Ab sofort LaTeX Tags



  • Hallo zusammen!

    Gerard hat sich mächtig ins Zeug gelegt und ab sofort gibt es LaTeX tags!

    Der Tag ist (wer hätte es Gedacht ;)) [ l a t e x ] und endet mit [ / l a t e x ]. Ihr benötigt keinen Vorspann wie documentclass etc. sondern könnt sofort losschreiben.

    Fröhliches Formelsetzen
    Jester



  • Da bin ich ja mal gespannt, wie das aussieht:

    (1+i1i)4=sin2ϕ+cos2ϕ\left(\frac{1+i}{1-i}\right)^4=\sqrt{\sin^2\phi+\cos^2\phi}

    \TeX \LaTeX

    Sieht gut aus 🙂



  • Große Klasse !
    CPP-Forum strikes back 🙂

    Jetzt fehlt eigentlich nur noch die thematische Erweiterung dieses Forums um Theoretische Informatik. Dann wärs perfekt.

    Test:

    e^{i \pi}+1=0$ $$\left( \begin{array}{cc} cos(\varphi) & -sin(\varphi) \\ sin(\varphi) & cos(\varphi) \\ \end{array} \right)

    O(f):={g:NNc>0,n_0N,nn_0:g(n)cf(n)}O(f) := \lbrace g: \mathbb{N} \rightarrow \mathbb{N} | \exists c>0, \exists n\_0 \in \mathbb{N}, \forall n \geq n\_0 : g(n)\leq c \cdot f(n) \rbrace



  • Hey cool, jetzt wärs nur noch gut sich damit auszukennen. 🙄

    e^{ln(x)}=x$


  • 1+1=71+1=7 🙂



  • Wieviel Zeichen sind erlaubt ? Bzw. mehr als eine Zeile erlaubt ?

    {(d_xx_11y1)(d_xx_11+d_yx_12y1)+(d_yx_21y2)(d_xx_21+d_yx_22y2),(d_xx_12y1)(d_xx_11+d_yx_12y1)+(d_yx_22y2)(d_xx_21+d_yx_22y2)}\{ \left( {d\_x}\,{x\_{11}} - {y_1} \right) \, \left( {d\_x}\,{x\_{11}} + {d\_y}\,{x\_{12}} - {y_1} \right) + \left( {d\_y}\,{x\_{21}} - {y_2} \right) \, \left( {d\_x}\,{x\_{21}} + {d\_y}\,{x\_{22}} - {y_2} \right) , \left( {d\_x}\,{x\_{12}} - {y_1} \right) \, \left( {d\_x}\,{x\_{11}} + {d\_y}\,{x\_{12}} - {y_1} \right) + \left( {d\_y}\,{x\_{22}} - {y_2} \right) \, \left( {d\_x}\,{x\_{21}} + {d\_y}\,{x\_{22}} - {y_2} \right) \}

    wird abgeschnitten, und war

    \{ \left( {d_x}\,{x_{11}} - {y_1} \right) \,
    \left( {d_x}\,{x_{11}} + {d_y}\,{x_{12}} - {y_1} \right) +
    \left( {d_y}\,{x_{21}} - {y_2} \right) \,
    \left( {d_x}\,{x_{21}} + {d_y}\,{x_{22}} - {y_2} \right) ,
    \left( {d_x}\,{x_{12}} - {y_1} \right) \,
    \left( {d_x}\,{x_{11}} + {d_y}\,{x_{12}} - {y_1} \right) +
    \left( {d_y}\,{x_{22}} - {y_2} \right) \,
    \left( {d_x}\,{x_{21}} + {d_y}\,{x_{22}} - {y_2} \right) \}

    Gruß Winn



  • Und außerdem kann man keine Formeln brechen.

    \begin{align}
    f(x,y) &= xy \\
           &= yx
    \end{align}
    

    Wird zu

    \begin{align} f(x,y) &= xy \\ &= yx \end{align}

  • |  Mod

    Seltsam.

    $$ $$
    
    \begin{eqnarray}
    f(x,y) & = & xy \\
           & = & yx
    \end{eqnarray}
    

    wird zu:

    $$

    \begin{eqnarray}
    f(x,y) & = & xy \
    & = & yx
    \end{eqnarray}$$

    Man beachte die $$ $$ am Anfang. 🙂



  • Ja, das geht so:

    $$ $$
    
    \begin{eqnarray*}
    f(x,y) &=& xy \\
           &=& yx
    \end{eqnarray*}
    
    $$

    \begin{eqnarray*}
    f(x,y) &=& xy \
    &=& yx
    \end{eqnarray*}$$

    Woher wusstest du das mit den Dollarzeichen?

    P.S.: align geht aber auch so ned.



  • Scheint ein Bug im LaTeX-Parser zu sein.

    Nö, ein PEBKAC 😉 eqnarray versetzt Latex in den math-Mode, d.h. es kann selbst im math-mode nicht benutzt werden (folglich nur im Paragraph-Mode und vll im LR-Mode). Das Progrämmle, was uns hier die Bildchen macht, startet aber standardmäßig im math-Mode. Ich hab leider auch nichts besseres gefunden, um den abzuschalten, aber wenigstens tut es ein einzelnes $-Zeichen 😉

    $\begin{eqnarray*}
    f(x,y) & = & xy \\
           & = & yx
    \end{eqnarray*}
    
    $\begin{eqnarray*} f(x,y) & = & xy \\ & = & yx \end{eqnarray*}


  • $ \setlength{\unitlength}{1mm} \begin{picture}(50,50) \circle*{30}\circle{20} \end{picture} \immediate\openout1{text.tex} \write1{Test}

    Habt ihr die TeX-Primitive zum Schreiben und Lesen von Dateien ausgeschaltet?



  • Mal schauen:

    $ \begin{figure}[t] \begin{center} \unitlength1.00mm \linethickness{0.6pt} \begin{picture}(145,75) \bezier{300}(35,25)(35,25)(70,25) \bezier{300}(35,25)(35,25)(10,10) \bezier{300}(35,25)(35,25)(35,65) \bezier{300}(70,25)(70,25)(67,24) \bezier{300}(70,25)(70,25)(67,26) % Koordinatenkreuz 1 mit Pfeilen \bezier{300}(35,65)(35,65)(34,62) % und Achsenbezeichnungen \bezier{300}(35,65)(35,65)(36,62) \bezier{300}(10,10)(10,10)(13,10.5) \bezier{300}(10,10)(10,10)(12,12.5) \put(8,8){\makebox(0,0)[cc]{$x_1$}} \put(74,24){\makebox(0,0)[cc]{$x_2$}} \put(36,67){\makebox(0,0)[cc]{$x_3$}} \bezier{300}(105,25)(105,25)(140,25) \bezier{300}(105,25)(105,25)(80,10) \bezier{300}(105,25)(105,25)(105,65) \bezier{300}(140,25)(140,25)(137,24) \bezier{300}(140,25)(140,25)(137,26) % Koordinatenkreuz 2 mit Pfeilen \bezier{300}(105,65)(105,65)(104,62) % und Achsenbezeichnungen \bezier{300}(105,65)(105,65)(106,62) \bezier{300}(80,10)(80,10)(83,10.5) \bezier{300}(80,10)(80,10)(82,12.5) \put(78,8){\makebox(0,0)[cc]{$x_1$}} \put(144,24){\makebox(0,0)[cc]{$x_2$}} \put(106,67){\makebox(0,0)[cc]{$x_3$}} \bezier{300}(35,55)(35,55)(55,25) \bezier{300}(35,55)(35,55)(18,15) %Rand der Ebene links \bezier{300}(18,15)(18,15)(55,25) \bezier{300}(105,55)(105,55)(125,25) \bezier{300}(105,55)(105,55)(88,15) %Rand der Ebene rechts \bezier{300}(88,15)(88,15)(125,25) \linethickness{0.2pt} %Schraffierung in linker Figur \bezier{300}(37,52)(37,52)(32.66,49.39) \bezier{300}(39,49)(39,49)(30.26,43.75) \bezier{300}(41,46)(41,46)(27.86,38.11) \bezier{300}(43,43)(43,43)(25.46,32.47) \bezier{300}(45,40)(45,40)(23.06,26.83) \bezier{300}(47,37)(47,37)(20.66,21.19) \bezier{300}(49,34)(49,34)(18.26,15.55) \bezier{300}(51,31)(51,31)(29.54,18.13) \bezier{300}(53,28)(53,28)(42.27,21.56) \linethickness{0.4pt} \bezier{10}(43,25)(40,23.2)(37,21.4) \bezier{10}(37,21.4)(33,21.4)(29,21.4) %Markierung f"ur {\hat x}Fig1 \bezier{20}(37,21.4)(37,30)(37,38) \bezier{10}(113,25)(110,23.2)(107,21.4) \bezier{10}(107,21.4)(103,21.4)(99,21.4) %Markierung f"ur {\hat x}Fig2 \bezier{20}(107,21.4)(107,30)(107,38) \bezier{15}(95,30.8)(95,25.4)(95,19) \put(37,38){\circle*{1}} \put(107,38){\circle*{1}} % Punkte rechts und links \put(95,30.8){\circle*{1}} \put(105,55){\circle*{1}} \bezier{300}(107,38)(107,38)(95,30.8) \bezier{300}(95,30.8)(95,30.8)(97,33) \bezier{300}(95,30.8)(96.4,31.1)(97.8,31.4) % Pfeile Figur2 \bezier{300}(105,55)(105,55)(102.5,52) \bezier{300}(105,55)(105,55)(104.6,51) \put(39.5,39){\makebox(0,0)[cc]{$\xh$}} % Symbole \put(110,39){\makebox(0,0)[cc]{$\xh$}} \put(53,60){\makebox(0,0)[cc]{$M'=\hat x+$Ker$\mathbf{A}$}} \put(57.6,54){\makebox(0,0)[cc]{$M=M'\cup\{\mathbf{x}\ge\mathbf{0}\}$}} \put(122,57){\makebox(0,0)[cc]{$\hat{x}+\lambda\_1v\_1+\lambda\_2v\_2$}} \put(122,52){\makebox(0,0)[cc]{($x\_1=x\_2=0$)}} \put(86,34){\makebox(0,0)[cc]{$\hat{x}+\lambda\_1v\_1$}} \put(86,29){\makebox(0,0)[cc]{($x_2$$=0$)}} \end{picture} \caption{Zul\"assiger Bereich und Basisvektoren}\label{picture} \end{center} \end{figure}

    Sehr geil! 😉



  • die align-Umgebung gibts im Standard-Latex gar nicht, dazu brauchst du \usepackage{amsmath}. Ausserdem gibts die selbst dann auch nur im Paragraph-Mode.



  • Darf ich fragen, wie du das gemacht hast? Von Hand sicher nicht ...



  • Bashar schrieb:

    die align-Umgebung gibts im Standard-Latex gar nicht, dazu brauchst du \usepackage{amsmath}. Ausserdem gibts die selbst dann auch nur im Paragraph-Mode.

    Ja, klar, deswegen ja das $ davor. 😉 Aber OK, das mit dem zusätzlichen Package wusste ich ned.

    Bashar schrieb:

    Darf ich fragen, wie du das gemacht hast? Von Hand sicher nicht ...

    Na ja, dieses Bildchen kannst du in meiner Arbeit über lineare Optimierung sehen (meine HP). Wollte nur sehen, ob's hier geht. Aber ich hab's glaube ich damals "per Hand" gemacht, ja.

    EDIT: Ach jetzt verstehe ich, wie du "nicht per Hand" meinst. Du meinst sicher, dass ich ein Programm dazu benutzt habe. Hab ich aber nicht. Jede Linie schön eingegeben. Ist ja auch nicht so schwer. Schwerer wird's bei irgendwelchen Kurven.



  • dU=0\oint{dU}=0

    cool



  • test

    \left( \begin{array}{1111} a_{11} & a_{12} & \ldots & a_{1n} \\ a_{21} & a_{22} & \ldots & a_{2n} \\ \vdots & \vdots & \ddots & \vdots \\ a_{n1} & a_{n2} & \ldots & a_{nn} \\ \end{array} \right)


  • test
    \omega\in L^1(a,b),\ Q\_n([a,b])\longrightarrow\mathbb{R}\ Q\_n(f):=\sum\limits_{k=0}^n\omega\_kf\_k(x_k)

    PS: wieso geht das hier nicht? \omega\in L1(a,b), Q_n([a,b])\longrightarrow\mathbb{R} Q_n(f):=\sum\limits_{k=0}n\omega_kf_k(x_k)



  • [latex]
    % GNUPLOT: LaTeX picture
    \setlength{\unitlength}{0.240900pt}
    \ifx\plotpoint\undefined\newsavebox{\plotpoint}\fi
    \sbox{\plotpoint}{\rule[-0.200pt]{0.400pt}{0.400pt}}%
    \begin{picture}(1500,900)(0,0)
    \sbox{\plotpoint}{\rule[-0.200pt]{0.400pt}{0.400pt}}%
    \multiput(714.58,695.07)(0.498,-1.062){67}{\rule{0.120pt}{0.946pt}}
    \multiput(713.17,697.04)(35.000,-72.037){2}{\rule{0.400pt}{0.473pt}}
    \multiput(618.85,703.92)(-0.522,-0.498){85}{\rule{0.518pt}{0.120pt}}
    \multiput(619.92,704.17)(-44.924,-44.000){2}{\rule{0.259pt}{0.400pt}}
    \multiput(693.58,675.91)(0.497,-0.809){59}{\rule{0.120pt}{0.745pt}}
    \multiput(692.17,677.45)(31.000,-48.453){2}{\rule{0.400pt}{0.373pt}}
    \multiput(580.58,619.00)(0.496,0.740){39}{\rule{0.119pt}{0.690pt}}
    \multiput(579.17,619.00)(21.000,29.567){2}{\rule{0.400pt}{0.345pt}}
    \multiput(544.00,672.92)(1.196,-0.496){45}{\rule{1.050pt}{0.120pt}}
    \multiput(544.00,673.17)(54.821,-24.000){2}{\rule{0.525pt}{0.400pt}}
    \multiput(624.63,645.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(630.81,644.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(619.92,700.02)(-0.496,-1.389){37}{\rule{0.119pt}{1.200pt}}
    \multiput(620.17,702.51)(-20.000,-52.509){2}{\rule{0.400pt}{0.600pt}}
    \multiput(621.58,705.00)(0.496,0.595){39}{\rule{0.119pt}{0.576pt}}
    \multiput(620.17,705.00)(21.000,23.804){2}{\rule{0.400pt}{0.288pt}}
    \multiput(676.92,764.88)(-0.498,-0.513){69}{\rule{0.120pt}{0.511pt}}
    \multiput(677.17,765.94)(-36.000,-35.939){2}{\rule{0.400pt}{0.256pt}}
    \multiput(544.58,671.05)(0.498,-0.765){69}{\rule{0.120pt}{0.711pt}}
    \multiput(543.17,672.52)(36.000,-53.524){2}{\rule{0.400pt}{0.356pt}}
    \put(559,617.17){\rule{4.300pt}{0.400pt}}
    \multiput(559.00,616.17)(12.075,2.000){2}{\rule{2.150pt}{0.400pt}}
    \multiput(587.54,613.59)(-0.943,0.482){9}{\rule{0.833pt}{0.116pt}}
    \multiput(589.27,612.17)(-9.270,6.000){2}{\rule{0.417pt}{0.400pt}}
    \multiput(635.92,641.06)(-0.494,-1.073){29}{\rule{0.119pt}{0.950pt}}
    \multiput(636.17,643.03)(-16.000,-32.028){2}{\rule{0.400pt}{0.475pt}}
    \multiput(678.58,763.45)(0.498,-0.948){69}{\rule{0.120pt}{0.856pt}}
    \multiput(677.17,765.22)(36.000,-66.224){2}{\rule{0.400pt}{0.428pt}}
    \multiput(693.00,679.58)(0.523,0.496){37}{\rule{0.520pt}{0.119pt}}
    \multiput(693.00,678.17)(19.921,20.000){2}{\rule{0.260pt}{0.400pt}}
    \multiput(654.37,730.92)(-0.667,-0.497){51}{\rule{0.633pt}{0.120pt}}
    \multiput(655.69,731.17)(-34.685,-27.000){2}{\rule{0.317pt}{0.400pt}}
    \multiput(664.05,638.59)(-2.705,0.485){11}{\rule{2.157pt}{0.117pt}}
    \multiput(668.52,637.17)(-31.523,7.000){2}{\rule{1.079pt}{0.400pt}}
    \multiput(655.92,724.36)(-0.496,-2.204){37}{\rule{0.119pt}{1.840pt}}
    \multiput(656.17,728.18)(-20.000,-83.181){2}{\rule{0.400pt}{0.920pt}}
    \multiput(656.58,619.00)(0.495,0.558){31}{\rule{0.119pt}{0.547pt}}
    \multiput(655.17,619.00)(17.000,17.865){2}{\rule{0.400pt}{0.274pt}}
    \multiput(699.28,631.59)(-2.628,0.485){11}{\rule{2.100pt}{0.117pt}}
    \multiput(703.64,630.17)(-30.641,7.000){2}{\rule{1.050pt}{0.400pt}}
    \multiput(691.92,675.18)(-0.496,-1.033){37}{\rule{0.119pt}{0.920pt}}
    \multiput(692.17,677.09)(-20.000,-39.090){2}{\rule{0.400pt}{0.460pt}}
    \multiput(657.58,729.14)(0.498,-0.737){69}{\rule{0.120pt}{0.689pt}}
    \multiput(656.17,730.57)(36.000,-51.570){2}{\rule{0.400pt}{0.344pt}}
    \multiput(523.00,654.58)(0.523,0.496){37}{\rule{0.520pt}{0.119pt}}
    \multiput(523.00,653.17)(19.921,20.000){2}{\rule{0.260pt}{0.400pt}}
    \multiput(523.58,651.88)(0.498,-0.513){69}{\rule{0.120pt}{0.511pt}}
    \multiput(522.17,652.94)(36.000,-35.939){2}{\rule{0.400pt}{0.256pt}}
    \multiput(539.00,618.95)(4.258,-0.447){3}{\rule{2.767pt}{0.108pt}}
    \multiput(539.00,619.17)(14.258,-3.000){2}{\rule{1.383pt}{0.400pt}}
    \put(559,615.67){\rule{0.482pt}{0.400pt}}
    \multiput(560.00,615.17)(-1.000,1.000){2}{\rule{0.241pt}{0.400pt}}
    \multiput(750.00,623.95)(8.723,-0.447){3}{\rule{5.433pt}{0.108pt}}
    \multiput(750.00,624.17)(28.723,-3.000){2}{\rule{2.717pt}{0.400pt}}
    \multiput(851.37,638.92)(-1.599,-0.494){25}{\rule{1.357pt}{0.119pt}}
    \multiput(854.18,639.17)(-41.183,-14.000){2}{\rule{0.679pt}{0.400pt}}
    \multiput(836.00,629.58)(0.967,0.492){19}{\rule{0.864pt}{0.118pt}}
    \multiput(836.00,628.17)(19.207,11.000){2}{\rule{0.432pt}{0.400pt}}
    \multiput(884.05,633.59)(-2.705,0.485){11}{\rule{2.157pt}{0.117pt}}
    \multiput(888.52,632.17)(-31.523,7.000){2}{\rule{1.079pt}{0.400pt}}
    \put(688.0,631.0){\rule[-0.200pt]{4.818pt}{0.400pt}}
    \put(708,629.17){\rule{2.700pt}{0.400pt}}
    \multiput(715.40,628.17)(-7.396,2.000){2}{\rule{1.350pt}{0.400pt}}
    \multiput(503.58,626.00)(0.496,0.702){37}{\rule{0.119pt}{0.660pt}}
    \multiput(502.17,626.00)(20.000,26.630){2}{\rule{0.400pt}{0.330pt}}
    \multiput(872.00,623.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(872.00,622.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(921.94,624.59)(-2.067,0.489){15}{\rule{1.700pt}{0.118pt}}
    \multiput(925.47,623.17)(-32.472,9.000){2}{\rule{0.850pt}{0.400pt}}
    \multiput(657.58,732.00)(0.496,0.837){39}{\rule{0.119pt}{0.767pt}}
    \multiput(656.17,732.00)(21.000,33.409){2}{\rule{0.400pt}{0.383pt}}
    \multiput(482.00,611.58)(0.702,0.494){27}{\rule{0.660pt}{0.119pt}}
    \multiput(482.00,610.17)(19.630,15.000){2}{\rule{0.330pt}{0.400pt}}
    \multiput(528.62,620.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(533.81,619.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(815.00,616.58)(0.814,0.493){23}{\rule{0.746pt}{0.119pt}}
    \multiput(815.00,615.17)(19.451,13.000){2}{\rule{0.373pt}{0.400pt}}
    \multiput(779.00,621.59)(3.730,0.488){13}{\rule{2.950pt}{0.117pt}}
    \multiput(779.00,620.17)(50.877,8.000){2}{\rule{1.475pt}{0.400pt}}
    \multiput(861.62,623.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(866.81,622.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(908.00,614.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(908.00,613.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(953.90,618.59)(-3.112,0.482){9}{\rule{2.433pt}{0.116pt}}
    \multiput(958.95,617.17)(-29.949,6.000){2}{\rule{1.217pt}{0.400pt}}
    \multiput(574.00,612.95)(10.286,-0.447){3}{\rule{6.367pt}{0.108pt}}
    \multiput(574.00,613.17)(33.786,-3.000){2}{\rule{3.183pt}{0.400pt}}
    \multiput(683.19,629.92)(-1.340,-0.495){31}{\rule{1.159pt}{0.119pt}}
    \multiput(685.59,630.17)(-42.595,-17.000){2}{\rule{0.579pt}{0.400pt}}
    \multiput(759.00,615.59)(1.756,0.482){9}{\rule{1.433pt}{0.116pt}}
    \multiput(759.00,614.17)(17.025,6.000){2}{\rule{0.717pt}{0.400pt}}
    \multiput(724.00,627.93)(3.597,-0.488){13}{\rule{2.850pt}{0.117pt}}
    \multiput(724.00,628.17)(49.085,-8.000){2}{\rule{1.425pt}{0.400pt}}
    \multiput(802.63,616.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(808.81,615.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(518.00,613.59)(1.560,0.485){11}{\rule{1.300pt}{0.117pt}}
    \multiput(518.00,612.17)(18.302,7.000){2}{\rule{0.650pt}{0.400pt}}
    \multiput(563.90,614.59)(-3.112,0.482){9}{\rule{2.433pt}{0.116pt}}
    \multiput(568.95,613.17)(-29.949,6.000){2}{\rule{1.217pt}{0.400pt}}
    \multiput(667.00,618.58)(0.814,0.493){23}{\rule{0.746pt}{0.119pt}}
    \multiput(667.00,617.17)(19.451,13.000){2}{\rule{0.373pt}{0.400pt}}
    \put(688,629.17){\rule{7.300pt}{0.400pt}}
    \multiput(708.85,628.17)(-20.848,2.000){2}{\rule{3.650pt}{0.400pt}}
    \multiput(851.00,610.58)(0.814,0.493){23}{\rule{0.746pt}{0.119pt}}
    \multiput(851.00,609.17)(19.451,13.000){2}{\rule{0.373pt}{0.400pt}}
    \multiput(900.94,614.59)(-2.067,0.489){15}{\rule{1.700pt}{0.118pt}}
    \multiput(904.47,613.17)(-32.472,9.000){2}{\rule{0.850pt}{0.400pt}}
    \multiput(944.00,608.58)(1.017,0.491){17}{\rule{0.900pt}{0.118pt}}
    \multiput(944.00,607.17)(18.132,10.000){2}{\rule{0.450pt}{0.400pt}}
    \multiput(993.61,608.58)(-1.850,0.491){17}{\rule{1.540pt}{0.118pt}}
    \multiput(996.80,607.17)(-32.804,10.000){2}{\rule{0.770pt}{0.400pt}}
    \multiput(461.00,604.59)(1.560,0.485){11}{\rule{1.300pt}{0.117pt}}
    \multiput(461.00,603.17)(18.302,7.000){2}{\rule{0.650pt}{0.400pt}}
    \put(482,611.17){\rule{7.300pt}{0.400pt}}
    \multiput(502.85,612.17)(-20.848,-2.000){2}{\rule{3.650pt}{0.400pt}}
    \multiput(794.00,604.58)(0.884,0.492){21}{\rule{0.800pt}{0.119pt}}
    \multiput(794.00,603.17)(19.340,12.000){2}{\rule{0.400pt}{0.400pt}}
    \multiput(840.62,610.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(845.81,609.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(1195,490)(16.510,-12.579){2}{\usebox{\plotpoint}}
    \put(1216,474){\usebox{\plotpoint}}
    \multiput(1252,512)(-14.274,-15.068){3}{\usebox{\plotpoint}}
    \put(1216,474){\usebox{\plotpoint}}
    \multiput(554.00,610.60)(2.821,0.468){5}{\rule{2.100pt}{0.113pt}}
    \multiput(554.00,609.17)(15.641,4.000){2}{\rule{1.050pt}{0.400pt}}
    \multiput(597.63,609.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(603.81,608.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(887.00,604.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(887.00,603.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(933.62,608.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(938.81,607.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(980.00,600.59)(1.286,0.488){13}{\rule{1.100pt}{0.117pt}}
    \multiput(980.00,599.17)(17.717,8.000){2}{\rule{0.550pt}{0.400pt}}
    \multiput(1027.05,601.59)(-2.705,0.485){11}{\rule{2.157pt}{0.117pt}}
    \multiput(1031.52,600.17)(-31.523,7.000){2}{\rule{1.079pt}{0.400pt}}
    \multiput(703.00,615.58)(0.754,0.494){25}{\rule{0.700pt}{0.119pt}}
    \multiput(703.00,614.17)(19.547,14.000){2}{\rule{0.350pt}{0.400pt}}
    \multiput(754.43,615.58)(-1.268,0.494){25}{\rule{1.100pt}{0.119pt}}
    \multiput(756.72,614.17)(-32.717,14.000){2}{\rule{0.550pt}{0.400pt}}
    \multiput(646.00,603.58)(0.702,0.494){27}{\rule{0.660pt}{0.119pt}}
    \multiput(646.00,602.17)(19.630,15.000){2}{\rule{0.330pt}{0.400pt}}
    \multiput(610.00,609.59)(3.291,0.489){15}{\rule{2.633pt}{0.118pt}}
    \multiput(610.00,608.17)(51.534,9.000){2}{\rule{1.317pt}{0.400pt}}
    \multiput(682.66,615.61)(-7.830,0.447){3}{\rule{4.900pt}{0.108pt}}
    \multiput(692.83,614.17)(-25.830,3.000){2}{\rule{2.450pt}{0.400pt}}
    \multiput(739.00,604.58)(0.920,0.492){19}{\rule{0.827pt}{0.118pt}}
    \multiput(739.00,603.17)(18.283,11.000){2}{\rule{0.414pt}{0.400pt}}
    \multiput(788.30,604.58)(-1.628,0.492){19}{\rule{1.373pt}{0.118pt}}
    \multiput(791.15,603.17)(-32.151,11.000){2}{\rule{0.686pt}{0.400pt}}
    \multiput(830.00,599.58)(0.967,0.492){19}{\rule{0.864pt}{0.118pt}}
    \multiput(830.00,598.17)(19.207,11.000){2}{\rule{0.432pt}{0.400pt}}
    \multiput(876.62,604.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(881.81,603.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(497.00,602.58)(0.967,0.492){19}{\rule{0.864pt}{0.118pt}}
    \multiput(497.00,601.17)(19.207,11.000){2}{\rule{0.432pt}{0.400pt}}
    \multiput(533.66,610.61)(-7.830,0.447){3}{\rule{4.900pt}{0.108pt}}
    \multiput(543.83,609.17)(-25.830,3.000){2}{\rule{2.450pt}{0.400pt}}
    \multiput(590.00,601.59)(1.286,0.488){13}{\rule{1.100pt}{0.117pt}}
    \multiput(590.00,600.17)(17.717,8.000){2}{\rule{0.550pt}{0.400pt}}
    \multiput(635.62,603.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(640.81,602.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(1016.00,593.59)(1.286,0.488){13}{\rule{1.100pt}{0.117pt}}
    \multiput(1016.00,592.17)(17.717,8.000){2}{\rule{0.550pt}{0.400pt}}
    \multiput(1066.60,611.92)(-1.530,-0.492){21}{\rule{1.300pt}{0.119pt}}
    \multiput(1069.30,612.17)(-33.302,-12.000){2}{\rule{0.650pt}{0.400pt}}
    \multiput(923.00,599.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(923.00,598.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(972.11,600.59)(-2.343,0.488){13}{\rule{1.900pt}{0.117pt}}
    \multiput(976.06,599.17)(-32.056,8.000){2}{\rule{0.950pt}{0.400pt}}
    \multiput(440.00,597.59)(1.560,0.485){11}{\rule{1.300pt}{0.117pt}}
    \multiput(440.00,596.17)(18.302,7.000){2}{\rule{0.650pt}{0.400pt}}
    \put(461,602.17){\rule{7.300pt}{0.400pt}}
    \multiput(481.85,601.17)(-20.848,2.000){2}{\rule{3.650pt}{0.400pt}}
    \multiput(774.00,595.59)(1.135,0.489){15}{\rule{0.989pt}{0.118pt}}
    \multiput(774.00,594.17)(17.948,9.000){2}{\rule{0.494pt}{0.400pt}}
    \multiput(817.63,599.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(823.81,598.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(682.00,598.58)(0.618,0.495){31}{\rule{0.594pt}{0.119pt}}
    \multiput(682.00,597.17)(19.767,17.000){2}{\rule{0.297pt}{0.400pt}}
    \multiput(733.15,604.58)(-1.675,0.492){19}{\rule{1.409pt}{0.118pt}}
    \multiput(736.08,603.17)(-33.075,11.000){2}{\rule{0.705pt}{0.400pt}}
    \multiput(866.00,595.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(866.00,594.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(910.63,599.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(916.81,598.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(959.00,593.59)(1.560,0.485){11}{\rule{1.300pt}{0.117pt}}
    \multiput(959.00,592.17)(18.302,7.000){2}{\rule{0.650pt}{0.400pt}}
    \multiput(1007.05,593.59)(-2.705,0.485){11}{\rule{2.157pt}{0.117pt}}
    \multiput(1011.52,592.17)(-31.523,7.000){2}{\rule{1.079pt}{0.400pt}}
    \multiput(626.00,592.58)(0.920,0.492){19}{\rule{0.827pt}{0.118pt}}
    \multiput(626.00,591.17)(18.283,11.000){2}{\rule{0.414pt}{0.400pt}}
    \multiput(669.63,598.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(675.81,597.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(533.00,597.58)(0.814,0.493){23}{\rule{0.746pt}{0.119pt}}
    \multiput(533.00,596.17)(19.451,13.000){2}{\rule{0.373pt}{0.400pt}}
    \multiput(582.94,601.59)(-2.067,0.489){15}{\rule{1.700pt}{0.118pt}}
    \multiput(586.47,600.17)(-32.472,9.000){2}{\rule{0.850pt}{0.400pt}}
    \multiput(718.00,592.58)(0.884,0.492){21}{\rule{0.800pt}{0.119pt}}
    \multiput(718.00,591.17)(19.340,12.000){2}{\rule{0.400pt}{0.400pt}}
    \multiput(767.13,595.59)(-2.009,0.489){15}{\rule{1.656pt}{0.118pt}}
    \multiput(770.56,594.17)(-31.564,9.000){2}{\rule{0.828pt}{0.400pt}}
    \multiput(810.00,590.59)(1.135,0.489){15}{\rule{0.989pt}{0.118pt}}
    \multiput(810.00,589.17)(17.948,9.000){2}{\rule{0.494pt}{0.400pt}}
    \multiput(850.64,595.60)(-5.160,0.468){5}{\rule{3.700pt}{0.113pt}}
    \multiput(858.32,594.17)(-28.320,4.000){2}{\rule{1.850pt}{0.400pt}}
    \multiput(476.00,591.58)(0.967,0.492){19}{\rule{0.864pt}{0.118pt}}
    \multiput(476.00,590.17)(19.207,11.000){2}{\rule{0.432pt}{0.400pt}}
    \multiput(520.63,597.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(526.81,596.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(1144.58,613.17)(0.495,-1.037){33}{\rule{0.119pt}{0.922pt}}
    \multiput(1143.17,615.09)(18.000,-35.086){2}{\rule{0.400pt}{0.461pt}}
    \multiput(902.00,589.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(902.00,588.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(948.62,593.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(953.81,592.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(995.00,588.59)(2.269,0.477){7}{\rule{1.780pt}{0.115pt}}
    \multiput(995.00,587.17)(17.306,5.000){2}{\rule{0.890pt}{0.400pt}}
    \multiput(1043.32,599.93)(-2.277,-0.488){13}{\rule{1.850pt}{0.117pt}}
    \multiput(1047.16,600.17)(-31.160,-8.000){2}{\rule{0.925pt}{0.400pt}}
    \multiput(569.00,590.58)(0.967,0.492){19}{\rule{0.864pt}{0.118pt}}
    \multiput(569.00,589.17)(19.207,11.000){2}{\rule{0.432pt}{0.400pt}}
    \multiput(618.94,592.59)(-2.067,0.489){15}{\rule{1.700pt}{0.118pt}}
    \multiput(622.47,591.17)(-32.472,9.000){2}{\rule{0.850pt}{0.400pt}}
    \multiput(661.00,586.58)(0.884,0.492){21}{\rule{0.800pt}{0.119pt}}
    \multiput(661.00,585.17)(19.340,12.000){2}{\rule{0.400pt}{0.400pt}}
    \multiput(707.62,592.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(712.81,591.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(1051.00,601.58)(0.884,0.492){21}{\rule{0.800pt}{0.119pt}}
    \multiput(1051.00,600.17)(19.340,12.000){2}{\rule{0.400pt}{0.400pt}}
    \multiput(1104.74,632.92)(-0.862,-0.496){39}{\rule{0.786pt}{0.119pt}}
    \multiput(1106.37,633.17)(-34.369,-21.000){2}{\rule{0.393pt}{0.400pt}}
    \multiput(420.00,587.58)(1.017,0.491){17}{\rule{0.900pt}{0.118pt}}
    \multiput(420.00,586.17)(18.132,10.000){2}{\rule{0.450pt}{0.400pt}}
    \multiput(465.62,591.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(470.81,590.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(753.00,587.59)(1.352,0.488){13}{\rule{1.150pt}{0.117pt}}
    \multiput(753.00,586.17)(18.613,8.000){2}{\rule{0.575pt}{0.400pt}}
    \multiput(797.63,590.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(803.81,589.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(1187,516)(6.104,-19.838){2}{\usebox{\plotpoint}}
    \put(1195,490){\usebox{\plotpoint}}
    \multiput(1174,518)(12.453,-16.604){2}{\usebox{\plotpoint}}
    \put(1195,490){\usebox{\plotpoint}}
    \put(1231.00,517.00){\usebox{\plotpoint}}
    \put(1228,515){\usebox{\plotpoint}}
    \multiput(1222,510)(-16.678,-12.354){2}{\usebox{\plotpoint}}
    \put(1195,490){\usebox{\plotpoint}}
    \multiput(846.00,585.58)(1.017,0.491){17}{\rule{0.900pt}{0.118pt}}
    \multiput(846.00,584.17)(18.132,10.000){2}{\rule{0.450pt}{0.400pt}}
    \multiput(891.62,589.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(896.81,588.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(1231,517)(20.191,-4.807){2}{\usebox{\plotpoint}}
    \put(1252,512){\usebox{\plotpoint}}
    \multiput(1288,660)(-4.906,-20.167){8}{\usebox{\plotpoint}}
    \put(1252,512){\usebox{\plotpoint}}
    \multiput(512.00,586.58)(0.967,0.492){19}{\rule{0.864pt}{0.118pt}}
    \multiput(512.00,585.17)(19.207,11.000){2}{\rule{0.432pt}{0.400pt}}
    \multiput(560.05,590.59)(-2.705,0.485){11}{\rule{2.157pt}{0.117pt}}
    \multiput(564.52,589.17)(-31.523,7.000){2}{\rule{1.079pt}{0.400pt}}
    \multiput(605.00,584.59)(1.352,0.488){13}{\rule{1.150pt}{0.117pt}}
    \multiput(605.00,583.17)(18.613,8.000){2}{\rule{0.575pt}{0.400pt}}
    \multiput(650.90,586.59)(-3.112,0.482){9}{\rule{2.433pt}{0.116pt}}
    \multiput(655.95,585.17)(-29.949,6.000){2}{\rule{1.217pt}{0.400pt}}
    \multiput(938.00,585.59)(1.352,0.488){13}{\rule{1.150pt}{0.117pt}}
    \multiput(938.00,584.17)(18.613,8.000){2}{\rule{0.575pt}{0.400pt}}
    \multiput(982.63,588.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(988.81,587.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(697.00,582.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(697.00,581.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(740.96,587.59)(-3.827,0.477){7}{\rule{2.900pt}{0.115pt}}
    \multiput(746.98,586.17)(-28.981,5.000){2}{\rule{1.450pt}{0.400pt}}
    \multiput(456.00,582.59)(1.135,0.489){15}{\rule{0.989pt}{0.118pt}}
    \multiput(456.00,581.17)(17.948,9.000){2}{\rule{0.494pt}{0.400pt}}
    \multiput(499.63,586.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(505.81,585.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(789.00,581.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(789.00,580.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(833.63,585.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(839.81,584.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(548.00,580.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(548.00,579.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(594.62,584.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(599.81,583.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(882.00,580.59)(1.135,0.489){15}{\rule{0.989pt}{0.118pt}}
    \multiput(882.00,579.17)(17.948,9.000){2}{\rule{0.494pt}{0.400pt}}
    \multiput(922.64,585.60)(-5.160,0.468){5}{\rule{3.700pt}{0.113pt}}
    \multiput(930.32,584.17)(-28.320,4.000){2}{\rule{1.850pt}{0.400pt}}
    \multiput(641.00,578.59)(1.286,0.488){13}{\rule{1.100pt}{0.117pt}}
    \multiput(641.00,577.17)(17.717,8.000){2}{\rule{0.550pt}{0.400pt}}
    \multiput(681.64,582.60)(-5.160,0.468){5}{\rule{3.700pt}{0.113pt}}
    \multiput(689.32,581.17)(-28.320,4.000){2}{\rule{1.850pt}{0.400pt}}
    \multiput(1031.00,583.58)(0.554,0.495){33}{\rule{0.544pt}{0.119pt}}
    \multiput(1031.00,582.17)(18.870,18.000){2}{\rule{0.272pt}{0.400pt}}
    \multiput(1082.32,613.92)(-1.305,-0.494){25}{\rule{1.129pt}{0.119pt}}
    \multiput(1084.66,614.17)(-33.658,-14.000){2}{\rule{0.564pt}{0.400pt}}
    \multiput(974.00,580.59)(1.352,0.488){13}{\rule{1.150pt}{0.117pt}}
    \multiput(974.00,579.17)(18.613,8.000){2}{\rule{0.575pt}{0.400pt}}
    \multiput(1018.63,583.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(1024.81,582.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(399.00,578.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(399.00,577.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(443.63,582.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(449.81,581.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(733.00,577.58)(1.017,0.491){17}{\rule{0.900pt}{0.118pt}}
    \multiput(733.00,576.17)(18.132,10.000){2}{\rule{0.450pt}{0.400pt}}
    \multiput(778.62,581.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(783.81,580.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(1123.58,598.04)(0.494,-0.771){27}{\rule{0.119pt}{0.713pt}}
    \multiput(1122.17,599.52)(15.000,-21.519){2}{\rule{0.400pt}{0.357pt}}
    \multiput(491.00,576.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(491.00,575.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(537.62,580.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(542.81,579.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(825.00,576.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(825.00,575.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(869.63,580.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(875.81,579.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(584.00,575.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(584.00,574.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(630.62,578.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(635.81,577.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(917.00,575.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(917.00,574.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(961.63,580.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(967.81,579.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(1087.00,615.58)(0.551,0.495){35}{\rule{0.542pt}{0.119pt}}
    \multiput(1087.00,614.17)(19.875,19.000){2}{\rule{0.271pt}{0.400pt}}
    \multiput(1140.07,617.58)(-1.069,0.495){31}{\rule{0.947pt}{0.119pt}}
    \multiput(1142.03,616.17)(-34.034,17.000){2}{\rule{0.474pt}{0.400pt}}
    \multiput(677.00,573.59)(1.135,0.489){15}{\rule{0.989pt}{0.118pt}}
    \multiput(677.00,572.17)(17.948,9.000){2}{\rule{0.494pt}{0.400pt}}
    \multiput(720.63,577.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(726.81,576.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(1010.00,569.58)(0.754,0.494){25}{\rule{0.700pt}{0.119pt}}
    \multiput(1010.00,568.17)(19.547,14.000){2}{\rule{0.350pt}{0.400pt}}
    \multiput(1054.63,578.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(1060.81,577.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(435.00,572.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(435.00,571.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(480.90,576.59)(-3.112,0.482){9}{\rule{2.433pt}{0.116pt}}
    \multiput(485.95,575.17)(-29.949,6.000){2}{\rule{1.217pt}{0.400pt}}
    \multiput(1123.00,601.58)(0.657,0.494){29}{\rule{0.625pt}{0.119pt}}
    \multiput(1123.00,600.17)(19.703,16.000){2}{\rule{0.313pt}{0.400pt}}
    \multiput(768.00,572.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(768.00,571.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(812.63,576.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(818.81,575.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(527.00,571.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(527.00,570.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(571.63,575.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(577.81,574.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \put(1230.00,519.00){\usebox{\plotpoint}}
    \put(1231,517){\usebox{\plotpoint}}
    \put(1235.00,528.00){\usebox{\plotpoint}}
    \put(1231,517){\usebox{\plotpoint}}
    \multiput(861.00,570.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(861.00,569.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(904.96,575.59)(-3.827,0.477){7}{\rule{2.900pt}{0.115pt}}
    \multiput(910.98,574.17)(-28.981,5.000){2}{\rule{1.450pt}{0.400pt}}
    \multiput(620.00,569.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(620.00,568.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(664.63,573.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(670.81,572.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(953.00,570.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(953.00,569.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(1004.15,569.58)(-1.675,0.492){19}{\rule{1.409pt}{0.118pt}}
    \multiput(1007.08,568.17)(-33.075,11.000){2}{\rule{0.705pt}{0.400pt}}
    \multiput(378.00,568.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(378.00,567.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(424.62,572.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(429.81,571.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(713.00,568.59)(1.135,0.489){15}{\rule{0.989pt}{0.118pt}}
    \multiput(713.00,567.17)(17.948,9.000){2}{\rule{0.494pt}{0.400pt}}
    \multiput(755.96,572.59)(-3.827,0.477){7}{\rule{2.900pt}{0.115pt}}
    \multiput(761.98,571.17)(-28.981,5.000){2}{\rule{1.450pt}{0.400pt}}
    \multiput(1067.58,578.00)(0.496,0.931){37}{\rule{0.119pt}{0.840pt}}
    \multiput(1066.17,578.00)(20.000,35.257){2}{\rule{0.400pt}{0.420pt}}
    \multiput(1118.32,601.58)(-1.305,0.494){25}{\rule{1.129pt}{0.119pt}}
    \multiput(1120.66,600.17)(-33.658,14.000){2}{\rule{0.564pt}{0.400pt}}
    \multiput(1046.58,555.00)(0.496,0.546){39}{\rule{0.119pt}{0.538pt}}
    \multiput(1045.17,555.00)(21.000,21.883){2}{\rule{0.400pt}{0.269pt}}
    \multiput(1092.62,572.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(1097.81,571.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(471.00,567.59)(1.135,0.489){15}{\rule{0.989pt}{0.118pt}}
    \multiput(471.00,566.17)(17.948,9.000){2}{\rule{0.494pt}{0.400pt}}
    \multiput(514.63,571.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(520.81,570.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(804.00,566.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(804.00,565.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(850.62,570.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(855.81,569.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(563.00,565.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(563.00,564.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(609.62,569.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(614.81,568.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(989.00,561.59)(1.352,0.488){13}{\rule{1.150pt}{0.117pt}}
    \multiput(989.00,560.17)(18.613,8.000){2}{\rule{0.575pt}{0.400pt}}
    \multiput(1041.32,555.58)(-1.305,0.494){25}{\rule{1.129pt}{0.119pt}}
    \multiput(1043.66,554.17)(-33.658,14.000){2}{\rule{0.564pt}{0.400pt}}
    \multiput(1103.58,572.00)(0.496,0.727){37}{\rule{0.119pt}{0.680pt}}
    \multiput(1102.17,572.00)(20.000,27.589){2}{\rule{0.400pt}{0.340pt}}
    \multiput(897.00,565.58)(1.017,0.491){17}{\rule{0.900pt}{0.118pt}}
    \multiput(897.00,564.17)(18.132,10.000){2}{\rule{0.450pt}{0.400pt}}
    \multiput(940.63,570.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(946.81,569.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(656.00,564.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(656.00,563.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(700.63,568.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(706.81,567.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(414.00,563.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(414.00,562.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(458.63,567.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(464.81,566.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(748.00,562.58)(1.017,0.491){17}{\rule{0.900pt}{0.118pt}}
    \multiput(748.00,561.17)(18.132,10.000){2}{\rule{0.450pt}{0.400pt}}
    \multiput(793.62,566.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(798.81,565.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(1025.00,550.59)(2.269,0.477){7}{\rule{1.780pt}{0.115pt}}
    \multiput(1025.00,549.17)(17.306,5.000){2}{\rule{0.890pt}{0.400pt}}
    \put(1046,553.17){\rule{6.300pt}{0.400pt}}
    \multiput(1063.92,552.17)(-17.924,2.000){2}{\rule{3.150pt}{0.400pt}}
    \multiput(1086.00,557.58)(0.566,0.494){27}{\rule{0.553pt}{0.119pt}}
    \multiput(1086.00,556.17)(15.852,15.000){2}{\rule{0.277pt}{0.400pt}}
    \multiput(1108.39,569.61)(-2.695,0.447){3}{\rule{1.833pt}{0.108pt}}
    \multiput(1112.19,568.17)(-9.195,3.000){2}{\rule{0.917pt}{0.400pt}}
    \multiput(507.00,561.58)(1.017,0.491){17}{\rule{0.900pt}{0.118pt}}
    \multiput(507.00,560.17)(18.132,10.000){2}{\rule{0.450pt}{0.400pt}}
    \multiput(552.62,565.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(557.81,564.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(840.00,561.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(840.00,560.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(884.63,565.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(890.81,564.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(599.00,560.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(599.00,559.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(643.63,564.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(649.81,563.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(933.00,559.58)(0.920,0.492){19}{\rule{0.827pt}{0.118pt}}
    \multiput(933.00,558.17)(18.283,11.000){2}{\rule{0.414pt}{0.400pt}}
    \multiput(981.94,561.59)(-2.067,0.489){15}{\rule{1.700pt}{0.118pt}}
    \multiput(985.47,560.17)(-32.472,9.000){2}{\rule{0.850pt}{0.400pt}}
    \multiput(357.00,560.59)(1.352,0.488){13}{\rule{1.150pt}{0.117pt}}
    \multiput(357.00,559.17)(18.613,8.000){2}{\rule{0.575pt}{0.400pt}}
    \multiput(401.63,563.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(407.81,562.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(692.00,558.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(692.00,557.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(737.90,562.59)(-3.112,0.482){9}{\rule{2.433pt}{0.116pt}}
    \multiput(742.95,561.17)(-29.949,6.000){2}{\rule{1.217pt}{0.400pt}}
    \multiput(450.00,557.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(450.00,556.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(496.62,561.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(501.81,560.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(783.00,557.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(783.00,556.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(827.63,561.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(833.81,560.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(543.00,556.59)(1.135,0.489){15}{\rule{0.989pt}{0.118pt}}
    \multiput(543.00,555.17)(17.948,9.000){2}{\rule{0.494pt}{0.400pt}}
    \multiput(586.63,560.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(592.81,559.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(876.00,555.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(876.00,554.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(922.62,559.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(927.81,558.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(969.00,554.59)(1.484,0.485){11}{\rule{1.243pt}{0.117pt}}
    \multiput(969.00,553.17)(17.420,7.000){2}{\rule{0.621pt}{0.400pt}}
    \multiput(1019.15,550.58)(-1.675,0.492){19}{\rule{1.409pt}{0.118pt}}
    \multiput(1022.08,549.17)(-33.075,11.000){2}{\rule{0.705pt}{0.400pt}}
    \multiput(635.00,554.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(635.00,553.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(681.62,558.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(686.81,557.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(393.00,552.58)(0.967,0.492){19}{\rule{0.864pt}{0.118pt}}
    \multiput(393.00,551.17)(19.207,11.000){2}{\rule{0.432pt}{0.400pt}}
    \multiput(439.62,557.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(444.81,556.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(728.00,553.59)(1.135,0.489){15}{\rule{0.989pt}{0.118pt}}
    \multiput(728.00,552.17)(17.948,9.000){2}{\rule{0.494pt}{0.400pt}}
    \multiput(770.96,557.59)(-3.827,0.477){7}{\rule{2.900pt}{0.115pt}}
    \multiput(776.98,556.17)(-28.981,5.000){2}{\rule{1.450pt}{0.400pt}}
    \multiput(486.00,551.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(486.00,550.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(530.63,556.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(536.81,555.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(819.00,551.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(819.00,550.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(865.62,555.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(870.81,554.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \put(1004,548.17){\rule{4.300pt}{0.400pt}}
    \multiput(1004.00,547.17)(12.075,2.000){2}{\rule{2.150pt}{0.400pt}}
    \multiput(1040.21,547.61)(-7.607,0.447){3}{\rule{4.767pt}{0.108pt}}
    \multiput(1050.11,546.17)(-25.107,3.000){2}{\rule{2.383pt}{0.400pt}}
    \multiput(579.00,550.58)(1.017,0.491){17}{\rule{0.900pt}{0.118pt}}
    \multiput(579.00,549.17)(18.132,10.000){2}{\rule{0.450pt}{0.400pt}}
    \multiput(624.62,554.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(629.81,553.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(912.00,549.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(912.00,548.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(956.63,554.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(962.81,553.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(671.00,549.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(671.00,548.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(715.63,553.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(721.81,552.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(337.00,554.59)(1.756,0.482){9}{\rule{1.433pt}{0.116pt}}
    \multiput(337.00,553.17)(17.025,6.000){2}{\rule{0.717pt}{0.400pt}}
    \multiput(385.11,552.59)(-2.343,0.488){13}{\rule{1.900pt}{0.117pt}}
    \multiput(389.06,551.17)(-32.056,8.000){2}{\rule{0.950pt}{0.400pt}}
    \multiput(429.00,545.58)(0.884,0.492){21}{\rule{0.800pt}{0.119pt}}
    \multiput(429.00,544.17)(19.340,12.000){2}{\rule{0.400pt}{0.400pt}}
    \multiput(475.62,551.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(480.81,550.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(763.00,547.58)(1.017,0.491){17}{\rule{0.900pt}{0.118pt}}
    \multiput(763.00,546.17)(18.132,10.000){2}{\rule{0.450pt}{0.400pt}}
    \multiput(808.62,551.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(813.81,550.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(522.00,546.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(522.00,545.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(568.62,550.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(573.81,549.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(1265.92,626.35)(-0.498,-0.673){101}{\rule{0.120pt}{0.638pt}}
    \multiput(1266.17,627.67)(-52.000,-68.675){2}{\rule{0.400pt}{0.319pt}}
    \multiput(855.00,546.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(855.00,545.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(901.62,549.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(906.81,548.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(614.00,544.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(614.00,543.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(658.63,549.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(664.81,548.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(1113.51,568.92)(-1.238,-0.496){41}{\rule{1.082pt}{0.120pt}}
    \multiput(1115.75,569.17)(-51.755,-22.000){2}{\rule{0.541pt}{0.400pt}}
    \multiput(948.00,545.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(948.00,544.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(993.90,548.59)(-3.112,0.482){9}{\rule{2.433pt}{0.116pt}}
    \multiput(998.95,547.17)(-29.949,6.000){2}{\rule{1.217pt}{0.400pt}}
    \multiput(373.00,540.58)(0.841,0.492){21}{\rule{0.767pt}{0.119pt}}
    \multiput(373.00,539.17)(18.409,12.000){2}{\rule{0.383pt}{0.400pt}}
    \multiput(420.05,545.59)(-2.705,0.485){11}{\rule{2.157pt}{0.117pt}}
    \multiput(424.52,544.17)(-31.523,7.000){2}{\rule{1.079pt}{0.400pt}}
    \multiput(707.00,543.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(707.00,542.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(752.90,547.59)(-3.112,0.482){9}{\rule{2.433pt}{0.116pt}}
    \multiput(757.95,546.17)(-29.949,6.000){2}{\rule{1.217pt}{0.400pt}}
    \multiput(1097.00,555.58)(0.702,0.494){27}{\rule{0.660pt}{0.119pt}}
    \multiput(1097.00,554.17)(19.630,15.000){2}{\rule{0.330pt}{0.400pt}}
    \multiput(1149.60,583.92)(-1.215,-0.494){27}{\rule{1.060pt}{0.119pt}}
    \multiput(1151.80,584.17)(-33.800,-15.000){2}{\rule{0.530pt}{0.400pt}}
    \multiput(465.00,541.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(465.00,540.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(509.63,546.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(515.81,545.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(799.00,542.59)(1.135,0.489){15}{\rule{0.989pt}{0.118pt}}
    \multiput(799.00,541.17)(17.948,9.000){2}{\rule{0.494pt}{0.400pt}}
    \multiput(842.63,546.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(848.81,545.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(558.00,540.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(558.00,539.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(603.90,544.59)(-3.112,0.482){9}{\rule{2.433pt}{0.116pt}}
    \multiput(608.95,543.17)(-29.949,6.000){2}{\rule{1.217pt}{0.400pt}}
    \multiput(891.00,540.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(891.00,539.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(932.64,545.60)(-5.160,0.468){5}{\rule{3.700pt}{0.113pt}}
    \multiput(940.32,544.17)(-28.320,4.000){2}{\rule{1.850pt}{0.400pt}}
    \multiput(1190.58,562.05)(0.498,-0.765){69}{\rule{0.120pt}{0.711pt}}
    \multiput(1189.17,563.52)(36.000,-53.524){2}{\rule{0.400pt}{0.356pt}}
    \put(1205,509.67){\rule{5.059pt}{0.400pt}}
    \multiput(1205.00,510.17)(10.500,-1.000){2}{\rule{2.529pt}{0.400pt}}
    \multiput(1244.92,547.18)(-0.496,-1.033){37}{\rule{0.119pt}{0.920pt}}
    \multiput(1245.17,549.09)(-20.000,-39.090){2}{\rule{0.400pt}{0.460pt}}
    \multiput(650.00,539.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(650.00,538.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(696.62,543.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(701.81,542.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(1190.00,563.92)(2.039,-0.494){25}{\rule{1.700pt}{0.119pt}}
    \multiput(1190.00,564.17)(52.472,-14.000){2}{\rule{0.850pt}{0.400pt}}
    \multiput(1265.92,622.42)(-0.496,-1.879){39}{\rule{0.119pt}{1.586pt}}
    \multiput(1266.17,625.71)(-21.000,-74.709){2}{\rule{0.400pt}{0.793pt}}
    \multiput(984.00,541.59)(1.484,0.485){11}{\rule{1.243pt}{0.117pt}}
    \multiput(984.00,540.17)(17.420,7.000){2}{\rule{0.621pt}{0.400pt}}
    \multiput(1027.63,543.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(1033.81,542.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(409.00,533.58)(0.841,0.492){21}{\rule{0.767pt}{0.119pt}}
    \multiput(409.00,532.17)(18.409,12.000){2}{\rule{0.383pt}{0.400pt}}
    \multiput(449.64,541.60)(-5.160,0.468){5}{\rule{3.700pt}{0.113pt}}
    \multiput(457.32,540.17)(-28.320,4.000){2}{\rule{1.850pt}{0.400pt}}
    \multiput(316.00,539.58)(0.702,0.494){27}{\rule{0.660pt}{0.119pt}}
    \multiput(316.00,538.17)(19.630,15.000){2}{\rule{0.330pt}{0.400pt}}
    \multiput(368.32,540.58)(-1.305,0.494){25}{\rule{1.129pt}{0.119pt}}
    \multiput(370.66,539.17)(-33.658,14.000){2}{\rule{0.564pt}{0.400pt}}
    \multiput(743.00,538.59)(1.135,0.489){15}{\rule{0.989pt}{0.118pt}}
    \multiput(743.00,537.17)(17.948,9.000){2}{\rule{0.494pt}{0.400pt}}
    \multiput(786.63,542.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(792.81,541.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(501.00,537.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(501.00,536.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(547.62,540.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(552.81,539.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(834.00,536.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(834.00,535.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(880.62,540.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(885.81,539.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(594.00,535.59)(1.135,0.489){15}{\rule{0.989pt}{0.118pt}}
    \multiput(594.00,534.17)(17.948,9.000){2}{\rule{0.494pt}{0.400pt}}
    \multiput(637.63,539.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(643.81,538.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \put(370,538.67){\rule{0.723pt}{0.400pt}}
    \multiput(370.00,538.17)(1.500,1.000){2}{\rule{0.361pt}{0.400pt}}
    \multiput(400.05,533.59)(-2.705,0.485){11}{\rule{2.157pt}{0.117pt}}
    \multiput(404.52,532.17)(-31.523,7.000){2}{\rule{1.079pt}{0.400pt}}
    \multiput(927.00,535.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(927.00,534.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(968.64,541.60)(-5.160,0.468){5}{\rule{3.700pt}{0.113pt}}
    \multiput(976.32,540.17)(-28.320,4.000){2}{\rule{1.850pt}{0.400pt}}
    \multiput(1076.00,537.58)(0.583,0.495){33}{\rule{0.567pt}{0.119pt}}
    \multiput(1076.00,536.17)(19.824,18.000){2}{\rule{0.283pt}{0.400pt}}
    \multiput(1040.00,543.58)(2.435,0.492){21}{\rule{2.000pt}{0.119pt}}
    \multiput(1040.00,542.17)(52.849,12.000){2}{\rule{1.000pt}{0.400pt}}
    \multiput(1125.11,561.93)(-2.343,-0.488){13}{\rule{1.900pt}{0.117pt}}
    \multiput(1129.06,562.17)(-32.056,-8.000){2}{\rule{0.950pt}{0.400pt}}
    \multiput(686.00,533.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(686.00,532.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(730.63,538.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(736.81,537.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(1020.00,534.59)(1.135,0.489){15}{\rule{0.989pt}{0.118pt}}
    \multiput(1020.00,533.17)(17.948,9.000){2}{\rule{0.494pt}{0.400pt}}
    \multiput(1065.62,537.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(1070.81,536.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(444.00,530.58)(0.967,0.492){19}{\rule{0.864pt}{0.118pt}}
    \multiput(444.00,529.17)(19.207,11.000){2}{\rule{0.432pt}{0.400pt}}
    \multiput(485.64,537.60)(-5.160,0.468){5}{\rule{3.700pt}{0.113pt}}
    \multiput(493.32,536.17)(-28.320,4.000){2}{\rule{1.850pt}{0.400pt}}
    \multiput(778.00,532.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(778.00,531.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(823.90,536.59)(-3.112,0.482){9}{\rule{2.433pt}{0.116pt}}
    \multiput(828.95,535.17)(-29.949,6.000){2}{\rule{1.217pt}{0.400pt}}
    \multiput(537.00,532.59)(1.352,0.488){13}{\rule{1.150pt}{0.117pt}}
    \multiput(537.00,531.17)(18.613,8.000){2}{\rule{0.575pt}{0.400pt}}
    \multiput(581.63,535.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(587.81,534.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(870.00,531.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(870.00,530.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(914.63,535.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(920.81,534.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \put(399,531.17){\rule{2.100pt}{0.400pt}}
    \multiput(399.00,530.17)(5.641,2.000){2}{\rule{1.050pt}{0.400pt}}
    \multiput(424.21,530.61)(-7.607,0.447){3}{\rule{4.767pt}{0.108pt}}
    \multiput(434.11,529.17)(-25.107,3.000){2}{\rule{2.383pt}{0.400pt}}
    \multiput(313.00,536.61)(0.462,0.447){3}{\rule{0.500pt}{0.108pt}}
    \multiput(313.00,535.17)(1.962,3.000){2}{\rule{0.250pt}{0.400pt}}
    \put(316,537.67){\rule{1.927pt}{0.400pt}}
    \multiput(320.00,537.17)(-4.000,1.000){2}{\rule{0.964pt}{0.400pt}}
    \multiput(1133.58,563.00)(0.496,0.522){39}{\rule{0.119pt}{0.519pt}}
    \multiput(1132.17,563.00)(21.000,20.923){2}{\rule{0.400pt}{0.260pt}}
    \multiput(1186.60,565.58)(-0.905,0.496){37}{\rule{0.820pt}{0.119pt}}
    \multiput(1188.30,564.17)(-34.298,20.000){2}{\rule{0.410pt}{0.400pt}}
    \multiput(630.00,529.58)(1.017,0.491){17}{\rule{0.900pt}{0.118pt}}
    \multiput(630.00,528.17)(18.132,10.000){2}{\rule{0.450pt}{0.400pt}}
    \multiput(675.62,533.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(680.81,532.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(1169.00,548.58)(0.618,0.495){31}{\rule{0.594pt}{0.119pt}}
    \multiput(1169.00,547.17)(19.767,17.000){2}{\rule{0.297pt}{0.400pt}}
    \multiput(963.00,530.58)(0.967,0.492){19}{\rule{0.864pt}{0.118pt}}
    \multiput(963.00,529.17)(19.207,11.000){2}{\rule{0.432pt}{0.400pt}}
    \multiput(1011.05,534.59)(-2.705,0.485){11}{\rule{2.157pt}{0.117pt}}
    \multiput(1015.52,533.17)(-31.523,7.000){2}{\rule{1.079pt}{0.400pt}}
    \multiput(1267,629)(11.641,17.184){2}{\usebox{\plotpoint}}
    \put(1288,660){\usebox{\plotpoint}}
    \multiput(722.00,528.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(722.00,527.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(767.90,532.59)(-3.112,0.482){9}{\rule{2.433pt}{0.116pt}}
    \multiput(772.95,531.17)(-29.949,6.000){2}{\rule{1.217pt}{0.400pt}}
    \multiput(1056.00,525.58)(0.841,0.492){21}{\rule{0.767pt}{0.119pt}}
    \multiput(1056.00,524.17)(18.409,12.000){2}{\rule{0.383pt}{0.400pt}}
    \multiput(1099.63,532.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(1105.81,531.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(1169.58,545.88)(0.498,-0.513){69}{\rule{0.120pt}{0.511pt}}
    \multiput(1168.17,546.94)(36.000,-35.939){2}{\rule{0.400pt}{0.256pt}}
    \multiput(1184,520)(19.077,-8.176){2}{\usebox{\plotpoint}}
    \put(1205,511){\usebox{\plotpoint}}
    \multiput(1177,519)(19.957,-5.702){2}{\usebox{\plotpoint}}
    \put(1205,511){\usebox{\plotpoint}}
    \multiput(480.00,528.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(480.00,527.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(524.63,532.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(530.81,531.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(814.00,526.58)(1.017,0.491){17}{\rule{0.900pt}{0.118pt}}
    \multiput(814.00,525.17)(18.132,10.000){2}{\rule{0.450pt}{0.400pt}}
    \multiput(857.63,531.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(863.81,530.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(573.00,526.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(573.00,525.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(619.62,529.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(624.81,528.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(906.00,525.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(906.00,524.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(950.63,530.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(956.81,529.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(1112.58,532.00)(0.496,0.740){39}{\rule{0.119pt}{0.690pt}}
    \multiput(1111.17,532.00)(21.000,29.567){2}{\rule{0.400pt}{0.345pt}}
    \multiput(1164.60,548.58)(-1.215,0.494){27}{\rule{1.060pt}{0.119pt}}
    \multiput(1166.80,547.17)(-33.800,15.000){2}{\rule{0.530pt}{0.400pt}}
    \multiput(666.00,524.59)(1.135,0.489){15}{\rule{0.989pt}{0.118pt}}
    \multiput(666.00,523.17)(17.948,9.000){2}{\rule{0.494pt}{0.400pt}}
    \multiput(709.63,528.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(715.81,527.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(424.00,523.59)(1.484,0.485){11}{\rule{1.243pt}{0.117pt}}
    \multiput(424.00,522.17)(17.420,7.000){2}{\rule{0.621pt}{0.400pt}}
    \put(444,528.17){\rule{7.300pt}{0.400pt}}
    \multiput(464.85,527.17)(-20.848,2.000){2}{\rule{3.650pt}{0.400pt}}
    \multiput(999.00,524.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(999.00,523.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(1048.94,525.59)(-2.067,0.489){15}{\rule{1.700pt}{0.118pt}}
    \multiput(1052.47,524.17)(-32.472,9.000){2}{\rule{0.850pt}{0.400pt}}
    \multiput(757.00,522.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(757.00,521.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(803.62,526.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(808.81,525.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(1091.00,517.58)(0.702,0.494){27}{\rule{0.660pt}{0.119pt}}
    \multiput(1091.00,516.17)(19.630,15.000){2}{\rule{0.330pt}{0.400pt}}
    \multiput(1137.62,526.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(1142.81,525.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(1148.58,526.00)(0.496,0.522){39}{\rule{0.119pt}{0.519pt}}
    \multiput(1147.17,526.00)(21.000,20.923){2}{\rule{0.400pt}{0.260pt}}
    \multiput(516.00,523.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(516.00,522.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(562.62,526.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(567.81,525.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(850.00,521.58)(1.017,0.491){17}{\rule{0.900pt}{0.118pt}}
    \multiput(850.00,520.17)(18.132,10.000){2}{\rule{0.450pt}{0.400pt}}
    \multiput(895.62,525.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(900.81,524.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(609.00,520.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(609.00,519.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(653.63,524.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(659.81,523.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(942.00,519.58)(0.967,0.492){19}{\rule{0.864pt}{0.118pt}}
    \multiput(942.00,518.17)(19.207,11.000){2}{\rule{0.432pt}{0.400pt}}
    \multiput(988.62,524.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(993.81,523.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(1035.00,517.59)(1.352,0.488){13}{\rule{1.150pt}{0.117pt}}
    \multiput(1035.00,516.17)(18.613,8.000){2}{\rule{0.575pt}{0.400pt}}
    \multiput(1083.32,517.59)(-2.277,0.488){13}{\rule{1.850pt}{0.117pt}}
    \multiput(1087.16,516.17)(-31.160,8.000){2}{\rule{0.925pt}{0.400pt}}
    \multiput(701.00,518.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(701.00,517.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(746.90,522.59)(-3.112,0.482){9}{\rule{2.433pt}{0.116pt}}
    \multiput(751.95,521.17)(-29.949,6.000){2}{\rule{1.217pt}{0.400pt}}
    \multiput(793.00,517.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(793.00,516.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(837.63,521.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(843.81,520.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(460.00,517.58)(0.920,0.492){19}{\rule{0.827pt}{0.118pt}}
    \multiput(460.00,516.17)(18.283,11.000){2}{\rule{0.414pt}{0.400pt}}
    \multiput(503.63,523.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(509.81,522.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(1127.00,513.58)(0.814,0.493){23}{\rule{0.746pt}{0.119pt}}
    \multiput(1127.00,512.17)(19.451,13.000){2}{\rule{0.373pt}{0.400pt}}
    \multiput(1173.62,520.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(1178.81,519.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(552.00,516.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(552.00,515.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(598.62,520.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(603.81,519.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(886.00,515.58)(1.017,0.491){17}{\rule{0.900pt}{0.118pt}}
    \multiput(886.00,514.17)(18.132,10.000){2}{\rule{0.450pt}{0.400pt}}
    \multiput(931.62,519.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(936.81,518.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(645.00,514.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(645.00,513.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(690.90,518.59)(-3.112,0.482){9}{\rule{2.433pt}{0.116pt}}
    \multiput(695.95,517.17)(-29.949,6.000){2}{\rule{1.217pt}{0.400pt}}
    \multiput(1071.00,511.59)(1.756,0.482){9}{\rule{1.433pt}{0.116pt}}
    \multiput(1071.00,510.17)(17.025,6.000){2}{\rule{0.717pt}{0.400pt}}
    \multiput(1111.64,513.60)(-5.160,0.468){5}{\rule{3.700pt}{0.113pt}}
    \multiput(1119.32,512.17)(-28.320,4.000){2}{\rule{1.850pt}{0.400pt}}
    \multiput(978.00,514.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(978.00,513.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(1026.05,517.59)(-2.705,0.485){11}{\rule{2.157pt}{0.117pt}}
    \multiput(1030.52,516.17)(-31.523,7.000){2}{\rule{1.079pt}{0.400pt}}
    \put(403,521.67){\rule{5.059pt}{0.400pt}}
    \multiput(403.00,521.17)(10.500,1.000){2}{\rule{2.529pt}{0.400pt}}
    \multiput(367.00,538.92)(1.701,-0.495){31}{\rule{1.441pt}{0.119pt}}
    \multiput(367.00,539.17)(54.009,-17.000){2}{\rule{0.721pt}{0.400pt}}
    \multiput(449.62,517.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(454.81,516.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(737.00,513.59)(1.135,0.489){15}{\rule{0.989pt}{0.118pt}}
    \multiput(737.00,512.17)(17.948,9.000){2}{\rule{0.494pt}{0.400pt}}
    \multiput(780.63,517.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(786.81,516.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(829.00,511.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(829.00,510.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(875.62,515.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(880.81,514.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(496.00,512.58)(0.920,0.492){19}{\rule{0.827pt}{0.118pt}}
    \multiput(496.00,511.17)(18.283,11.000){2}{\rule{0.414pt}{0.400pt}}
    \multiput(543.05,516.59)(-2.705,0.485){11}{\rule{2.157pt}{0.117pt}}
    \multiput(547.52,515.17)(-31.523,7.000){2}{\rule{1.079pt}{0.400pt}}
    \multiput(1163.00,516.60)(2.967,0.468){5}{\rule{2.200pt}{0.113pt}}
    \multiput(1163.00,515.17)(16.434,4.000){2}{\rule{1.100pt}{0.400pt}}
    \multiput(588.00,510.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(588.00,509.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(634.62,514.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(639.81,513.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(921.00,510.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(921.00,509.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(965.63,514.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(971.81,513.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(681.00,509.59)(1.135,0.489){15}{\rule{0.989pt}{0.118pt}}
    \multiput(681.00,508.17)(17.948,9.000){2}{\rule{0.494pt}{0.400pt}}
    \multiput(724.63,513.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(730.81,512.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(1014.00,508.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(1014.00,507.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(1060.62,511.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(1065.81,510.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(1107.00,506.59)(1.484,0.485){11}{\rule{1.243pt}{0.117pt}}
    \multiput(1107.00,505.17)(17.420,7.000){2}{\rule{0.621pt}{0.400pt}}
    \multiput(1142.66,514.95)(-7.830,-0.447){3}{\rule{4.900pt}{0.108pt}}
    \multiput(1152.83,515.17)(-25.830,-3.000){2}{\rule{2.450pt}{0.400pt}}
    \multiput(439.00,502.58)(0.702,0.494){27}{\rule{0.660pt}{0.119pt}}
    \multiput(439.00,501.17)(19.630,15.000){2}{\rule{0.330pt}{0.400pt}}
    \multiput(483.63,512.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(489.81,511.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(772.00,507.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(772.00,506.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(818.62,511.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(823.81,510.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(269.58,446.83)(0.498,-0.527){69}{\rule{0.120pt}{0.522pt}}
    \multiput(268.17,447.92)(36.000,-36.916){2}{\rule{0.400pt}{0.261pt}}
    \multiput(284.58,376.00)(0.496,0.837){39}{\rule{0.119pt}{0.767pt}}
    \multiput(283.17,376.00)(21.000,33.409){2}{\rule{0.400pt}{0.383pt}}
    \multiput(307.94,413.51)(-0.468,-0.627){5}{\rule{0.113pt}{0.600pt}}
    \multiput(308.17,414.75)(-4.000,-3.755){2}{\rule{0.400pt}{0.300pt}}
    \multiput(324.92,489.78)(-0.496,-2.073){39}{\rule{0.119pt}{1.738pt}}
    \multiput(325.17,493.39)(-21.000,-82.392){2}{\rule{0.400pt}{0.869pt}}
    \multiput(248.58,422.32)(0.498,-0.681){69}{\rule{0.120pt}{0.644pt}}
    \multiput(247.17,423.66)(36.000,-47.662){2}{\rule{0.400pt}{0.322pt}}
    \multiput(320,434)(-10.946,-17.635){4}{\usebox{\plotpoint}}
    \put(284,376){\usebox{\plotpoint}}
    \multiput(341,454)(-12.246,-16.758){5}{\usebox{\plotpoint}}
    \put(284,376){\usebox{\plotpoint}}
    \multiput(531.00,506.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(531.00,505.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(577.62,510.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(582.81,509.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(865.00,506.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(865.00,505.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(908.96,510.59)(-3.827,0.477){7}{\rule{2.900pt}{0.115pt}}
    \multiput(914.98,509.17)(-28.981,5.000){2}{\rule{1.450pt}{0.400pt}}
    \multiput(624.00,505.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(624.00,504.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(668.63,509.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(674.81,508.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(957.00,504.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(957.00,503.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(1003.62,508.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(1008.81,507.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(1050.00,503.59)(1.352,0.488){13}{\rule{1.150pt}{0.117pt}}
    \multiput(1050.00,502.17)(18.613,8.000){2}{\rule{0.575pt}{0.400pt}}
    \multiput(1094.63,506.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(1100.81,505.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(717.00,503.58)(1.017,0.491){17}{\rule{0.900pt}{0.118pt}}
    \multiput(717.00,502.17)(18.132,10.000){2}{\rule{0.450pt}{0.400pt}}
    \multiput(761.90,507.59)(-3.112,0.482){9}{\rule{2.433pt}{0.116pt}}
    \multiput(766.95,506.17)(-29.949,6.000){2}{\rule{1.217pt}{0.400pt}}
    \multiput(475.00,495.58)(0.618,0.495){31}{\rule{0.594pt}{0.119pt}}
    \multiput(475.00,494.17)(19.767,17.000){2}{\rule{0.297pt}{0.400pt}}
    \multiput(520.90,506.59)(-3.112,0.482){9}{\rule{2.433pt}{0.116pt}}
    \multiput(525.95,505.17)(-29.949,6.000){2}{\rule{1.217pt}{0.400pt}}
    \multiput(346.00,541.95)(4.481,-0.447){3}{\rule{2.900pt}{0.108pt}}
    \multiput(346.00,542.17)(14.981,-3.000){2}{\rule{1.450pt}{0.400pt}}
    \multiput(399.26,522.58)(-1.008,0.495){33}{\rule{0.900pt}{0.119pt}}
    \multiput(401.13,521.17)(-34.132,18.000){2}{\rule{0.450pt}{0.400pt}}
    \multiput(808.00,502.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(808.00,501.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(852.63,506.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(858.81,505.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(233.58,564.96)(0.498,-1.705){69}{\rule{0.120pt}{1.456pt}}
    \multiput(232.17,567.98)(36.000,-118.979){2}{\rule{0.400pt}{0.728pt}}
    \multiput(248.58,425.00)(0.496,0.571){39}{\rule{0.119pt}{0.557pt}}
    \multiput(247.17,425.00)(21.000,22.844){2}{\rule{0.400pt}{0.279pt}}
    \multiput(288.92,499.24)(-0.496,-1.322){39}{\rule{0.119pt}{1.148pt}}
    \multiput(289.17,501.62)(-21.000,-52.618){2}{\rule{0.400pt}{0.574pt}}
    \multiput(382.00,517.59)(2.269,0.477){7}{\rule{1.780pt}{0.115pt}}
    \multiput(382.00,516.17)(17.306,5.000){2}{\rule{0.890pt}{0.400pt}}
    \multiput(435.60,502.58)(-0.905,0.496){37}{\rule{0.820pt}{0.119pt}}
    \multiput(437.30,501.17)(-34.298,20.000){2}{\rule{0.410pt}{0.400pt}}
    \multiput(567.00,501.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(567.00,500.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(611.63,505.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(617.81,504.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(305.43,533.92)(-1.268,-0.494){25}{\rule{1.100pt}{0.119pt}}
    \multiput(307.72,534.17)(-32.717,-14.000){2}{\rule{0.550pt}{0.400pt}}
    \multiput(901.00,500.58)(1.017,0.491){17}{\rule{0.900pt}{0.118pt}}
    \multiput(901.00,499.17)(18.132,10.000){2}{\rule{0.450pt}{0.400pt}}
    \multiput(946.62,504.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(951.81,503.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(428.00,496.59)(0.943,0.482){9}{\rule{0.833pt}{0.116pt}}
    \multiput(428.00,495.17)(9.270,6.000){2}{\rule{0.417pt}{0.400pt}}
    \multiput(466.05,495.59)(-2.705,0.485){11}{\rule{2.157pt}{0.117pt}}
    \multiput(470.52,494.17)(-31.523,7.000){2}{\rule{1.079pt}{0.400pt}}
    \multiput(1143.00,503.58)(0.774,0.493){23}{\rule{0.715pt}{0.119pt}}
    \multiput(1143.00,502.17)(18.515,13.000){2}{\rule{0.358pt}{0.400pt}}
    \multiput(660.00,499.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(660.00,498.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(706.62,503.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(711.81,502.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(993.00,499.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(993.00,498.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(1037.63,503.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(1043.81,502.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(290.58,504.00)(0.496,0.778){37}{\rule{0.119pt}{0.720pt}}
    \multiput(289.17,504.00)(20.000,29.506){2}{\rule{0.400pt}{0.360pt}}
    \multiput(338.11,541.93)(-2.343,-0.488){13}{\rule{1.900pt}{0.117pt}}
    \multiput(342.06,542.17)(-32.056,-8.000){2}{\rule{0.950pt}{0.400pt}}
    \multiput(752.00,498.59)(1.135,0.489){15}{\rule{0.989pt}{0.118pt}}
    \multiput(752.00,497.17)(17.948,9.000){2}{\rule{0.494pt}{0.400pt}}
    \multiput(795.63,502.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(801.81,501.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(1086.00,497.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(1086.00,496.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(1122.66,503.61)(-7.830,0.447){3}{\rule{4.900pt}{0.108pt}}
    \multiput(1132.83,502.17)(-25.830,3.000){2}{\rule{2.450pt}{0.400pt}}
    \multiput(212.58,576.25)(0.498,-2.224){69}{\rule{0.120pt}{1.867pt}}
    \multiput(211.17,580.13)(36.000,-155.126){2}{\rule{0.400pt}{0.933pt}}
    \multiput(511.00,494.58)(0.841,0.492){21}{\rule{0.767pt}{0.119pt}}
    \multiput(511.00,493.17)(18.409,12.000){2}{\rule{0.383pt}{0.400pt}}
    \multiput(554.63,501.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(560.81,500.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(844.00,496.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(844.00,495.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(890.62,500.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(895.81,499.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(233.58,568.63)(0.499,-0.588){111}{\rule{0.120pt}{0.570pt}}
    \multiput(232.17,569.82)(57.000,-65.817){2}{\rule{0.400pt}{0.285pt}}
    \multiput(317.05,497.59)(-2.705,0.485){11}{\rule{2.157pt}{0.117pt}}
    \multiput(321.52,496.17)(-31.523,7.000){2}{\rule{1.079pt}{0.400pt}}
    \multiput(603.00,495.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(603.00,494.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(649.62,499.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(654.81,498.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(459.00,484.58)(0.732,0.492){19}{\rule{0.682pt}{0.118pt}}
    \multiput(459.00,483.17)(14.585,11.000){2}{\rule{0.341pt}{0.400pt}}
    \put(475,493.67){\rule{8.672pt}{0.400pt}}
    \multiput(493.00,493.17)(-18.000,1.000){2}{\rule{4.336pt}{0.400pt}}
    \multiput(937.00,495.59)(1.135,0.489){15}{\rule{0.989pt}{0.118pt}}
    \multiput(937.00,494.17)(17.948,9.000){2}{\rule{0.494pt}{0.400pt}}
    \multiput(980.63,499.59)(-3.938,0.477){7}{\rule{2.980pt}{0.115pt}}
    \multiput(986.81,498.17)(-29.815,5.000){2}{\rule{1.490pt}{0.400pt}}
    \multiput(696.00,494.59)(1.194,0.489){15}{\rule{1.033pt}{0.118pt}}
    \multiput(696.00,493.17)(18.855,9.000){2}{\rule{0.517pt}{0.400pt}}
    \multiput(739.96,498.59)(-3.827,0.477){7}{\rule{2.900pt}{0.115pt}}
    \multiput(745.98,497.17)(-28.981,5.000){2}{\rule{1.450pt}{0.400pt}}
    \multiput(1029.00,493.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(1029.00,492.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(1075.62,497.59)(-3.203,0.482){9}{\rule{2.500pt}{0.116pt}}
    \multiput(1080.81,496.17)(-30.811,6.000){2}{\rule{1.250pt}{0.400pt}}
    \multiput(787.00,492.58)(1.069,0.491){17}{\rule{0.940pt}{0.118pt}}
    \multiput(787.00,491.17)(19.049,10.000){2}{\rule{0.470pt}{0.400pt}}
    \multiput(834.73,496.61)(-3.365,0.447){3}{\rule{2.233pt}{0.108pt}}
    \multiput(839.36,495.17)(-11.365,3.000){2}{\rule{1.117pt}{0.400pt}}
    \put(808,500.17){\rule{2.500pt}{0.400pt}}
    \multiput(814.81,499.17)(-6.811,2.000){2}{\rule{1.250pt}{



  • Warum fehlt da jetzt die hälfte? 😕