597},{-0.189253, 2.096735, -1.037199}}], Line[{{-0.189253, 2.096735, -1.037199},{-0.164019, 2.180500, -0.919399}}], Line[{{-0.164019, 2.180500, -0.919399},{-0.138785, 2.254453, -0.793131}}], Line[{{-0.138785, 2.254453, -0.793131},{-0.113552, 2.317632, -0.659458}}], Line[{{-0.113552, 2.317632, -0.659458},{-0.088318, 2.369210, -0.519560}}], Line[{{-0.088318, 2.369210, -0.519560},{-0.063084, 2.408504, -0.374716}}], Line[{{-0.063084, 2.408504, -0.374716},{-0.037851, 2.434995, -0.226282}}], Line[{{-0.037851, 2.434995, -0.226282},{-0.012617, 2.448329, -0.075671}}], Line[{{-0.012617, 2.448329, -0.075671},{0.012617, 2.448329, 0.075671}}], Line[{{0.012617, 2.448329, 0.075671},{0.037851, 2.434995, 0.226282}}], Line[{{0.037851, 2.434995, 0.226282},{0.063084, 2.408504, 0.374716}}], Line[{{0.063084, 2.408504, 0.374716},{0.088318, 2.369210, 0.519560}}], Line[{{0.088318, 2.369210, 0.519560},{0.113552, 2.317632, 0.659458}}], Line[{{0.113552, 2.317632, 0.659458},{0.138785, 2.254453, 0.793131}}], Line[{{0.138785, 2.254453, 0.793131},{0.164019, 2.180500, 0.919399}}], Line[{{0.164019, 2.180500, 0.919399},{0.189253, 2.096735, 1.037199}}], Line[{{0.189253, 2.096735, 1.037199},{0.214486, 2.004235, 1.145597}}], Line[{{0.214486, 2.004235, 1.145597},{0.239720, 1.904175, 1.243806}}], Line[{{0.239720, 1.904175, 1.243806},{0.264954, 1.797808, 1.331194}}], Line[{{0.264954, 1.797808, 1.331194},{0.290187, 1.686445, 1.407293}}], Line[{{0.290187, 1.686445, 1.407293},{0.315421, 1.571428, 1.471803}}], Line[{{0.315421, 1.571428, 1.471803},{0.340655, 1.454113, 1.524595}}], Line[{{0.340655, 1.454113, 1.524595},{0.365888, 1.335845, 1.565708}}], Line[{{0.365888, 1.335845, 1.565708},{0.391122, 1.217935, 1.595345}}], Line[{{0.391122, 1.217935, 1.595345},{0.416356, 1.101642, 1.613868}}], Line[{{0.416356, 1.101642, 1.613868},{0.441589, 0.988153, 1.621786}}], Line[{{0.441589, 0.988153, 1.621786},{0.466823, 0.878561, 1.619743}}], Line[{{0.466823, 0.878561, 1.619743},{0.492057, 0.773856, 1.608503}}], Line[{{0.492057, 0.773856, 1.608503},{0.517290, 0.674904, 1.588935}}], Line[{{0.517290, 0.674904, 1.588935},{0.542524, 0.582440, 1.561994}}], Line[{{0.542524, 0.582440, 1.561994},{0.567758, 0.497061, 1.528700}}], Line[{{0.567758, 0.497061, 1.528700},{0.592991, 0.419215, 1.490120}}], Line[{{0.592991, 0.419215, 1.490120},{0.618225, 0.349202, 1.447350}}], Line[{{0.618225, 0.349202, 1.447350},{0.643459, 0.287175, 1.401487}}], Line[{{0.643459, 0.287175, 1.401487},{0.668692, 0.233138, 1.353617}}], Line[{{0.668692, 0.233138, 1.353617},{0.693926, 0.186957, 1.304790}}], Line[{{0.693926, 0.186957, 1.304790},{0.719160, 0.148364, 1.256005}}], Line[{{0.719160, 0.148364, 1.256005},{0.744393, 0.116970, 1.208194}}], Line[{{0.744393, 0.116970, 1.208194},{0.769627, 0.092275, 1.162203}}], Line[{{0.769627, 0.092275, 1.162203},{0.794861, 0.073687, 1.118783}}], Line[{{0.794861, 0.073687, 1.118783},{0.820094, 0.060530, 1.078581}}], Line[{{0.820094, 0.060530, 1.078581},{0.845328, 0.052069, 1.042125}}], Line[{{0.845328, 0.052069, 1.042125},{0.870562, 0.047522, 1.009828}}], Line[{{0.870562, 0.047522, 1.009828},{0.895796, 0.046081, 0.981976}}], Line[{{0.895796, 0.046081, 0.981976},{0.921029, 0.046927, 0.958734}}], Line[{{0.921029, 0.046927, 0.958734},{0.946263, 0.049251, 0.940148}}], Line[{{0.946263, 0.049251, 0.940148},{0.971497, 0.052269, 0.926143}}], Line[{{0.971497, 0.052269, 0.926143},{0.996730, 0.055237, 0.916541}}], Line[{{0.996730, 0.055237, 0.916541},{1.021964, 0.057465, 0.911059}}], Line[{{1.021964, 0.057465, 0.911059},{1.047198, 0.058333, 0.909327}}], Line[{{1.047198, 0.058333, 0.909327},{1.072431, 0.057298, 0.910898}}], Line[{{1.072431, 0.057298, 0.910898},{1.097665, 0.053905, 0.915263}}], Line[{{1.097665, 0.053905, 0.915263},{1.122899, 0.047792, 0.921863}}], Line[{{1.122899, 0.047792, 0.921863},{1.148132, 0.038695, 0.930105}}], Line[{{1.148132, 0.038695, 0.930105},{1.173366, 0.026450, 0.939382}}], Line[{{1.173366, 0.026450, 0.939382},{1.198600, 0.010994, 0.949079}}], Line[{{1.198600, 0.010994, 0.949079},{1.223833, -0.007642, 0.958598}}], Line[{{1.223833, -0.007642, 0.958598},{1.249067, -0.029333, 0.967364}}], Line[{{1.249067, -0.029333, 0.967364},{1.274301, -0.053869, 0.974843}}], Line[{{1.274301, -0.053869, 0.974843},{1.299534, -0.080962, 0.980552}}], Line[{{1.299534, -0.080962, 0.980552},{1.324768, -0.110258, 0.984067}}], Line[{{1.324768, -0.110258, 0.984067},{1.350002, -0.141348, 0.985038}}], Line[{{1.350002, -0.141348, 0.985038},{1.375235, -0.173778, 0.983185}}], Line[{{1.375235, -0.173778, 0.983185},{1.400469, -0.207064, 0.978313}}], Line[{{1.400469, -0.207064, 0.978313},{1.425703, -0.240703, 0.970310}}], Line[{{1.425703, -0.240703, 0.970310},{1.450936, -0.274190, 0.959143}}], Line[{{1.450936, -0.274190, 0.959143},{1.476170, -0.307026, 0.944867}}], Line[{{1.476170, -0.307026, 0.944867},{1.501404, -0.338736, 0.927609}}], Line[{{1.501404, -0.338736, 0.927609},{1.526637, -0.368876, 0.907573}}], Line[{{1.526637, -0.368876, 0.907573},{1.551871, -0.397045, 0.885028}}], Line[{{1.551871, -0.397045, 0.885028},{1.577105, -0.422895, 0.860300}}], Line[{{1.577105, -0.422895, 0.860300},{1.602338, -0.446137, 0.833762}}], Line[{{1.602338, -0.446137, 0.833762},{1.627572, -0.466549, 0.805825}}], Line[{{1.627572, -0.466549, 0.805825},{1.652806, -0.483978, 0.776928}}], Line[{{1.652806, -0.483978, 0.776928},{1.678039, -0.498345, 0.747522}}], Line[{{1.678039, -0.498345, 0.747522},{1.703273, -0.509642, 0.718061}}], Line[{{1.703273, -0.509642, 0.718061},{1.728507, -0.517936, 0.688991}}], Line[{{1.728507, -0.517936, 0.688991},{1.753740, -0.523359, 0.660738}}], Line[{{1.753740, -0.523359, 0.660738},{1.778974, -0.526110, 0.633697}}], Line[{{1.778974, -0.526110, 0.633697},{1.804208, -0.526444, 0.608226}}], Line[{{1.804208, -0.526444, 0.608226},{1.829442, -0.524668, 0.584631}}], Line[{{1.829442, -0.524668, 0.584631},{1.854675, -0.521130, 0.563167}}], Line[{{1.854675, -0.521130, 0.563167},{1.879909, -0.516211, 0.544027}}], Line[{{1.879909, -0.516211, 0.544027},{1.905143, -0.510312, 0.527340}}], Line[{{1.905143, -0.510312, 0.527340},{1.930376, -0.503848, 0.513170}}], Line[{{1.930376, -0.503848, 0.513170},{1.955610, -0.497235, 0.501513}}], Line[{{1.955610, -0.497235, 0.501513},{1.980844, -0.490877, 0.492302}}], Line[{{1.980844, -0.490877, 0.492302},{2.006077, -0.485161, 0.485406}}], Line[{{2.006077, -0.485161, 0.485406},{2.031311, -0.480443, 0.480635}}], Line[{{2.031311, -0.480443, 0.480635},{2.056545, -0.477043, 0.477748}}], Line[{{2.056545, -0.477043, 0.477748},{2.081778, -0.475235, 0.476459}}], Line[{{2.081778, -0.475235, 0.476459},{2.107012, -0.475242, 0.476444}}], Line[{{2.107012, -0.475242, 0.476444},{2.132246, -0.477230, 0.477351}}], Line[{{2.132246, -0.477230, 0.477351},{2.157479, -0.481307, 0.478809}}], Line[{{2.157479, -0.481307, 0.478809},{2.182713, -0.487517, 0.480436}}], Line[{{2.182713, -0.487517, 0.480436},{2.207947, -0.495845, 0.481854}}], Line[{{2.207947, -0.495845, 0.481854},{2.233180, -0.506213, 0.482692}}], Line[{{2.233180, -0.506213, 0.482692},{2.258414, -0.518488, 0.482601}}], Line[{{2.258414, -0.518488, 0.482601},{2.283648, -0.532481, 0.481260}}], Line[{{2.283648, -0.532481, 0.481260},{2.308881, -0.547958, 0.478384}}], Line[{{2.308881, -0.547958, 0.478384},{2.334115, -0.564640, 0.473733}}], Line[{{2.334115, -0.564640, 0.473733},{2.359349, -0.582218, 0.467114}}], Line[{{2.359349, -0.582218, 0.467114},{2.384582, -0.600357, 0.458389}}], Line[{{2.384582, -0.600357, 0.458389},{2.409816, -0.618704, 0.447475}}], Line[{{2.409816, -0.618704, 0.447475},{2.435050, -0.636901, 0.434350}}], Line[{{2.435050, -0.636901, 0.434350},{2.460284, -0.654593, 0.419047}}], Line[{{2.460284, -0.654593, 0.419047},{2.485517, -0.671434, 0.401657}}], Line[{{2.485517, -0.671434, 0.401657},{2.510751, -0.687103, 0.382326}}], Line[{{2.510751, -0.687103, 0.382326},{2.535985, -0.701303, 0.361249}}], Line[{{2.535985, -0.701303, 0.361249},{2.561218, -0.713776, 0.338664}}], Line[{{2.561218, -0.713776, 0.338664},{2.586452, -0.724306, 0.314847}}], Line[{{2.586452, -0.724306, 0.314847},{2.611686, -0.732727, 0.290106}}], Line[{{2.611686, -0.732727, 0.290106},{2.636919, -0.738920, 0.264769}}], Line[{{2.636919, -0.738920, 0.264769},{2.662153, -0.742826, 0.239179}}], Line[{{2.662153, -0.742826, 0.239179},{2.687387, -0.744440, 0.213683}}], Line[{{2.687387, -0.744440, 0.213683},{2.712620, -0.743812, 0.188622}}], Line[{{2.712620, -0.743812, 0.188622},{2.737854, -0.741046, 0.164325}}], Line[{{2.737854, -0.741046, 0.164325},{2.763088, -0.736299, 0.141099}}], Line[{{2.763088, -0.736299, 0.141099},{2.788321, -0.729773, 0.119221}}], Line[{{2.788321, -0.729773, 0.119221},{2.813555, -0.721712, 0.098932}}], Line[{{2.813555, -0.721712, 0.098932},{2.838789, -0.712397, 0.080428}}], Line[{{2.838789, -0.712397, 0.080428},{2.864022, -0.702132, 0.063860}}], Line[{{2.864022, -0.702132, 0.063860},{2.889256, -0.691245, 0.049325}}], Line[{{2.889256, -0.691245, 0.049325},{2.914490, -0.680071, 0.036868}}], Line[{{2.914490, -0.680071, 0.036868},{2.939723, -0.668951, 0.026479}}], Line[{{2.939723, -0.668951, 0.026479},{2.964957, -0.658217, 0.018091}}], Line[{{2.964957, -0.658217, 0.018091},{2.990191, -0.648185, 0.011588}}], Line[{{2.990191, -0.648185, 0.011588},{3.015424, -0.639149, 0.006803}}], Line[{{3.015424, -0.639149, 0.006803},{3.040658, -0.631373, 0.003525}}], Line[{{3.040658, -0.631373, 0.003525},{3.065892, -0.625079, 0.001501}}], Line[{{3.065892, -0.625079, 0.001501},{3.091125, -0.620451, 0.000448}}], Line[{{3.091125, -0.620451, 0.000448},{3.116359, -0.617620, 0.000056}}], Line[{{3.116359, -0.617620, 0.000056},{3.141593, -0.616667, 0.000000}}]}, Boxed -> True, Lighting -> True, SphericalRegion -> False, BoxRatios -> {1.000000, 1.000000, 1.000000}, ViewPoint -> {1.300000, -2.400000, 2.000000} ] ], "Graphics"], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics3D \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell["A first result", "Subsubsection"], Cell["\<\ Assignment: in all these examples, the top view is an odd function, \ while the front view is even.Is it a coincidence? \t\t For students with trigonometric experience: try to prove this.\ \>", "Text"] }, Closed]], Cell[CellGroupData[{ Cell["Example", "Subsubsection"], Cell[CellGroupData[{ Cell[BoxData[ \(coeffList = 1/Range[11]\)], "Input"], Cell[BoxData[ \({1, 1\/2, 1\/3, 1\/4, 1\/5, 1\/6, 1\/7, 1\/8, 1\/9, 1\/10, 1\/11}\)], "Output"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ \(f[%, t]\)], "Input"], Cell[BoxData[ \(\[ExponentialE]\^\(\[ImaginaryI]\ t\) + 1\/2\ \[ExponentialE]\^\(2\ \[ImaginaryI]\ t\) + 1\/3\ \[ExponentialE]\^\(3\ \[ImaginaryI]\ t\) + 1\/4\ \[ExponentialE]\^\(4\ \[ImaginaryI]\ t\) + 1\/5\ \[ExponentialE]\^\(5\ \[ImaginaryI]\ t\) + 1\/6\ \[ExponentialE]\^\(6\ \[ImaginaryI]\ t\) + 1\/7\ \[ExponentialE]\^\(7\ \[ImaginaryI]\ t\) + 1\/8\ \[ExponentialE]\^\(8\ \[ImaginaryI]\ t\) + 1\/9\ \[ExponentialE]\^\(9\ \[ImaginaryI]\ t\) + 1\/10\ \[ExponentialE]\^\(10\ \[ImaginaryI]\ t\) + 1\/11\ \[ExponentialE]\^\(11\ \[ImaginaryI]\ t\)\)], "Output"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ \(\(\[ScriptS] = spirograph[%, t];\)\)], "Input"], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: .91535 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 0.210549 0.253534 0.457675 0.253534 [ [ 0 0 -0.125 0 ] [ 0 0 -0.125 0 ] [ 0 .91535 .125 0 ] [ 1 0 .125 0 ] [ 0 0 0 0 ] [ 1 .91535 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 .91535 L s 0 .91535 m 1 .91535 L s 1 0 m 1 .91535 L s .5 Mabswid .02381 .45767 m .02381 .45749 L .02381 .45731 L .02381 .45711 L .02382 .45693 L .02382 .45659 L .02383 .45623 L .02385 .45583 L .02387 .45541 L .02392 .45465 L .02398 .45387 L .02405 .45314 L .02427 .45149 L .02455 .44982 L .02486 .44832 L .02576 .44502 L .02674 .44229 L .02801 .43946 L .03095 .4345 L .03419 .43057 L .03777 .42737 L .03952 .42614 L .04108 .42523 L .04388 .42396 L .04506 .42358 L .04567 .42342 L .04617 .42331 L .04661 .42323 L .04703 .42317 L .04724 .42314 L .04741 .42313 L .04757 .42312 L .04765 .42311 L .04772 .42311 L .04779 .42311 L .04782 .4231 L .04785 .4231 L .04788 .4231 L .04791 .4231 L .04793 .4231 L .04796 .4231 L .04798 .4231 L .04801 .4231 L .04803 .4231 L .04806 .4231 L .04808 .4231 L .04811 .4231 L .04815 .4231 L .04819 .4231 L .04823 .42311 L Mistroke .04829 .42311 L .04836 .42312 L .04839 .42312 L .0484 .42312 L .0484 .42312 L .0484 .42312 L .0484 .42312 L .0484 .42312 L .04839 .42312 L .04838 .42312 L .04815 .42307 L .04771 .42293 L .04713 .4227 L .04537 .42177 L .04318 .42017 L .04056 .41755 L .03802 .4141 L .0358 .40992 L .03483 .40748 L .03394 .40465 L .03328 .40175 L .03302 .40024 L .0329 .39937 L .0328 .39855 L .03273 .39778 L .03266 .39694 L .03264 .39656 L .03262 .39617 L .0326 .39579 L .03259 .39545 L .03258 .39505 L .03257 .39483 L .03257 .39463 L .03257 .39443 L .03257 .39425 L .03257 .39406 L .03257 .39385 L .03257 .39364 L .03257 .39352 L .03257 .39341 L .03258 .393 L .03259 .39279 L .0326 .39255 L .03262 .39207 L .03267 .39121 L .03273 .39039 L .03289 .38886 L .03313 .38721 L .03346 .38542 L .03425 .38219 L Mistroke .03536 .37883 L .038 .37309 L .03964 .37036 L .0416 .3676 L .0459 .36285 L .05037 .35922 L .05471 .35666 L .05688 .35568 L .0591 .35489 L .06013 .35458 L .06121 .35432 L .06211 .35413 L .06304 .35398 L .06347 .35392 L .06391 .35387 L .06428 .35383 L .06467 .3538 L .06489 .35379 L .06509 .35377 L .06528 .35377 L .06537 .35376 L .06548 .35376 L .06557 .35376 L .06565 .35376 L .06573 .35376 L .06582 .35375 L .0659 .35375 L .06598 .35375 L .06607 .35375 L .06612 .35375 L .06616 .35375 L .06624 .35376 L .06631 .35376 L .06647 .35376 L .06662 .35377 L .06678 .35377 L .06706 .35379 L .06731 .35381 L .06785 .35387 L .0683 .35393 L .069 .35407 L .06944 .3542 L .06968 .35428 L .06971 .35429 L .06972 .3543 L .06972 .3543 L .06972 .3543 L .06972 .3543 L .06972 .3543 L .06972 .3543 L Mistroke .0697 .35429 L .06962 .35424 L .06948 .35417 L .06907 .35389 L .06771 .35274 L .06596 .35073 L .06412 .34786 L .0632 .34603 L .06228 .34377 L .06146 .34122 L .06114 .33995 L .06084 .33854 L .06059 .33707 L .0604 .3357 L .06033 .33502 L .06026 .33427 L .06021 .33355 L .06018 .33289 L .06016 .3325 L .06015 .33215 L .06014 .33195 L .06014 .33174 L .06014 .33153 L .06014 .33134 L .06013 .33117 L .06013 .33101 L .06013 .33083 L .06014 .33063 L .06014 .33044 L .06014 .33024 L .06014 .33006 L .06015 .32987 L .06016 .32943 L .06018 .32902 L .06023 .3281 L .0603 .32725 L .06038 .32643 L .06058 .32477 L .06087 .323 L .06158 .31979 L .0626 .31637 L .0638 .31318 L .06714 .30663 L .07175 .30021 L .07705 .29483 L .0827 .29058 L .08599 .28865 L .089 .28718 L .09217 .28592 L .09504 .28503 L Mistroke .0979 .28436 L .09936 .2841 L .10085 .2839 L .10152 .28383 L .10215 .28378 L .10285 .28373 L .10316 .28371 L .10348 .2837 L .10376 .28369 L .10391 .28369 L .10406 .28368 L .10421 .28368 L .10434 .28368 L .10446 .28368 L .10459 .28367 L .10474 .28367 L .10489 .28367 L .10503 .28368 L .10516 .28368 L .10531 .28368 L .10547 .28368 L .10576 .28369 L .10604 .2837 L .10634 .28371 L .10686 .28374 L .10747 .28379 L .10802 .28385 L .10914 .28399 L .11014 .28416 L .11186 .28455 L .11322 .28497 L .11443 .28544 L .1153 .28585 L .11628 .28645 L .11638 .28652 L .11643 .28656 L .11643 .28657 L .11643 .28657 L .11643 .28657 L .11643 .28657 L .11643 .28656 L .11642 .28656 L .11636 .2865 L .1161 .28622 L .11564 .28564 L .11449 .28381 L .11381 .28244 L .11309 .28063 L .11241 .27844 L .11213 .27732 L Mistroke .11187 .27603 L .11164 .27467 L .11148 .27336 L .11141 .2727 L .11135 .27198 L .11131 .27128 L .11128 .27062 L .11126 .27024 L .11126 .26989 L .11125 .26969 L .11125 .26959 L .11125 .26948 L .11125 .26927 L .11125 .26908 L .11125 .26891 L .11125 .26872 L .11125 .26855 L .11125 .26838 L .11126 .2682 L .11126 .268 L .11127 .26759 L .11129 .26714 L .11131 .26672 L .11137 .26578 L .11145 .26489 L .11153 .26404 L .11177 .26229 L .11209 .26039 L .11289 .2569 L .11405 .25308 L .11546 .24946 L .11945 .24177 L .12518 .23393 L .13204 .22708 L .13964 .22146 L .14421 .21883 L .14848 .21679 L .15309 .215 L .15736 .21371 L .16174 .21272 L .16402 .21234 L .16527 .21217 L .1664 .21204 L .1674 .21194 L .16849 .21185 L .16908 .21182 L .16962 .21179 L .17017 .21176 L .17068 .21174 L .17112 .21173 L Mistroke .17136 .21173 L .17158 .21172 L .17183 .21172 L .17209 .21172 L .17234 .21172 L .17257 .21172 L .17283 .21172 L .17307 .21172 L .17329 .21173 L .17352 .21173 L .17405 .21174 L .17453 .21176 L .17548 .21181 L .17649 .21187 L .17828 .21204 L .18033 .21231 L .18214 .21263 L .18542 .21338 L .18865 .21439 L .19138 .21548 L .19389 .21671 L .19734 .2189 L .19957 .22082 L .20046 .22184 L .20049 .22189 L .20052 .22193 L .20052 .22194 L .20052 .22194 L .20052 .22194 L .20052 .22194 L .20052 .22193 L .20052 .22193 L .20046 .22184 L .20035 .22162 L .19966 .21995 L .19923 .21848 L .19878 .21642 L .1986 .21525 L .19852 .21458 L .19844 .21383 L .19838 .21308 L .19833 .21237 L .19832 .21201 L .1983 .21162 L .1983 .21144 L .19829 .21125 L .19829 .21107 L .19828 .2109 L .19828 .21071 L .19828 .21061 L Mistroke .19828 .2105 L .19828 .21031 L .19828 .21011 L .19828 .20993 L .19828 .20973 L .19828 .20954 L .19829 .20937 L .1983 .20897 L .19831 .20853 L .19833 .20806 L .19836 .20762 L .19848 .206 L .19858 .20507 L .19868 .2042 L .19934 .20029 L .19987 .19795 L .20047 .19571 L .20205 .19095 L .204 .18629 L .20933 .17667 L .21688 .16678 L .22722 .15683 L .23926 .14838 L .25244 .1418 L .25971 .13913 L .26769 .13687 L .27169 .136 L .27603 .13523 L .28016 .13468 L .28395 .13432 L .2858 .1342 L .28682 .13414 L .28778 .1341 L .28867 .13407 L .28915 .13406 L .28964 .13405 L .29006 .13404 L .29052 .13403 L .29094 .13403 L .29134 .13403 L .29183 .13402 L .29211 .13402 L .29237 .13403 L .29285 .13403 L .29336 .13404 L .29386 .13405 L .29433 .13406 L .2952 .13408 L .29624 .13412 L .29719 .13417 L Mistroke .29932 .13431 L .30111 .13446 L .30302 .13465 L .30642 .13509 L .31039 .13577 L .31393 .13651 L .32054 .13828 L .32729 .14065 L .33313 .14322 L .339 .14636 L .348 .1526 L .35473 .15895 L .35889 .16425 L .3611 .16814 L .36152 .16915 L .3616 .16938 L .36161 .16943 L .36161 .16943 L .36162 .16943 L .36162 .16943 L .36161 .16943 L .36161 .16942 L .3616 .16939 L .36158 .16931 L .36152 .16903 L .36142 .16851 L .36132 .16782 L .36121 .16688 L .36116 .16628 L .36114 .16596 L .36111 .16558 L .3611 .16521 L .36108 .16484 L .36107 .16448 L .36107 .1643 L .36107 .16419 L .36107 .16409 L .36106 .16389 L .36106 .16372 L .36106 .16352 L .36106 .16341 L .36106 .1633 L .36107 .16312 L .36107 .16293 L .36107 .16272 L .36108 .16252 L .36109 .16208 L .3611 .16166 L .36116 .16067 L .36123 .15965 L Mistroke .36133 .15849 L .36161 .15623 L .36196 .15399 L .36312 .14851 L .36512 .1417 L .36791 .13438 L .37192 .12589 L .38239 .10902 L .39882 .0897 L .42039 .07097 L .43365 .0618 L .44986 .05239 L .48463 .03737 L .50409 .03145 L .51458 .0289 L .52629 .02654 L .53753 .02475 L .54812 .02346 L .55848 .02256 L .56378 .02223 L .56682 .02209 L .56964 .02198 L .57269 .02189 L .5743 .02185 L .57512 .02184 L .57601 .02182 L .5775 .02181 L .5789 .0218 L .57976 .02179 L .58057 .02179 L .5821 .0218 L .58348 .02181 L .58495 .02183 L .58634 .02185 L .5876 .02187 L .59071 .02196 L .59365 .02206 L .60023 .0224 L .60632 .02283 L .61307 .02343 L .62024 .02422 L .63254 .02594 L .64586 .02831 L .67018 .03403 L .69864 .04302 L .72561 .05396 L .77619 .08141 L .82721 .12004 L .87175 .16597 L .90872 .21741 L Mistroke .92627 .24869 L .94026 .27881 L .95255 .3115 L .96177 .34286 L .96886 .37545 L .97166 .39292 L .97293 .40269 L .97391 .41171 L .97469 .42032 L .97536 .42981 L .97561 .43442 L .97583 .43937 L .97593 .4421 L .97601 .4446 L .97607 .44697 L .97612 .44949 L .97614 .45072 L .97615 .45188 L .97618 .45405 L .97619 .45608 L .97619 .45827 L .97619 .45942 L .97618 .46069 L .97617 .46202 L .97616 .46325 L .97613 .46546 L .97608 .46783 L .97595 .47251 L .97579 .47693 L .97537 .48521 L .97482 .49336 L .97404 .50233 L .97194 .52039 L .96937 .53701 L .96641 .55247 L .95781 .58699 L .94767 .61774 L .934 .65072 L .91916 .68004 L .88393 .7341 L .84127 .78226 L .79049 .82435 L .76354 .84172 L .73819 .85544 L .71156 .86738 L .6866 .87644 L .66148 .88357 L .64744 .88672 L .63425 .88914 L .62161 .89096 L Mistroke .615 .89172 L .60802 .89239 L .60222 .89282 L .59915 .89302 L .59586 .89319 L .59286 .89332 L .59012 .89341 L .58751 .89348 L .5862 .8935 L .58477 .89353 L .58315 .89354 L .58166 .89355 L .58088 .89356 L .58002 .89356 L .57913 .89355 L .5783 .89355 L .57677 .89353 L .57537 .89352 L .57376 .89349 L .57224 .89345 L .56945 .89337 L .56687 .89327 L .56108 .89296 L .55482 .89252 L .54922 .89201 L .53692 .89052 L .5258 .88872 L .51587 .88674 L .49454 .88119 L .47659 .87505 L .45845 .86727 L .42783 .84971 L .4045 .83115 L .38604 .81117 L .37385 .79302 L .36654 .77759 L .36417 .77065 L .36327 .76741 L .3625 .76416 L .36196 .76136 L .36159 .75899 L .36134 .75692 L .36124 .75587 L .36117 .75493 L .36114 .75445 L .36112 .75395 L .3611 .75355 L .36108 .75311 L .36108 .75289 L .36107 .75266 L Mistroke .36107 .75253 L .36107 .75241 L .36107 .75219 L .36106 .75199 L .36106 .75178 L .36106 .75158 L .36106 .7514 L .36107 .75124 L .36107 .75107 L .36108 .75076 L .36109 .75041 L .3611 .75011 L .36113 .7495 L .36117 .74892 L .36126 .74794 L .36138 .74711 L .36155 .74617 L .36161 .74595 L .36161 .74593 L .36161 .74592 L .36162 .74592 L .36162 .74592 L .36162 .74592 L .36161 .74592 L .36161 .74594 L .3614 .74651 L .35986 .74954 L .35653 .75429 L .35062 .7605 L .34249 .7668 L .33744 .76989 L .33134 .77298 L .32544 .77541 L .31848 .77768 L .31145 .77938 L .30747 .78009 L .30368 .78062 L .30179 .78083 L .29972 .78101 L .29776 .78115 L .29681 .7812 L .29592 .78124 L .29506 .78127 L .29427 .78129 L .29385 .7813 L .29339 .78131 L .29293 .78132 L .29244 .78132 L .29195 .78133 L .29151 .78132 L Mistroke .291 .78132 L .29051 .78132 L .29006 .78131 L .28965 .7813 L .28871 .78128 L .28776 .78125 L .28688 .78121 L .28491 .7811 L .28309 .78096 L .28136 .7808 L .27748 .78033 L .27328 .77965 L .26565 .77797 L .25773 .77556 L .24992 .77247 L .24293 .76905 L .23073 .76127 L .21976 .75167 L .21139 .7417 L .20543 .73199 L .20314 .72712 L .20124 .7221 L .19983 .71726 L .19935 .71515 L .19895 .71299 L .19868 .7111 L .19856 .71013 L .19846 .70912 L .19839 .70821 L .19834 .7074 L .19831 .70665 L .19829 .70628 L .19829 .70608 L .19829 .70588 L .19828 .70577 L .19828 .70566 L .19828 .70546 L .19828 .70535 L .19828 .70523 L .19828 .70511 L .19828 .70501 L .19828 .70482 L .19828 .7047 L .19828 .7046 L .19828 .70442 L .19829 .70422 L .1983 .70387 L .19831 .70354 L .19834 .70282 L .19839 .70207 L Mistroke .19845 .70141 L .19861 .70003 L .19879 .69889 L .19898 .69794 L .19943 .69612 L .19988 .6948 L .20022 .69399 L .20047 .6935 L .20052 .69342 L .20052 .69342 L .20052 .69341 L .20052 .69341 L .20052 .69341 L .20052 .69341 L .20052 .69342 L .20046 .6935 L .20035 .69364 L .19992 .69416 L .19812 .69584 L .19668 .69693 L .19469 .69819 L .18984 .70052 L .18688 .70155 L .18523 .70202 L .18338 .70247 L .18155 .70283 L .17982 .70311 L .17801 .70334 L .17625 .70349 L .17533 .70355 L .17479 .70358 L .17429 .7036 L .17377 .70361 L .17349 .70362 L .1732 .70363 L .17294 .70363 L .1727 .70363 L .17244 .70363 L .17229 .70363 L .17216 .70363 L .17191 .70363 L .17166 .70363 L .17144 .70362 L .17119 .70362 L .17065 .7036 L .17014 .70359 L .16921 .70354 L .1682 .70348 L .16705 .70338 L .16597 .70327 L Mistroke .16351 .70293 L .16131 .70255 L .15896 .70204 L .15408 .70067 L .14951 .69899 L .14104 .69475 L .13276 .68888 L .12582 .68215 L .12035 .675 L .11786 .67083 L .11595 .667 L .11431 .66298 L .11313 .65932 L .11223 .65567 L .11188 .6538 L .1116 .65186 L .11142 .6502 L .11135 .64928 L .11132 .64885 L .1113 .64846 L .11128 .64806 L .11127 .64771 L .11126 .64731 L .11126 .6471 L .11125 .6469 L .11125 .64672 L .11125 .64654 L .11125 .64638 L .11125 .64621 L .11125 .64602 L .11125 .64582 L .11125 .64564 L .11126 .64547 L .11126 .64511 L .11128 .64472 L .1113 .64431 L .11132 .64393 L .11142 .64257 L .1115 .64183 L .11158 .64116 L .1118 .63972 L .11229 .63739 L .11293 .63517 L .1136 .63339 L .11433 .63182 L .11561 .62973 L .11608 .62915 L .11635 .62886 L .11641 .6288 L .11643 .62878 L Mistroke .11643 .62878 L .11643 .62878 L .11643 .62878 L .11643 .62878 L .11643 .62878 L .11642 .62879 L .1164 .62881 L .11631 .62888 L .11593 .62913 L .11522 .62953 L .11432 .62995 L .11304 .63044 L .11152 .63089 L .11056 .63111 L .10961 .63128 L .1086 .63143 L .10759 .63155 L .10701 .63159 L .10646 .63163 L .10616 .63164 L .10584 .63166 L .10567 .63166 L .10549 .63167 L .10532 .63167 L .10516 .63167 L .105 .63167 L .10486 .63167 L .10472 .63167 L .10458 .63167 L .10441 .63167 L .10433 .63167 L .10424 .63167 L .10408 .63167 L .10394 .63166 L .10365 .63166 L .10333 .63164 L .10276 .63161 L .10208 .63157 L .10133 .6315 L .09993 .63133 L .0986 .63112 L .09709 .63082 L .09394 .63 L .09097 .62898 L .08772 .62758 L .08139 .6239 L .07565 .61926 L .07074 .61391 L .06835 .61062 L .06641 .60747 L Mistroke .06326 .60082 L .06212 .59748 L .06163 .59575 L .06117 .59384 L .06084 .59218 L .06056 .59041 L .06044 .58945 L .06034 .58857 L .06027 .58774 L .06021 .58686 L .06018 .58642 L .06017 .58601 L .06015 .58564 L .06015 .58545 L .06014 .58524 L .06014 .58506 L .06014 .58486 L .06013 .58466 L .06013 .58447 L .06013 .58428 L .06013 .5841 L .06014 .58394 L .06014 .58376 L .06014 .58356 L .06015 .58337 L .06016 .58293 L .06017 .58251 L .0602 .58207 L .06025 .58126 L .06031 .58054 L .06047 .57907 L .06067 .57776 L .06126 .57493 L .062 .57237 L .06278 .57027 L .06468 .56651 L .06653 .56389 L .06823 .56212 L .06934 .56127 L .06963 .5611 L .0697 .56106 L .06972 .56105 L .06972 .56105 L .06972 .56105 L .06972 .56105 L .06972 .56105 L .06972 .56105 L .06971 .56106 L .06969 .56106 L .06961 .5611 L Mistroke .06924 .56121 L .06867 .56135 L .06826 .56142 L .06781 .56149 L .06756 .56152 L .06727 .56154 L .06698 .56156 L .06684 .56157 L .0667 .56158 L .06656 .56158 L .06644 .56159 L .06629 .56159 L .06621 .56159 L .06613 .56159 L .06606 .5616 L .06598 .5616 L .0659 .5616 L .06583 .5616 L .06575 .56159 L .0657 .56159 L .06565 .56159 L .06548 .56159 L .06539 .56159 L .06531 .56158 L .06515 .56158 L .06477 .56156 L .06444 .56153 L .06406 .5615 L .06317 .56139 L .0623 .56125 L .06055 .56087 L .05847 .56026 L .0564 .55947 L .05409 .55838 L .0494 .55544 L .04499 .55162 L .04109 .54708 L .03916 .54423 L .03757 .54146 L .03498 .53547 L .03404 .53239 L .03364 .53078 L .03328 .529 L .03302 .52743 L .03281 .52574 L .03272 .52481 L .03266 .52396 L .03263 .52355 L .03261 .52311 L .03259 .52269 L Mistroke .03258 .5223 L .03258 .52209 L .03257 .52187 L .03257 .52168 L .03257 .52148 L .03257 .52136 L .03257 .52126 L .03257 .52113 L .03257 .52102 L .03257 .52081 L .03257 .5207 L .03257 .52059 L .03258 .52022 L .03259 .52002 L .03259 .51982 L .03261 .51942 L .03263 .519 L .03267 .51826 L .03273 .51759 L .03288 .5161 L .03309 .51464 L .03337 .51312 L .034 .51049 L .03492 .5076 L .03595 .50509 L .03824 .50091 L .0409 .49741 L .04341 .49499 L .04554 .49347 L .04652 .49293 L .04726 .49259 L .04821 .49227 L .04833 .49224 L .04839 .49223 L .0484 .49223 L .0484 .49223 L .0484 .49223 L .0484 .49223 L .0484 .49223 L .0484 .49223 L .04839 .49223 L .04834 .49224 L .0483 .49224 L .04824 .49224 L .04818 .49224 L .04814 .49225 L .0481 .49225 L .04808 .49225 L .04806 .49225 L .04804 .49225 L Mistroke .04801 .49225 L .04799 .49225 L .04797 .49225 L .04796 .49225 L .04793 .49225 L .0479 .49225 L .04787 .49225 L .04783 .49225 L .04777 .49224 L .0477 .49224 L .04763 .49224 L .04749 .49223 L .04732 .49221 L .04698 .49218 L .04653 .49211 L .04606 .49202 L .04502 .49176 L .04371 .49133 L .04234 .49075 L .04069 .48991 L .03742 .48771 L .03395 .48454 L .03078 .4806 L .0293 .47828 L .02783 .47553 L .02659 .47267 L .02564 .46993 L .02485 .46696 L .0245 .46529 L .02424 .46369 L .02405 .46218 L .02398 .46142 L .02391 .46057 L .02387 .45985 L .02385 .45946 L .02383 .45908 L .02382 .45873 L .02382 .45853 L .02381 .45834 L .02381 .45817 L .02381 .45802 L .02381 .45784 L .02381 .45767 L Mfstroke 0 0 m 1 0 L 1 .91535 L 0 .91535 L closepath clip newpath % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 263.562}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgooooo`_o0000I_ooool1o`00007ooooo00000ol0003ooooo ooooo`2?ooooo`Oo00007oooool4o`0006;ooooo0Ol00001ooooo`0000?o0000ooooooooool0S?oo ool3o`0002[ooooo0ol0001Oooooo`7o00000Oooool00003o`000?oooooooooo08Wooooo0ol0000` ooooo`Co0000Foooool1o`00007ooooo00000ol0003oooooooooo`27ooooo`;o0000=oooool4o`00 05Oooooo0Ol00001ooooo`0000?o0000ooooooooool0Q?ooool3o`0003gooooo0ol0001Dooooo`7o 00000Oooool00003o`000?oooooooooo08;ooooo0_l00013ooooo`?o0000DOooool1o`00007ooooo 00000ol0003oooooooooo`1oooooo`?o0000B?ooool3o`0004kooooo0Ol00001ooooo`0000?o0000 ooooooooool0OOooool2o`0004kooooo0_l0001ooooo`03o`000?oooooooooo02Gooooo 0Ol00001ooooo`0000?o0000ooooooooool0?_ooool00ol0003oooooooooo`0Pooooo`04o`000?oo ooooooooo`0008oooooo00?o0000ooooooooool09?ooool1o`00007ooooo00000ol0003ooooooooo o`0mooooo`03o`000?oooooooooo02;ooooo0ol0002@ooooo`03o`000?oooooooooo02?ooooo0Ol0 0001ooooo`0000?o0000ooooooooool0??ooool00ol0003oooooooooo`0Uooooo`03o`000?oooooo oooo08oooooo00?o0000ooooooooool08_ooool1o`00007ooooo00000ol0003oooooooooo`0koooo o`03o`000?oooooooooo02Kooooo0_l0002Aooooo`03o`000?oooooooooo027ooooo0Ol00001oooo o`0000?o0000ooooooooool0>oooool00ol0003oooooooooo`0Vooooo`03o`000?oooooooooo093o oooo00?o0000ooooooooool08Oooool1o`00007ooooo00000ol0003oooooooooo`0jooooo`03o`00 0?oooooooooo0;_ooooo00?o0000ooooooooool08?ooool1o`00007ooooo00000ol0003ooooooooo o`0iooooo`03o`000?oooooooooo0;gooooo00?o0000ooooooooool07oooool1o`00007ooooo0000 0ol0003oooooooooo`0hooooo`03o`000?oooooooooo0;oooooo00?o0000ooooooooool07_ooool1 o`00007ooooo00000ol0003oooooooooo`0gooooo`03o`000?oooooooooo0<3ooooo00?o0000oooo ooooool07_ooool1o`00007ooooo00000ol0003oooooooooo`0gooooo`03o`000?oooooooooo0<7o oooo00?o0000ooooooooool07Oooool1o`00007ooooo00000ol0003oooooooooo`0gooooo`03o`00 0?oooooooooo0<;ooooo00?o0000ooooooooool07?ooool1o`00007ooooo00000ol0003ooooooooo o`0fooooo`03o`000?oooooooooo0ooooo`;o0000b_ooool00ol0 003oooooooooo`0Gooooo`7o00000Oooool00003o`000?oooooooooo02?ooooo00?o0000oooooooo ool04?ooool00ol0003oooooooooo`39ooooo`03o`000?oooooooooo01Kooooo0Ol00001ooooo`00 00?o0000ooooooooool08_ooool00ol0003oooooooooo`3Mooooo`03o`000?oooooooooo01Kooooo 0Ol00001ooooo`0000?o0000ooooooooool08_ooool00ol0003oooooooooo`3Nooooo`03o`000?oo oooooooo01Gooooo0Ol00001ooooo`0000?o0000ooooooooool08Oooool00ol0003oooooooooo`3P ooooo`03o`000?oooooooooo01Cooooo0Ol00001ooooo`0000?o0000ooooooooool08?ooool00ol0 003oooooooooo`3Qooooo`03o`000?oooooooooo01Cooooo0Ol00001ooooo`0000?o0000oooooooo ool07oooool00ol0003oooooooooo`3Sooooo`03o`000?oooooooooo01?ooooo0Ol00001ooooo`00 00?o0000ooooooooool07oooool00ol0003oooooooooo`3Sooooo`03o`000?oooooooooo01?ooooo 0Ol00001ooooo`0000?o0000ooooooooool07_ooool00ol0003oooooooooo`3Uooooo`03o`000?oo oooooooo01;ooooo0Ol00001ooooo`0000?o0000ooooooooool07_ooool00ol0003oooooooooo`3U ooooo`03o`000?oooooooooo01;ooooo0Ol00001ooooo`0000?o0000ooooooooool07Oooool00ol0 003oooooooooo`3Wooooo`03o`000?oooooooooo017ooooo0Ol00001ooooo`0000?o0000oooooooo ool07Oooool00ol0003oooooooooo`3Wooooo`03o`000?oooooooooo017ooooo0Ol00001ooooo`00 00?o0000ooooooooool07Oooool00ol0003oooooooooo`3Xooooo`03o`000?oooooooooo013ooooo 0Ol00001ooooo`0000?o0000ooooooooool07Oooool00ol0003oooooooooo`3Xooooo`03o`000?oo oooooooo013ooooo0Ol00001ooooo`0000?o0000ooooooooool07Oooool00ol0003oooooooooo`3X ooooo`03o`000?oooooooooo013ooooo0Ol00001ooooo`0000?o0000ooooooooool07Oooool00ol0 003oooooooooo`3Yooooo`03o`000?oooooooooo00oooooo0Ol00001ooooo`0000?o0000oooooooo ool07Oooool00ol0003oooooooooo`3Yooooo`03o`000?oooooooooo00oooooo0Ol00001ooooo`00 00?o0000ooooooooool07Oooool00ol0003oooooooooo`3Zooooo`03o`000?oooooooooo00kooooo 0Ol00001ooooo`0000?o0000ooooooooool06Oooool5o`000>cooooo00?o0000ooooooooool03_oo ool1o`00007ooooo00000ol0003oooooooooo`0Fooooo`Co00000oooool2o`000>cooooo00?o0000 ooooooooool03Oooool1o`00007ooooo00000ol0003oooooooooo`0Dooooo`;o0000mOooool00ol0 003oooooooooo`0=ooooo`7o00000Oooool00003o`000?oooooooooo01Cooooo00?o0000oooooooo ool0mOooool00ol0003oooooooooo`0ooooo`03o`000?oooooo oooo00Cooooo0Ol00001ooooo`0000?o0000ooooooooool01?ooool00ol0003oooooooooo`3ooooo o`oooooo00?o0000ooooooooool00oooool1o`00007ooooo00000ol0003oooooooooo`04ooooo`03 o`000?oooooooooo0?oooooo3oooool00ol0003oooooooooo`03ooooo`7o00000Oooool00003o`00 0?oooooooooo00?ooooo0_l0003ooooooa7ooooo00?o0000ooooooooool00oooool1o`00007ooooo 00000ol0003oooooooooo`03ooooo`;o0000oooooolAooooo`03o`000?oooooooooo00?ooooo0Ol0 0001ooooo`0000?o0000ooooooooool00oooool2o`000?oooooo4Oooool00ol0003oooooooooo`03 ooooo`7o00000Oooool00003o`000?oooooooooo00Cooooo00?o0000ooooooooool0ooooool?oooo o`03o`000?oooooooooo00?ooooo0Ol00001ooooo`0000?o0000ooooooooool01?ooool00ol0003o ooooooooo`3oooooo`oooooo00?o0000ooooooooool00oooool1o`00007ooooo00000ol0003ooooo ooooo`04ooooo`03o`000?oooooooooo0?oooooo3_ooool00ol0003oooooooooo`04ooooo`7o0000 0Oooool00003o`000?oooooooooo00Cooooo0_l0003oooooo`oooooo00?o0000ooooooooool01?oo ool1o`00007ooooo00000ol0003oooooooooo`05ooooo`03o`000?oooooooooo0?oooooo3Oooool0 0ol0003oooooooooo`04ooooo`7o00000Oooool00003o`000?oooooooooo00Gooooo00?o0000oooo ooooool0ooooool=ooooo`03o`000?oooooooooo00Cooooo0Ol00001ooooo`0000?o0000oooooooo ool01_ooool00ol0003oooooooooo`3oooooo`cooooo00?o0000ooooooooool01?ooool1o`00007o oooo00000ol0003oooooooooo`07ooooo`;o0000oooooolcooooo00?o0000ooooooooool03Oooool1o`00007ooooo00000ol0003oooooooooo`0M ooooo`03o`000?oooooooooo0>[ooooo00?o0000ooooooooool03_ooool1o`00007ooooo00000ol0 003oooooooooo`0Mooooo`03o`000?oooooooooo0>[ooooo00?o0000ooooooooool03_ooool1o`00 007ooooo00000ol0003oooooooooo`0Mooooo`03o`000?oooooooooo0>Wooooo00?o0000oooooooo ool03oooool1o`00007ooooo00000ol0003oooooooooo`0Mooooo`03o`000?oooooooooo0>Wooooo 00?o0000ooooooooool03oooool1o`00007ooooo00000ol0003oooooooooo`0Mooooo`03o`000?oo oooooooo0>Wooooo00?o0000ooooooooool03oooool1o`00007ooooo00000ol0003oooooooooo`0M ooooo`03o`000?oooooooooo0>Sooooo00?o0000ooooooooool04?ooool1o`00007ooooo00000ol0 003oooooooooo`0Mooooo`03o`000?oooooooooo0>Sooooo00?o0000ooooooooool04?ooool1o`00 007ooooo00000ol0003oooooooooo`0Mooooo`03o`000?oooooooooo0>Oooooo00?o0000oooooooo ool04Oooool1o`00007ooooo00000ol0003oooooooooo`0Mooooo`03o`000?oooooooooo0>Oooooo 00?o0000ooooooooool04Oooool1o`00007ooooo00000ol0003oooooooooo`0Nooooo`03o`000?oo oooooooo0>Gooooo00?o0000ooooooooool04_ooool1o`00007ooooo00000ol0003oooooooooo`0N ooooo`03o`000?oooooooooo0>Gooooo00?o0000ooooooooool04_ooool1o`00007ooooo00000ol0 003oooooooooo`0Nooooo`03o`000?oooooooooo0>Cooooo00?o0000ooooooooool04oooool1o`00 007ooooo00000ol0003oooooooooo`0Oooooo`03o`000?oooooooooo0>?ooooo00?o0000oooooooo ool04oooool1o`00007ooooo00000ol0003oooooooooo`0Pooooo`03o`000?oooooooooo0>7ooooo 00?o0000ooooooooool05?ooool1o`00007ooooo00000ol0003oooooooooo`0Qooooo`03o`000?oo oooooooo0>3ooooo00?o0000ooooooooool05?ooool1o`00007ooooo00000ol0003oooooooooo`0R ooooo`03o`000?oooooooooo0=kooooo00?o0000ooooooooool05Oooool1o`00007ooooo00000ol0 003oooooooooo`0Sooooo`;o0000gOooool00ol0003oooooooooo`0Fooooo`7o00000Oooool00003 o`000?oooooooooo02Gooooo0_l0000?ooooo`03o`000?oooooooooo0?ooool00ol0003ooooo ooooo`2oooooo`03o`000?oooooooooo01kooooo0Ol00001ooooo`0000?o0000ooooooooool0>?oo ool00ol0003oooooooooo`2oooooo`03o`000?oooooooooo01kooooo0Ol00001ooooo`0000?o0000 ooooooooool0>Oooool00ol0003oooooooooo`2mooooo`03o`000?oooooooooo01oooooo0Ol00001 ooooo`0000?o0000ooooooooool0>Oooool00ol0003oooooooooo`2looooo`03o`000?oooooooooo 023ooooo0Ol00001ooooo`0000?o0000ooooooooool0>_ooool00ol0003oooooooooo`0Wooooo`;o 0000TOooool00ol0003oooooooooo`0Qooooo`7o00000Oooool00003o`000?oooooooooo03_ooooo 00?o0000ooooooooool09_ooool00ol0003oooooooooo`2?ooooo`03o`000?oooooooooo02;ooooo 0Ol00001ooooo`0000?o0000ooooooooool0??ooool2o`0002Gooooo0_l0002@ooooo`03o`000?oo oooooooo02?ooooo0Ol00001ooooo`0000?o0000ooooooooool0?_ooool00ol0003oooooooooo`0Q ooooo`03o`000?oooooo000008oooooo00?o0000ooooooooool09?ooool1o`00007ooooo00000ol0 003oooooooooo`0oooooo`03o`000?oooooooooo01oooooo00Co0000oooooooooooo0000Soooool0 0ol0003oooooooooo`0Tooooo`7o00000Oooool00003o`000?oooooooooo043ooooo00?o0000oooo ooooool07Oooool00ol0003oooooooooo`02ooooo`03o`000?oooooooooo08_ooooo00?o0000oooo ooooool09Oooool1o`00007ooooo00000ol0003oooooooooo`11ooooo`03o`000?oooooooooo01[o oooo0_l00005ooooo`03o`000?oooooooooo08[ooooo00?o0000ooooooooool09_ooool1o`00007o oooo00000ol0003oooooooooo`12ooooo`Go00005_ooool00ol0003oooooooooo`05ooooo`03o`00 0?oooooooooo08Wooooo00?o0000ooooooooool09oooool1o`00007ooooo00000ol0003ooooooooo o`17ooooo`;o00004?ooool4o`0000Sooooo00?o0000ooooooooool0R?ooool00ol0003ooooooooo o`0Xooooo`7o00000Oooool00003o`000?oooooooooo04Wooooo0_l0000;ooooo`?o00003Oooool0 0ol0003oooooooooo`26ooooo`03o`000?oooooooooo02Wooooo0Ol00001ooooo`0000?o0000oooo ooooool0Boooool;o`00013ooooo00?o0000ooooooooool0Q?ooool2o`0002cooooo0Ol00001oooo o`0000?o0000ooooooooool0Ioooool00ol0003oooooooooo`22ooooo`03o`000?oooooooooo02co oooo0Ol00001ooooo`0000?o0000ooooooooool0Ioooool00ol0003oooooooooo`21ooooo`03o`00 0?oooooooooo02gooooo0Ol00001ooooo`0000?o0000ooooooooool0J?ooool00ol0003ooooooooo o`1oooooo`03o`000?oooooooooo02kooooo0Ol00001ooooo`0000?o0000ooooooooool0J?ooool0 0ol0003oooooooooo`1mooooo`;o0000oooool1o`00007ooooo00000ol0003ooooooooo o`1`ooooo`03o`000?oooooooooo06[ooooo00?o0000ooooooooool0>oooool1o`00007ooooo0000 0ol0003oooooooooo`1aooooo`03o`000?oooooooooo06Oooooo0_l0000nooooo`7o00000Oooool0 0003o`000?oooooooooo07;ooooo00?o0000ooooooooool0IOooool00ol0003oooooooooo`0noooo o`7o00000Oooool00003o`000?oooooooooo07?ooooo00?o0000ooooooooool0Hoooool00ol0003o ooooooooo`0oooooo`7o00000Oooool00003o`000?oooooooooo07Cooooo00?o0000ooooooooool0 H?ooool2o`0004;ooooo0Ol00001ooooo`0000?o0000ooooooooool0MOooool00ol0003ooooooooo o`1Mooooo`;o0000A?ooool1o`00007ooooo00000ol0003oooooooooo`1fooooo`03o`000?oooooo oooo05[ooooo0_l00016ooooo`7o00000Oooool00003o`000?oooooooooo07Oooooo0_l0001Hoooo o`;o0000B?ooool1o`00007ooooo00000ol0003oooooooooo`1iooooo`;o0000E?ooool2o`0004[o oooo0Ol00001ooooo`0000?o0000ooooooooool0Noooool2o`00053ooooo0_l0001"], ImageRangeCache->{{{0, 287}, {262.562, 0}} -> {-0.832196, -1.80579, \ 0.0137551, 0.0137551}}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ \(\(s3 = spirograph3D[%%, t];\)\)], "Input"], Cell[BoxData[ Graphics3D[{ Line[{{-3.141593, -0.736544, -0.000000},{-3.116359, -0.734647, \ -0.025058}}], Line[{{-3.116359, -0.734647, -0.025058},{-3.091125, -0.729105, \ -0.049077}}], Line[{{-3.091125, -0.729105, -0.049077},{-3.065892, -0.720361, \ -0.071105}}], Line[{{-3.065892, -0.720361, -0.071105},{-3.040658, -0.709108, \ -0.090355}}], Line[{{-3.040658, -0.709108, -0.090355},{-3.015424, -0.696238, \ -0.106269}}], Line[{{-3.015424, -0.696238, -0.106269},{-2.990191, -0.682762, \ -0.118568}}], Line[{{-2.990191, -0.682762, -0.118568},{-2.964957, -0.669732, \ -0.127271}}], Line[{{-2.964957, -0.669732, -0.127271},{-2.939723, -0.658152, \ -0.132698}}], Line[{{-2.939723, -0.658152, -0.132698},{-2.914490, -0.648892, \ -0.135442}}], Line[{{-2.914490, -0.648892, -0.135442},{-2.889256, -0.642619, \ -0.136321}}], Line[{{-2.889256, -0.642619, -0.136321},{-2.864022, -0.639740, \ -0.136311}}], Line[{{-2.864022, -0.639740, -0.136311},{-2.838789, -0.640366, \ -0.136464}}], Line[{{-2.838789, -0.640366, -0.136464},{-2.813555, -0.644303, \ -0.137823}}], Line[{{-2.813555, -0.644303, -0.137823},{-2.788321, -0.651069, \ -0.141335}}], Line[{{-2.788321, -0.651069, -0.141335},{-2.763088, -0.659927, \ -0.147770}}], Line[{{-2.763088, -0.659927, -0.147770},{-2.737854, -0.669951, \ -0.157659}}], Line[{{-2.737854, -0.669951, -0.157659},{-2.712620, -0.680099, \ -0.171249}}], Line[{{-2.712620, -0.680099, -0.171249},{-2.687387, -0.689299, \ -0.188477}}], Line[{{-2.687387, -0.689299, -0.188477},{-2.662153, -0.696539, \ -0.208978}}], Line[{{-2.662153, -0.696539, -0.208978},{-2.636919, -0.700950, \ -0.232111}}], Line[{{-2.636919, -0.700950, -0.232111},{-2.611686, -0.701878, \ -0.257013}}], Line[{{-2.611686, -0.701878, -0.257013},{-2.586452, -0.698944, \ -0.282667}}], Line[{{-2.586452, -0.698944, -0.282667},{-2.561218, -0.692072, \ -0.307987}}], Line[{{-2.561218, -0.692072, -0.307987},{-2.535985, -0.681501, \ -0.331904}}], Line[{{-2.535985, -0.681501, -0.331904},{-2.510751, -0.667763, \ -0.353462}}], Line[{{-2.510751, -0.667763, -0.353462},{-2.485517, -0.651648, \ -0.371892}}], Line[{{-2.485517, -0.651648, -0.371892},{-2.460284, -0.634134, \ -0.386681}}], Line[{{-2.460284, -0.634134, -0.386681},{-2.435050, -0.616309, \ -0.397614}}], Line[{{-2.435050, -0.616309, -0.397614},{-2.409816, -0.599282, \ -0.404797}}], Line[{{-2.409816, -0.599282, -0.404797},{-2.384582, -0.584092, \ -0.408651}}], Line[{{-2.384582, -0.584092, -0.408651},{-2.359349, -0.571617, \ -0.409876}}], Line[{{-2.359349, -0.571617, -0.409876},{-2.334115, -0.562503, \ -0.409403}}], Line[{{-2.334115, -0.562503, -0.409403},{-2.308881, -0.557107, \ -0.408311}}], Line[{{-2.308881, -0.557107, -0.408311},{-2.283648, -0.555462, \ -0.407744}}], Line[{{-2.283648, -0.555462, -0.407744},{-2.258414, -0.557272, \ -0.408815}}], Line[{{-2.258414, -0.557272, -0.408815},{-2.233180, -0.561934, \ -0.412512}}], Line[{{-2.233180, -0.561934, -0.412512},{-2.207947, -0.568582, \ -0.419617}}], Line[{{-2.207947, -0.568582, -0.419617},{-2.182713, -0.576157, \ -0.430636}}], Line[{{-2.182713, -0.576157, -0.430636},{-2.157479, -0.583492, \ -0.445753}}], Line[{{-2.157479, -0.583492, -0.445753},{-2.132246, -0.589407, \ -0.464814}}], Line[{{-2.132246, -0.589407, -0.464814},{-2.107012, -0.592809, \ -0.487331}}], Line[{{-2.107012, -0.592809, -0.487331},{-2.081778, -0.592781, \ -0.512522}}], Line[{{-2.081778, -0.592781, -0.512522},{-2.056545, -0.588663, \ -0.539369}}], Line[{{-2.056545, -0.588663, -0.539369},{-2.031311, -0.580109, \ -0.566699}}], Line[{{-2.031311, -0.580109, -0.566699},{-2.006077, -0.567120, \ -0.593282}}], Line[{{-2.006077, -0.567120, -0.593282},{-1.980844, -0.550050, \ -0.617933}}], Line[{{-1.980844, -0.550050, -0.617933},{-1.955610, -0.529583, \ -0.639605}}], Line[{{-1.955610, -0.529583, -0.639605},{-1.930376, -0.506677, \ -0.657487}}], Line[{{-1.930376, -0.506677, -0.657487},{-1.905143, -0.482493, \ -0.671068}}], Line[{{-1.905143, -0.482493, -0.671068},{-1.879909, -0.458299, \ -0.680192}}], Line[{{-1.879909, -0.458299, -0.680192},{-1.854675, -0.435368, \ -0.685071}}], Line[{{-1.854675, -0.435368, -0.685071},{-1.829442, -0.414867, \ -0.686276}}], Line[{{-1.829442, -0.414867, -0.686276},{-1.804208, -0.397764, \ -0.684698}}], Line[{{-1.804208, -0.397764, -0.684698},{-1.778974, -0.384739, \ -0.681478}}], Line[{{-1.778974, -0.384739, -0.681478},{-1.753740, -0.376122, \ -0.677919}}], Line[{{-1.753740, -0.376122, -0.677919},{-1.728507, -0.371857, \ -0.675377}}], Line[{{-1.728507, -0.371857, -0.675377},{-1.703273, -0.371502, \ -0.675154}}], Line[{{-1.703273, -0.371502, -0.675154},{-1.678039, -0.374251, \ -0.678384}}], Line[{{-1.678039, -0.374251, -0.678384},{-1.652806, -0.378999, \ -0.685937}}], Line[{{-1.652806, -0.378999, -0.685937},{-1.627572, -0.384421, \ -0.698342}}], Line[{{-1.627572, -0.384421, -0.698342},{-1.602338, -0.389083, \ -0.715731}}], Line[{{-1.602338, -0.389083, -0.715731},{-1.577105, -0.391550, \ -0.737825}}], Line[{{-1.577105, -0.391550, -0.737825},{-1.551871, -0.390514, \ -0.763939}}], Line[{{-1.551871, -0.390514, -0.763939},{-1.526637, -0.384899, \ -0.793036}}], Line[{{-1.526637, -0.384899, -0.793036},{-1.501404, -0.373957, \ -0.823801}}], Line[{{-1.501404, -0.373957, -0.823801},{-1.476170, -0.357339, \ -0.854744}}], Line[{{-1.476170, -0.357339, -0.854744},{-1.450936, -0.335136, \ -0.884318}}], Line[{{-1.450936, -0.335136, -0.884318},{-1.425703, -0.307879, \ -0.911049}}], Line[{{-1.425703, -0.307879, -0.911049},{-1.400469, -0.276507, \ -0.933659}}], Line[{{-1.400469, -0.276507, -0.933659},{-1.375235, -0.242304, \ -0.951177}}], Line[{{-1.375235, -0.242304, -0.951177},{-1.350002, -0.206794, \ -0.963031}}], Line[{{-1.350002, -0.206794, -0.963031},{-1.324768, -0.171629, \ -0.969107}}], Line[{{-1.324768, -0.171629, -0.969107},{-1.299534, -0.138448, \ -0.969771}}], Line[{{-1.299534, -0.138448, -0.969771},{-1.274301, -0.108742, \ -0.965858}}], Line[{{-1.274301, -0.108742, -0.965858},{-1.249067, -0.083724, \ -0.958615}}], Line[{{-1.249067, -0.083724, -0.958615},{-1.223833, -0.064216, \ -0.949611}}], Line[{{-1.223833, -0.064216, -0.949611},{-1.198600, -0.050568, \ -0.940620}}], Line[{{-1.198600, -0.050568, -0.940620},{-1.173366, -0.042608, \ -0.933480}}], Line[{{-1.173366, -0.042608, -0.933480},{-1.148132, -0.039638, \ -0.929942}}], Line[{{-1.148132, -0.039638, -0.929942},{-1.122899, -0.040468, \ -0.931522}}], Line[{{-1.122899, -0.040468, -0.931522},{-1.097665, -0.043497, \ -0.939368}}], Line[{{-1.097665, -0.043497, -0.939368},{-1.072431, -0.046824, \ -0.954145}}], Line[{{-1.072431, -0.046824, -0.954145},{-1.047198, -0.048395, \ -0.975966}}], Line[{{-1.047198, -0.048395, -0.975966},{-1.021964, -0.046159, \ -1.004356}}], Line[{{-1.021964, -0.046159, -1.004356},{-0.996730, -0.038243, \ -1.038266}}], Line[{{-0.996730, -0.038243, -1.038266},{-0.971497, -0.023105, \ -1.076135}}], Line[{{-0.971497, -0.023105, -1.076135},{-0.946263, 0.000321, -1.115996}}], Line[{{-0.946263, 0.000321, -1.115996},{-0.921029, 0.032519, -1.155617}}], Line[{{-0.921029, 0.032519, -1.155617},{-0.895796, 0.073327, -1.192673}}], Line[{{-0.895796, 0.073327, -1.192673},{-0.870562, 0.121920, -1.224934}}], Line[{{-0.870562, 0.121920, -1.224934},{-0.845328, 0.176845, -1.250452}}], Line[{{-0.845328, 0.176845, -1.250452},{-0.820094, 0.236116, -1.267737}}], Line[{{-0.820094, 0.236116, -1.267737},{-0.794861, 0.297346, -1.275903}}], Line[{{-0.794861, 0.297346, -1.275903},{-0.769627, 0.357929, -1.274779}}], Line[{{-0.769627, 0.357929, -1.274779},{-0.744393, 0.415241, -1.264962}}], Line[{{-0.744393, 0.415241, -1.264962},{-0.719160, 0.466862, -1.247815}}], Line[{{-0.719160, 0.466862, -1.247815},{-0.693926, 0.510791, -1.225408}}], Line[{{-0.693926, 0.510791, -1.225408},{-0.668692, 0.545644, -1.200398}}], Line[{{-0.668692, 0.545644, -1.200398},{-0.643459, 0.570814, -1.175847}}], Line[{{-0.643459, 0.570814, -1.175847},{-0.618225, 0.586589, -1.155015}}], Line[{{-0.618225, 0.586589, -1.155015},{-0.592991, 0.594200, -1.141107}}], Line[{{-0.592991, 0.594200, -1.141107},{-0.567758, 0.595813, -1.137011}}], Line[{{-0.567758, 0.595813, -1.137011},{-0.542524, 0.594441, -1.145053}}], Line[{{-0.542524, 0.594441, -1.145053},{-0.517290, 0.593796, -1.166757}}], Line[{{-0.517290, 0.593796, -1.166757},{-0.492057, 0.598079, -1.202661}}], Line[{{-0.492057, 0.598079, -1.202661},{-0.466823, 0.611719, -1.252182}}], Line[{{-0.466823, 0.611719, -1.252182},{-0.441589, 0.639081, -1.313554}}], Line[{{-0.441589, 0.639081, -1.313554},{-0.416356, 0.684157, -1.383840}}], Line[{{-0.416356, 0.684157, -1.383840},{-0.391122, 0.750269, -1.459026}}], Line[{{-0.391122, 0.750269, -1.459026},{-0.365888, 0.839787, -1.534185}}], Line[{{-0.365888, 0.839787, -1.534185},{-0.340655, 0.953905, -1.603722}}], Line[{{-0.340655, 0.953905, -1.603722},{-0.315421, 1.092468, -1.661661}}], Line[{{-0.315421, 1.092468, -1.661661},{-0.290187, 1.253882, -1.701987}}], Line[{{-0.290187, 1.253882, -1.701987},{-0.264954, 1.435108, -1.718993}}], Line[{{-0.264954, 1.435108, -1.718993},{-0.239720, 1.631741, -1.707633}}], Line[{{-0.239720, 1.631741, -1.707633},{-0.214486, 1.838179, -1.663851}}], Line[{{-0.214486, 1.838179, -1.663851},{-0.189253, 2.047866, -1.584856}}], Line[{{-0.189253, 2.047866, -1.584856},{-0.164019, 2.253608, -1.469344}}], Line[{{-0.164019, 2.253608, -1.469344},{-0.138785, 2.447925, -1.317632}}], Line[{{-0.138785, 2.447925, -1.317632},{-0.113552, 2.623441, -1.131703}}], Line[{{-0.113552, 2.623441, -1.131703},{-0.088318, 2.773270, -0.915160}}], Line[{{-0.088318, 2.773270, -0.915160},{-0.063084, 2.891391, -0.673084}}], Line[{{-0.063084, 2.891391, -0.673084},{-0.037851, 2.972970, -0.411808}}], Line[{{-0.037851, 2.972970, -0.411808},{-0.012617, 3.014629, -0.138616}}], Line[{{-0.012617, 3.014629, -0.138616},{0.012617, 3.014629, 0.138616}}], Line[{{0.012617, 3.014629, 0.138616},{0.037851, 2.972970, 0.411808}}], Line[{{0.037851, 2.972970, 0.411808},{0.063084, 2.891391, 0.673084}}], Line[{{0.063084, 2.891391, 0.673084},{0.088318, 2.773270, 0.915160}}], Line[{{0.088318, 2.773270, 0.915160},{0.113552, 2.623441, 1.131703}}], Line[{{0.113552, 2.623441, 1.131703},{0.138785, 2.447925, 1.317632}}], Line[{{0.138785, 2.447925, 1.317632},{0.164019, 2.253608, 1.469344}}], Line[{{0.164019, 2.253608, 1.469344},{0.189253, 2.047866, 1.584856}}], Line[{{0.189253, 2.047866, 1.584856},{0.214486, 1.838179, 1.663851}}], Line[{{0.214486, 1.838179, 1.663851},{0.239720, 1.631741, 1.707633}}], Line[{{0.239720, 1.631741, 1.707633},{0.264954, 1.435108, 1.718993}}], Line[{{0.264954, 1.435108, 1.718993},{0.290187, 1.253882, 1.701987}}], Line[{{0.290187, 1.253882, 1.701987},{0.315421, 1.092468, 1.661661}}], Line[{{0.315421, 1.092468, 1.661661},{0.340655, 0.953905, 1.603722}}], Line[{{0.340655, 0.953905, 1.603722},{0.365888, 0.839787, 1.534185}}], Line[{{0.365888, 0.839787, 1.534185},{0.391122, 0.750269, 1.459026}}], Line[{{0.391122, 0.750269, 1.459026},{0.416356, 0.684157, 1.383840}}], Line[{{0.416356, 0.684157, 1.383840},{0.441589, 0.639081, 1.313554}}], Line[{{0.441589, 0.639081, 1.313554},{0.466823, 0.611719, 1.252182}}], Line[{{0.466823, 0.611719, 1.252182},{0.492057, 0.598079, 1.202661}}], Line[{{0.492057, 0.598079, 1.202661},{0.517290, 0.593796, 1.166757}}], Line[{{0.517290, 0.593796, 1.166757},{0.542524, 0.594441, 1.145053}}], Line[{{0.542524, 0.594441, 1.145053},{0.567758, 0.595813, 1.137011}}], Line[{{0.567758, 0.595813, 1.137011},{0.592991, 0.594200, 1.141107}}], Line[{{0.592991, 0.594200, 1.141107},{0.618225, 0.586589, 1.155015}}], Line[{{0.618225, 0.586589, 1.155015},{0.643459, 0.570814, 1.175847}}], Line[{{0.643459, 0.570814, 1.175847},{0.668692, 0.545644, 1.200398}}], Line[{{0.668692, 0.545644, 1.200398},{0.693926, 0.510791, 1.225408}}], Line[{{0.693926, 0.510791, 1.225408},{0.719160, 0.466862, 1.247815}}], Line[{{0.719160, 0.466862, 1.247815},{0.744393, 0.415241, 1.264962}}], Line[{{0.744393, 0.415241, 1.264962},{0.769627, 0.357929, 1.274779}}], Line[{{0.769627, 0.357929, 1.274779},{0.794861, 0.297346, 1.275903}}], Line[{{0.794861, 0.297346, 1.275903},{0.820094, 0.236116, 1.267737}}], Line[{{0.820094, 0.236116, 1.267737},{0.845328, 0.176845, 1.250452}}], Line[{{0.845328, 0.176845, 1.250452},{0.870562, 0.121920, 1.224934}}], Line[{{0.870562, 0.121920, 1.224934},{0.895796, 0.073327, 1.192673}}], Line[{{0.895796, 0.073327, 1.192673},{0.921029, 0.032519, 1.155617}}], Line[{{0.921029, 0.032519, 1.155617},{0.946263, 0.000321, 1.115996}}], Line[{{0.946263, 0.000321, 1.115996},{0.971497, -0.023105, 1.076135}}], Line[{{0.971497, -0.023105, 1.076135},{0.996730, -0.038243, 1.038266}}], Line[{{0.996730, -0.038243, 1.038266},{1.021964, -0.046159, 1.004356}}], Line[{{1.021964, -0.046159, 1.004356},{1.047198, -0.048395, 0.975966}}], Line[{{1.047198, -0.048395, 0.975966},{1.072431, -0.046824, 0.954145}}], Line[{{1.072431, -0.046824, 0.954145},{1.097665, -0.043497, 0.939368}}], Line[{{1.097665, -0.043497, 0.939368},{1.122899, -0.040468, 0.931522}}], Line[{{1.122899, -0.040468, 0.931522},{1.148132, -0.039638, 0.929942}}], Line[{{1.148132, -0.039638, 0.929942},{1.173366, -0.042608, 0.933480}}], Line[{{1.173366, -0.042608, 0.933480},{1.198600, -0.050568, 0.940620}}], Line[{{1.198600, -0.050568, 0.940620},{1.223833, -0.064216, 0.949611}}], Line[{{1.223833, -0.064216, 0.949611},{1.249067, -0.083724, 0.958615}}], Line[{{1.249067, -0.083724, 0.958615},{1.274301, -0.108742, 0.965858}}], Line[{{1.274301, -0.108742, 0.965858},{1.299534, -0.138448, 0.969771}}], Line[{{1.299534, -0.138448, 0.969771},{1.324768, -0.171629, 0.969107}}], Line[{{1.324768, -0.171629, 0.969107},{1.350002, -0.206794, 0.963031}}], Line[{{1.350002, -0.206794, 0.963031},{1.375235, -0.242304, 0.951177}}], Line[{{1.375235, -0.242304, 0.951177},{1.400469, -0.276507, 0.933659}}], Line[{{1.400469, -0.276507, 0.933659},{1.425703, -0.307879, 0.911049}}], Line[{{1.425703, -0.307879, 0.911049},{1.450936, -0.335136, 0.884318}}], Line[{{1.450936, -0.335136, 0.884318},{1.476170, -0.357339, 0.854744}}], Line[{{1.476170, -0.357339, 0.854744},{1.501404, -0.373957, 0.823801}}], Line[{{1.501404, -0.373957, 0.823801},{1.526637, -0.384899, 0.793036}}], Line[{{1.526637, -0.384899, 0.793036},{1.551871, -0.390514, 0.763939}}], Line[{{1.551871, -0.390514, 0.763939},{1.577105, -0.391550, 0.737825}}], Line[{{1.577105, -0.391550, 0.737825},{1.602338, -0.389083, 0.715731}}], Line[{{1.602338, -0.389083, 0.715731},{1.627572, -0.384421, 0.698342}}], Line[{{1.627572, -0.384421, 0.698342},{1.652806, -0.378999, 0.685937}}], Line[{{1.652806, -0.378999, 0.685937},{1.678039, -0.374251, 0.678384}}], Line[{{1.678039, -0.374251, 0.678384},{1.703273, -0.371502, 0.675154}}], Line[{{1.703273, -0.371502, 0.675154},{1.728507, -0.371857, 0.675377}}], Line[{{1.728507, -0.371857, 0.675377},{1.753740, -0.376122, 0.677919}}], Line[{{1.753740, -0.376122, 0.677919},{1.778974, -0.384739, 0.681478}}], Line[{{1.778974, -0.384739, 0.681478},{1.804208, -0.397764, 0.684698}}], Line[{{1.804208, -0.397764, 0.684698},{1.829442, -0.414867, 0.686276}}], Line[{{1.829442, -0.414867, 0.686276},{1.854675, -0.435368, 0.685071}}], Line[{{1.854675, -0.435368, 0.685071},{1.879909, -0.458299, 0.680192}}], Line[{{1.879909, -0.458299, 0.680192},{1.905143, -0.482493, 0.671068}}], Line[{{1.905143, -0.482493, 0.671068},{1.930376, -0.506677, 0.657487}}], Line[{{1.930376, -0.506677, 0.657487},{1.955610, -0.529583, 0.639605}}], Line[{{1.955610, -0.529583, 0.639605},{1.980844, -0.550050, 0.617933}}], Line[{{1.980844, -0.550050, 0.617933},{2.006077, -0.567120, 0.593282}}], Line[{{2.006077, -0.567120, 0.593282},{2.031311, -0.580109, 0.566699}}], Line[{{2.031311, -0.580109, 0.566699},{2.056545, -0.588663, 0.539369}}], Line[{{2.056545, -0.588663, 0.539369},{2.081778, -0.592781, 0.512522}}], Line[{{2.081778, -0.592781, 0.512522},{2.107012, -0.592809, 0.487331}}], Line[{{2.107012, -0.592809, 0.487331},{2.132246, -0.589407, 0.464814}}], Line[{{2.132246, -0.589407, 0.464814},{2.157479, -0.583492, 0.445753}}], Line[{{2.157479, -0.583492, 0.445753},{2.182713, -0.576157, 0.430636}}], Line[{{2.182713, -0.576157, 0.430636},{2.207947, -0.568582, 0.419617}}], Line[{{2.207947, -0.568582, 0.419617},{2.233180, -0.561934, 0.412512}}], Line[{{2.233180, -0.561934, 0.412512},{2.258414, -0.557272, 0.408815}}], Line[{{2.258414, -0.557272, 0.408815},{2.283648, -0.555462, 0.407744}}], Line[{{2.283648, -0.555462, 0.407744},{2.308881, -0.557107, 0.408311}}], Line[{{2.308881, -0.557107, 0.408311},{2.334115, -0.562503, 0.409403}}], Line[{{2.334115, -0.562503, 0.409403},{2.359349, -0.571617, 0.409876}}], Line[{{2.359349, -0.571617, 0.409876},{2.384582, -0.584092, 0.408651}}], Line[{{2.384582, -0.584092, 0.408651},{2.409816, -0.599282, 0.404797}}], Line[{{2.409816, -0.599282, 0.404797},{2.435050, -0.616309, 0.397614}}], Line[{{2.435050, -0.616309, 0.397614},{2.460284, -0.634134, 0.386681}}], Line[{{2.460284, -0.634134, 0.386681},{2.485517, -0.651648, 0.371892}}], Line[{{2.485517, -0.651648, 0.371892},{2.510751, -0.667763, 0.353462}}], Line[{{2.510751, -0.667763, 0.353462},{2.535985, -0.681501, 0.331904}}], Line[{{2.535985, -0.681501, 0.331904},{2.561218, -0.692072, 0.307987}}], Line[{{2.561218, -0.692072, 0.307987},{2.586452, -0.698944, 0.282667}}], Line[{{2.586452, -0.698944, 0.282667},{2.611686, -0.701878, 0.257013}}], Line[{{2.611686, -0.701878, 0.257013},{2.636919, -0.700950, 0.232111}}], Line[{{2.636919, -0.700950, 0.232111},{2.662153, -0.696539, 0.208978}}], Line[{{2.662153, -0.696539, 0.208978},{2.687387, -0.689299, 0.188477}}], Line[{{2.687387, -0.689299, 0.188477},{2.712620, -0.680099, 0.171249}}], Line[{{2.712620, -0.680099, 0.171249},{2.737854, -0.669951, 0.157659}}], Line[{{2.737854, -0.669951, 0.157659},{2.763088, -0.659927, 0.147770}}], Line[{{2.763088, -0.659927, 0.147770},{2.788321, -0.651069, 0.141335}}], Line[{{2.788321, -0.651069, 0.141335},{2.813555, -0.644303, 0.137823}}], Line[{{2.813555, -0.644303, 0.137823},{2.838789, -0.640366, 0.136464}}], Line[{{2.838789, -0.640366, 0.136464},{2.864022, -0.639740, 0.136311}}], Line[{{2.864022, -0.639740, 0.136311},{2.889256, -0.642619, 0.136321}}], Line[{{2.889256, -0.642619, 0.136321},{2.914490, -0.648892, 0.135442}}], Line[{{2.914490, -0.648892, 0.135442},{2.939723, -0.658152, 0.132698}}], Line[{{2.939723, -0.658152, 0.132698},{2.964957, -0.669732, 0.127271}}], Line[{{2.964957, -0.669732, 0.127271},{2.990191, -0.682762, 0.118568}}], Line[{{2.990191, -0.682762, 0.118568},{3.015424, -0.696238, 0.106269}}], Line[{{3.015424, -0.696238, 0.106269},{3.040658, -0.709108, 0.090355}}], Line[{{3.040658, -0.709108, 0.090355},{3.065892, -0.720361, 0.071105}}], Line[{{3.065892, -0.720361, 0.071105},{3.091125, -0.729105, 0.049077}}], Line[{{3.091125, -0.729105, 0.049077},{3.116359, -0.734647, 0.025058}}], Line[{{3.116359, -0.734647, 0.025058},{3.141593, -0.736544, 0.000000}}]}, Boxed -> True, Lighting -> True, SphericalRegion -> False, BoxRatios -> {1.000000, 1.000000, 1.000000}, ViewPoint -> {1.300000, -2.400000, 2.000000} ] ], "Graphics"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell["Example", "Subsubsection"], Cell[BoxData[ \(\(coeffList = 1/Range[51];\)\)], "Input"], Cell[BoxData[ \(\(f[%, t];\)\)], "Input"], Cell[CellGroupData[{ Cell[BoxData[ \(\(\[ScriptS] = spirograph[%, t, PlotPoints -> 500];\)\)], "Input"], Cell[GraphicsData["PostScript", "\<\ %! %%Creator: Mathematica %%AspectRatio: .69772 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 0.152003 0.18239 0.348858 0.18239 [ [ 0 0 -0.125 0 ] [ 0 0 -0.125 0 ] [ 0 .69772 .125 0 ] [ 1 0 .125 0 ] [ 0 0 0 0 ] [ 1 .69772 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 .69772 L s 0 .69772 m 1 .69772 L s 1 0 m 1 .69772 L s .5 Mabswid .02381 .34886 m .02381 .34879 L .02381 .34873 L .02381 .34866 L .02381 .34859 L .02382 .34847 L .02383 .34834 L .02384 .3482 L .02386 .34805 L .02389 .34778 L .02394 .3475 L .024 .34725 L .02415 .34669 L .02436 .34616 L .02458 .3457 L .02516 .34481 L .02571 .3442 L .02602 .34394 L .0263 .34374 L .02679 .34347 L .02702 .34338 L .0271 .34336 L .02719 .34333 L .02725 .34332 L .02731 .34331 L .02734 .3433 L .02736 .3433 L .02738 .3433 L .0274 .3433 L .02741 .3433 L .02742 .3433 L .02742 .3433 L .02743 .3433 L .02743 .3433 L .02743 .3433 L .02743 .3433 L .02743 .3433 L .02744 .3433 L .02744 .3433 L .02744 .3433 L .02744 .3433 L .02744 .3433 L .02743 .3433 L .02743 .3433 L .02742 .34329 L .02741 .34329 L .02738 .34329 L .02734 .34328 L .02729 .34327 L .02714 .34323 L Mistroke .02696 .34316 L .02652 .34291 L .02603 .34254 L .02547 .34194 L .02499 .34122 L .02476 .34078 L .02457 .34033 L .0244 .33981 L .02432 .33951 L .02426 .33923 L .02422 .33898 L .02418 .3387 L .02417 .33855 L .02416 .3384 L .02415 .33826 L .02415 .33819 L .02415 .33816 L .02414 .33812 L .02414 .33805 L .02414 .33798 L .02414 .33791 L .02414 .33785 L .02414 .33778 L .02415 .33772 L .02415 .33764 L .02415 .33757 L .02416 .33744 L .02417 .33732 L .0242 .33706 L .02424 .33679 L .02429 .3365 L .02442 .336 L .02461 .33543 L .02483 .33494 L .02533 .33408 L .02595 .33333 L .02656 .3328 L .02686 .33261 L .02717 .33244 L .02741 .33233 L .02763 .33225 L .02773 .33223 L .02783 .3322 L .02797 .33218 L .028 .33218 L .02803 .33217 L .02804 .33217 L .02806 .33217 L .02807 .33217 L .02808 .33217 L Mistroke .02809 .33217 L .02809 .33217 L .0281 .33217 L .0281 .33217 L .02811 .33217 L .02811 .33217 L .02812 .33217 L .02812 .33217 L .02812 .33217 L .02813 .33217 L .02813 .33217 L .02813 .33217 L .02813 .33217 L .02813 .33217 L .02813 .33217 L .02811 .33217 L .02808 .33216 L .028 .33214 L .02786 .33209 L .02752 .33192 L .02731 .33179 L .02706 .3316 L .02652 .33105 L .02603 .33037 L .02579 .32991 L .02559 .32945 L .02542 .32896 L .0253 .32848 L .02524 .3282 L .0252 .32793 L .02518 .32778 L .02517 .32762 L .02516 .32747 L .02515 .32739 L .02515 .32732 L .02515 .32726 L .02515 .32718 L .02514 .32712 L .02514 .32705 L .02514 .32698 L .02515 .32691 L .02515 .32688 L .02515 .32683 L .02515 .32676 L .02515 .3267 L .02516 .32663 L .02517 .32649 L .02519 .32624 L .02523 .32594 L .02529 .32562 L Mistroke .02543 .32506 L .02561 .32451 L .02586 .32394 L .02642 .32302 L .02705 .32228 L .02738 .32197 L .02774 .3217 L .02807 .32149 L .02835 .32134 L .0286 .32123 L .02884 .32115 L .02896 .32111 L .02906 .32109 L .02915 .32107 L .02922 .32106 L .0293 .32105 L .02934 .32105 L .02936 .32105 L .02938 .32105 L .02939 .32104 L .0294 .32104 L .02942 .32104 L .02943 .32104 L .02944 .32104 L .02945 .32104 L .02945 .32104 L .02946 .32104 L .02946 .32104 L .02947 .32104 L .02948 .32104 L .02949 .32104 L .0295 .32105 L .02951 .32105 L .02952 .32105 L .02952 .32105 L .02952 .32105 L .02952 .32105 L .02952 .32105 L .02952 .32105 L .02952 .32105 L .02952 .32105 L .02948 .32104 L .02939 .32101 L .02927 .32096 L .02909 .32086 L .02867 .32057 L .0282 .32011 L .0277 .31942 L .02747 .319 L .02725 .31851 L Mistroke .02708 .31799 L .02696 .31749 L .02691 .31723 L .02687 .31695 L .02686 .31682 L .02684 .31669 L .02684 .31657 L .02683 .31644 L .02683 .31637 L .02682 .3163 L .02682 .31622 L .02682 .31618 L .02682 .31614 L .02682 .31606 L .02682 .31602 L .02682 .31598 L .02682 .31594 L .02682 .3159 L .02683 .31582 L .02683 .31574 L .02684 .31567 L .02685 .31552 L .02688 .31524 L .02692 .31497 L .02697 .31468 L .0271 .31416 L .0273 .31356 L .02753 .31304 L .02806 .31213 L .02874 .3113 L .02944 .3107 L .02978 .31047 L .03015 .31027 L .03045 .31014 L .03073 .31004 L .03087 .31 L .03101 .30997 L .03111 .30995 L .03122 .30993 L .03127 .30992 L .03132 .30992 L .03136 .30992 L .03137 .30992 L .03139 .30992 L .03141 .30992 L .03143 .30992 L .03144 .30991 L .03145 .30991 L .03147 .30991 L .03148 .30991 L Mistroke .0315 .30992 L .03151 .30992 L .03152 .30992 L .03154 .30992 L .03156 .30992 L .03158 .30992 L .0316 .30992 L .03162 .30993 L .03162 .30993 L .03162 .30993 L .03162 .30993 L .03162 .30993 L .03162 .30993 L .0316 .30992 L .03154 .3099 L .03132 .30979 L .03116 .30969 L .03097 .30955 L .03057 .30917 L .03011 .30857 L .0299 .30819 L .02968 .30773 L .0295 .30725 L .02937 .30679 L .02931 .30651 L .02926 .30621 L .02924 .30607 L .02922 .30592 L .02921 .30579 L .0292 .30565 L .0292 .30557 L .02919 .3055 L .02919 .30543 L .02919 .30536 L .02919 .30529 L .02919 .30523 L .02919 .30517 L .02919 .3051 L .02919 .30503 L .02919 .30499 L .02919 .30495 L .0292 .30487 L .0292 .30479 L .02921 .30466 L .02922 .30451 L .02925 .30424 L .0293 .30396 L .02941 .30344 L .02957 .3029 L .0298 .30233 L Mistroke .03008 .30175 L .03038 .30126 L .03103 .30043 L .03181 .29972 L .03251 .29927 L .03289 .29908 L .03322 .29896 L .03337 .29891 L .03353 .29887 L .03367 .29884 L .0338 .29881 L .0339 .2988 L .03396 .29879 L .03401 .29879 L .03406 .29879 L .0341 .29878 L .03412 .29878 L .03414 .29878 L .03416 .29878 L .03418 .29878 L .03419 .29878 L .03421 .29878 L .03423 .29878 L .03424 .29878 L .03426 .29879 L .03428 .29879 L .03431 .29879 L .03434 .29879 L .03436 .29879 L .03439 .2988 L .03444 .29881 L .03445 .29881 L .03445 .29881 L .03445 .29881 L .03445 .29881 L .03445 .29881 L .03445 .29881 L .03444 .29881 L .03439 .29879 L .0343 .29874 L .03405 .29858 L .03365 .29823 L .03326 .29774 L .03286 .29705 L .03266 .29659 L .03251 .29612 L .03245 .29589 L .03239 .29563 L .03235 .2954 L .03231 .29514 L Mistroke .03229 .29498 L .03228 .29483 L .03227 .29469 L .03227 .29462 L .03226 .29454 L .03226 .29446 L .03226 .29439 L .03226 .29432 L .03226 .29428 L .03226 .29424 L .03226 .29417 L .03226 .2941 L .03226 .29403 L .03227 .29396 L .03228 .29383 L .03229 .29368 L .03232 .29337 L .03236 .29309 L .03241 .29283 L .03256 .29224 L .03278 .29162 L .03303 .29106 L .03335 .29049 L .03404 .28956 L .0348 .28882 L .03564 .28824 L .03604 .28803 L .03645 .28787 L .03681 .28776 L .0371 .28769 L .03723 .28767 L .0373 .28767 L .03737 .28766 L .03742 .28765 L .03745 .28765 L .03748 .28765 L .0375 .28765 L .03753 .28765 L .03755 .28765 L .03757 .28765 L .0376 .28765 L .03761 .28765 L .03763 .28765 L .03765 .28765 L .03768 .28765 L .0377 .28765 L .03772 .28765 L .03776 .28765 L .0378 .28766 L .03783 .28766 L Mistroke .0379 .28767 L .03795 .28768 L .03799 .28768 L .03802 .28769 L .03802 .28769 L .03802 .28769 L .03802 .28769 L .03802 .28769 L .03801 .28769 L .03796 .28766 L .03774 .28752 L .03743 .28726 L .03704 .28678 L .03667 .28616 L .0365 .28576 L .03635 .28536 L .03622 .28487 L .03616 .28458 L .03612 .28431 L .03609 .28405 L .03608 .28391 L .03607 .28383 L .03607 .28376 L .03607 .2837 L .03607 .28363 L .03606 .28356 L .03606 .28349 L .03606 .28342 L .03606 .28335 L .03606 .28329 L .03606 .28323 L .03607 .28315 L .03607 .28307 L .03608 .28293 L .03609 .28277 L .03611 .2826 L .03615 .28228 L .0362 .28199 L .03636 .28137 L .03655 .28078 L .03704 .27975 L .03736 .27925 L .03772 .27875 L .03846 .27798 L .03928 .27734 L .04005 .27692 L .04045 .27676 L .04084 .27664 L .04115 .27657 L .04131 .27654 L Mistroke .04146 .27653 L .04153 .27652 L .0416 .27651 L .04164 .27651 L .04167 .27651 L .04171 .27651 L .04172 .27651 L .04174 .27651 L .04177 .27651 L .04179 .27651 L .04181 .27651 L .04184 .27651 L .04187 .27651 L .04189 .27651 L .04192 .27651 L .04197 .27651 L .04201 .27652 L .04206 .27652 L .04213 .27653 L .0422 .27654 L .04226 .27655 L .04234 .27657 L .04236 .27658 L .04237 .27659 L .04238 .27659 L .04238 .27659 L .04238 .27659 L .04237 .27659 L .04236 .27658 L .0423 .27654 L .04207 .27637 L .04176 .27605 L .0414 .27555 L .04121 .27518 L .04104 .27479 L .04088 .27433 L .04081 .27408 L .04076 .27384 L .04072 .27362 L .04068 .27338 L .04065 .27312 L .04064 .27298 L .04063 .27284 L .04063 .27277 L .04063 .27273 L .04063 .2727 L .04063 .27263 L .04063 .27256 L .04063 .27252 L .04063 .27248 L Mistroke .04063 .2724 L .04063 .27236 L .04063 .27233 L .04063 .27224 L .04064 .27216 L .04064 .27209 L .04065 .27196 L .04066 .27181 L .04068 .27165 L .04072 .27137 L .04077 .27107 L .0409 .27053 L .04109 .26996 L .04134 .26936 L .0419 .26835 L .04228 .26783 L .04272 .26732 L .0436 .26654 L .0445 .26597 L .04499 .26574 L .04542 .26558 L .04562 .26552 L .04583 .26547 L .046 .26544 L .04618 .26541 L .04627 .26539 L .04636 .26538 L .04644 .26537 L .04651 .26537 L .04655 .26537 L .0466 .26536 L .04664 .26536 L .04666 .26536 L .04668 .26536 L .0467 .26536 L .04672 .26536 L .04676 .26536 L .04679 .26536 L .04681 .26536 L .04683 .26536 L .04687 .26536 L .0469 .26536 L .04696 .26537 L .04703 .26537 L .04709 .26538 L .04719 .26539 L .04728 .26541 L .04741 .26544 L .0475 .26546 L .04754 .26548 L Mistroke .04755 .26548 L .04755 .26548 L .04755 .26548 L .04755 .26548 L .04755 .26548 L .04753 .26548 L .04739 .26537 L .04711 .2651 L .04694 .26489 L .04675 .2646 L .04657 .26427 L .04641 .26393 L .04627 .26353 L .04616 .26312 L .04611 .26289 L .04607 .26263 L .04605 .2625 L .04603 .26235 L .04602 .26222 L .04601 .26208 L .046 .26201 L .046 .26193 L .046 .26186 L .046 .2618 L .04599 .26173 L .04599 .26166 L .04599 .26159 L .04599 .26153 L .04599 .26146 L .046 .26141 L .046 .26134 L .046 .26127 L .04601 .26113 L .04602 .261 L .04605 .26071 L .0461 .2604 L .04622 .25984 L .04639 .25923 L .04665 .25857 L .04726 .25745 L .04767 .25687 L .04809 .25638 L .04895 .25558 L .04948 .25521 L .04996 .25492 L .05042 .25469 L .0509 .2545 L .05116 .25442 L .05139 .25436 L .0516 .25431 L Mistroke .05182 .25427 L .05203 .25424 L .0522 .25422 L .05228 .25421 L .05233 .25421 L .05237 .25421 L .05241 .25421 L .05245 .25421 L .05249 .25421 L .05252 .25421 L .05256 .25421 L .0526 .25421 L .05262 .25421 L .05264 .25421 L .05268 .25421 L .05272 .25421 L .05276 .25421 L .05282 .25422 L .0529 .25422 L .05296 .25423 L .0531 .25425 L .0532 .25427 L .05329 .25429 L .05343 .25433 L .05353 .25437 L .05358 .25439 L .05358 .25439 L .05358 .25439 L .05358 .25439 L .05358 .25439 L .05358 .25439 L .05357 .25439 L .05352 .25435 L .05331 .25415 L .05302 .25378 L .05285 .25349 L .05268 .25316 L .05253 .25276 L .0524 .25232 L .05231 .25189 L .05227 .25164 L .05225 .25151 L .05224 .25139 L .05223 .25127 L .05222 .25114 L .05222 .25106 L .05221 .251 L .05221 .25093 L .05221 .25089 L .05221 .25085 L Mistroke .05221 .25079 L .05221 .25072 L .05221 .25066 L .05221 .25058 L .05221 .25052 L .05221 .25046 L .05222 .25032 L .05223 .25016 L .05225 .25001 L .05228 .24972 L .05233 .2494 L .05241 .24906 L .05259 .24841 L .0528 .24782 L .05312 .24715 L .05346 .24656 L .05424 .24552 L .05524 .24457 L .05621 .2439 L .05678 .24361 L .05729 .2434 L .05782 .24324 L .05807 .24317 L .05829 .24313 L .05848 .2431 L .05869 .24307 L .05879 .24306 L .05888 .24305 L .05898 .24305 L .05904 .24305 L .05908 .24304 L .05913 .24304 L .05918 .24304 L .05922 .24304 L .05926 .24304 L .05931 .24304 L .05933 .24304 L .05936 .24305 L .0594 .24305 L .05944 .24305 L .05952 .24305 L .0596 .24306 L .05974 .24308 L .05988 .2431 L .06002 .24312 L .06023 .24318 L .06038 .24323 L .06048 .24328 L .06052 .2433 L .06053 .24331 L Mistroke .06054 .24331 L .06054 .24331 L .06054 .24331 L .06054 .24331 L .06053 .24331 L .06053 .2433 L .0604 .24319 L .06029 .24306 L .06014 .24286 L .06 .24264 L .05984 .24233 L .0597 .242 L .05958 .24164 L .05952 .24142 L .05946 .24118 L .05942 .24094 L .05939 .24072 L .05937 .24058 L .05936 .24044 L .05935 .24035 L .05935 .24028 L .05934 .2402 L .05934 .24013 L .05934 .24006 L .05934 .24 L .05933 .23996 L .05933 .23992 L .05933 .23985 L .05934 .23977 L .05934 .2397 L .05934 .23963 L .05934 .23954 L .05935 .2394 L .05936 .23925 L .05939 .23897 L .05944 .23867 L .0595 .23834 L .05965 .23773 L .05984 .23717 L .06012 .2365 L .06045 .23588 L .0612 .2348 L .06217 .23378 L .06317 .23302 L .06423 .23245 L .06482 .23222 L .06537 .23206 L .06563 .23199 L .06591 .23194 L .06616 .23191 L Mistroke .06628 .23189 L .06639 .23188 L .06649 .23188 L .06655 .23187 L .0666 .23187 L .06665 .23187 L .0667 .23187 L .06675 .23187 L .06679 .23187 L .06684 .23187 L .06689 .23187 L .06694 .23187 L .06698 .23187 L .06703 .23187 L .06709 .23187 L .06718 .23188 L .06727 .23189 L .06736 .2319 L .06752 .23192 L .06767 .23194 L .06782 .23198 L .06806 .23204 L .06823 .23211 L .06845 .23221 L .06849 .23224 L .06849 .23224 L .06849 .23224 L .06849 .23224 L .06849 .23224 L .06849 .23224 L .06849 .23223 L .06848 .23223 L .06842 .23217 L .06832 .23206 L .06821 .23191 L .06807 .23169 L .06793 .23143 L .06779 .23109 L .06765 .23066 L .0676 .23043 L .06755 .2302 L .06751 .22998 L .06748 .22972 L .06747 .22957 L .06746 .2295 L .06746 .22943 L .06745 .22936 L .06745 .22929 L .06745 .22922 L .06745 .22918 L Mistroke .06745 .22915 L .06744 .22907 L .06744 .22903 L .06744 .22899 L .06744 .22892 L .06745 .22888 L .06745 .22884 L .06745 .22877 L .06745 .22869 L .06746 .22855 L .06747 .22838 L .06749 .2282 L .06754 .22787 L .06759 .22755 L .06766 .22726 L .06785 .22659 L .06808 .22597 L .06835 .22539 L .06911 .22414 L .07 .22311 L .07104 .22222 L .07168 .22179 L .07228 .22147 L .07285 .22121 L .07346 .22099 L .07406 .22083 L .07437 .22077 L .07466 .22073 L .07479 .22071 L .07493 .2207 L .075 .22069 L .07508 .22069 L .07515 .22069 L .07521 .22068 L .07528 .22068 L .07534 .22068 L .0754 .22068 L .07543 .22068 L .07547 .22068 L .07552 .22068 L .07558 .22068 L .07564 .22068 L .07569 .22068 L .07579 .22069 L .0759 .22069 L .07608 .22071 L .07627 .22074 L .07645 .22077 L .07679 .22085 L .07704 .22093 L Mistroke .07727 .22103 L .07741 .2211 L .0775 .22116 L .07752 .22117 L .07753 .22118 L .07753 .22118 L .07754 .22118 L .07754 .22118 L .07753 .22118 L .07753 .22118 L .07752 .22117 L .07747 .22111 L .07737 .22099 L .07726 .22082 L .07702 .22034 L .07689 .22 L .07683 .21979 L .07678 .21958 L .07674 .21937 L .0767 .21917 L .07667 .21893 L .07666 .2188 L .07665 .21867 L .07664 .21861 L .07664 .21854 L .07664 .21848 L .07663 .21842 L .07663 .21834 L .07663 .2183 L .07663 .21827 L .07663 .2182 L .07663 .21813 L .07663 .21809 L .07663 .21805 L .07663 .21801 L .07663 .21796 L .07664 .21789 L .07664 .21781 L .07665 .21765 L .07666 .21751 L .07669 .21722 L .07673 .21695 L .07686 .21632 L .07706 .21565 L .0773 .21503 L .07764 .21431 L .07803 .21365 L .07901 .21239 L .08007 .21139 L .08068 .21095 L Mistroke .08134 .21054 L .08256 .20997 L .08319 .20976 L .08353 .20968 L .08384 .20961 L .08413 .20956 L .08443 .20952 L .08456 .2095 L .0847 .20949 L .08482 .20948 L .08494 .20947 L .08502 .20947 L .08508 .20947 L .08516 .20947 L .0852 .20947 L .08523 .20947 L .0853 .20947 L .08537 .20947 L .08544 .20947 L .0855 .20947 L .08561 .20948 L .08572 .20949 L .08585 .2095 L .08596 .20951 L .0862 .20954 L .0864 .20958 L .08681 .20968 L .08713 .20979 L .08736 .20989 L .08769 .21008 L .08776 .21013 L .08777 .21015 L .08778 .21015 L .08778 .21015 L .08778 .21015 L .08778 .21015 L .08778 .21015 L .08777 .21014 L .08775 .21012 L .08769 .21004 L .0875 .20972 L .08737 .20943 L .08725 .2091 L .0872 .20892 L .08715 .20871 L .08711 .20852 L .08707 .2083 L .08705 .20816 L .08704 .20802 L .08702 .20789 L Mistroke .08702 .20782 L .08701 .20774 L .08701 .20767 L .08701 .20759 L .08701 .20753 L .087 .20745 L .087 .20739 L .087 .20732 L .08701 .20726 L .08701 .20718 L .08701 .20711 L .08701 .20703 L .08702 .20686 L .08703 .2067 L .08705 .20655 L .08709 .20621 L .08716 .20583 L .08734 .20511 L .08757 .20444 L .0882 .20312 L .08867 .20239 L .08916 .20174 L .09036 .20053 L .09159 .19963 L .09296 .19893 L .09374 .19864 L .09409 .19854 L .09445 .19845 L .09481 .19837 L .09513 .19832 L .09528 .1983 L .09544 .19828 L .09559 .19827 L .09573 .19826 L .09582 .19825 L .09591 .19825 L .09599 .19824 L .09606 .19824 L .09614 .19824 L .09619 .19824 L .09623 .19824 L .09627 .19824 L .09631 .19824 L .09636 .19824 L .0964 .19824 L .09648 .19824 L .09655 .19824 L .09662 .19825 L .09669 .19825 L .09684 .19826 L Mistroke .09698 .19827 L .09725 .19831 L .09752 .19835 L .09798 .19846 L .09836 .19858 L .09866 .1987 L .09914 .19896 L .09934 .19912 L .09936 .19914 L .09937 .19914 L .09937 .19914 L .09937 .19914 L .09937 .19914 L .09937 .19914 L .09935 .19912 L .09929 .19904 L .09921 .19889 L .09911 .19869 L .09899 .1984 L .0989 .19809 L .09881 .19769 L .09877 .19747 L .09876 .19733 L .09874 .19721 L .09873 .19709 L .09873 .19698 L .09872 .19685 L .09872 .19678 L .09871 .19671 L .09871 .19664 L .09871 .1966 L .09871 .19657 L .09871 .19649 L .09871 .19645 L .09871 .19641 L .09872 .19634 L .09872 .19626 L .09873 .19612 L .09874 .19595 L .09876 .19576 L .0988 .19542 L .09887 .19506 L .09894 .19472 L .09917 .19393 L .09945 .19322 L .09981 .19246 L .10072 .19106 L .1018 .18987 L .10321 .18873 L .10462 .18793 L Mistroke .10541 .1876 L .10613 .18735 L .10692 .18716 L .10731 .18709 L .10752 .18706 L .10774 .18703 L .10791 .18701 L .1081 .187 L .1082 .18699 L .1083 .18699 L .10839 .18698 L .10847 .18698 L .10855 .18698 L .10864 .18698 L .10872 .18698 L .10881 .18698 L .10888 .18698 L .10897 .18698 L .10904 .18698 L .10911 .18699 L .10929 .187 L .10945 .18701 L .10979 .18705 L .11009 .1871 L .11038 .18715 L .11086 .18728 L .11131 .18744 L .11193 .18774 L .11216 .18789 L .11234 .18802 L .11245 .18812 L .11249 .18817 L .11249 .18817 L .11249 .18817 L .11249 .18817 L .11249 .18817 L .11248 .18816 L .11248 .18815 L .11243 .18808 L .11234 .18792 L .11225 .1877 L .11215 .18741 L .1121 .18722 L .11205 .18701 L .11201 .18679 L .11198 .18658 L .11197 .18647 L .11196 .18635 L .11195 .18623 L .11195 .18612 L Mistroke .11194 .18605 L .11194 .18598 L .11194 .18592 L .11194 .18586 L .11194 .18578 L .11194 .18575 L .11194 .1857 L .11194 .18563 L .11194 .18556 L .11195 .18549 L .11195 .18542 L .11196 .18529 L .11197 .18515 L .11198 .18499 L .11203 .18464 L .1121 .18426 L .11227 .18355 L .11253 .18278 L .1129 .18194 L .11381 .18041 L .11501 .179 L .11573 .17835 L .11655 .17771 L .11738 .17719 L .11817 .17677 L .11893 .17643 L .11976 .17615 L .12021 .17602 L .12062 .17592 L .12103 .17584 L .1214 .17578 L .12183 .17573 L .12206 .17571 L .12217 .1757 L .12229 .17569 L .12239 .17569 L .12249 .17568 L .12258 .17568 L .12267 .17568 L .12278 .17568 L .12287 .17568 L .12292 .17568 L .12298 .17568 L .12303 .17568 L .12308 .17568 L .12318 .17569 L .12328 .17569 L .12346 .1757 L .12367 .17572 L .12385 .17574 L Mistroke .12421 .17579 L .12453 .17585 L .12508 .17598 L .12561 .17615 L .12607 .17633 L .12649 .17655 L .12707 .17694 L .12734 .1772 L .12736 .17722 L .12737 .17723 L .12737 .17724 L .12737 .17724 L .12737 .17724 L .12737 .17724 L .12737 .17723 L .12736 .17721 L .12731 .17713 L .12723 .17695 L .12715 .17673 L .12706 .17641 L .12702 .1762 L .12698 .17599 L .12695 .17578 L .12694 .17565 L .12693 .17553 L .12693 .17547 L .12693 .1754 L .12692 .17534 L .12692 .17527 L .12692 .17523 L .12692 .17519 L .12692 .17515 L .12692 .17511 L .12692 .17507 L .12692 .17504 L .12692 .17497 L .12692 .17489 L .12692 .17485 L .12693 .1748 L .12693 .17465 L .12694 .17456 L .12695 .17447 L .12696 .17429 L .12701 .17393 L .12707 .17359 L .12727 .17277 L .12752 .17201 L .12787 .17118 L .12879 .16962 L .12994 .16821 L Mistroke .13149 .16683 L .13313 .16579 L .13405 .16534 L .13493 .165 L .1359 .1647 L .13644 .16458 L .13693 .16449 L .13739 .16442 L .13764 .16439 L .13788 .16437 L .13807 .16435 L .13828 .16434 L .1384 .16434 L .13851 .16433 L .13861 .16433 L .13872 .16433 L .13884 .16433 L .13894 .16433 L .13906 .16433 L .13913 .16434 L .13919 .16434 L .13942 .16435 L .13954 .16436 L .13966 .16437 L .14009 .16441 L .14048 .16447 L .14086 .16454 L .14126 .16464 L .14193 .16484 L .1425 .16506 L .14295 .16528 L .14369 .16574 L .14416 .16616 L .14428 .16629 L .14431 .16634 L .14433 .16636 L .14433 .16636 L .14433 .16636 L .14433 .16636 L .14433 .16636 L .14433 .16636 L .14433 .16635 L .14428 .16627 L .14422 .1661 L .14415 .16587 L .14407 .16555 L .14404 .16535 L .14402 .16524 L .144 .16511 L .14399 .16499 L Mistroke .14399 .16492 L .14398 .16485 L .14398 .16478 L .14398 .16471 L .14397 .16465 L .14397 .16458 L .14397 .16455 L .14397 .16451 L .14397 .16447 L .14397 .16443 L .14397 .16436 L .14397 .16432 L .14397 .16428 L .14397 .16424 L .14397 .1642 L .14398 .16411 L .14398 .16402 L .14399 .16392 L .144 .16375 L .14402 .16356 L .14407 .16321 L .14413 .16284 L .14421 .1625 L .14445 .16166 L .14477 .16083 L .1456 .15924 L .14617 .15841 L .14687 .15755 L .14834 .15612 L .1492 .15546 L .15019 .15482 L .15209 .15389 L .1532 .1535 L .15378 .15334 L .1544 .15319 L .15495 .15309 L .15523 .15305 L .15554 .15301 L .15582 .15298 L .15607 .15295 L .15631 .15294 L .15644 .15293 L .15656 .15293 L .15669 .15292 L .15676 .15292 L .15683 .15292 L .15695 .15292 L .15708 .15292 L .1572 .15292 L .15732 .15292 L Mistroke .15744 .15292 L .15754 .15293 L .15779 .15294 L .15793 .15295 L .15806 .15296 L .15854 .15301 L .15893 .15306 L .15935 .15314 L .16016 .15333 L .16093 .15359 L .16156 .15385 L .16219 .15418 L .16268 .15449 L .16335 .15503 L .16372 .15545 L .16379 .15555 L .1638 .15556 L .1638 .15557 L .1638 .15557 L .1638 .15557 L .1638 .15557 L .1638 .15556 L .16377 .1555 L .16372 .15535 L .16365 .1551 L .16361 .1549 L .16357 .1547 L .16356 .15458 L .16355 .15447 L .16354 .15436 L .16353 .15425 L .16352 .15418 L .16352 .15411 L .16352 .15404 L .16352 .15398 L .16352 .15394 L .16352 .1539 L .16352 .15383 L .16352 .15379 L .16352 .15375 L .16352 .15371 L .16352 .15366 L .16352 .1536 L .16352 .15352 L .16353 .15336 L .16354 .1532 L .16356 .15306 L .1636 .15271 L .16367 .15232 L .16384 .15156 L Mistroke .16407 .15083 L .16442 .14995 L .16484 .14911 L .1661 .14719 L .16763 .14554 L .16866 .14467 L .16968 .14394 L .17189 .14274 L .17319 .14223 L .17445 .14186 L .17506 .14172 L .17564 .14161 L .17596 .14156 L .17631 .14151 L .17659 .14148 L .17691 .14145 L .1772 .14143 L .17747 .14142 L .17762 .14141 L .17776 .14141 L .17792 .14141 L .17806 .14141 L .17819 .14141 L .17832 .14141 L .17844 .14141 L .17856 .14141 L .1787 .14142 L .17884 .14143 L .17909 .14144 L .17938 .14146 L .17969 .1415 L .18022 .14157 L .18083 .14168 L .18137 .1418 L .18235 .14209 L .18318 .14241 L .18459 .14317 L .18551 .14386 L .18608 .14445 L .18626 .1447 L .18635 .14484 L .18637 .14487 L .18638 .14488 L .18638 .14489 L .18638 .14489 L .18638 .14489 L .18638 .14489 L .18637 .14488 L .18636 .14484 L .18631 .14467 L Mistroke .18628 .14455 L .18625 .1444 L .18622 .14421 L .18619 .14402 L .18618 .14392 L .18617 .1438 L .18617 .14374 L .18617 .14368 L .18617 .14362 L .18616 .14357 L .18616 .1435 L .18616 .14343 L .18616 .14336 L .18616 .14332 L .18616 .14328 L .18616 .1432 L .18617 .14314 L .18617 .14306 L .18617 .14298 L .18619 .1428 L .1862 .14263 L .18625 .14222 L .18631 .14186 L .18639 .14145 L .18661 .14066 L .18697 .13965 L .18741 .13869 L .18859 .13677 L .19037 .13472 L .19252 .13295 L .19375 .13217 L .19519 .13142 L .19648 .13088 L .19788 .13042 L .19863 .13023 L .19945 .13005 L .20019 .12993 L .20088 .12985 L .20126 .12981 L .20161 .12979 L .20179 .12978 L .20198 .12977 L .20208 .12977 L .20219 .12976 L .20229 .12976 L .20238 .12976 L .20256 .12976 L .20265 .12976 L .20275 .12976 L .20292 .12976 L Mistroke .20302 .12976 L .20311 .12976 L .20327 .12977 L .20342 .12977 L .20376 .12979 L .20406 .12982 L .20434 .12984 L .20496 .12992 L .20555 .13001 L .20617 .13014 L .20737 .13046 L .20855 .13089 L .20947 .13132 L .21035 .13182 L .21164 .13278 L .21249 .13366 L .21286 .13421 L .21294 .13436 L .21294 .13437 L .21294 .13438 L .21295 .13438 L .21295 .13438 L .21295 .13438 L .21294 .13437 L .21293 .13433 L .21291 .13426 L .21288 .13414 L .21285 .13399 L .21283 .13383 L .21282 .13373 L .21281 .13362 L .2128 .13356 L .2128 .13349 L .21279 .13343 L .21279 .13336 L .21279 .13329 L .21279 .13323 L .21279 .13316 L .21279 .13312 L .21279 .13308 L .21279 .13301 L .21279 .13294 L .21279 .13287 L .21279 .13279 L .2128 .13271 L .2128 .13262 L .21281 .13245 L .21284 .13214 L .2129 .13177 L .21297 .13134 L Mistroke .21308 .13085 L .21337 .1299 L .21377 .12885 L .21436 .12766 L .21587 .12539 L .2179 .12322 L .22062 .12115 L .22213 .12027 L .22388 .11946 L .2256 .11884 L .22722 .11841 L .22803 .11824 L .22889 .1181 L .22931 .11805 L .2297 .118 L .23006 .11797 L .23044 .11794 L .23087 .11791 L .2311 .1179 L .23132 .1179 L .23152 .11789 L .2317 .11789 L .23192 .11789 L .23212 .11789 L .23233 .1179 L .23245 .1179 L .23256 .11791 L .23297 .11793 L .2332 .11794 L .23344 .11796 L .23389 .118 L .23467 .1181 L .23538 .11821 L .23693 .11857 L .23834 .11902 L .23971 .11959 L .24084 .12019 L .24191 .12087 L .2434 .12212 L .24431 .12318 L .24459 .1236 L .24477 .12393 L .24485 .12411 L .24486 .12414 L .24486 .12414 L .24486 .12415 L .24486 .12415 L .24486 .12414 L .24486 .12411 L .24484 .12406 L Mistroke .24482 .12396 L .2448 .12383 L .24478 .12367 L .24477 .12357 L .24477 .12345 L .24476 .12339 L .24476 .12332 L .24476 .12328 L .24476 .12325 L .24476 .12318 L .24475 .12314 L .24475 .12311 L .24475 .12303 L .24476 .12296 L .24476 .12289 L .24476 .12282 L .24476 .12275 L .24477 .12261 L .24478 .12244 L .2448 .12227 L .24484 .12189 L .2449 .12149 L .24511 .12057 L .24544 .11949 L .24585 .11848 L .24642 .11729 L .24804 .11481 L .25049 .11213 L .25352 .10977 L .25526 .10873 L .2573 .10774 L .25931 .10698 L .26121 .10643 L .26228 .10619 L .26345 .10598 L .26399 .1059 L .26456 .10583 L .26505 .10578 L .26558 .10573 L .26586 .10572 L .26611 .1057 L .26635 .10569 L .26661 .10568 L .26685 .10568 L .26707 .10567 L .2673 .10567 L .26755 .10567 L .26781 .10568 L .26795 .10568 L .26809 .10568 L Mistroke .26836 .10569 L .26864 .1057 L .26916 .10574 L .26963 .10577 L .27054 .10587 L .2715 .10602 L .2732 .10637 L .2749 .10686 L .27664 .10752 L .2783 .10832 L .27964 .10913 L .28175 .11075 L .28327 .11238 L .28405 .11356 L .28428 .11402 L .28439 .11429 L .28441 .11436 L .28442 .11438 L .28442 .11439 L .28442 .11439 L .28442 .11439 L .28442 .11439 L .28442 .11438 L .28441 .11436 L .2844 .11429 L .28438 .11418 L .28437 .11411 L .28437 .11401 L .28436 .11392 L .28436 .11387 L .28435 .11381 L .28435 .11376 L .28435 .1137 L .28435 .11365 L .28435 .11359 L .28435 .11352 L .28435 .11348 L .28435 .11344 L .28435 .11337 L .28435 .11329 L .28435 .11321 L .28436 .11314 L .28437 .11297 L .28438 .11277 L .2844 .11258 L .28447 .11212 L .28454 .11168 L .28465 .11117 L .28494 .11014 L .28542 .10881 L Mistroke .28602 .1075 L .288 .10432 L .29066 .10131 L .29234 .09981 L .29441 .09826 L .29879 .09578 L .30144 .0947 L .30403 .09389 L .30535 .09357 L .3068 .09328 L .30818 .09307 L .30885 .09299 L .30947 .09293 L .31007 .09288 L .31063 .09284 L .31092 .09283 L .31124 .09281 L .31157 .0928 L .31191 .0928 L .31224 .09279 L .31255 .09279 L .31291 .09279 L .31324 .0928 L .31355 .09281 L .31383 .09282 L .31447 .09285 L .31512 .0929 L .31572 .09295 L .31703 .09311 L .31823 .09331 L .31935 .09353 L .32176 .09417 L .32422 .09505 L .32819 .09705 L .32988 .09819 L .3315 .09948 L .33365 .10171 L .33444 .10275 L .33508 .10376 L .33546 .1045 L .33571 .10509 L .33583 .10547 L .33585 .10556 L .33586 .10558 L .33586 .10558 L .33586 .10558 L .33586 .10557 L .33586 .10556 L .33585 .10553 L .33584 .10542 L Mistroke .33583 .10533 L .33583 .10528 L .33583 .10521 L .33582 .10515 L .33582 .10508 L .33582 .10505 L .33582 .10501 L .33582 .10494 L .33582 .10487 L .33582 .10479 L .33582 .10471 L .33582 .10466 L .33583 .10461 L .33583 .10452 L .33584 .10441 L .33585 .10419 L .33587 .10398 L .3359 .10374 L .33597 .10326 L .33621 .10214 L .33663 .10071 L .33721 .09919 L .33794 .09765 L .3402 .09402 L .34387 .08985 L .34853 .08605 L .35161 .08412 L .35467 .08255 L .35774 .08128 L .36117 .08017 L .36302 .07969 L .3651 .07925 L .36702 .07894 L .36883 .07871 L .36981 .07862 L .37072 .07856 L .37123 .07853 L .37172 .07851 L .37198 .0785 L .37227 .07849 L .37254 .07849 L .37278 .07848 L .37324 .07848 L .37373 .07848 L .37422 .07848 L .37449 .07849 L .37474 .07849 L .37518 .07851 L .37566 .07853 L .37653 .07857 L Mistroke .37737 .07864 L .3783 .07872 L .38015 .07896 L .38184 .07924 L .38341 .07956 L .38707 .08053 L .39036 .08172 L .39592 .08448 L .39843 .08611 L .4008 .08795 L .40421 .09129 L .40565 .09308 L .40684 .09487 L .40758 .09622 L .40813 .09746 L .40843 .09831 L .40859 .09889 L .40862 .09906 L .40862 .09909 L .40862 .0991 L .40862 .0991 L .40862 .09909 L .40862 .09908 L .40862 .09904 L .40862 .09901 L .40861 .09897 L .40861 .09893 L .40861 .09889 L .40861 .09883 L .40861 .09878 L .40861 .09871 L .40861 .09867 L .40861 .09864 L .40861 .09857 L .40861 .09849 L .40861 .09841 L .40861 .09832 L .40863 .0981 L .40864 .09787 L .40867 .09759 L .40871 .09729 L .40881 .09661 L .40895 .09589 L .40946 .09395 L .41028 .0917 L .41139 .08929 L .41454 .08419 L .4197 .0782 L .42619 .07272 L .4345 .06766 L Mistroke .4399 .06521 L .44534 .06328 L .44821 .06246 L .4514 .06169 L .45429 .06112 L .45741 .06064 L .46025 .06032 L .46189 .06018 L .46264 .06013 L .46343 .06009 L .46411 .06005 L .46485 .06002 L .46552 .06 L .46615 .05999 L .46689 .05998 L .46757 .05998 L .46835 .05999 L .46909 .06 L .46983 .06002 L .47063 .06004 L .47206 .06012 L .47376 .06024 L .47532 .06038 L .47869 .0608 L .48186 .06133 L .48737 .06258 L .49319 .06437 L .49861 .06652 L .50425 .06931 L .51425 .07596 L .52147 .08272 L .52438 .08621 L .52694 .08988 L .53005 .09575 L .53098 .09824 L .53146 .09997 L .53159 .10059 L .53166 .10107 L .5317 .10133 L .5317 .10139 L .5317 .1014 L .5317 .1014 L .5317 .10139 L .5317 .10137 L .5317 .10135 L .5317 .10131 L .5317 .10126 L .5317 .10119 L .5317 .10112 L .5317 .10104 L Mistroke .5317 .10095 L .5317 .10085 L .53171 .10072 L .53172 .10058 L .53174 .10031 L .53177 .09996 L .53187 .09906 L .53205 .09799 L .53262 .09545 L .5337 .09194 L .53561 .08726 L .54156 .07677 L .54604 .07068 L .55233 .06354 L .56713 .05052 L .57674 .0439 L .58886 .03701 L .60107 .03138 L .61557 .02609 L .62422 .02357 L .63246 .02157 L .6406 .01995 L .64955 .01855 L .65796 .01759 L .66286 .01719 L .66523 .01703 L .66751 .0169 L .66957 .01681 L .67183 .01672 L .67391 .01667 L .67584 .01663 L .67814 .01661 L .68025 .01661 L .68269 .01664 L .68499 .01668 L .68735 .01676 L .68995 .01686 L .69525 .01716 L .7002 .01755 L .70486 .01801 L .71553 .0194 L .72713 .02144 L .74875 .02671 L .77259 .03479 L .79517 .04476 L .81585 .05603 L .85456 .08345 L .89359 .12195 L .92506 .16535 L .93994 .19239 L Mistroke .95152 .21856 L .96089 .24547 L .96766 .27127 L .97069 .28638 L .97287 .30023 L .97384 .30795 L .97471 .31633 L .97534 .32427 L .97558 .32803 L .97577 .3316 L .97592 .33506 L .97605 .33883 L .97613 .34226 L .97617 .34544 L .97619 .34886 L .97617 .35264 L .97615 .35453 L .97611 .35658 L .97601 .36029 L .97589 .36354 L .97573 .36709 L .97529 .37424 L .97476 .38086 L .97415 .387 L .97218 .40227 L .96982 .41604 L .96261 .4464 L .95355 .47389 L .94331 .49829 L .92922 .52537 L .91413 .54915 L .88178 .58884 L .86154 .6083 L .84131 .62467 L .82111 .63847 L .79856 .65125 L .77798 .66075 L .7586 .66796 L .74796 .67124 L .73654 .67422 L .72714 .67628 L .71694 .6781 L .70605 .67957 L .70018 .68016 L .69477 .68058 L .69219 .68074 L .68975 .68086 L .68755 .68095 L .68523 .68103 L .68272 .68108 L Mistroke .68041 .6811 L .67795 .6811 L .67655 .68109 L .67525 .68107 L .67302 .68103 L .67066 .68095 L .66844 .68086 L .66644 .68076 L .66159 .68043 L .65709 .68004 L .64832 .679 L .63916 .67751 L .62368 .674 L .6105 .66994 L .58623 .65934 L .57468 .6525 L .56534 .64584 L .55048 .63221 L .54135 .62064 L .53565 .61056 L .53375 .60592 L .53265 .60239 L .53228 .6009 L .53201 .59952 L .53184 .59844 L .53179 .59801 L .53176 .59765 L .53173 .59734 L .53171 .59709 L .53171 .59698 L .5317 .59686 L .5317 .59675 L .5317 .59666 L .5317 .59658 L .5317 .5965 L .5317 .59644 L .5317 .59639 L .5317 .59636 L .5317 .59634 L .5317 .59632 L .5317 .59632 L .5317 .59632 L .5317 .59634 L .53169 .59641 L .53166 .59669 L .53159 .59712 L .53148 .59764 L .53103 .59932 L .53016 .6017 L .52724 .60737 L Mistroke .52269 .61359 L .51548 .62075 L .507 .62682 L .50183 .62968 L .49671 .632 L .49078 .63415 L .48738 .63514 L .4842 .63591 L .4814 .63647 L .4783 .63697 L .47516 .63735 L .47345 .6375 L .47268 .63756 L .47185 .63761 L .47106 .63765 L .47033 .63768 L .46963 .63771 L .46889 .63772 L .46823 .63773 L .46761 .63774 L .46694 .63773 L .46621 .63773 L .46544 .63771 L .46461 .63768 L .46382 .63765 L .46309 .63761 L .46172 .63752 L .46026 .6374 L .45693 .63701 L .45392 .63653 L .45068 .63587 L .44735 .63503 L .44198 .6333 L .43648 .63102 L .42754 .62594 L .42332 .62277 L .41998 .61979 L .41494 .61408 L .41301 .61126 L .41136 .60836 L .41029 .60605 L .40949 .60386 L .40918 .6028 L .40897 .60192 L .40882 .60118 L .40871 .6005 L .40868 .60019 L .40865 .59992 L .40863 .59969 L .40862 .59949 L Mistroke .40861 .5994 L .40861 .59933 L .40861 .59925 L .40861 .59917 L .40861 .59909 L .40861 .59903 L .40861 .59896 L .40861 .5989 L .40861 .59885 L .40861 .5988 L .40862 .59871 L .40862 .59866 L .40862 .59863 L .40862 .59862 L .40862 .59862 L .40862 .59862 L .40862 .59862 L .40862 .59863 L .4086 .59875 L .40847 .59928 L .40819 .60011 L .4071 .6024 L .40617 .60389 L .40488 .60563 L .40172 .60897 L .39718 .61245 L .39191 .61533 L .38854 .61669 L .38514 .61774 L .38195 .61846 L .3801 .61877 L .37837 .61898 L .37737 .61908 L .37645 .61915 L .37593 .61918 L .37544 .6192 L .37493 .61922 L .37466 .61923 L .37437 .61923 L .37388 .61924 L .37361 .61924 L .37335 .61924 L .37288 .61924 L .37239 .61923 L .37195 .61921 L .37153 .6192 L .37058 .61915 L .36972 .61908 L .36882 .619 L .36721 .61881 L Mistroke .36549 .61854 L .36363 .61817 L .35995 .61719 L .35676 .61606 L .35326 .61448 L .35029 .61282 L .34536 .60923 L .34125 .60505 L .33865 .60135 L .3376 .59939 L .33688 .59771 L .33636 .59615 L .33618 .59546 L .33605 .59488 L .33596 .59436 L .3359 .59393 L .33585 .59351 L .33584 .5933 L .33583 .59312 L .33582 .59304 L .33582 .59296 L .33582 .59288 L .33582 .59281 L .33582 .59274 L .33582 .5927 L .33582 .59267 L .33582 .59261 L .33582 .59254 L .33583 .59249 L .33583 .59244 L .33584 .59235 L .33584 .59227 L .33585 .59221 L .33586 .59215 L .33586 .59214 L .33586 .59214 L .33586 .59214 L .33586 .59214 L .33586 .59214 L .33585 .59219 L .33582 .59229 L .33571 .59264 L .33545 .59325 L .33438 .59506 L .33259 .5972 L .32972 .59965 L .32796 .6008 L .32581 .60196 L .32376 .60285 L .32131 .60368 L Mistroke .32012 .604 L .3188 .6043 L .31763 .60451 L .31633 .60469 L .3156 .60477 L .31492 .60483 L .3142 .60488 L .31379 .6049 L .31361 .6049 L .31342 .60491 L .31308 .60492 L .31276 .60492 L .31241 .60493 L .31221 .60492 L .31203 .60492 L .3117 .60492 L .31139 .60491 L .31104 .60489 L .31071 .60488 L .31001 .60483 L .30935 .60478 L .30812 .60464 L .3068 .60443 L .30538 .60415 L .30289 .6035 L .30067 .60273 L .29629 .60064 L .29406 .59922 L .29219 .59778 L .28901 .59465 L .2869 .59177 L .28546 .589 L .28495 .58761 L .28478 .58704 L .28463 .58646 L .28452 .58594 L .28445 .58551 L .2844 .58512 L .28438 .58493 L .28437 .58476 L .28436 .58458 L .28435 .58449 L .28435 .5844 L .28435 .58433 L .28435 .58426 L .28435 .58419 L .28435 .58412 L .28435 .58405 L .28435 .58401 L .28435 .58398 L Mistroke .28435 .58392 L .28436 .58386 L .28436 .58374 L .28437 .58363 L .28439 .58349 L .2844 .5834 L .28442 .58334 L .28442 .58333 L .28442 .58333 L .28442 .58333 L .28442 .58333 L .28441 .58337 L .28438 .58346 L .28424 .58379 L .28399 .58426 L .28357 .58493 L .28231 .58643 L .28039 .58808 L .27915 .5889 L .2776 .58975 L .27603 .59045 L .2744 .59101 L .27346 .59128 L .27239 .59153 L .27147 .5917 L .27045 .59185 L .26989 .59192 L .26938 .59196 L .26888 .592 L .26863 .59201 L .26836 .59203 L .26811 .59203 L .26788 .59204 L .26765 .59204 L .26743 .59204 L .26718 .59204 L .26695 .59204 L .26669 .59204 L .26641 .59203 L .26614 .59202 L .2659 .592 L .26534 .59196 L .26484 .59192 L .26433 .59186 L .26323 .5917 L .26203 .59148 L .25992 .59093 L .25807 .59029 L .25602 .58938 L .25422 .58839 L Mistroke .25107 .58611 L .24873 .58377 L .24695 .58134 L .2462 .57999 L .24566 .5788 L .24525 .57764 L .2451 .57711 L .24499 .57665 L .2449 .57622 L .24485 .57586 L .2448 .57549 L .24478 .5753 L .24477 .57513 L .24477 .57505 L .24476 .57496 L .24476 .57489 L .24476 .57482 L .24475 .57474 L .24475 .5747 L .24475 .57466 L .24475 .57459 L .24476 .57452 L .24476 .57445 L .24476 .57439 L .24476 .57432 L .24476 .57427 L .24477 .57415 L .24478 .57404 L .2448 .57388 L .24482 .57376 L .24486 .5736 L .24486 .57358 L .24486 .57357 L .24486 .57357 L .24486 .57357 L .24486 .57357 L .24486 .57357 L .24486 .57358 L .24481 .57371 L .24448 .57429 L .24363 .57536 L .24226 .57658 L .2414 .57719 L .24033 .57781 L .2392 .57835 L .23806 .57879 L .23675 .57919 L .23604 .57937 L .23524 .57953 L .23452 .57964 L Mistroke .23383 .57972 L .23345 .57976 L .2331 .57978 L .2329 .57979 L .23269 .57981 L .23248 .57981 L .2323 .57982 L .23209 .57982 L .23189 .57982 L .23171 .57982 L .23152 .57982 L .2313 .57982 L .23118 .57981 L .23108 .57981 L .23067 .57979 L .23029 .57977 L .22987 .57973 L .22912 .57965 L .22823 .57951 L .22729 .57932 L .22562 .57888 L .22407 .57833 L .22246 .57761 L .21981 .57603 L .21721 .57384 L .21622 .57276 L .21532 .57159 L .21463 .57052 L .214 .56936 L .21359 .56841 L .21325 .56747 L .21312 .56701 L .21301 .56654 L .21293 .56612 L .21287 .56577 L .21282 .56538 L .21281 .56518 L .2128 .56509 L .2128 .56499 L .21279 .56492 L .21279 .56483 L .21279 .56476 L .21279 .56469 L .21279 .56462 L .21279 .56455 L .21279 .56451 L .21279 .56447 L .21279 .5644 L .21279 .56433 L .2128 .56427 L Mistroke .2128 .56414 L .21281 .56403 L .21282 .56392 L .21285 .56376 L .21287 .56361 L .21292 .5634 L .21294 .56335 L .21294 .56334 L .21295 .56334 L .21295 .56334 L .21295 .56334 L .21294 .56334 L .21294 .56335 L .21292 .5634 L .21282 .56357 L .21242 .56414 L .21151 .56505 L .21091 .56552 L .21014 .56603 L .20924 .56651 L .20831 .56692 L .20729 .56728 L .20624 .56756 L .20566 .56768 L .20501 .56779 L .20467 .56784 L .20431 .56788 L .20399 .56791 L .20382 .56792 L .20364 .56793 L .20347 .56794 L .20328 .56795 L .20311 .56795 L .20295 .56796 L .20279 .56796 L .20264 .56796 L .20247 .56796 L .2023 .56796 L .20215 .56795 L .20199 .56795 L .2017 .56793 L .20136 .56791 L .20105 .56789 L .20035 .56781 L .19961 .56769 L .19829 .5674 L .19688 .56698 L .19538 .56638 L .19288 .56501 L .19161 .56409 L Mistroke .19056 .56318 L .18887 .56132 L .18809 .56022 L .18751 .55923 L .18707 .5583 L .1867 .55733 L .18654 .55682 L .18642 .55638 L .18633 .55597 L .18626 .55556 L .18623 .55537 L .18621 .55519 L .18619 .55502 L .18618 .55487 L .18617 .55473 L .18617 .55466 L .18617 .55459 L .18616 .55451 L .18616 .55445 L .18616 .55437 L .18616 .5543 L .18616 .55423 L .18616 .55416 L .18617 .5541 L .18617 .55404 L .18618 .5539 L .18618 .55378 L .18621 .55356 L .18624 .55335 L .1863 .55308 L .18635 .55289 L .18637 .55285 L .18638 .55283 L .18638 .55283 L .18638 .55283 L .18638 .55283 L .18638 .55283 L .18637 .55284 L .18635 .55288 L .18611 .55322 L .18559 .55378 L .18462 .55453 L .18335 .55523 L .18253 .55556 L .18169 .55583 L .18068 .55607 L .18008 .55617 L .17981 .5562 L .17952 .55624 L .17925 .55626 L Mistroke .17897 .55628 L .17881 .55629 L .17866 .5563 L .17851 .5563 L .17837 .55631 L .17824 .55631 L .1781 .55631 L .17797 .55631 L .17785 .55631 L .1777 .55631 L .17755 .5563 L .1774 .55629 L .17727 .55629 L .17697 .55627 L .17668 .55624 L .17603 .55617 L .17539 .55606 L .1747 .55592 L .17344 .55557 L .1721 .55507 L .17098 .55454 L .1698 .55385 L .16781 .55234 L .16608 .5505 L .1649 .54872 L .1644 .54772 L .16406 .54684 L .16381 .54602 L .16365 .5453 L .16359 .54492 L .16355 .54459 L .16354 .54441 L .16353 .54432 L .16353 .54423 L .16352 .54415 L .16352 .5441 L .16352 .54406 L .16352 .54398 L .16352 .54391 L .16352 .54387 L .16352 .54383 L .16352 .54376 L .16352 .54369 L .16352 .54365 L .16352 .54361 L .16353 .54349 L .16353 .54343 L .16354 .54336 L .16355 .54323 L .16356 .5431 L Mistroke .16359 .54288 L .16363 .54269 L .16367 .54253 L .16373 .54232 L .16378 .54219 L .1638 .54216 L .1638 .54215 L .1638 .54215 L .1638 .54215 L .1638 .54215 L .1638 .54216 L .16378 .54219 L .1637 .5423 L .16333 .5427 L .16256 .54331 L .16203 .54363 L .16134 .54396 L .16059 .54425 L .15981 .54447 L .15941 .54457 L .15895 .54465 L .15851 .54471 L .1581 .54476 L .15784 .54477 L .15759 .54479 L .15747 .54479 L .15739 .5448 L .15733 .5448 L .15725 .5448 L .15718 .5448 L .15711 .5448 L .15703 .5448 L .15691 .5448 L .15678 .5448 L .15665 .54479 L .15654 .54479 L .1564 .54478 L .15625 .54478 L .15598 .54476 L .15573 .54473 L .15546 .5447 L .15497 .54463 L .15438 .54452 L .15383 .54439 L .15266 .54404 L .15156 .5436 L .14956 .5425 L .1479 .54121 L .14637 .53957 L .14531 .53798 L Mistroke .14487 .53713 L .14455 .53635 L .14429 .53554 L .14418 .5351 L .1441 .53472 L .14405 .53437 L .14401 .53406 L .14399 .53389 L .14398 .53374 L .14398 .53366 L .14398 .53358 L .14397 .5335 L .14397 .53346 L .14397 .53341 L .14397 .53335 L .14397 .53328 L .14397 .53322 L .14397 .53314 L .14397 .53311 L .14397 .53307 L .14398 .533 L .14398 .53288 L .14399 .53277 L .144 .53265 L .14402 .53246 L .14405 .53225 L .14409 .53208 L .14417 .53176 L .14424 .53155 L .1443 .53142 L .14433 .53136 L .14433 .53135 L .14433 .53135 L .14433 .53135 L .14433 .53135 L .14433 .53135 L .14432 .53137 L .14415 .53157 L .14371 .53196 L .143 .53241 L .14246 .53267 L .14187 .5329 L .14127 .53308 L .1409 .53317 L .14055 .53323 L .14019 .53329 L .13979 .53334 L .13955 .53336 L .13944 .53337 L .13933 .53337 L Mistroke .13922 .53338 L .13912 .53338 L .13901 .53338 L .13895 .53338 L .13889 .53338 L .13878 .53338 L .13872 .53338 L .13866 .53338 L .13854 .53338 L .13848 .53338 L .13841 .53338 L .13831 .53337 L .13819 .53337 L .13797 .53335 L .13771 .53333 L .13744 .5333 L .13694 .53323 L .13647 .53314 L .13603 .53305 L .13505 .53276 L .13419 .53244 L .13331 .53202 L .13156 .53093 L .13012 .52969 L .12881 .52813 L .12793 .52664 L .12757 .52584 L .12732 .52512 L .12712 .52436 L .12704 .524 L .12699 .52361 L .12697 .52344 L .12695 .52327 L .12694 .5231 L .12693 .52303 L .12693 .52295 L .12692 .52288 L .12692 .52281 L .12692 .52274 L .12692 .52268 L .12692 .52262 L .12692 .52255 L .12692 .52248 L .12692 .52241 L .12693 .52234 L .12693 .52226 L .12694 .52213 L .12695 .522 L .12696 .52189 L .12699 .52165 L Mistroke .12703 .52142 L .12712 .52109 L .12721 .52082 L .12734 .52053 L .12736 .5205 L .12737 .52049 L .12737 .52048 L .12737 .52048 L .12737 .52048 L .12737 .52048 L .12737 .52048 L .12735 .5205 L .12728 .52058 L .12713 .52072 L .12665 .52107 L .12592 .52145 L .12539 .52164 L .12481 .52181 L .12424 .52192 L .12389 .52197 L .12371 .52199 L .12355 .52201 L .12338 .52202 L .12321 .52203 L .12311 .52203 L .12302 .52203 L .12293 .52204 L .12287 .52204 L .12282 .52204 L .12273 .52204 L .12264 .52204 L .12255 .52203 L .12245 .52203 L .12236 .52203 L .12228 .52202 L .12209 .52201 L .12187 .52199 L .12166 .52197 L .12126 .52192 L .12083 .52184 L .12034 .52173 L .11944 .52147 L .11863 .52116 L .1177 .52071 L .11687 .52022 L .11541 .51909 L .11408 .51766 L .11314 .51625 L .11273 .51543 L .11243 .51468 L Mistroke .1122 .51391 L .11212 .51354 L .11205 .51321 L .11201 .51292 L .11197 .51262 L .11196 .51246 L .11195 .51233 L .11195 .51225 L .11194 .51218 L .11194 .51214 L .11194 .51209 L .11194 .51202 L .11194 .51194 L .11194 .51187 L .11194 .51183 L .11194 .51179 L .11194 .51175 L .11194 .51172 L .11194 .51165 L .11195 .51158 L .11195 .51144 L .11196 .51133 L .11198 .5112 L .112 .51098 L .11204 .51075 L .11209 .51053 L .11219 .51018 L .11229 .50991 L .11239 .5097 L .11245 .50959 L .11248 .50956 L .11248 .50955 L .11249 .50955 L .11249 .50955 L .11249 .50955 L .11249 .50955 L .11249 .50955 L .11248 .50955 L .11247 .50957 L .1124 .50964 L .11225 .50976 L .11205 .5099 L .11144 .51022 L .11099 .51039 L .11073 .51047 L .11049 .51054 L .11023 .51059 L .10995 .51064 L .10978 .51067 L .10963 .51069 L Mistroke .10947 .5107 L .10931 .51072 L .10918 .51073 L .10911 .51073 L .10903 .51073 L .10895 .51074 L .10887 .51074 L .10879 .51074 L .10871 .51074 L .10863 .51074 L .10856 .51074 L .10848 .51074 L .10839 .51073 L .1083 .51073 L .10821 .51072 L .10804 .51071 L .10785 .5107 L .10767 .51068 L .10732 .51063 L .10695 .51056 L .10653 .51047 L .10578 .51025 L .10508 .50999 L .10363 .50926 L .10285 .50873 L .10216 .50817 L .10091 .50689 L .1 .50559 L .09962 .50487 L .09933 .50421 L .09907 .50348 L .09896 .50309 L .09888 .50273 L .09882 .5024 L .09877 .50204 L .09875 .50186 L .09873 .5017 L .09872 .50153 L .09872 .50143 L .09872 .50139 L .09872 .50135 L .09871 .50128 L .09871 .50124 L .09871 .5012 L .09871 .50113 L .09871 .50106 L .09871 .50102 L .09872 .50098 L .09872 .50094 L .09872 .5009 L Mistroke .09872 .50083 L .09872 .50076 L .09873 .50063 L .09874 .50051 L .09877 .50026 L .09881 .50004 L .09885 .49982 L .09895 .49943 L .09906 .49914 L .09916 .49892 L .09932 .49864 L .09936 .49858 L .09937 .49858 L .09937 .49857 L .09937 .49857 L .09937 .49857 L .09937 .49857 L .09937 .49857 L .09936 .49858 L .09935 .4986 L .09931 .49863 L .09919 .49872 L .09877 .49896 L .09844 .49911 L .09806 .49924 L .09767 .49934 L .09742 .49938 L .09718 .49942 L .09693 .49945 L .09678 .49946 L .09671 .49947 L .09664 .49947 L .09657 .49947 L .09651 .49947 L .09644 .49948 L .09636 .49948 L .0963 .49948 L .09622 .49948 L .09615 .49948 L .09609 .49948 L .09602 .49947 L .09593 .49947 L .09579 .49946 L .09561 .49945 L .09544 .49944 L .09507 .49939 L .09472 .49933 L .09404 .49916 L .0933 .49892 L .09198 .49831 L Mistroke .09133 .49791 L .09065 .49742 L .08954 .4964 L .08852 .4951 L .0881 .49441 L .08772 .49364 L .08744 .49292 L .08725 .49228 L .08717 .49193 L .0871 .49156 L .08708 .49139 L .08706 .49121 L .08704 .49107 L .08703 .49091 L .08702 .49083 L .08702 .49075 L .08701 .49067 L .08701 .49061 L .08701 .49054 L .08701 .49048 L .087 .49041 L .087 .49034 L .087 .49027 L .08701 .49023 L .08701 .49019 L .08701 .49012 L .08701 .49004 L .08702 .4899 L .08703 .48978 L .08705 .48955 L .08709 .48931 L .08717 .48892 L .08727 .48855 L .08739 .48822 L .08763 .48776 L .08772 .48763 L .08777 .48758 L .08778 .48757 L .08778 .48757 L .08778 .48757 L .08778 .48757 L .08778 .48757 L .08776 .48758 L .08774 .4876 L .08765 .48766 L .08749 .48776 L .08704 .48796 L .08672 .48806 L .08652 .48811 L .08632 .48815 L Mistroke .08612 .48819 L .086 .4882 L .08588 .48821 L .08578 .48822 L .08566 .48823 L .08561 .48824 L .08555 .48824 L .08549 .48824 L .08544 .48824 L .08537 .48825 L .08531 .48825 L .08525 .48825 L .08521 .48825 L .08518 .48825 L .08512 .48825 L .08505 .48825 L .08498 .48824 L .08492 .48824 L .08477 .48823 L .08462 .48822 L .0843 .48818 L .08398 .48814 L .08362 .48806 L .08296 .48788 L .08228 .48763 L .08166 .48735 L .08031 .48651 L .07918 .48552 L .07867 .48494 L .07816 .48426 L .07741 .48294 L .07711 .4822 L .0769 .48152 L .07681 .48118 L .07674 .48083 L .07669 .4805 L .07667 .48034 L .07666 .4802 L .07665 .48006 L .07664 .47994 L .07664 .47987 L .07663 .4798 L .07663 .47973 L .07663 .47965 L .07663 .47958 L .07663 .47951 L .07663 .47944 L .07663 .47937 L .07663 .4793 L .07664 .47924 L Mistroke .07664 .47911 L .07665 .47898 L .07666 .47886 L .07669 .47861 L .07673 .47838 L .07677 .47818 L .07688 .47777 L .07701 .47739 L .07727 .47688 L .07739 .4767 L .07747 .47659 L .07752 .47654 L .07753 .47654 L .07753 .47653 L .07754 .47653 L .07754 .47653 L .07753 .47653 L .07753 .47653 L .07752 .47654 L .07749 .47656 L .0774 .47662 L .07703 .47679 L .07676 .47688 L .07658 .47692 L .07639 .47696 L .0762 .47699 L .0761 .477 L .07599 .47701 L .07588 .47702 L .07578 .47703 L .07573 .47703 L .07567 .47704 L .07562 .47704 L .07557 .47704 L .07551 .47704 L .07545 .47704 L .07539 .47704 L .07534 .47704 L .07527 .47704 L .07524 .47704 L .0752 .47703 L .07507 .47703 L .07494 .47702 L .07479 .477 L .07449 .47696 L .07422 .47691 L .07392 .47685 L .07337 .47669 L .07277 .47647 L .0721 .47616 L Mistroke .07093 .47541 L .06979 .47439 L .06929 .47381 L .06881 .47314 L .06846 .47254 L .06812 .47185 L .06786 .47117 L .06768 .47054 L .0676 .47021 L .06754 .46989 L .06752 .46972 L .06749 .46953 L .06748 .46936 L .06746 .46921 L .06745 .46906 L .06745 .46898 L .06745 .46893 L .06745 .46889 L .06745 .46882 L .06744 .46875 L .06744 .46871 L .06744 .46867 L .06744 .4686 L .06745 .46854 L .06745 .46847 L .06745 .46841 L .06745 .46835 L .06746 .46821 L .06747 .46808 L .0675 .46781 L .06754 .46757 L .06759 .46732 L .06765 .46707 L .06777 .46669 L .06791 .46634 L .06817 .46587 L .0684 .46556 L .06847 .4655 L .06849 .46548 L .06849 .46548 L .06849 .46548 L .06849 .46548 L .06849 .46548 L .06849 .46548 L .06849 .46548 L .06847 .46549 L .06839 .46554 L .06811 .46566 L .06788 .46572 L .06762 .46578 L Mistroke .06745 .46581 L .06728 .46583 L .06719 .46584 L .06708 .46584 L .06703 .46584 L .067 .46585 L .06697 .46585 L .06694 .46585 L .06691 .46585 L .06686 .46585 L .06681 .46585 L .06676 .46585 L .0667 .46585 L .06665 .46585 L .0666 .46584 L .06655 .46584 L .06644 .46584 L .06632 .46583 L .0662 .46581 L .06594 .46578 L .06567 .46573 L .06538 .46566 L .06482 .4655 L .06429 .46529 L .0637 .46501 L .06253 .46424 L .06154 .46332 L .06064 .46214 L .06028 .46152 L .05995 .46083 L .0597 .46016 L .05961 .45986 L .05953 .45954 L .05947 .45922 L .05942 .45893 L .05938 .45865 L .05937 .4585 L .05935 .45837 L .05934 .45822 L .05934 .45814 L .05934 .45807 L .05934 .458 L .05934 .45793 L .05933 .45786 L .05933 .45779 L .05934 .45772 L .05934 .45767 L .05934 .45764 L .05934 .45757 L .05934 .4575 L Mistroke .05935 .45735 L .05937 .45719 L .0594 .45691 L .05944 .45666 L .05954 .45622 L .05967 .4558 L .05983 .45541 L .06013 .45487 L .06027 .45468 L .0604 .45453 L .06049 .45445 L .06052 .45442 L .06053 .45441 L .06054 .45441 L .06054 .45441 L .06054 .45441 L .06054 .45441 L .06054 .45441 L .06053 .45441 L .06049 .45444 L .06039 .45448 L .06023 .45454 L .06014 .45456 L .06003 .45459 L .05992 .45461 L .05979 .45463 L .05971 .45464 L .05963 .45465 L .05955 .45466 L .05947 .45467 L .05942 .45467 L .05937 .45467 L .05935 .45467 L .05932 .45467 L .05929 .45467 L .05926 .45467 L .05922 .45467 L .05917 .45467 L .05914 .45467 L .05912 .45467 L .05909 .45467 L .05906 .45467 L .05901 .45467 L .05896 .45467 L .05886 .45466 L .05876 .45465 L .05866 .45464 L .05844 .45461 L .05819 .45457 L .05773 .45446 L Mistroke .05721 .45428 L .05664 .45404 L .05611 .45375 L .05507 .45301 L .05419 .45214 L .05343 .45111 L .05307 .45047 L .05279 .44986 L .05255 .4492 L .05246 .44887 L .05239 .44857 L .05233 .4483 L .05228 .44801 L .05225 .44773 L .05223 .44757 L .05222 .44743 L .05222 .44735 L .05222 .44727 L .05221 .4472 L .05221 .44713 L .05221 .44709 L .05221 .44705 L .05221 .44701 L .05221 .44696 L .05221 .44689 L .05221 .44685 L .05221 .44681 L .05221 .44674 L .05222 .44667 L .05222 .44654 L .05223 .44641 L .05225 .44626 L .05228 .44602 L .05232 .44576 L .05241 .44534 L .05254 .44493 L .05269 .44454 L .05299 .44398 L .05315 .44375 L .05331 .44356 L .05352 .44337 L .05357 .44333 L .05358 .44333 L .05358 .44333 L .05358 .44333 L .05358 .44333 L .05358 .44333 L .05358 .44333 L .05356 .44333 L .05354 .44335 L Mistroke .05343 .44339 L .05328 .44343 L .05317 .44345 L .05305 .44347 L .05293 .44349 L .05286 .4435 L .05279 .4435 L .05275 .4435 L .05272 .44351 L .05268 .44351 L .05264 .44351 L .05262 .44351 L .0526 .44351 L .05258 .44351 L .05255 .44351 L .05251 .44351 L .05249 .44351 L .05247 .44351 L .05243 .44351 L .05239 .44351 L .05231 .4435 L .05222 .4435 L .05212 .44349 L .05194 .44347 L .05176 .44344 L .05133 .44334 L .05084 .44319 L .0504 .44301 L .04991 .44277 L .04902 .44218 L .0481 .44134 L .04767 .44085 L .04726 .44027 L .04691 .43968 L .04664 .43913 L .04643 .43859 L .04625 .43801 L .04618 .43771 L .04611 .43739 L .04606 .4371 L .04603 .43683 L .04602 .43667 L .04601 .43652 L .046 .43638 L .046 .4363 L .04599 .43623 L .04599 .43619 L .04599 .43615 L .04599 .43611 L .04599 .43608 L Mistroke .04599 .43601 L .04599 .43593 L .046 .43589 L .046 .43585 L .046 .43578 L .046 .4357 L .04601 .43562 L .04603 .43536 L .04605 .43523 L .04607 .43508 L .04616 .43462 L .04622 .43438 L .04629 .43413 L .04645 .43372 L .04679 .43305 L .04697 .43279 L .04715 .43257 L .04742 .43231 L .0475 .43226 L .04754 .43223 L .04755 .43223 L .04755 .43223 L .04755 .43223 L .04755 .43223 L .04754 .43223 L .04754 .43224 L .04749 .43226 L .04739 .43229 L .04725 .43232 L .04716 .43233 L .04705 .43234 L .04699 .43235 L .04696 .43235 L .04693 .43235 L .04689 .43235 L .04686 .43235 L .04683 .43235 L .0468 .43236 L .04676 .43236 L .04673 .43236 L .04669 .43235 L .04666 .43235 L .04663 .43235 L .0466 .43235 L .04653 .43235 L .04646 .43234 L .04637 .43234 L .04621 .43232 L .04602 .43228 L .04584 .43225 L Mistroke .04539 .43212 L .04497 .43197 L .0445 .43175 L .04403 .43148 L .04353 .43112 L .04265 .43032 L .04189 .42934 L .04156 .4288 L .04125 .42817 L .04102 .42756 L .04085 .427 L .04078 .42669 L .04072 .42635 L .0407 .42619 L .04067 .42603 L .04066 .42589 L .04065 .42574 L .04064 .42559 L .04063 .42552 L .04063 .42545 L .04063 .42538 L .04063 .42532 L .04063 .42525 L .04063 .42518 L .04063 .42511 L .04063 .42504 L .04063 .42498 L .04063 .42491 L .04064 .42483 L .04064 .42475 L .04065 .42461 L .04068 .42435 L .04072 .4241 L .04081 .42366 L .04093 .42321 L .0411 .42277 L .04143 .42212 L .04162 .42184 L .04183 .42159 L .04214 .42128 L .04233 .42115 L .04237 .42113 L .04238 .42113 L .04238 .42113 L .04238 .42113 L .04238 .42113 L .04238 .42113 L .04237 .42113 L .04236 .42114 L .04229 .42116 L Mistroke .04224 .42117 L .04218 .42118 L .04211 .42119 L .04203 .4212 L .04198 .4212 L .04194 .42121 L .04191 .42121 L .04188 .42121 L .04187 .42121 L .04185 .42121 L .04182 .42121 L .04179 .42121 L .04176 .42121 L .04173 .42121 L .0417 .42121 L .04167 .42121 L .04164 .42121 L .04158 .4212 L .04151 .4212 L .04143 .42119 L .04126 .42117 L .04109 .42113 L .0409 .42109 L .04051 .42098 L .04013 .42083 L .0397 .42062 L .0388 .42003 L .03799 .41928 L .03723 .41828 L .03692 .41774 L .03663 .41712 L .0364 .41651 L .03625 .41593 L .03619 .41565 L .03614 .41535 L .03612 .41521 L .0361 .41507 L .03609 .41493 L .03608 .41481 L .03607 .41467 L .03607 .41459 L .03607 .41451 L .03606 .41444 L .03606 .41438 L .03606 .41431 L .03606 .41423 L .03606 .41416 L .03606 .41412 L .03607 .41408 L .03607 .41401 L Mistroke .03607 .41394 L .03608 .41379 L .0361 .41363 L .03613 .41336 L .03617 .41312 L .03628 .4126 L .03643 .41213 L .03662 .41167 L .03701 .41098 L .03721 .41071 L .03743 .41047 L .03775 .41018 L .03797 .41004 L .03802 .41002 L .03802 .41002 L .03802 .41002 L .03802 .41002 L .03802 .41002 L .03802 .41002 L .03802 .41002 L .03801 .41003 L .03799 .41003 L .03795 .41004 L .0379 .41005 L .03785 .41006 L .03782 .41006 L .03778 .41006 L .03776 .41006 L .03774 .41006 L .03772 .41007 L .0377 .41007 L .03768 .41007 L .03766 .41007 L .03764 .41007 L .03761 .41007 L .03759 .41007 L .03757 .41007 L .03754 .41007 L .03752 .41007 L .03749 .41007 L .03746 .41006 L .0374 .41006 L .03734 .41005 L .03726 .41005 L .03712 .41002 L .03698 .41 L .03663 .40991 L .03628 .40979 L .03557 .40944 L .03518 .40919 L Mistroke .03477 .40887 L .03405 .40818 L .03338 .40727 L .03287 .40631 L .03264 .40571 L .03247 .40514 L .03236 .40461 L .03232 .40431 L .0323 .40417 L .03229 .40404 L .03228 .40391 L .03227 .40377 L .03226 .40369 L .03226 .40362 L .03226 .40355 L .03226 .40351 L .03226 .40347 L .03226 .40341 L .03226 .40335 L .03226 .40328 L .03226 .40321 L .03226 .40314 L .03227 .40309 L .03227 .40296 L .03229 .40281 L .0323 .40267 L .03233 .40241 L .03238 .40214 L .03244 .40185 L .03258 .40134 L .03274 .40092 L .03295 .40048 L .03316 .40012 L .03357 .39957 L .03398 .39918 L .03427 .39899 L .03438 .39894 L .03443 .39891 L .03445 .39891 L .03445 .39891 L .03445 .39891 L .03445 .39891 L .03445 .39891 L .03445 .39891 L .03443 .39891 L .03441 .39892 L .03438 .39892 L .03435 .39892 L .03433 .39893 L .03431 .39893 L Mistroke .03428 .39893 L .03425 .39893 L .03423 .39893 L .03422 .39893 L .0342 .39893 L .03418 .39893 L .03416 .39893 L .03414 .39893 L .03412 .39893 L .03411 .39893 L .0341 .39893 L .03405 .39893 L .034 .39893 L .03395 .39892 L .03383 .39891 L .03371 .39889 L .03358 .39886 L .03332 .39879 L .03301 .39868 L .03265 .39852 L .03225 .3983 L .03187 .39804 L .03115 .39741 L .03076 .39697 L .03043 .39653 L .02988 .39557 L .02965 .39502 L .02945 .39442 L .02932 .39387 L .02927 .39356 L .02925 .39341 L .02923 .39328 L .02922 .39314 L .02921 .39301 L .0292 .39287 L .02919 .3928 L .02919 .39273 L .02919 .39266 L .02919 .3926 L .02919 .39254 L .02919 .39248 L .02919 .39241 L .02919 .39234 L .02919 .39227 L .02919 .39221 L .0292 .39208 L .02921 .39194 L .02922 .39179 L .02924 .39165 L .02927 .39141 L Mistroke .02932 .39116 L .02946 .3906 L .02962 .39013 L .03 .38934 L .03024 .38897 L .03046 .38867 L .03092 .38821 L .03127 .38796 L .03152 .38783 L .0316 .3878 L .03161 .38779 L .03162 .38779 L .03162 .38779 L .03162 .38779 L .03162 .38779 L .03162 .38779 L .03162 .38779 L .0316 .38779 L .03159 .38779 L .03158 .3878 L .03156 .3878 L .03154 .3878 L .03152 .3878 L .03151 .3878 L .03149 .3878 L .03148 .3878 L .03147 .3878 L .03145 .3878 L .03143 .3878 L .03142 .3878 L .03141 .3878 L .0314 .3878 L .03136 .3878 L .03134 .3878 L .03131 .3878 L .03127 .38779 L .03116 .38778 L .03106 .38776 L .03079 .3877 L .03052 .3876 L .0302 .38747 L .02985 .38729 L .02947 .38704 L .02876 .38643 L .0281 .38565 L .0278 .38519 L .02751 .38464 L .02728 .38411 L .02711 .38358 L .02703 .38329 L Mistroke .02695 .38296 L .0269 .38266 L .02688 .38251 L .02687 .38238 L .02685 .38225 L .02684 .38211 L .02683 .38197 L .02683 .38189 L .02682 .38182 L .02682 .38175 L .02682 .38168 L .02682 .38163 L .02682 .38156 L .02682 .3815 L .02682 .38142 L .02683 .38136 L .02683 .3813 L .02684 .38114 L .02685 .381 L .02686 .38084 L .02688 .38069 L .02692 .38043 L .02697 .38015 L .02711 .37962 L .02727 .37917 L .02749 .37868 L .02771 .37828 L .02817 .37764 L .02867 .37715 L .02906 .37687 L .02924 .37677 L .02937 .37671 L .02946 .37668 L .02951 .37667 L .02952 .37667 L .02952 .37667 L .02952 .37667 L .02952 .37667 L .02952 .37667 L .02951 .37667 L .02949 .37667 L .02949 .37667 L .02948 .37667 L .02947 .37667 L .02947 .37667 L .02947 .37667 L .02946 .37667 L .02945 .37667 L .02944 .37667 L .02943 .37667 L Mistroke .02943 .37667 L .02942 .37667 L .02941 .37667 L .0294 .37667 L .02938 .37667 L .02935 .37667 L .02931 .37667 L .02924 .37666 L .02916 .37665 L .02907 .37663 L .02883 .37657 L .02858 .37648 L .02829 .37635 L .02771 .376 L .02705 .37545 L .02647 .37477 L .02616 .37432 L .0259 .37385 L .02569 .3734 L .0255 .37288 L .02534 .37235 L .02528 .37205 L .02523 .37176 L .02519 .37149 L .02517 .37125 L .02516 .37111 L .02515 .37104 L .02515 .37096 L .02515 .37089 L .02515 .37082 L .02514 .37075 L .02514 .37069 L .02514 .37062 L .02515 .37055 L .02515 .37048 L .02515 .37042 L .02515 .37035 L .02516 .37027 L .02517 .37013 L .02518 .36998 L .0252 .36983 L .02524 .36955 L .02533 .36907 L .02548 .36857 L .02566 .36808 L .02586 .36767 L .02636 .36686 L .02685 .36631 L .02712 .36607 L .02736 .3659 L Mistroke .02775 .36567 L .02792 .3656 L .02804 .36556 L .0281 .36555 L .02812 .36555 L .02813 .36555 L .02813 .36555 L .02813 .36555 L .02813 .36555 L .02813 .36555 L .02813 .36555 L .02813 .36555 L .02812 .36555 L .02812 .36555 L .02812 .36555 L .02811 .36555 L .02811 .36555 L .0281 .36555 L .02809 .36555 L .02808 .36555 L .02808 .36555 L .02807 .36555 L .02805 .36554 L .02803 .36554 L .02801 .36554 L .02795 .36553 L .02788 .36552 L .02781 .36551 L .02762 .36546 L .02738 .36537 L .02712 .36525 L .0268 .36508 L .02619 .36461 L .02558 .36398 L .02499 .3631 L .02475 .36261 L .02452 .36204 L .02443 .36177 L .02435 .36147 L .02429 .36119 L .02424 .36093 L .0242 .36065 L .02417 .36039 L .02416 .36024 L .02415 .36011 L .02415 .36004 L .02414 .35996 L .02414 .35992 L .02414 .35988 L .02414 .3598 L Mistroke .02414 .35973 L .02414 .35967 L .02414 .3596 L .02415 .35953 L .02415 .35945 L .02415 .35938 L .02416 .35925 L .02418 .35901 L .02422 .35875 L .02426 .35848 L .02432 .35823 L .02447 .35768 L .02465 .35717 L .02489 .35667 L .02514 .35624 L .02543 .35583 L .02598 .35522 L .0265 .35481 L .02676 .35466 L .02697 .35456 L .02713 .35449 L .02727 .35445 L .02733 .35444 L .02738 .35443 L .02741 .35442 L .02742 .35442 L .02743 .35442 L .02743 .35442 L .02744 .35442 L .02744 .35442 L .02744 .35442 L .02744 .35442 L .02744 .35442 L .02743 .35442 L .02743 .35442 L .02743 .35442 L .02743 .35442 L .02743 .35442 L .02742 .35442 L .02742 .35442 L .02742 .35442 L .0274 .35442 L .02739 .35442 L .02735 .35441 L .02731 .35441 L .02725 .3544 L .02719 .35438 L .02701 .35433 L .02681 .35425 L .02635 .35401 L Mistroke .02578 .35358 L .02525 .35302 L .02473 .3523 L .02448 .35182 L .02427 .35133 L .02409 .35082 L .02401 .35053 L .02395 .35026 L .0239 .35 L .02387 .34976 L .02384 .3495 L .02383 .34935 L .02382 .34921 L .02381 .34912 L .02381 .34908 L .02381 .34903 L .02381 .34898 L .02381 .34894 L .02381 .3489 L .02381 .34886 L Mfstroke 0 0 m 1 0 L 1 .69772 L 0 .69772 L closepath clip newpath % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 200.938}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHg?ooool1o`00007ooooo00000ol0003ooooo ooooo`2Pooooo`03o`000?oooooooooo043ooooo00?o0000ooooooooool0=Oooool1o`00007ooooo 00000ol0003oooooooooo`2Oooooo`03o`000?oooooooooo04;ooooo0_l0000eooooo`7o00000Ooo ool00003o`000?oooooooooo09kooooo00?o0000ooooooooool0AOooool00ol0003oooooooooo`0b ooooo`7o00000Oooool00003o`000?oooooooooo09gooooo00?o0000ooooooooool0Aoooool2o`00 03;ooooo0Ol00001ooooo`0000?o0000ooooooooool0OOooool=o`0001;ooooo00?o0000oooooooo ool0B_ooool00ol0003oooooooooo`0_ooooo`7o00000Oooool00003o`000?oooooooooo07[ooooo 0ol0000=ooooo`;o00003oooool00ol0003oooooooooo`1ooooo`04o`000?oo ooooooooo`00023ooooo00?o0000ooooool00000G?ooool00ol0003oooooooooo`0Uooooo`7o0000 0Oooool00003o`000?oooooooooo05Cooooo1Ol00006ooooo`03o`000?oooooooooo00oooooo0_l0 000Qooooo`03o`000?oooooo000005gooooo00?o0000ooooooooool09?ooool1o`00007ooooo0000 0ol0003oooooooooo`1Booooo`;o00001Oooool3o`0000;ooooo00?o0000ooooooooool04?ooool2 o`0002;ooooo00?o0000ooooooooool0GOooool00ol0003oooooooooo`0Sooooo`7o00000Oooool0 0003o`000?oooooooooo053ooooo0_l00009ooooo`Co00004oooool00ol0003oooooooooo`0Poooo o`03o`000?oooooooooo05kooooo00?o0000ooooooooool08_ooool1o`00007ooooo00000ol0003o ooooooooo`1?ooooo`;o00002oooool2o`0003Oooooo00?o0000ooooooooool0Goooool00ol0003o ooooooooo`0Qooooo`7o00000Oooool00003o`000?oooooooooo04Kooooo1ol00002ooooo`03o`00 0?oooooooooo00_ooooo00?o0000ooooooooool0V?ooool00ol0003oooooooooo`0Pooooo`7o0000 0Oooool00003o`000?oooooooooo04Gooooo0_l00005ooooo`Co0000ZOooool00ol0003ooooooooo o`0Oooooo`7o00000Oooool00003o`000?oooooooooo04Cooooo0_l00008ooooo`03o`000?oooooo oooo0:Wooooo00?o0000ooooooooool07_ooool1o`00007ooooo00000ol0003oooooooooo`0noooo o`?o00000_ooool00ol0003oooooooooo`2eooooo`03o`000?oooooooooo01gooooo0Ol00001oooo o`0000?o0000ooooooooool0??ooool2o`0000?ooooo0ol0002hooooo`03o`000?oooooooooo01co oooo0Ol00001ooooo`0000?o0000ooooooooool0>oooool00ol0003oooooooooo`04ooooo`;o0000 ^Oooool00ol0003oooooooooo`0Kooooo`7o00000Oooool00003o`000?oooooooooo03Oooooo00Co 0000oooooooooooo0000`_ooool00ol0003oooooooooo`0Kooooo`7o00000Oooool00003o`000?oo oooooooo03Cooooo1ol00033ooooo`03o`000?oooooooooo01[ooooo0Ol00001ooooo`0000?o0000 ooooooooool0Wooooo00?o0000ooooooooool04?ooool1o`00007ooooo00000ol0003ooooooooo o`0Mooooo`03o`000?oooooooooo0>Sooooo00?o0000ooooooooool04?ooool1o`00007ooooo0000 0ol0003oooooooooo`0Kooooo`?o0000joooool00ol0003oooooooooo`0?ooooo`7o00000Oooool0 0003o`000?oooooooooo01[ooooo00?o0000ooooooooool0k?ooool00ol0003oooooooooo`0?oooo o`7o00000Oooool00003o`000?oooooooooo01Wooooo00?o0000ooooooooool0k_ooool00ol0003o ooooooooo`0>ooooo`7o00000Oooool00003o`000?oooooooooo01Sooooo0_l0003`ooooo`03o`00 0?oooooooooo00kooooo0Ol00001ooooo`0000?o0000ooooooooool05_ooool2o`000003ooooool0 003ooooo0?3ooooo00?o0000ooooooooool03Oooool1o`00007ooooo00000ol0003oooooooooo`0F ooooo`03o`000?oooooooooo0?;ooooo00?o0000ooooooooool03Oooool1o`00007ooooo00000ol0 003oooooooooo`0Eooooo`;o0000mOooool00ol0003oooooooooo`0 ooooo`03o`000?oooooooooo0?kooooo00?o0000ooooooooool02Oooool1o`00007ooooo00000ol0 003oooooooooo`0=ooooo`;o0000ooooool1ooooo`03o`000?oooooooooo00Wooooo0Ol00001oooo o`0000?o0000ooooooooool03?ooool2o`000?oooooo0oooool00ol0003oooooooooo`08ooooo`7o 00000Oooool00003o`000?oooooooooo00cooooo00?o0000ooooooooool0ooooool2ooooo`03o`00 0?oooooooooo00Sooooo0Ol00001ooooo`0000?o0000ooooooooool02oooool2o`000?oooooo1?oo ool00ol0003oooooooooo`08ooooo`7o00000Oooool00003o`000?oooooooooo00[ooooo0_l0003o ooooo`Kooooo00?o0000ooooooooool01oooool1o`00007ooooo00000ol0003oooooooooo`0:oooo o`03o`000?oooooooooo0?oooooo1Oooool00ol0003oooooooooo`07ooooo`7o00000Oooool00003 o`000?oooooooooo00[ooooo0_l0003oooooo`Kooooo00?o0000ooooooooool01oooool1o`00007o oooo00000ol0003oooooooooo`09ooooo`;o0000ooooool8ooooo`03o`000?oooooooooo00Kooooo 0Ol00001ooooo`0000?o0000ooooooooool02?ooool2o`000?oooooo2Oooool00ol0003ooooooooo o`06ooooo`7o00000Oooool00003o`000?oooooooooo00Sooooo0_l0003oooooo`Wooooo00?o0000 ooooooooool01_ooool1o`00007ooooo00000ol0003oooooooooo`08ooooo`;o0000ooooool9oooo o`03o`000?oooooooooo00Kooooo0Ol00001ooooo`0000?o0000ooooooooool01oooool00ol0003o ooooooooo`3oooooo`[ooooo00?o0000ooooooooool01Oooool1o`00007ooooo00000ol0003ooooo ooooo`07ooooo`03o`000?oooooooooo0?oooooo2_ooool00ol0003oooooooooo`05ooooo`7o0000 0Oooool00003o`000?oooooooooo00Oooooo0_l0003oooooo`_ooooo00?o0000ooooooooool01Ooo ool1o`00007ooooo00000ol0003oooooooooo`06ooooo`03o`000?oooooooooo0?oooooo2oooool0 0ol0003oooooooooo`05ooooo`7o00000Oooool00003o`000?oooooooooo00Kooooo00?o0000oooo ooooool0ooooool;ooooo`03o`000?oooooooooo00Gooooo0Ol00001ooooo`0000?o0000oooooooo ool01_ooool2o`000?oooooo3Oooool00ol0003oooooooooo`04ooooo`7o00000Oooool00003o`00 0?oooooooooo00Gooooo0_l0003oooooo`kooooo00?o0000ooooooooool01?ooool1o`00007ooooo 00000ol0003oooooooooo`05ooooo`03o`000?oooooooooo0?oooooo3Oooool00ol0003ooooooooo o`04ooooo`7o00000Oooool00003o`000?oooooooooo00Gooooo0_l0003oooooo`kooooo00?o0000 ooooooooool01?ooool1o`00007ooooo00000ol0003oooooooooo`05ooooo`03o`000?oooooooooo 0?oooooo3Oooool00ol0003oooooooooo`04ooooo`7o00000Oooool00003o`000?oooooooooo00Co oooo0_l0003oooooo`oooooo00?o0000ooooooooool01?ooool1o`00007ooooo00000ol0003ooooo ooooo`04ooooo`;o0000ooooool?ooooo`03o`000?oooooooooo00Cooooo0Ol00001ooooo`0000?o 0000ooooooooool01?ooool2o`000?oooooo3oooool00ol0003oooooooooo`04ooooo`7o00000Ooo ool00003o`000?oooooooooo00Cooooo00?o0000ooooooooool0ooooool>ooooo`03o`000?oooooo oooo00Cooooo0Ol00001ooooo`0000?o0000ooooooooool01?ooool2o`000?oooooo3oooool00ol0 003oooooooooo`04ooooo`7o00000Oooool00003o`000?oooooooooo00Cooooo0_l0003oooooo`oo oooo00?o0000ooooooooool01?ooool1o`00007ooooo00000ol0003oooooooooo`04ooooo`03o`00 0?oooooooooo0?oooooo3_ooool00ol0003oooooooooo`04ooooo`7o00000Oooool00003o`000?oo oooooooo00Cooooo00?o0000ooooooooool0ooooool>ooooo`03o`000?oooooooooo00Cooooo0Ol0 0001ooooo`0000?o0000ooooooooool01?ooool2o`000?oooooo3oooool00ol0003oooooooooo`04 ooooo`7o00000Oooool00003o`000?oooooooooo00Cooooo00?o0000ooooooooool0ooooool>oooo o`03o`000?oooooooooo00Cooooo0Ol00001ooooo`0000?o0000ooooooooool01?ooool00ol0003o ooooooooo`3oooooo`kooooo00?o0000ooooooooool01?ooool1o`00007ooooo00000ol0003ooooo ooooo`04ooooo`;o0000ooooool?ooooo`03o`000?oooooooooo00Cooooo0Ol00001ooooo`0000?o 0000ooooooooool01?ooool00ol0003oooooooooo`3oooooo`kooooo00?o0000ooooooooool01?oo ool1o`00007ooooo00000ol0003oooooooooo`04ooooo`03o`000?oooooooooo0?oooooo3_ooool0 0ol0003oooooooooo`04ooooo`7o00000Oooool00003o`000?oooooooooo00Cooooo0_l0003ooooo o`oooooo00?o0000ooooooooool01?ooool1o`00007ooooo00000ol0003oooooooooo`04ooooo`03 o`000?oooooooooo0?oooooo3_ooool00ol0003oooooooooo`04ooooo`7o00000Oooool00003o`00 0?oooooooooo00Cooooo00?o0000ooooooooool0ooooool>ooooo`03o`000?oooooooooo00Cooooo 0Ol00001ooooo`0000?o0000ooooooooool01?ooool2o`000?oooooo3oooool00ol0003ooooooooo o`04ooooo`7o00000Oooool00003o`000?oooooooooo00Cooooo0_l0003oooooo`oooooo00?o0000 ooooooooool01?ooool1o`00007ooooo00000ol0003oooooooooo`04ooooo`;o0000ooooool?oooo o`03o`000?oooooooooo00Cooooo0Ol00001ooooo`0000?o0000ooooooooool01Oooool2o`000?oo oooo3_ooool00ol0003oooooooooo`04ooooo`7o00000Oooool00003o`000?oooooooooo00Gooooo 0_l0003oooooo`kooooo00?o0000ooooooooool01?ooool1o`00007ooooo00000ol0003ooooooooo o`05ooooo`03o`000?oooooooooo0?oooooo3Oooool00ol0003oooooooooo`04ooooo`7o00000Ooo ool00003o`000?oooooooooo00Gooooo0_l0003oooooo`gooooo00?o0000ooooooooool01Oooool1 o`00007ooooo00000ol0003oooooooooo`06ooooo`;o0000oooooolooooo`03o`000?oooooooooo0?oooooo 00?o0000ooooooooool02?ooool1o`00007ooooo00000ol0003oooooooooo`0>ooooo`03o`000?oo oooooooo0?kooooo00?o0000ooooooooool02Oooool1o`00007ooooo00000ol0003oooooooooo`0? ooooo`?o0000oOooool00ol0003oooooooooo`09ooooo`7o00000Oooool00003o`000?oooooooooo 013ooooo00?o0000ooooooooool0o?ooool00ol0003oooooooooo`09ooooo`7o00000Oooool00003 o`000?oooooooooo013ooooo0_l0003looooo`03o`000?oooooooooo00[ooooo0Ol00001ooooo`00 00?o0000ooooooooool04Oooool3o`000?[ooooo00?o0000ooooooooool02_ooool1o`00007ooooo 00000ol0003oooooooooo`0Cooooo`03o`000?oooooooooo0?Oooooo00?o0000ooooooooool02ooo ool1o`00007ooooo00000ol0003oooooooooo`0Cooooo`03o`000?oooooooooo0?Oooooo00?o0000 ooooooooool02oooool1o`00007ooooo00000ol0003oooooooooo`0Cooooo`Co0000mOooool00ol0 003oooooooooo`0kooooo00?o0000ooooooooool03_ooool1o`00 007ooooo00000ol0003oooooooooo`0Jooooo`04o`000?ooooooooooo`000>cooooo00?o0000oooo ooooool03_ooool1o`00007ooooo00000ol0003oooooooooo`0Kooooo`?o0000joooool00ol0003o ooooooooo`0?ooooo`7o00000Oooool00003o`000?oooooooooo01gooooo00?o0000ooooooooool0 jOooool00ol0003oooooooooo`0?ooooo`7o00000Oooool00003o`000?oooooooooo01gooooo0_l0 0002ooooo`03o`000?oooooooooo0>Cooooo00?o0000ooooooooool04?ooool1o`00007ooooo0000 0ol0003oooooooooo`0Nooooo`Co0000i_ooool00ol0003oooooooooo`0@ooooo`7o00000Oooool0 0003o`000?oooooooooo027ooooo00?o0000ooooooooool0hoooool00ol0003oooooooooo`0Aoooo o`7o00000Oooool00003o`000?oooooooooo02;ooooo00?o0000ooooooooool0h_ooool00ol0003o ooooooooo`0Aooooo`7o00000Oooool00003o`000?oooooooooo02;ooooo1Ol0003Oooooo`03o`00 0?oooooooooo01;ooooo0Ol00001ooooo`0000?o0000ooooooooool09_ooool00ol0003ooooooooo o`3Mooooo`03o`000?oooooooooo01;ooooo0Ol00001ooooo`0000?o0000ooooooooool09_ooool2 o`000=gooooo00?o0000ooooooooool04oooool1o`00007ooooo00000ol0003oooooooooo`0Woooo o`;o000000Coooooo`000?l0003o0000eoooool00ol0003oooooooooo`0Dooooo`7o00000Oooool0 0003o`000?oooooooooo02Wooooo1?l0003Gooooo`03o`000?oooooooooo01Cooooo0Ol00001oooo o`0000?o0000ooooooooool0;?ooool00ol0003oooooooooo`3Dooooo`03o`000?oooooooooo01Go oooo0Ol00001ooooo`0000?o0000ooooooooool0;Oooool2o`0000?ooooo00?o0000ooooooooool0 c_ooool00ol0003oooooooooo`0Eooooo`7o00000Oooool00003o`000?oooooooooo02kooooo1Ol0 003?ooooo`03o`000?oooooooooo01Kooooo0Ol00001ooooo`0000?o0000ooooooooool0<_ooool2 o`000_ooool1o`00007ooooo00000ol0003oooooooooo`2Tooooo`?o0000=_ooool2o`0003co oooo0Ol00001ooooo`0000?o0000ooooooooool0Yoooool2o`0003;ooooo0_l0000nooooo`7o0000 0Oooool00003o`000?oooooooooo0:Wooooo00?o0000ooooooooool0;?ooool3o`00043ooooo0Ol0 0001ooooo`0000?o0000ooooooooool0Z_ooool2o`0002Wooooo0ol00013ooooo`7o00000Oooool0 0003o`000?oooooooooo0:cooooo0ol0000Sooooo`?o0000A_ooool1o`00007ooooo00000ol0003o ooooooooo`2_ooooo`Co00006Oooool6o`0004Wooooo0Ol00001ooooo`0000?o0000ooooooooool0 /oooool7o`0000_ooooo1ol0001?ooooo`7o00000Oooool00003o`000?oooooooooo0;[ooooo2ol0 001Fooooo`7o00000Oooool00003o`000?oooooooooo0?oooooo7?ooool1o`00007ooooo00000ol0 003oooooooooo`3ooooooacooooo0Ol00001ooooo`0000?o0000ooooooooool0oooooolLooooo`7o 00000Oooool00?oo00008?l00001ooooo`00\ \>"], ImageRangeCache->{{{0, 287}, {199.938, 0}} -> {-0.837648, -1.91272, \ 0.0191333, 0.0191333}}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ \(\(s3 = spirograph3D[%%, t, PlotPoints -> 500];\)\)], "Input"], Cell[BoxData[ Graphics3D[{ Line[{{-3.141593, -0.702855, -0.000000},{-3.129001, -0.700864, \ -0.012160}}], Line[{{-3.129001, -0.700864, -0.012160},{-3.116410, -0.695692, \ -0.021939}}], Line[{{-3.116410, -0.695692, -0.021939},{-3.103818, -0.689414, \ -0.027923}}], Line[{{-3.103818, -0.689414, -0.027923},{-3.091226, -0.684539, \ -0.030238}}], Line[{{-3.091226, -0.684539, -0.030238},{-3.078635, -0.682989, \ -0.030499}}], Line[{{-3.078635, -0.682989, -0.030499},{-3.066043, -0.685322, \ -0.031156}}], Line[{{-3.066043, -0.685322, -0.031156},{-3.053452, -0.690506, \ -0.034498}}], Line[{{-3.053452, -0.690506, -0.034498},{-3.040860, -0.696331, \ -0.041726}}], Line[{{-3.040860, -0.696331, -0.041726},{-3.028269, -0.700311, \ -0.052464}}], Line[{{-3.028269, -0.700311, -0.052464},{-3.015677, -0.700693, \ -0.064910}}], Line[{{-3.015677, -0.700693, -0.064910},{-3.003086, -0.697165, \ -0.076568}}], Line[{{-3.003086, -0.697165, -0.076568},{-2.990494, -0.690988, \ -0.085260}}], Line[{{-2.990494, -0.690988, -0.085260},{-2.977902, -0.684482, \ -0.090009}}], Line[{{-2.977902, -0.684482, -0.090009},{-2.965311, -0.680088, \ -0.091441}}], Line[{{-2.965311, -0.680088, -0.091441},{-2.952719, -0.679375, \ -0.091526}}], Line[{{-2.952719, -0.679375, -0.091526},{-2.940128, -0.682402, \ -0.092786}}], Line[{{-2.940128, -0.682402, -0.092786},{-2.927536, -0.687695, \ -0.097269}}], Line[{{-2.927536, -0.687695, -0.097269},{-2.914945, -0.692840, \ -0.105714}}], Line[{{-2.914945, -0.692840, -0.105714},{-2.902353, -0.695463, \ -0.117254}}], Line[{{-2.902353, -0.695463, -0.117254},{-2.889762, -0.694196, \ -0.129764}}], Line[{{-2.889762, -0.694196, -0.129764},{-2.877170, -0.689232, \ -0.140719}}], Line[{{-2.877170, -0.689232, -0.140719},{-2.864578, -0.682250, \ -0.148226}}], Line[{{-2.864578, -0.682250, -0.148226},{-2.851987, -0.675734, \ -0.151785}}], Line[{{-2.851987, -0.675734, -0.151785},{-2.839395, -0.671969, \ -0.152501}}], Line[{{-2.839395, -0.671969, -0.152501},{-2.826804, -0.672108, \ -0.152637}}], Line[{{-2.826804, -0.672108, -0.152637},{-2.814212, -0.675704, \ -0.154694}}], Line[{{-2.814212, -0.675704, -0.154694},{-2.801621, -0.680889, \ -0.160399}}], Line[{{-2.801621, -0.680889, -0.160399},{-2.789029, -0.685128, \ -0.169999}}], Line[{{-2.789029, -0.685128, -0.169999},{-2.776438, -0.686249, \ -0.182160}}], Line[{{-2.776438, -0.686249, -0.182160},{-2.763846, -0.683326, \ -0.194505}}], Line[{{-2.763846, -0.683326, -0.194505},{-2.751255, -0.677055, \ -0.204575}}], Line[{{-2.751255, -0.677055, -0.204575},{-2.738663, -0.669480, \ -0.210830}}], Line[{{-2.738663, -0.669480, -0.210830},{-2.726071, -0.663163, \ -0.213278}}], Line[{{-2.726071, -0.663163, -0.213278},{-2.713480, -0.660143, \ -0.213473}}], Line[{{-2.713480, -0.660143, -0.213473},{-2.700888, -0.661109, \ -0.213888}}], Line[{{-2.700888, -0.661109, -0.213888},{-2.688297, -0.665114, \ -0.216915}}], Line[{{-2.688297, -0.665114, -0.216915},{-2.675705, -0.669958, \ -0.223890}}], Line[{{-2.675705, -0.669958, -0.223890},{-2.663114, -0.673075, \ -0.234548}}], Line[{{-2.663114, -0.673075, -0.234548},{-2.650522, -0.672576, \ -0.247128}}], Line[{{-2.650522, -0.672576, -0.247128},{-2.637930, -0.668020, \ -0.259080}}], Line[{{-2.637930, -0.668020, -0.259080},{-2.625339, -0.660597, \ -0.268102}}], Line[{{-2.625339, -0.660597, -0.268102},{-2.612747, -0.652648, \ -0.273077}}], Line[{{-2.612747, -0.652648, -0.273077},{-2.600156, -0.646719, \ -0.274527}}], Line[{{-2.600156, -0.646719, -0.274527},{-2.587564, -0.644527, \ -0.274411}}], Line[{{-2.587564, -0.644527, -0.274411},{-2.574973, -0.646256, \ -0.275331}}], Line[{{-2.574973, -0.646256, -0.275331},{-2.562381, -0.650482, \ -0.279477}}], Line[{{-2.562381, -0.650482, -0.279477},{-2.549790, -0.654740, \ -0.287735}}], Line[{{-2.549790, -0.654740, -0.287735},{-2.537198, -0.656527, \ -0.299323}}], Line[{{-2.537198, -0.656527, -0.299323},{-2.524606, -0.654317, \ -0.312101}}], Line[{{-2.524606, -0.654317, -0.312101},{-2.512015, -0.648186, \ -0.323437}}], Line[{{-2.512015, -0.648186, -0.323437},{-2.499424, -0.639787, \ -0.331275}}], Line[{{-2.499424, -0.639787, -0.331275},{-2.486832, -0.631684, \ -0.334974}}], Line[{{-2.486832, -0.631684, -0.334974},{-2.474240, -0.626314, \ -0.335571}}], Line[{{-2.474240, -0.626314, -0.335571},{-2.461649, -0.624995, \ -0.335373}}], Line[{{-2.461649, -0.624995, -0.335373},{-2.449057, -0.627384, \ -0.337017}}], Line[{{-2.449057, -0.627384, -0.337017},{-2.436466, -0.631611, \ -0.342404}}], Line[{{-2.436466, -0.631611, -0.342404},{-2.423874, -0.635031, \ -0.351922}}], Line[{{-2.423874, -0.635031, -0.351922},{-2.411283, -0.635297, \ -0.364279}}], Line[{{-2.411283, -0.635297, -0.364279},{-2.398691, -0.631316, \ -0.377021}}], Line[{{-2.398691, -0.631316, -0.377021},{-2.386099, -0.623698, \ -0.387528}}], Line[{{-2.386099, -0.623698, -0.387528},{-2.373508, -0.614518, \ -0.394074}}], Line[{{-2.373508, -0.614518, -0.394074},{-2.360916, -0.606478, \ -0.396538}}], Line[{{-2.360916, -0.606478, -0.396538},{-2.348325, -0.601811, \ -0.396459}}], Line[{{-2.348325, -0.601811, -0.396459},{-2.335733, -0.601372, \ -0.396416}}], Line[{{-2.335733, -0.601372, -0.396416},{-2.323142, -0.604277, \ -0.398992}}], Line[{{-2.323142, -0.604277, -0.398992},{-2.310550, -0.608262, \ -0.405714}}], Line[{{-2.310550, -0.608262, -0.405714},{-2.297959, -0.610588, \ -0.416431}}], Line[{{-2.297959, -0.610588, -0.416431},{-2.285367, -0.609159, \ -0.429366}}], Line[{{-2.285367, -0.609159, -0.429366},{-2.272775, -0.603376, \ -0.441830}}], Line[{{-2.272775, -0.603376, -0.441830},{-2.260184, -0.594388, \ -0.451307}}], Line[{{-2.260184, -0.594388, -0.451307},{-2.247592, -0.584636, \ -0.456486}}], Line[{{-2.247592, -0.584636, -0.456486},{-2.235001, -0.576868, \ -0.457794}}], Line[{{-2.235001, -0.576868, -0.457794},{-2.222409, -0.573020, \ -0.457240}}], Line[{{-2.222409, -0.573020, -0.457240},{-2.209818, -0.573424, \ -0.457601}}], Line[{{-2.209818, -0.573424, -0.457601},{-2.197226, -0.576664, \ -0.461299}}], Line[{{-2.197226, -0.576664, -0.461299},{-2.184635, -0.580139, \ -0.469415}}], Line[{{-2.184635, -0.580139, -0.469415},{-2.172043, -0.581115, \ -0.481234}}], Line[{{-2.172043, -0.581115, -0.481234},{-2.159451, -0.577839, \ -0.494533}}], Line[{{-2.159451, -0.577839, -0.494533},{-2.146860, -0.570255, \ -0.506469}}], Line[{{-2.146860, -0.570255, -0.506469},{-2.134268, -0.560041, \ -0.514734}}], Line[{{-2.134268, -0.560041, -0.514734},{-2.121677, -0.549937, \ -0.518502}}], Line[{{-2.121677, -0.549937, -0.518502},{-2.109085, -0.542636, \ -0.518771}}], Line[{{-2.109085, -0.542636, -0.518771},{-2.096494, -0.539688, \ -0.517970}}], Line[{{-2.096494, -0.539688, -0.517970},{-2.083902, -0.540857, \ -0.518984}}], Line[{{-2.083902, -0.540857, -0.518984},{-2.071311, -0.544210, \ -0.523978}}], Line[{{-2.071311, -0.544210, -0.523978},{-2.058719, -0.546888, \ -0.533512}}], Line[{{-2.058719, -0.546888, -0.533512},{-2.046128, -0.546261, \ -0.546300}}], Line[{{-2.046128, -0.546261, -0.546300},{-2.033536, -0.541006, \ -0.559722}}], Line[{{-2.033536, -0.541006, -0.559722},{-2.020944, -0.531653, \ -0.570879}}], Line[{{-2.020944, -0.531653, -0.570879},{-2.008353, -0.520382, \ -0.577772}}], Line[{{-2.008353, -0.520382, -0.577772},{-1.995761, -0.510151, \ -0.580123}}], Line[{{-1.995761, -0.510151, -0.580123},{-1.983170, -0.503495, \ -0.579503}}], Line[{{-1.983170, -0.503495, -0.579503},{-1.970578, -0.501488, \ -0.578707}}], Line[{{-1.970578, -0.501488, -0.578707},{-1.957987, -0.503297, \ -0.580625}}], Line[{{-1.957987, -0.503297, -0.580625},{-1.945395, -0.506505, \ -0.587064}}], Line[{{-1.945395, -0.506505, -0.587064},{-1.932804, -0.508077, \ -0.598004}}], Line[{{-1.932804, -0.508077, -0.598004},{-1.920212, -0.505599, \ -0.611591}}], Line[{{-1.920212, -0.505599, -0.611591},{-1.907620, -0.498259, \ -0.624875}}], Line[{{-1.907620, -0.498259, -0.624875},{-1.895029, -0.487199, \ -0.635004}}], Line[{{-1.895029, -0.487199, -0.635004},{-1.882437, -0.475062, \ -0.640387}}], Line[{{-1.882437, -0.475062, -0.640387},{-1.869846, -0.464929, \ -0.641352}}], Line[{{-1.869846, -0.464929, -0.641352},{-1.857254, -0.459069, \ -0.640032}}], Line[{{-1.857254, -0.459069, -0.640032},{-1.844663, -0.458004, \ -0.639512}}], Line[{{-1.844663, -0.458004, -0.639512},{-1.832071, -0.460281, \ -0.642580}}], Line[{{-1.832071, -0.460281, -0.642580},{-1.819479, -0.463044, \ -0.650586}}], Line[{{-1.819479, -0.463044, -0.650586},{-1.806888, -0.463187, \ -0.662882}}], Line[{{-1.806888, -0.463187, -0.662882},{-1.794296, -0.458614, \ -0.677062}}], Line[{{-1.794296, -0.458614, -0.677062},{-1.781705, -0.449107, \ -0.689928}}], Line[{{-1.781705, -0.449107, -0.689928},{-1.769113, -0.436431, \ -0.698787}}], Line[{{-1.769113, -0.436431, -0.698787},{-1.756522, -0.423635, \ -0.702550}}], Line[{{-1.756522, -0.423635, -0.702550},{-1.743930, -0.413821, \ -0.702199}}], Line[{{-1.743930, -0.413821, -0.702199},{-1.731339, -0.408882, \ -0.700402}}], Line[{{-1.731339, -0.408882, -0.700402},{-1.718747, -0.408711, \ -0.700448}}], Line[{{-1.718747, -0.408711, -0.700448},{-1.706156, -0.411230, \ -0.704905}}], Line[{{-1.706156, -0.411230, -0.704905},{-1.693564, -0.413210, \ -0.714575}}], Line[{{-1.693564, -0.413210, -0.714575},{-1.680972, -0.411580, \ -0.728137}}], Line[{{-1.680972, -0.411580, -0.728137},{-1.668381, -0.404676, \ -0.742668}}], Line[{{-1.668381, -0.404676, -0.742668},{-1.655789, -0.392942, \ -0.754819}}], Line[{{-1.655789, -0.392942, -0.754819},{-1.643198, -0.378765, \ -0.762170}}], Line[{{-1.643198, -0.378765, -0.762170},{-1.630606, -0.365532, \ -0.764234}}], Line[{{-1.630606, -0.365532, -0.764234},{-1.618015, -0.356249, \ -0.762678}}], Line[{{-1.618015, -0.356249, -0.762678},{-1.605423, -0.352319, \ -0.760663}}], Line[{{-1.605423, -0.352319, -0.760663},{-1.592831, -0.352943, \ -0.761579}}], Line[{{-1.592831, -0.352943, -0.761579},{-1.580240, -0.355424, \ -0.767659}}], Line[{{-1.580240, -0.355424, -0.767659},{-1.567648, -0.356238, \ -0.779056}}], Line[{{-1.567648, -0.356238, -0.779056},{-1.555057, -0.352469, \ -0.793753}}], Line[{{-1.555057, -0.352469, -0.793753},{-1.542465, -0.343002, \ -0.808359}}], Line[{{-1.542465, -0.343002, -0.808359},{-1.529874, -0.329000, \ -0.819479}}], Line[{{-1.529874, -0.329000, -0.819479},{-1.517282, -0.313463, \ -0.825095}}], Line[{{-1.517282, -0.313463, -0.825095},{-1.504691, -0.300022, \ -0.825412}}], Line[{{-1.504691, -0.300022, -0.825412},{-1.492099, -0.291467, \ -0.822802}}], Line[{{-1.492099, -0.291467, -0.822802},{-1.479508, -0.288594, \ -0.820865}}], Line[{{-1.479508, -0.288594, -0.820865},{-1.466916, -0.289854, \ -0.822976}}], Line[{{-1.466916, -0.289854, -0.822976},{-1.454324, -0.291952, \ -0.830901}}], Line[{{-1.454324, -0.291952, -0.830901},{-1.441733, -0.291168, \ -0.844058}}], Line[{{-1.441733, -0.291168, -0.844058},{-1.429141, -0.284869, \ -0.859715}}], Line[{{-1.429141, -0.284869, -0.859715},{-1.416550, -0.272603, \ -0.874082}}], Line[{{-1.416550, -0.272603, -0.874082},{-1.403958, -0.256311, \ -0.883839}}], Line[{{-1.403958, -0.256311, -0.883839},{-1.391367, -0.239570, \ -0.887501}}], Line[{{-1.391367, -0.239570, -0.887501},{-1.378775, -0.226157, \ -0.886054}}], Line[{{-1.378775, -0.226157, -0.886054},{-1.366184, -0.218505, \ -0.882587}}], Line[{{-1.366184, -0.218505, -0.882587},{-1.353592, -0.216689, \ -0.881062}}], Line[{{-1.353592, -0.216689, -0.881062},{-1.341000, -0.218358, \ -0.884710}}], Line[{{-1.341000, -0.218358, -0.884710},{-1.328409, -0.219656, \ -0.894697}}], Line[{{-1.328409, -0.219656, -0.894697},{-1.315817, -0.216778, \ -0.909613}}], Line[{{-1.315817, -0.216778, -0.909613},{-1.303226, -0.207520, \ -0.926012}}], Line[{{-1.303226, -0.207520, -0.926012},{-1.290634, -0.192209, \ -0.939782}}], Line[{{-1.290634, -0.192209, -0.939782},{-1.278043, -0.173611, \ -0.947821}}], Line[{{-1.278043, -0.173611, -0.947821},{-1.265451, -0.155837, \ -0.949316}}], Line[{{-1.265451, -0.155837, -0.949316},{-1.252860, -0.142688, \ -0.946122}}], Line[{{-1.252860, -0.142688, -0.946122},{-1.240268, -0.136088, \ -0.942042}}], Line[{{-1.240268, -0.136088, -0.942042},{-1.227677, -0.135270, \ -0.941309}}], Line[{{-1.227677, -0.135270, -0.941309},{-1.215085, -0.137038, \ -0.946864}}], Line[{{-1.215085, -0.137038, -0.946864},{-1.202493, -0.137029, \ -0.959123}}], Line[{{-1.202493, -0.137029, -0.959123},{-1.189902, -0.131480, \ -0.975766}}], Line[{{-1.189902, -0.131480, -0.975766},{-1.177310, -0.118774, \ -0.992637}}], Line[{{-1.177310, -0.118774, -0.992637},{-1.164719, -0.100146, \ -1.005404}}], Line[{{-1.164719, -0.100146, -1.005404},{-1.152127, -0.079224, \ -1.011338}}], Line[{{-1.152127, -0.079224, -1.011338},{-1.139536, -0.060594, \ -1.010454}}], Line[{{-1.139536, -0.060594, -1.010454},{-1.126944, -0.047938, \ -1.005561}}], Line[{{-1.126944, -0.047938, -1.005561},{-1.114352, -0.042507, \ -1.001166}}], Line[{{-1.114352, -0.042507, -1.001166},{-1.101761, -0.042559, \ -1.001664}}], Line[{{-1.101761, -0.042559, -1.001664},{-1.089169, -0.044013, \ -1.009532}}], Line[{{-1.089169, -0.044013, -1.009532},{-1.076578, -0.042067, \ -1.024280}}], Line[{{-1.076578, -0.042067, -1.024280},{-1.063986, -0.033152, \ -1.042586}}], Line[{{-1.063986, -0.033152, -1.042586},{-1.051395, -0.016421, \ -1.059598}}], Line[{{-1.051395, -0.016421, -1.059598},{-1.038803, 0.005853, -1.070890}}], Line[{{-1.038803, 0.005853, -1.070890},{-1.026212, 0.029137, -1.074286}}], Line[{{-1.026212, 0.029137, -1.074286},{-1.013620, 0.048449, -1.070798}}], Line[{{-1.013620, 0.048449, -1.070798},{-1.001029, 0.060390, -1.064287}}], Line[{{-1.001029, 0.060390, -1.064287},{-0.988437, 0.064579, -1.059942}}], Line[{{-0.988437, 0.064579, -1.059942},{-0.975845, 0.063876, -1.062184}}], Line[{{-0.975845, 0.063876, -1.062184},{-0.963254, 0.063289, -1.072835}}], Line[{{-0.963254, 0.063289, -1.072835},{-0.950662, 0.067975, -1.090310}}], Line[{{-0.950662, 0.067975, -1.090310},{-0.938071, 0.081125, -1.110182}}], Line[{{-0.938071, 0.081125, -1.110182},{-0.925479, 0.102612, -1.126931}}], Line[{{-0.925479, 0.102612, -1.126931},{-0.912888, 0.128962, -1.136179}}], Line[{{-0.912888, 0.128962, -1.136179},{-0.900296, 0.154696, -1.136521}}], Line[{{-0.900296, 0.154696, -1.136521},{-0.887705, 0.174530, -1.130171}}], Line[{{-0.887705, 0.174530, -1.130171},{-0.875113, 0.185550, -1.122153}}], Line[{{-0.875113, 0.185550, -1.122153},{-0.862521, 0.188477, -1.118312}}], Line[{{-0.862521, 0.188477, -1.118312},{-0.849930, 0.187467, -1.122934}}], Line[{{-0.849930, 0.187467, -1.122934},{-0.837338, 0.188505, -1.136945}}], Line[{{-0.837338, 0.188505, -1.136945},{-0.824747, 0.196999, -1.157435}}], Line[{{-0.824747, 0.196999, -1.157435},{-0.812155, 0.215543, -1.178747}}], Line[{{-0.812155, 0.215543, -1.178747},{-0.799564, 0.242775, -1.194719}}], Line[{{-0.799564, 0.242775, -1.194719},{-0.786972, 0.273819, -1.201203}}], Line[{{-0.786972, 0.273819, -1.201203},{-0.774381, 0.302193, -1.197833}}], Line[{{-0.774381, 0.302193, -1.197833},{-0.761789, 0.322425, -1.188287}}], Line[{{-0.761789, 0.322425, -1.188287},{-0.749197, 0.332338, -1.178902}}], Line[{{-0.749197, 0.332338, -1.178902},{-0.736606, 0.334055, -1.176152}}], Line[{{-0.736606, 0.334055, -1.176152},{-0.724014, 0.333269, -1.183989}}], Line[{{-0.724014, 0.333269, -1.183989},{-0.711423, 0.337017, -1.202129}}], Line[{{-0.711423, 0.337017, -1.202129},{-0.698831, 0.350836, -1.226035}}], Line[{{-0.698831, 0.350836, -1.226035},{-0.686240, 0.376438, -1.248634}}], Line[{{-0.686240, 0.376438, -1.248634},{-0.673648, 0.410873, -1.263143}}], Line[{{-0.673648, 0.410873, -1.263143},{-0.661057, 0.447585, -1.265874}}], Line[{{-0.661057, 0.447585, -1.265874},{-0.648465, 0.478988, -1.257865}}], Line[{{-0.648465, 0.478988, -1.257865},{-0.635873, 0.499562, -1.244628}}], Line[{{-0.635873, 0.499562, -1.244628},{-0.623282, 0.508208, -1.234044}}], Line[{{-0.623282, 0.508208, -1.234044},{-0.610690, 0.508881, -1.233204}}], Line[{{-0.610690, 0.508881, -1.233204},{-0.598099, 0.509163, -1.245458}}], Line[{{-0.598099, 0.509163, -1.245458},{-0.585507, 0.517290, -1.268876}}], Line[{{-0.585507, 0.517290, -1.268876},{-0.572916, 0.538784, -1.296831}}], Line[{{-0.572916, 0.538784, -1.296831},{-0.560324, 0.574072, -1.320537}}], Line[{{-0.560324, 0.574072, -1.320537},{-0.547733, 0.618094, -1.332580}}], Line[{{-0.547733, 0.618094, -1.332580},{-0.535141, 0.662162, -1.330048}}], Line[{{-0.535141, 0.662162, -1.330048},{-0.522549, 0.697396, -1.315929}}], Line[{{-0.522549, 0.697396, -1.315929},{-0.509958, 0.718396, -1.298158}}], Line[{{-0.509958, 0.718396, -1.298158},{-0.497366, 0.725650, -1.286566}}], Line[{{-0.497366, 0.725650, -1.286566},{-0.484775, 0.725634, -1.288907}}], Line[{{-0.484775, 0.725634, -1.288907},{-0.472183, 0.728443, -1.307546}}], Line[{{-0.472183, 0.728443, -1.307546},{-0.459592, 0.743814, -1.338204}}], Line[{{-0.459592, 0.743814, -1.338204},{-0.447000, 0.777089, -1.371374}}], Line[{{-0.447000, 0.777089, -1.371374},{-0.434409, 0.826780, -1.395981}}], Line[{{-0.434409, 0.826780, -1.395981},{-0.421817, 0.884823, -1.403881}}], Line[{{-0.421817, 0.884823, -1.403881},{-0.409225, 0.939555, -1.393404}}], Line[{{-0.409225, 0.939555, -1.393404},{-0.396634, 0.980368, -1.370440}}], Line[{{-0.396634, 0.980368, -1.370440},{-0.384042, 1.002194, -1.346452}}], Line[{{-0.384042, 1.002194, -1.346452},{-0.371451, 1.007986, -1.334071}}], Line[{{-0.371451, 1.007986, -1.334071},{-0.358859, 1.008050, -1.341931}}], Line[{{-0.358859, 1.008050, -1.341931},{-0.346268, 1.016290, -1.370804}}], Line[{{-0.346268, 1.016290, -1.370804},{-0.333676, 1.044714, -1.412726}}], Line[{{-0.333676, 1.044714, -1.412726},{-0.321085, 1.098343, -1.453676}}], Line[{{-0.321085, 1.098343, -1.453676},{-0.308493, 1.172628, -1.478947}}], Line[{{-0.308493, 1.172628, -1.478947},{-0.295902, 1.254642, -1.479221}}], Line[{{-0.295902, 1.254642, -1.479221},{-0.283310, 1.327830, -1.454890}}], Line[{{-0.283310, 1.327830, -1.454890},{-0.270718, 1.378660, -1.416731}}], Line[{{-0.270718, 1.378660, -1.416731},{-0.258127, 1.402609, -1.382342}}], Line[{{-0.258127, 1.402609, -1.382342},{-0.245535, 1.406979, -1.369442}}], Line[{{-0.245535, 1.406979, -1.369442},{-0.232944, 1.409113, -1.388484}}], Line[{{-0.232944, 1.409113, -1.388484},{-0.220352, 1.430303, -1.437541}}], Line[{{-0.220352, 1.430303, -1.437541},{-0.207761, 1.487463, -1.501744}}], Line[{{-0.207761, 1.487463, -1.501744},{-0.195169, 1.585702, -1.557995}}], Line[{{-0.195169, 1.585702, -1.557995},{-0.182578, 1.714918, -1.583595}}], Line[{{-0.182578, 1.714918, -1.583595},{-0.169986, 1.852231, -1.565774}}], Line[{{-0.169986, 1.852231, -1.565774},{-0.157394, 1.969992, -1.508412}}], Line[{{-0.157394, 1.969992, -1.508412},{-0.144803, 2.046913, -1.432944}}], Line[{{-0.144803, 2.046913, -1.432944},{-0.132211, 2.078362, -1.372328}}], Line[{{-0.132211, 2.078362, -1.372328},{-0.119620, 2.081794, -1.359457}}], Line[{{-0.119620, 2.081794, -1.359457},{-0.107028, 2.094586, -1.413615}}], Line[{{-0.107028, 2.094586, -1.413615},{-0.094437, 2.164084, -1.529686}}], Line[{{-0.094437, 2.164084, -1.529686},{-0.081845, 2.332400, -1.674339}}], Line[{{-0.081845, 2.332400, -1.674339},{-0.069254, 2.620606, -1.791355}}], Line[{{-0.069254, 2.620606, -1.791355},{-0.056662, 3.017624, -1.815341}}], Line[{{-0.056662, 3.017624, -1.815341},{-0.044070, 3.477945, -1.690161}}], Line[{{-0.044070, 3.477945, -1.690161},{-0.031479, 3.929714, -1.386587}}], Line[{{-0.031479, 3.929714, -1.386587},{-0.018887, 4.291430, -0.913558}}], Line[{{-0.018887, 4.291430, -0.913558},{-0.006296, 4.492649, -0.319197}}], Line[{{-0.006296, 4.492649, -0.319197},{0.006296, 4.492649, 0.319197}}], Line[{{0.006296, 4.492649, 0.319197},{0.018887, 4.291430, 0.913558}}], Line[{{0.018887, 4.291430, 0.913558},{0.031479, 3.929714, 1.386587}}], Line[{{0.031479, 3.929714, 1.386587},{0.044070, 3.477945, 1.690161}}], Line[{{0.044070, 3.477945, 1.690161},{0.056662, 3.017624, 1.815341}}], Line[{{0.056662, 3.017624, 1.815341},{0.069254, 2.620606, 1.791355}}], Line[{{0.069254, 2.620606, 1.791355},{0.081845, 2.332400, 1.674339}}], Line[{{0.081845, 2.332400, 1.674339},{0.094437, 2.164084, 1.529686}}], Line[{{0.094437, 2.164084, 1.529686},{0.107028, 2.094586, 1.413615}}], Line[{{0.107028, 2.094586, 1.413615},{0.119620, 2.081794, 1.359457}}], Line[{{0.119620, 2.081794, 1.359457},{0.132211, 2.078362, 1.372328}}], Line[{{0.132211, 2.078362, 1.372328},{0.144803, 2.046913, 1.432944}}], Line[{{0.144803, 2.046913, 1.432944},{0.157394, 1.969992, 1.508412}}], Line[{{0.157394, 1.969992, 1.508412},{0.169986, 1.852231, 1.565774}}], Line[{{0.169986, 1.852231, 1.565774},{0.182578, 1.714918, 1.583595}}], Line[{{0.182578, 1.714918, 1.583595},{0.195169, 1.585702, 1.557995}}], Line[{{0.195169, 1.585702, 1.557995},{0.207761, 1.487463, 1.501744}}], Line[{{0.207761, 1.487463, 1.501744},{0.220352, 1.430303, 1.437541}}], Line[{{0.220352, 1.430303, 1.437541},{0.232944, 1.409113, 1.388484}}], Line[{{0.232944, 1.409113, 1.388484},{0.245535, 1.406979, 1.369442}}], Line[{{0.245535, 1.406979, 1.369442},{0.258127, 1.402609, 1.382342}}], Line[{{0.258127, 1.402609, 1.382342},{0.270718, 1.378660, 1.416731}}], Line[{{0.270718, 1.378660, 1.416731},{0.283310, 1.327830, 1.454890}}], Line[{{0.283310, 1.327830, 1.454890},{0.295902, 1.254642, 1.479221}}], Line[{{0.295902, 1.254642, 1.479221},{0.308493, 1.172628, 1.478947}}], Line[{{0.308493, 1.172628, 1.478947},{0.321085, 1.098343, 1.453676}}], Line[{{0.321085, 1.098343, 1.453676},{0.333676, 1.044714, 1.412726}}], Line[{{0.333676, 1.044714, 1.412726},{0.346268, 1.016290, 1.370804}}], Line[{{0.346268, 1.016290, 1.370804},{0.358859, 1.008050, 1.341931}}], Line[{{0.358859, 1.008050, 1.341931},{0.371451, 1.007986, 1.334071}}], Line[{{0.371451, 1.007986, 1.334071},{0.384042, 1.002194, 1.346452}}], Line[{{0.384042, 1.002194, 1.346452},{0.396634, 0.980368, 1.370440}}], Line[{{0.396634, 0.980368, 1.370440},{0.409225, 0.939555, 1.393404}}], Line[{{0.409225, 0.939555, 1.393404},{0.421817, 0.884823, 1.403881}}], Line[{{0.421817, 0.884823, 1.403881},{0.434409, 0.826780, 1.395981}}], Line[{{0.434409, 0.826780, 1.395981},{0.447000, 0.777089, 1.371374}}], Line[{{0.447000, 0.777089, 1.371374},{0.459592, 0.743814, 1.338204}}], Line[{{0.459592, 0.743814, 1.338204},{0.472183, 0.728443, 1.307546}}], Line[{{0.472183, 0.728443, 1.307546},{0.484775, 0.725634, 1.288907}}], Line[{{0.484775, 0.725634, 1.288907},{0.497366, 0.725650, 1.286566}}], Line[{{0.497366, 0.725650, 1.286566},{0.509958, 0.718396, 1.298158}}], Line[{{0.509958, 0.718396, 1.298158},{0.522549, 0.697396, 1.315929}}], Line[{{0.522549, 0.697396, 1.315929},{0.535141, 0.662162, 1.330048}}], Line[{{0.535141, 0.662162, 1.330048},{0.547733, 0.618094, 1.332580}}], Line[{{0.547733, 0.618094, 1.332580},{0.560324, 0.574072, 1.320537}}], Line[{{0.560324, 0.574072, 1.320537},{0.572916, 0.538784, 1.296831}}], Line[{{0.572916, 0.538784, 1.296831},{0.585507, 0.517290, 1.268876}}], Line[{{0.585507, 0.517290, 1.268876},{0.598099, 0.509163, 1.245458}}], Line[{{0.598099, 0.509163, 1.245458},{0.610690, 0.508881, 1.233204}}], Line[{{0.610690, 0.508881, 1.233204},{0.623282, 0.508208, 1.234044}}], Line[{{0.623282, 0.508208, 1.234044},{0.635873, 0.499562, 1.244628}}], Line[{{0.635873, 0.499562, 1.244628},{0.648465, 0.478988, 1.257865}}], Line[{{0.648465, 0.478988, 1.257865},{0.661057, 0.447585, 1.265874}}], Line[{{0.661057, 0.447585, 1.265874},{0.673648, 0.410873, 1.263143}}], Line[{{0.673648, 0.410873, 1.263143},{0.686240, 0.376438, 1.248634}}], Line[{{0.686240, 0.376438, 1.248634},{0.698831, 0.350836, 1.226035}}], Line[{{0.698831, 0.350836, 1.226035},{0.711423, 0.337017, 1.202129}}], Line[{{0.711423, 0.337017, 1.202129},{0.724014, 0.333269, 1.183989}}], Line[{{0.724014, 0.333269, 1.183989},{0.736606, 0.334055, 1.176152}}], Line[{{0.736606, 0.334055, 1.176152},{0.749197, 0.332338, 1.178902}}], Line[{{0.749197, 0.332338, 1.178902},{0.761789, 0.322425, 1.188287}}], Line[{{0.761789, 0.322425, 1.188287},{0.774381, 0.302193, 1.197833}}], Line[{{0.774381, 0.302193, 1.197833},{0.786972, 0.273819, 1.201203}}], Line[{{0.786972, 0.273819, 1.201203},{0.799564, 0.242775, 1.194719}}], Line[{{0.799564, 0.242775, 1.194719},{0.812155, 0.215543, 1.178747}}], Line[{{0.812155, 0.215543, 1.178747},{0.824747, 0.196999, 1.157435}}], Line[{{0.824747, 0.196999, 1.157435},{0.837338, 0.188505, 1.136945}}], Line[{{0.837338, 0.188505, 1.136945},{0.849930, 0.187467, 1.122934}}], Line[{{0.849930, 0.187467, 1.122934},{0.862521, 0.188477, 1.118312}}], Line[{{0.862521, 0.188477, 1.118312},{0.875113, 0.185550, 1.122153}}], Line[{{0.875113, 0.185550, 1.122153},{0.887705, 0.174530, 1.130171}}], Line[{{0.887705, 0.174530, 1.130171},{0.900296, 0.154696, 1.136521}}], Line[{{0.900296, 0.154696, 1.136521},{0.912888, 0.128962, 1.136179}}], Line[{{0.912888, 0.128962, 1.136179},{0.925479, 0.102612, 1.126931}}], Line[{{0.925479, 0.102612, 1.126931},{0.938071, 0.081125, 1.110182}}], Line[{{0.938071, 0.081125, 1.110182},{0.950662, 0.067975, 1.090310}}], Line[{{0.950662, 0.067975, 1.090310},{0.963254, 0.063289, 1.072835}}], Line[{{0.963254, 0.063289, 1.072835},{0.975845, 0.063876, 1.062184}}], Line[{{0.975845, 0.063876, 1.062184},{0.988437, 0.064579, 1.059942}}], Line[{{0.988437, 0.064579, 1.059942},{1.001029, 0.060390, 1.064287}}], Line[{{1.001029, 0.060390, 1.064287},{1.013620, 0.048449, 1.070798}}], Line[{{1.013620, 0.048449, 1.070798},{1.026212, 0.029137, 1.074286}}], Line[{{1.026212, 0.029137, 1.074286},{1.038803, 0.005853, 1.070890}}], Line[{{1.038803, 0.005853, 1.070890},{1.051395, -0.016421, 1.059598}}], Line[{{1.051395, -0.016421, 1.059598},{1.063986, -0.033152, 1.042586}}], Line[{{1.063986, -0.033152, 1.042586},{1.076578, -0.042067, 1.024280}}], Line[{{1.076578, -0.042067, 1.024280},{1.089169, -0.044013, 1.009532}}], Line[{{1.089169, -0.044013, 1.009532},{1.101761, -0.042559, 1.001664}}], Line[{{1.101761, -0.042559, 1.001664},{1.114352, -0.042507, 1.001166}}], Line[{{1.114352, -0.042507, 1.001166},{1.126944, -0.047938, 1.005561}}], Line[{{1.126944, -0.047938, 1.005561},{1.139536, -0.060594, 1.010454}}], Line[{{1.139536, -0.060594, 1.010454},{1.152127, -0.079224, 1.011338}}], Line[{{1.152127, -0.079224, 1.011338},{1.164719, -0.100146, 1.005404}}], Line[{{1.164719, -0.100146, 1.005404},{1.177310, -0.118774, 0.992637}}], Line[{{1.177310, -0.118774, 0.992637},{1.189902, -0.131480, 0.975766}}], Line[{{1.189902, -0.131480, 0.975766},{1.202493, -0.137029, 0.959123}}], Line[{{1.202493, -0.137029, 0.959123},{1.215085, -0.137038, 0.946864}}], Line[{{1.215085, -0.137038, 0.946864},{1.227677, -0.135270, 0.941309}}], Line[{{1.227677, -0.135270, 0.941309},{1.240268, -0.136088, 0.942042}}], Line[{{1.240268, -0.136088, 0.942042},{1.252860, -0.142688, 0.946122}}], Line[{{1.252860, -0.142688, 0.946122},{1.265451, -0.155837, 0.949316}}], Line[{{1.265451, -0.155837, 0.949316},{1.278043, -0.173611, 0.947821}}], Line[{{1.278043, -0.173611, 0.947821},{1.290634, -0.192209, 0.939782}}], Line[{{1.290634, -0.192209, 0.939782},{1.303226, -0.207520, 0.926012}}], Line[{{1.303226, -0.207520, 0.926012},{1.315817, -0.216778, 0.909613}}], Line[{{1.315817, -0.216778, 0.909613},{1.328409, -0.219656, 0.894697}}], Line[{{1.328409, -0.219656, 0.894697},{1.341000, -0.218358, 0.884710}}], Line[{{1.341000, -0.218358, 0.884710},{1.353592, -0.216689, 0.881062}}], Line[{{1.353592, -0.216689, 0.881062},{1.366184, -0.218505, 0.882587}}], Line[{{1.366184, -0.218505, 0.882587},{1.378775, -0.226157, 0.886054}}], Line[{{1.378775, -0.226157, 0.886054},{1.391367, -0.239570, 0.887501}}], Line[{{1.391367, -0.239570, 0.887501},{1.403958, -0.256311, 0.883839}}], Line[{{1.403958, -0.256311, 0.883839},{1.416550, -0.272603, 0.874082}}], Line[{{1.416550, -0.272603, 0.874082},{1.429141, -0.284869, 0.859715}}], Line[{{1.429141, -0.284869, 0.859715},{1.441733, -0.291168, 0.844058}}], Line[{{1.441733, -0.291168, 0.844058},{1.454324, -0.291952, 0.830901}}], Line[{{1.454324, -0.291952, 0.830901},{1.466916, -0.289854, 0.822976}}], Line[{{1.466916, -0.289854, 0.822976},{1.479508, -0.288594, 0.820865}}], Line[{{1.479508, -0.288594, 0.820865},{1.492099, -0.291467, 0.822802}}], Line[{{1.492099, -0.291467, 0.822802},{1.504691, -0.300022, 0.825412}}], Line[{{1.504691, -0.300022, 0.825412},{1.517282, -0.313463, 0.825095}}], Line[{{1.517282, -0.313463, 0.825095},{1.529874, -0.329000, 0.819479}}], Line[{{1.529874, -0.329000, 0.819479},{1.542465, -0.343002, 0.808359}}], Line[{{1.542465, -0.343002, 0.808359},{1.555057, -0.352469, 0.793753}}], Line[{{1.555057, -0.352469, 0.793753},{1.567648, -0.356238, 0.779056}}], Line[{{1.567648, -0.356238, 0.779056},{1.580240, -0.355424, 0.767659}}], Line[{{1.580240, -0.355424, 0.767659},{1.592831, -0.352943, 0.761579}}], Line[{{1.592831, -0.352943, 0.761579},{1.605423, -0.352319, 0.760663}}], Line[{{1.605423, -0.352319, 0.760663},{1.618015, -0.356249, 0.762678}}], Line[{{1.618015, -0.356249, 0.762678},{1.630606, -0.365532, 0.764234}}], Line[{{1.630606, -0.365532, 0.764234},{1.643198, -0.378765, 0.762170}}], Line[{{1.643198, -0.378765, 0.762170},{1.655789, -0.392942, 0.754819}}], Line[{{1.655789, -0.392942, 0.754819},{1.668381, -0.404676, 0.742668}}], Line[{{1.668381, -0.404676, 0.742668},{1.680972, -0.411580, 0.728137}}], Line[{{1.680972, -0.411580, 0.728137},{1.693564, -0.413210, 0.714575}}], Line[{{1.693564, -0.413210, 0.714575},{1.706156, -0.411230, 0.704905}}], Line[{{1.706156, -0.411230, 0.704905},{1.718747, -0.408711, 0.700448}}], Line[{{1.718747, -0.408711, 0.700448},{1.731339, -0.408882, 0.700402}}], Line[{{1.731339, -0.408882, 0.700402},{1.743930, -0.413821, 0.702199}}], Line[{{1.743930, -0.413821, 0.702199},{1.756522, -0.423635, 0.702550}}], Line[{{1.756522, -0.423635, 0.702550},{1.769113, -0.436431, 0.698787}}], Line[{{1.769113, -0.436431, 0.698787},{1.781705, -0.449107, 0.689928}}], Line[{{1.781705, -0.449107, 0.689928},{1.794296, -0.458614, 0.677062}}], Line[{{1.794296, -0.458614, 0.677062},{1.806888, -0.463187, 0.662882}}], Line[{{1.806888, -0.463187, 0.662882},{1.819479, -0.463044, 0.650586}}], Line[{{1.819479, -0.463044, 0.650586},{1.832071, -0.460281, 0.642580}}], Line[{{1.832071, -0.460281, 0.642580},{1.844663, -0.458004, 0.639512}}], Line[{{1.844663, -0.458004, 0.639512},{1.857254, -0.459069, 0.640032}}], Line[{{1.857254, -0.459069, 0.640032},{1.869846, -0.464929, 0.641352}}], Line[{{1.869846, -0.464929, 0.641352},{1.882437, -0.475062, 0.640387}}], Line[{{1.882437, -0.475062, 0.640387},{1.895029, -0.487199, 0.635004}}], Line[{{1.895029, -0.487199, 0.635004},{1.907620, -0.498259, 0.624875}}], Line[{{1.907620, -0.498259, 0.624875},{1.920212, -0.505599, 0.611591}}], Line[{{1.920212, -0.505599, 0.611591},{1.932804, -0.508077, 0.598004}}], Line[{{1.932804, -0.508077, 0.598004},{1.945395, -0.506505, 0.587064}}], Line[{{1.945395, -0.506505, 0.587064},{1.957987, -0.503297, 0.580625}}], Line[{{1.957987, -0.503297, 0.580625},{1.970578, -0.501488, 0.578707}}], Line[{{1.970578, -0.501488, 0.578707},{1.983170, -0.503495, 0.579503}}], Line[{{1.983170, -0.503495, 0.579503},{1.995761, -0.510151, 0.580123}}], Line[{{1.995761, -0.510151, 0.580123},{2.008353, -0.520382, 0.577772}}], Line[{{2.008353, -0.520382, 0.577772},{2.020944, -0.531653, 0.570879}}], Line[{{2.020944, -0.531653, 0.570879},{2.033536, -0.541006, 0.559722}}], Line[{{2.033536, -0.541006, 0.559722},{2.046128, -0.546261, 0.546300}}], Line[{{2.046128, -0.546261, 0.546300},{2.058719, -0.546888, 0.533512}}], Line[{{2.058719, -0.546888, 0.533512},{2.071311, -0.544210, 0.523978}}], Line[{{2.071311, -0.544210, 0.523978},{2.083902, -0.540857, 0.518984}}], Line[{{2.083902, -0.540857, 0.518984},{2.096494, -0.539688, 0.517970}}], Line[{{2.096494, -0.539688, 0.517970},{2.109085, -0.542636, 0.518771}}], Line[{{2.109085, -0.542636, 0.518771},{2.121677, -0.549937, 0.518502}}], Line[{{2.121677, -0.549937, 0.518502},{2.134268, -0.560041, 0.514734}}], Line[{{2.134268, -0.560041, 0.514734},{2.146860, -0.570255, 0.506469}}], Line[{{2.146860, -0.570255, 0.506469},{2.159451, -0.577839, 0.494533}}], Line[{{2.159451, -0.577839, 0.494533},{2.172043, -0.581115, 0.481234}}], Line[{{2.172043, -0.581115, 0.481234},{2.184635, -0.580139, 0.469415}}], Line[{{2.184635, -0.580139, 0.469415},{2.197226, -0.576664, 0.461299}}], Line[{{2.197226, -0.576664, 0.461299},{2.209818, -0.573424, 0.457601}}], Line[{{2.209818, -0.573424, 0.457601},{2.222409, -0.573020, 0.457240}}], Line[{{2.222409, -0.573020, 0.457240},{2.235001, -0.576868, 0.457794}}], Line[{{2.235001, -0.576868, 0.457794},{2.247592, -0.584636, 0.456486}}], Line[{{2.247592, -0.584636, 0.456486},{2.260184, -0.594388, 0.451307}}], Line[{{2.260184, -0.594388, 0.451307},{2.272775, -0.603376, 0.441830}}], Line[{{2.272775, -0.603376, 0.441830},{2.285367, -0.609159, 0.429366}}], Line[{{2.285367, -0.609159, 0.429366},{2.297959, -0.610588, 0.416431}}], Line[{{2.297959, -0.610588, 0.416431},{2.310550, -0.608262, 0.405714}}], Line[{{2.310550, -0.608262, 0.405714},{2.323142, -0.604277, 0.398992}}], Line[{{2.323142, -0.604277, 0.398992},{2.335733, -0.601372, 0.396416}}], Line[{{2.335733, -0.601372, 0.396416},{2.348325, -0.601811, 0.396459}}], Line[{{2.348325, -0.601811, 0.396459},{2.360916, -0.606478, 0.396538}}], Line[{{2.360916, -0.606478, 0.396538},{2.373508, -0.614518, 0.394074}}], Line[{{2.373508, -0.614518, 0.394074},{2.386099, -0.623698, 0.387528}}], Line[{{2.386099, -0.623698, 0.387528},{2.398691, -0.631316, 0.377021}}], Line[{{2.398691, -0.631316, 0.377021},{2.411283, -0.635297, 0.364279}}], Line[{{2.411283, -0.635297, 0.364279},{2.423874, -0.635031, 0.351922}}], Line[{{2.423874, -0.635031, 0.351922},{2.436466, -0.631611, 0.342404}}], Line[{{2.436466, -0.631611, 0.342404},{2.449057, -0.627384, 0.337017}}], Line[{{2.449057, -0.627384, 0.337017},{2.461649, -0.624995, 0.335373}}], Line[{{2.461649, -0.624995, 0.335373},{2.474240, -0.626314, 0.335571}}], Line[{{2.474240, -0.626314, 0.335571},{2.486832, -0.631684, 0.334974}}], Line[{{2.486832, -0.631684, 0.334974},{2.499424, -0.639787, 0.331275}}], Line[{{2.499424, -0.639787, 0.331275},{2.512015, -0.648186, 0.323437}}], Line[{{2.512015, -0.648186, 0.323437},{2.524606, -0.654317, 0.312101}}], Line[{{2.524606, -0.654317, 0.312101},{2.537198, -0.656527, 0.299323}}], Line[{{2.537198, -0.656527, 0.299323},{2.549790, -0.654740, 0.287735}}], Line[{{2.549790, -0.654740, 0.287735},{2.562381, -0.650482, 0.279477}}], Line[{{2.562381, -0.650482, 0.279477},{2.574973, -0.646256, 0.275331}}], Line[{{2.574973, -0.646256, 0.275331},{2.587564, -0.644527, 0.274411}}], Line[{{2.587564, -0.644527, 0.274411},{2.600156, -0.646719, 0.274527}}], Line[{{2.600156, -0.646719, 0.274527},{2.612747, -0.652648, 0.273077}}], Line[{{2.612747, -0.652648, 0.273077},{2.625339, -0.660597, 0.268102}}], Line[{{2.625339, -0.660597, 0.268102},{2.637930, -0.668020, 0.259080}}], Line[{{2.637930, -0.668020, 0.259080},{2.650522, -0.672576, 0.247128}}], Line[{{2.650522, -0.672576, 0.247128},{2.663114, -0.673075, 0.234548}}], Line[{{2.663114, -0.673075, 0.234548},{2.675705, -0.669958, 0.223890}}], Line[{{2.675705, -0.669958, 0.223890},{2.688297, -0.665114, 0.216915}}], Line[{{2.688297, -0.665114, 0.216915},{2.700888, -0.661109, 0.213888}}], Line[{{2.700888, -0.661109, 0.213888},{2.713480, -0.660143, 0.213473}}], Line[{{2.713480, -0.660143, 0.213473},{2.726071, -0.663163, 0.213278}}], Line[{{2.726071, -0.663163, 0.213278},{2.738663, -0.669480, 0.210830}}], Line[{{2.738663, -0.669480, 0.210830},{2.751255, -0.677055, 0.204575}}], Line[{{2.751255, -0.677055, 0.204575},{2.763846, -0.683326, 0.194505}}], Line[{{2.763846, -0.683326, 0.194505},{2.776438, -0.686249, 0.182160}}], Line[{{2.776438, -0.686249, 0.182160},{2.789029, -0.685128, 0.169999}}], Line[{{2.789029, -0.685128, 0.169999},{2.801621, -0.680889, 0.160399}}], Line[{{2.801621, -0.680889, 0.160399},{2.814212, -0.675704, 0.154694}}], Line[{{2.814212, -0.675704, 0.154694},{2.826804, -0.672108, 0.152637}}], Line[{{2.826804, -0.672108, 0.152637},{2.839395, -0.671969, 0.152501}}], Line[{{2.839395, -0.671969, 0.152501},{2.851987, -0.675734, 0.151785}}], Line[{{2.851987, -0.675734, 0.151785},{2.864578, -0.682250, 0.148226}}], Line[{{2.864578, -0.682250, 0.148226},{2.877170, -0.689232, 0.140719}}], Line[{{2.877170, -0.689232, 0.140719},{2.889762, -0.694196, 0.129764}}], Line[{{2.889762, -0.694196, 0.129764},{2.902353, -0.695463, 0.117254}}], Line[{{2.902353, -0.695463, 0.117254},{2.914945, -0.692840, 0.105714}}], Line[{{2.914945, -0.692840, 0.105714},{2.927536, -0.687695, 0.097269}}], Line[{{2.927536, -0.687695, 0.097269},{2.940128, -0.682402, 0.092786}}], Line[{{2.940128, -0.682402, 0.092786},{2.952719, -0.679375, 0.091526}}], Line[{{2.952719, -0.679375, 0.091526},{2.965311, -0.680088, 0.091441}}], Line[{{2.965311, -0.680088, 0.091441},{2.977902, -0.684482, 0.090009}}], Line[{{2.977902, -0.684482, 0.090009},{2.990494, -0.690988, 0.085260}}], Line[{{2.990494, -0.690988, 0.085260},{3.003086, -0.697165, 0.076568}}], Line[{{3.003086, -0.697165, 0.076568},{3.015677, -0.700693, 0.064910}}], Line[{{3.015677, -0.700693, 0.064910},{3.028269, -0.700311, 0.052464}}], Line[{{3.028269, -0.700311, 0.052464},{3.040860, -0.696331, 0.041726}}], Line[{{3.040860, -0.696331, 0.041726},{3.053452, -0.690506, 0.034498}}], Line[{{3.053452, -0.690506, 0.034498},{3.066043, -0.685322, 0.031156}}], Line[{{3.066043, -0.685322, 0.031156},{3.078635, -0.682989, 0.030499}}], Line[{{3.078635, -0.682989, 0.030499},{3.091226, -0.684539, 0.030238}}], Line[{{3.091226, -0.684539, 0.030238},{3.103818, -0.689414, 0.027923}}], Line[{{3.103818, -0.689414, 0.027923},{3.116410, -0.695692, 0.021939}}], Line[{{3.116410, -0.695692, 0.021939},{3.129001, -0.700864, 0.012160}}], Line[{{3.129001, -0.700864, 0.012160},{3.141593, -0.702855, 0.000000}}]}, Boxed -> True, Lighting -> True, SphericalRegion -> False, BoxRatios -> {1.000000, 1.000000, 1.000000}, ViewPoint -> {1.300000, -2.400000, 2.000000} ] ], "Graphics"] }, Open ]], Cell["\<\ We see in these examples that it is possible to approximate \ functions that are not easily approximated by Taylor polynomials. Periodic functions deserve a separate treatment. In practice, we will see that all periodic continuous functions can be \ approximated by these views. We first have to split a periodic function into \ even and odd functions.\ \>", "Text"] }, Closed]] }, Closed]], Cell[CellGroupData[{ Cell["Even-Odd decomposition", "Subsection"], Cell["\<\ Given a function f , it is possible to split f into an even and an \ odd part by\ \>", "Text"], Cell[BoxData[ \(even[f_, x_] := \((f[x] + f[\(-x\)])\)/2\)], "Input"], Cell[BoxData[ \(odd[f_, x_] := f[x] - even[f, x]\)], "Input"], Cell[BoxData[ \(Clear[k]\)], "Input"], Cell[BoxData[ \(k[x_] := x^2 + 1 - x\)], "Input"], Cell[CellGroupData[{ Cell[BoxData[ \(Plot[{even[k, x], odd[k, x]}, {x, \(-1\), 1}]\)], "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 0.5 0.476191 0.210916 0.196201 [ [.02381 .19842 -6 -9 ] [.02381 .19842 6 0 ] [.2619 .19842 -12 -9 ] [.2619 .19842 12 0 ] [.7381 .19842 -9 -9 ] [.7381 .19842 9 0 ] [.97619 .19842 -3 -9 ] [.97619 .19842 3 0 ] [.4875 .01472 -12 -4.5 ] [.4875 .01472 0 4.5 ] [.4875 .11282 -24 -4.5 ] [.4875 .11282 0 4.5 ] [.4875 .30902 -18 -4.5 ] [.4875 .30902 0 4.5 ] [.4875 .40712 -6 -4.5 ] [.4875 .40712 0 4.5 ] [.4875 .50522 -18 -4.5 ] [.4875 .50522 0 4.5 ] [.4875 .60332 -6 -4.5 ] [.4875 .60332 0 4.5 ] [ 0 0 0 0 ] [ 1 .61803 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash .02381 .21092 m .02381 .21717 L s [(-1)] .02381 .19842 0 1 Mshowa .2619 .21092 m .2619 .21717 L s [(-0.5)] .2619 .19842 0 1 Mshowa .7381 .21092 m .7381 .21717 L s [(0.5)] .7381 .19842 0 1 Mshowa .97619 .21092 m .97619 .21717 L s [(1)] .97619 .19842 0 1 Mshowa .125 Mabswid .07143 .21092 m .07143 .21467 L s .11905 .21092 m .11905 .21467 L s .16667 .21092 m .16667 .21467 L s .21429 .21092 m .21429 .21467 L s .30952 .21092 m .30952 .21467 L s .35714 .21092 m .35714 .21467 L s .40476 .21092 m .40476 .21467 L s .45238 .21092 m .45238 .21467 L s .54762 .21092 m .54762 .21467 L s .59524 .21092 m .59524 .21467 L s .64286 .21092 m .64286 .21467 L s .69048 .21092 m .69048 .21467 L s .78571 .21092 m .78571 .21467 L s .83333 .21092 m .83333 .21467 L s .88095 .21092 m .88095 .21467 L s .92857 .21092 m .92857 .21467 L s .25 Mabswid 0 .21092 m 1 .21092 L s .5 .01472 m .50625 .01472 L s [(-1)] .4875 .01472 1 0 Mshowa .5 .11282 m .50625 .11282 L s [(-0.5)] .4875 .11282 1 0 Mshowa .5 .30902 m .50625 .30902 L s [(0.5)] .4875 .30902 1 0 Mshowa .5 .40712 m .50625 .40712 L s [(1)] .4875 .40712 1 0 Mshowa .5 .50522 m .50625 .50522 L s [(1.5)] .4875 .50522 1 0 Mshowa .5 .60332 m .50625 .60332 L s [(2)] .4875 .60332 1 0 Mshowa .125 Mabswid .5 .03434 m .50375 .03434 L s .5 .05396 m .50375 .05396 L s .5 .07358 m .50375 .07358 L s .5 .0932 m .50375 .0932 L s .5 .13244 m .50375 .13244 L s .5 .15206 m .50375 .15206 L s .5 .17168 m .50375 .17168 L s .5 .1913 m .50375 .1913 L s .5 .23054 m .50375 .23054 L s .5 .25016 m .50375 .25016 L s .5 .26978 m .50375 .26978 L s .5 .2894 m .50375 .2894 L s .5 .32864 m .50375 .32864 L s .5 .34826 m .50375 .34826 L s .5 .36788 m .50375 .36788 L s .5 .3875 m .50375 .3875 L s .5 .42674 m .50375 .42674 L s .5 .44636 m .50375 .44636 L s .5 .46598 m .50375 .46598 L s .5 .4856 m .50375 .4856 L s .5 .52484 m .50375 .52484 L s .5 .54446 m .50375 .54446 L s .5 .56408 m .50375 .56408 L s .5 .5837 m .50375 .5837 L s .25 Mabswid .5 0 m .5 .61803 L s 0 0 m 1 0 L 1 .61803 L 0 .61803 L closepath clip newpath .5 Mabswid .02381 .60332 m .06244 .57277 L .10458 .54241 L .14415 .51668 L .18221 .4945 L .22272 .47364 L .26171 .45625 L .30316 .44064 L .34309 .42842 L .3815 .41927 L .40095 .41561 L .42237 .41233 L .44268 .40996 L .45178 .40913 L .46172 .40839 L .4671 .40805 L .4721 .40779 L .47727 .40756 L .48196 .4074 L .48658 .40727 L .4887 .40723 L .49093 .40719 L .49332 .40716 L .49438 .40714 L .49552 .40713 L .49675 .40713 L .49789 .40712 L .49859 .40712 L .49925 .40712 L .50049 .40712 L .50163 .40712 L .50286 .40712 L .50401 .40713 L .50508 .40714 L .50754 .40717 L .51014 .40721 L .51268 .40726 L .51504 .40731 L .5204 .40748 L .5293 .40786 L .53882 .40842 L .54906 .4092 L .56016 .41025 L .58032 .4127 L .60019 .4158 L .62123 .41983 L .65912 .42903 L .69946 .44154 L .73829 .45625 L .77956 .47474 L Mistroke .81932 .49534 L .85757 .51774 L .89827 .54436 L .93745 .57269 L .97619 .60332 L Mfstroke .02381 .40712 m .06244 .3912 L .10458 .37384 L .14415 .35753 L .18221 .34185 L .22272 .32516 L .26171 .3091 L .30316 .29202 L .34309 .27557 L .3815 .25974 L .42237 .2429 L .46172 .22669 L .49955 .2111 L .53984 .1945 L .57861 .17853 L .61984 .16154 L .65954 .14518 L .69774 .12944 L .73838 .1127 L .77751 .09658 L .81909 .07944 L .85916 .06293 L .89771 .04705 L .93871 .03016 L .97619 .01472 L s % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 177.938}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgooooo`00Soooool00ol0003oooooooooo`2>ooooo`00Q_ooool3o`0000Ko oooo00?o0000ooooooooool0S_ooool008Oooooo00?o0000ooooooooool01Oooool00ol0003ooooo ooooo`2>ooooo`00Ooooool5o`0000?ooooo00?o0000ooooooooool01Oooool3o`0008Cooooo0_l0 0008ooooo`00Qoooool00ol0003oooooooooo`05ooooo`03o`000?oooooooooo087ooooo0ol0000: ooooo`00Qoooool00ol0003oooooooooo`05ooooo`03o`000?oooooooooo07kooooo0ol0000=oooo o`00Q_ooool2o`0000Oooooo00?o0000ooooooooool0Noooool3o`00013ooooo0027ooooo`03o`00 0?oooooooooo00Gooooo00?o0000ooooooooool0NOooool2o`0001?ooooo002?ooooo`03o`000?oo oooooooo07Kooooo0ol0000Eooooo`00Soooool2o`0007Gooooo0_l0000Hooooo`00Soooool00ol0 003oooooooooo`1booooo`;o00006_ooool008oooooo00?o0000ooooooooool0Koooool3o`0001co oooo002?ooooo`03o`000?oooooooooo06gooooo0_l0000Oooooo`00Soooool00ol0003ooooooooo o`1[ooooo`;o00008Oooool008oooooo0_l0001Yooooo`?o00008oooool008oooooo00?o0000oooo ooooool0I_ooool2o`0002Kooooo002?ooooo`03o`000?oooooooooo06Cooooo0_l0000Xooooo`00 Soooool00ol0003oooooooooo`1Rooooo`;o0000:_ooool008oooooo00?o0000ooooooooool0H?oo ool2o`0002cooooo002?ooooo`03o`000?oooooooooo05gooooo0ol0000^ooooo`00Soooool2o`00 05cooooo0_l0000aooooo`00Soooool00ol0003oooooooooo`1Iooooo`;o0000_ooool008oooooo0_l0001?oooo o`?o0000?Oooool008oooooo00?o0000ooooooooool0Boooool3o`00043ooooo002?ooooo`03o`00 0?oooooooooo04Wooooo0_l00013ooooo`00Soooool00ol0003oooooooooo`16ooooo`?o0000AOoo ool007_ooooo0_l00004ooooo`03o`000?oooooooooo00;ooooo0ol00006ooooo`03o`000?oooooo oooo04Cooooo0_l00018ooooo`00N_ooool01?l0003oooooooooool00007ooooo`05o`000?oooooo ooooooooool000001Oooool00ol0003oooooooooo`12ooooo`;o0000B_ooool007?ooooo1Ol00002 ooooo`04o`000?ooooooooooo`0000_ooooo00?o0000ooooooooool00oooool3o`00043ooooo0_l0 001Oooool2o`0005?ooooo001k ooooo`;o00002?ooool5o`0000Gooooo00?o0000ooooooooool0=_ooool3o`0005Gooooo002?oooo o`03o`000?oooooooooo03Cooooo0_l0001Hooooo`00Soooool2o`0003;ooooo0ol0001Jooooo`00 Soooool00ol0003oooooooooo`0_ooooo`;o0000GOooool008oooooo00?o0000ooooooooool0;?oo ool3o`0005oooooo002?ooooo`03o`000?oooooooooo02[ooooo0_l0001Rooooo`00Soooool00ol0 003oooooooooo`0Wooooo`?o0000I?ooool008oooooo0_l0000Vooooo`;o0000Ioooool008oooooo 00?o0000ooooooooool08oooool2o`0006Wooooo002?ooooo`03o`000?oooooooooo023ooooo0ol0 001[ooooo`00Soooool00ol0003oooooooooo`0Nooooo`;o0000K_ooool008oooooo00?o0000oooo ooooool06oooool3o`00073ooooo0008ooooo`?o0000??ooool2o`0000Cooooo00?o0000oooooooo ool00_ooool3o`0003[ooooo00?o0000ooooooooool06Oooool2o`0001oooooo0_l00004ooooo`03 o`000?oooooooooo00;ooooo0ol0000kooooo`?o00002?ooool000Wooooo00?o0000ooooooooool0 >_ooool01?l0003oooooooooool00007ooooo`05o`000?ooooooooooooooool00000>Oooool2o`00 01Sooooo0_l0000Pooooo`04o`000?ooooooooooo`0000Oooooo00Go0000ooooooooooooooooo`00 000kooooo`03o`000?oooooooooo00Oooooo00000ooooooo0000o`000003o`0000?ooooo00?o0000 ooooooooool0Oooool00ol0003oooooooooo`07ooooo`002Oooool00ol0003ooooooooo o`0jooooo`04o`000?ooooooooooo`0000_ooooo00?o0000ooooooooool0=oooool00ol0003ooooo ooooo`0Booooo`;o00009Oooool01?l0003oooooooooool0000;ooooo`03o`000?oooooooooo03Wo oooo00?o0000ooooooooool01oooool000Wooooo00?o0000ooooooooool0>_ooool01?l0003ooooo ooooool00007ooooo`Co0000>_ooool00ol0003oooooooooo`0?ooooo`?o00009oooool01?l0003o ooooooooool00007ooooo`Co0000??ooool00ol0003oooooooooo`07ooooo`002?ooool2o`0003co oooo00Co0000oooooooooooo00001oooool00ol0003oooooooooo`0kooooo`03o`000?oooooooooo 00cooooo0ol0000Zooooo`04o`000?ooooooooooo`0000Oooooo00?o0000ooooooooool0??ooool2 o`0000Wooooo0009ooooo`03o`000?oooooooooo03_ooooo0_l00008ooooo`Go0000>Oooool2o`00 00[ooooo0ol0000^ooooo`;o00002?ooool5o`0003_ooooo00?o0000ooooooooool01oooool008oo oooo00?o0000ooooooooool01oooool2o`0008Gooooo002?ooooo`03o`000?oooooooooo00Gooooo 0_l00027ooooo`00Soooool00ol0003oooooooooo`02ooooo`?o0000ROooool008oooooo00?o0000 ooooooooool00_l0002ooooo`00Poooool2o`0000[ooooo00?o0000ooooooooool0S_ooool0083ooooo 0ol0000ooooo`00N?ooool2o`0001Gooooo00?o0000oooo ooooool0S_ooool007Gooooo0ol0000Gooooo`03o`000?oooooooooo08kooooo001cooooo`;o0000 6_ooool2o`0008oooooo001aooooo`;o00007?ooool00ol0003oooooooooo`2>ooooo`00K_ooool3 o`0001kooooo00?o0000ooooooooool0S_ooool006cooooo0_l0000Qooooo`03o`000?oooooooooo 08kooooo001Yooooo`?o00008oooool00ol0003oooooooooo`2>ooooo`00I_ooool3o`0002Kooooo 00?o0000ooooooooool0S_ooool006?ooooo0ol0000Yooooo`;o0000Soooool0067ooooo0_l0000/ ooooo`03o`000?oooooooooo08kooooo001Oooooo`;o0000;_ooool00ol0003oooooooooo`2>oooo o`00G?ooool3o`00033ooooo00?o0000ooooooooool0S_ooool005[ooooo0_l0000cooooo`03o`00 0?oooooooooo08kooooo001Hooooo`;o0000=Oooool2o`0008oooooo001Fooooo`;o0000=oooool0 0ol0003oooooooooo`2>ooooo`00Doooool3o`0003Wooooo00?o0000ooooooooool0S_ooool0057o oooo0_l0000looooo`03o`000?oooooooooo08kooooo001?ooooo`;o0000:_ooool2o`0000Cooooo 00?o0000ooooooooool00_ooool3o`0000Kooooo00?o0000ooooooooool0S_ooool004cooooo0ol0 000[ooooo`04o`000?ooooooooooo`0000Oooooo00Go0000ooooooooooooooooo`000005ooooo`03 o`000?oooooooooo08kooooo001:ooooo`;o0000;_ooool01?l0003oooooooooool0000;ooooo`03 o`000?oooooooooo00?ooooo0ol0002>ooooo`00B?ooool2o`00033ooooo00Co0000oooooooooooo 00002oooool00ol0003oooooooooo`03ooooo`03o`000?oooooooooo08kooooo0015ooooo`?o0000 <_ooool01?l0003oooooooooool00007ooooo`Co00001_ooool00ol0003oooooooooo`2>ooooo`00 @oooool2o`0003Gooooo00Co0000oooooooooooo00001oooool00ol0003oooooooooo`07ooooo`03 o`000?oooooooooo08kooooo0011ooooo`;o0000>?ooool2o`0000Sooooo1Ol00005ooooo`03o`00 0?oooooooooo08kooooo000oooooo`;o0000C_ooool00ol0003oooooooooo`2>ooooo`00??ooool3 o`00053ooooo0_l0002?ooooo`00>Oooool3o`0005?ooooo00?o0000ooooooooool0S_ooool003Ko oooo0ol0001Fooooo`03o`000?oooooooooo08kooooo000cooooo`?o0000FOooool00ol0003ooooo ooooo`2>ooooo`00ooooo`00:?ooool2o`0006Gooooo00?o0000ooooooooool0 S_ooool002Kooooo0_l0001Wooooo`03o`000?oooooooooo08kooooo000Sooooo`?o0000JOooool0 0ol0003oooooooooo`2>ooooo`008Oooool2o`0006cooooo0_l0002?ooooo`007oooool2o`0006ko oooo00?o0000ooooooooool0S_ooool001gooooo0_l0001`ooooo`03o`000?oooooooooo08kooooo 000Jooooo`?o0000L_ooool00ol0003oooooooooo`2>ooooo`005oooool3o`0007Gooooo00?o0000 ooooooooool0S_ooool001Cooooo0ol0001hooooo`;o0000Soooool0017ooooo0ol0001kooooo`03 o`000?oooooooooo08kooooo000?ooooo`;o0000O_ooool00ol0003oooooooooo`2>ooooo`003?oo ool3o`00083ooooo00?o0000ooooooooool0S_ooool000[ooooo0_l0001jooooo`?o00001_ooool0 0ol0003oooooooooo`2>ooooo`002?ooool2o`0007gooooo00?o0000ooooooooool01Oooool00ol0 003oooooooooo`2>ooooo`001oooool00ol0003oooooooooo`1ioooooa[o0000Poooool007cooooo 1ol00004ooooo`03o`000?oooooooooo00Gooooo00?o0000ooooooooool02oooool7o`0007cooooo 001`ooooo`co00002oooool00ol0003oooooooooo`05ooooo`03o`000?oooooooooo01;ooooo2ol0 001aooooo`00Joooool5o`0001Kooooo0_l00007ooooo`03o`000?oooooooooo01gooooo0ol0001^ ooooo`00Ioooool4o`0001cooooo00?o0000ooooooooool01Oooool00ol0003oooooooooo`0Poooo o`Co0000J_ooool006Cooooo0ol0000Xooooo`03o`000?oooooooooo02Cooooo1Ol0001Uooooo`00 HOooool3o`0002_ooooo0_l0000Zooooo`Co0000HOooool005kooooo0ol0000^ooooo`03o`000?oo oooooooo02gooooo0ol0001Nooooo`00Foooool3o`00037ooooo00?o0000ooooooooool0oooool2o`0005;ooooo00?o0000ooooooooool0DOooool2o`0003_ooooo 000iooooo`;o0000E?ooool2o`0005Cooooo00?o0000ooooooooool0>?ooool003Oooooo0_l0001F ooooo`03o`000?oooooooooo05Cooooo0_l0000hooooo`00=Oooool2o`0005Sooooo00?o0000oooo ooooool0E_ooool2o`0003Kooooo000cooooo`;o0000F_ooool00ol0003oooooooooo`1Hooooo`;o 0000=?ooool0037ooooo0_l00017ooooo`?o00001?ooool00ol0003oooooooooo`02ooooo`?o0000 1_ooool00ol0003oooooooooo`1Jooooo`03o`000?oooooooooo037ooooo000_ooooo`;o0000B_oo ool00ol0003oooooooooo`07ooooo`05o`000?ooooooooooooooool000001Oooool00ol0003ooooo ooooo`1Kooooo`;o0000ooooo`003_ooool00ol0003oooooooooo`1noooo o`;o0000Ooooool00ol0003oooooooooo`0=ooooo`003?ooool2o`00087ooooo00?o0000oooooooo ool0Ooooool2o`0000gooooo000;ooooo`03o`000?oooooooooo087ooooo00?o0000ooooooooool0 POooool00ol0003oooooooooo`0:ooooo`002_ooool00ol0003oooooooooo`1hooooo`Go00001Ooo ool00ol0003oooooooooo`22ooooo`03o`000?oooooooooo00Wooooo0009ooooo`03o`000?oooooo oooo07[ooooo00Co0000oooooooooooo00001Oooool00ol0003oooooooooo`23ooooo`03o`000?oo oooooooo00Sooooo0008ooooo`03o`000?oooooooooo07cooooo00?o0000ooooooooool01Oooool0 0ol0003oooooooooo`24ooooo`03o`000?oooooooooo00Oooooo0007ooooo`03o`000?oooooooooo 07kooooo00?o0000ooooooooool01?ooool3o`0008Gooooo00?o0000ooooooooool01_ooool008Go oooo00Go0000ooooooooooooooooo`000005ooooo`03o`000?oooooooooo08kooooo0025ooooo`05 o`000?ooooooooooooooool000001Oooool00ol0003oooooooooo`2>ooooo`00Q_ooool3o`0000Ko oooo00?o0000ooooooooool0S_ooool008oooooo00?o0000ooooooooool0S_ooool00001\ \>"], ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {-1.0562, -1.08038, \ 0.0073603, 0.0178639}}], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ \(Plot[even[k, x] + odd[k, x], {x, \(-1\), 1}]\)], "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 0.5 0.476191 -0.300192 0.419876 [ [.02381 .10718 -6 -9 ] [.02381 .10718 6 0 ] [.2619 .10718 -12 -9 ] [.2619 .10718 12 0 ] [.7381 .10718 -9 -9 ] [.7381 .10718 9 0 ] [.97619 .10718 -3 -9 ] [.97619 .10718 3 0 ] [.4875 .03571 -18 -4.5 ] [.4875 .03571 0 4.5 ] [.4875 .20366 -18 -4.5 ] [.4875 .20366 0 4.5 ] [.4875 .28763 -18 -4.5 ] [.4875 .28763 0 4.5 ] [.4875 .37161 -18 -4.5 ] [.4875 .37161 0 4.5 ] [.4875 .45558 -18 -4.5 ] [.4875 .45558 0 4.5 ] [.4875 .53956 -6 -4.5 ] [.4875 .53956 0 4.5 ] [ 0 0 0 0 ] [ 1 .61803 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash .02381 .11968 m .02381 .12593 L s [(-1)] .02381 .10718 0 1 Mshowa .2619 .11968 m .2619 .12593 L s [(-0.5)] .2619 .10718 0 1 Mshowa .7381 .11968 m .7381 .12593 L s [(0.5)] .7381 .10718 0 1 Mshowa .97619 .11968 m .97619 .12593 L s [(1)] .97619 .10718 0 1 Mshowa .125 Mabswid .07143 .11968 m .07143 .12343 L s .11905 .11968 m .11905 .12343 L s .16667 .11968 m .16667 .12343 L s .21429 .11968 m .21429 .12343 L s .30952 .11968 m .30952 .12343 L s .35714 .11968 m .35714 .12343 L s .40476 .11968 m .40476 .12343 L s .45238 .11968 m .45238 .12343 L s .54762 .11968 m .54762 .12343 L s .59524 .11968 m .59524 .12343 L s .64286 .11968 m .64286 .12343 L s .69048 .11968 m .69048 .12343 L s .78571 .11968 m .78571 .12343 L s .83333 .11968 m .83333 .12343 L s .88095 .11968 m .88095 .12343 L s .92857 .11968 m .92857 .12343 L s .25 Mabswid 0 .11968 m 1 .11968 L s .5 .03571 m .50625 .03571 L s [(0.8)] .4875 .03571 1 0 Mshowa .5 .20366 m .50625 .20366 L s [(1.2)] .4875 .20366 1 0 Mshowa .5 .28763 m .50625 .28763 L s [(1.4)] .4875 .28763 1 0 Mshowa .5 .37161 m .50625 .37161 L s [(1.6)] .4875 .37161 1 0 Mshowa .5 .45558 m .50625 .45558 L s [(1.8)] .4875 .45558 1 0 Mshowa .5 .53956 m .50625 .53956 L s [(2)] .4875 .53956 1 0 Mshowa .125 Mabswid .5 .0567 m .50375 .0567 L s .5 .0777 m .50375 .0777 L s .5 .09869 m .50375 .09869 L s .5 .14068 m .50375 .14068 L s .5 .16167 m .50375 .16167 L s .5 .18267 m .50375 .18267 L s .5 .22465 m .50375 .22465 L s .5 .24565 m .50375 .24565 L s .5 .26664 m .50375 .26664 L s .5 .30863 m .50375 .30863 L s .5 .32962 m .50375 .32962 L s .5 .35062 m .50375 .35062 L s .5 .3926 m .50375 .3926 L s .5 .4136 m .50375 .4136 L s .5 .43459 m .50375 .43459 L s .5 .47658 m .50375 .47658 L s .5 .49757 m .50375 .49757 L s .5 .51857 m .50375 .51857 L s .5 .01472 m .50375 .01472 L s .5 .56055 m .50375 .56055 L s .5 .58155 m .50375 .58155 L s .5 .60254 m .50375 .60254 L s .25 Mabswid .5 0 m .5 .61803 L s 0 0 m 1 0 L 1 .61803 L 0 .61803 L closepath clip newpath .5 Mabswid .16758 .61803 m .18221 .5869 L .22272 .50654 L .26171 .43493 L .30316 .365 L .34309 .30363 L .3815 .25017 L .42237 .1993 L .46172 .15615 L .49955 .12008 L .53984 .0875 L .57861 .06181 L .61984 .04061 L .64043 .03238 L .65954 .02614 L .67803 .0214 L .68829 .01931 L .69774 .01773 L .70802 .01639 L .71343 .01584 L .71915 .01538 L .72412 .01508 L .72651 .01496 L .72876 .01488 L .73004 .01484 L .73143 .0148 L .73258 .01477 L .73386 .01475 L .73452 .01474 L .73523 .01473 L .73599 .01472 L .73669 .01472 L .73736 .01472 L .73806 .01472 L .73932 .01472 L .74055 .01473 L .74125 .01473 L .74189 .01474 L .74307 .01476 L .74432 .01479 L .74648 .01485 L .74886 .01493 L .75413 .01519 L .75906 .01553 L .76792 .01636 L .77743 .01758 L .78756 .01925 L .7986 .02149 L .8187 .02675 L .83842 .03335 L Mistroke .8594 .04196 L .90104 .06388 L .94115 .09106 L .97619 .11968 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 177.938}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgooooo`00Soooool00ol0003oooooooooo`2>ooooo`00Soooool00ol0003o ooooooooo`2>ooooo`00Soooool00ol0003oooooooooo`2>ooooo`00Soooool2o`0003Wooooo5?l0 0012ooooo`00Soooool00ol0003oooooooooo`0booooo`Ko00005?ooool6o`0003cooooo002?oooo o`03o`000?oooooooooo02kooooo1?l0000Pooooo`Co0000>?ooool007_ooooo0_l00004ooooo`03 o`000?oooooooooo00;ooooo0ol00006ooooo`03o`000?oooooooooo02[ooooo1?l0000Xooooo`Go 0000_ooool2o`0000gooooo 00?o0000ooooooooool0:oooool2o`0000Cooooo00?o0000ooooooooool00_ooool3o`0002kooooo 00?o0000ooooooooool02_ooool3o`0000Sooooo0009ooooo`03o`000?oooooooooo03[ooooo00Co 0000oooooooooooo00001oooool01Ol0003ooooooooooooooooo000003Wooooo00?o0000oooooooo ool02_ooool2o`0002gooooo00Co0000oooooooooooo00001oooool01Ol0003ooooooooooooooooo 000002kooooo0_l0000;ooooo`03o`000?oooooooooo00Oooooo00000ooooooo0000o`000003o`00 00?ooooo00?o0000ooooooooool0oooool00ol0003oooooooooo`05ooooo`03o`000?oooooooooo037ooooo00Co0000oooooooo oooo00001oooool00ol0003oooooooooo`0fooooo`03o`000?oooooooooo00?ooooo0_l00009oooo o`002Oooool00ol0003oooooooooo`0kooooo`;o00002?ooool5o`0003Wooooo0_l00005ooooo`03 o`000?oooooooooo03?ooooo0_l00008ooooo`Go0000=Oooool00ol0003oooooooooo`03ooooo`03 o`000?oooooooooo00Oooooo002?ooooo`03o`000?oooooooooo00;ooooo0_l0001kooooo`03o`00 0?oooooooooo00cooooo002?ooooo`05o`000?ooooooooooooooool00000O_ooool2o`0000cooooo 002?ooooo`04o`000?ooooooooooo`00087ooooo00?o0000ooooooooool02Oooool008oooooo00?o 0000ooooool00000Poooool00ol0003oooooooooo`08ooooo`00Soooool2o`0008Gooooo00?o0000 ooooooooool01oooool00?oo00008?l00001ooooo`001oooool00ol0003oooooooooo`0:ooooo`03 o`000?oooooooooo00_ooooo00?o0000ooooooooool02oooool00ol0003oooooooooo`0:ooooo`03 o`000?oooooooooo00_ooooo00?o0000ooooooooool02_ooool00ol0003oooooooooo`0;ooooo`03 o`000?oooooooooo00_ooooo00?o0000ooooooooool02_ooool00ol0003oooooooooo`09ooooo`03 o`000?oooooo000000gooooo00?o0000ooooooooool02_ooool00ol0003oooooooooo`0;ooooo`03 o`000?oooooooooo00_ooooo00?o0000ooooooooool02_ooool00ol0003oooooooooo`0;ooooo`03 o`000?oooooooooo00[ooooo00?o0000ooooooooool02oooool00ol0003oooooooooo`0;ooooo`03 o`000?oooooooooo00[ooooo00?o0000ooooooooool01_ooool000Oooooo00?o0000ooooooooool0 @Oooool00ol0003oooooooooo`0nooooo`04o`000?ooooooooooo`0004?ooooo00?o0000oooooooo ool0@Oooool00ol0003oooooooooo`06ooooo`00Roooool01Ol0003ooooooooooooooooo0000093o oooo002:ooooo`03o`000?oooooooooo00;ooooo00?o0000ooooooooool0S_ooool008Wooooo00?o 0000ooooooooool00oooool00ol0003oooooooooo`2>ooooo`00R?ooool00ol0003oooooooooo`04 ooooo`;o0000Soooool008Oooooo00?o0000ooooooooool01Oooool00ol0003oooooooooo`2>oooo o`00Q_ooool00ol0003oooooooooo`06ooooo`03o`000?oooooooooo08kooooo0025ooooo`03o`00 0?oooooooooo00Oooooo00?o0000ooooooooool0S_ooool008Cooooo00?o0000ooooooooool02?oo ool00ol0003oooooooooo`2>ooooo`00Q?ooool00ol0003oooooooooo`08ooooo`03o`000?oooooo oooo08kooooo0023ooooo`03o`000?oooooooooo00Wooooo0_l0002?ooooo`00P_ooool00ol0003o ooooooooo`0:ooooo`03o`000?oooooooooo08kooooo0021ooooo`03o`000?oooooooooo00_ooooo 00?o0000ooooooooool0S_ooool0083ooooo00?o0000ooooooooool03?ooool00ol0003ooooooooo o`2>ooooo`00Ooooool00ol0003oooooooooo`0=ooooo`03o`000?oooooooooo08kooooo001noooo o`03o`000?oooooooooo00kooooo00?o0000ooooooooool0S_ooool007kooooo00?o0000oooooooo ool03_ooool2o`0008oooooo001mooooo`03o`000?oooooooooo00oooooo00?o0000ooooooooool0 S_ooool007cooooo00?o0000ooooooooool04?ooool00ol0003oooooooooo`2>ooooo`00N_ooool3 o`0000Cooooo00Co0000oooooooooooooooo1Ol00005ooooo`03o`000?oooooooooo08kooooo001j ooooo`;o00002_ooool01?l0003oooooooooool00005ooooo`03o`000?oooooooooo08kooooo001i ooooo`03o`000?oooooo000000_ooooo00?o0000ooooooooool01Oooool00ol0003oooooooooo`2> ooooo`00NOooool00ol0003oooooo`00000oooo o`00N?ooool01?l0003oooooooooool00009ooooo`05o`000?ooooooooooooooool000001Oooool0 0ol0003oooooooooo`2>ooooo`00Moooool00ol0003oooooooooo`02o`0000Wooooo00Go0000oooo ooooooooooooo`000005ooooo`03o`000?oooooooooo08kooooo001fooooo`03o`000?oooooooooo 00;ooooo00?o0000ooooooooool02?ooool3o`0000Kooooo00?o0000ooooooooool0S_ooool007Go oooo00?o0000ooooooooool05oooool00ol0003oooooooooo`2>ooooo`00M?ooool00ol0003ooooo ooooo`0Hooooo`03o`000?oooooooooo08kooooo001cooooo`03o`000?oooooooooo01Wooooo0_l0 002?ooooo`00Loooool00ol0003oooooooooo`0Iooooo`03o`000?oooooooooo08kooooo001boooo o`03o`000?oooooooooo01[ooooo00?o0000ooooooooool0S_ooool0077ooooo00?o0000oooooooo ool06oooool00ol0003oooooooooo`2>ooooo`00L?ooool00ol0003oooooooooo`0Looooo`03o`00 0?oooooooooo08kooooo001_ooooo`03o`000?oooooooooo01gooooo00?o0000ooooooooool0S_oo ool006kooooo00?o0000ooooooooool07_ooool2o`0008oooooo001]ooooo`03o`000?oooooooooo 01oooooo00?o0000ooooooooool0S_ooool006gooooo00?o0000ooooooooool07oooool00ol0003o ooooooooo`2>ooooo`00K?ooool00ol0003oooooooooo`0Pooooo`03o`000?oooooooooo08kooooo 001[ooooo`03o`000?oooooooooo027ooooo00?o0000ooooooooool0S_ooool006[ooooo00?o0000 ooooooooool08_ooool00ol0003oooooooooo`2>ooooo`00J_ooool00ol0003oooooooooo`0Roooo o`;o0000Soooool006Wooooo00?o0000ooooooooool08oooool00ol0003oooooooooo`2>ooooo`00 J?ooool00ol0003oooooooooo`0Tooooo`03o`000?oooooooooo08kooooo001Wooooo`03o`000?oo oooooooo013ooooo0ol00004ooooo`03o`000?oooooooooo00?ooooo0ol00005ooooo`03o`000?oo oooooooo08kooooo001Wooooo`03o`000?oooooooooo017ooooo00?o0000ooooooooool02_ooool0 0ol0003oooooooooo`04ooooo`03o`000?oooooooooo08kooooo001Vooooo`03o`000?oooooooooo 01;ooooo00?o0000ooooooooool01oooool5o`0000Gooooo00?o0000ooooooooool0S_ooool006Go oooo00?o0000ooooooooool04oooool00ol0003oooooooooo`07ooooo`04o`000?ooooooooooo`00 00Kooooo0ol0002>ooooo`00IOooool00ol0003oooooooooo`0Cooooo`03o`000?oooooooooo00So oooo00?o0000ooooool000001_ooool00ol0003oooooooooo`2>ooooo`00I?ooool00ol0003ooooo ooooo`0Cooooo`;o00002oooool2o`0000Kooooo00?o0000ooooooooool0S_ooool006?ooooo00?o 0000ooooooooool05Oooool00ol0003oooooooooo`0:ooooo`03o`000?oooooooooo00Cooooo00?o 0000ooooooooool0S_ooool006;ooooo00?o0000ooooooooool0:_ooool00ol0003oooooooooo`2> ooooo`00H_ooool00ol0003oooooooooo`0Zooooo`03o`000?oooooooooo08kooooo001Qooooo`03 o`000?oooooooooo02_ooooo0_l0002?ooooo`00H?ooool00ol0003oooooooooo`0/ooooo`03o`00 0?oooooooooo08kooooo001Pooooo`03o`000?oooooooooo02cooooo00?o0000ooooooooool0S_oo ool005oooooo00?o0000ooooooooool0;Oooool00ol0003oooooooooo`2>ooooo`00Goooool00ol0 003oooooooooo`0]ooooo`03o`000?oooooooooo08kooooo001Nooooo`03o`000?oooooooooo02ko oooo00?o0000ooooooooool0S_ooool005gooooo00?o0000ooooooooool0;oooool2o`0008oooooo 001Mooooo`03o`000?oooooooooo02oooooo00?o0000ooooooooool0S_ooool005cooooo00?o0000 ooooooooool0ooooo`00G?ooool00ol0003oooooooooo`0`oooo o`03o`000?oooooooooo08kooooo001Kooooo`03o`000?oooooooooo037ooooo00?o0000oooooooo ool0S_ooool005[ooooo00?o0000ooooooooool0<_ooool00ol0003oooooooooo`2>ooooo`00F_oo ool00ol0003oooooooooo`0booooo`;o0000Soooool005Wooooo00?o0000ooooooooool0ooooo`00FOooool00ol0003oooooooooo`0cooooo`03o`000?oooooooooo 08kooooo001Hooooo`03o`000?oooooooooo01oooooo0ol00004ooooo`03o`000?oooooooooo00;o oooo0ol00006ooooo`03o`000?oooooooooo08kooooo001Gooooo`03o`000?oooooooooo027ooooo 00?o0000ooooooooool01oooool01Ol0003ooooooooooooooooo000000Gooooo00?o0000oooooooo ool0S_ooool005Oooooo00?o0000ooooooooool08Oooool00ol0003oooooooooo`07ooooo`05o`00 0?ooooooooooooooool000001Oooool00ol0003oooooooooo`2>ooooo`00E_ooool00ol0003ooooo ooooo`0Rooooo`03o`000?oooooooooo00Oooooo1?l00006ooooo`?o0000S_ooool005Gooooo00?o 0000ooooooooool08oooool00ol0003oooooooooo`07ooooo`03o`000?oooooooooo00Oooooo00?o 0000ooooooooool0S_ooool005Gooooo00?o0000ooooooooool08_ooool2o`0000[ooooo00?o0000 ooooooooool01_ooool00ol0003oooooooooo`2>ooooo`00E?ooool00ol0003oooooooooo`0Toooo o`03o`000?oooooooooo00Wooooo0_l00006ooooo`03o`000?oooooooooo08kooooo001Dooooo`03 o`000?oooooooooo03Sooooo00?o0000ooooooooool0S_ooool005?ooooo00?o0000ooooooooool0 >Oooool00ol0003oooooooooo`2>ooooo`00D_ooool00ol0003oooooooooo`0jooooo`;o0000Sooo ool005;ooooo00?o0000ooooooooool0>_ooool00ol0003oooooooooo`2>ooooo`00DOooool00ol0 003oooooooooo`0kooooo`03o`000?oooooooooo08kooooo001Aooooo`03o`000?oooooooooo03_o oooo00?o0000ooooooooool0S_ooool0053ooooo00?o0000ooooooooool0??ooool00ol0003ooooo ooooo`2>ooooo`00Coooool00ol0003oooooooooo`0mooooo`03o`000?oooooooooo08kooooo001? ooooo`03o`000?oooooooooo03gooooo0_l0002?ooooo`00C_ooool00ol0003oooooooooo`0noooo o`03o`000?oooooooooo08kooooo001>ooooo`03o`000?oooooooooo03kooooo00?o0000oooooooo ool0S_ooool004gooooo00?o0000ooooooooool0?oooool00ol0003oooooooooo`2>ooooo`00C?oo ool00ol0003oooooooooo`10ooooo`03o`000?oooooooooo08kooooo001ooooo`00B_ooool00ol0003ooooooooo o`0]ooooo`?o00001?ooool00ol0003oooooooooo`02ooooo`?o00001_ooool00ol0003ooooooooo o`2>ooooo`00BOooool00ol0003oooooooooo`0_ooooo`03o`000?oooooooooo00Oooooo00Go0000 ooooooooooooooooo`000005ooooo`03o`000?oooooooooo08kooooo0019ooooo`03o`000?oooooo oooo02oooooo00?o0000ooooooooool01oooool01Ol0003ooooooooooooooooo000000Gooooo00?o 0000ooooooooool0S_ooool004Sooooo00?o0000ooooooooool0ooooo`00AOooool00ol0003oooooooooo`17ooooo`03o`00 0?oooooooooo08kooooo0015ooooo`03o`000?oooooooooo04Oooooo0_l0002?ooooo`00A?ooool0 0ol0003oooooooooo`18ooooo`03o`000?oooooooooo08kooooo0014ooooo`03o`000?oooooooooo 04Sooooo00?o0000ooooooooool0S_ooool004?ooooo00?o0000ooooooooool0BOooool00ol0003o ooooooooo`2>ooooo`00@oooool00ol0003oooooooooo`19ooooo`03o`000?oooooooooo08kooooo 0012ooooo`03o`000?oooooooooo04[ooooo00?o0000ooooooooool0S_ooool004;ooooo00?o0000 ooooooooool0B_ooool2o`0008oooooo0011ooooo`03o`000?oooooooooo04_ooooo00?o0000oooo ooooool0S_ooool0047ooooo00?o0000ooooooooool0Boooool00ol0003oooooooooo`2>ooooo`00 @?ooool00ol0003oooooooooo`1ooooo`00?oooool00ol0003oooooooooo`1=ooooo`;o0000Soooool003ko oooo00?o0000ooooooooool0C_ooool00ol0003oooooooooo`2>ooooo`00?_ooool00ol0003ooooo ooooo`1>ooooo`03o`000?oooooooooo08kooooo000mooooo`03o`000?oooooooooo04oooooo00?o 0000ooooooooool0S_ooool003gooooo00?o0000ooooooooool0AOooool5o`0000Gooooo00?o0000 ooooooooool0S_ooool003cooooo00?o0000ooooooooool0Aoooool01?l0003oooooooooool00005 ooooo`03o`000?oooooooooo08kooooo000looooo`03o`000?oooooooooo04Sooooo00?o0000oooo ooooool01Oooool3o`0008kooooo000kooooo`03o`000?oooooooooo04[ooooo00?o0000oooooooo ool01?ooool00ol0003oooooooooo`2>ooooo`00>oooool00ol0003oooooooooo`17ooooo`05o`00 0?ooooooooooooooool000001Oooool00ol0003oooooooooo`2>ooooo`00>_ooool00ol0003ooooo ooooo`18ooooo`05o`000?ooooooooooooooool000001Oooool00ol0003oooooooooo`2>ooooo`00 >Oooool00ol0003oooooooooo`1:ooooo`?o00001_ooool00ol0003oooooooooo`2>ooooo`00>Ooo ool00ol0003oooooooooo`1Cooooo`03o`000?oooooooooo08kooooo000hooooo`03o`000?oooooo oooo05Cooooo0_l0002?ooooo`00>?ooool00ol0003oooooooooo`1Dooooo`03o`000?oooooooooo 08kooooo000gooooo`03o`000?oooooooooo05Gooooo00?o0000ooooooooool0S_ooool003Oooooo 00?o0000ooooooooool0EOooool00ol0003oooooooooo`2>ooooo`00=_ooool00ol0003ooooooooo o`1Fooooo`03o`000?oooooooooo08kooooo000fooooo`03o`000?oooooooooo05Kooooo00?o0000 ooooooooool0S_ooool003Gooooo00?o0000ooooooooool0Eoooool2o`0008oooooo000eooooo`03 o`000?oooooooooo05Oooooo00?o0000ooooooooool0S_ooool003Cooooo00?o0000ooooooooool0 F?ooool00ol0003oooooooooo`2>ooooo`00=?ooool00ol0003oooooooooo`1Hooooo`03o`000?oo oooooooo08kooooo000cooooo`03o`000?oooooooooo05Wooooo00?o0000ooooooooool0S_ooool0 03?ooooo00?o0000ooooooooool0FOooool00ol0003oooooooooo`2>ooooo`00<_ooool00ol0003o ooooooooo`1Jooooo`;o0000Soooool003;ooooo00?o0000ooooooooool0F_ooool00ol0003ooooo ooooo`2>ooooo`00ooooo`00\ \>"], ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {-1.0526, 0.714947, \ 0.00733521, 0.00831904}}], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ \(Plot[k[x], {x, \(-1\), 1}]\)], "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 0.5 0.476191 -0.300192 0.419876 [ [.02381 .10718 -6 -9 ] [.02381 .10718 6 0 ] [.2619 .10718 -12 -9 ] [.2619 .10718 12 0 ] [.7381 .10718 -9 -9 ] [.7381 .10718 9 0 ] [.97619 .10718 -3 -9 ] [.97619 .10718 3 0 ] [.4875 .03571 -18 -4.5 ] [.4875 .03571 0 4.5 ] [.4875 .20366 -18 -4.5 ] [.4875 .20366 0 4.5 ] [.4875 .28763 -18 -4.5 ] [.4875 .28763 0 4.5 ] [.4875 .37161 -18 -4.5 ] [.4875 .37161 0 4.5 ] [.4875 .45558 -18 -4.5 ] [.4875 .45558 0 4.5 ] [.4875 .53956 -6 -4.5 ] [.4875 .53956 0 4.5 ] [ 0 0 0 0 ] [ 1 .61803 0 0 ] ] MathScale % Start of Graphics 1 setlinecap 1 setlinejoin newpath 0 g .25 Mabswid [ ] 0 setdash .02381 .11968 m .02381 .12593 L s [(-1)] .02381 .10718 0 1 Mshowa .2619 .11968 m .2619 .12593 L s [(-0.5)] .2619 .10718 0 1 Mshowa .7381 .11968 m .7381 .12593 L s [(0.5)] .7381 .10718 0 1 Mshowa .97619 .11968 m .97619 .12593 L s [(1)] .97619 .10718 0 1 Mshowa .125 Mabswid .07143 .11968 m .07143 .12343 L s .11905 .11968 m .11905 .12343 L s .16667 .11968 m .16667 .12343 L s .21429 .11968 m .21429 .12343 L s .30952 .11968 m .30952 .12343 L s .35714 .11968 m .35714 .12343 L s .40476 .11968 m .40476 .12343 L s .45238 .11968 m .45238 .12343 L s .54762 .11968 m .54762 .12343 L s .59524 .11968 m .59524 .12343 L s .64286 .11968 m .64286 .12343 L s .69048 .11968 m .69048 .12343 L s .78571 .11968 m .78571 .12343 L s .83333 .11968 m .83333 .12343 L s .88095 .11968 m .88095 .12343 L s .92857 .11968 m .92857 .12343 L s .25 Mabswid 0 .11968 m 1 .11968 L s .5 .03571 m .50625 .03571 L s [(0.8)] .4875 .03571 1 0 Mshowa .5 .20366 m .50625 .20366 L s [(1.2)] .4875 .20366 1 0 Mshowa .5 .28763 m .50625 .28763 L s [(1.4)] .4875 .28763 1 0 Mshowa .5 .37161 m .50625 .37161 L s [(1.6)] .4875 .37161 1 0 Mshowa .5 .45558 m .50625 .45558 L s [(1.8)] .4875 .45558 1 0 Mshowa .5 .53956 m .50625 .53956 L s [(2)] .4875 .53956 1 0 Mshowa .125 Mabswid .5 .0567 m .50375 .0567 L s .5 .0777 m .50375 .0777 L s .5 .09869 m .50375 .09869 L s .5 .14068 m .50375 .14068 L s .5 .16167 m .50375 .16167 L s .5 .18267 m .50375 .18267 L s .5 .22465 m .50375 .22465 L s .5 .24565 m .50375 .24565 L s .5 .26664 m .50375 .26664 L s .5 .30863 m .50375 .30863 L s .5 .32962 m .50375 .32962 L s .5 .35062 m .50375 .35062 L s .5 .3926 m .50375 .3926 L s .5 .4136 m .50375 .4136 L s .5 .43459 m .50375 .43459 L s .5 .47658 m .50375 .47658 L s .5 .49757 m .50375 .49757 L s .5 .51857 m .50375 .51857 L s .5 .01472 m .50375 .01472 L s .5 .56055 m .50375 .56055 L s .5 .58155 m .50375 .58155 L s .5 .60254 m .50375 .60254 L s .25 Mabswid .5 0 m .5 .61803 L s 0 0 m 1 0 L 1 .61803 L 0 .61803 L closepath clip newpath .5 Mabswid .16758 .61803 m .18221 .5869 L .22272 .50654 L .26171 .43493 L .30316 .365 L .34309 .30363 L .3815 .25017 L .42237 .1993 L .46172 .15615 L .49955 .12008 L .53984 .0875 L .57861 .06181 L .61984 .04061 L .64043 .03238 L .65954 .02614 L .67803 .0214 L .68829 .01931 L .69774 .01773 L .70802 .01639 L .71343 .01584 L .71915 .01538 L .72412 .01508 L .72651 .01496 L .72876 .01488 L .73004 .01484 L .73143 .0148 L .73258 .01477 L .73386 .01475 L .73452 .01474 L .73523 .01473 L .73599 .01472 L .73669 .01472 L .73736 .01472 L .73806 .01472 L .73932 .01472 L .74055 .01473 L .74125 .01473 L .74189 .01474 L .74307 .01476 L .74432 .01479 L .74648 .01485 L .74886 .01493 L .75413 .01519 L .75906 .01553 L .76792 .01636 L .77743 .01758 L .78756 .01925 L .7986 .02149 L .8187 .02675 L .83842 .03335 L Mistroke .8594 .04196 L .90104 .06388 L .94115 .09106 L .97619 .11968 L Mfstroke % End of Graphics MathPictureEnd \ \>"], "Graphics", ImageSize->{288, 177.938}, ImageMargins->{{43, 0}, {0, 0}}, ImageRegion->{{0, 1}, {0, 1}}, ImageCache->GraphicsData["Bitmap", "\<\ CF5dJ6E]HGAYHf4PAg9QL6QYHgooooo`00Soooool00ol0003oooooooooo`2>ooooo`00Soooool00ol0003o ooooooooo`2>ooooo`00Soooool00ol0003oooooooooo`2>ooooo`00Soooool2o`0003Wooooo5?l0 0012ooooo`00Soooool00ol0003oooooooooo`0booooo`Ko00005?ooool6o`0003cooooo002?oooo o`03o`000?oooooooooo02kooooo1?l0000Pooooo`Co0000>?ooool007_ooooo0_l00004ooooo`03 o`000?oooooooooo00;ooooo0ol00006ooooo`03o`000?oooooooooo02[ooooo1?l0000Xooooo`Go 0000_ooool2o`0000gooooo 00?o0000ooooooooool0:oooool2o`0000Cooooo00?o0000ooooooooool00_ooool3o`0002kooooo 00?o0000ooooooooool02_ooool3o`0000Sooooo0009ooooo`03o`000?oooooooooo03[ooooo00Co 0000oooooooooooo00001oooool01Ol0003ooooooooooooooooo000003Wooooo00?o0000oooooooo ool02_ooool2o`0002gooooo00Co0000oooooooooooo00001oooool01Ol0003ooooooooooooooooo 000002kooooo0_l0000;ooooo`03o`000?oooooooooo00Oooooo00000ooooooo0000o`000003o`00 00?ooooo00?o0000ooooooooool0oooool00ol0003oooooooooo`05ooooo`03o`000?oooooooooo037ooooo00Co0000oooooooo oooo00001oooool00ol0003oooooooooo`0fooooo`03o`000?oooooooooo00?ooooo0_l00009oooo o`002Oooool00ol0003oooooooooo`0kooooo`;o00002?ooool5o`0003Wooooo0_l00005ooooo`03 o`000?oooooooooo03?ooooo0_l00008ooooo`Go0000=Oooool00ol0003oooooooooo`03ooooo`03 o`000?oooooooooo00Oooooo002?ooooo`03o`000?oooooooooo00;ooooo0_l0001kooooo`03o`00 0?oooooooooo00cooooo002?ooooo`05o`000?ooooooooooooooool00000O_ooool2o`0000cooooo 002?ooooo`04o`000?ooooooooooo`00087ooooo00?o0000ooooooooool02Oooool008oooooo00?o 0000ooooool00000Poooool00ol0003oooooooooo`08ooooo`00Soooool2o`0008Gooooo00?o0000 ooooooooool01oooool00?oo00008?l00001ooooo`001oooool00ol0003oooooooooo`0:ooooo`03 o`000?oooooooooo00_ooooo00?o0000ooooooooool02oooool00ol0003oooooooooo`0:ooooo`03 o`000?oooooooooo00_ooooo00?o0000ooooooooool02_ooool00ol0003oooooooooo`0;ooooo`03 o`000?oooooooooo00_ooooo00?o0000ooooooooool02_ooool00ol0003oooooooooo`09ooooo`03 o`000?oooooo000000gooooo00?o0000ooooooooool02_ooool00ol0003oooooooooo`0;ooooo`03 o`000?oooooooooo00_ooooo00?o0000ooooooooool02_ooool00ol0003oooooooooo`0;ooooo`03 o`000?oooooooooo00[ooooo00?o0000ooooooooool02oooool00ol0003oooooooooo`0;ooooo`03 o`000?oooooooooo00[ooooo00?o0000ooooooooool01_ooool000Oooooo00?o0000ooooooooool0 @Oooool00ol0003oooooooooo`0nooooo`04o`000?ooooooooooo`0004?ooooo00?o0000oooooooo ool0@Oooool00ol0003oooooooooo`06ooooo`00Roooool01Ol0003ooooooooooooooooo0000093o oooo002:ooooo`03o`000?oooooooooo00;ooooo00?o0000ooooooooool0S_ooool008Wooooo00?o 0000ooooooooool00oooool00ol0003oooooooooo`2>ooooo`00R?ooool00ol0003oooooooooo`04 ooooo`;o0000Soooool008Oooooo00?o0000ooooooooool01Oooool00ol0003oooooooooo`2>oooo o`00Q_ooool00ol0003oooooooooo`06ooooo`03o`000?oooooooooo08kooooo0025ooooo`03o`00 0?oooooooooo00Oooooo00?o0000ooooooooool0S_ooool008Cooooo00?o0000ooooooooool02?oo ool00ol0003oooooooooo`2>ooooo`00Q?ooool00ol0003oooooooooo`08ooooo`03o`000?oooooo oooo08kooooo0023ooooo`03o`000?oooooooooo00Wooooo0_l0002?ooooo`00P_ooool00ol0003o ooooooooo`0:ooooo`03o`000?oooooooooo08kooooo0021ooooo`03o`000?oooooooooo00_ooooo 00?o0000ooooooooool0S_ooool0083ooooo00?o0000ooooooooool03?ooool00ol0003ooooooooo o`2>ooooo`00Ooooool00ol0003oooooooooo`0=ooooo`03o`000?oooooooooo08kooooo001noooo o`03o`000?oooooooooo00kooooo00?o0000ooooooooool0S_ooool007kooooo00?o0000oooooooo ool03_ooool2o`0008oooooo001mooooo`03o`000?oooooooooo00oooooo00?o0000ooooooooool0 S_ooool007cooooo00?o0000ooooooooool04?ooool00ol0003oooooooooo`2>ooooo`00N_ooool3 o`0000Cooooo00Co0000oooooooooooooooo1Ol00005ooooo`03o`000?oooooooooo08kooooo001j ooooo`;o00002_ooool01?l0003oooooooooool00005ooooo`03o`000?oooooooooo08kooooo001i ooooo`03o`000?oooooo000000_ooooo00?o0000ooooooooool01Oooool00ol0003oooooooooo`2> ooooo`00NOooool00ol0003oooooo`00000oooo o`00N?ooool01?l0003oooooooooool00009ooooo`05o`000?ooooooooooooooool000001Oooool0 0ol0003oooooooooo`2>ooooo`00Moooool00ol0003oooooooooo`02o`0000Wooooo00Go0000oooo ooooooooooooo`000005ooooo`03o`000?oooooooooo08kooooo001fooooo`03o`000?oooooooooo 00;ooooo00?o0000ooooooooool02?ooool3o`0000Kooooo00?o0000ooooooooool0S_ooool007Go oooo00?o0000ooooooooool05oooool00ol0003oooooooooo`2>ooooo`00M?ooool00ol0003ooooo ooooo`0Hooooo`03o`000?oooooooooo08kooooo001cooooo`03o`000?oooooooooo01Wooooo0_l0 002?ooooo`00Loooool00ol0003oooooooooo`0Iooooo`03o`000?oooooooooo08kooooo001boooo o`03o`000?oooooooooo01[ooooo00?o0000ooooooooool0S_ooool0077ooooo00?o0000oooooooo ool06oooool00ol0003oooooooooo`2>ooooo`00L?ooool00ol0003oooooooooo`0Looooo`03o`00 0?oooooooooo08kooooo001_ooooo`03o`000?oooooooooo01gooooo00?o0000ooooooooool0S_oo ool006kooooo00?o0000ooooooooool07_ooool2o`0008oooooo001]ooooo`03o`000?oooooooooo 01oooooo00?o0000ooooooooool0S_ooool006gooooo00?o0000ooooooooool07oooool00ol0003o ooooooooo`2>ooooo`00K?ooool00ol0003oooooooooo`0Pooooo`03o`000?oooooooooo08kooooo 001[ooooo`03o`000?oooooooooo027ooooo00?o0000ooooooooool0S_ooool006[ooooo00?o0000 ooooooooool08_ooool00ol0003oooooooooo`2>ooooo`00J_ooool00ol0003oooooooooo`0Roooo o`;o0000Soooool006Wooooo00?o0000ooooooooool08oooool00ol0003oooooooooo`2>ooooo`00 J?ooool00ol0003oooooooooo`0Tooooo`03o`000?oooooooooo08kooooo001Wooooo`03o`000?oo oooooooo013ooooo0ol00004ooooo`03o`000?oooooooooo00?ooooo0ol00005ooooo`03o`000?oo oooooooo08kooooo001Wooooo`03o`000?oooooooooo017ooooo00?o0000ooooooooool02_ooool0 0ol0003oooooooooo`04ooooo`03o`000?oooooooooo08kooooo001Vooooo`03o`000?oooooooooo 01;ooooo00?o0000ooooooooool01oooool5o`0000Gooooo00?o0000ooooooooool0S_ooool006Go oooo00?o0000ooooooooool04oooool00ol0003oooooooooo`07ooooo`04o`000?ooooooooooo`00 00Kooooo0ol0002>ooooo`00IOooool00ol0003oooooooooo`0Cooooo`03o`000?oooooooooo00So oooo00?o0000ooooool000001_ooool00ol0003oooooooooo`2>ooooo`00I?ooool00ol0003ooooo ooooo`0Cooooo`;o00002oooool2o`0000Kooooo00?o0000ooooooooool0S_ooool006?ooooo00?o 0000ooooooooool05Oooool00ol0003oooooooooo`0:ooooo`03o`000?oooooooooo00Cooooo00?o 0000ooooooooool0S_ooool006;ooooo00?o0000ooooooooool0:_ooool00ol0003oooooooooo`2> ooooo`00H_ooool00ol0003oooooooooo`0Zooooo`03o`000?oooooooooo08kooooo001Qooooo`03 o`000?oooooooooo02_ooooo0_l0002?ooooo`00H?ooool00ol0003oooooooooo`0/ooooo`03o`00 0?oooooooooo08kooooo001Pooooo`03o`000?oooooooooo02cooooo00?o0000ooooooooool0S_oo ool005oooooo00?o0000ooooooooool0;Oooool00ol0003oooooooooo`2>ooooo`00Goooool00ol0 003oooooooooo`0]ooooo`03o`000?oooooooooo08kooooo001Nooooo`03o`000?oooooooooo02ko oooo00?o0000ooooooooool0S_ooool005gooooo00?o0000ooooooooool0;oooool2o`0008oooooo 001Mooooo`03o`000?oooooooooo02oooooo00?o0000ooooooooool0S_ooool005cooooo00?o0000 ooooooooool0ooooo`00G?ooool00ol0003oooooooooo`0`oooo o`03o`000?oooooooooo08kooooo001Kooooo`03o`000?oooooooooo037ooooo00?o0000oooooooo ool0S_ooool005[ooooo00?o0000ooooooooool0<_ooool00ol0003oooooooooo`2>ooooo`00F_oo ool00ol0003oooooooooo`0booooo`;o0000Soooool005Wooooo00?o0000ooooooooool0ooooo`00FOooool00ol0003oooooooooo`0cooooo`03o`000?oooooooooo 08kooooo001Hooooo`03o`000?oooooooooo01oooooo0ol00004ooooo`03o`000?oooooooooo00;o oooo0ol00006ooooo`03o`000?oooooooooo08kooooo001Gooooo`03o`000?oooooooooo027ooooo 00?o0000ooooooooool01oooool01Ol0003ooooooooooooooooo000000Gooooo00?o0000oooooooo ool0S_ooool005Oooooo00?o0000ooooooooool08Oooool00ol0003oooooooooo`07ooooo`05o`00 0?ooooooooooooooool000001Oooool00ol0003oooooooooo`2>ooooo`00E_ooool00ol0003ooooo ooooo`0Rooooo`03o`000?oooooooooo00Oooooo1?l00006ooooo`?o0000S_ooool005Gooooo00?o 0000ooooooooool08oooool00ol0003oooooooooo`07ooooo`03o`000?oooooooooo00Oooooo00?o 0000ooooooooool0S_ooool005Gooooo00?o0000ooooooooool08_ooool2o`0000[ooooo00?o0000 ooooooooool01_ooool00ol0003oooooooooo`2>ooooo`00E?ooool00ol0003oooooooooo`0Toooo o`03o`000?oooooooooo00Wooooo0_l00006ooooo`03o`000?oooooooooo08kooooo001Dooooo`03 o`000?oooooooooo03Sooooo00?o0000ooooooooool0S_ooool005?ooooo00?o0000ooooooooool0 >Oooool00ol0003oooooooooo`2>ooooo`00D_ooool00ol0003oooooooooo`0jooooo`;o0000Sooo ool005;ooooo00?o0000ooooooooool0>_ooool00ol0003oooooooooo`2>ooooo`00DOooool00ol0 003oooooooooo`0kooooo`03o`000?oooooooooo08kooooo001Aooooo`03o`000?oooooooooo03_o oooo00?o0000ooooooooool0S_ooool0053ooooo00?o0000ooooooooool0??ooool00ol0003ooooo ooooo`2>ooooo`00Coooool00ol0003oooooooooo`0mooooo`03o`000?oooooooooo08kooooo001? ooooo`03o`000?oooooooooo03gooooo0_l0002?ooooo`00C_ooool00ol0003oooooooooo`0noooo o`03o`000?oooooooooo08kooooo001>ooooo`03o`000?oooooooooo03kooooo00?o0000oooooooo ool0S_ooool004gooooo00?o0000ooooooooool0?oooool00ol0003oooooooooo`2>ooooo`00C?oo ool00ol0003oooooooooo`10ooooo`03o`000?oooooooooo08kooooo001ooooo`00B_ooool00ol0003ooooooooo o`0]ooooo`?o00001?ooool00ol0003oooooooooo`02ooooo`?o00001_ooool00ol0003ooooooooo o`2>ooooo`00BOooool00ol0003oooooooooo`0_ooooo`03o`000?oooooooooo00Oooooo00Go0000 ooooooooooooooooo`000005ooooo`03o`000?oooooooooo08kooooo0019ooooo`03o`000?oooooo oooo02oooooo00?o0000ooooooooool01oooool01Ol0003ooooooooooooooooo000000Gooooo00?o 0000ooooooooool0S_ooool004Sooooo00?o0000ooooooooool0ooooo`00AOooool00ol0003oooooooooo`17ooooo`03o`00 0?oooooooooo08kooooo0015ooooo`03o`000?oooooooooo04Oooooo0_l0002?ooooo`00A?ooool0 0ol0003oooooooooo`18ooooo`03o`000?oooooooooo08kooooo0014ooooo`03o`000?oooooooooo 04Sooooo00?o0000ooooooooool0S_ooool004?ooooo00?o0000ooooooooool0BOooool00ol0003o ooooooooo`2>ooooo`00@oooool00ol0003oooooooooo`19ooooo`03o`000?oooooooooo08kooooo 0012ooooo`03o`000?oooooooooo04[ooooo00?o0000ooooooooool0S_ooool004;ooooo00?o0000 ooooooooool0B_ooool2o`0008oooooo0011ooooo`03o`000?oooooooooo04_ooooo00?o0000oooo ooooool0S_ooool0047ooooo00?o0000ooooooooool0Boooool00ol0003oooooooooo`2>ooooo`00 @?ooool00ol0003oooooooooo`1ooooo`00?oooool00ol0003oooooooooo`1=ooooo`;o0000Soooool003ko oooo00?o0000ooooooooool0C_ooool00ol0003oooooooooo`2>ooooo`00?_ooool00ol0003ooooo ooooo`1>ooooo`03o`000?oooooooooo08kooooo000mooooo`03o`000?oooooooooo04oooooo00?o 0000ooooooooool0S_ooool003gooooo00?o0000ooooooooool0AOooool5o`0000Gooooo00?o0000 ooooooooool0S_ooool003cooooo00?o0000ooooooooool0Aoooool01?l0003oooooooooool00005 ooooo`03o`000?oooooooooo08kooooo000looooo`03o`000?oooooooooo04Sooooo00?o0000oooo ooooool01Oooool3o`0008kooooo000kooooo`03o`000?oooooooooo04[ooooo00?o0000oooooooo ool01?ooool00ol0003oooooooooo`2>ooooo`00>oooool00ol0003oooooooooo`17ooooo`05o`00 0?ooooooooooooooool000001Oooool00ol0003oooooooooo`2>ooooo`00>_ooool00ol0003ooooo ooooo`18ooooo`05o`000?ooooooooooooooool000001Oooool00ol0003oooooooooo`2>ooooo`00 >Oooool00ol0003oooooooooo`1:ooooo`?o00001_ooool00ol0003oooooooooo`2>ooooo`00>Ooo ool00ol0003oooooooooo`1Cooooo`03o`000?oooooooooo08kooooo000hooooo`03o`000?oooooo oooo05Cooooo0_l0002?ooooo`00>?ooool00ol0003oooooooooo`1Dooooo`03o`000?oooooooooo 08kooooo000gooooo`03o`000?oooooooooo05Gooooo00?o0000ooooooooool0S_ooool003Oooooo 00?o0000ooooooooool0EOooool00ol0003oooooooooo`2>ooooo`00=_ooool00ol0003ooooooooo o`1Fooooo`03o`000?oooooooooo08kooooo000fooooo`03o`000?oooooooooo05Kooooo00?o0000 ooooooooool0S_ooool003Gooooo00?o0000ooooooooool0Eoooool2o`0008oooooo000eooooo`03 o`000?oooooooooo05Oooooo00?o0000ooooooooool0S_ooool003Cooooo00?o0000ooooooooool0 F?ooool00ol0003oooooooooo`2>ooooo`00=?ooool00ol0003oooooooooo`1Hooooo`03o`000?oo oooooooo08kooooo000cooooo`03o`000?oooooooooo05Wooooo00?o0000ooooooooool0S_ooool0 03?ooooo00?o0000ooooooooool0FOooool00ol0003oooooooooo`2>ooooo`00<_ooool00ol0003o ooooooooo`1Jooooo`;o0000Soooool003;ooooo00?o0000ooooooooool0F_ooool00ol0003ooooo ooooo`2>ooooo`00ooooo`00\ \>"], ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {-1.0526, 0.714947, \ 0.00733521, 0.00831904}}], Cell[BoxData[ TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), False, Editable->False]], "Output"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell["More experiments", "Subsection"], Cell[TextData[{ "Repeat the spirograph construction with the following sequences of \ coefficients and check the result against a table of Fourier Series: \n\t", Cell[BoxData[ \(TraditionalForm\`1\/\(n\ n - 1\)\)]], "\t\t\n\t1,0,1/3,0,1/5,0,.... \n\t1,0, 1/9,0,1/25,0,.... \n\t\ 1,-1/2,1/3,-1/4,1/5,..... \n\t0,1/3,0,1/3.5,0,1/5.7,0,...\n\t1,-1/4,1/9,....\n\ \t0,1,0, 1/4,0,1/9,0,.... \n\t1,-1/8,1/27,.....\n\t1,0,1/27,0,1/125,....." }], "Text"] }, Closed]] }, Open ]] }, Open ]] }, FrontEndVersion->"4.1 for Macintosh", ScreenRectangle->{{0, 1152}, {0, 746}}, AutoGeneratedPackage->None, WindowToolbars->{}, WindowSize->{812, 679}, WindowMargins->{{44, Automatic}, {Automatic, 0}}, 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->{} *) (*CellTagsIndex CellTagsIndex->{} *) (*NotebookFileOutline Notebook[{ Cell[CellGroupData[{ Cell[1727, 52, 46, 0, 65, "Subtitle"], Cell[1776, 54, 83, 4, 89, "Subsubtitle"], Cell[CellGroupData[{ Cell[1884, 62, 73, 1, 56, "Section"], Cell[CellGroupData[{ Cell[1982, 67, 57, 1, 46, "Subsection"], Cell[2042, 70, 648, 12, 78, "Text"], Cell[CellGroupData[{ Cell[2715, 86, 419, 11, 30, "Input"], Cell[3137, 99, 189, 3, 70, "Message"] }, Open ]], Cell[3341, 105, 56, 1, 30, "Text"], Cell[3400, 108, 133, 4, 59, "Input"], Cell[3536, 114, 212, 5, 46, "Text"] }, Closed]], Cell[CellGroupData[{ Cell[3785, 124, 102, 1, 30, "Subsection"], Cell[3890, 127, 71, 2, 27, "Input"], Cell[3964, 131, 201, 4, 46, "Text"], Cell[4168, 137, 72, 2, 27, "Input"], Cell[4243, 141, 1031, 25, 75, "Input"], Cell[CellGroupData[{ Cell[5299, 170, 72, 2, 27, "Input"], Cell[5374, 174, 25378, 642, 70, 5004, 386, "GraphicsData", "PostScript", \ "Graphics"], Cell[30755, 818, 130, 3, 70, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[30922, 826, 75, 2, 27, "Input"], Cell[31000, 830, 32242, 792, 70, 6230, 466, "GraphicsData", "PostScript", \ "Graphics"], Cell[63245, 1624, 130, 3, 70, "Output"] }, Open ]], Cell[63390, 1630, 119, 3, 30, "Text"], Cell[CellGroupData[{ Cell[63534, 1637, 377, 10, 27, "Input"], Cell[CellGroupData[{ Cell[63936, 1651, 18903, 499, 70, 3745, 307, "GraphicsData", "PostScript", \ "Graphics"], Cell[82842, 2152, 3876, 311, 70, 3757, 307, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[86721, 2465, 3879, 311, 70, 3760, 307, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[90603, 2778, 3888, 311, 70, 3769, 307, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[94494, 3091, 3891, 311, 70, 3772, 307, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[98388, 3404, 3891, 311, 70, 3772, 307, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[102282, 3717, 3898, 311, 70, 3779, 307, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[106183, 4030, 3899, 311, 70, 3780, 307, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[110085, 4343, 3903, 311, 70, 3784, 307, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[113991, 4656, 3909, 311, 70, 3790, 307, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[117903, 4969, 3905, 311, 70, 3786, 307, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[121811, 5282, 4142, 326, 70, 4023, 322, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[125956, 5610, 4377, 341, 70, 4258, 337, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[130336, 5953, 4380, 341, 70, 4261, 337, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[134719, 6296, 4363, 340, 70, 4244, 336, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[139085, 6638, 4430, 344, 70, 4311, 340, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[143518, 6984, 4374, 341, 70, 4255, 337, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[147895, 7327, 4410, 343, 70, 4291, 339, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[152308, 7672, 4381, 341, 70, 4262, 337, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[156692, 8015, 4396, 342, 70, 4277, 338, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[161091, 8359, 4388, 341, 70, 4269, 337, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[165482, 8702, 4416, 343, 70, 4297, 339, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[169901, 9047, 4427, 344, 70, 4308, 340, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[174331, 9393, 4601, 355, 70, 4482, 351, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[178935, 9750, 4743, 364, 70, 4624, 360, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[183681, 10116, 4828, 370, 70, 4709, 366, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[188512, 10488, 4883, 374, 70, 4764, 370, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[193398, 10864, 4798, 368, 70, 4679, 364, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[198199, 11234, 4858, 372, 70, 4739, 368, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[203060, 11608, 25024, 623, 70, 4747, 368, "GraphicsData", "PostScript", \ "Graphics"], Cell[228087, 12233, 4939, 377, 70, 4820, 373, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[233029, 12612, 4958, 378, 70, 4839, 374, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[237990, 12992, 4910, 375, 70, 4791, 371, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[242903, 13369, 4977, 379, 70, 4858, 375, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[247883, 13750, 25177, 629, 70, 4823, 373, "GraphicsData", "PostScript", \ "Graphics"], Cell[273063, 14381, 5123, 390, 70, 5004, 386, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False] }, Open ]] }, Open ]], Cell[278213, 14775, 340, 6, 46, "Text"] }, Closed]], Cell[CellGroupData[{ Cell[278590, 14786, 74, 1, 30, "Subsection"], Cell[278667, 14789, 136, 4, 32, "Text"], Cell[CellGroupData[{ Cell[278828, 14797, 57, 0, 42, "Subsubsection"], Cell[CellGroupData[{ Cell[278910, 14801, 157, 3, 43, "Input"], Cell[279070, 14806, 58, 1, 70, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[279165, 14812, 631, 15, 59, "Input"], Cell[279799, 14829, 28677, 768, 70, 5946, 483, "GraphicsData", "PostScript", \ "Graphics"], Cell[308479, 15599, 130, 3, 70, "Output"] }, Open ]], Cell[308624, 15605, 184, 4, 27, "Input"], Cell[308811, 15611, 96, 2, 27, "Input"], Cell[CellGroupData[{ Cell[308932, 15617, 132, 3, 27, "Input"], Cell[CellGroupData[{ Cell[309089, 15624, 25378, 642, 70, 5004, 386, "GraphicsData", "PostScript", \ "Graphics"], Cell[334470, 16268, 3327, 226, 70, 3204, 222, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False] }, Open ]], Cell[337812, 16497, 130, 3, 70, "Output"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell[337991, 16506, 87, 1, 42, "Subsubsection"], Cell[338081, 16509, 452, 12, 27, "Input"], Cell[338536, 16523, 90, 2, 27, "Input"], Cell[CellGroupData[{ Cell[338651, 16529, 338, 9, 27, "Input"], Cell[CellGroupData[{ Cell[339014, 16542, 25378, 642, 70, 5004, 386, "GraphicsData", "PostScript", \ "Graphics"], Cell[364395, 17186, 3220, 226, 70, 3101, 222, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False] }, Open ]], Cell[367630, 17415, 130, 3, 70, "Output"] }, Open ]], Cell[367775, 17421, 505, 10, 80, "Text"] }, Closed]], Cell[CellGroupData[{ Cell[368317, 17436, 33, 0, 42, "Subsubsection"], Cell[368353, 17438, 229, 5, 62, "Text"] }, Closed]] }, Closed]], Cell[CellGroupData[{ Cell[368631, 17449, 96, 1, 30, "Subsection"], Cell[368730, 17452, 76, 2, 27, "Input"], Cell[368809, 17456, 116, 3, 43, "Input"], Cell[CellGroupData[{ Cell[368950, 17463, 157, 3, 43, "Input"], Cell[369110, 17468, 46, 1, 27, "Output"] }, Open ]], Cell[369171, 17472, 990, 24, 75, "Input"], Cell[CellGroupData[{ Cell[370186, 17500, 72, 2, 27, "Input"], Cell[370261, 17504, 21610, 633, 296, 4986, 423, "GraphicsData", "PostScript", \ "Graphics"], Cell[391874, 18139, 130, 3, 27, "Output"] }, Open ]], Cell[392019, 18145, 101, 3, 30, "Text"], Cell[392123, 18150, 38, 0, 30, "Text"], Cell[CellGroupData[{ Cell[392186, 18154, 368, 10, 27, "Input"], Cell[CellGroupData[{ Cell[392579, 18168, 20055, 578, 296, 4282, 379, "GraphicsData", "PostScript", \ "Graphics"], Cell[412637, 18748, 20189, 580, 296, 4294, 379, "GraphicsData", "PostScript", \ "Graphics"], Cell[432829, 19330, 20247, 581, 296, 4299, 379, "GraphicsData", "PostScript", \ "Graphics"], Cell[453079, 19913, 20313, 581, 296, 4309, 379, "GraphicsData", "PostScript", \ "Graphics"], Cell[473395, 20496, 20422, 583, 296, 4312, 379, "GraphicsData", "PostScript", \ "Graphics"], Cell[493820, 21081, 20394, 582, 70, 4309, 379, "GraphicsData", "PostScript", \ "Graphics"], Cell[514217, 21665, 20448, 583, 70, 4310, 379, "GraphicsData", "PostScript", \ "Graphics"], Cell[534668, 22250, 20480, 583, 70, 4314, 379, "GraphicsData", "PostScript", \ "Graphics"], Cell[555151, 22835, 20494, 583, 70, 4316, 379, "GraphicsData", "PostScript", \ "Graphics"], Cell[575648, 23420, 20721, 599, 70, 4530, 394, "GraphicsData", "PostScript", \ "Graphics"], Cell[596372, 24021, 20959, 615, 70, 4768, 410, "GraphicsData", "PostScript", \ "Graphics"], Cell[617334, 24638, 20935, 613, 70, 4757, 409, "GraphicsData", "PostScript", \ "Graphics"], Cell[638272, 25253, 20977, 613, 70, 4746, 408, "GraphicsData", "PostScript", \ "Graphics"], Cell[659252, 25868, 21017, 615, 70, 4770, 410, "GraphicsData", "PostScript", \ "Graphics"], Cell[680272, 26485, 21076, 617, 70, 4804, 411, "GraphicsData", "PostScript", \ "Graphics"], Cell[701351, 27104, 21104, 615, 70, 4776, 409, "GraphicsData", "PostScript", \ "Graphics"], Cell[722458, 27721, 21177, 618, 70, 4796, 411, "GraphicsData", "PostScript", \ "Graphics"], Cell[743638, 28341, 21179, 615, 70, 4758, 408, "GraphicsData", "PostScript", \ "Graphics"], Cell[764820, 28958, 21390, 621, 296, 4819, 412, "GraphicsData", "PostScript", \ "Graphics"], Cell[786213, 29581, 21610, 633, 296, 4986, 423, "GraphicsData", "PostScript", \ "Graphics"] }, Closed]] }, Open ]], Cell[807850, 30218, 276, 5, 62, "Text"], Cell[CellGroupData[{ Cell[808151, 30227, 85, 1, 42, "Subsubsection"], Cell[808239, 30230, 106, 3, 30, "Text"], Cell[CellGroupData[{ Cell[808370, 30237, 633, 15, 59, "Input"], Cell[809006, 30254, 21439, 630, 70, 4977, 422, "GraphicsData", "PostScript", \ "Graphics"], Cell[830448, 30886, 130, 3, 70, "Output"] }, Open ]], Cell[830593, 30892, 184, 4, 27, "Input"], Cell[830780, 30898, 96, 2, 27, "Input"], Cell[CellGroupData[{ Cell[830901, 30904, 129, 3, 27, "Input"], Cell[CellGroupData[{ Cell[831055, 30911, 21610, 633, 70, 4986, 423, "GraphicsData", "PostScript", \ "Graphics"], Cell[852668, 31546, 2756, 191, 70, 2638, 187, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False] }, Open ]], Cell[855439, 31740, 130, 3, 70, "Output"] }, Open ]], Cell[855584, 31746, 45, 0, 30, "Text"], Cell[CellGroupData[{ Cell[855654, 31750, 122, 2, 36, "Input"], Cell[855779, 31754, 21631, 592, 70, 5366, 387, "GraphicsData", "PostScript", \ "Graphics"], Cell[877413, 32348, 130, 3, 70, "Output"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell[877592, 32357, 87, 1, 28, "Subsubsection"], Cell[877682, 32360, 194, 5, 27, "Input"], Cell[877879, 32367, 90, 2, 27, "Input"], Cell[CellGroupData[{ Cell[877994, 32373, 341, 9, 27, "Input"], Cell[CellGroupData[{ Cell[878360, 32386, 21610, 633, 70, 4986, 423, "GraphicsData", "PostScript", \ "Graphics"], Cell[899973, 33021, 2666, 191, 70, 2548, 187, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False] }, Open ]], Cell[902654, 33215, 130, 3, 70, "Output"] }, Open ]], Cell[902799, 33221, 242, 6, 46, "Text"], Cell[903044, 33229, 101, 3, 30, "Text"], Cell[CellGroupData[{ Cell[903170, 33236, 124, 2, 36, "Input"], Cell[903297, 33240, 21777, 599, 70, 5459, 393, "GraphicsData", "PostScript", \ "Graphics"], Cell[925077, 33841, 130, 3, 70, "Output"] }, Open ]], Cell[925222, 33847, 124, 3, 30, "Text"] }, Closed]] }, Closed]], Cell[CellGroupData[{ Cell[925395, 33856, 34, 0, 30, "Subsection"], Cell[925432, 33858, 534, 8, 78, "Text"], Cell[925969, 33868, 209, 5, 75, "Input"], Cell[926181, 33875, 159, 3, 43, "Input"], Cell[926343, 33880, 990, 24, 75, "Input"], Cell[CellGroupData[{ Cell[927358, 33908, 97, 2, 27, "Input"], Cell[CellGroupData[{ Cell[927480, 33914, 27565, 693, 296, 5461, 415, "GraphicsData", "PostScript", \ "Graphics"], Cell[955048, 34609, 22740, 633, 296, 5476, 415, "GraphicsData", "PostScript", \ "Graphics"], Cell[977791, 35244, 19876, 598, 296, 5463, 415, "GraphicsData", "PostScript", \ "Graphics"], Cell[997670, 35844, 16755, 462, 296, 3464, 293, "GraphicsData", "PostScript", \ "Graphics"], Cell[1014428, 36308, 19630, 595, 296, 5464, 415, "GraphicsData", \ "PostScript", "Graphics"], Cell[1034061, 36905, 20970, 611, 296, 5472, 415, "GraphicsData", \ "PostScript", "Graphics"], Cell[1055034, 37518, 22290, 627, 70, 5472, 415, "GraphicsData", "PostScript", \ "Graphics"], Cell[1077327, 38147, 23649, 644, 70, 5474, 415, "GraphicsData", "PostScript", \ "Graphics"], Cell[1100979, 38793, 24853, 659, 70, 5455, 415, "GraphicsData", "PostScript", \ "Graphics"], Cell[1125835, 39454, 26064, 674, 70, 5471, 415, "GraphicsData", "PostScript", \ "Graphics"], Cell[1151902, 40130, 27050, 686, 70, 5469, 415, "GraphicsData", "PostScript", \ "Graphics"], Cell[1178955, 40818, 27914, 697, 296, 5470, 415, "GraphicsData", \ "PostScript", "Graphics"], Cell[1206872, 41517, 24884, 623, 296, 4704, 369, "GraphicsData", \ "PostScript", "Graphics"], Cell[1231759, 42142, 23820, 604, 296, 4600, 362, "GraphicsData", \ "PostScript", "Graphics"] }, Closed]] }, Open ]], Cell[1255606, 42750, 58, 0, 30, "Text"], Cell[1255667, 42752, 112, 3, 30, "Text"] }, Open ]], Cell[CellGroupData[{ Cell[1255816, 42760, 62, 1, 46, "Subsection"], Cell[1255881, 42763, 128, 3, 30, "Text"], Cell[1256012, 42768, 72, 2, 27, "Input"], Cell[1256087, 42772, 1002, 24, 75, "Input"], Cell[1257092, 42798, 74, 2, 27, "Input"], Cell[1257169, 42802, 72, 2, 27, "Input"], Cell[1257244, 42806, 182, 3, 43, "Input"], Cell[1257429, 42811, 176, 4, 27, "Input"], Cell[1257608, 42817, 100, 3, 30, "Text"], Cell[CellGroupData[{ Cell[1257733, 42824, 77, 1, 27, "Input"], Cell[1257813, 42827, 14735, 431, 70, 3875, 292, "GraphicsData", "PostScript", \ "Graphics"], Cell[1272551, 43260, 130, 3, 70, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[1272718, 43268, 52, 1, 27, "Input"], Cell[1272773, 43271, 55, 1, 70, "Output"] }, Open ]], Cell[1272843, 43275, 60, 1, 27, "Input"], Cell[1272906, 43278, 94, 2, 27, "Input"], Cell[1273003, 43282, 184, 4, 43, "Input"], Cell[1273190, 43288, 97, 2, 27, "Input"], Cell[CellGroupData[{ Cell[1273312, 43294, 144, 3, 27, "Input"], Cell[1273459, 43299, 31743, 778, 70, 6173, 458, "GraphicsData", "PostScript", \ "Graphics"], Cell[1305205, 44079, 145, 3, 70, "Message"], Cell[1305353, 44084, 262, 4, 70, "Message"], Cell[1305618, 44090, 281, 5, 70, "Message"], Cell[1305902, 44097, 166, 3, 70, "Message"], Cell[1306071, 44102, 44541, 913, 70, 6234, 436, "GraphicsData", "PostScript", \ "Graphics"], Cell[1350615, 45017, 130, 3, 70, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[1350782, 45025, 515, 13, 27, "Input"], Cell[1351300, 45040, 23859, 646, 70, 5506, 415, "GraphicsData", "PostScript", \ "Graphics"], Cell[1375162, 45688, 145, 3, 70, "Message"], Cell[1375310, 45693, 262, 4, 70, "Message"], Cell[1375575, 45699, 281, 5, 70, "Message"], Cell[1375859, 45706, 166, 3, 70, "Message"], Cell[1376028, 45711, 5492, 397, 70, 5369, 393, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[1381523, 46110, 130, 3, 70, "Output"] }, Open ]], Cell[1381668, 46116, 472, 9, 78, "Text"] }, Closed]], Cell[CellGroupData[{ Cell[1382177, 46130, 43, 0, 30, "Subsection"], Cell[1382223, 46132, 147, 4, 46, "Text"], Cell[CellGroupData[{ Cell[1382395, 46140, 678, 16, 75, "Input"], Cell[1383076, 46158, 40068, 1046, 70, 9366, 662, "GraphicsData", \ "PostScript", "Graphics"], Cell[1423147, 47206, 145, 3, 70, "Message"], Cell[1423295, 47211, 262, 4, 70, "Message"], Cell[1423560, 47217, 281, 5, 70, "Message"], Cell[1423844, 47224, 166, 3, 70, "Message"], Cell[CellGroupData[{ Cell[1424035, 47231, 52078, 1171, 70, 9401, 640, "GraphicsData", \ "PostScript", "Graphics"], Cell[1476116, 48404, 33191, 890, 70, 7985, 574, "GraphicsData", "PostScript", \ "Graphics"], Cell[1509310, 49296, 7729, 556, 70, 7610, 552, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[1517042, 49854, 29647, 694, 70, 5020, 385, "GraphicsData", "PostScript", \ "Graphics"], Cell[1546692, 50550, 5213, 367, 70, 5086, 363, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[1551908, 50919, 5625, 419, 70, 5506, 415, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[1557536, 51340, 5492, 397, 70, 5369, 393, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[1563031, 51739, 5620, 419, 70, 5501, 415, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[1568654, 52160, 19427, 569, 70, 5540, 393, "GraphicsData", "PostScript", \ "Graphics"], Cell[1588084, 52731, 5620, 419, 70, 5501, 415, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[1593707, 53152, 5253, 397, 70, 5134, 393, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[1598963, 53551, 31743, 778, 70, 6173, 458, "GraphicsData", "PostScript", \ "Graphics"], Cell[1630709, 54331, 6361, 440, 70, 6234, 436, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[1637073, 54773, 34227, 920, 70, 8300, 595, "GraphicsData", "PostScript", \ "Graphics"], Cell[1671303, 55695, 8298, 577, 70, 8175, 573, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[1679604, 56274, 40677, 1065, 70, 9591, 677, "GraphicsData", \ "PostScript", "Graphics"], Cell[1720284, 57341, 9745, 659, 70, 9619, 655, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False], Cell[1730032, 58002, 69918, 4477, 70, 62040, 4375, "GraphicsData", \ "PostScript", "Graphics"] }, Open ]], Cell[1799965, 62482, 135, 3, 70, "Output"] }, Open ]], Cell[1800115, 62488, 73, 0, 30, "Text"] }, Closed]], Cell[CellGroupData[{ Cell[1800225, 62493, 78, 1, 30, "Subsection"], Cell[1800306, 62496, 100, 3, 30, "Text"], Cell[1800409, 62501, 66, 2, 27, "Input"], Cell[1800478, 62505, 182, 3, 43, "Input"], Cell[1800663, 62510, 84, 2, 27, "Input"], Cell[1800750, 62514, 1002, 24, 75, "Input"], Cell[1801755, 62540, 176, 4, 27, "Input"], Cell[1801934, 62546, 94, 2, 27, "Input"], Cell[CellGroupData[{ Cell[1802053, 62552, 130, 3, 27, "Input"], Cell[CellGroupData[{ Cell[1802208, 62559, 33191, 890, 70, 7985, 574, "GraphicsData", "PostScript", \ "Graphics"], Cell[1835402, 63451, 6574, 474, 70, 6451, 470, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False] }, Open ]], Cell[1841991, 63928, 130, 3, 70, "Output"] }, Open ]], Cell[1842136, 63934, 184, 4, 43, "Input"], Cell[1842323, 63940, 97, 2, 27, "Input"], Cell[CellGroupData[{ Cell[1842445, 63946, 154, 3, 27, "Input"], Cell[CellGroupData[{ Cell[1842624, 63953, 33191, 890, 70, 7985, 574, "GraphicsData", "PostScript", \ "Graphics"], Cell[1875818, 64845, 7857, 597, 70, 7738, 593, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False] }, Open ]], Cell[1883690, 65445, 130, 3, 70, "Output"] }, Open ]], Cell[1883835, 65451, 223, 5, 78, "Text"], Cell[CellGroupData[{ Cell[1884083, 65460, 515, 13, 27, "Input"], Cell[CellGroupData[{ Cell[1884623, 65477, 53514, 1367, 70, 12396, 855, "GraphicsData", \ "PostScript", "Graphics"], Cell[1938140, 66846, 12229, 878, 70, 12110, 874, "GraphicsData", \ "PostScript", "Graphics", ImageCacheValid->False] }, Open ]], Cell[1950384, 67727, 130, 3, 70, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[1950551, 67735, 154, 3, 27, "Input"], Cell[CellGroupData[{ Cell[1950730, 67742, 29647, 694, 70, 5020, 385, "GraphicsData", "PostScript", \ "Graphics"], Cell[1980380, 68438, 5367, 408, 70, 5240, 404, "GraphicsData", "PostScript", \ "Graphics", ImageCacheValid->False] }, Open ]], Cell[1985762, 68849, 130, 3, 70, "Output"] }, Open ]], Cell[1985907, 68855, 282, 6, 46, "Text"] }, Closed]] }, Open ]], Cell[CellGroupData[{ Cell[1986238, 68867, 45, 0, 56, "Section"], Cell[CellGroupData[{ Cell[1986308, 68871, 44, 0, 46, "Subsection"], Cell[1986355, 68873, 736, 11, 94, "Text"], Cell[1987094, 68886, 80, 2, 27, "Input"], Cell[1987177, 68890, 116, 3, 43, "Input"], Cell[CellGroupData[{ Cell[1987318, 68897, 157, 3, 43, "Input"], Cell[1987478, 68902, 70, 1, 70, "Output"] }, Open ]], Cell[1987563, 68906, 990, 24, 75, "Input"], Cell[CellGroupData[{ Cell[1988578, 68934, 72, 2, 27, "Input"], Cell[1988653, 68938, 23586, 649, 70, 4856, 413, "GraphicsData", "PostScript", \ "Graphics"], Cell[2012242, 69589, 130, 3, 70, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[2012409, 69597, 76, 2, 27, "Input"], Cell[2012488, 69601, 57105, 1380, 70, 10977, 806, "GraphicsData", \ "PostScript", "Graphics"], Cell[2069596, 70983, 130, 3, 70, "Output"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell[2069775, 70992, 46, 0, 30, "Subsection"], Cell[2069824, 70994, 136, 3, 30, "Text"], Cell[2069963, 70999, 94, 2, 27, "Input"], Cell[2070060, 71003, 116, 3, 43, "Input"], Cell[CellGroupData[{ Cell[2070201, 71010, 157, 3, 43, "Input"], Cell[2070361, 71015, 72, 1, 42, "Output"] }, Open ]], Cell[2070448, 71019, 990, 24, 75, "Input"], Cell[CellGroupData[{ Cell[2071463, 71047, 75, 2, 27, "Input"], Cell[2071541, 71051, 35952, 937, 296, 7490, 581, "GraphicsData", \ "PostScript", "Graphics"], Cell[2107496, 71990, 130, 3, 27, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[2107663, 71998, 76, 2, 27, "Input"], Cell[2107742, 72002, 119844, 2523, 296, 18142, 1263, "GraphicsData", \ "PostScript", "Graphics"], Cell[2227589, 74527, 130, 3, 27, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[2227756, 74535, 77, 2, 27, "Input"], Cell[2227836, 74539, 142994, 2826, 296, 18478, 1284, "GraphicsData", \ "PostScript", "Graphics"], Cell[2370833, 77367, 130, 3, 27, "Output"] }, Closed]], Cell[2370978, 77373, 161, 4, 27, "Text"] }, Closed]], Cell[CellGroupData[{ Cell[2371176, 77382, 49, 0, 30, "Subsection"], Cell[2371228, 77384, 1547, 25, 158, "Text"] }, Closed]], Cell[CellGroupData[{ Cell[2372812, 77414, 44, 0, 30, "Subsection"], Cell[2372859, 77416, 582, 14, 65, "Text"], Cell[2373444, 77432, 1428, 34, 87, "InputOnly", InitializationCell->True], Cell[2374875, 77468, 317, 6, 46, "Text"], Cell[2375195, 77476, 374, 8, 48, "Text"], Cell[2375572, 77486, 1261, 30, 87, "InputOnly", InitializationCell->True], Cell[2376836, 77518, 151, 3, 30, "Text"], Cell[2376990, 77523, 75, 2, 27, "Input", InitializationCell->True], Cell[CellGroupData[{ Cell[2377090, 77529, 158, 3, 53, "Input"], Cell[2377251, 77534, 31896, 796, 70, 7688, 493, "GraphicsData", "PostScript", \ "Graphics"] }, Open ]], Cell[CellGroupData[{ Cell[2409184, 78335, 138, 3, 53, "Input"], Cell[2409325, 78340, 44246, 1285, 70, 14181, 909, "GraphicsData", \ "PostScript", "Graphics"] }, Open ]], Cell[CellGroupData[{ Cell[2453608, 79630, 132, 3, 53, "Input"], Cell[2453743, 79635, 20322, 405, 70, 20322, 405, "BoxData", "Graphics3D", \ "Graphics"] }, Open ]], Cell[2474080, 80043, 196, 5, 46, "Text"], Cell[CellGroupData[{ Cell[2474301, 80052, 86, 1, 27, "Input"], Cell[2474390, 80055, 20322, 405, 70, 20322, 405, "BoxData", "Graphics3D", \ "Graphics"], Cell[2494715, 80462, 132, 3, 70, "Output"] }, Open ]], Cell[2494862, 80468, 117, 2, 30, "Text"], Cell[CellGroupData[{ Cell[2495004, 80474, 81, 1, 27, "Input"], Cell[2495088, 80477, 20322, 405, 70, 20322, 405, "BoxData", "Graphics3D", \ "Graphics"], Cell[2515413, 80884, 132, 3, 70, "Output"] }, Open ]], Cell[2515560, 80890, 111, 3, 30, "Text"] }, Closed]], Cell[CellGroupData[{ Cell[2515708, 80898, 62, 0, 30, "Subsection"], Cell[2515773, 80900, 60, 1, 27, "Input"], Cell[2515836, 80903, 544, 10, 64, "Text"], Cell[2516383, 80915, 87, 1, 27, "Input"], Cell[2516473, 80918, 124, 2, 27, "Input"], Cell[2516600, 80922, 509, 9, 62, "Text"], Cell[CellGroupData[{ Cell[2517134, 80935, 32, 0, 42, "Subsubsection"], Cell[2517169, 80937, 137, 3, 30, "Text"], Cell[CellGroupData[{ Cell[2517331, 80944, 71, 1, 27, "Input"], Cell[2517405, 80947, 63, 1, 70, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[2517505, 80953, 40, 1, 27, "Input"], Cell[2517548, 80956, 284, 5, 70, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[2517869, 80966, 67, 1, 27, "Input"], Cell[2517939, 80969, 52815, 1398, 70, 14256, 917, "GraphicsData", \ "PostScript", "Graphics"] }, Open ]], Cell[CellGroupData[{ Cell[2570791, 82372, 62, 1, 27, "Input"], Cell[2570856, 82375, 20118, 383, 70, 20118, 383, "BoxData", "Graphics3D", \ "Graphics"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell[2591023, 82764, 32, 0, 28, "Subsubsection"], Cell[CellGroupData[{ Cell[2591080, 82768, 55, 1, 27, "Input"], Cell[2591138, 82771, 67, 1, 42, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[2591242, 82777, 40, 1, 27, "Input"], Cell[2591285, 82780, 351, 6, 42, "Output"] }, Closed]], Cell[CellGroupData[{ Cell[2591673, 82791, 67, 1, 24, "Input"], Cell[2591743, 82794, 37101, 1083, 296, 11932, 768, "GraphicsData", \ "PostScript", "Graphics"] }, Open ]], Cell[CellGroupData[{ Cell[2628881, 83882, 62, 1, 27, "Input"], Cell[2628946, 83885, 41872, 652, 296, 20098, 381, "BoxData", "Graphics3D", \ "Graphics"] }, Open ]], Cell[CellGroupData[{ Cell[2670855, 84542, 86, 1, 27, "Input"], Cell[2670944, 84545, 41872, 652, 296, 20098, 381, "BoxData", "Graphics3D", \ "Graphics"], Cell[2712819, 85199, 132, 3, 27, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[2712988, 85207, 81, 1, 27, "Input"], Cell[2713072, 85210, 20098, 381, 296, 20098, 381, "BoxData", "Graphics3D", \ "Graphics"], Cell[2733173, 85593, 132, 3, 27, "Output"] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell[2733354, 85602, 39, 0, 42, "Subsubsection"], Cell[2733396, 85604, 211, 5, 62, "Text"] }, Closed]], Cell[CellGroupData[{ Cell[2733644, 85614, 32, 0, 28, "Subsubsection"], Cell[CellGroupData[{ Cell[2733701, 85618, 56, 1, 27, "Input"], Cell[2733760, 85621, 106, 2, 70, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[2733903, 85628, 40, 1, 27, "Input"], Cell[2733946, 85631, 635, 11, 70, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[2734618, 85647, 67, 1, 27, "Input"], Cell[2734688, 85650, 42565, 1435, 70, 17427, 1120, "GraphicsData", \ "PostScript", "Graphics"] }, Open ]], Cell[CellGroupData[{ Cell[2777290, 87090, 62, 1, 27, "Input"], Cell[2777355, 87093, 20102, 381, 70, 20102, 381, "BoxData", "Graphics3D", \ "Graphics"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell[2797506, 87480, 32, 0, 28, "Subsubsection"], Cell[2797541, 87482, 61, 1, 27, "Input"], Cell[2797605, 87485, 45, 1, 27, "Input"], Cell[CellGroupData[{ Cell[2797675, 87490, 86, 1, 27, "Input"], Cell[2797764, 87493, 81622, 4202, 70, 61822, 3953, "GraphicsData", \ "PostScript", "Graphics"] }, Open ]], Cell[CellGroupData[{ Cell[2879423, 91700, 81, 1, 27, "Input"], Cell[2879507, 91703, 40057, 756, 70, 40057, 756, "BoxData", "Graphics3D", \ "Graphics"] }, Open ]], Cell[2919579, 92462, 377, 8, 94, "Text"] }, Closed]] }, Closed]], Cell[CellGroupData[{ Cell[2920005, 92476, 44, 0, 30, "Subsection"], Cell[2920052, 92478, 105, 3, 30, "Text"], Cell[2920160, 92483, 73, 1, 27, "Input"], Cell[2920236, 92486, 65, 1, 27, "Input"], Cell[2920304, 92489, 41, 1, 27, "Input"], Cell[2920348, 92492, 53, 1, 27, "Input"], Cell[CellGroupData[{ Cell[2920426, 92497, 78, 1, 27, "Input"], Cell[2920507, 92500, 17535, 480, 70, 4343, 313, "GraphicsData", "PostScript", \ "Graphics"], Cell[2938045, 92982, 130, 3, 70, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[2938212, 92990, 77, 1, 27, "Input"], Cell[2938292, 92993, 18666, 467, 70, 3880, 280, "GraphicsData", "PostScript", \ "Graphics"], Cell[2956961, 93462, 130, 3, 70, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[2957128, 93470, 59, 1, 27, "Input"], Cell[2957190, 93473, 18666, 467, 70, 3880, 280, "GraphicsData", "PostScript", \ "Graphics"], Cell[2975859, 93942, 130, 3, 70, "Output"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell[2976038, 93951, 38, 0, 30, "Subsection"], Cell[2976079, 93953, 466, 8, 178, "Text"] }, Closed]] }, Open ]] }, Open ]] } ] *) (******************************************************************* End of Mathematica Notebook file. *******************************************************************)