ProgettoMartinelli2023/Fig_src/gnuplot/figs/11-measure-P-RangeStudy-Exp1_5_N1-tikz.tex

\begin{tikzpicture}[gnuplot]
%% generated with GNUPLOT 5.4p8 (Lua 5.3; terminal rev. Jun 2020, script rev. 118)
%% Fri Nov 10 11:44:02 2023
\path (0.000,0.000) rectangle (12.500,8.750);
\gpcolor{color=gp lt color border}
\gpsetlinetype{gp lt border}
\gpsetdashtype{gp dt solid}
\gpsetlinewidth{1.00}
\draw[gp path] (1.688,0.985)--(1.868,0.985);
\node[gp node right] at (1.504,0.985) {$-0.05$};
\draw[gp path] (1.688,1.731)--(1.868,1.731);
\node[gp node right] at (1.504,1.731) {$0$};
\draw[gp path] (1.688,2.476)--(1.868,2.476);
\node[gp node right] at (1.504,2.476) {$0.05$};
\draw[gp path] (1.688,3.222)--(1.868,3.222);
\node[gp node right] at (1.504,3.222) {$0.1$};
\draw[gp path] (1.688,3.967)--(1.868,3.967);
\node[gp node right] at (1.504,3.967) {$0.15$};
\draw[gp path] (1.688,4.713)--(1.868,4.713);
\node[gp node right] at (1.504,4.713) {$0.2$};
\draw[gp path] (1.688,5.459)--(1.868,5.459);
\node[gp node right] at (1.504,5.459) {$0.25$};
\draw[gp path] (1.688,6.204)--(1.868,6.204);
\node[gp node right] at (1.504,6.204) {$0.3$};
\draw[gp path] (1.688,6.950)--(1.868,6.950);
\node[gp node right] at (1.504,6.950) {$0.35$};
\draw[gp path] (1.688,7.695)--(1.868,7.695);
\node[gp node right] at (1.504,7.695) {$0.4$};
\draw[gp path] (1.688,8.441)--(1.868,8.441);
\node[gp node right] at (1.504,8.441) {$0.45$};
\draw[gp path] (1.688,0.985)--(1.688,1.165);
\node[gp node center] at (1.688,0.677) {$0$};
\draw[gp path] (2.878,0.985)--(2.878,1.165);
\node[gp node center] at (2.878,0.677) {$10000$};
\draw[gp path] (4.068,0.985)--(4.068,1.165);
\node[gp node center] at (4.068,0.677) {$20000$};
\draw[gp path] (5.258,0.985)--(5.258,1.165);
\node[gp node center] at (5.258,0.677) {$30000$};
\draw[gp path] (6.449,0.985)--(6.449,1.165);
\node[gp node center] at (6.449,0.677) {$40000$};
\draw[gp path] (7.639,0.985)--(7.639,1.165);
\node[gp node center] at (7.639,0.677) {$50000$};
\draw[gp path] (8.829,0.985)--(8.829,1.165);
\node[gp node center] at (8.829,0.677) {$60000$};
\draw[gp path] (10.019,0.985)--(10.019,1.165);
\node[gp node center] at (10.019,0.677) {$70000$};
\draw[gp path] (11.209,0.985)--(11.209,1.165);
\node[gp node center] at (11.209,0.677) {$80000$};
\draw[gp path] (1.688,8.441)--(1.688,0.985)--(11.947,0.985);
\node[gp node center,rotate=-270] at (0.108,4.713) {\(P\) (MW)};
\node[gp node center] at (6.817,0.215) {Time (sec)};
\node[gp node right] at (4.200,8.256) {\(PD_{51},Scen_2\)};
\gpcolor{rgb color={0.580,0.000,0.827}}
\gpsetdashtype{gp dt 1}
\draw[gp path] (4.384,8.256)--(5.300,8.256);
\draw[gp path] (1.688,5.026)--(1.759,5.026)--(1.831,5.026)--(1.902,5.026)--(1.974,5.026)%
  --(2.045,5.026)--(2.116,5.026)--(2.188,5.026)--(2.259,5.026)--(2.331,5.026)--(2.402,5.233)%
  --(2.473,5.233)--(2.545,5.233)--(2.616,5.233)--(2.688,5.233)--(2.759,5.233)--(2.831,5.233)%
  --(2.902,5.233)--(2.973,5.233)--(3.045,5.233)--(3.116,5.233)--(3.188,5.233)--(3.259,5.448)%
  --(3.330,5.448)--(3.402,5.448)--(3.473,5.448)--(3.545,5.448)--(3.616,5.448)--(3.687,5.448)%
  --(3.759,5.448)--(3.830,5.670)--(3.902,5.670)--(3.973,5.670)--(4.044,5.670)--(4.116,5.670)%
  --(4.187,5.670)--(4.259,5.670)--(4.330,5.898)--(4.402,5.898)--(4.473,5.898)--(4.544,5.898)%
  --(4.616,5.898)--(4.687,5.898)--(4.759,5.898)--(4.830,5.898)--(4.901,5.898)--(4.973,5.898)%
  --(5.044,5.898)--(5.116,6.132)--(5.187,6.132)--(5.258,6.132)--(5.330,6.132)--(5.401,6.132)%
  --(5.473,6.132)--(5.544,6.132)--(5.615,6.132)--(5.687,6.132)--(5.758,6.132)--(5.830,6.132)%
  --(5.901,6.132)--(5.973,6.371)--(6.044,6.371)--(6.115,6.371)--(6.187,6.371)--(6.258,6.371)%
  --(6.330,6.371)--(6.401,6.371)--(6.472,6.615)--(6.544,6.615)--(6.615,6.615)--(6.687,6.615)%
  --(6.758,6.615)--(6.829,6.615)--(6.901,6.615)--(6.972,6.615)--(7.044,6.615)--(7.115,6.615)%
  --(7.186,6.615)--(7.258,6.615)--(7.329,6.615)--(7.401,6.615)--(7.472,6.615)--(7.543,6.862)%
  --(7.615,6.862)--(7.686,6.862)--(7.758,6.862)--(7.829,6.862)--(7.901,6.862)--(7.972,6.862)%
  --(8.043,6.862)--(8.115,6.862)--(8.186,7.113)--(8.258,7.113)--(8.329,7.113)--(8.400,7.113)%
  --(8.472,7.113)--(8.543,7.113)--(8.615,7.113)--(8.686,7.113)--(8.757,7.113)--(8.829,7.113)%
  --(8.900,7.113)--(8.972,7.113)--(9.043,7.113)--(9.114,7.366)--(9.186,7.366)--(9.257,7.366)%
  --(9.329,7.366)--(9.400,7.366)--(9.472,7.366)--(9.543,7.366)--(9.614,7.621)--(9.686,7.621)%
  --(9.757,7.621)--(9.829,7.621)--(9.900,7.621)--(9.971,7.621)--(10.043,7.877)--(10.114,7.877)%
  --(10.186,7.877)--(10.257,7.877)--(10.328,7.877)--(10.400,7.877)--(10.471,7.877)--(10.543,7.877)%
  --(10.614,7.877)--(10.685,7.877)--(10.757,7.877)--(10.828,7.877)--(10.900,8.134)--(10.971,8.134)%
  --(11.042,8.134)--(11.114,8.134)--(11.185,8.134)--(11.257,8.134)--(11.328,8.134)--(11.400,8.134)%
  --(11.471,8.134)--(11.542,8.134)--(11.614,8.134)--(11.685,8.134)--(11.757,8.134)--(11.828,8.134)%
  --(11.899,3.073)--(11.947,3.073);
\gpcolor{color=gp lt color border}
\node[gp node right] at (4.200,7.887) {\(PD_{51},Scen_1\)};
\gpcolor{rgb color={0.000,0.620,0.451}}
\draw[gp path] (4.384,7.887)--(5.300,7.887);
\draw[gp path] (1.688,3.733)--(1.759,3.733)--(1.831,3.733)--(1.902,3.733)--(1.974,3.733)%
  --(2.045,3.733)--(2.116,3.733)--(2.188,3.733)--(2.259,3.733)--(2.331,3.733)--(2.402,3.855)%
  --(2.473,3.855)--(2.545,3.855)--(2.616,3.855)--(2.688,3.855)--(2.759,3.855)--(2.831,3.855)%
  --(2.902,3.855)--(2.973,3.855)--(3.045,3.855)--(3.116,3.855)--(3.188,3.855)--(3.259,3.989)%
  --(3.330,3.989)--(3.402,3.989)--(3.473,3.989)--(3.545,3.989)--(3.616,3.989)--(3.687,3.989)%
  --(3.759,3.989)--(3.830,4.135)--(3.902,4.135)--(3.973,4.135)--(4.044,4.135)--(4.116,4.135)%
  --(4.187,4.135)--(4.259,4.135)--(4.330,4.292)--(4.402,4.292)--(4.473,4.292)--(4.544,4.292)%
  --(4.616,4.292)--(4.687,4.292)--(4.759,4.292)--(4.830,4.292)--(4.901,4.292)--(4.973,4.292)%
  --(5.044,4.292)--(5.116,4.461)--(5.187,4.461)--(5.258,4.461)--(5.330,4.461)--(5.401,4.461)%
  --(5.473,4.461)--(5.544,4.461)--(5.615,4.461)--(5.687,4.461)--(5.758,4.461)--(5.830,4.461)%
  --(5.901,4.461)--(5.973,4.640)--(6.044,4.640)--(6.115,4.640)--(6.187,4.640)--(6.258,4.640)%
  --(6.330,4.640)--(6.401,4.640)--(6.472,4.828)--(6.544,4.828)--(6.615,4.828)--(6.687,4.828)%
  --(6.758,4.828)--(6.829,4.828)--(6.901,4.828)--(6.972,4.828)--(7.044,4.828)--(7.115,4.828)%
  --(7.186,4.828)--(7.258,4.828)--(7.329,4.828)--(7.401,4.828)--(7.472,4.828)--(7.543,5.026)%
  --(7.615,5.026)--(7.686,5.026)--(7.758,5.026)--(7.829,5.026)--(7.901,5.026)--(7.972,5.026)%
  --(8.043,5.026)--(8.115,5.026)--(8.186,5.233)--(8.258,5.233)--(8.329,5.233)--(8.400,5.233)%
  --(8.472,5.233)--(8.543,5.233)--(8.615,5.233)--(8.686,5.233)--(8.757,5.233)--(8.829,5.233)%
  --(8.900,5.233)--(8.972,5.233)--(9.043,5.233)--(9.114,5.448)--(9.186,5.448)--(9.257,5.448)%
  --(9.329,5.448)--(9.400,5.448)--(9.472,5.448)--(9.543,5.448)--(9.614,5.670)--(9.686,5.670)%
  --(9.757,5.670)--(9.829,5.670)--(9.900,5.670)--(9.971,5.670)--(10.043,5.898)--(10.114,5.898)%
  --(10.186,5.898)--(10.257,5.898)--(10.328,5.898)--(10.400,5.898)--(10.471,5.898)--(10.543,5.898)%
  --(10.614,5.898)--(10.685,5.898)--(10.757,5.898)--(10.828,5.898)--(10.900,6.132)--(10.971,6.132)%
  --(11.042,6.132)--(11.114,6.132)--(11.185,6.132)--(11.257,6.132)--(11.328,6.132)--(11.400,6.132)%
  --(11.471,6.132)--(11.542,6.132)--(11.614,6.132)--(11.685,6.132)--(11.757,6.132)--(11.828,6.132)%
  --(11.899,6.371)--(11.947,6.371);
\gpsetpointsize{6.00}
\gp3point{gp mark 2}{}{(1.688,3.733)}
\gp3point{gp mark 2}{}{(2.759,3.855)}
\gp3point{gp mark 2}{}{(3.830,4.135)}
\gp3point{gp mark 2}{}{(4.901,4.292)}
\gp3point{gp mark 2}{}{(5.973,4.640)}
\gp3point{gp mark 2}{}{(7.044,4.828)}
\gp3point{gp mark 2}{}{(8.115,5.026)}
\gp3point{gp mark 2}{}{(9.186,5.448)}
\gp3point{gp mark 2}{}{(10.257,5.898)}
\gp3point{gp mark 2}{}{(11.328,6.132)}
\gp3point{gp mark 2}{}{(4.842,7.887)}
\gpcolor{color=gp lt color border}
\node[gp node right] at (4.200,7.518) {\(UD_{51},Scen_2\)};
\gpcolor{rgb color={0.580,0.000,0.827}}
\gpsetdashtype{gp dt 2}
\draw[gp path] (4.384,7.518)--(5.300,7.518);
\draw[gp path] (1.688,5.026)--(1.712,1.731)--(1.736,1.731)--(1.759,1.731)--(1.783,1.731)%
  --(1.807,1.731)--(1.831,1.731)--(1.855,1.731)--(1.878,1.731)--(1.902,1.731)--(1.926,1.731)%
  --(1.950,1.731)--(1.974,1.731)--(1.997,1.731)--(2.021,1.731)--(2.045,1.731)--(2.069,1.731)%
  --(2.093,1.731)--(2.116,1.731)--(2.140,1.731)--(2.164,1.731)--(2.188,1.731)--(2.212,1.731)%
  --(2.235,1.731)--(2.259,1.731)--(2.283,1.731)--(2.307,1.731)--(2.331,1.731)--(2.354,1.731)%
  --(2.378,1.731)--(2.402,1.731)--(2.426,1.731)--(2.450,1.731)--(2.473,1.731)--(2.497,1.731)%
  --(2.521,1.731)--(2.545,1.731)--(2.569,1.731)--(2.593,1.731)--(2.616,1.731)--(2.640,1.731)%
  --(2.664,1.731)--(2.688,1.731)--(2.712,1.731)--(2.735,1.731)--(2.759,1.731)--(2.783,1.731)%
  --(2.807,1.731)--(2.831,1.731)--(2.854,1.731)--(2.878,1.731)--(2.902,1.731)--(2.926,1.731)%
  --(2.950,1.731)--(2.973,1.731)--(2.997,1.731)--(3.021,1.731)--(3.045,1.731)--(3.069,1.731)%
  --(3.092,1.731)--(3.116,1.731)--(3.140,1.731)--(3.164,1.731)--(3.188,1.731)--(3.211,1.731)%
  --(3.235,1.731)--(3.259,1.731)--(3.283,1.731)--(3.307,1.731)--(3.330,1.731)--(3.354,1.731)%
  --(3.378,1.731)--(3.402,1.731)--(3.426,1.731)--(3.449,1.731)--(3.473,1.731)--(3.497,1.731)%
  --(3.521,1.731)--(3.545,1.731)--(3.568,1.731)--(3.592,1.731)--(3.616,1.731)--(3.640,1.731)%
  --(3.664,1.731)--(3.687,1.731)--(3.711,1.731)--(3.735,1.731)--(3.759,1.731)--(3.783,1.731)%
  --(3.806,1.731)--(3.830,1.731)--(3.854,1.731)--(3.878,1.731)--(3.902,1.731)--(3.925,1.731)%
  --(3.949,1.731)--(3.973,1.731)--(3.997,1.731)--(4.021,1.731)--(4.044,1.731)--(4.068,1.731)%
  --(4.092,1.731)--(4.116,1.731)--(4.140,1.731)--(4.163,1.731)--(4.187,1.731)--(4.211,1.731)%
  --(4.235,1.731)--(4.259,1.731)--(4.283,1.731)--(4.306,1.731)--(4.330,1.731)--(4.354,1.731)%
  --(4.378,1.731)--(4.402,1.731)--(4.425,1.731)--(4.449,1.731)--(4.473,1.731)--(4.497,1.731)%
  --(4.521,1.731)--(4.544,1.731)--(4.568,1.731)--(4.592,1.731)--(4.616,1.731)--(4.640,1.731)%
  --(4.663,1.731)--(4.687,1.731)--(4.711,1.731)--(4.735,1.731)--(4.759,1.731)--(4.782,1.731)%
  --(4.806,1.731)--(4.830,1.731)--(4.854,1.731)--(4.878,1.731)--(4.901,1.731)--(4.925,1.731)%
  --(4.949,1.731)--(4.973,1.731)--(4.997,1.731)--(5.020,1.731)--(5.044,1.731)--(5.068,1.731)%
  --(5.092,1.731)--(5.116,1.731)--(5.139,1.731)--(5.163,1.731)--(5.187,1.731)--(5.211,1.731)%
  --(5.235,1.731)--(5.258,1.731)--(5.282,1.731)--(5.306,1.731)--(5.330,1.731)--(5.354,1.731)%
  --(5.377,1.731)--(5.401,1.731)--(5.425,1.731)--(5.449,1.731)--(5.473,1.731)--(5.496,1.731)%
  --(5.520,1.731)--(5.544,1.731)--(5.568,1.731)--(5.592,1.731)--(5.615,1.731)--(5.639,1.731)%
  --(5.663,1.731)--(5.687,1.731)--(5.711,1.731)--(5.734,1.731)--(5.758,1.731)--(5.782,1.731)%
  --(5.806,1.731)--(5.830,1.731)--(5.853,1.731)--(5.877,1.731)--(5.901,1.731)--(5.925,1.731)%
  --(5.949,1.731)--(5.973,1.731)--(5.996,1.731)--(6.020,1.731)--(6.044,1.731)--(6.068,1.731)%
  --(6.092,1.731)--(6.115,1.731)--(6.139,1.731)--(6.163,1.731)--(6.187,1.731)--(6.211,1.731)%
  --(6.234,1.731)--(6.258,1.731)--(6.282,1.731)--(6.306,1.731)--(6.330,1.731)--(6.353,1.731)%
  --(6.377,1.731)--(6.401,1.731)--(6.425,1.731)--(6.449,1.731)--(6.472,1.731)--(6.496,1.731)%
  --(6.520,1.731)--(6.544,1.731)--(6.568,1.731)--(6.591,1.731)--(6.615,1.731)--(6.639,1.731)%
  --(6.663,1.731)--(6.687,1.731)--(6.710,1.731)--(6.734,1.731)--(6.758,1.731)--(6.782,1.731)%
  --(6.806,1.731)--(6.829,1.731)--(6.853,1.731)--(6.877,1.731)--(6.901,1.731)--(6.925,1.731)%
  --(6.948,1.731)--(6.972,1.731)--(6.996,1.731)--(7.020,1.731)--(7.044,1.731)--(7.067,1.731)%
  --(7.091,1.731)--(7.115,1.731)--(7.139,1.731)--(7.163,1.731)--(7.186,1.731)--(7.210,1.731)%
  --(7.234,1.731)--(7.258,1.731)--(7.282,1.731)--(7.305,1.731)--(7.329,1.731)--(7.353,1.731)%
  --(7.377,1.731)--(7.401,1.731)--(7.424,1.731)--(7.448,1.731)--(7.472,1.731)--(7.496,1.731)%
  --(7.520,1.731)--(7.543,1.731)--(7.567,1.731)--(7.591,1.731)--(7.615,1.731)--(7.639,1.731)%
  --(7.662,1.731)--(7.686,1.731)--(7.710,1.731)--(7.734,1.731)--(7.758,1.731)--(7.782,1.731)%
  --(7.805,1.731)--(7.829,1.731)--(7.853,1.731)--(7.877,1.731)--(7.901,1.731)--(7.924,1.731)%
  --(7.948,1.731)--(7.972,1.731)--(7.996,1.731)--(8.020,1.731)--(8.043,1.731)--(8.067,1.731)%
  --(8.091,1.731)--(8.115,1.731)--(8.139,1.731)--(8.162,1.731)--(8.186,1.731)--(8.210,1.731)%
  --(8.234,1.731)--(8.258,1.731)--(8.281,1.731)--(8.305,1.731)--(8.329,1.731)--(8.353,1.731)%
  --(8.377,1.731)--(8.400,1.731)--(8.424,1.731)--(8.448,1.731)--(8.472,1.731)--(8.496,1.731)%
  --(8.519,1.731)--(8.543,1.731)--(8.567,1.731)--(8.591,1.731)--(8.615,1.731)--(8.638,1.731)%
  --(8.662,1.731)--(8.686,1.731)--(8.710,1.731)--(8.734,1.731)--(8.757,1.731)--(8.781,1.731)%
  --(8.805,1.731)--(8.829,1.731)--(8.853,1.731)--(8.876,1.731)--(8.900,1.731)--(8.924,1.731)%
  --(8.948,1.731)--(8.972,1.731)--(8.995,1.731)--(9.019,1.731)--(9.043,1.731)--(9.067,1.731)%
  --(9.091,1.731)--(9.114,1.731)--(9.138,1.731)--(9.162,1.731)--(9.186,1.731)--(9.210,1.731)%
  --(9.233,1.731)--(9.257,1.731)--(9.281,1.731)--(9.305,1.731)--(9.329,2.315)--(9.352,2.315)%
  --(9.376,2.315)--(9.400,2.315)--(9.424,2.315)--(9.448,2.315)--(9.472,2.315)--(9.495,2.826)%
  --(9.519,2.826)--(9.543,2.826)--(9.567,3.527)--(9.591,3.527)--(9.614,3.527)--(9.638,3.527)%
  --(9.662,3.527)--(9.686,3.527)--(9.710,3.527)--(9.733,3.527)--(9.757,3.527)--(9.781,3.527)%
  --(9.805,3.527)--(9.829,3.527)--(9.852,3.527)--(9.876,3.527)--(9.900,3.527)--(9.924,3.527)%
  --(9.948,3.527)--(9.971,3.527)--(9.995,3.527)--(10.019,3.527)--(10.043,3.783)--(10.067,3.783)%
  --(10.090,3.783)--(10.114,3.783)--(10.138,3.783)--(10.162,3.783)--(10.186,3.783)--(10.209,3.783)%
  --(10.233,3.783)--(10.257,3.783)--(10.281,3.783)--(10.305,3.783)--(10.328,3.783)--(10.352,3.783)%
  --(10.376,3.783)--(10.400,3.783)--(10.424,3.783)--(10.447,3.783)--(10.471,3.783)--(10.495,3.783)%
  --(10.519,3.783)--(10.543,3.783)--(10.566,3.783)--(10.590,3.783)--(10.614,3.783)--(10.638,3.783)%
  --(10.662,3.783)--(10.685,3.783)--(10.709,3.783)--(10.733,3.783)--(10.757,3.783)--(10.781,3.783)%
  --(10.804,3.783)--(10.828,3.783)--(10.852,3.783)--(10.876,3.783)--(10.900,4.040)--(10.923,4.040)%
  --(10.947,4.040)--(10.971,4.040)--(10.995,4.040)--(11.019,4.040)--(11.042,4.040)--(11.066,4.040)%
  --(11.090,4.040)--(11.114,4.040)--(11.138,4.040)--(11.162,4.040)--(11.185,4.040)--(11.209,4.040)%
  --(11.233,4.040)--(11.257,4.040)--(11.281,4.040)--(11.304,4.040)--(11.328,4.040)--(11.352,4.040)%
  --(11.376,4.040)--(11.400,4.040)--(11.423,4.040)--(11.447,4.040)--(11.471,4.040)--(11.495,4.040)%
  --(11.519,4.040)--(11.542,4.040)--(11.566,4.040)--(11.590,4.040)--(11.614,4.040)--(11.638,4.040)%
  --(11.661,4.040)--(11.685,4.040)--(11.709,4.040)--(11.733,4.040)--(11.757,4.040)--(11.780,4.040)%
  --(11.804,4.040)--(11.828,4.040)--(11.852,3.073)--(11.876,3.073)--(11.899,3.073)--(11.923,3.073)%
  --(11.947,3.073);
\gpcolor{color=gp lt color border}
\node[gp node right] at (4.200,7.149) {\(UD_{51},Scen_1\)};
\gpcolor{rgb color={0.000,0.620,0.451}}
\draw[gp path] (4.384,7.149)--(5.300,7.149);
\draw[gp path] (1.688,3.733)--(1.712,1.731)--(1.736,1.731)--(1.759,1.731)--(1.783,1.731)%
  --(1.807,1.731)--(1.831,1.731)--(1.855,1.731)--(1.878,1.731)--(1.902,1.731)--(1.926,1.731)%
  --(1.950,1.731)--(1.974,1.731)--(1.997,1.731)--(2.021,1.731)--(2.045,1.731)--(2.069,1.731)%
  --(2.093,1.731)--(2.116,1.731)--(2.140,1.731)--(2.164,1.731)--(2.188,1.731)--(2.212,1.731)%
  --(2.235,1.731)--(2.259,1.731)--(2.283,1.731)--(2.307,1.731)--(2.331,1.731)--(2.354,1.731)%
  --(2.378,1.731)--(2.402,1.731)--(2.426,1.731)--(2.450,1.731)--(2.473,1.731)--(2.497,1.731)%
  --(2.521,1.731)--(2.545,1.731)--(2.569,1.731)--(2.593,1.731)--(2.616,1.731)--(2.640,1.731)%
  --(2.664,1.731)--(2.688,1.731)--(2.712,1.731)--(2.735,1.731)--(2.759,1.731)--(2.783,1.731)%
  --(2.807,1.731)--(2.831,1.731)--(2.854,1.731)--(2.878,1.731)--(2.902,1.731)--(2.926,1.731)%
  --(2.950,1.731)--(2.973,1.731)--(2.997,1.731)--(3.021,1.731)--(3.045,1.731)--(3.069,1.731)%
  --(3.092,1.731)--(3.116,1.731)--(3.140,1.731)--(3.164,1.731)--(3.188,1.731)--(3.211,1.731)%
  --(3.235,1.731)--(3.259,1.731)--(3.283,1.731)--(3.307,1.731)--(3.330,1.731)--(3.354,1.731)%
  --(3.378,1.731)--(3.402,1.731)--(3.426,1.731)--(3.449,1.731)--(3.473,1.731)--(3.497,1.731)%
  --(3.521,1.731)--(3.545,1.731)--(3.568,1.731)--(3.592,1.731)--(3.616,1.731)--(3.640,1.731)%
  --(3.664,1.731)--(3.687,1.731)--(3.711,1.731)--(3.735,1.731)--(3.759,1.731)--(3.783,1.731)%
  --(3.806,1.731)--(3.830,1.731)--(3.854,1.731)--(3.878,1.731)--(3.902,1.731)--(3.925,1.731)%
  --(3.949,1.731)--(3.973,1.731)--(3.997,1.731)--(4.021,1.731)--(4.044,1.731)--(4.068,1.731)%
  --(4.092,1.731)--(4.116,1.731)--(4.140,1.731)--(4.163,1.731)--(4.187,1.731)--(4.211,1.731)%
  --(4.235,1.731)--(4.259,1.731)--(4.283,1.731)--(4.306,1.731)--(4.330,1.731)--(4.354,1.731)%
  --(4.378,1.731)--(4.402,1.731)--(4.425,1.731)--(4.449,1.731)--(4.473,1.731)--(4.497,1.731)%
  --(4.521,1.731)--(4.544,1.731)--(4.568,1.731)--(4.592,1.731)--(4.616,1.731)--(4.640,1.731)%
  --(4.663,1.731)--(4.687,1.731)--(4.711,1.731)--(4.735,1.731)--(4.759,1.731)--(4.782,1.731)%
  --(4.806,1.731)--(4.830,1.731)--(4.854,1.731)--(4.878,1.731)--(4.901,1.731)--(4.925,1.731)%
  --(4.949,1.731)--(4.973,1.731)--(4.997,1.731)--(5.020,1.731)--(5.044,1.731)--(5.068,1.731)%
  --(5.092,1.731)--(5.116,1.731)--(5.139,1.731)--(5.163,1.731)--(5.187,1.731)--(5.211,1.731)%
  --(5.235,1.731)--(5.258,1.731)--(5.282,1.731)--(5.306,1.731)--(5.330,1.731)--(5.354,1.731)%
  --(5.377,1.731)--(5.401,1.731)--(5.425,1.731)--(5.449,1.731)--(5.473,1.731)--(5.496,1.731)%
  --(5.520,1.731)--(5.544,1.731)--(5.568,1.731)--(5.592,1.731)--(5.615,1.731)--(5.639,1.731)%
  --(5.663,1.731)--(5.687,1.731)--(5.711,1.731)--(5.734,1.731)--(5.758,1.731)--(5.782,1.731)%
  --(5.806,1.731)--(5.830,1.731)--(5.853,1.731)--(5.877,1.731)--(5.901,1.731)--(5.925,1.731)%
  --(5.949,1.731)--(5.973,1.731)--(5.996,1.731)--(6.020,1.731)--(6.044,1.731)--(6.068,1.731)%
  --(6.092,1.731)--(6.115,1.731)--(6.139,1.731)--(6.163,1.731)--(6.187,1.731)--(6.211,1.731)%
  --(6.234,1.731)--(6.258,1.731)--(6.282,1.731)--(6.306,1.731)--(6.330,1.731)--(6.353,1.731)%
  --(6.377,1.731)--(6.401,1.731)--(6.425,1.731)--(6.449,1.731)--(6.472,1.731)--(6.496,1.731)%
  --(6.520,1.731)--(6.544,1.731)--(6.568,1.731)--(6.591,1.731)--(6.615,1.731)--(6.639,1.731)%
  --(6.663,1.731)--(6.687,1.731)--(6.710,1.731)--(6.734,1.731)--(6.758,1.731)--(6.782,1.731)%
  --(6.806,1.731)--(6.829,1.731)--(6.853,1.731)--(6.877,1.731)--(6.901,1.731)--(6.925,1.731)%
  --(6.948,1.731)--(6.972,1.731)--(6.996,1.731)--(7.020,1.731)--(7.044,1.731)--(7.067,1.731)%
  --(7.091,1.731)--(7.115,1.731)--(7.139,1.731)--(7.163,1.731)--(7.186,1.731)--(7.210,1.731)%
  --(7.234,1.731)--(7.258,1.731)--(7.282,1.731)--(7.305,1.731)--(7.329,1.731)--(7.353,1.731)%
  --(7.377,1.731)--(7.401,1.731)--(7.424,1.731)--(7.448,1.731)--(7.472,1.731)--(7.496,1.731)%
  --(7.520,1.731)--(7.543,1.731)--(7.567,1.731)--(7.591,1.731)--(7.615,1.731)--(7.639,1.731)%
  --(7.662,1.731)--(7.686,1.731)--(7.710,1.731)--(7.734,1.731)--(7.758,1.731)--(7.782,1.731)%
  --(7.805,1.731)--(7.829,1.731)--(7.853,1.731)--(7.877,1.731)--(7.901,1.731)--(7.924,1.731)%
  --(7.948,1.731)--(7.972,1.731)--(7.996,1.731)--(8.020,1.731)--(8.043,1.731)--(8.067,1.731)%
  --(8.091,1.731)--(8.115,1.731)--(8.139,1.731)--(8.162,1.731)--(8.186,1.731)--(8.210,1.731)%
  --(8.234,1.731)--(8.258,1.731)--(8.281,1.731)--(8.305,1.731)--(8.329,1.731)--(8.353,1.731)%
  --(8.377,1.731)--(8.400,1.731)--(8.424,1.731)--(8.448,1.731)--(8.472,1.731)--(8.496,1.731)%
  --(8.519,1.731)--(8.543,1.731)--(8.567,1.731)--(8.591,1.731)--(8.615,1.731)--(8.638,1.731)%
  --(8.662,1.731)--(8.686,1.731)--(8.710,1.731)--(8.734,1.731)--(8.757,1.731)--(8.781,1.731)%
  --(8.805,1.731)--(8.829,1.731)--(8.853,1.731)--(8.876,1.731)--(8.900,1.731)--(8.924,1.731)%
  --(8.948,1.731)--(8.972,1.731)--(8.995,1.731)--(9.019,1.731)--(9.043,1.731)--(9.067,1.731)%
  --(9.091,1.731)--(9.114,1.731)--(9.138,1.731)--(9.162,1.731)--(9.186,1.731)--(9.210,1.731)%
  --(9.233,1.731)--(9.257,1.731)--(9.281,1.731)--(9.305,1.731)--(9.329,1.731)--(9.352,1.731)%
  --(9.376,1.731)--(9.400,1.731)--(9.424,1.731)--(9.448,1.731)--(9.472,1.731)--(9.495,1.731)%
  --(9.519,1.731)--(9.543,1.731)--(9.567,1.731)--(9.591,1.731)--(9.614,1.731)--(9.638,1.731)%
  --(9.662,1.731)--(9.686,1.731)--(9.710,1.731)--(9.733,1.731)--(9.757,1.731)--(9.781,1.731)%
  --(9.805,1.731)--(9.829,1.731)--(9.852,1.731)--(9.876,1.731)--(9.900,1.731)--(9.924,1.731)%
  --(9.948,1.731)--(9.971,1.731)--(9.995,1.731)--(10.019,1.731)--(10.043,1.731)--(10.067,1.731)%
  --(10.090,1.731)--(10.114,1.731)--(10.138,1.731)--(10.162,1.731)--(10.186,1.731)--(10.209,1.731)%
  --(10.233,1.731)--(10.257,1.731)--(10.281,1.731)--(10.305,1.731)--(10.328,1.731)--(10.352,1.731)%
  --(10.376,1.731)--(10.400,1.731)--(10.424,1.731)--(10.447,1.731)--(10.471,1.731)--(10.495,1.731)%
  --(10.519,1.731)--(10.543,1.731)--(10.566,1.731)--(10.590,1.731)--(10.614,1.731)--(10.638,1.731)%
  --(10.662,1.731)--(10.685,1.731)--(10.709,1.731)--(10.733,1.731)--(10.757,1.731)--(10.781,1.731)%
  --(10.804,1.731)--(10.828,1.731)--(10.852,1.731)--(10.876,1.731)--(10.900,1.731)--(10.923,1.731)%
  --(10.947,3.016)--(10.971,3.016)--(10.995,3.016)--(11.019,3.016)--(11.042,3.016)--(11.066,3.016)%
  --(11.090,3.016)--(11.114,3.016)--(11.138,3.016)--(11.162,3.852)--(11.185,3.852)--(11.209,3.852)%
  --(11.233,3.852)--(11.257,3.852)--(11.281,3.852)--(11.304,3.852)--(11.328,3.852)--(11.352,3.852)%
  --(11.376,3.852)--(11.400,3.852)--(11.423,3.852)--(11.447,3.852)--(11.471,3.852)--(11.495,3.852)%
  --(11.519,3.852)--(11.542,3.852)--(11.566,3.852)--(11.590,3.852)--(11.614,3.852)--(11.638,3.852)%
  --(11.661,3.852)--(11.685,3.852)--(11.709,3.852)--(11.733,3.852)--(11.757,3.852)--(11.780,3.852)%
  --(11.804,3.852)--(11.828,3.852)--(11.852,4.091)--(11.876,4.091)--(11.899,4.510)--(11.923,4.510)%
  --(11.947,4.510);
\gp3point{gp mark 2}{}{(1.688,3.733)}
\gp3point{gp mark 2}{}{(2.045,1.731)}
\gp3point{gp mark 2}{}{(2.402,1.731)}
\gp3point{gp mark 2}{}{(2.759,1.731)}
\gp3point{gp mark 2}{}{(3.116,1.731)}
\gp3point{gp mark 2}{}{(3.473,1.731)}
\gp3point{gp mark 2}{}{(3.830,1.731)}
\gp3point{gp mark 2}{}{(4.187,1.731)}
\gp3point{gp mark 2}{}{(4.544,1.731)}
\gp3point{gp mark 2}{}{(4.901,1.731)}
\gp3point{gp mark 2}{}{(5.258,1.731)}
\gp3point{gp mark 2}{}{(5.615,1.731)}
\gp3point{gp mark 2}{}{(5.973,1.731)}
\gp3point{gp mark 2}{}{(6.330,1.731)}
\gp3point{gp mark 2}{}{(6.687,1.731)}
\gp3point{gp mark 2}{}{(7.044,1.731)}
\gp3point{gp mark 2}{}{(7.401,1.731)}
\gp3point{gp mark 2}{}{(7.758,1.731)}
\gp3point{gp mark 2}{}{(8.115,1.731)}
\gp3point{gp mark 2}{}{(8.472,1.731)}
\gp3point{gp mark 2}{}{(8.829,1.731)}
\gp3point{gp mark 2}{}{(9.186,1.731)}
\gp3point{gp mark 2}{}{(9.543,1.731)}
\gp3point{gp mark 2}{}{(9.900,1.731)}
\gp3point{gp mark 2}{}{(10.257,1.731)}
\gp3point{gp mark 2}{}{(10.614,1.731)}
\gp3point{gp mark 2}{}{(10.971,3.016)}
\gp3point{gp mark 2}{}{(11.328,3.852)}
\gp3point{gp mark 2}{}{(11.685,3.852)}
\gp3point{gp mark 2}{}{(4.842,7.149)}
\gpcolor{color=gp lt color border}
\gpsetdashtype{gp dt solid}
\draw[gp path] (1.688,8.441)--(1.688,0.985)--(11.947,0.985);
%% coordinates of the plot area
\gpdefrectangularnode{gp plot 1}{\pgfpoint{1.688cm}{0.985cm}}{\pgfpoint{11.947cm}{8.441cm}}
\end{tikzpicture}
%% gnuplot variables