void GENeffcanvasAK4()
{
//=========Macro generated from canvas: GENeffcanvasAK4/
//=========  (Mon Apr 18 15:04:41 2016) by ROOT version6.06/01
   TCanvas *GENeffcanvasAK4 = new TCanvas("GENeffcanvasAK4", "",3,54,600,600);
   GENeffcanvasAK4->Range(-187.013,-0.2142857,851.9481,1.214286);
   GENeffcanvasAK4->SetFillColor(0);
   GENeffcanvasAK4->SetBorderMode(0);
   GENeffcanvasAK4->SetBorderSize(10);
   GENeffcanvasAK4->SetGridx();
   GENeffcanvasAK4->SetGridy();
   GENeffcanvasAK4->SetLeftMargin(0.18);
   GENeffcanvasAK4->SetRightMargin(0.05);
   GENeffcanvasAK4->SetTopMargin(0.08);
   GENeffcanvasAK4->SetBottomMargin(0.15);
   GENeffcanvasAK4->SetFrameFillStyle(0);
   GENeffcanvasAK4->SetFrameLineStyle(0);
   GENeffcanvasAK4->SetFrameBorderMode(0);
   GENeffcanvasAK4->SetFrameBorderSize(10);
   GENeffcanvasAK4->SetFrameFillStyle(0);
   GENeffcanvasAK4->SetFrameLineStyle(0);
   GENeffcanvasAK4->SetFrameBorderMode(0);
   GENeffcanvasAK4->SetFrameBorderSize(10);
   
   Double_t eff_graph_fx3001[136] = {
   2.5,
   7.5,
   12.5,
   17.5,
   22.5,
   27.5,
   32.5,
   37.5,
   42.5,
   47.5,
   52.5,
   57.5,
   62.5,
   67.5,
   72.5,
   77.5,
   82.5,
   87.5,
   92.5,
   97.5,
   102.5,
   107.5,
   112.5,
   117.5,
   122.5,
   127.5,
   132.5,
   137.5,
   142.5,
   147.5,
   152.5,
   157.5,
   162.5,
   167.5,
   172.5,
   177.5,
   182.5,
   187.5,
   192.5,
   197.5,
   202.5,
   207.5,
   212.5,
   217.5,
   222.5,
   227.5,
   232.5,
   237.5,
   242.5,
   247.5,
   252.5,
   257.5,
   262.5,
   267.5,
   272.5,
   277.5,
   282.5,
   287.5,
   292.5,
   297.5,
   305,
   315,
   325,
   335,
   345,
   355,
   365,
   375,
   385,
   395,
   405,
   415,
   425,
   435,
   445,
   455,
   465,
   475,
   485,
   495,
   505,
   515,
   525,
   535,
   545,
   555,
   565,
   575,
   585,
   595,
   610,
   630,
   650,
   670,
   690,
   710,
   730,
   750,
   770,
   790,
   810,
   830,
   850,
   870,
   890,
   910,
   930,
   950,
   970,
   990,
   1010,
   1030,
   1050,
   1070,
   1090,
   1110,
   1130,
   1150,
   1170,
   1190,
   1225,
   1275,
   1325,
   1375,
   1425,
   1475,
   1525,
   1575,
   1625,
   1675,
   1725,
   1775,
   1825,
   1875,
   1925,
   1975};
   Double_t eff_graph_fy3001[136] = {
   0,
   2.262245e-05,
   0.0004119428,
   0.001097295,
   0.007224827,
   0.04236484,
   0.1350156,
   0.3192979,
   0.5783228,
   0.7837421,
   0.9063821,
   0.962741,
   0.9842876,
   0.9938384,
   0.9970311,
   0.9985892,
   0.9991884,
   0.9996482,
   0.9998316,
   0.9999256,
   0.9999711,
   0.9999579,
   1,
   0.9999935,
   0.9999588,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1};
   Double_t eff_graph_felx3001[136] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25};
   Double_t eff_graph_fely3001[136] = {
   0,
   2.262245e-05,
   8.316825e-05,
   0.0001028036,
   0.0003075176,
   0.0008491833,
   0.00148666,
   0.002012886,
   0.002067621,
   0.001676305,
   0.001166143,
   0.0007473009,
   0.0004901568,
   0.000313339,
   0.0002172726,
   0.0001418455,
   0.0001317467,
   8.859676e-05,
   6.233007e-05,
   3.515421e-05,
   2.883443e-05,
   2.533302e-05,
   0,
   6.538954e-06,
   2.449318e-05,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0};
   Double_t eff_graph_fehx3001[136] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25};
   Double_t eff_graph_fehy3001[136] = {
   0,
   2.262357e-05,
   8.316825e-05,
   0.0001028036,
   0.0003075176,
   0.0008491833,
   0.00148666,
   0.002012886,
   0.002067621,
   0.001676305,
   0.001166143,
   0.0007473009,
   0.0004901568,
   0.000313339,
   0.0002172726,
   0.0001418455,
   0.0001317467,
   8.859676e-05,
   6.233007e-05,
   3.515421e-05,
   2.883443e-05,
   2.533302e-05,
   0,
   6.484199e-06,
   2.449318e-05,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0};
   TGraphAsymmErrors *grae = new TGraphAsymmErrors(136,eff_graph_fx3001,eff_graph_fy3001,eff_graph_felx3001,eff_graph_fehx3001,eff_graph_fely3001,eff_graph_fehy3001);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4 HLT paths - Using GEN jets");
   grae->SetFillColor(19);

   Int_t ci;      // for color index setting
   TColor *color; // for color definition with alpha
   ci = TColor::GetColor("#ff0000");
   grae->SetLineColor(ci);
   grae->SetLineWidth(3);

   ci = TColor::GetColor("#ff0000");
   grae->SetMarkerColor(ci);
   grae->SetMarkerStyle(20);
   grae->SetMarkerSize(0.9);
   
   TH1F *Graph_eff_graph3001 = new TH1F("Graph_eff_graph3001","Efficiencies for AK4 HLT paths - Using GEN jets",136,0,800);
   Graph_eff_graph3001->SetMinimum(0);
   Graph_eff_graph3001->SetMaximum(1.1);
   Graph_eff_graph3001->SetDirectory(0);
   Graph_eff_graph3001->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3001->SetLineColor(ci);
   Graph_eff_graph3001->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3001->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3001->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3001->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3001->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3001->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3001->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3001->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3001->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3001->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3001->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3001->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3001->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3001->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3001->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3001->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3001->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3001->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3001);
   
   
   TF1 *turnon_403002 = new TF1("turnon_40","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",37.5,77.5);
   turnon_403002->SetFillColor(19);
   turnon_403002->SetFillStyle(0);

   ci = TColor::GetColor("#ff0000");
   turnon_403002->SetLineColor(ci);
   turnon_403002->SetLineWidth(2);
   turnon_403002->SetChisquare(0.0004356563);
   turnon_403002->SetNDF(6);
   turnon_403002->GetXaxis()->SetLabelFont(42);
   turnon_403002->GetXaxis()->SetLabelSize(0.035);
   turnon_403002->GetXaxis()->SetTitleSize(0.035);
   turnon_403002->GetXaxis()->SetTitleFont(42);
   turnon_403002->GetYaxis()->SetLabelFont(42);
   turnon_403002->GetYaxis()->SetLabelSize(0.035);
   turnon_403002->GetYaxis()->SetTitleSize(0.035);
   turnon_403002->GetYaxis()->SetTitleFont(42);
   turnon_403002->SetParameter(0,41.03363);
   turnon_403002->SetParError(0,0.125672);
   turnon_403002->SetParLimits(0,0,0);
   turnon_403002->SetParameter(1,11.42772);
   turnon_403002->SetParError(1,0.3199024);
   turnon_403002->SetParLimits(1,0,0);
   turnon_403002->SetParameter(2,0.991786);
   turnon_403002->SetParError(2,0.00414249);
   turnon_403002->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_403002);
   grae->Draw("ap");
   
   Double_t eff_graph_fx3003[136] = {
   2.5,
   7.5,
   12.5,
   17.5,
   22.5,
   27.5,
   32.5,
   37.5,
   42.5,
   47.5,
   52.5,
   57.5,
   62.5,
   67.5,
   72.5,
   77.5,
   82.5,
   87.5,
   92.5,
   97.5,
   102.5,
   107.5,
   112.5,
   117.5,
   122.5,
   127.5,
   132.5,
   137.5,
   142.5,
   147.5,
   152.5,
   157.5,
   162.5,
   167.5,
   172.5,
   177.5,
   182.5,
   187.5,
   192.5,
   197.5,
   202.5,
   207.5,
   212.5,
   217.5,
   222.5,
   227.5,
   232.5,
   237.5,
   242.5,
   247.5,
   252.5,
   257.5,
   262.5,
   267.5,
   272.5,
   277.5,
   282.5,
   287.5,
   292.5,
   297.5,
   305,
   315,
   325,
   335,
   345,
   355,
   365,
   375,
   385,
   395,
   405,
   415,
   425,
   435,
   445,
   455,
   465,
   475,
   485,
   495,
   505,
   515,
   525,
   535,
   545,
   555,
   565,
   575,
   585,
   595,
   610,
   630,
   650,
   670,
   690,
   710,
   730,
   750,
   770,
   790,
   810,
   830,
   850,
   870,
   890,
   910,
   930,
   950,
   970,
   990,
   1010,
   1030,
   1050,
   1070,
   1090,
   1110,
   1130,
   1150,
   1170,
   1190,
   1225,
   1275,
   1325,
   1375,
   1425,
   1475,
   1525,
   1575,
   1625,
   1675,
   1725,
   1775,
   1825,
   1875,
   1925,
   1975};
   Double_t eff_graph_fy3003[136] = {
   0,
   0,
   0,
   1.896981e-07,
   5.087091e-07,
   1.871821e-05,
   0.0001869496,
   0.002985098,
   0.01729652,
   0.05472298,
   0.1386593,
   0.2915761,
   0.5069415,
   0.7021078,
   0.8397935,
   0.9211271,
   0.9637717,
   0.9826919,
   0.9908941,
   0.9951506,
   0.9977685,
   0.9984444,
   0.9992061,
   0.9993454,
   0.9995847,
   0.999729,
   0.999908,
   0.9998777,
   0.9999289,
   0.9999527,
   0.9999614,
   0.9999942,
   1,
   0.9999862,
   0.9999714,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   0.9999855,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1};
   Double_t eff_graph_felx3003[136] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25};
   Double_t eff_graph_fely3003[136] = {
   0,
   0,
   0,
   1.395422e-07,
   5.087091e-07,
   6.002181e-06,
   2.9996e-05,
   0.000187696,
   0.0004562658,
   0.000783527,
   0.001201792,
   0.001597619,
   0.00178609,
   0.001660468,
   0.001350165,
   0.001010918,
   0.0007129052,
   0.0005096159,
   0.0003812711,
   0.0002879967,
   0.0001877214,
   0.0001641557,
   0.0001179337,
   0.0001026357,
   8.792774e-05,
   6.683784e-05,
   3.536237e-05,
   4.488482e-05,
   3.788555e-05,
   3.075684e-05,
   3.870425e-05,
   5.840591e-06,
   0,
   1.383001e-05,
   2.859625e-05,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   1.452537e-05,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0};
   Double_t eff_graph_fehx3003[136] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25};
   Double_t eff_graph_fehy3003[136] = {
   0,
   0,
   0,
   1.395422e-07,
   5.087145e-07,
   6.002181e-06,
   2.9996e-05,
   0.000187696,
   0.0004562658,
   0.000783527,
   0.001201792,
   0.001597619,
   0.00178609,
   0.001660468,
   0.001350165,
   0.001010918,
   0.0007129052,
   0.0005096159,
   0.0003812711,
   0.0002879967,
   0.0001877214,
   0.0001641557,
   0.0001179337,
   0.0001026357,
   8.792774e-05,
   6.683784e-05,
   3.536237e-05,
   4.488482e-05,
   3.788555e-05,
   3.075684e-05,
   3.861985e-05,
   5.802053e-06,
   0,
   1.382141e-05,
   2.857544e-05,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   1.449876e-05,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0};
   grae = new TGraphAsymmErrors(136,eff_graph_fx3003,eff_graph_fy3003,eff_graph_felx3003,eff_graph_fehx3003,eff_graph_fely3003,eff_graph_fehy3003);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4 HLT paths - Using GEN jets");
   grae->SetFillColor(19);

   ci = TColor::GetColor("#00ff00");
   grae->SetLineColor(ci);
   grae->SetLineWidth(3);

   ci = TColor::GetColor("#00ff00");
   grae->SetMarkerColor(ci);
   grae->SetMarkerStyle(20);
   grae->SetMarkerSize(0.9);
   
   TH1F *Graph_eff_graph3003 = new TH1F("Graph_eff_graph3003","Efficiencies for AK4 HLT paths - Using GEN jets",136,0,800);
   Graph_eff_graph3003->SetMinimum(0);
   Graph_eff_graph3003->SetMaximum(1.1);
   Graph_eff_graph3003->SetDirectory(0);
   Graph_eff_graph3003->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3003->SetLineColor(ci);
   Graph_eff_graph3003->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3003->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3003->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3003->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3003->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3003->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3003->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3003->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3003->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3003->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3003->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3003->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3003->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3003->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3003->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3003->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3003->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3003->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3003);
   
   
   TF1 *turnon_603004 = new TF1("turnon_60","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",57.5,107.5);
   turnon_603004->SetFillColor(19);
   turnon_603004->SetFillStyle(0);

   ci = TColor::GetColor("#00ff00");
   turnon_603004->SetLineColor(ci);
   turnon_603004->SetLineWidth(2);
   turnon_603004->SetChisquare(0.0005950458);
   turnon_603004->SetNDF(8);
   turnon_603004->GetXaxis()->SetLabelFont(42);
   turnon_603004->GetXaxis()->SetLabelSize(0.035);
   turnon_603004->GetXaxis()->SetTitleSize(0.035);
   turnon_603004->GetXaxis()->SetTitleFont(42);
   turnon_603004->GetYaxis()->SetLabelFont(42);
   turnon_603004->GetYaxis()->SetLabelSize(0.035);
   turnon_603004->GetYaxis()->SetTitleSize(0.035);
   turnon_603004->GetYaxis()->SetTitleFont(42);
   turnon_603004->SetParameter(0,62.4335);
   turnon_603004->SetParError(0,0.1385802);
   turnon_603004->SetParLimits(0,0,0);
   turnon_603004->SetParameter(1,13.70991);
   turnon_603004->SetParError(1,0.349306);
   turnon_603004->SetParLimits(1,0,0);
   turnon_603004->SetParameter(2,0.9913912);
   turnon_603004->SetParError(2,0.003766728);
   turnon_603004->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_603004);
   grae->Draw("p");
   
   Double_t eff_graph_fx3005[136] = {
   2.5,
   7.5,
   12.5,
   17.5,
   22.5,
   27.5,
   32.5,
   37.5,
   42.5,
   47.5,
   52.5,
   57.5,
   62.5,
   67.5,
   72.5,
   77.5,
   82.5,
   87.5,
   92.5,
   97.5,
   102.5,
   107.5,
   112.5,
   117.5,
   122.5,
   127.5,
   132.5,
   137.5,
   142.5,
   147.5,
   152.5,
   157.5,
   162.5,
   167.5,
   172.5,
   177.5,
   182.5,
   187.5,
   192.5,
   197.5,
   202.5,
   207.5,
   212.5,
   217.5,
   222.5,
   227.5,
   232.5,
   237.5,
   242.5,
   247.5,
   252.5,
   257.5,
   262.5,
   267.5,
   272.5,
   277.5,
   282.5,
   287.5,
   292.5,
   297.5,
   305,
   315,
   325,
   335,
   345,
   355,
   365,
   375,
   385,
   395,
   405,
   415,
   425,
   435,
   445,
   455,
   465,
   475,
   485,
   495,
   505,
   515,
   525,
   535,
   545,
   555,
   565,
   575,
   585,
   595,
   610,
   630,
   650,
   670,
   690,
   710,
   730,
   750,
   770,
   790,
   810,
   830,
   850,
   870,
   890,
   910,
   930,
   950,
   970,
   990,
   1010,
   1030,
   1050,
   1070,
   1090,
   1110,
   1130,
   1150,
   1170,
   1190,
   1225,
   1275,
   1325,
   1375,
   1425,
   1475,
   1525,
   1575,
   1625,
   1675,
   1725,
   1775,
   1825,
   1875,
   1925,
   1975};
   Double_t eff_graph_fy3005[136] = {
   0,
   0,
   0,
   1.246413e-07,
   0,
   0,
   3.486316e-06,
   4.360673e-06,
   5.669343e-05,
   0.0003288457,
   0.002397823,
   0.009625332,
   0.02852531,
   0.06960667,
   0.1529683,
   0.2933728,
   0.4811304,
   0.6656016,
   0.7986866,
   0.8922575,
   0.9441993,
   0.9703109,
   0.9849002,
   0.9911576,
   0.9948621,
   0.9966423,
   0.9981995,
   0.9984359,
   0.9989626,
   0.9992202,
   0.999637,
   0.9995616,
   0.999842,
   0.9997742,
   0.9998647,
   0.9999415,
   0.9999266,
   1,
   1,
   0.999949,
   0.9999809,
   1,
   0.9999884,
   0.9999895,
   1,
   1,
   0.9999855,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1};
   Double_t eff_graph_felx3005[136] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25};
   Double_t eff_graph_fely3005[136] = {
   0,
   0,
   0,
   1.246413e-07,
   0,
   0,
   1.981338e-06,
   1.95723e-06,
   1.690133e-05,
   4.390894e-05,
   0.0001456489,
   0.0002932379,
   0.0005068634,
   0.0008016156,
   0.001167754,
   0.001525402,
   0.001724279,
   0.001681359,
   0.00147392,
   0.0011641,
   0.0008840984,
   0.0006691947,
   0.0004863461,
   0.0003904682,
   0.0003080669,
   0.0002607715,
   0.0001798184,
   0.000180699,
   0.0001506115,
   0.0001399208,
   8.512474e-05,
   0.0001071862,
   5.93266e-05,
   7.661056e-05,
   5.49036e-05,
   3.117631e-05,
   4.949583e-05,
   0,
   0,
   3.937697e-05,
   1.892128e-05,
   0,
   1.153569e-05,
   1.051628e-05,
   0,
   0,
   1.452537e-05,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0};
   Double_t eff_graph_fehx3005[136] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25};
   Double_t eff_graph_fehy3005[136] = {
   0,
   0,
   0,
   1.246426e-07,
   0,
   0,
   1.981338e-06,
   1.95723e-06,
   1.690133e-05,
   4.390894e-05,
   0.0001456489,
   0.0002932379,
   0.0005068634,
   0.0008016156,
   0.001167754,
   0.001525402,
   0.001724279,
   0.001681359,
   0.00147392,
   0.0011641,
   0.0008840984,
   0.0006691947,
   0.0004863461,
   0.0003904682,
   0.0003080669,
   0.0002607715,
   0.0001798184,
   0.000180699,
   0.0001506115,
   0.0001399208,
   8.512474e-05,
   0.0001071862,
   5.93266e-05,
   7.661056e-05,
   5.49036e-05,
   3.117631e-05,
   4.949583e-05,
   0,
   0,
   3.937697e-05,
   1.892128e-05,
   0,
   1.153569e-05,
   1.051417e-05,
   0,
   0,
   1.449876e-05,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0};
   grae = new TGraphAsymmErrors(136,eff_graph_fx3005,eff_graph_fy3005,eff_graph_felx3005,eff_graph_fehx3005,eff_graph_fely3005,eff_graph_fehy3005);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4 HLT paths - Using GEN jets");
   grae->SetFillColor(19);

   ci = TColor::GetColor("#0000ff");
   grae->SetLineColor(ci);
   grae->SetLineWidth(3);

   ci = TColor::GetColor("#0000ff");
   grae->SetMarkerColor(ci);
   grae->SetMarkerStyle(20);
   grae->SetMarkerSize(0.9);
   
   TH1F *Graph_eff_graph3005 = new TH1F("Graph_eff_graph3005","Efficiencies for AK4 HLT paths - Using GEN jets",136,0,800);
   Graph_eff_graph3005->SetMinimum(0);
   Graph_eff_graph3005->SetMaximum(1.1);
   Graph_eff_graph3005->SetDirectory(0);
   Graph_eff_graph3005->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3005->SetLineColor(ci);
   Graph_eff_graph3005->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3005->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3005->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3005->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3005->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3005->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3005->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3005->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3005->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3005->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3005->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3005->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3005->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3005->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3005->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3005->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3005->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3005->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3005);
   
   
   TF1 *turnon_803006 = new TF1("turnon_80","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",82.5,142.5);
   turnon_803006->SetFillColor(19);
   turnon_803006->SetFillStyle(0);

   ci = TColor::GetColor("#0000ff");
   turnon_803006->SetLineColor(ci);
   turnon_803006->SetLineWidth(2);
   turnon_803006->SetChisquare(0.0003540097);
   turnon_803006->SetNDF(10);
   turnon_803006->GetXaxis()->SetLabelFont(42);
   turnon_803006->GetXaxis()->SetLabelSize(0.035);
   turnon_803006->GetXaxis()->SetTitleSize(0.035);
   turnon_803006->GetXaxis()->SetTitleFont(42);
   turnon_803006->GetYaxis()->SetLabelFont(42);
   turnon_803006->GetYaxis()->SetLabelSize(0.035);
   turnon_803006->GetYaxis()->SetTitleSize(0.035);
   turnon_803006->GetYaxis()->SetTitleFont(42);
   turnon_803006->SetParameter(0,82.72749);
   turnon_803006->SetParError(0,0.1482901);
   turnon_803006->SetParLimits(0,0,0);
   turnon_803006->SetParameter(1,16.38598);
   turnon_803006->SetParError(1,0.3771996);
   turnon_803006->SetParLimits(1,0,0);
   turnon_803006->SetParameter(2,0.9940623);
   turnon_803006->SetParError(2,0.002238808);
   turnon_803006->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_803006);
   grae->Draw("p");
   
   Double_t eff_graph_fx3007[136] = {
   2.5,
   7.5,
   12.5,
   17.5,
   22.5,
   27.5,
   32.5,
   37.5,
   42.5,
   47.5,
   52.5,
   57.5,
   62.5,
   67.5,
   72.5,
   77.5,
   82.5,
   87.5,
   92.5,
   97.5,
   102.5,
   107.5,
   112.5,
   117.5,
   122.5,
   127.5,
   132.5,
   137.5,
   142.5,
   147.5,
   152.5,
   157.5,
   162.5,
   167.5,
   172.5,
   177.5,
   182.5,
   187.5,
   192.5,
   197.5,
   202.5,
   207.5,
   212.5,
   217.5,
   222.5,
   227.5,
   232.5,
   237.5,
   242.5,
   247.5,
   252.5,
   257.5,
   262.5,
   267.5,
   272.5,
   277.5,
   282.5,
   287.5,
   292.5,
   297.5,
   305,
   315,
   325,
   335,
   345,
   355,
   365,
   375,
   385,
   395,
   405,
   415,
   425,
   435,
   445,
   455,
   465,
   475,
   485,
   495,
   505,
   515,
   525,
   535,
   545,
   555,
   565,
   575,
   585,
   595,
   610,
   630,
   650,
   670,
   690,
   710,
   730,
   750,
   770,
   790,
   810,
   830,
   850,
   870,
   890,
   910,
   930,
   950,
   970,
   990,
   1010,
   1030,
   1050,
   1070,
   1090,
   1110,
   1130,
   1150,
   1170,
   1190,
   1225,
   1275,
   1325,
   1375,
   1425,
   1475,
   1525,
   1575,
   1625,
   1675,
   1725,
   1775,
   1825,
   1875,
   1925,
   1975};
   Double_t eff_graph_fy3007[136] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   9.001869e-07,
   5.337534e-07,
   1.449219e-05,
   5.442335e-05,
   0.0001598736,
   0.0003704539,
   0.001325723,
   0.002754788,
   0.00618933,
   0.01331184,
   0.02588827,
   0.05101908,
   0.09994552,
   0.1827056,
   0.2978325,
   0.4342199,
   0.5775494,
   0.698545,
   0.8016375,
   0.8734985,
   0.9214394,
   0.9507403,
   0.968644,
   0.979657,
   0.9872008,
   0.990177,
   0.9931453,
   0.9946056,
   0.9959913,
   0.9965569,
   0.9976539,
   0.9979346,
   0.9985756,
   0.998417,
   0.998869,
   0.9991261,
   0.9994196,
   0.9992806,
   0.9995965,
   0.9995312,
   0.9996614,
   0.9997796,
   0.9997261,
   0.9996542,
   0.9998238,
   0.9999099,
   0.9998284,
   0.9999444,
   0.9999187,
   0.9999795,
   1,
   1,
   1,
   1,
   1,
   0.9999413,
   1,
   1,
   0.9999797,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1};
   Double_t eff_graph_felx3007[136] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25};
   Double_t eff_graph_fely3007[136] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   9.001869e-07,
   5.337534e-07,
   4.8527e-06,
   1.7579e-05,
   2.788678e-05,
   4.809391e-05,
   0.000102545,
   0.0001442809,
   0.0002319563,
   0.000343532,
   0.0004908564,
   0.000716136,
   0.001012493,
   0.001354793,
   0.001665653,
   0.00187029,
   0.001926429,
   0.001838545,
   0.001646094,
   0.001405128,
   0.001171685,
   0.0009551313,
   0.0007931141,
   0.0006649601,
   0.0005292395,
   0.0004917941,
   0.0004072758,
   0.0003765678,
   0.0003257868,
   0.0003264315,
   0.0002504811,
   0.0002374377,
   0.000204527,
   0.0002281685,
   0.0001876916,
   0.0001744545,
   0.0001507489,
   0.0001543998,
   0.0001175181,
   0.0001457796,
   0.0001185666,
   8.34038e-05,
   0.0001044294,
   0.0001229352,
   7.569723e-05,
   5.063104e-05,
   8.56094e-05,
   4.830678e-05,
   5.729723e-05,
   2.041529e-05,
   0,
   0,
   0,
   0,
   0,
   5.870135e-05,
   0,
   0,
   2.022902e-05,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0};
   Double_t eff_graph_fehx3007[136] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25};
   Double_t eff_graph_fehy3007[136] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   9.001917e-07,
   5.337564e-07,
   4.8527e-06,
   1.7579e-05,
   2.788678e-05,
   4.809391e-05,
   0.000102545,
   0.0001442809,
   0.0002319563,
   0.000343532,
   0.0004908564,
   0.000716136,
   0.001012493,
   0.001354793,
   0.001665653,
   0.00187029,
   0.001926429,
   0.001838545,
   0.001646094,
   0.001405128,
   0.001171685,
   0.0009551313,
   0.0007931141,
   0.0006649601,
   0.0005292395,
   0.0004917941,
   0.0004072758,
   0.0003765678,
   0.0003257868,
   0.0003264315,
   0.0002504811,
   0.0002374377,
   0.000204527,
   0.0002281685,
   0.0001876916,
   0.0001744545,
   0.0001507489,
   0.0001543998,
   0.0001175181,
   0.0001457796,
   0.0001185666,
   8.34038e-05,
   0.0001044294,
   0.0001229352,
   7.569723e-05,
   5.063104e-05,
   8.56094e-05,
   4.830678e-05,
   5.729723e-05,
   2.041529e-05,
   0,
   0,
   0,
   0,
   0,
   5.870135e-05,
   0,
   0,
   2.022902e-05,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0};
   grae = new TGraphAsymmErrors(136,eff_graph_fx3007,eff_graph_fy3007,eff_graph_felx3007,eff_graph_fehx3007,eff_graph_fely3007,eff_graph_fehy3007);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4 HLT paths - Using GEN jets");
   grae->SetFillColor(19);

   ci = TColor::GetColor("#ff00ff");
   grae->SetLineColor(ci);
   grae->SetLineWidth(3);

   ci = TColor::GetColor("#ff00ff");
   grae->SetMarkerColor(ci);
   grae->SetMarkerStyle(20);
   grae->SetMarkerSize(0.9);
   
   TH1F *Graph_eff_graph3007 = new TH1F("Graph_eff_graph3007","Efficiencies for AK4 HLT paths - Using GEN jets",136,0,800);
   Graph_eff_graph3007->SetMinimum(0);
   Graph_eff_graph3007->SetMaximum(1.1);
   Graph_eff_graph3007->SetDirectory(0);
   Graph_eff_graph3007->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3007->SetLineColor(ci);
   Graph_eff_graph3007->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3007->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3007->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3007->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3007->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3007->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3007->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3007->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3007->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3007->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3007->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3007->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3007->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3007->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3007->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3007->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3007->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3007->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3007);
   
   
   TF1 *turnon_1403008 = new TF1("turnon_140","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",142.5,237.5);
   turnon_1403008->SetFillColor(19);
   turnon_1403008->SetFillStyle(0);

   ci = TColor::GetColor("#ff00ff");
   turnon_1403008->SetLineColor(ci);
   turnon_1403008->SetLineWidth(2);
   turnon_1403008->SetChisquare(0.0005751548);
   turnon_1403008->SetNDF(17);
   turnon_1403008->GetXaxis()->SetLabelFont(42);
   turnon_1403008->GetXaxis()->SetLabelSize(0.035);
   turnon_1403008->GetXaxis()->SetTitleSize(0.035);
   turnon_1403008->GetXaxis()->SetTitleFont(42);
   turnon_1403008->GetYaxis()->SetLabelFont(42);
   turnon_1403008->GetYaxis()->SetLabelSize(0.035);
   turnon_1403008->GetYaxis()->SetTitleSize(0.035);
   turnon_1403008->GetYaxis()->SetTitleFont(42);
   turnon_1403008->SetParameter(0,144.5568);
   turnon_1403008->SetParError(0,0.1547198);
   turnon_1403008->SetParLimits(0,0,0);
   turnon_1403008->SetParameter(1,21.71528);
   turnon_1403008->SetParError(1,0.3934272);
   turnon_1403008->SetParLimits(1,0,0);
   turnon_1403008->SetParameter(2,0.9937087);
   turnon_1403008->SetParError(2,0.001680414);
   turnon_1403008->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_1403008);
   grae->Draw("p");
   
   Double_t eff_graph_fx3009[136] = {
   2.5,
   7.5,
   12.5,
   17.5,
   22.5,
   27.5,
   32.5,
   37.5,
   42.5,
   47.5,
   52.5,
   57.5,
   62.5,
   67.5,
   72.5,
   77.5,
   82.5,
   87.5,
   92.5,
   97.5,
   102.5,
   107.5,
   112.5,
   117.5,
   122.5,
   127.5,
   132.5,
   137.5,
   142.5,
   147.5,
   152.5,
   157.5,
   162.5,
   167.5,
   172.5,
   177.5,
   182.5,
   187.5,
   192.5,
   197.5,
   202.5,
   207.5,
   212.5,
   217.5,
   222.5,
   227.5,
   232.5,
   237.5,
   242.5,
   247.5,
   252.5,
   257.5,
   262.5,
   267.5,
   272.5,
   277.5,
   282.5,
   287.5,
   292.5,
   297.5,
   305,
   315,
   325,
   335,
   345,
   355,
   365,
   375,
   385,
   395,
   405,
   415,
   425,
   435,
   445,
   455,
   465,
   475,
   485,
   495,
   505,
   515,
   525,
   535,
   545,
   555,
   565,
   575,
   585,
   595,
   610,
   630,
   650,
   670,
   690,
   710,
   730,
   750,
   770,
   790,
   810,
   830,
   850,
   870,
   890,
   910,
   930,
   950,
   970,
   990,
   1010,
   1030,
   1050,
   1070,
   1090,
   1110,
   1130,
   1150,
   1170,
   1190,
   1225,
   1275,
   1325,
   1375,
   1425,
   1475,
   1525,
   1575,
   1625,
   1675,
   1725,
   1775,
   1825,
   1875,
   1925,
   1975};
   Double_t eff_graph_fy3009[136] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   5.240762e-07,
   4.456996e-06,
   4.808341e-06,
   6.977478e-06,
   3.654475e-05,
   4.488835e-05,
   0.0001437661,
   0.0002514702,
   0.0006627807,
   0.0009887434,
   0.002258149,
   0.003929251,
   0.007212454,
   0.0127288,
   0.02153806,
   0.0383932,
   0.06543808,
   0.1118493,
   0.1858414,
   0.277525,
   0.3916804,
   0.5081199,
   0.6167548,
   0.7149623,
   0.795296,
   0.858716,
   0.9036139,
   0.9327147,
   0.9534469,
   0.9671444,
   0.9769685,
   0.9837245,
   0.9880978,
   0.9892546,
   0.9915306,
   0.9934111,
   0.9940254,
   0.9951045,
   0.9956997,
   0.996844,
   0.9973657,
   0.9982334,
   0.9983557,
   0.9989985,
   0.9988936,
   0.9994866,
   0.9993102,
   0.999639,
   0.9996599,
   0.9997977,
   0.9998893,
   0.9997919,
   0.9998946,
   0.9999178,
   0.9999869,
   0.9998517,
   0.9999084,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1};
   Double_t eff_graph_felx3009[136] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25};
   Double_t eff_graph_fely3009[136] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   5.240762e-07,
   3.280858e-06,
   2.801144e-06,
   3.279714e-06,
   1.286414e-05,
   1.480569e-05,
   2.982244e-05,
   4.215024e-05,
   7.160457e-05,
   8.755948e-05,
   0.0001468488,
   0.0001974132,
   0.0002865912,
   0.0003834318,
   0.0005075252,
   0.0007106274,
   0.000936835,
   0.00124057,
   0.001569639,
   0.00186997,
   0.002089543,
   0.002199654,
   0.00219262,
   0.002093699,
   0.001909138,
   0.001687367,
   0.001451823,
   0.001270727,
   0.001081439,
   0.0009609755,
   0.0008212644,
   0.0006942775,
   0.0006032998,
   0.0005811471,
   0.0005464607,
   0.0004692147,
   0.0004608017,
   0.0004380943,
   0.0004021591,
   0.0003455187,
   0.0002306549,
   0.0001930841,
   0.0001951899,
   0.0001415581,
   0.0001704638,
   0.0001181374,
   0.0001644382,
   0.0001055018,
   0.0001132881,
   8.786378e-05,
   5.395051e-05,
   8.208887e-05,
   6.911203e-05,
   5.221273e-05,
   1.313877e-05,
   9.686545e-05,
   6.20826e-05,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0};
   Double_t eff_graph_fehx3009[136] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25};
   Double_t eff_graph_fehy3009[136] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   5.240792e-07,
   3.280858e-06,
   2.801144e-06,
   3.279714e-06,
   1.286414e-05,
   1.480569e-05,
   2.982244e-05,
   4.215024e-05,
   7.160457e-05,
   8.755948e-05,
   0.0001468488,
   0.0001974132,
   0.0002865912,
   0.0003834318,
   0.0005075252,
   0.0007106274,
   0.000936835,
   0.00124057,
   0.001569639,
   0.00186997,
   0.002089543,
   0.002199654,
   0.00219262,
   0.002093699,
   0.001909138,
   0.001687367,
   0.001451823,
   0.001270727,
   0.001081439,
   0.0009609755,
   0.0008212644,
   0.0006942775,
   0.0006032998,
   0.0005811471,
   0.0005464607,
   0.0004692147,
   0.0004608017,
   0.0004380943,
   0.0004021591,
   0.0003455187,
   0.0002306549,
   0.0001930841,
   0.0001951899,
   0.0001415581,
   0.0001704638,
   0.0001181374,
   0.0001644382,
   0.0001055018,
   0.0001132881,
   8.786378e-05,
   5.395051e-05,
   8.208887e-05,
   6.911203e-05,
   5.221273e-05,
   1.311578e-05,
   9.686545e-05,
   6.20826e-05,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0};
   grae = new TGraphAsymmErrors(136,eff_graph_fx3009,eff_graph_fy3009,eff_graph_felx3009,eff_graph_fehx3009,eff_graph_fely3009,eff_graph_fehy3009);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4 HLT paths - Using GEN jets");
   grae->SetFillColor(19);

   ci = TColor::GetColor("#ffff00");
   grae->SetLineColor(ci);
   grae->SetLineWidth(3);

   ci = TColor::GetColor("#ffff00");
   grae->SetMarkerColor(ci);
   grae->SetMarkerStyle(20);
   grae->SetMarkerSize(0.9);
   
   TH1F *Graph_eff_graph3009 = new TH1F("Graph_eff_graph3009","Efficiencies for AK4 HLT paths - Using GEN jets",136,0,800);
   Graph_eff_graph3009->SetMinimum(0);
   Graph_eff_graph3009->SetMaximum(1.1);
   Graph_eff_graph3009->SetDirectory(0);
   Graph_eff_graph3009->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3009->SetLineColor(ci);
   Graph_eff_graph3009->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3009->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3009->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3009->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3009->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3009->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3009->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3009->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3009->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3009->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3009->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3009->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3009->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3009->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3009->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3009->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3009->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3009->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3009);
   
   
   TF1 *turnon_2003010 = new TF1("turnon_200","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",202.5,345);
   turnon_2003010->SetFillColor(19);
   turnon_2003010->SetFillStyle(0);

   ci = TColor::GetColor("#ffff00");
   turnon_2003010->SetLineColor(ci);
   turnon_2003010->SetLineWidth(2);
   turnon_2003010->SetChisquare(0.0008446797);
   turnon_2003010->SetNDF(22);
   turnon_2003010->GetXaxis()->SetLabelFont(42);
   turnon_2003010->GetXaxis()->SetLabelSize(0.035);
   turnon_2003010->GetXaxis()->SetTitleSize(0.035);
   turnon_2003010->GetXaxis()->SetTitleFont(42);
   turnon_2003010->GetYaxis()->SetLabelFont(42);
   turnon_2003010->GetYaxis()->SetLabelSize(0.035);
   turnon_2003010->GetYaxis()->SetTitleSize(0.035);
   turnon_2003010->GetYaxis()->SetTitleFont(42);
   turnon_2003010->SetParameter(0,206.9793);
   turnon_2003010->SetParError(0,0.1689369);
   turnon_2003010->SetParLimits(0,0,0);
   turnon_2003010->SetParameter(1,26.52991);
   turnon_2003010->SetParError(1,0.4356845);
   turnon_2003010->SetParLimits(1,0,0);
   turnon_2003010->SetParameter(2,0.9926569);
   turnon_2003010->SetParError(2,0.001600333);
   turnon_2003010->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_2003010);
   grae->Draw("p");
   
   Double_t eff_graph_fx3011[136] = {
   2.5,
   7.5,
   12.5,
   17.5,
   22.5,
   27.5,
   32.5,
   37.5,
   42.5,
   47.5,
   52.5,
   57.5,
   62.5,
   67.5,
   72.5,
   77.5,
   82.5,
   87.5,
   92.5,
   97.5,
   102.5,
   107.5,
   112.5,
   117.5,
   122.5,
   127.5,
   132.5,
   137.5,
   142.5,
   147.5,
   152.5,
   157.5,
   162.5,
   167.5,
   172.5,
   177.5,
   182.5,
   187.5,
   192.5,
   197.5,
   202.5,
   207.5,
   212.5,
   217.5,
   222.5,
   227.5,
   232.5,
   237.5,
   242.5,
   247.5,
   252.5,
   257.5,
   262.5,
   267.5,
   272.5,
   277.5,
   282.5,
   287.5,
   292.5,
   297.5,
   305,
   315,
   325,
   335,
   345,
   355,
   365,
   375,
   385,
   395,
   405,
   415,
   425,
   435,
   445,
   455,
   465,
   475,
   485,
   495,
   505,
   515,
   525,
   535,
   545,
   555,
   565,
   575,
   585,
   595,
   610,
   630,
   650,
   670,
   690,
   710,
   730,
   750,
   770,
   790,
   810,
   830,
   850,
   870,
   890,
   910,
   930,
   950,
   970,
   990,
   1010,
   1030,
   1050,
   1070,
   1090,
   1110,
   1130,
   1150,
   1170,
   1190,
   1225,
   1275,
   1325,
   1375,
   1425,
   1475,
   1525,
   1575,
   1625,
   1675,
   1725,
   1775,
   1825,
   1875,
   1925,
   1975};
   Double_t eff_graph_fy3011[136] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   1.625625e-07,
   1.500994e-06,
   9.827459e-06,
   8.2293e-06,
   6.529557e-06,
   1.360402e-05,
   5.248692e-05,
   9.050759e-05,
   0.0001514951,
   0.0003359506,
   0.0005617955,
   0.0009971109,
   0.001598571,
   0.002777414,
   0.003674372,
   0.005290874,
   0.007653818,
   0.01136207,
   0.01917175,
   0.03050584,
   0.04871125,
   0.07885388,
   0.127236,
   0.1922517,
   0.2699931,
   0.3592487,
   0.454868,
   0.5517565,
   0.6504988,
   0.7304397,
   0.7952081,
   0.8517847,
   0.8923431,
   0.9317033,
   0.9630263,
   0.978686,
   0.9873049,
   0.9912945,
   0.9930165,
   0.9943399,
   0.9957885,
   0.9964979,
   0.9975145,
   0.9979983,
   0.9978152,
   0.9987242,
   0.9990417,
   0.9993014,
   0.9993793,
   0.999505,
   0.99975,
   0.9997321,
   0.9997238,
   0.9998745,
   0.9998931,
   0.9999172,
   0.9999213,
   0.9998957,
   0.999975,
   0.9999851,
   1,
   0.9999218,
   0.9999683,
   0.9999777,
   1,
   1,
   1,
   1,
   0.9999615,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1};
   Double_t eff_graph_felx3011[136] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25};
   Double_t eff_graph_fely3011[136] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   1.625625e-07,
   1.134404e-06,
   6.663946e-06,
   6.523511e-06,
   3.074492e-06,
   6.042165e-06,
   1.771928e-05,
   2.522696e-05,
   3.734788e-05,
   5.731486e-05,
   8.33762e-05,
   0.000109981,
   0.0001332697,
   0.0001818368,
   0.0002217156,
   0.0002728341,
   0.0003334062,
   0.0004108234,
   0.0005620457,
   0.0007251205,
   0.0009348038,
   0.001189544,
   0.001518424,
   0.001840877,
   0.002111985,
   0.00232335,
   0.002464012,
   0.002518795,
   0.002468755,
   0.002351991,
   0.002159853,
   0.001954091,
   0.001736475,
   0.001031878,
   0.000796126,
   0.0006394783,
   0.0004976152,
   0.0004441835,
   0.0004019465,
   0.0003780546,
   0.000327843,
   0.0003129583,
   0.0002600941,
   0.0002380127,
   0.000283509,
   0.0002016833,
   0.0001758172,
   0.0001691344,
   0.0001681615,
   0.000136444,
   9.190601e-05,
   0.0001063334,
   0.0001120177,
   7.367998e-05,
   0.0001069159,
   5.861179e-05,
   5.785319e-05,
   7.039203e-05,
   2.50915e-05,
   1.489518e-05,
   0,
   6.185557e-05,
   3.164199e-05,
   2.224773e-05,
   0,
   0,
   0,
   0,
   3.843694e-05,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0};
   Double_t eff_graph_fehx3011[136] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25};
   Double_t eff_graph_fehy3011[136] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   1.625636e-07,
   1.134404e-06,
   6.663946e-06,
   6.523511e-06,
   3.074492e-06,
   6.042165e-06,
   1.771928e-05,
   2.522696e-05,
   3.734788e-05,
   5.731486e-05,
   8.33762e-05,
   0.000109981,
   0.0001332697,
   0.0001818368,
   0.0002217156,
   0.0002728341,
   0.0003334062,
   0.0004108234,
   0.0005620457,
   0.0007251205,
   0.0009348038,
   0.001189544,
   0.001518424,
   0.001840877,
   0.002111985,
   0.00232335,
   0.002464012,
   0.002518795,
   0.002468755,
   0.002351991,
   0.002159853,
   0.001954091,
   0.001736475,
   0.001031878,
   0.000796126,
   0.0006394783,
   0.0004976152,
   0.0004441835,
   0.0004019465,
   0.0003780546,
   0.000327843,
   0.0003129583,
   0.0002600941,
   0.0002380127,
   0.000283509,
   0.0002016833,
   0.0001758172,
   0.0001691344,
   0.0001681615,
   0.000136444,
   9.190601e-05,
   0.0001063334,
   0.0001120177,
   7.367998e-05,
   0.0001069159,
   5.861179e-05,
   5.785319e-05,
   7.039203e-05,
   2.504263e-05,
   1.488578e-05,
   0,
   6.185557e-05,
   3.164199e-05,
   2.224773e-05,
   0,
   0,
   0,
   0,
   3.843694e-05,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0};
   grae = new TGraphAsymmErrors(136,eff_graph_fx3011,eff_graph_fy3011,eff_graph_felx3011,eff_graph_fehx3011,eff_graph_fely3011,eff_graph_fehy3011);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4 HLT paths - Using GEN jets");
   grae->SetFillColor(19);

   ci = TColor::GetColor("#ffcc00");
   grae->SetLineColor(ci);
   grae->SetLineWidth(3);

   ci = TColor::GetColor("#ffcc00");
   grae->SetMarkerColor(ci);
   grae->SetMarkerStyle(20);
   grae->SetMarkerSize(0.9);
   
   TH1F *Graph_eff_graph3011 = new TH1F("Graph_eff_graph3011","Efficiencies for AK4 HLT paths - Using GEN jets",136,0,800);
   Graph_eff_graph3011->SetMinimum(0);
   Graph_eff_graph3011->SetMaximum(1.1);
   Graph_eff_graph3011->SetDirectory(0);
   Graph_eff_graph3011->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3011->SetLineColor(ci);
   Graph_eff_graph3011->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3011->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3011->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3011->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3011->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3011->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3011->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3011->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3011->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3011->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3011->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3011->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3011->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3011->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3011->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3011->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3011->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3011->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3011);
   
   
   TF1 *turnon_2603012 = new TF1("turnon_260","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",267.5,425);
   turnon_2603012->SetFillColor(19);
   turnon_2603012->SetFillStyle(0);

   ci = TColor::GetColor("#ffcc00");
   turnon_2603012->SetLineColor(ci);
   turnon_2603012->SetLineWidth(2);
   turnon_2603012->SetChisquare(0.0007332888);
   turnon_2603012->SetNDF(17);
   turnon_2603012->GetXaxis()->SetLabelFont(42);
   turnon_2603012->GetXaxis()->SetLabelSize(0.035);
   turnon_2603012->GetXaxis()->SetTitleSize(0.035);
   turnon_2603012->GetXaxis()->SetTitleFont(42);
   turnon_2603012->GetYaxis()->SetLabelFont(42);
   turnon_2603012->GetYaxis()->SetLabelSize(0.035);
   turnon_2603012->GetYaxis()->SetTitleSize(0.035);
   turnon_2603012->GetYaxis()->SetTitleFont(42);
   turnon_2603012->SetParameter(0,269.3005);
   turnon_2603012->SetParError(0,0.2382644);
   turnon_2603012->SetParLimits(0,0,0);
   turnon_2603012->SetParameter(1,30.80795);
   turnon_2603012->SetParError(1,0.6127661);
   turnon_2603012->SetParLimits(1,0,0);
   turnon_2603012->SetParameter(2,0.9927428);
   turnon_2603012->SetParError(2,0.001971089);
   turnon_2603012->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_2603012);
   grae->Draw("p");
   
   Double_t eff_graph_fx3013[136] = {
   2.5,
   7.5,
   12.5,
   17.5,
   22.5,
   27.5,
   32.5,
   37.5,
   42.5,
   47.5,
   52.5,
   57.5,
   62.5,
   67.5,
   72.5,
   77.5,
   82.5,
   87.5,
   92.5,
   97.5,
   102.5,
   107.5,
   112.5,
   117.5,
   122.5,
   127.5,
   132.5,
   137.5,
   142.5,
   147.5,
   152.5,
   157.5,
   162.5,
   167.5,
   172.5,
   177.5,
   182.5,
   187.5,
   192.5,
   197.5,
   202.5,
   207.5,
   212.5,
   217.5,
   222.5,
   227.5,
   232.5,
   237.5,
   242.5,
   247.5,
   252.5,
   257.5,
   262.5,
   267.5,
   272.5,
   277.5,
   282.5,
   287.5,
   292.5,
   297.5,
   305,
   315,
   325,
   335,
   345,
   355,
   365,
   375,
   385,
   395,
   405,
   415,
   425,
   435,
   445,
   455,
   465,
   475,
   485,
   495,
   505,
   515,
   525,
   535,
   545,
   555,
   565,
   575,
   585,
   595,
   610,
   630,
   650,
   670,
   690,
   710,
   730,
   750,
   770,
   790,
   810,
   830,
   850,
   870,
   890,
   910,
   930,
   950,
   970,
   990,
   1010,
   1030,
   1050,
   1070,
   1090,
   1110,
   1130,
   1150,
   1170,
   1190,
   1225,
   1275,
   1325,
   1375,
   1425,
   1475,
   1525,
   1575,
   1625,
   1675,
   1725,
   1775,
   1825,
   1875,
   1925,
   1975};
   Double_t eff_graph_fy3013[136] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   1.233738e-06,
   0,
   2.612174e-06,
   3.673203e-06,
   2.735384e-06,
   1.503006e-06,
   3.514497e-06,
   7.486041e-06,
   8.328561e-07,
   1.50135e-05,
   2.634019e-05,
   4.789394e-05,
   9.714283e-05,
   0.0001978225,
   0.0001610983,
   0.0003723646,
   0.0004625344,
   0.0007121668,
   0.001068626,
   0.00162528,
   0.002450473,
   0.003523641,
   0.005143074,
   0.00688171,
   0.009821602,
   0.01367288,
   0.02251266,
   0.03631766,
   0.05498488,
   0.1053557,
   0.2144426,
   0.3682643,
   0.540874,
   0.6929936,
   0.8113502,
   0.8928824,
   0.937662,
   0.9640691,
   0.97799,
   0.984019,
   0.9888008,
   0.9910581,
   0.9934792,
   0.9943966,
   0.9958907,
   0.9963622,
   0.9973118,
   0.9975876,
   0.9980851,
   0.998591,
   0.9987834,
   0.9987583,
   0.9990929,
   0.9994838,
   0.9997602,
   0.9996655,
   0.9995752,
   0.9995983,
   0.9999251,
   0.9997728,
   0.9997163,
   0.9999109,
   0.9998269,
   0.999967,
   0.9999514,
   0.9999741,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1};
   Double_t eff_graph_felx3013[136] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25};
   Double_t eff_graph_fely3013[136] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   1.233738e-06,
   0,
   2.612174e-06,
   2.850776e-06,
   2.735384e-06,
   1.062807e-06,
   1.796351e-06,
   4.483613e-06,
   8.328561e-07,
   9.498928e-06,
   1.132335e-05,
   1.979052e-05,
   3.03483e-05,
   4.953172e-05,
   4.084299e-05,
   7.118944e-05,
   7.541644e-05,
   9.247724e-05,
   0.0001225848,
   0.0001542401,
   0.0002060593,
   0.0002457856,
   0.0003106054,
   0.0003550903,
   0.0004485333,
   0.0005268587,
   0.0006858411,
   0.0009040362,
   0.001118472,
   0.001095416,
   0.001533331,
   0.001877482,
   0.00201092,
   0.001943245,
   0.001701373,
   0.001395587,
   0.001136571,
   0.0009020765,
   0.0007173177,
   0.0006400108,
   0.0005566575,
   0.0005061845,
   0.0004353608,
   0.0004500484,
   0.0003797606,
   0.0003580436,
   0.0003040571,
   0.0002994606,
   0.0002743848,
   0.0002360395,
   0.0002383407,
   0.0002402306,
   0.0001933218,
   0.0001571868,
   8.321569e-05,
   0.0001126182,
   0.0001762907,
   0.0001828338,
   4.40246e-05,
   8.484412e-05,
   8.532282e-05,
   6.230265e-05,
   7.538166e-05,
   3.295342e-05,
   3.974382e-05,
   2.590928e-05,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0};
   Double_t eff_graph_fehx3013[136] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25};
   Double_t eff_graph_fehy3013[136] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   1.233746e-06,
   0,
   2.612189e-06,
   2.850776e-06,
   2.7354e-06,
   1.062807e-06,
   1.796351e-06,
   4.483613e-06,
   8.328632e-07,
   9.498928e-06,
   1.132335e-05,
   1.979052e-05,
   3.03483e-05,
   4.953172e-05,
   4.084299e-05,
   7.118944e-05,
   7.541644e-05,
   9.247724e-05,
   0.0001225848,
   0.0001542401,
   0.0002060593,
   0.0002457856,
   0.0003106054,
   0.0003550903,
   0.0004485333,
   0.0005268587,
   0.0006858411,
   0.0009040362,
   0.001118472,
   0.001095416,
   0.001533331,
   0.001877482,
   0.00201092,
   0.001943245,
   0.001701373,
   0.001395587,
   0.001136571,
   0.0009020765,
   0.0007173177,
   0.0006400108,
   0.0005566575,
   0.0005061845,
   0.0004353608,
   0.0004500484,
   0.0003797606,
   0.0003580436,
   0.0003040571,
   0.0002994606,
   0.0002743848,
   0.0002360395,
   0.0002383407,
   0.0002402306,
   0.0001933218,
   0.0001571868,
   8.321569e-05,
   0.0001126182,
   0.0001762907,
   0.0001828338,
   4.40246e-05,
   8.484412e-05,
   8.532282e-05,
   6.230265e-05,
   7.538166e-05,
   3.295342e-05,
   3.974382e-05,
   2.590928e-05,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0};
   grae = new TGraphAsymmErrors(136,eff_graph_fx3013,eff_graph_fy3013,eff_graph_felx3013,eff_graph_fehx3013,eff_graph_fely3013,eff_graph_fehy3013);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4 HLT paths - Using GEN jets");
   grae->SetFillColor(19);

   ci = TColor::GetColor("#33ff00");
   grae->SetLineColor(ci);
   grae->SetLineWidth(3);

   ci = TColor::GetColor("#33ff00");
   grae->SetMarkerColor(ci);
   grae->SetMarkerStyle(20);
   grae->SetMarkerSize(0.9);
   
   TH1F *Graph_eff_graph3013 = new TH1F("Graph_eff_graph3013","Efficiencies for AK4 HLT paths - Using GEN jets",136,0,800);
   Graph_eff_graph3013->SetMinimum(0);
   Graph_eff_graph3013->SetMaximum(1.1);
   Graph_eff_graph3013->SetDirectory(0);
   Graph_eff_graph3013->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3013->SetLineColor(ci);
   Graph_eff_graph3013->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3013->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3013->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3013->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3013->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3013->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3013->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3013->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3013->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3013->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3013->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3013->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3013->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3013->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3013->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3013->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3013->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3013->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3013);
   
   
   TF1 *turnon_3203014 = new TF1("turnon_320","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",325,525);
   turnon_3203014->SetFillColor(19);
   turnon_3203014->SetFillStyle(0);

   ci = TColor::GetColor("#33ff00");
   turnon_3203014->SetLineColor(ci);
   turnon_3203014->SetLineWidth(2);
   turnon_3203014->SetChisquare(0.0007712366);
   turnon_3203014->SetNDF(18);
   turnon_3203014->GetXaxis()->SetLabelFont(42);
   turnon_3203014->GetXaxis()->SetLabelSize(0.035);
   turnon_3203014->GetXaxis()->SetTitleSize(0.035);
   turnon_3203014->GetXaxis()->SetTitleFont(42);
   turnon_3203014->GetYaxis()->SetLabelFont(42);
   turnon_3203014->GetYaxis()->SetLabelSize(0.035);
   turnon_3203014->GetYaxis()->SetTitleSize(0.035);
   turnon_3203014->GetYaxis()->SetTitleFont(42);
   turnon_3203014->SetParameter(0,332.5907);
   turnon_3203014->SetParError(0,0.2621092);
   turnon_3203014->SetParLimits(0,0,0);
   turnon_3203014->SetParameter(1,35.58863);
   turnon_3203014->SetParError(1,0.6767286);
   turnon_3203014->SetParLimits(1,0,0);
   turnon_3203014->SetParameter(2,0.9931692);
   turnon_3203014->SetParError(2,0.001748112);
   turnon_3203014->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_3203014);
   grae->Draw("p");
   
   Double_t eff_graph_fx3015[136] = {
   2.5,
   7.5,
   12.5,
   17.5,
   22.5,
   27.5,
   32.5,
   37.5,
   42.5,
   47.5,
   52.5,
   57.5,
   62.5,
   67.5,
   72.5,
   77.5,
   82.5,
   87.5,
   92.5,
   97.5,
   102.5,
   107.5,
   112.5,
   117.5,
   122.5,
   127.5,
   132.5,
   137.5,
   142.5,
   147.5,
   152.5,
   157.5,
   162.5,
   167.5,
   172.5,
   177.5,
   182.5,
   187.5,
   192.5,
   197.5,
   202.5,
   207.5,
   212.5,
   217.5,
   222.5,
   227.5,
   232.5,
   237.5,
   242.5,
   247.5,
   252.5,
   257.5,
   262.5,
   267.5,
   272.5,
   277.5,
   282.5,
   287.5,
   292.5,
   297.5,
   305,
   315,
   325,
   335,
   345,
   355,
   365,
   375,
   385,
   395,
   405,
   415,
   425,
   435,
   445,
   455,
   465,
   475,
   485,
   495,
   505,
   515,
   525,
   535,
   545,
   555,
   565,
   575,
   585,
   595,
   610,
   630,
   650,
   670,
   690,
   710,
   730,
   750,
   770,
   790,
   810,
   830,
   850,
   870,
   890,
   910,
   930,
   950,
   970,
   990,
   1010,
   1030,
   1050,
   1070,
   1090,
   1110,
   1130,
   1150,
   1170,
   1190,
   1225,
   1275,
   1325,
   1375,
   1425,
   1475,
   1525,
   1575,
   1625,
   1675,
   1725,
   1775,
   1825,
   1875,
   1925,
   1975};
   Double_t eff_graph_fy3015[136] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   7.255243e-07,
   0,
   0,
   1.629888e-06,
   3.992263e-06,
   0,
   0,
   3.702806e-06,
   9.30819e-06,
   2.932133e-06,
   0,
   1.825697e-06,
   1.459947e-05,
   3.823482e-05,
   2.907162e-05,
   5.952189e-05,
   7.404886e-05,
   0.0002172315,
   0.0002490964,
   0.0003049006,
   0.0004011194,
   0.0008266335,
   0.001225714,
   0.002200321,
   0.004299048,
   0.008864535,
   0.02157451,
   0.05004681,
   0.1070182,
   0.2012307,
   0.3258282,
   0.4720062,
   0.6176267,
   0.7377201,
   0.831755,
   0.8994576,
   0.9355242,
   0.9590327,
   0.9727528,
   0.9801381,
   0.9859994,
   0.9891065,
   0.9905071,
   0.9929472,
   0.9941853,
   0.9949411,
   0.9959562,
   0.9955951,
   0.9977949,
   0.9974623,
   0.9979871,
   0.9983222,
   0.9987452,
   0.9991127,
   0.9992999,
   0.9991519,
   0.999672,
   0.9996878,
   0.9996474,
   0.999986,
   0.9998891,
   1,
   0.9999057,
   1,
   1,
   0.9999748,
   0.9998819,
   1,
   1,
   0.9998889,
   1,
   0.9997856,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1};
   Double_t eff_graph_felx3015[136] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25};
   Double_t eff_graph_fely3015[136] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   7.255243e-07,
   0,
   0,
   1.629888e-06,
   3.992263e-06,
   0,
   0,
   3.702806e-06,
   5.566558e-06,
   2.284141e-06,
   0,
   1.825697e-06,
   1.128176e-05,
   2.08511e-05,
   1.896142e-05,
   2.625322e-05,
   3.257169e-05,
   5.809317e-05,
   6.460971e-05,
   7.525452e-05,
   6.340824e-05,
   9.245402e-05,
   0.0001157764,
   0.0001535199,
   0.000230524,
   0.0003544074,
   0.0005621167,
   0.0008797732,
   0.001296585,
   0.001733746,
   0.002109058,
   0.002316584,
   0.002325344,
   0.002157037,
   0.001920351,
   0.001580137,
   0.001323253,
   0.00109157,
   0.0009404722,
   0.0008114073,
   0.0007092089,
   0.0006413032,
   0.0005988768,
   0.0005354096,
   0.0005160945,
   0.0004786118,
   0.0004283445,
   0.000471874,
   0.00034717,
   0.0003858057,
   0.0002265718,
   0.0002040135,
   0.0002056276,
   0.0001888065,
   0.0001714001,
   0.0001877306,
   0.0001131403,
   0.000137022,
   0.0001520377,
   1.406247e-05,
   6.847866e-05,
   0,
   6.664911e-05,
   0,
   0,
   2.525974e-05,
   0.0001181734,
   0,
   0,
   0.0001110025,
   0,
   0.0001570311,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0};
   Double_t eff_graph_fehx3015[136] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25};
   Double_t eff_graph_fehy3015[136] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   7.255306e-07,
   0,
   0,
   1.629902e-06,
   3.992288e-06,
   0,
   0,
   3.702833e-06,
   5.566558e-06,
   2.284141e-06,
   0,
   1.825716e-06,
   1.128176e-05,
   2.08511e-05,
   1.896142e-05,
   2.625322e-05,
   3.257169e-05,
   5.809317e-05,
   6.460971e-05,
   7.525452e-05,
   6.340824e-05,
   9.245402e-05,
   0.0001157764,
   0.0001535199,
   0.000230524,
   0.0003544074,
   0.0005621167,
   0.0008797732,
   0.001296585,
   0.001733746,
   0.002109058,
   0.002316584,
   0.002325344,
   0.002157037,
   0.001920351,
   0.001580137,
   0.001323253,
   0.00109157,
   0.0009404722,
   0.0008114073,
   0.0007092089,
   0.0006413032,
   0.0005988768,
   0.0005354096,
   0.0005160945,
   0.0004786118,
   0.0004283445,
   0.000471874,
   0.00034717,
   0.0003858057,
   0.0002265718,
   0.0002040135,
   0.0002056276,
   0.0001888065,
   0.0001714001,
   0.0001877306,
   0.0001131403,
   0.000137022,
   0.0001520377,
   1.402786e-05,
   6.847866e-05,
   0,
   6.664911e-05,
   0,
   0,
   2.520799e-05,
   0.0001181213,
   0,
   0,
   0.0001110025,
   0,
   0.0001570311,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0};
   grae = new TGraphAsymmErrors(136,eff_graph_fx3015,eff_graph_fy3015,eff_graph_felx3015,eff_graph_fehx3015,eff_graph_fely3015,eff_graph_fehy3015);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4 HLT paths - Using GEN jets");
   grae->SetFillColor(19);

   ci = TColor::GetColor("#00ffcc");
   grae->SetLineColor(ci);
   grae->SetLineWidth(3);

   ci = TColor::GetColor("#00ffcc");
   grae->SetMarkerColor(ci);
   grae->SetMarkerStyle(20);
   grae->SetMarkerSize(0.9);
   
   TH1F *Graph_eff_graph3015 = new TH1F("Graph_eff_graph3015","Efficiencies for AK4 HLT paths - Using GEN jets",136,0,800);
   Graph_eff_graph3015->SetMinimum(0);
   Graph_eff_graph3015->SetMaximum(1.1);
   Graph_eff_graph3015->SetDirectory(0);
   Graph_eff_graph3015->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3015->SetLineColor(ci);
   Graph_eff_graph3015->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3015->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3015->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3015->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3015->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3015->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3015->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3015->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3015->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3015->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3015->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3015->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3015->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3015->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3015->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3015->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3015->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3015->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3015);
   
   
   TF1 *turnon_4003016 = new TF1("turnon_400","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",415,650);
   turnon_4003016->SetFillColor(19);
   turnon_4003016->SetFillStyle(0);

   ci = TColor::GetColor("#00ffcc");
   turnon_4003016->SetLineColor(ci);
   turnon_4003016->SetLineWidth(2);
   turnon_4003016->SetChisquare(0.0006977833);
   turnon_4003016->SetNDF(19);
   turnon_4003016->GetXaxis()->SetLabelFont(42);
   turnon_4003016->GetXaxis()->SetLabelSize(0.035);
   turnon_4003016->GetXaxis()->SetTitleSize(0.035);
   turnon_4003016->GetXaxis()->SetTitleFont(42);
   turnon_4003016->GetYaxis()->SetLabelFont(42);
   turnon_4003016->GetYaxis()->SetLabelSize(0.035);
   turnon_4003016->GetYaxis()->SetTitleSize(0.035);
   turnon_4003016->GetYaxis()->SetTitleFont(42);
   turnon_4003016->SetParameter(0,416.1582);
   turnon_4003016->SetParError(0,0.3538013);
   turnon_4003016->SetParLimits(0,0,0);
   turnon_4003016->SetParameter(1,42.04296);
   turnon_4003016->SetParError(1,0.8655494);
   turnon_4003016->SetParLimits(1,0,0);
   turnon_4003016->SetParameter(2,0.9926911);
   turnon_4003016->SetParError(2,0.001597602);
   turnon_4003016->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_4003016);
   grae->Draw("p");
   
   Double_t eff_graph_fx3017[136] = {
   2.5,
   7.5,
   12.5,
   17.5,
   22.5,
   27.5,
   32.5,
   37.5,
   42.5,
   47.5,
   52.5,
   57.5,
   62.5,
   67.5,
   72.5,
   77.5,
   82.5,
   87.5,
   92.5,
   97.5,
   102.5,
   107.5,
   112.5,
   117.5,
   122.5,
   127.5,
   132.5,
   137.5,
   142.5,
   147.5,
   152.5,
   157.5,
   162.5,
   167.5,
   172.5,
   177.5,
   182.5,
   187.5,
   192.5,
   197.5,
   202.5,
   207.5,
   212.5,
   217.5,
   222.5,
   227.5,
   232.5,
   237.5,
   242.5,
   247.5,
   252.5,
   257.5,
   262.5,
   267.5,
   272.5,
   277.5,
   282.5,
   287.5,
   292.5,
   297.5,
   305,
   315,
   325,
   335,
   345,
   355,
   365,
   375,
   385,
   395,
   405,
   415,
   425,
   435,
   445,
   455,
   465,
   475,
   485,
   495,
   505,
   515,
   525,
   535,
   545,
   555,
   565,
   575,
   585,
   595,
   610,
   630,
   650,
   670,
   690,
   710,
   730,
   750,
   770,
   790,
   810,
   830,
   850,
   870,
   890,
   910,
   930,
   950,
   970,
   990,
   1010,
   1030,
   1050,
   1070,
   1090,
   1110,
   1130,
   1150,
   1170,
   1190,
   1225,
   1275,
   1325,
   1375,
   1425,
   1475,
   1525,
   1575,
   1625,
   1675,
   1725,
   1775,
   1825,
   1875,
   1925,
   1975};
   Double_t eff_graph_fy3017[136] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   7.884118e-07,
   0,
   0,
   0,
   1.937961e-06,
   9.072934e-06,
   1.47274e-06,
   0,
   2.492787e-06,
   2.675105e-05,
   6.194162e-06,
   2.061198e-05,
   2.85001e-05,
   0.0001178151,
   0.000186922,
   0.0002933195,
   0.0003594869,
   0.0006716189,
   0.001126875,
   0.002185567,
   0.004390421,
   0.00949682,
   0.02300738,
   0.05335334,
   0.1082214,
   0.1940326,
   0.3091199,
   0.4391535,
   0.573082,
   0.6992196,
   0.7984487,
   0.8656939,
   0.9138878,
   0.9437583,
   0.9616852,
   0.974198,
   0.9806215,
   0.9856711,
   0.9868284,
   0.9923133,
   0.9925886,
   0.9940894,
   0.995261,
   0.996092,
   0.9973384,
   0.9980473,
   0.9979489,
   0.9987377,
   0.9991255,
   0.9991975,
   0.9996134,
   0.999316,
   0.999688,
   0.9999057,
   0.9997402,
   0.9999135,
   0.9998843,
   0.9998522,
   0.9997394,
   1,
   0.9997823,
   1,
   0.9997856,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1};
   Double_t eff_graph_felx3017[136] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25};
   Double_t eff_graph_fely3017[136] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   7.884118e-07,
   0,
   0,
   0,
   1.937961e-06,
   6.441109e-06,
   1.47274e-06,
   0,
   2.492787e-06,
   1.626622e-05,
   6.194162e-06,
   1.03653e-05,
   1.496336e-05,
   2.82136e-05,
   4.187157e-05,
   5.662677e-05,
   5.966064e-05,
   8.870439e-05,
   0.0001170779,
   0.0001800648,
   0.0002660464,
   0.0003962785,
   0.0006329088,
   0.0009986889,
   0.001421866,
   0.00187909,
   0.002257844,
   0.002488582,
   0.002550086,
   0.002434337,
   0.002187704,
   0.001928704,
   0.001634814,
   0.001372678,
   0.001182529,
   0.0009835574,
   0.0008982126,
   0.0007506397,
   0.0007571039,
   0.0005964712,
   0.0006393797,
   0.0003988452,
   0.0003679196,
   0.0003703524,
   0.0003174018,
   0.0002703033,
   0.0002963546,
   0.0002306808,
   0.0002132224,
   0.0002148979,
   0.000129797,
   0.0001877943,
   0.0001464967,
   6.664911e-05,
   0.0001342958,
   5.029189e-05,
   8.204356e-05,
   0.0001218431,
   0.000153428,
   0,
   0.0001539003,
   0,
   0.0001570311,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0};
   Double_t eff_graph_fehx3017[136] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25};
   Double_t eff_graph_fehy3017[136] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   7.884202e-07,
   0,
   0,
   0,
   1.937981e-06,
   6.441109e-06,
   1.472757e-06,
   0,
   2.492814e-06,
   1.626622e-05,
   6.194211e-06,
   1.03653e-05,
   1.496336e-05,
   2.82136e-05,
   4.187157e-05,
   5.662677e-05,
   5.966064e-05,
   8.870439e-05,
   0.0001170779,
   0.0001800648,
   0.0002660464,
   0.0003962785,
   0.0006329088,
   0.0009986889,
   0.001421866,
   0.00187909,
   0.002257844,
   0.002488582,
   0.002550086,
   0.002434337,
   0.002187704,
   0.001928704,
   0.001634814,
   0.001372678,
   0.001182529,
   0.0009835574,
   0.0008982126,
   0.0007506397,
   0.0007571039,
   0.0005964712,
   0.0006393797,
   0.0003988452,
   0.0003679196,
   0.0003703524,
   0.0003174018,
   0.0002703033,
   0.0002963546,
   0.0002306808,
   0.0002132224,
   0.0002148979,
   0.000129797,
   0.0001877943,
   0.0001464967,
   6.664911e-05,
   0.0001342958,
   5.029189e-05,
   8.204356e-05,
   0.0001218431,
   0.000153428,
   0,
   0.0001539003,
   0,
   0.0001570311,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0};
   grae = new TGraphAsymmErrors(136,eff_graph_fx3017,eff_graph_fy3017,eff_graph_felx3017,eff_graph_fehx3017,eff_graph_fely3017,eff_graph_fehy3017);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4 HLT paths - Using GEN jets");
   grae->SetFillColor(19);

   ci = TColor::GetColor("#0033ff");
   grae->SetLineColor(ci);
   grae->SetLineWidth(3);

   ci = TColor::GetColor("#0033ff");
   grae->SetMarkerColor(ci);
   grae->SetMarkerStyle(20);
   grae->SetMarkerSize(0.9);
   
   TH1F *Graph_eff_graph3017 = new TH1F("Graph_eff_graph3017","Efficiencies for AK4 HLT paths - Using GEN jets",136,0,800);
   Graph_eff_graph3017->SetMinimum(0);
   Graph_eff_graph3017->SetMaximum(1.1);
   Graph_eff_graph3017->SetDirectory(0);
   Graph_eff_graph3017->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3017->SetLineColor(ci);
   Graph_eff_graph3017->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3017->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3017->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3017->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3017->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3017->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3017->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3017->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3017->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3017->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3017->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3017->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3017->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3017->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3017->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3017->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3017->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3017->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3017);
   
   
   TF1 *turnon_4503018 = new TF1("turnon_450","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",465,730);
   turnon_4503018->SetFillColor(19);
   turnon_4503018->SetFillStyle(0);

   ci = TColor::GetColor("#0033ff");
   turnon_4503018->SetLineColor(ci);
   turnon_4503018->SetLineWidth(2);
   turnon_4503018->SetChisquare(0.0009363027);
   turnon_4503018->SetNDF(18);
   turnon_4503018->GetXaxis()->SetLabelFont(42);
   turnon_4503018->GetXaxis()->SetLabelSize(0.035);
   turnon_4503018->GetXaxis()->SetTitleSize(0.035);
   turnon_4503018->GetXaxis()->SetTitleFont(42);
   turnon_4503018->GetYaxis()->SetLabelFont(42);
   turnon_4503018->GetYaxis()->SetLabelSize(0.035);
   turnon_4503018->GetYaxis()->SetTitleSize(0.035);
   turnon_4503018->GetYaxis()->SetTitleFont(42);
   turnon_4503018->SetParameter(0,468.7818);
   turnon_4503018->SetParError(0,0.3998587);
   turnon_4503018->SetParLimits(0,0,0);
   turnon_4503018->SetParameter(1,44.84412);
   turnon_4503018->SetParError(1,1.019375);
   turnon_4503018->SetParLimits(1,0,0);
   turnon_4503018->SetParameter(2,0.9912834);
   turnon_4503018->SetParError(2,0.002023512);
   turnon_4503018->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_4503018);
   grae->Draw("p");
   
   Double_t eff_graph_fx3019[136] = {
   2.5,
   7.5,
   12.5,
   17.5,
   22.5,
   27.5,
   32.5,
   37.5,
   42.5,
   47.5,
   52.5,
   57.5,
   62.5,
   67.5,
   72.5,
   77.5,
   82.5,
   87.5,
   92.5,
   97.5,
   102.5,
   107.5,
   112.5,
   117.5,
   122.5,
   127.5,
   132.5,
   137.5,
   142.5,
   147.5,
   152.5,
   157.5,
   162.5,
   167.5,
   172.5,
   177.5,
   182.5,
   187.5,
   192.5,
   197.5,
   202.5,
   207.5,
   212.5,
   217.5,
   222.5,
   227.5,
   232.5,
   237.5,
   242.5,
   247.5,
   252.5,
   257.5,
   262.5,
   267.5,
   272.5,
   277.5,
   282.5,
   287.5,
   292.5,
   297.5,
   305,
   315,
   325,
   335,
   345,
   355,
   365,
   375,
   385,
   395,
   405,
   415,
   425,
   435,
   445,
   455,
   465,
   475,
   485,
   495,
   505,
   515,
   525,
   535,
   545,
   555,
   565,
   575,
   585,
   595,
   610,
   630,
   650,
   670,
   690,
   710,
   730,
   750,
   770,
   790,
   810,
   830,
   850,
   870,
   890,
   910,
   930,
   950,
   970,
   990,
   1010,
   1030,
   1050,
   1070,
   1090,
   1110,
   1130,
   1150,
   1170,
   1190,
   1225,
   1275,
   1325,
   1375,
   1425,
   1475,
   1525,
   1575,
   1625,
   1675,
   1725,
   1775,
   1825,
   1875,
   1925,
   1975};
   Double_t eff_graph_fy3019[136] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   7.492843e-06,
   1.515324e-05,
   8.744966e-06,
   5.427344e-05,
   6.045875e-05,
   0.0001268932,
   0.0001897668,
   0.0003161069,
   0.0002500313,
   0.0006365312,
   0.001092852,
   0.002307156,
   0.005104078,
   0.01189342,
   0.0282067,
   0.05634941,
   0.111364,
   0.1915274,
   0.2966123,
   0.4204174,
   0.5444414,
   0.6622764,
   0.7617181,
   0.8398938,
   0.8912349,
   0.9289258,
   0.9521965,
   0.9653502,
   0.9786292,
   0.986713,
   0.9893691,
   0.9928733,
   0.9948071,
   0.9960533,
   0.9966903,
   0.997733,
   0.9983932,
   0.9988151,
   0.9984374,
   0.9988677,
   0.9993923,
   0.9991774,
   0.999649,
   0.9996569,
   0.9996861,
   0.9996735,
   0.9998507,
   0.999614,
   0.9998908,
   0.9996612,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1};
   Double_t eff_graph_felx3019[136] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25};
   Double_t eff_graph_fely3019[136] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   3.611451e-06,
   1.053802e-05,
   5.137691e-06,
   2.391936e-05,
   2.301502e-05,
   3.47068e-05,
   4.431703e-05,
   6.272789e-05,
   5.086821e-05,
   9.073798e-05,
   0.0001239058,
   0.0001982543,
   0.0003041318,
   0.0004959205,
   0.0007690648,
   0.001095989,
   0.001571308,
   0.002018473,
   0.002396422,
   0.002671442,
   0.002765757,
   0.002714592,
   0.00251348,
   0.002211755,
   0.001911733,
   0.001607766,
   0.001401907,
   0.001250892,
   0.000711481,
   0.0005943818,
   0.0005782546,
   0.0004943356,
   0.0004227807,
   0.0003882447,
   0.0003726312,
   0.0003101939,
   0.0002882608,
   0.0002236271,
   0.0002918924,
   0.0002794338,
   0.0001752092,
   0.0002110099,
   0.0001442136,
   0.000167182,
   0.0001641151,
   0.0001603483,
   9.281375e-05,
   0.0001911438,
   0.0001090602,
   0.0001866663,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0};
   Double_t eff_graph_fehx3019[136] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   5,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   10,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25,
   25};
   Double_t eff_graph_fehy3019[136] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   3.611451e-06,
   1.053802e-05,
   5.137691e-06,
   2.391936e-05,
   2.301502e-05,
   3.47068e-05,
   4.431703e-05,
   6.272789e-05,
   5.086821e-05,
   9.073798e-05,
   0.0001239058,
   0.0001982543,
   0.0003041318,
   0.0004959205,
   0.0007690648,
   0.001095989,
   0.001571308,
   0.002018473,
   0.002396422,
   0.002671442,
   0.002765757,
   0.002714592,
   0.00251348,
   0.002211755,
   0.001911733,
   0.001607766,
   0.001401907,
   0.001250892,
   0.000711481,
   0.0005943818,
   0.0005782546,
   0.0004943356,
   0.0004227807,
   0.0003882447,
   0.0003726312,
   0.0003101939,
   0.0002882608,
   0.0002236271,
   0.0002918924,
   0.0002794338,
   0.0001752092,
   0.0002110099,
   0.0001442136,
   0.000167182,
   0.0001641151,
   0.0001603483,
   9.281375e-05,
   0.0001911438,
   0.0001090602,
   0.0001866663,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0};
   grae = new TGraphAsymmErrors(136,eff_graph_fx3019,eff_graph_fy3019,eff_graph_felx3019,eff_graph_fehx3019,eff_graph_fely3019,eff_graph_fehy3019);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4 HLT paths - Using GEN jets");
   grae->SetFillColor(19);

   ci = TColor::GetColor("#cc00ff");
   grae->SetLineColor(ci);
   grae->SetLineWidth(3);

   ci = TColor::GetColor("#cc00ff");
   grae->SetMarkerColor(ci);
   grae->SetMarkerStyle(20);
   grae->SetMarkerSize(0.9);
   
   TH1F *Graph_eff_graph3019 = new TH1F("Graph_eff_graph3019","Efficiencies for AK4 HLT paths - Using GEN jets",136,0,800);
   Graph_eff_graph3019->SetMinimum(0);
   Graph_eff_graph3019->SetMaximum(1.1);
   Graph_eff_graph3019->SetDirectory(0);
   Graph_eff_graph3019->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3019->SetLineColor(ci);
   Graph_eff_graph3019->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3019->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3019->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3019->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3019->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3019->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3019->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3019->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3019->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3019->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3019->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3019->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3019->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3019->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3019->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3019->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3019->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3019->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3019);
   
   
   TF1 *turnon_5003020 = new TF1("turnon_500","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",515,830);
   turnon_5003020->SetFillColor(19);
   turnon_5003020->SetFillStyle(0);

   ci = TColor::GetColor("#cc00ff");
   turnon_5003020->SetLineColor(ci);
   turnon_5003020->SetLineWidth(2);
   turnon_5003020->SetChisquare(0.0008532637);
   turnon_5003020->SetNDF(18);
   turnon_5003020->GetXaxis()->SetLabelFont(42);
   turnon_5003020->GetXaxis()->SetLabelSize(0.035);
   turnon_5003020->GetXaxis()->SetTitleSize(0.035);
   turnon_5003020->GetXaxis()->SetTitleFont(42);
   turnon_5003020->GetYaxis()->SetLabelFont(42);
   turnon_5003020->GetYaxis()->SetLabelSize(0.035);
   turnon_5003020->GetYaxis()->SetTitleSize(0.035);
   turnon_5003020->GetYaxis()->SetTitleFont(42);
   turnon_5003020->SetParameter(0,520.825);
   turnon_5003020->SetParError(0,0.3809055);
   turnon_5003020->SetParLimits(0,0,0);
   turnon_5003020->SetParameter(1,48.5151);
   turnon_5003020->SetParError(1,0.9725038);
   turnon_5003020->SetParLimits(1,0,0);
   turnon_5003020->SetParameter(2,0.9927085);
   turnon_5003020->SetParError(2,0.001956511);
   turnon_5003020->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_5003020);
   grae->Draw("p");
   
   TLegend *leg = new TLegend(0.74,0.17,0.94,0.57,NULL,"brNDC");
   leg->SetBorderSize(1);
   leg->SetLineColor(1);
   leg->SetLineStyle(1);
   leg->SetLineWidth(1);
   leg->SetFillColor(0);
   leg->SetFillStyle(1001);
   TLegendEntry *entry=leg->AddEntry("eff_graph","HLT_PFJet40","LP");

   ci = TColor::GetColor("#ff0000");
   entry->SetLineColor(ci);
   entry->SetLineStyle(1);
   entry->SetLineWidth(3);

   ci = TColor::GetColor("#ff0000");
   entry->SetMarkerColor(ci);
   entry->SetMarkerStyle(20);
   entry->SetMarkerSize(0.9);
   entry->SetTextFont(42);
   entry=leg->AddEntry("eff_graph","HLT_PFJet60","LP");

   ci = TColor::GetColor("#00ff00");
   entry->SetLineColor(ci);
   entry->SetLineStyle(1);
   entry->SetLineWidth(3);

   ci = TColor::GetColor("#00ff00");
   entry->SetMarkerColor(ci);
   entry->SetMarkerStyle(20);
   entry->SetMarkerSize(0.9);
   entry->SetTextFont(42);
   entry=leg->AddEntry("eff_graph","HLT_PFJet80","LP");

   ci = TColor::GetColor("#0000ff");
   entry->SetLineColor(ci);
   entry->SetLineStyle(1);
   entry->SetLineWidth(3);

   ci = TColor::GetColor("#0000ff");
   entry->SetMarkerColor(ci);
   entry->SetMarkerStyle(20);
   entry->SetMarkerSize(0.9);
   entry->SetTextFont(42);
   entry=leg->AddEntry("eff_graph","HLT_PFJet140","LP");

   ci = TColor::GetColor("#ff00ff");
   entry->SetLineColor(ci);
   entry->SetLineStyle(1);
   entry->SetLineWidth(3);

   ci = TColor::GetColor("#ff00ff");
   entry->SetMarkerColor(ci);
   entry->SetMarkerStyle(20);
   entry->SetMarkerSize(0.9);
   entry->SetTextFont(42);
   entry=leg->AddEntry("eff_graph","HLT_PFJet200","LP");

   ci = TColor::GetColor("#ffff00");
   entry->SetLineColor(ci);
   entry->SetLineStyle(1);
   entry->SetLineWidth(3);

   ci = TColor::GetColor("#ffff00");
   entry->SetMarkerColor(ci);
   entry->SetMarkerStyle(20);
   entry->SetMarkerSize(0.9);
   entry->SetTextFont(42);
   entry=leg->AddEntry("eff_graph","HLT_PFJet260","LP");

   ci = TColor::GetColor("#ffcc00");
   entry->SetLineColor(ci);
   entry->SetLineStyle(1);
   entry->SetLineWidth(3);

   ci = TColor::GetColor("#ffcc00");
   entry->SetMarkerColor(ci);
   entry->SetMarkerStyle(20);
   entry->SetMarkerSize(0.9);
   entry->SetTextFont(42);
   entry=leg->AddEntry("eff_graph","HLT_PFJet320","LP");

   ci = TColor::GetColor("#33ff00");
   entry->SetLineColor(ci);
   entry->SetLineStyle(1);
   entry->SetLineWidth(3);

   ci = TColor::GetColor("#33ff00");
   entry->SetMarkerColor(ci);
   entry->SetMarkerStyle(20);
   entry->SetMarkerSize(0.9);
   entry->SetTextFont(42);
   entry=leg->AddEntry("eff_graph","HLT_PFJet400","LP");

   ci = TColor::GetColor("#00ffcc");
   entry->SetLineColor(ci);
   entry->SetLineStyle(1);
   entry->SetLineWidth(3);

   ci = TColor::GetColor("#00ffcc");
   entry->SetMarkerColor(ci);
   entry->SetMarkerStyle(20);
   entry->SetMarkerSize(0.9);
   entry->SetTextFont(42);
   entry=leg->AddEntry("eff_graph","HLT_PFJet450","LP");

   ci = TColor::GetColor("#0033ff");
   entry->SetLineColor(ci);
   entry->SetLineStyle(1);
   entry->SetLineWidth(3);

   ci = TColor::GetColor("#0033ff");
   entry->SetMarkerColor(ci);
   entry->SetMarkerStyle(20);
   entry->SetMarkerSize(0.9);
   entry->SetTextFont(42);
   entry=leg->AddEntry("eff_graph","HLT_PFJet500","LP");

   ci = TColor::GetColor("#cc00ff");
   entry->SetLineColor(ci);
   entry->SetLineStyle(1);
   entry->SetLineWidth(3);

   ci = TColor::GetColor("#cc00ff");
   entry->SetMarkerColor(ci);
   entry->SetMarkerStyle(20);
   entry->SetMarkerSize(0.9);
   entry->SetTextFont(42);
   leg->Draw();
   
   TPaveText *pt = new TPaveText(0.15,0.9343728,0.85,0.995,"blNDC");
   pt->SetName("title");
   pt->SetBorderSize(0);
   pt->SetFillColor(0);
   pt->SetFillStyle(0);
   pt->SetTextFont(42);
   TText *AText = pt->AddText("Efficiencies for AK4 HLT paths - Using GEN jets");
   pt->Draw();
   GENeffcanvasAK4->Modified();
   GENeffcanvasAK4->cd();
   GENeffcanvasAK4->SetSelected(GENeffcanvasAK4);
}