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(5.16,7.9722) -- (5.28,7.9902) -- (5.2906,7.992) -- (5.4,8.0112) -- (5.52,8.0362) -- (5.64,8.0672) -- (5.76,8.107) -- (5.8298,8.136) -- (5.88,8.1607) -- (6,8.239) -- (6.0456,8.28);% \draw[] (1.2,8.1361) -- (1.2013,8.136) -- (1.32,8.1264) -- (1.44,8.1188) -- (1.56,8.1133) -- (1.68,8.1098) -- (1.8,8.1081) -- (1.92,8.1086) -- (2.04,8.1113) -- (2.16,8.1167) -- (2.28,8.1252) -- (2.3829,8.136) -- (2.4,8.1382) -- (2.52,8.157) -- (2.64,8.1849) -- (2.76,8.2276) -- (2.8554,8.28);% \pgfsetstrokecolor{rgb,1:red,0.8333;green,0.8467;blue,0.4972}% \draw[] (6.6766,8.28) -- (6.682,8.136) -- (6.6857,7.992) -- (6.6918,7.848) -- (6.72,7.7835) -- (6.665,7.704) -- (6.6706,7.56) -- (6.6647,7.416) -- (6.6544,7.272) -- (6.6397,7.128) -- (6.6194,6.984) -- (6.6,6.8787) -- (6.5916,6.84) -- (6.5532,6.696) -- (6.4981,6.552) -- (6.48,6.5148) -- (6.4151,6.408) -- (6.36,6.3401) -- (6.2783,6.264) -- (6.24,6.2357) -- (6.12,6.1668) -- (6.0029,6.12) -- (6,6.1191) -- (5.88,6.0851) -- (5.76,6.0607) -- (5.64,6.0439) -- (5.52,6.0327) -- (5.4,6.0264) -- (5.28,6.0246) -- (5.16,6.0267) -- (5.04,6.0329) -- (4.92,6.0431) -- (4.8,6.0579) -- (4.68,6.0779) -- (4.56,6.104) -- (4.4997,6.12) -- (4.44,6.1379) -- (4.32,6.1818) -- (4.2,6.2397) -- (4.1588,6.264) -- (4.08,6.3189) -- (3.983,6.408) -- (3.96,6.4344) -- (3.8798,6.552) -- (3.84,6.6371) -- (3.8197,6.696) -- (3.7905,6.84) -- (3.7884,6.984) -- (3.8153,7.128) -- (3.84,7.1947) -- (3.8811,7.272) -- (3.96,7.3701) -- (4.0116,7.416) -- (4.08,7.464) -- (4.2,7.5265) -- (4.2857,7.56) -- (4.32,7.5716) -- (4.44,7.6058) -- (4.56,7.6326) -- (4.68,7.6541) -- (4.8,7.6719) -- (4.92,7.6865) -- (5.04,7.6987) -- (5.0984,7.704) -- (5.16,7.7091) -- (5.28,7.7179) -- (5.4,7.7254) -- (5.52,7.7319) -- (5.64,7.7374) -- (5.76,7.742) -- (5.88,7.746) -- (6,7.7494) -- (6.12,7.752) -- (6.24,7.7541) -- (6.36,7.7554) -- (6.48,7.7554) -- (6.6,7.7505) -- (6.665,7.704);% \draw[] (6.72,7.7835) -- (6.84,7.7675) -- (6.96,7.7654) -- (7.08,7.7643) -- (7.2,7.7631);% 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(5.4,7.5079) -- (5.52,7.501) -- (5.64,7.4879) -- (5.76,7.467) -- (5.88,7.4346);% \pgfsetstrokecolor{rgb,1:red,1;green,0.3338;blue,0.1711}% \draw[] (5.52,7.292) -- (5.5926,7.272) -- (5.64,7.2555) -- (5.76,7.1966) -- (5.8468,7.128) -- (5.88,7.0907) -- (5.9394,6.984) -- (5.9617,6.84) -- (5.9306,6.696) -- (5.88,6.6047) -- (5.8366,6.552) -- (5.76,6.4847) -- (5.64,6.4147) -- (5.6251,6.408) -- (5.52,6.3694) -- (5.4,6.3403) -- (5.28,6.3233) -- (5.16,6.3162) -- (5.04,6.3186) -- (4.92,6.33) -- (4.8,6.3518) -- (4.68,6.3857) -- (4.6211,6.408) -- (4.56,6.4362) -- (4.44,6.5131) -- (4.3967,6.552) -- (4.32,6.6521) -- (4.2987,6.696) -- (4.2719,6.84) -- (4.3078,6.984) -- (4.32,7.0069) -- (4.4252,7.128) -- (4.44,7.1397) -- (4.56,7.2123) -- (4.68,7.2598) -- (4.7199,7.272) -- (4.8,7.292) -- (4.92,7.3134) -- (5.04,7.3258) -- (5.16,7.3301) -- (5.28,7.3266) -- (5.4,7.3145) -- (5.52,7.292);% \pgfsetstrokecolor{rgb,1:red,1;green,0;blue,0}% \draw[] (5.28,7.139) -- (5.3346,7.128) -- (5.4,7.1094) -- (5.52,7.0535) -- (5.6022,6.984) -- (5.64,6.928) -- (5.6651,6.84) -- (5.64,6.7127) -- (5.6312,6.696) -- (5.52,6.5801) -- (5.4738,6.552) -- (5.4,6.5187) -- (5.28,6.4853) -- (5.16,6.4699) -- (5.04,6.4698) -- (4.92,6.4846) -- (4.8,6.5168) -- (4.7186,6.552) -- (4.68,6.5743) -- (4.56,6.692) -- (4.5577,6.696) -- (4.527,6.84) -- (4.56,6.9316) -- (4.6008,6.984) -- (4.68,7.0468) -- (4.8,7.1029) -- (4.8884,7.128) -- (4.92,7.1345) -- (5.04,7.1499) -- (5.16,7.1514) -- (5.28,7.139);% \pgfsetstrokecolor{black}% \draw[color={rgb,1:red,0.5;green,0;blue,1}] (7.5,2.52) -- (7.8,2.52);% \draw[-,color={rgb,1:red,0.5;green,0;blue,1}] (7.8,2.52) node[right] {$z=1$};% \draw[color={rgb,1:red,0.2804;green,0.3338;blue,0.981}] (7.5,3) -- (7.8,3);% \draw[-,color={rgb,1:red,0.2804;green,0.3338;blue,0.981}] (7.8,3) node[right] {$z=2$};% \draw[color={rgb,1:red,0.137;green,0.6257;blue,0.9339}] (7.5,3.48) -- (7.8,3.48);% \draw[-,color={rgb,1:red,0.137;green,0.6257;blue,0.9339}] (7.8,3.48) node[right] {$z=3$};% \draw[color={rgb,1:red,0.1667;green,0.8467;blue,0.8614}] (7.5,3.96) -- (7.8,3.96);% \draw[-,color={rgb,1:red,0.1667;green,0.8467;blue,0.8614}] (7.8,3.96) node[right] {$z=4$};% \draw[color={rgb,1:red,0.3871;green,0.9741;blue,0.7651}] (7.5,4.44) -- (7.8,4.44);% \draw[-,color={rgb,1:red,0.3871;green,0.9741;blue,0.7651}] (7.8,4.44) node[right] {$z=5$};% \draw[color={rgb,1:red,0.6128;green,0.9741;blue,0.64}] (7.5,4.92) -- (7.8,4.92);% \draw[-,color={rgb,1:red,0.6128;green,0.9741;blue,0.64}] (7.8,4.92) node[right] {$z=6$};% \draw[color={rgb,1:red,0.8333;green,0.8467;blue,0.4972}] (7.5,5.4) -- (7.8,5.4);% \draw[-,color={rgb,1:red,0.8333;green,0.8467;blue,0.4972}] (7.8,5.4) node[right] {$z=7$};% \draw[color={rgb,1:red,0.9597;green,0.6257;blue,0.3392}] (7.5,5.88) -- (7.8,5.88);% \draw[-,color={rgb,1:red,0.9597;green,0.6257;blue,0.3392}] (7.8,5.88) node[right] {$z=8$};% \draw[color={rgb,1:red,1;green,0.3338;blue,0.1711}] (7.5,6.36) -- (7.8,6.36);% \draw[-,color={rgb,1:red,1;green,0.3338;blue,0.1711}] (7.8,6.36) node[right] {$z=9$};% \draw[color={rgb,1:red,1;green,0;blue,0}] (7.5,6.84) -- (7.8,6.84);% \draw[-,color={rgb,1:red,1;green,0;blue,0}] (7.8,6.84) node[right] {$z=10$};% \pgfsetlinewidth{0.4pt}% \end{scope}% \end{tikzpicture}%