\psfrag{fehler 1t05n05 A}{\tiny Fehler}
\psfrag{Zeit 1t05n05 A}{\tiny Zeit}
\psfrag{cond 1t05n05 A}{\tiny Kondition}
+\psfrag{min hmin/max hmax 1t05n05 A}{\tiny $(\min h_{min})/(\max h_{max})$}
+\psfrag{min hmax/max hmax 1t05n05 A}{\tiny $(\min h_{max})/(\max h_{max})$}
+\psfrag{min hmin/hmax 1t05n05 A}{\tiny $(\min h_{min})/h_{max}$}
\psfrag{tmu 132t05n05 A}{\tiny $\tilde \mu$ analytisch}
% \lstinputlisting[language=C++]{../src/slpRectangle.cpp}
% \subsubsection{gauss.hpp}
% \lstinputlisting[language=C++]{../src/gauss.hpp}
-% \subsection{Matlab}
-% \subsubsection{compute.m}
-% \lstinputlisting[language=M]{../src/compute.m}
-% \subsubsection{refineQuad.m}
-% \lstinputlisting[language=M]{../src/refineQuad.m}
-% \subsubsection{areaQuad.m}
-% \lstinputlisting[language=M]{../src/areaQuad.m}
-% \subsubsection{mark.m}
-% \lstinputlisting[language=M]{../src/mark.m}
+ \subsection{Matlab}
+ \subsubsection{compute.m}
+ \lstinputlisting[language=M]{../src/compute.m}
+ \subsubsection{refineQuad.m}
+ \lstinputlisting[language=M]{../src/refineQuad.m}
+ \subsubsection{areaQuad.m}
+ \lstinputlisting[language=M]{../src/areaQuad.m}
+ \subsubsection{mark.m}
+ \lstinputlisting[language=M]{../src/mark.m}
-% \subsubsection{plotShape.m}
-% \lstinputlisting[language=M]{../src/plotShape.m}
-% \subsubsection{plotMark.m}
-% \lstinputlisting[language=M]{../src/plotMark.m}
-% \lstinputlisting{}
+ \subsubsection{plotShape.m}
+ \lstinputlisting[language=M]{../src/plotShape.m}
+ \subsubsection{plotMark.m}
+ \lstinputlisting[language=M]{../src/plotMark.m}
+
\section{Plots}
\begin{figure}[ht]
\psfrag{fehler 1t1n0 A}{\tiny Fehler (uniform)}
\psfrag{Zeit 1t1n0 A}{\tiny Zeit (uniform)}
\psfrag{cond 1t1n0 A}{\tiny Kondition (uniform)}
+\psfrag{min hmin/max hmax 1t1n0 A}{\tiny $(\min h_{min})/(\max h_{max})$ (uniform)}
+\psfrag{min hmax/max hmax 1t1n0 A}{\tiny $(\min h_{max})/(\max h_{max})$ (uniform)}
+\psfrag{min hmin/hmax 1t1n0 A}{\tiny $(\min h_{min})/h_{max}$ (uniform)}
\psfrag{tmu 1t05n0 A}{\tiny $\tilde \mu$ (isotrop)}
\psfrag{eta 1t05n0 A}{\tiny $\eta$ (isotrop)}
\psfrag{fehler 1t05n0 A}{\tiny Fehler (isotrop)}
\psfrag{Zeit 1t05n0 A}{\tiny Zeit (isotrop)}
\psfrag{cond 1t05n0 A}{\tiny Kondition (isotrop)}
+\psfrag{min hmin/max hmax 1t05n0 A}{\tiny $(\min h_{min})/(\max h_{max})$ (isotrop)}
+\psfrag{min hmax/max hmax 1t05n0 A}{\tiny $(\min h_{max})/(\max h_{max})$ (isotrop)}
+\psfrag{min hmin/hmax 1t05n0 A}{\tiny $(\min h_{min})/h_{max}$ (isotrop)}
\psfrag{tmu 1t05n05 A}{\tiny $\tilde \mu$ (anisotrop)}
\psfrag{eta 1t05n05 A}{\tiny $\eta$ (anisotrop)}
\psfrag{fehler 1t05n05 A}{\tiny Fehler (anisotrop)}
\psfrag{Zeit 1t05n05 A}{\tiny Zeit (anisotrop)}
\psfrag{cond 1t05n05 A}{\tiny Kondition (anisotrop)}
+\psfrag{min hmin/max hmax 1t05n05 A}{\tiny $(\min h_{min})/(\max h_{max})$ (anisotrop)}
+\psfrag{min hmax/max hmax 1t05n05 A}{\tiny $(\min h_{max})/(\max h_{max})$ (anisotrop)}
+\psfrag{min hmin/hmax 1t05n05 A}{\tiny $(\min h_{min})/h_{max}$ (anisotrop)}
\caption{2D Quad im Vergleich vollanalytisch $V\phi = 1$}
\centering
\usepackage{bibgerm} %Zitate und Referenzen Style
\usepackage{lstings} %Code Einbinden (Private)
+\usepackage{ifthen}
\definecolor{gray}{gray}{.8}
\definecolor{dred}{rgb}{.8,0,0}
\begin{lem} \label{thm:sem:switch}
- Seien $T_j,T_k$ zwei Randstücke mit $\dist(T_j,T_k) > 0$, $\kappa(\bs x,\bs y)$ eine asymptotisch glatte Kernfunktion mit
+ Seien $T_j,T_k$ zwei Randstücke mit $\dist(T_j,T_k) > 0$, $\kappa(\bs x,\bs y)$ eine symmetrische asymptotisch glatte Kernfunktion mit
\begin{align*}
A_{jk}
&= \int_{T_j} \int_{T_k} \kappa(\bs x,\bs y) ds_{\bs y} ds_{\bs x}.
\begin{align*}
A_{jk} = A_{k_j},
\end{align*}
- insbesondere ist auch die Integrationsreihenfolge beliebig.
+ insbesondere ist auch die Integrationsreihenfolge aller Integrale beliebig.
\end{lem}
\begin{beweis} Aus der Definition \ref{thm:def:dist} für den Abstand zweier Rechtecke folgt $T_j \cap T_k = \emptyset$.
(Siehe Abb.:\ref{exmpl13:nei:part})
\begin{figure}[ht]
\centering
-\subfloat[Lage]{\includegraphics{fig/Net_Neigh}}
-\subfloat[Nachbarn]{\input{fig/exmpl3_nei_part}}
-\caption{\scriptsize An dieser Stellen wollen wir die Nachbarschaftsrelationen des Elements 4 aus Abb.\ref{exmpl13} hervorheben, denn das Element hat an den ersten beiden Seiten jeweils einen Nachbarn, an der dritten Seite zwei Nachbarn und an der vierten Seite keinen. Der Index der Nachbarelemente ist jeweils in den Nachbarschaftsrelationen gespeichert. Dass das Element 4 selbst Nachbar einer Seite mit zwei Elementen ist geht aus den Informationen für Element 4 nicht hervor, ist aber dafür in Element 9 vermerkt. Sollte beispielsweise das Element 7 oder 12 horizontal geteilt werden, so muss klarer Weise auch Element 4 mindestens horizontal geteilt werden, welches auch eine horizontale Teilung von Element 9 erzwingen würde.}
+
+\psfrag{(4)}{\scriptsize $(4)$}
+\psfrag{(9)}{\scriptsize $(9)$}
+\psfrag{(10)}{\scriptsize $(10)$}
+\psfrag{(12)}{\scriptsize $(12)$}
+\psfrag{(13)}{\scriptsize $(13)$}
+
+\psfrag{1}{\tiny \textcolor{dred}{1}}
+\psfrag{2}{\tiny \textcolor{dred}{2}}
+\psfrag{3}{\tiny \textcolor{dred}{3}}
+\psfrag{4}{\tiny \textcolor{dred}{4}}
+\psfrag{5}{\tiny \textcolor{dred}{5}}
+\psfrag{6}{\tiny \textcolor{dred}{6}}
+\psfrag{7}{\tiny \textcolor{dred}{7}}
+\psfrag{8}{\tiny \textcolor{dred}{8}}
+
+
+\subfloat[Lage]{\includegraphics[width=0.4\textwidth]{fig/exmpl13_nei_part}}
+\subfloat[Nachbarn]{\input{fig/exmpl13_nei_part}}
+\caption{\scriptsize An dieser Stellen wollen wir die Nachbarschaftsrelationen des Elements 4 aus Abb.\ref{exmpl13} hervorheben, denn das Element hat an den ersten beiden Seiten jeweils einen Nachbarn, an der dritten Seite zwei Nachbarn und an der vierten Seite keinen. Der Index der Nachbarelemente ist jeweils in den Nachbarschaftsrelationen gespeichert. Wobei bei Seiten mit nur einem Nachbar der Nachbar immer im kleineren Index gespeichert wird. Dass das Element 4 selbst Nachbar einer Seite mit zwei Elementen ist geht aus den Informationen für Element 4 nicht hervor, ist aber dafür in Element 9 vermerkt. Sollte beispielsweise das Element 7 oder 12 horizontal geteilt werden, so muss klarer Weise auch Element 4 mindestens horizontal geteilt werden, welches auch eine horizontale Teilung von Element 9 erzwingen würde.}
\label{exmpl13:nei:part}
\end{figure}
+++ /dev/null
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- 623 2012 mt 642 2012 L
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-
-c8
-gs 1132 219 3187 2880 MR c np
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-103 0 123 126 190 126 254 126 560 0 1183 270 30 MP stroke
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-
-c10
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-gs 1132 219 3187 2880 MR c np
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-4122 2904 mt 4156 2938 L
-4156 2904 mt 4122 2938 L
-4250 3030 mt 4284 3064 L
-4284 3030 mt 4250 3064 L
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-72 0 55 -1 84 -1 54 -1 64 -2 60 -3 61 -4 61 -6
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- 25 25 2413 724 FO
- 25 25 2484 632 FO
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- 25 25 2695 503 FO
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- 25 25 2857 457 FO
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- 25 25 2963 443 FO
- 25 25 3024 439 FO
- 25 25 3084 436 FO
- 25 25 3148 434 FO
- 25 25 3202 433 FO
- 25 25 3286 432 FO
- 25 25 3341 431 FO
- 25 25 3413 431 FO
- 25 25 3500 430 FO
- 25 25 3594 430 FO
- 25 25 3691 430 FO
- 25 25 3790 430 FO
- 25 25 3897 430 FO
- 25 25 4019 429 FO
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- 25 25 4267 429 FO
-gr
-
-gs 624 270 3721 2937 MR c np
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-72 0 55 -1 84 -1 54 -1 64 -2 60 -3 61 -4 61 -6
-45 -8 62 -10 48 -16 52 -20 70 -31 51 -43 90 -55 71 -92
-103 -172 123 -206 190 -337 254 -493 560 -1274 1183 3206 30 MP stroke
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-
-gs 1132 378 3187 2880 MR c np
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-1760 1915 mt 1726 1949 L
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-2591 560 mt 2557 594 L
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-2764 466 mt 2730 500 L
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-2980 426 mt 2946 460 L
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-3914 413 mt 3880 447 L
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-
-gs 624 270 3721 2937 MR c np
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-DO
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-(13t05n05 A) s
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-
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-
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-0 sg
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-(13t05n05 QEQA) s
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-
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-(extrapoliert) s
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-(16) s
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/c8 { 0.000000 0.300000 0.300000 sr} bdef
c8
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-66 -159 77 -7 62 -104 74 -62 95 1 95 -165 99 4 133 36
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gr
c8
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- 25 25 4098 429 FO
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gr
-gs 624 269 3721 2937 MR c np
-DA
-c2
-0 -2795 3879 3082 2 MP stroke
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(Kondition) s
90 rotate
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( ) s
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( ) s
-SO
1 sg
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PP
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2.77778 w
DO
SO
4.16667 w
0 sg
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(cond 1t05n05 A) s
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c8
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gr
gr
c8
-0 sg
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-(erste Fehler) s
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portraitMode 0150 5100 csm
294 165 4145 3302 MR c np
-81 dict begin %Colortable dictionary
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/c2 { 0.900000 0.000000 0.000000 sr} bdef
gs 624 270 3721 2937 MR c np
/c8 { 0.000000 0.300000 0.300000 sr} bdef
c8
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-80 62 70 59 73 59 76 62 71 57 74 54 65 51 67 52
-66 54 77 56 62 54 74 48 95 54 95 46 99 49 133 43
-147 47 141 42 190 24 254 46 396 73 1067 888 30 MP stroke
-gs 1016 837 3134 1409 MR c np
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+71 57 74 54 65 51 67 52 66 54 77 56 62 54 74 48
+95 54 95 46 99 49 133 43 147 47 141 42 190 24 254 46
+396 73 1067 888 26 MP stroke
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25 25 1067 888 FO
25 25 1463 961 FO
25 25 1717 1007 FO
25 25 3648 2111 FO
25 25 3739 2180 FO
25 25 3839 2194 FO
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gr
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-80 50 70 50 73 53 76 51 71 58 74 37 65 37 67 45
-66 44 77 53 62 46 74 49 95 54 95 47 99 48 133 45
-147 35 141 28 190 12 254 42 396 84 1067 1253 30 MP stroke
-gs 1016 1202 3134 1330 MR c np
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0 j
29 50 -58 0 29 -50 1067 1286 4 MP
DP
DP
29 50 -58 0 29 -50 3839 2458 4 MP
DP
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-DP
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-DP
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-DP
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-DP
gr
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-147 46 141 45 190 40 254 44 396 59 1067 1072 30 MP stroke
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1050 1055 mt 1084 1089 L
1084 1055 mt 1050 1089 L
1446 1114 mt 1480 1148 L
3756 2275 mt 3722 2309 L
3822 2315 mt 3856 2349 L
3856 2315 mt 3822 2349 L
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gr
DD
/c9 { 0.900000 0.600000 0.000000 sr} bdef
c9
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DO
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DA
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-c2
-0 -1839 3879 2643 2 MP stroke
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gr
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1 sg
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PP
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2.77778 w
DO
SO
4.16667 w
0 sg
665 3166 mt 1626 3166 L
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(tmu 1t05n05 A) s
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c8
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gr
gr
c8
0 sg
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(eta 1t05n05 A) s
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c8
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DP
gr
c8
0 sg
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(fehler 1t05n05 A) s
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c8
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gr
gr
c8
0 sg
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(N-12) s
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DD
c9
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-SO
-gr
-
-c9
-0 sg
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-(N-14) s
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-DO
-c9
240 0 712 2898 2 MP stroke
SO
gr
c9
0 sg
977 3031 mt
-(N-34) s
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-DA
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c9
240 0 712 2999 2 MP stroke
SO
c9
0 sg
977 3132 mt
-(erste Fehler) s
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+(N-34) s
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DA
-c2
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240 0 712 3101 2 MP stroke
SO
gr
-c2
+c9
end %%Color Dict
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294 165 4145 3302 MR c np
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c8
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( ) s
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( ) s
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-3024 2105 mt 3024 2155 L
-3059 2176 mt 3109 2176 L
-3084 2151 mt 3084 2201 L
-3123 2219 mt 3173 2219 L
-3148 2194 mt 3148 2244 L
-3177 2259 mt 3227 2259 L
-3202 2234 mt 3202 2284 L
-3261 2311 mt 3311 2311 L
-3286 2286 mt 3286 2336 L
-3316 2344 mt 3366 2344 L
-3341 2319 mt 3341 2369 L
-3388 2373 mt 3438 2373 L
-3413 2348 mt 3413 2398 L
-3475 2416 mt 3525 2416 L
-3500 2391 mt 3500 2441 L
-3569 2469 mt 3619 2469 L
-3594 2444 mt 3594 2494 L
-3666 2505 mt 3716 2505 L
-3691 2480 mt 3691 2530 L
-3765 2556 mt 3815 2556 L
-3790 2531 mt 3790 2581 L
-3872 2621 mt 3922 2621 L
-3897 2596 mt 3897 2646 L
-3994 2686 mt 4044 2686 L
-4019 2661 mt 4019 2711 L
-4114 2764 mt 4164 2764 L
-4139 2739 mt 4139 2789 L
-4242 2830 mt 4292 2830 L
-4267 2805 mt 4267 2855 L
-1166 1268 mt 1200 1302 L
-1200 1268 mt 1166 1302 L
-1726 1359 mt 1760 1393 L
-1760 1359 mt 1726 1393 L
-1980 1419 mt 2014 1453 L
-2014 1419 mt 1980 1453 L
-2170 1477 mt 2204 1511 L
-2204 1477 mt 2170 1511 L
-2293 1536 mt 2327 1570 L
-2327 1536 mt 2293 1570 L
-2396 1605 mt 2430 1639 L
-2430 1605 mt 2396 1639 L
-2467 1666 mt 2501 1700 L
-2501 1666 mt 2467 1700 L
-2557 1712 mt 2591 1746 L
-2591 1712 mt 2557 1746 L
-2608 1765 mt 2642 1799 L
-2642 1765 mt 2608 1799 L
-2678 1820 mt 2712 1854 L
-2712 1820 mt 2678 1854 L
-2730 1867 mt 2764 1901 L
-2764 1867 mt 2730 1901 L
-2778 1919 mt 2812 1953 L
-2812 1919 mt 2778 1953 L
-2840 1965 mt 2874 1999 L
-2874 1965 mt 2840 1999 L
-2885 2015 mt 2919 2049 L
-2919 2015 mt 2885 2049 L
-2946 2063 mt 2980 2097 L
-2980 2063 mt 2946 2097 L
-3007 2113 mt 3041 2147 L
-3041 2113 mt 3007 2147 L
-3067 2159 mt 3101 2193 L
-3101 2159 mt 3067 2193 L
-3131 2202 mt 3165 2236 L
-3165 2202 mt 3131 2236 L
-3185 2242 mt 3219 2276 L
-3219 2242 mt 3185 2276 L
-3269 2294 mt 3303 2328 L
-3303 2294 mt 3269 2328 L
-3324 2327 mt 3358 2361 L
-3358 2327 mt 3324 2361 L
-3396 2356 mt 3430 2390 L
-3430 2356 mt 3396 2390 L
-3483 2399 mt 3517 2433 L
-3517 2399 mt 3483 2433 L
-3577 2452 mt 3611 2486 L
-3611 2452 mt 3577 2486 L
-3674 2488 mt 3708 2522 L
-3708 2488 mt 3674 2522 L
-3773 2539 mt 3807 2573 L
-3807 2539 mt 3773 2573 L
-3880 2604 mt 3914 2638 L
-3914 2604 mt 3880 2638 L
-4002 2669 mt 4036 2703 L
-4036 2669 mt 4002 2703 L
-4122 2747 mt 4156 2781 L
-4156 2747 mt 4122 2781 L
-4250 2813 mt 4284 2847 L
-4284 2813 mt 4250 2847 L
-gr
-
-c10
-128 72 120 84 122 66 107 66 99 52 97 39 94 53 87 46
-72 34 55 41 84 57 54 48 64 50 60 51 61 54 61 56
-45 55 62 52 48 55 52 51 70 55 51 54 90 50 71 60
-103 73 123 58 190 64 254 62 560 94 1183 1157 30 MP stroke
-gs 1132 1106 3187 1755 MR c np
-1158 1157 mt 1208 1157 L
-1183 1132 mt 1183 1182 L
-1718 1251 mt 1768 1251 L
-1743 1226 mt 1743 1276 L
-1972 1313 mt 2022 1313 L
-1997 1288 mt 1997 1338 L
-2162 1377 mt 2212 1377 L
-2187 1352 mt 2187 1402 L
-2285 1435 mt 2335 1435 L
-2310 1410 mt 2310 1460 L
-2388 1508 mt 2438 1508 L
-2413 1483 mt 2413 1533 L
-2459 1568 mt 2509 1568 L
-2484 1543 mt 2484 1593 L
-2549 1618 mt 2599 1618 L
-2574 1593 mt 2574 1643 L
-2600 1672 mt 2650 1672 L
-2625 1647 mt 2625 1697 L
-2670 1727 mt 2720 1727 L
-2695 1702 mt 2695 1752 L
-2722 1778 mt 2772 1778 L
-2747 1753 mt 2747 1803 L
-2770 1833 mt 2820 1833 L
-2795 1808 mt 2795 1858 L
-2832 1885 mt 2882 1885 L
-2857 1860 mt 2857 1910 L
-2877 1940 mt 2927 1940 L
-2902 1915 mt 2902 1965 L
-2938 1996 mt 2988 1996 L
-2963 1971 mt 2963 2021 L
-2999 2050 mt 3049 2050 L
-3024 2025 mt 3024 2075 L
-3059 2101 mt 3109 2101 L
-3084 2076 mt 3084 2126 L
-3123 2151 mt 3173 2151 L
-3148 2126 mt 3148 2176 L
-3177 2199 mt 3227 2199 L
-3202 2174 mt 3202 2224 L
-3261 2256 mt 3311 2256 L
-3286 2231 mt 3286 2281 L
-3316 2297 mt 3366 2297 L
-3341 2272 mt 3341 2322 L
-3388 2331 mt 3438 2331 L
-3413 2306 mt 3413 2356 L
-3475 2377 mt 3525 2377 L
-3500 2352 mt 3500 2402 L
-3569 2430 mt 3619 2430 L
-3594 2405 mt 3594 2455 L
-3666 2469 mt 3716 2469 L
-3691 2444 mt 3691 2494 L
-3765 2521 mt 3815 2521 L
-3790 2496 mt 3790 2546 L
-3872 2587 mt 3922 2587 L
-3897 2562 mt 3897 2612 L
-3994 2653 mt 4044 2653 L
-4019 2628 mt 4019 2678 L
-4114 2737 mt 4164 2737 L
-4139 2712 mt 4139 2762 L
-4242 2809 mt 4292 2809 L
-4267 2784 mt 4267 2834 L
-1166 1140 mt 1200 1174 L
-1200 1140 mt 1166 1174 L
-1726 1234 mt 1760 1268 L
-1760 1234 mt 1726 1268 L
-1980 1296 mt 2014 1330 L
-2014 1296 mt 1980 1330 L
-2170 1360 mt 2204 1394 L
-2204 1360 mt 2170 1394 L
-2293 1418 mt 2327 1452 L
-2327 1418 mt 2293 1452 L
-2396 1491 mt 2430 1525 L
-2430 1491 mt 2396 1525 L
-2467 1551 mt 2501 1585 L
-2501 1551 mt 2467 1585 L
-2557 1601 mt 2591 1635 L
-2591 1601 mt 2557 1635 L
-2608 1655 mt 2642 1689 L
-2642 1655 mt 2608 1689 L
-2678 1710 mt 2712 1744 L
-2712 1710 mt 2678 1744 L
-2730 1761 mt 2764 1795 L
-2764 1761 mt 2730 1795 L
-2778 1816 mt 2812 1850 L
-2812 1816 mt 2778 1850 L
-2840 1868 mt 2874 1902 L
-2874 1868 mt 2840 1902 L
-2885 1923 mt 2919 1957 L
-2919 1923 mt 2885 1957 L
-2946 1979 mt 2980 2013 L
-2980 1979 mt 2946 2013 L
-3007 2033 mt 3041 2067 L
-3041 2033 mt 3007 2067 L
-3067 2084 mt 3101 2118 L
-3101 2084 mt 3067 2118 L
-3131 2134 mt 3165 2168 L
-3165 2134 mt 3131 2168 L
-3185 2182 mt 3219 2216 L
-3219 2182 mt 3185 2216 L
-3269 2239 mt 3303 2273 L
-3303 2239 mt 3269 2273 L
-3324 2280 mt 3358 2314 L
-3358 2280 mt 3324 2314 L
-3396 2314 mt 3430 2348 L
-3430 2314 mt 3396 2348 L
-3483 2360 mt 3517 2394 L
-3517 2360 mt 3483 2394 L
-3577 2413 mt 3611 2447 L
-3611 2413 mt 3577 2447 L
-3674 2452 mt 3708 2486 L
-3708 2452 mt 3674 2486 L
-3773 2504 mt 3807 2538 L
-3807 2504 mt 3773 2538 L
-3880 2570 mt 3914 2604 L
-3914 2570 mt 3880 2604 L
-4002 2636 mt 4036 2670 L
-4036 2636 mt 4002 2670 L
-4122 2720 mt 4156 2754 L
-4156 2720 mt 4122 2754 L
-4250 2792 mt 4284 2826 L
-4284 2792 mt 4250 2826 L
-gr
-
-c8
-128 83 120 79 122 78 107 74 99 72 97 70 94 67 87 69
-72 63 55 59 84 58 54 56 64 55 60 55 61 57 61 48
-45 49 62 50 48 50 52 53 70 51 51 51 90 53 71 56
-103 78 123 50 190 66 254 53 560 72 1183 932 30 MP stroke
-gs 1132 881 3187 1878 MR c np
-1158 932 mt 1208 932 L
-1183 907 mt 1183 957 L
-1718 1004 mt 1768 1004 L
-1743 979 mt 1743 1029 L
-1972 1057 mt 2022 1057 L
-1997 1032 mt 1997 1082 L
-2162 1123 mt 2212 1123 L
-2187 1098 mt 2187 1148 L
-2285 1173 mt 2335 1173 L
-2310 1148 mt 2310 1198 L
-2388 1251 mt 2438 1251 L
-2413 1226 mt 2413 1276 L
-2459 1307 mt 2509 1307 L
-2484 1282 mt 2484 1332 L
-2549 1360 mt 2599 1360 L
-2574 1335 mt 2574 1385 L
-2600 1411 mt 2650 1411 L
-2625 1386 mt 2625 1436 L
-2670 1462 mt 2720 1462 L
-2695 1437 mt 2695 1487 L
-2722 1515 mt 2772 1515 L
-2747 1490 mt 2747 1540 L
-2770 1565 mt 2820 1565 L
-2795 1540 mt 2795 1590 L
-2832 1615 mt 2882 1615 L
-2857 1590 mt 2857 1640 L
-2877 1664 mt 2927 1664 L
-2902 1639 mt 2902 1689 L
-2938 1712 mt 2988 1712 L
-2963 1687 mt 2963 1737 L
-2999 1769 mt 3049 1769 L
-3024 1744 mt 3024 1794 L
-3059 1824 mt 3109 1824 L
-3084 1799 mt 3084 1849 L
-3123 1879 mt 3173 1879 L
-3148 1854 mt 3148 1904 L
-3177 1935 mt 3227 1935 L
-3202 1910 mt 3202 1960 L
-3261 1993 mt 3311 1993 L
-3286 1968 mt 3286 2018 L
-3316 2052 mt 3366 2052 L
-3341 2027 mt 3341 2077 L
-3388 2115 mt 3438 2115 L
-3413 2090 mt 3413 2140 L
-3475 2184 mt 3525 2184 L
-3500 2159 mt 3500 2209 L
-3569 2251 mt 3619 2251 L
-3594 2226 mt 3594 2276 L
-3666 2321 mt 3716 2321 L
-3691 2296 mt 3691 2346 L
-3765 2393 mt 3815 2393 L
-3790 2368 mt 3790 2418 L
-3872 2467 mt 3922 2467 L
-3897 2442 mt 3897 2492 L
-3994 2545 mt 4044 2545 L
-4019 2520 mt 4019 2570 L
-4114 2624 mt 4164 2624 L
-4139 2599 mt 4139 2649 L
-4242 2707 mt 4292 2707 L
-4267 2682 mt 4267 2732 L
-gr
-
-c9
-128 66 120 79 122 64 107 65 99 51 97 37 94 52 87 43
-72 29 55 33 84 52 54 40 64 43 60 46 61 50 61 48
-45 50 62 46 48 52 52 47 70 55 51 53 90 46 71 61
-103 69 123 59 190 58 254 60 560 91 1183 1285 30 MP stroke
-gs 1132 1234 3187 1648 MR c np
-1158 1285 mt 1208 1285 L
-1183 1260 mt 1183 1310 L
-1718 1376 mt 1768 1376 L
-1743 1351 mt 1743 1401 L
-1972 1436 mt 2022 1436 L
-1997 1411 mt 1997 1461 L
-2162 1494 mt 2212 1494 L
-2187 1469 mt 2187 1519 L
-2285 1553 mt 2335 1553 L
-2310 1528 mt 2310 1578 L
-2388 1622 mt 2438 1622 L
-2413 1597 mt 2413 1647 L
-2459 1683 mt 2509 1683 L
-2484 1658 mt 2484 1708 L
-2549 1729 mt 2599 1729 L
-2574 1704 mt 2574 1754 L
-2600 1782 mt 2650 1782 L
-2625 1757 mt 2625 1807 L
-2670 1837 mt 2720 1837 L
-2695 1812 mt 2695 1862 L
-2722 1884 mt 2772 1884 L
-2747 1859 mt 2747 1909 L
-2770 1936 mt 2820 1936 L
-2795 1911 mt 2795 1961 L
-2832 1982 mt 2882 1982 L
-2857 1957 mt 2857 2007 L
-2877 2032 mt 2927 2032 L
-2902 2007 mt 2902 2057 L
-2938 2080 mt 2988 2080 L
-2963 2055 mt 2963 2105 L
-2999 2130 mt 3049 2130 L
-3024 2105 mt 3024 2155 L
-3059 2176 mt 3109 2176 L
-3084 2151 mt 3084 2201 L
-3123 2219 mt 3173 2219 L
-3148 2194 mt 3148 2244 L
-3177 2259 mt 3227 2259 L
-3202 2234 mt 3202 2284 L
-3261 2311 mt 3311 2311 L
-3286 2286 mt 3286 2336 L
-3316 2344 mt 3366 2344 L
-3341 2319 mt 3341 2369 L
-3388 2373 mt 3438 2373 L
-3413 2348 mt 3413 2398 L
-3475 2416 mt 3525 2416 L
-3500 2391 mt 3500 2441 L
-3569 2468 mt 3619 2468 L
-3594 2443 mt 3594 2493 L
-3666 2505 mt 3716 2505 L
-3691 2480 mt 3691 2530 L
-3765 2556 mt 3815 2556 L
-3790 2531 mt 3790 2581 L
-3872 2621 mt 3922 2621 L
-3897 2596 mt 3897 2646 L
-3994 2685 mt 4044 2685 L
-4019 2660 mt 4019 2710 L
-4114 2764 mt 4164 2764 L
-4139 2739 mt 4139 2789 L
-4242 2830 mt 4292 2830 L
-4267 2805 mt 4267 2855 L
-gr
-
-c10
-128 73 120 83 122 66 107 66 99 53 97 38 94 53 87 46
-72 34 55 41 84 58 54 47 64 50 60 51 61 54 61 56
-45 55 62 53 48 54 52 51 70 55 51 54 90 50 71 60
-103 73 123 58 190 64 254 62 560 94 1183 1157 30 MP stroke
-gs 1132 1106 3187 1755 MR c np
-1158 1157 mt 1208 1157 L
-1183 1132 mt 1183 1182 L
-1718 1251 mt 1768 1251 L
-1743 1226 mt 1743 1276 L
-1972 1313 mt 2022 1313 L
-1997 1288 mt 1997 1338 L
-2162 1377 mt 2212 1377 L
-2187 1352 mt 2187 1402 L
-2285 1435 mt 2335 1435 L
-2310 1410 mt 2310 1460 L
-2388 1508 mt 2438 1508 L
-2413 1483 mt 2413 1533 L
-2459 1568 mt 2509 1568 L
-2484 1543 mt 2484 1593 L
-2549 1618 mt 2599 1618 L
-2574 1593 mt 2574 1643 L
-2600 1672 mt 2650 1672 L
-2625 1647 mt 2625 1697 L
-2670 1727 mt 2720 1727 L
-2695 1702 mt 2695 1752 L
-2722 1778 mt 2772 1778 L
-2747 1753 mt 2747 1803 L
-2770 1832 mt 2820 1832 L
-2795 1807 mt 2795 1857 L
-2832 1885 mt 2882 1885 L
-2857 1860 mt 2857 1910 L
-2877 1940 mt 2927 1940 L
-2902 1915 mt 2902 1965 L
-2938 1996 mt 2988 1996 L
-2963 1971 mt 2963 2021 L
-2999 2050 mt 3049 2050 L
-3024 2025 mt 3024 2075 L
-3059 2101 mt 3109 2101 L
-3084 2076 mt 3084 2126 L
-3123 2151 mt 3173 2151 L
-3148 2126 mt 3148 2176 L
-3177 2198 mt 3227 2198 L
-3202 2173 mt 3202 2223 L
-3261 2256 mt 3311 2256 L
-3286 2231 mt 3286 2281 L
-3316 2297 mt 3366 2297 L
-3341 2272 mt 3341 2322 L
-3388 2331 mt 3438 2331 L
-3413 2306 mt 3413 2356 L
-3475 2377 mt 3525 2377 L
-3500 2352 mt 3500 2402 L
-3569 2430 mt 3619 2430 L
-3594 2405 mt 3594 2455 L
-3666 2468 mt 3716 2468 L
-3691 2443 mt 3691 2493 L
-3765 2521 mt 3815 2521 L
-3790 2496 mt 3790 2546 L
-3872 2587 mt 3922 2587 L
-3897 2562 mt 3897 2612 L
-3994 2653 mt 4044 2653 L
-4019 2628 mt 4019 2678 L
-4114 2736 mt 4164 2736 L
-4139 2711 mt 4139 2761 L
-4242 2809 mt 4292 2809 L
-4267 2784 mt 4267 2834 L
-gr
-
-DD
-c8
-128 83 120 79 122 78 107 74 99 72 97 70 94 67 87 69
-72 63 55 59 84 58 54 56 64 55 60 55 61 57 61 48
-45 49 62 50 48 50 52 53 70 51 51 51 90 53 71 56
-103 78 123 50 190 66 254 53 560 72 1183 932 30 MP stroke
-c9
-128 66 120 79 122 64 107 65 99 51 97 37 94 52 87 43
-72 29 55 33 84 52 54 40 64 43 60 46 61 50 61 48
-45 50 62 46 48 52 52 47 70 55 51 53 90 46 71 61
-103 69 123 59 190 58 254 60 560 91 1183 1285 30 MP stroke
-c10
-128 73 120 83 122 66 107 66 99 53 97 38 94 53 87 46
-72 34 55 41 84 58 54 47 64 50 60 51 61 54 61 56
-45 55 62 53 48 54 52 51 70 55 51 54 90 50 71 60
-103 73 123 58 190 64 254 62 560 94 1183 1157 30 MP stroke
-c8
-128 51 120 47 122 48 107 42 99 39 97 39 94 37 87 34
-72 28 55 22 84 33 54 22 64 25 60 24 61 23 61 25
-45 17 62 25 48 19 52 20 70 28 51 20 90 36 71 28
-103 40 123 49 190 75 254 100 560 221 1183 604 30 MP stroke
-c9
-128 25 120 24 122 24 107 21 99 19 97 20 94 18 87 17
-72 14 55 11 84 17 54 11 64 12 60 12 61 12 61 12
-45 9 62 12 48 10 52 10 70 14 51 10 90 18 71 14
-103 20 123 24 190 38 254 50 560 110 1183 764 30 MP stroke
-c10
-128 76 120 71 122 72 107 63 99 59 97 57 94 56 87 51
-72 43 55 32 84 50 54 32 64 38 60 36 61 35 61 37
-45 26 62 37 48 28 52 31 70 42 51 30 90 53 71 42
-103 61 123 73 190 112 254 151 560 331 1183 1114 30 MP stroke
-gr
-
-c10
-DD
-0 sg
-%%IncludeResource: font Helvetica
-/Helvetica /ISOLatin1Encoding 83.3333 FMSR
-
-2172 206 mt
-(Fehler \(2DQuad\)) s
-2307 3432 mt
-(Elemente) s
- 388 1926 mt -90 rotate
-(Schaetzer) s
-90 rotate
- 612 3237 mt
-( ) s
-4333 300 mt
-( ) s
-SO
-1 sg
-0 2058 1211 0 0 -2058 665 3166 4 MP
-PP
--1211 0 0 2058 1211 0 0 -2058 665 3166 5 MP stroke
-2.77778 w
-DO
-SO
-4.16667 w
-0 sg
- 665 3166 mt 1876 3166 L
- 665 3166 mt 665 1108 L
- 992 1206 mt
-(t) s
-%%IncludeResource: font Symbol
-/Symbol /ISOLatin1Encoding 83.3333 FMSR
-
-1015 1206 mt
-(m) s
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-/Helvetica /ISOLatin1Encoding 83.3333 FMSR
-
-1063 1206 mt
-( 22222t05n05 QA) s
-gs 665 1108 1212 2059 MR c np
-c8
-251 0 715 1175 2 MP stroke
-gs 790 1124 103 103 MR c np
- 25 25 841 1175 FO
-gr
-
-gr
-
-c8
-0 sg
-%%IncludeResource: font Symbol
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-
- 992 1312 mt
-(h) s
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-/Helvetica /ISOLatin1Encoding 83.3333 FMSR
-
-1042 1312 mt
-( 22222t05n05 QA) s
-gs 665 1108 1212 2059 MR c np
-c9
-251 0 715 1281 2 MP stroke
-gs 790 1230 103 103 MR c np
- 25 25 841 1281 FO
-gr
-
-gr
-
-c9
-0 sg
- 992 1418 mt
-(fehler 22222t05n05 QA) s
-gs 665 1108 1212 2059 MR c np
-c10
-251 0 715 1387 2 MP stroke
-gs 790 1336 103 103 MR c np
- 25 25 841 1387 FO
-gr
-
-gr
-
-c10
-0 sg
- 992 1524 mt
-(t) s
-%%IncludeResource: font Symbol
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-
-1015 1524 mt
-(m) s
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-
-1063 1524 mt
-( 22222t05n05 QA) s
-gs 665 1108 1212 2059 MR c np
-c8
-251 0 715 1493 2 MP stroke
-gs 790 1442 103 103 MR c np
- 824 1476 mt 858 1510 L
- 858 1476 mt 824 1510 L
-gr
-
-gr
-
-c8
-0 sg
-%%IncludeResource: font Symbol
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-
- 992 1630 mt
-(h) s
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-/Helvetica /ISOLatin1Encoding 83.3333 FMSR
-
-1042 1630 mt
-( 22222t05n05 QA) s
-gs 665 1108 1212 2059 MR c np
-c9
-251 0 715 1599 2 MP stroke
-gs 790 1548 103 103 MR c np
- 824 1582 mt 858 1616 L
- 858 1582 mt 824 1616 L
-gr
-
-gr
-
-c9
-0 sg
- 992 1736 mt
-(fehler 22222t05n05 QA) s
-gs 665 1108 1212 2059 MR c np
-c10
-251 0 715 1705 2 MP stroke
-gs 790 1654 103 103 MR c np
- 824 1688 mt 858 1722 L
- 858 1688 mt 824 1722 L
-gr
-
-gr
-
-c10
-0 sg
- 992 1842 mt
-(t) s
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-
-1015 1842 mt
-(m) s
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-
-1063 1842 mt
-( 22222t05n05 QA) s
-gs 665 1108 1212 2059 MR c np
-c8
-251 0 715 1811 2 MP stroke
-gs 790 1760 103 103 MR c np
- 816 1811 mt 866 1811 L
- 841 1786 mt 841 1836 L
- 824 1794 mt 858 1828 L
- 858 1794 mt 824 1828 L
-gr
-
-gr
-
-c8
-0 sg
-%%IncludeResource: font Symbol
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-
- 992 1948 mt
-(h) s
-%%IncludeResource: font Helvetica
-/Helvetica /ISOLatin1Encoding 83.3333 FMSR
-
-1042 1948 mt
-( 22222t05n05 QA) s
-gs 665 1108 1212 2059 MR c np
-c9
-251 0 715 1917 2 MP stroke
-gs 790 1866 103 103 MR c np
- 816 1917 mt 866 1917 L
- 841 1892 mt 841 1942 L
- 824 1900 mt 858 1934 L
- 858 1900 mt 824 1934 L
-gr
-
-gr
-
-c9
-0 sg
- 992 2053 mt
-(fehler 22222t05n05 QA) s
-gs 665 1108 1212 2059 MR c np
-c10
-251 0 715 2023 2 MP stroke
-gs 790 1972 103 103 MR c np
- 816 2023 mt 866 2023 L
- 841 1998 mt 841 2048 L
- 824 2006 mt 858 2040 L
- 858 2006 mt 824 2040 L
-gr
-
-gr
-
-c10
-0 sg
- 992 2159 mt
-(t) s
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-1015 2159 mt
-(m) s
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-
-1063 2159 mt
-( 22222t05n05 QA) s
-gs 665 1108 1212 2059 MR c np
-c8
-251 0 715 2128 2 MP stroke
-gs 790 2077 103 103 MR c np
- 816 2128 mt 866 2128 L
- 841 2103 mt 841 2153 L
-gr
-
-gr
-
-c8
-0 sg
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-
- 992 2265 mt
-(h) s
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-
-1042 2265 mt
-( 22222t05n05 QA) s
-gs 665 1108 1212 2059 MR c np
-c9
-251 0 715 2234 2 MP stroke
-gs 790 2183 103 103 MR c np
- 816 2234 mt 866 2234 L
- 841 2209 mt 841 2259 L
-gr
-
-gr
-
-c9
-0 sg
- 992 2371 mt
-(fehler 22222t05n05 QA) s
-gs 665 1108 1212 2059 MR c np
-c10
-251 0 715 2340 2 MP stroke
-gs 790 2289 103 103 MR c np
- 816 2340 mt 866 2340 L
- 841 2315 mt 841 2365 L
-gr
-
-gr
-
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- 25 25 4139 2921 FO
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-gr
-
-gs 624 270 3721 2937 MR c np
-/c9 { 0.000000 0.500000 0.000000 sr} bdef
-c9
-128 126 120 0 122 126 107 126 99 0 97 127 94 0 87 126
-72 126 55 0 84 126 54 0 64 0 60 127 61 0 61 126
-45 0 62 126 48 0 52 0 70 126 51 0 90 127 71 0
-103 0 123 126 190 126 254 126 560 0 1183 270 30 MP stroke
-gr
-
-c9
-gs 1132 219 3187 1996 MR c np
- 25 25 1183 270 FO
- 25 25 1743 270 FO
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- 25 25 2187 522 FO
- 25 25 2310 648 FO
- 25 25 2413 648 FO
- 25 25 2484 648 FO
- 25 25 2574 775 FO
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- 25 25 2695 901 FO
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- 25 25 2795 901 FO
- 25 25 2857 1027 FO
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- 25 25 2963 1153 FO
- 25 25 3024 1153 FO
- 25 25 3084 1280 FO
- 25 25 3148 1280 FO
- 25 25 3202 1280 FO
- 25 25 3286 1406 FO
- 25 25 3341 1406 FO
- 25 25 3413 1532 FO
- 25 25 3500 1658 FO
- 25 25 3594 1658 FO
- 25 25 3691 1785 FO
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- 25 25 3897 1911 FO
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- 25 25 4139 2037 FO
- 25 25 4267 2163 FO
-gr
-
-gs 624 270 3721 2937 MR c np
-/c10 { 1.000000 0.000000 0.000000 sr} bdef
-c10
-128 126 120 126 122 127 107 126 99 126 97 126 94 127 87 126
-72 0 55 126 84 126 54 127 64 126 60 0 61 126 61 126
-45 127 62 0 48 126 52 0 70 126 51 126 90 0 71 127
-103 126 123 126 190 0 254 126 560 0 1183 270 30 MP stroke
-gr
-
-c10
-gs 1132 219 3187 2880 MR c np
- 25 25 1183 270 FO
- 25 25 1743 270 FO
- 25 25 1997 396 FO
- 25 25 2187 396 FO
- 25 25 2310 522 FO
- 25 25 2413 648 FO
- 25 25 2484 775 FO
- 25 25 2574 775 FO
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- 25 25 2857 1153 FO
- 25 25 2902 1280 FO
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- 25 25 3413 2037 FO
- 25 25 3500 2163 FO
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- 25 25 3691 2416 FO
- 25 25 3790 2542 FO
- 25 25 3897 2668 FO
- 25 25 4019 2795 FO
- 25 25 4139 2921 FO
- 25 25 4267 3047 FO
-gr
-
-gs 624 270 3721 2937 MR c np
-c8
-128 126 120 126 122 127 107 126 99 126 97 126 94 127 87 126
-72 0 55 126 84 126 54 127 64 126 60 0 61 126 61 126
-45 127 62 0 48 126 52 0 70 126 51 126 90 0 71 127
-103 0 123 126 190 126 254 126 560 0 1183 270 30 MP stroke
-gr
-
-c8
-gs 1132 219 3187 2880 MR c np
-1166 253 mt 1200 287 L
-1200 253 mt 1166 287 L
-1726 253 mt 1760 287 L
-1760 253 mt 1726 287 L
-1980 379 mt 2014 413 L
-2014 379 mt 1980 413 L
-2170 505 mt 2204 539 L
-2204 505 mt 2170 539 L
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-2840 1136 mt 2874 1170 L
-2874 1136 mt 2840 1170 L
-2885 1263 mt 2919 1297 L
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-3101 1515 mt 3067 1549 L
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-3165 1641 mt 3131 1675 L
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-3219 1768 mt 3185 1802 L
-3269 1894 mt 3303 1928 L
-3303 1894 mt 3269 1928 L
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-3358 2020 mt 3324 2054 L
-3396 2020 mt 3430 2054 L
-3430 2020 mt 3396 2054 L
-3483 2146 mt 3517 2180 L
-3517 2146 mt 3483 2180 L
-3577 2273 mt 3611 2307 L
-3611 2273 mt 3577 2307 L
-3674 2399 mt 3708 2433 L
-3708 2399 mt 3674 2433 L
-3773 2525 mt 3807 2559 L
-3807 2525 mt 3773 2559 L
-3880 2651 mt 3914 2685 L
-3914 2651 mt 3880 2685 L
-4002 2778 mt 4036 2812 L
-4036 2778 mt 4002 2812 L
-4122 2904 mt 4156 2938 L
-4156 2904 mt 4122 2938 L
-4250 3030 mt 4284 3064 L
-4284 3030 mt 4250 3064 L
-gr
-
-gs 624 270 3721 2937 MR c np
-c9
-128 126 120 0 122 126 107 126 99 0 97 127 94 0 87 126
-72 126 55 0 84 126 54 0 64 0 60 127 61 0 61 126
-45 0 62 126 48 0 52 0 70 126 51 0 90 127 71 0
-103 0 123 126 190 126 254 126 560 0 1183 270 30 MP stroke
-gr
-
-c9
-gs 1132 219 3187 1996 MR c np
-1166 253 mt 1200 287 L
-1200 253 mt 1166 287 L
-1726 253 mt 1760 287 L
-1760 253 mt 1726 287 L
-1980 379 mt 2014 413 L
-2014 379 mt 1980 413 L
-2170 505 mt 2204 539 L
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-2293 631 mt 2327 665 L
-2327 631 mt 2293 665 L
-2396 631 mt 2430 665 L
-2430 631 mt 2396 665 L
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-2642 758 mt 2608 792 L
-2678 884 mt 2712 918 L
-2712 884 mt 2678 918 L
-2730 884 mt 2764 918 L
-2764 884 mt 2730 918 L
-2778 884 mt 2812 918 L
-2812 884 mt 2778 918 L
-2840 1010 mt 2874 1044 L
-2874 1010 mt 2840 1044 L
-2885 1010 mt 2919 1044 L
-2919 1010 mt 2885 1044 L
-2946 1136 mt 2980 1170 L
-2980 1136 mt 2946 1170 L
-3007 1136 mt 3041 1170 L
-3041 1136 mt 3007 1170 L
-3067 1263 mt 3101 1297 L
-3101 1263 mt 3067 1297 L
-3131 1263 mt 3165 1297 L
-3165 1263 mt 3131 1297 L
-3185 1263 mt 3219 1297 L
-3219 1263 mt 3185 1297 L
-3269 1389 mt 3303 1423 L
-3303 1389 mt 3269 1423 L
-3324 1389 mt 3358 1423 L
-3358 1389 mt 3324 1423 L
-3396 1515 mt 3430 1549 L
-3430 1515 mt 3396 1549 L
-3483 1641 mt 3517 1675 L
-3517 1641 mt 3483 1675 L
-3577 1641 mt 3611 1675 L
-3611 1641 mt 3577 1675 L
-3674 1768 mt 3708 1802 L
-3708 1768 mt 3674 1802 L
-3773 1768 mt 3807 1802 L
-3807 1768 mt 3773 1802 L
-3880 1894 mt 3914 1928 L
-3914 1894 mt 3880 1928 L
-4002 2020 mt 4036 2054 L
-4036 2020 mt 4002 2054 L
-4122 2020 mt 4156 2054 L
-4156 2020 mt 4122 2054 L
-4250 2146 mt 4284 2180 L
-4284 2146 mt 4250 2180 L
-gr
-
-gs 624 270 3721 2937 MR c np
-c10
-128 126 120 126 122 127 107 126 99 126 97 126 94 127 87 126
-72 0 55 126 84 126 54 127 64 126 60 0 61 126 61 126
-45 127 62 0 48 126 52 0 70 126 51 126 90 0 71 127
-103 126 123 126 190 0 254 126 560 0 1183 270 30 MP stroke
-gr
-
-c10
-gs 1132 219 3187 2880 MR c np
-1166 253 mt 1200 287 L
-1200 253 mt 1166 287 L
-1726 253 mt 1760 287 L
-1760 253 mt 1726 287 L
-1980 379 mt 2014 413 L
-2014 379 mt 1980 413 L
-2170 379 mt 2204 413 L
-2204 379 mt 2170 413 L
-2293 505 mt 2327 539 L
-2327 505 mt 2293 539 L
-2396 631 mt 2430 665 L
-2430 631 mt 2396 665 L
-2467 758 mt 2501 792 L
-2501 758 mt 2467 792 L
-2557 758 mt 2591 792 L
-2591 758 mt 2557 792 L
-2608 884 mt 2642 918 L
-2642 884 mt 2608 918 L
-2678 1010 mt 2712 1044 L
-2712 1010 mt 2678 1044 L
-2730 1010 mt 2764 1044 L
-2764 1010 mt 2730 1044 L
-2778 1136 mt 2812 1170 L
-2812 1136 mt 2778 1170 L
-2840 1136 mt 2874 1170 L
-2874 1136 mt 2840 1170 L
-2885 1263 mt 2919 1297 L
-2919 1263 mt 2885 1297 L
-2946 1389 mt 2980 1423 L
-2980 1389 mt 2946 1423 L
-3007 1515 mt 3041 1549 L
-3041 1515 mt 3007 1549 L
-3067 1515 mt 3101 1549 L
-3101 1515 mt 3067 1549 L
-3131 1641 mt 3165 1675 L
-3165 1641 mt 3131 1675 L
-3185 1768 mt 3219 1802 L
-3219 1768 mt 3185 1802 L
-3269 1894 mt 3303 1928 L
-3303 1894 mt 3269 1928 L
-3324 2020 mt 3358 2054 L
-3358 2020 mt 3324 2054 L
-3396 2020 mt 3430 2054 L
-3430 2020 mt 3396 2054 L
-3483 2146 mt 3517 2180 L
-3517 2146 mt 3483 2180 L
-3577 2273 mt 3611 2307 L
-3611 2273 mt 3577 2307 L
-3674 2399 mt 3708 2433 L
-3708 2399 mt 3674 2433 L
-3773 2525 mt 3807 2559 L
-3807 2525 mt 3773 2559 L
-3880 2651 mt 3914 2685 L
-3914 2651 mt 3880 2685 L
-4002 2778 mt 4036 2812 L
-4036 2778 mt 4002 2812 L
-4122 2904 mt 4156 2938 L
-4156 2904 mt 4122 2938 L
-4250 3030 mt 4284 3064 L
-4284 3030 mt 4250 3064 L
-gr
-
-gs 624 270 3721 2937 MR c np
-c8
-128 126 120 126 122 127 107 126 99 126 97 126 94 127 87 126
-72 0 55 126 84 126 54 127 64 126 60 0 61 126 61 126
-45 127 62 0 48 126 52 0 70 126 51 126 90 0 71 127
-103 0 123 126 190 126 254 126 560 0 1183 270 30 MP stroke
-gr
-
-c8
-gs 1132 219 3187 2880 MR c np
-1158 270 mt 1208 270 L
-1183 245 mt 1183 295 L
-1718 270 mt 1768 270 L
-1743 245 mt 1743 295 L
-1972 396 mt 2022 396 L
-1997 371 mt 1997 421 L
-2162 522 mt 2212 522 L
-2187 497 mt 2187 547 L
-2285 648 mt 2335 648 L
-2310 623 mt 2310 673 L
-2388 648 mt 2438 648 L
-2413 623 mt 2413 673 L
-2459 775 mt 2509 775 L
-2484 750 mt 2484 800 L
-2549 775 mt 2599 775 L
-2574 750 mt 2574 800 L
-2600 901 mt 2650 901 L
-2625 876 mt 2625 926 L
-2670 1027 mt 2720 1027 L
-2695 1002 mt 2695 1052 L
-2722 1027 mt 2772 1027 L
-2747 1002 mt 2747 1052 L
-2770 1153 mt 2820 1153 L
-2795 1128 mt 2795 1178 L
-2832 1153 mt 2882 1153 L
-2857 1128 mt 2857 1178 L
-2877 1280 mt 2927 1280 L
-2902 1255 mt 2902 1305 L
-2938 1406 mt 2988 1406 L
-2963 1381 mt 2963 1431 L
-2999 1532 mt 3049 1532 L
-3024 1507 mt 3024 1557 L
-3059 1532 mt 3109 1532 L
-3084 1507 mt 3084 1557 L
-3123 1658 mt 3173 1658 L
-3148 1633 mt 3148 1683 L
-3177 1785 mt 3227 1785 L
-3202 1760 mt 3202 1810 L
-3261 1911 mt 3311 1911 L
-3286 1886 mt 3286 1936 L
-3316 2037 mt 3366 2037 L
-3341 2012 mt 3341 2062 L
-3388 2037 mt 3438 2037 L
-3413 2012 mt 3413 2062 L
-3475 2163 mt 3525 2163 L
-3500 2138 mt 3500 2188 L
-3569 2290 mt 3619 2290 L
-3594 2265 mt 3594 2315 L
-3666 2416 mt 3716 2416 L
-3691 2391 mt 3691 2441 L
-3765 2542 mt 3815 2542 L
-3790 2517 mt 3790 2567 L
-3872 2668 mt 3922 2668 L
-3897 2643 mt 3897 2693 L
-3994 2795 mt 4044 2795 L
-4019 2770 mt 4019 2820 L
-4114 2921 mt 4164 2921 L
-4139 2896 mt 4139 2946 L
-4242 3047 mt 4292 3047 L
-4267 3022 mt 4267 3072 L
-1166 253 mt 1200 287 L
-1200 253 mt 1166 287 L
-1726 253 mt 1760 287 L
-1760 253 mt 1726 287 L
-1980 379 mt 2014 413 L
-2014 379 mt 1980 413 L
-2170 505 mt 2204 539 L
-2204 505 mt 2170 539 L
-2293 631 mt 2327 665 L
-2327 631 mt 2293 665 L
-2396 631 mt 2430 665 L
-2430 631 mt 2396 665 L
-2467 758 mt 2501 792 L
-2501 758 mt 2467 792 L
-2557 758 mt 2591 792 L
-2591 758 mt 2557 792 L
-2608 884 mt 2642 918 L
-2642 884 mt 2608 918 L
-2678 1010 mt 2712 1044 L
-2712 1010 mt 2678 1044 L
-2730 1010 mt 2764 1044 L
-2764 1010 mt 2730 1044 L
-2778 1136 mt 2812 1170 L
-2812 1136 mt 2778 1170 L
-2840 1136 mt 2874 1170 L
-2874 1136 mt 2840 1170 L
-2885 1263 mt 2919 1297 L
-2919 1263 mt 2885 1297 L
-2946 1389 mt 2980 1423 L
-2980 1389 mt 2946 1423 L
-3007 1515 mt 3041 1549 L
-3041 1515 mt 3007 1549 L
-3067 1515 mt 3101 1549 L
-3101 1515 mt 3067 1549 L
-3131 1641 mt 3165 1675 L
-3165 1641 mt 3131 1675 L
-3185 1768 mt 3219 1802 L
-3219 1768 mt 3185 1802 L
-3269 1894 mt 3303 1928 L
-3303 1894 mt 3269 1928 L
-3324 2020 mt 3358 2054 L
-3358 2020 mt 3324 2054 L
-3396 2020 mt 3430 2054 L
-3430 2020 mt 3396 2054 L
-3483 2146 mt 3517 2180 L
-3517 2146 mt 3483 2180 L
-3577 2273 mt 3611 2307 L
-3611 2273 mt 3577 2307 L
-3674 2399 mt 3708 2433 L
-3708 2399 mt 3674 2433 L
-3773 2525 mt 3807 2559 L
-3807 2525 mt 3773 2559 L
-3880 2651 mt 3914 2685 L
-3914 2651 mt 3880 2685 L
-4002 2778 mt 4036 2812 L
-4036 2778 mt 4002 2812 L
-4122 2904 mt 4156 2938 L
-4156 2904 mt 4122 2938 L
-4250 3030 mt 4284 3064 L
-4284 3030 mt 4250 3064 L
-gr
-
-gs 624 270 3721 2937 MR c np
-c9
-128 126 120 0 122 126 107 126 99 0 97 127 94 0 87 126
-72 126 55 0 84 126 54 0 64 0 60 127 61 0 61 126
-45 0 62 126 48 0 52 0 70 126 51 0 90 127 71 0
-103 0 123 126 190 126 254 126 560 0 1183 270 30 MP stroke
-gr
-
-c9
-gs 1132 219 3187 1996 MR c np
-1158 270 mt 1208 270 L
-1183 245 mt 1183 295 L
-1718 270 mt 1768 270 L
-1743 245 mt 1743 295 L
-1972 396 mt 2022 396 L
-1997 371 mt 1997 421 L
-2162 522 mt 2212 522 L
-2187 497 mt 2187 547 L
-2285 648 mt 2335 648 L
-2310 623 mt 2310 673 L
-2388 648 mt 2438 648 L
-2413 623 mt 2413 673 L
-2459 648 mt 2509 648 L
-2484 623 mt 2484 673 L
-2549 775 mt 2599 775 L
-2574 750 mt 2574 800 L
-2600 775 mt 2650 775 L
-2625 750 mt 2625 800 L
-2670 901 mt 2720 901 L
-2695 876 mt 2695 926 L
-2722 901 mt 2772 901 L
-2747 876 mt 2747 926 L
-2770 901 mt 2820 901 L
-2795 876 mt 2795 926 L
-2832 1027 mt 2882 1027 L
-2857 1002 mt 2857 1052 L
-2877 1027 mt 2927 1027 L
-2902 1002 mt 2902 1052 L
-2938 1153 mt 2988 1153 L
-2963 1128 mt 2963 1178 L
-2999 1153 mt 3049 1153 L
-3024 1128 mt 3024 1178 L
-3059 1280 mt 3109 1280 L
-3084 1255 mt 3084 1305 L
-3123 1280 mt 3173 1280 L
-3148 1255 mt 3148 1305 L
-3177 1280 mt 3227 1280 L
-3202 1255 mt 3202 1305 L
-3261 1406 mt 3311 1406 L
-3286 1381 mt 3286 1431 L
-3316 1406 mt 3366 1406 L
-3341 1381 mt 3341 1431 L
-3388 1532 mt 3438 1532 L
-3413 1507 mt 3413 1557 L
-3475 1658 mt 3525 1658 L
-3500 1633 mt 3500 1683 L
-3569 1658 mt 3619 1658 L
-3594 1633 mt 3594 1683 L
-3666 1785 mt 3716 1785 L
-3691 1760 mt 3691 1810 L
-3765 1785 mt 3815 1785 L
-3790 1760 mt 3790 1810 L
-3872 1911 mt 3922 1911 L
-3897 1886 mt 3897 1936 L
-3994 2037 mt 4044 2037 L
-4019 2012 mt 4019 2062 L
-4114 2037 mt 4164 2037 L
-4139 2012 mt 4139 2062 L
-4242 2163 mt 4292 2163 L
-4267 2138 mt 4267 2188 L
-1166 253 mt 1200 287 L
-1200 253 mt 1166 287 L
-1726 253 mt 1760 287 L
-1760 253 mt 1726 287 L
-1980 379 mt 2014 413 L
-2014 379 mt 1980 413 L
-2170 505 mt 2204 539 L
-2204 505 mt 2170 539 L
-2293 631 mt 2327 665 L
-2327 631 mt 2293 665 L
-2396 631 mt 2430 665 L
-2430 631 mt 2396 665 L
-2467 631 mt 2501 665 L
-2501 631 mt 2467 665 L
-2557 758 mt 2591 792 L
-2591 758 mt 2557 792 L
-2608 758 mt 2642 792 L
-2642 758 mt 2608 792 L
-2678 884 mt 2712 918 L
-2712 884 mt 2678 918 L
-2730 884 mt 2764 918 L
-2764 884 mt 2730 918 L
-2778 884 mt 2812 918 L
-2812 884 mt 2778 918 L
-2840 1010 mt 2874 1044 L
-2874 1010 mt 2840 1044 L
-2885 1010 mt 2919 1044 L
-2919 1010 mt 2885 1044 L
-2946 1136 mt 2980 1170 L
-2980 1136 mt 2946 1170 L
-3007 1136 mt 3041 1170 L
-3041 1136 mt 3007 1170 L
-3067 1263 mt 3101 1297 L
-3101 1263 mt 3067 1297 L
-3131 1263 mt 3165 1297 L
-3165 1263 mt 3131 1297 L
-3185 1263 mt 3219 1297 L
-3219 1263 mt 3185 1297 L
-3269 1389 mt 3303 1423 L
-3303 1389 mt 3269 1423 L
-3324 1389 mt 3358 1423 L
-3358 1389 mt 3324 1423 L
-3396 1515 mt 3430 1549 L
-3430 1515 mt 3396 1549 L
-3483 1641 mt 3517 1675 L
-3517 1641 mt 3483 1675 L
-3577 1641 mt 3611 1675 L
-3611 1641 mt 3577 1675 L
-3674 1768 mt 3708 1802 L
-3708 1768 mt 3674 1802 L
-3773 1768 mt 3807 1802 L
-3807 1768 mt 3773 1802 L
-3880 1894 mt 3914 1928 L
-3914 1894 mt 3880 1928 L
-4002 2020 mt 4036 2054 L
-4036 2020 mt 4002 2054 L
-4122 2020 mt 4156 2054 L
-4156 2020 mt 4122 2054 L
-4250 2146 mt 4284 2180 L
-4284 2146 mt 4250 2180 L
-gr
-
-gs 624 270 3721 2937 MR c np
-c10
-128 126 120 126 122 127 107 126 99 126 97 126 94 127 87 126
-72 0 55 126 84 126 54 127 64 126 60 0 61 126 61 126
-45 127 62 0 48 126 52 0 70 126 51 126 90 0 71 127
-103 126 123 126 190 0 254 126 560 0 1183 270 30 MP stroke
-gr
-
-c10
-gs 1132 219 3187 2880 MR c np
-1158 270 mt 1208 270 L
-1183 245 mt 1183 295 L
-1718 270 mt 1768 270 L
-1743 245 mt 1743 295 L
-1972 396 mt 2022 396 L
-1997 371 mt 1997 421 L
-2162 396 mt 2212 396 L
-2187 371 mt 2187 421 L
-2285 522 mt 2335 522 L
-2310 497 mt 2310 547 L
-2388 648 mt 2438 648 L
-2413 623 mt 2413 673 L
-2459 775 mt 2509 775 L
-2484 750 mt 2484 800 L
-2549 775 mt 2599 775 L
-2574 750 mt 2574 800 L
-2600 901 mt 2650 901 L
-2625 876 mt 2625 926 L
-2670 1027 mt 2720 1027 L
-2695 1002 mt 2695 1052 L
-2722 1027 mt 2772 1027 L
-2747 1002 mt 2747 1052 L
-2770 1153 mt 2820 1153 L
-2795 1128 mt 2795 1178 L
-2832 1153 mt 2882 1153 L
-2857 1128 mt 2857 1178 L
-2877 1280 mt 2927 1280 L
-2902 1255 mt 2902 1305 L
-2938 1406 mt 2988 1406 L
-2963 1381 mt 2963 1431 L
-2999 1532 mt 3049 1532 L
-3024 1507 mt 3024 1557 L
-3059 1532 mt 3109 1532 L
-3084 1507 mt 3084 1557 L
-3123 1658 mt 3173 1658 L
-3148 1633 mt 3148 1683 L
-3177 1785 mt 3227 1785 L
-3202 1760 mt 3202 1810 L
-3261 1911 mt 3311 1911 L
-3286 1886 mt 3286 1936 L
-3316 2037 mt 3366 2037 L
-3341 2012 mt 3341 2062 L
-3388 2037 mt 3438 2037 L
-3413 2012 mt 3413 2062 L
-3475 2163 mt 3525 2163 L
-3500 2138 mt 3500 2188 L
-3569 2290 mt 3619 2290 L
-3594 2265 mt 3594 2315 L
-3666 2416 mt 3716 2416 L
-3691 2391 mt 3691 2441 L
-3765 2542 mt 3815 2542 L
-3790 2517 mt 3790 2567 L
-3872 2668 mt 3922 2668 L
-3897 2643 mt 3897 2693 L
-3994 2795 mt 4044 2795 L
-4019 2770 mt 4019 2820 L
-4114 2921 mt 4164 2921 L
-4139 2896 mt 4139 2946 L
-4242 3047 mt 4292 3047 L
-4267 3022 mt 4267 3072 L
-1166 253 mt 1200 287 L
-1200 253 mt 1166 287 L
-1726 253 mt 1760 287 L
-1760 253 mt 1726 287 L
-1980 379 mt 2014 413 L
-2014 379 mt 1980 413 L
-2170 379 mt 2204 413 L
-2204 379 mt 2170 413 L
-2293 505 mt 2327 539 L
-2327 505 mt 2293 539 L
-2396 631 mt 2430 665 L
-2430 631 mt 2396 665 L
-2467 758 mt 2501 792 L
-2501 758 mt 2467 792 L
-2557 758 mt 2591 792 L
-2591 758 mt 2557 792 L
-2608 884 mt 2642 918 L
-2642 884 mt 2608 918 L
-2678 1010 mt 2712 1044 L
-2712 1010 mt 2678 1044 L
-2730 1010 mt 2764 1044 L
-2764 1010 mt 2730 1044 L
-2778 1136 mt 2812 1170 L
-2812 1136 mt 2778 1170 L
-2840 1136 mt 2874 1170 L
-2874 1136 mt 2840 1170 L
-2885 1263 mt 2919 1297 L
-2919 1263 mt 2885 1297 L
-2946 1389 mt 2980 1423 L
-2980 1389 mt 2946 1423 L
-3007 1515 mt 3041 1549 L
-3041 1515 mt 3007 1549 L
-3067 1515 mt 3101 1549 L
-3101 1515 mt 3067 1549 L
-3131 1641 mt 3165 1675 L
-3165 1641 mt 3131 1675 L
-3185 1768 mt 3219 1802 L
-3219 1768 mt 3185 1802 L
-3269 1894 mt 3303 1928 L
-3303 1894 mt 3269 1928 L
-3324 2020 mt 3358 2054 L
-3358 2020 mt 3324 2054 L
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+++ /dev/null
-\begin{tabular}{>{\columncolor{gray}}rccc}
-\rowcolor{gray}
- Index & x1 & x2 & x3\\
- 1 & 0.0000 & 0.0000 & 0.0000\\
- 2 & 0.0000 & 0.2500 & 0.0000\\
- 3 & 0.0000 & 0.5000 & 0.0000\\
- 4 & 0.0000 & 0.7500 & 0.0000\\
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- 6 & 0.2500 & 0.0000 & 0.0000\\
- 7 & 0.2500 & 0.2500 & 0.0000\\
- 8 & 0.2500 & 0.5000 & 0.0000\\
- 9 & 0.2500 & 0.7500 & 0.0000\\
- 10 & 0.2500 & 1.0000 & 0.0000\\
- 11 & 0.5000 & 0.0000 & 0.0000\\
- 12 & 0.5000 & 0.2500 & 0.0000\\
- 13 & 0.5000 & 0.5000 & 0.0000\\
- 14 & 0.5000 & 0.7500 & 0.0000\\
- 15 & 0.5000 & 1.0000 & 0.0000\\
- 16 & 1.0000 & 0.0000 & 0.0000\\
- 17 & 1.0000 & 0.5000 & 0.0000\\
- 18 & 1.0000 & 0.7500 & 0.0000\\
- 19 & 1.0000 & 1.0000 & 0.0000
-\end{tabular}
+++ /dev/null
-\begin{tabular}{>{\columncolor{gray}}rcccc}
-\rowcolor{gray}
- Index & c1 & c2 & c3 & c4\\
- 1 & 4 & 9 & 10 & 5\\
- 2 & 14 & 18 & 19 & 15\\
- 3 & 11 & 16 & 17 & 13\\
- 4 & 2 & 7 & 8 & 3\\
- 5 & 3 & 8 & 9 & 4\\
- 6 & 13 & 17 & 18 & 14\\
- 7 & 7 & 12 & 13 & 8\\
- 8 & 6 & 11 & 12 & 7\\
- 9 & 1 & 6 & 7 & 2\\
- 10 & 9 & 14 & 15 & 10\\
- 11 & 8 & 13 & 14 & 9
-\end{tabular}
-\label{exmpl2:ele}
\ No newline at end of file
+++ /dev/null
-\begin{tabular}{>{\columncolor{gray}}rcccc}
-\rowcolor{gray}
- Index & e1 & e2 & e3 & e4\\
- 1 & 5 & 11 & 10 & 1\\
- 2 & 6 & 6 & 2 & 2\\
- 3 & 3 & 3 & 3 & 3\\
- 4 & 9 & 8 & 7 & 4
-\end{tabular}
-\label{exmpl2:f2s}
\ No newline at end of file
+++ /dev/null
-\begin{tabular}{>{\columncolor{gray}}rcccccccc}
-\rowcolor{gray}
- Index & n1 & n2 & n3 & n4 & n5 & n6 & n7 & n8\\
- 1 & 5 & 10 & 0 & 0 & 0 & 0 & 0 & 0\\
- 2 & 6 & 0 & 0 & 10 & 0 & 0 & 0 & 0\\
- 3 & 0 & 0 & 6 & 8 & 0 & 0 & 0 & 7\\
- 4 & 9 & 7 & 5 & 0 & 0 & 0 & 0 & 0\\
- 5 & 4 & 11 & 1 & 0 & 0 & 0 & 0 & 0\\
- 6 & 3 & 0 & 2 & 11 & 0 & 0 & 0 & 0\\
- 7 & 8 & 3 & 11 & 4 & 0 & 0 & 0 & 0\\
- 8 & 0 & 3 & 7 & 9 & 0 & 0 & 0 & 0\\
- 9 & 0 & 8 & 4 & 0 & 0 & 0 & 0 & 0\\
- 10 & 11 & 2 & 0 & 1 & 0 & 0 & 0 & 0\\
- 11 & 7 & 6 & 10 & 5 & 0 & 0 & 0 & 0
-\end{tabular}
-\label{exmpl2:nei}
\ No newline at end of file
+++ /dev/null
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- Index & x1 & x2 & x3\\
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- 4 & 0.0000 & 0.6250 & 0.0000\\
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- 15 & 0.2500 & 1.0000 & 0.0000\\
- 16 & 0.5000 & 0.0000 & 0.0000\\
- 17 & 0.5000 & 0.2500 & 0.0000\\
- 18 & 0.5000 & 0.5000 & 0.0000\\
- 19 & 0.5000 & 0.7500 & 0.0000\\
- 20 & 0.5000 & 1.0000 & 0.0000\\
- 21 & 1.0000 & 0.0000 & 0.0000\\
- 22 & 1.0000 & 0.5000 & 0.0000\\
- 23 & 1.0000 & 0.7500 & 0.0000\\
- 24 & 1.0000 & 1.0000 & 0.0000
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+++ /dev/null
-\begin{tabular}{>{\columncolor{gray}}rcccc}
-\rowcolor{gray}
- Index & c1 & c2 & c3 & c4\\
- 1 & 5 & 14 & 15 & 6\\
- 2 & 19 & 23 & 24 & 20\\
- 3 & 16 & 21 & 22 & 18\\
- 4 & 2 & 11 & 12 & 3\\
- 5 & 4 & 8 & 9 & 5\\
- 6 & 18 & 22 & 23 & 19\\
- 7 & 11 & 17 & 18 & 12\\
- 8 & 10 & 16 & 17 & 11\\
- 9 & 1 & 10 & 11 & 2\\
- 10 & 14 & 19 & 20 & 15\\
- 11 & 12 & 18 & 19 & 14\\
- 12 & 3 & 7 & 8 & 4\\
- 13 & 8 & 13 & 14 & 9\\
- 14 & 7 & 12 & 13 & 8
-\end{tabular}
-\label{exmpl3:ele}
\ No newline at end of file
+++ /dev/null
-\begin{tabular}{>{\columncolor{gray}}rcccc}
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- Index & e1 & e2 & e3 & e4\\
- 1 & 1 & 1 & 1 & 1\\
- 2 & 2 & 2 & 2 & 2\\
- 3 & 3 & 3 & 3 & 3\\
- 4 & 4 & 4 & 4 & 4\\
- 5 & 12 & 14 & 13 & 5\\
- 6 & 6 & 6 & 6 & 6\\
- 7 & 7 & 7 & 7 & 7\\
- 8 & 8 & 8 & 8 & 8\\
- 9 & 9 & 9 & 9 & 9\\
- 10 & 10 & 10 & 10 & 10\\
- 11 & 11 & 11 & 11 & 11
-\end{tabular}
-\label{exmpl3:f2s}
\ No newline at end of file
+++ /dev/null
-\begin{tabular}{>{\columncolor{gray}}rcccccccc}
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- Index & n1 & n2 & n3 & n4 & n5 & n6 & n7 & n8\\
- 1 & 13 & 10 & 0 & 0 & 5 & 0 & 0 & 0\\
- 2 & 6 & 0 & 0 & 10 & 0 & 0 & 0 & 0\\
- 3 & 0 & 0 & 6 & 8 & 0 & 0 & 0 & 7\\
- 4 & 9 & 7 & 12 & 0 & 0 & 0 & 14 & 0\\
- 5 & 12 & 13 & 1 & 0 & 0 & 0 & 0 & 0\\
- 6 & 3 & 0 & 2 & 11 & 0 & 0 & 0 & 0\\
- 7 & 8 & 3 & 11 & 4 & 0 & 0 & 0 & 0\\
- 8 & 0 & 3 & 7 & 9 & 0 & 0 & 0 & 0\\
- 9 & 0 & 8 & 4 & 0 & 0 & 0 & 0 & 0\\
- 10 & 11 & 2 & 0 & 1 & 0 & 0 & 0 & 0\\
- 11 & 7 & 6 & 10 & 14 & 0 & 0 & 0 & 13\\
- 12 & 4 & 14 & 5 & 0 & 0 & 0 & 0 & 0\\
- 13 & 14 & 11 & 1 & 5 & 0 & 0 & 0 & 0\\
- 14 & 4 & 11 & 13 & 12 & 0 & 0 & 0 & 0
-\end{tabular}
-\label{exmpl3:nei}
\ No newline at end of file
+++ /dev/null
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- Index & n1 & n2 & n3 & n4 & n5 & n6 & n7 & n8\\
- 4 & 9 & 7 & 12 & 0 & 0 & 0 & 14 & 0
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-%%Creator: MATLAB, The MathWorks, Inc. Version 7.14.0.739 (R2012a). Operating System: Linux 3.2.0-40-generic #64-Ubuntu SMP Mon Mar 25 21:22:10 UTC 2013 x86_64.
+%%Creator: MATLAB, The MathWorks, Inc. Version 8.1.0.604 (R2013a). Operating System: Linux 3.5.0-27-generic #46-Ubuntu SMP Mon Mar 25 19:58:17 UTC 2013 x86_64.
%%Title: ../doc/fig/net1.eps
-%%CreationDate: 04/03/2013 12:25:01
+%%CreationDate: 04/11/2013 13:26:24
%%DocumentNeededFonts: Helvetica
%%DocumentProcessColors: Cyan Magenta Yellow Black
%%Extensions: CMYK
portraitMode 0150 5100 csm
916 463 3169 2517 MR c np
-86 dict begin %Colortable dictionary
+83 dict begin %Colortable dictionary
/c0 { 0.000000 0.000000 0.000000 sr} bdef
/c1 { 1.000000 1.000000 1.000000 sr} bdef
/c2 { 0.900000 0.000000 0.000000 sr} bdef
%!PS-Adobe-2.0 EPSF-1.2
-%%Creator: MATLAB, The MathWorks, Inc. Version 7.14.0.739 (R2012a). Operating System: Linux 3.2.0-40-generic #64-Ubuntu SMP Mon Mar 25 21:22:10 UTC 2013 x86_64.
+%%Creator: MATLAB, The MathWorks, Inc. Version 8.1.0.604 (R2013a). Operating System: Linux 3.5.0-27-generic #46-Ubuntu SMP Mon Mar 25 19:58:17 UTC 2013 x86_64.
%%Title: ../doc/fig/net_single.eps
-%%CreationDate: 04/03/2013 12:25:01
+%%CreationDate: 04/11/2013 13:26:24
%%DocumentNeededFonts: Helvetica
%%DocumentProcessColors: Cyan Magenta Yellow Black
%%Extensions: CMYK
portraitMode 0150 5100 csm
286 236 4093 3188 MR c np
-86 dict begin %Colortable dictionary
+84 dict begin %Colortable dictionary
/c0 { 0.000000 0.000000 0.000000 sr} bdef
/c1 { 1.000000 1.000000 1.000000 sr} bdef
/c2 { 0.900000 0.000000 0.000000 sr} bdef
/c9 { 1.000000 0.000000 0.000000 sr} bdef
c9
2484 2549 mt 2484 926 L
-0 j
gr
4.16667 w
c9
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+gs 624 269 3721 2937 MR c np
+0 j
+gr
+
2467 909 mt 2501 943 L
2501 909 mt 2467 943 L
gs 624 269 3721 2937 MR c np
+gr
+
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+gs 624 269 3721 2937 MR c np
16.6667 w
c8
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%!PS-Adobe-2.0 EPSF-1.2
-%%Creator: MATLAB, The MathWorks, Inc. Version 7.14.0.739 (R2012a). Operating System: Linux 3.2.0-40-generic #64-Ubuntu SMP Mon Mar 25 21:22:10 UTC 2013 x86_64.
+%%Creator: MATLAB, The MathWorks, Inc. Version 8.1.0.604 (R2013a). Operating System: Linux 3.5.0-27-generic #46-Ubuntu SMP Mon Mar 25 19:58:17 UTC 2013 x86_64.
%%Title: ../doc/fig/net_wrong.eps
-%%CreationDate: 04/03/2013 12:25:01
+%%CreationDate: 04/11/2013 13:26:24
%%DocumentNeededFonts: Helvetica
%%DocumentProcessColors: Cyan Magenta Yellow Black
%%Extensions: CMYK
portraitMode 0150 5100 csm
916 463 3169 2517 MR c np
-86 dict begin %Colortable dictionary
+83 dict begin %Colortable dictionary
/c0 { 0.000000 0.000000 0.000000 sr} bdef
/c1 { 1.000000 1.000000 1.000000 sr} bdef
/c2 { 0.900000 0.000000 0.000000 sr} bdef
%!PS-Adobe-2.0 EPSF-1.2
-%%Creator: MATLAB, The MathWorks, Inc. Version 7.14.0.739 (R2012a). Operating System: Linux 3.2.0-29-generic #46-Ubuntu SMP Fri Jul 27 17:03:23 UTC 2012 x86_64.
+%%Creator: MATLAB, The MathWorks, Inc. Version 8.1.0.604 (R2013a). Operating System: Linux 3.5.0-27-generic #46-Ubuntu SMP Mon Mar 25 19:58:17 UTC 2013 x86_64.
%%Title: ../doc/fig/refType_1.eps
-%%CreationDate: 08/31/2012 20:13:46
+%%CreationDate: 04/11/2013 13:26:25
%%DocumentNeededFonts: Helvetica
%%DocumentProcessColors: Cyan Magenta Yellow Black
%%Extensions: CMYK
portraitMode 0150 5100 csm
916 463 3169 2517 MR c np
-86 dict begin %Colortable dictionary
+83 dict begin %Colortable dictionary
/c0 { 0.000000 0.000000 0.000000 sr} bdef
/c1 { 1.000000 1.000000 1.000000 sr} bdef
/c2 { 0.900000 0.000000 0.000000 sr} bdef
%!PS-Adobe-2.0 EPSF-1.2
-%%Creator: MATLAB, The MathWorks, Inc. Version 7.14.0.739 (R2012a). Operating System: Linux 3.2.0-29-generic #46-Ubuntu SMP Fri Jul 27 17:03:23 UTC 2012 x86_64.
+%%Creator: MATLAB, The MathWorks, Inc. Version 8.1.0.604 (R2013a). Operating System: Linux 3.5.0-27-generic #46-Ubuntu SMP Mon Mar 25 19:58:17 UTC 2013 x86_64.
%%Title: ../doc/fig/refType_2.eps
-%%CreationDate: 08/31/2012 20:13:46
+%%CreationDate: 04/11/2013 13:26:25
%%DocumentNeededFonts: Helvetica
%%DocumentProcessColors: Cyan Magenta Yellow Black
%%Extensions: CMYK
portraitMode 0150 5100 csm
916 463 3169 2517 MR c np
-86 dict begin %Colortable dictionary
+83 dict begin %Colortable dictionary
/c0 { 0.000000 0.000000 0.000000 sr} bdef
/c1 { 1.000000 1.000000 1.000000 sr} bdef
/c2 { 0.900000 0.000000 0.000000 sr} bdef
%!PS-Adobe-2.0 EPSF-1.2
-%%Creator: MATLAB, The MathWorks, Inc. Version 7.14.0.739 (R2012a). Operating System: Linux 3.2.0-29-generic #46-Ubuntu SMP Fri Jul 27 17:03:23 UTC 2012 x86_64.
+%%Creator: MATLAB, The MathWorks, Inc. Version 8.1.0.604 (R2013a). Operating System: Linux 3.5.0-27-generic #46-Ubuntu SMP Mon Mar 25 19:58:17 UTC 2013 x86_64.
%%Title: ../doc/fig/refType_3.eps
-%%CreationDate: 08/31/2012 20:13:46
+%%CreationDate: 04/11/2013 13:26:25
%%DocumentNeededFonts: Helvetica
%%DocumentProcessColors: Cyan Magenta Yellow Black
%%Extensions: CMYK
portraitMode 0150 5100 csm
916 463 3169 2517 MR c np
-86 dict begin %Colortable dictionary
+83 dict begin %Colortable dictionary
/c0 { 0.000000 0.000000 0.000000 sr} bdef
/c1 { 1.000000 1.000000 1.000000 sr} bdef
/c2 { 0.900000 0.000000 0.000000 sr} bdef
%!PS-Adobe-2.0 EPSF-1.2
-%%Creator: MATLAB, The MathWorks, Inc. Version 7.14.0.739 (R2012a). Operating System: Linux 3.2.0-29-generic #46-Ubuntu SMP Fri Jul 27 17:03:23 UTC 2012 x86_64.
+%%Creator: MATLAB, The MathWorks, Inc. Version 8.1.0.604 (R2013a). Operating System: Linux 3.5.0-27-generic #46-Ubuntu SMP Mon Mar 25 19:58:17 UTC 2013 x86_64.
%%Title: ../doc/fig/refType_4.eps
-%%CreationDate: 08/31/2012 20:13:47
+%%CreationDate: 04/11/2013 13:26:26
%%DocumentNeededFonts: Helvetica
%%DocumentProcessColors: Cyan Magenta Yellow Black
%%Extensions: CMYK
portraitMode 0150 5100 csm
916 463 3169 2517 MR c np
-86 dict begin %Colortable dictionary
+83 dict begin %Colortable dictionary
/c0 { 0.000000 0.000000 0.000000 sr} bdef
/c1 { 1.000000 1.000000 1.000000 sr} bdef
/c2 { 0.900000 0.000000 0.000000 sr} bdef
%!PS-Adobe-2.0 EPSF-1.2
-%%Creator: MATLAB, The MathWorks, Inc. Version 7.14.0.739 (R2012a). Operating System: Linux 3.2.0-29-generic #46-Ubuntu SMP Fri Jul 27 17:03:23 UTC 2012 x86_64.
+%%Creator: MATLAB, The MathWorks, Inc. Version 8.1.0.604 (R2013a). Operating System: Linux 3.5.0-27-generic #46-Ubuntu SMP Mon Mar 25 19:58:17 UTC 2013 x86_64.
%%Title: ../doc/fig/refType_full.eps
-%%CreationDate: 08/31/2012 20:13:45
+%%CreationDate: 04/11/2013 13:26:25
%%DocumentNeededFonts: Helvetica
%%DocumentProcessColors: Cyan Magenta Yellow Black
%%Extensions: CMYK
portraitMode 0150 5100 csm
916 463 3169 2517 MR c np
-86 dict begin %Colortable dictionary
+83 dict begin %Colortable dictionary
/c0 { 0.000000 0.000000 0.000000 sr} bdef
/c1 { 1.000000 1.000000 1.000000 sr} bdef
/c2 { 0.900000 0.000000 0.000000 sr} bdef
export_mesh(coordinates,elements,neigh,f2s,'exmpl13')
+plotShape(coordinates,elements([4 10 13 12 9] ,:),'tb',...
+ {'(4)' '(10)' '(13)' '(12)' '(9)'})
+ylim([-.05 0.67])
+xlim([-.05 0.55])
+view(2)
+text(.07,.27,0,'1');
+text(.17,.27,0,'5');
+
+text(.23,.33,0,'2');
+text(.23,.43,0,'6');
+
+text(.17,.47,0,'3');
+text(.07,.47,0,'7');
+
+text(.01,.43,0,'4');
+text(.01,.33,0,'8');
+
+print('-r600','-depsc',['../doc/fig/exmpl13_nei_part.eps'])
+
+fid = fopen(['../doc/fig/exmpl13_nei_part.tex'],'w');
+% fprintf(fid,'\\begin{figure}\n');
+fprintf(fid,'\\begin{tabular}{>{\\columncolor{gray}}rcccccccc}\n');
+fprintf(fid,'\\rowcolor{gray}\n Index & n1 & n2 & n3 & n4 & n5 & n6 & n7 & n8\\\\');
+
+[m n] =size(neigh);
+
+i = 4;
+fprintf(fid,'\n %d & %d & %d & %d & %d & %d & %d & %d & %d',i,neigh(i,1),neigh(i,2),neigh(i,3),neigh(i,4),neigh(i,5),neigh(i,6),neigh(i,7),neigh(i,8));
+
+fprintf(fid,'\n\\end{tabular}');
+% fprintf(fid,['\n\\caption{' file ' - Nachbarn}']);
+fprintf(fid,['\n\\label{exmpl13:nei:part:nei}']);
+% fprintf(fid,'\n\\end{figure}');
+fclose(fid);
+
%% Example Right&Wrong
plotShape(coordinates,elements(:,:),'be');
load exmpl_3DFichCube
export_mesh(coordinates,elements,neigh,[],'exmpl_3DFichCube')
+%% Example refType
+file = 'refType';
+input = 'exmpl_2DQuad2';
+load(input);
+
+plotShape(coordinates,elements(:,:),'bet',{'T'});
+
+view(2);
+axis off;
+% set(gcf, 'paperpositionmode', 'auto');
+print('-r600','-depsc',['../doc/fig/' file '_full.eps'])
+% system(['epstopdf ../doc/fig/' file '_full.eps']);
+
+
+for i= 1:4
+
+load(input)
+
+[coordinates elements neigh f2s sites] = ...
+ refineQuad(coordinates,elements,neigh,sites,i);
+
+plotShape(coordinates,elements(:,:),'bet',{'T1','T2','T3','T4'});
+view(2);
+axis off;
+% set(gcf, 'paperpositionmode', 'auto');
+print('-r600','-depsc',['../doc/fig/' file '_' num2str(i) '.eps'])
+% system(['epstopdf ../doc/fig/' file '_' num2str(i) '.eps']);
+
+end
+
%% voll Analytisch
A_plots({'meshSave/1t05n05_3DFichCube_23'},'../doc/fig/1t05n05_3DFichCube')
A_plots({'meshSave/1t05n05_2DQuad_32'},'../doc/fig/1t05n05_2DQuad')
A_plots({'meshSave/132t05n05_2DQuad_30'},'../doc/fig/132t05n05_2DQuad')
A_plots({'meshSave/132t05n05_3DFichCube_22'},'../doc/fig/132t05n05_3DFichCube')
+A_plots({'meshSave/2222t05n05_2DQuad_29'},'../doc/fig/2222t05n05_2DQuad')
close all
\ No newline at end of file
end
% [b eles] = unique(elements,'rows');
-%% Flächen
+%% Flaechen
eles = 1:size(elements,1);
coos = 1:size(coordinates,1);
projects / bacc.git / commitdiff
