void GENeffcanvasAK4-AK8()
{
//=========Macro generated from canvas: GENeffcanvasAK4-AK8/
//=========  (Tue May 10 10:54:24 2016) by ROOT version6.06/01
   TCanvas *GENeffcanvasAK4-AK8 = new TCanvas("GENeffcanvasAK4-AK8", "",0,0,600,600);
   GENeffcanvasAK4-AK8->Range(-187.013,-0.2142857,851.9481,1.214286);
   GENeffcanvasAK4-AK8->SetFillColor(0);
   GENeffcanvasAK4-AK8->SetBorderMode(0);
   GENeffcanvasAK4-AK8->SetBorderSize(10);
   GENeffcanvasAK4-AK8->SetGridx();
   GENeffcanvasAK4-AK8->SetGridy();
   GENeffcanvasAK4-AK8->SetLeftMargin(0.18);
   GENeffcanvasAK4-AK8->SetRightMargin(0.05);
   GENeffcanvasAK4-AK8->SetTopMargin(0.08);
   GENeffcanvasAK4-AK8->SetBottomMargin(0.15);
   GENeffcanvasAK4-AK8->SetFrameFillStyle(0);
   GENeffcanvasAK4-AK8->SetFrameLineStyle(0);
   GENeffcanvasAK4-AK8->SetFrameBorderMode(0);
   GENeffcanvasAK4-AK8->SetFrameBorderSize(10);
   GENeffcanvasAK4-AK8->SetFrameFillStyle(0);
   GENeffcanvasAK4-AK8->SetFrameLineStyle(0);
   GENeffcanvasAK4-AK8->SetFrameBorderMode(0);
   GENeffcanvasAK4-AK8->SetFrameBorderSize(10);
   
   Double_t eff_graph_fx3041[133] = {
   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_fy3041[133] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   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_felx3041[133] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fely3041[133] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   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_fehx3041[133] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fehy3041[133] = {
   5.144686e-05,
   2.683513e-05,
   2.397572e-05,
   2.369827e-05,
   2.324583e-05,
   2.227601e-05,
   2.077576e-05,
   1.902807e-05,
   1.792884e-05,
   1.700007e-05,
   1.634895e-05,
   1.610384e-05,
   1.571026e-05,
   1.566748e-05,
   1.560559e-05,
   1.561618e-05,
   1.576704e-05,
   1.590228e-05,
   1.61257e-05,
   1.644167e-05,
   1.666386e-05,
   1.699631e-05,
   1.721725e-05,
   1.75152e-05,
   1.78919e-05,
   1.826792e-05,
   1.868111e-05,
   1.915478e-05,
   1.947101e-05,
   1.999005e-05,
   2.03419e-05,
   2.079266e-05,
   2.141746e-05,
   2.173043e-05,
   2.223619e-05,
   2.282194e-05,
   2.328494e-05,
   2.377662e-05,
   2.422144e-05,
   2.486391e-05,
   2.554246e-05,
   2.589708e-05,
   2.644161e-05,
   2.722804e-05,
   2.762765e-05,
   2.817175e-05,
   2.892645e-05,
   2.93152e-05,
   3.01926e-05,
   3.082915e-05,
   3.131473e-05,
   3.186541e-05,
   3.259488e-05,
   3.322549e-05,
   3.427202e-05,
   3.460182e-05,
   3.490954e-05,
   1.813298e-05,
   1.901785e-05,
   1.970126e-05,
   2.031317e-05,
   2.126114e-05,
   2.205584e-05,
   2.274975e-05,
   2.35642e-05,
   2.466471e-05,
   2.546861e-05,
   2.655833e-05,
   2.739333e-05,
   2.840078e-05,
   2.933996e-05,
   3.034238e-05,
   3.133445e-05,
   3.265501e-05,
   3.385543e-05,
   3.450907e-05,
   3.562905e-05,
   3.686916e-05,
   3.78913e-05,
   3.921245e-05,
   4.078839e-05,
   4.217118e-05,
   4.359107e-05,
   4.430973e-05,
   4.594523e-05,
   4.765052e-05,
   4.891531e-05,
   2.583567e-05,
   2.719225e-05,
   2.901947e-05,
   3.07406e-05,
   3.244953e-05,
   3.440653e-05,
   3.641771e-05,
   3.859105e-05,
   4.045408e-05,
   4.337948e-05,
   4.567848e-05,
   4.839073e-05,
   5.106159e-05,
   5.414941e-05,
   5.722627e-05,
   6.036152e-05,
   6.372981e-05,
   6.677161e-05,
   7.0113e-05,
   7.326598e-05,
   7.780196e-05,
   8.230634e-05,
   8.652263e-05,
   9.149788e-05,
   9.565279e-05,
   0.0001018663,
   0.0001076815,
   0.0001129051,
   0.0001189758,
   0.0001240504,
   5.441188e-05,
   6.177527e-05,
   7.06159e-05,
   7.959825e-05,
   9.03883e-05,
   0.0001035101,
   0.0001163295,
   0.0001334081,
   0.000151177,
   0.0001690729,
   0.0001972822,
   0.0002195634,
   0.0002479851,
   0.0002840241,
   0.0003277052,
   0.0003697632};
   TGraphAsymmErrors *grae = new TGraphAsymmErrors(133,eff_graph_fx3041,eff_graph_fy3041,eff_graph_felx3041,eff_graph_fehx3041,eff_graph_fely3041,eff_graph_fehy3041);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4-AK8 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_graph3041 = new TH1F("Graph_eff_graph3041","Efficiencies for AK4-AK8 HLT paths - Using GEN jets",133,0,800);
   Graph_eff_graph3041->SetMinimum(0);
   Graph_eff_graph3041->SetMaximum(1.1);
   Graph_eff_graph3041->SetDirectory(0);
   Graph_eff_graph3041->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3041->SetLineColor(ci);
   Graph_eff_graph3041->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3041->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3041->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3041->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3041->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3041->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3041->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3041->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3041->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3041->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3041->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3041->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3041->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3041->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3041->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3041->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3041->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3041->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3041);
   
   
   TF1 *turnon_403042 = new TF1("turnon_40","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",0,2198.5);
   turnon_403042->SetFillColor(19);
   turnon_403042->SetFillStyle(0);

   ci = TColor::GetColor("#ff0000");
   turnon_403042->SetLineColor(ci);
   turnon_403042->SetLineWidth(2);
   turnon_403042->SetChisquare(3.646528e-36);
   turnon_403042->SetNDF(130);
   turnon_403042->GetXaxis()->SetLabelFont(42);
   turnon_403042->GetXaxis()->SetLabelSize(0.035);
   turnon_403042->GetXaxis()->SetTitleSize(0.035);
   turnon_403042->GetXaxis()->SetTitleFont(42);
   turnon_403042->GetYaxis()->SetLabelFont(42);
   turnon_403042->GetYaxis()->SetLabelSize(0.035);
   turnon_403042->GetYaxis()->SetTitleSize(0.035);
   turnon_403042->GetYaxis()->SetTitleFont(42);
   turnon_403042->SetParameter(0,703.408);
   turnon_403042->SetParError(0,0.1018643);
   turnon_403042->SetParLimits(0,0,0);
   turnon_403042->SetParameter(1,614.7601);
   turnon_403042->SetParError(1,0.04156343);
   turnon_403042->SetParLimits(1,0,0);
   turnon_403042->SetParameter(2,-3.376849e-19);
   turnon_403042->SetParError(2,3.850924e-23);
   turnon_403042->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_403042);
   grae->Draw("ap");
   
   Double_t eff_graph_fx3043[133] = {
   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_fy3043[133] = {
   2.794545e-05,
   0.0001457641,
   0.0004558123,
   0.002638862,
   0.01165448,
   0.04097042,
   0.09966935,
   0.1929056,
   0.3289023,
   0.4916154,
   0.6485831,
   0.7750982,
   0.8643427,
   0.9189822,
   0.9524036,
   0.9715754,
   0.9830511,
   0.9900406,
   0.9944905,
   0.996517,
   0.9979996,
   0.9988552,
   0.9994202,
   0.999686,
   0.9997084,
   0.9999305,
   0.9999493,
   0.9999792,
   0.9999683,
   1,
   0.999989,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   0.9999852,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   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_felx3043[133] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fely3043[133] = {
   2.311778e-05,
   4.531206e-05,
   7.666434e-05,
   0.0001839454,
   0.0003814458,
   0.0006899714,
   0.001007414,
   0.001270518,
   0.001469329,
   0.001523704,
   0.001428452,
   0.001241628,
   0.001007684,
   0.0008038465,
   0.0006279882,
   0.0004922847,
   0.0003862306,
   0.0003004738,
   0.0002278981,
   0.0001851105,
   0.0001436605,
   0.0001122421,
   8.335897e-05,
   6.470691e-05,
   6.352905e-05,
   3.740974e-05,
   3.432129e-05,
   2.744502e-05,
   3.086265e-05,
   1.999005e-05,
   2.540783e-05,
   2.079266e-05,
   2.141746e-05,
   2.173043e-05,
   2.223619e-05,
   2.282194e-05,
   2.328494e-05,
   2.377662e-05,
   2.422144e-05,
   2.486391e-05,
   2.554246e-05,
   2.589708e-05,
   2.644161e-05,
   3.400879e-05,
   2.762765e-05,
   2.817175e-05,
   2.892645e-05,
   2.93152e-05,
   3.01926e-05,
   3.082915e-05,
   3.131473e-05,
   3.186541e-05,
   3.259488e-05,
   3.322549e-05,
   3.427202e-05,
   3.460182e-05,
   3.490954e-05,
   1.813298e-05,
   1.901785e-05,
   1.970126e-05,
   2.031317e-05,
   2.126114e-05,
   2.205584e-05,
   2.274975e-05,
   2.35642e-05,
   2.466471e-05,
   2.546861e-05,
   2.655833e-05,
   2.739333e-05,
   2.840078e-05,
   2.933996e-05,
   3.034238e-05,
   3.133445e-05,
   3.265501e-05,
   3.385543e-05,
   3.450907e-05,
   3.562905e-05,
   3.686916e-05,
   3.78913e-05,
   3.921245e-05,
   4.078839e-05,
   4.217118e-05,
   4.359107e-05,
   4.430973e-05,
   4.594523e-05,
   4.765052e-05,
   4.891531e-05,
   2.583567e-05,
   2.719225e-05,
   2.901947e-05,
   3.07406e-05,
   3.244953e-05,
   3.440653e-05,
   3.641771e-05,
   3.859105e-05,
   4.045408e-05,
   4.337948e-05,
   4.567848e-05,
   4.839073e-05,
   5.106159e-05,
   5.414941e-05,
   5.722627e-05,
   6.036152e-05,
   6.372981e-05,
   6.677161e-05,
   7.0113e-05,
   7.326598e-05,
   7.780196e-05,
   8.230634e-05,
   8.652263e-05,
   9.149788e-05,
   9.565279e-05,
   0.0001018663,
   0.0001076815,
   0.0001129051,
   0.0001189758,
   0.0001240504,
   5.441188e-05,
   6.177527e-05,
   7.06159e-05,
   7.959825e-05,
   9.03883e-05,
   0.0001035101,
   0.0001163295,
   0.0001334081,
   0.000151177,
   0.0001690729,
   0.0001972822,
   0.0002195634,
   0.0002479851,
   0.0002840241,
   0.0003277052,
   0.0003697632};
   Double_t eff_graph_fehx3043[133] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fehy3043[133] = {
   6.425834e-05,
   6.219034e-05,
   9.077832e-05,
   0.0001971983,
   0.0003939824,
   0.0007011773,
   0.0010165,
   0.001276892,
   0.001472673,
   0.001523859,
   0.001425804,
   0.001236798,
   0.001001439,
   0.0007966771,
   0.0006202661,
   0.0004842144,
   0.0003778628,
   0.0002918827,
   0.0002190621,
   0.0001760167,
   0.0001343413,
   0.0001026166,
   7.342302e-05,
   5.436917e-05,
   5.292715e-05,
   2.561507e-05,
   2.191473e-05,
   1.344071e-05,
   1.726793e-05,
   0,
   9.140541e-06,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   1.223484e-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(133,eff_graph_fx3043,eff_graph_fy3043,eff_graph_felx3043,eff_graph_fehx3043,eff_graph_fely3043,eff_graph_fehy3043);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4-AK8 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_graph3043 = new TH1F("Graph_eff_graph3043","Efficiencies for AK4-AK8 HLT paths - Using GEN jets",133,0,800);
   Graph_eff_graph3043->SetMinimum(0);
   Graph_eff_graph3043->SetMaximum(1.1);
   Graph_eff_graph3043->SetDirectory(0);
   Graph_eff_graph3043->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3043->SetLineColor(ci);
   Graph_eff_graph3043->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3043->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3043->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3043->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3043->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3043->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3043->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3043->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3043->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3043->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3043->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3043->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3043->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3043->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3043->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3043->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3043->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3043->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3043);
   
   
   TF1 *turnon_603044 = new TF1("turnon_60","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",62.5,122.5);
   turnon_603044->SetFillColor(19);
   turnon_603044->SetFillStyle(0);

   ci = TColor::GetColor("#00ff00");
   turnon_603044->SetLineColor(ci);
   turnon_603044->SetLineWidth(2);
   turnon_603044->SetChisquare(0.0004624538);
   turnon_603044->SetNDF(10);
   turnon_603044->GetXaxis()->SetLabelFont(42);
   turnon_603044->GetXaxis()->SetLabelSize(0.035);
   turnon_603044->GetXaxis()->SetTitleSize(0.035);
   turnon_603044->GetXaxis()->SetTitleFont(42);
   turnon_603044->GetYaxis()->SetLabelFont(42);
   turnon_603044->GetYaxis()->SetLabelSize(0.035);
   turnon_603044->GetYaxis()->SetTitleSize(0.035);
   turnon_603044->GetYaxis()->SetTitleFont(42);
   turnon_603044->SetParameter(0,62.38876);
   turnon_603044->SetParError(0,0.1967067);
   turnon_603044->SetParLimits(0,0,0);
   turnon_603044->SetParameter(1,19.07822);
   turnon_603044->SetParError(1,0.505834);
   turnon_603044->SetParLimits(1,0,0);
   turnon_603044->SetParameter(2,0.9921653);
   turnon_603044->SetParError(2,0.002735745);
   turnon_603044->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_603044);
   grae->Draw("p");
   
   Double_t eff_graph_fx3045[133] = {
   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_fy3045[133] = {
   0,
   0,
   1.302321e-05,
   5.148999e-05,
   0.0001262674,
   0.0006049973,
   0.002855112,
   0.01057342,
   0.03070585,
   0.07258943,
   0.1403909,
   0.2355035,
   0.361292,
   0.4996468,
   0.6296632,
   0.7443825,
   0.8283617,
   0.8885463,
   0.9283149,
   0.9526221,
   0.9693154,
   0.9788493,
   0.9861402,
   0.9908761,
   0.9940328,
   0.9962591,
   0.9971588,
   0.9980752,
   0.9988895,
   0.9993702,
   0.9994917,
   0.9997289,
   0.9998371,
   0.9998466,
   0.9999155,
   0.9999256,
   0.9999747,
   0.9999871,
   0.9999605,
   1,
   0.9999861,
   0.9999859,
   1,
   0.9999852,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   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_felx3045[133] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fely3045[133] = {
   0,
   0,
   1.07734e-05,
   2.464217e-05,
   3.925152e-05,
   8.525337e-05,
   0.0001791557,
   0.0003288826,
   0.0005386456,
   0.0007890935,
   0.001036463,
   0.001256989,
   0.001406354,
   0.001462864,
   0.001411269,
   0.001276753,
   0.001110583,
   0.0009325792,
   0.0007716286,
   0.0006434246,
   0.000527683,
   0.0004462859,
   0.0003668209,
   0.000302804,
   0.0002498852,
   0.0002023591,
   0.000179873,
   0.0001520185,
   0.0001192221,
   9.399355e-05,
   8.650718e-05,
   6.738034e-05,
   5.618851e-05,
   5.544243e-05,
   4.553568e-05,
   4.442194e-05,
   3.336262e-05,
   2.969789e-05,
   3.839215e-05,
   2.486391e-05,
   3.190346e-05,
   3.23464e-05,
   2.644161e-05,
   3.400879e-05,
   2.762765e-05,
   2.817175e-05,
   2.892645e-05,
   2.93152e-05,
   3.01926e-05,
   3.082915e-05,
   3.131473e-05,
   3.186541e-05,
   3.259488e-05,
   3.322549e-05,
   3.427202e-05,
   3.460182e-05,
   3.490954e-05,
   1.813298e-05,
   1.901785e-05,
   1.970126e-05,
   2.031317e-05,
   2.126114e-05,
   2.205584e-05,
   2.274975e-05,
   2.35642e-05,
   2.466471e-05,
   2.546861e-05,
   2.655833e-05,
   2.739333e-05,
   2.840078e-05,
   2.933996e-05,
   3.034238e-05,
   3.133445e-05,
   3.265501e-05,
   3.385543e-05,
   3.450907e-05,
   3.562905e-05,
   3.686916e-05,
   3.78913e-05,
   3.921245e-05,
   4.078839e-05,
   4.217118e-05,
   4.359107e-05,
   4.430973e-05,
   4.594523e-05,
   4.765052e-05,
   4.891531e-05,
   2.583567e-05,
   2.719225e-05,
   2.901947e-05,
   3.07406e-05,
   3.244953e-05,
   3.440653e-05,
   3.641771e-05,
   3.859105e-05,
   4.045408e-05,
   4.337948e-05,
   4.567848e-05,
   4.839073e-05,
   5.106159e-05,
   5.414941e-05,
   5.722627e-05,
   6.036152e-05,
   6.372981e-05,
   6.677161e-05,
   7.0113e-05,
   7.326598e-05,
   7.780196e-05,
   8.230634e-05,
   8.652263e-05,
   9.149788e-05,
   9.565279e-05,
   0.0001018663,
   0.0001076815,
   0.0001129051,
   0.0001189758,
   0.0001240504,
   5.441188e-05,
   6.177527e-05,
   7.06159e-05,
   7.959825e-05,
   9.03883e-05,
   0.0001035101,
   0.0001163295,
   0.0001334081,
   0.000151177,
   0.0001690729,
   0.0001972822,
   0.0002195634,
   0.0002479851,
   0.0002840241,
   0.0003277052,
   0.0003697632};
   Double_t eff_graph_fehx3045[133] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fehy3045[133] = {
   5.144686e-05,
   2.683513e-05,
   2.994657e-05,
   4.071066e-05,
   5.387282e-05,
   9.819553e-05,
   0.0001907299,
   0.0003391588,
   0.0005478688,
   0.0007970332,
   0.001042877,
   0.001261633,
   0.001408728,
   0.00146287,
   0.001409064,
   0.001272594,
   0.001104937,
   0.0009258355,
   0.0007640822,
   0.0006352832,
   0.0005191129,
   0.000437351,
   0.0003576091,
   0.0002933121,
   0.0002400881,
   0.0001922562,
   0.0001694811,
   0.0001412721,
   0.0001081531,
   8.243513e-05,
   7.465313e-05,
   5.49372e-05,
   4.300168e-05,
   4.20033e-05,
   3.117931e-05,
   2.950241e-05,
   1.633883e-05,
   1.068394e-05,
   2.14809e-05,
   0,
   1.147742e-05,
   1.163677e-05,
   0,
   1.223484e-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(133,eff_graph_fx3045,eff_graph_fy3045,eff_graph_felx3045,eff_graph_fehx3045,eff_graph_fely3045,eff_graph_fehy3045);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4-AK8 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_graph3045 = new TH1F("Graph_eff_graph3045","Efficiencies for AK4-AK8 HLT paths - Using GEN jets",133,0,800);
   Graph_eff_graph3045->SetMinimum(0);
   Graph_eff_graph3045->SetMaximum(1.1);
   Graph_eff_graph3045->SetDirectory(0);
   Graph_eff_graph3045->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3045->SetLineColor(ci);
   Graph_eff_graph3045->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3045->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3045->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3045->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3045->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3045->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3045->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3045->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3045->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3045->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3045->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3045->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3045->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3045->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3045->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3045->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3045->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3045->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3045);
   
   
   TF1 *turnon_803046 = new TF1("turnon_80","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",82.5,157.5);
   turnon_803046->SetFillColor(19);
   turnon_803046->SetFillStyle(0);

   ci = TColor::GetColor("#0000ff");
   turnon_803046->SetLineColor(ci);
   turnon_803046->SetLineWidth(2);
   turnon_803046->SetChisquare(0.0005782884);
   turnon_803046->SetNDF(13);
   turnon_803046->GetXaxis()->SetLabelFont(42);
   turnon_803046->GetXaxis()->SetLabelSize(0.035);
   turnon_803046->GetXaxis()->SetTitleSize(0.035);
   turnon_803046->GetXaxis()->SetTitleFont(42);
   turnon_803046->GetYaxis()->SetLabelFont(42);
   turnon_803046->GetYaxis()->SetLabelSize(0.035);
   turnon_803046->GetYaxis()->SetTitleSize(0.035);
   turnon_803046->GetYaxis()->SetTitleFont(42);
   turnon_803046->SetParameter(0,82.02404);
   turnon_803046->SetParError(0,0.2265926);
   turnon_803046->SetParLimits(0,0,0);
   turnon_803046->SetParameter(1,22.93846);
   turnon_803046->SetParError(1,0.5651242);
   turnon_803046->SetParLimits(1,0,0);
   turnon_803046->SetParameter(2,0.9918482);
   turnon_803046->SetParError(2,0.002371629);
   turnon_803046->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_803046);
   grae->Draw("p");
   
   Double_t eff_graph_fx3047[133] = {
   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_fy3047[133] = {
   0,
   0,
   0,
   0,
   0,
   1.209995e-05,
   1.128503e-05,
   1.03357e-05,
   3.895446e-05,
   9.234122e-05,
   0.0002930546,
   0.0007697623,
   0.002150446,
   0.005412536,
   0.01199447,
   0.02359807,
   0.04344698,
   0.0692321,
   0.1020181,
   0.1410531,
   0.1872664,
   0.2373751,
   0.3026242,
   0.3775319,
   0.4627877,
   0.5506757,
   0.6398949,
   0.7170176,
   0.7828897,
   0.8381797,
   0.8771311,
   0.9089687,
   0.9303846,
   0.9474386,
   0.9591874,
   0.9670129,
   0.974527,
   0.9806791,
   0.9844488,
   0.9866564,
   0.9897331,
   0.9920522,
   0.9932783,
   0.9951341,
   0.995693,
   0.9964498,
   0.9975017,
   0.9980096,
   0.9984584,
   0.9986603,
   0.9990985,
   0.9990653,
   0.9993449,
   0.9996932,
   0.9995904,
   0.9997369,
   0.9996208,
   0.9999311,
   0.9999483,
   0.9999144,
   0.999989,
   0.9999885,
   0.999988,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   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_felx3047[133] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fely3047[133] = {
   0,
   0,
   0,
   0,
   0,
   1.000964e-05,
   9.335497e-06,
   8.550173e-06,
   1.864292e-05,
   2.870544e-05,
   5.074934e-05,
   8.187558e-05,
   0.0001352476,
   0.0002140283,
   0.000317007,
   0.0004422634,
   0.0005969479,
   0.000746644,
   0.0008966627,
   0.001041452,
   0.0011754,
   0.001294953,
   0.001407699,
   0.001498837,
   0.001558896,
   0.001572372,
   0.001535615,
   0.001460429,
   0.001349067,
   0.001222684,
   0.001100956,
   0.0009770079,
   0.0008789038,
   0.0007779145,
   0.0006992706,
   0.0006408942,
   0.0005727465,
   0.0005074507,
   0.0004618715,
   0.0004351365,
   0.0003893734,
   0.0003471812,
   0.000324148,
   0.000282595,
   0.0002689181,
   0.0002482449,
   0.0002139632,
   0.0001942171,
   0.0001758188,
   0.0001670247,
   0.0001415474,
   0.0001452092,
   0.0001263215,
   9.389588e-05,
   0.0001072263,
   9.077203e-05,
   0.0001051497,
   3.713341e-05,
   3.493994e-05,
   4.221571e-05,
   2.537194e-05,
   2.655599e-05,
   2.754859e-05,
   2.274975e-05,
   2.35642e-05,
   2.466471e-05,
   2.546861e-05,
   2.655833e-05,
   2.739333e-05,
   2.840078e-05,
   2.933996e-05,
   3.034238e-05,
   3.133445e-05,
   3.265501e-05,
   3.385543e-05,
   3.450907e-05,
   3.562905e-05,
   3.686916e-05,
   3.78913e-05,
   3.921245e-05,
   4.078839e-05,
   4.217118e-05,
   4.359107e-05,
   4.430973e-05,
   4.594523e-05,
   4.765052e-05,
   4.891531e-05,
   2.583567e-05,
   2.719225e-05,
   2.901947e-05,
   3.07406e-05,
   3.244953e-05,
   3.440653e-05,
   3.641771e-05,
   3.859105e-05,
   4.045408e-05,
   4.337948e-05,
   4.567848e-05,
   4.839073e-05,
   5.106159e-05,
   5.414941e-05,
   5.722627e-05,
   6.036152e-05,
   6.372981e-05,
   6.677161e-05,
   7.0113e-05,
   7.326598e-05,
   7.780196e-05,
   8.230634e-05,
   8.652263e-05,
   9.149788e-05,
   9.565279e-05,
   0.0001018663,
   0.0001076815,
   0.0001129051,
   0.0001189758,
   0.0001240504,
   5.441188e-05,
   6.177527e-05,
   7.06159e-05,
   7.959825e-05,
   9.03883e-05,
   0.0001035101,
   0.0001163295,
   0.0001334081,
   0.000151177,
   0.0001690729,
   0.0001972822,
   0.0002195634,
   0.0002479851,
   0.0002840241,
   0.0003277052,
   0.0003697632};
   Double_t eff_graph_fehx3047[133] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fehy3047[133] = {
   5.144686e-05,
   2.683513e-05,
   2.397572e-05,
   2.369827e-05,
   2.324583e-05,
   2.782359e-05,
   2.594973e-05,
   2.376682e-05,
   3.079976e-05,
   3.939894e-05,
   6.039913e-05,
   9.107608e-05,
   0.0001440127,
   0.000222614,
   0.000325391,
   0.000450423,
   0.0006048242,
   0.0007541288,
   0.0009036687,
   0.00104789,
   0.001181083,
   0.001299819,
   0.001411403,
   0.001501175,
   0.001559621,
   0.001571363,
   0.001532767,
   0.001455897,
   0.001343059,
   0.001215307,
   0.001092579,
   0.000967716,
   0.0008688229,
   0.0007672705,
   0.0006880808,
   0.0006292015,
   0.0005606074,
   0.0004948726,
   0.0004489371,
   0.0004217807,
   0.0003755329,
   0.0003330454,
   0.0003096495,
   0.0002675439,
   0.0002536,
   0.0002325508,
   0.0001977077,
   0.0001776457,
   0.0001586237,
   0.0001493874,
   0.0001233991,
   0.000126754,
   0.0001071822,
   7.366718e-05,
   8.663761e-05,
   6.947165e-05,
   8.407807e-05,
   2.542585e-05,
   2.230976e-05,
   2.962499e-05,
   9.127632e-06,
   9.553602e-06,
   9.910703e-06,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   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(133,eff_graph_fx3047,eff_graph_fy3047,eff_graph_felx3047,eff_graph_fehx3047,eff_graph_fely3047,eff_graph_fehy3047);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4-AK8 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_graph3047 = new TH1F("Graph_eff_graph3047","Efficiencies for AK4-AK8 HLT paths - Using GEN jets",133,0,800);
   Graph_eff_graph3047->SetMinimum(0);
   Graph_eff_graph3047->SetMaximum(1.1);
   Graph_eff_graph3047->SetDirectory(0);
   Graph_eff_graph3047->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3047->SetLineColor(ci);
   Graph_eff_graph3047->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3047->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3047->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3047->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3047->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3047->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3047->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3047->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3047->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3047->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3047->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3047->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3047->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3047->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3047->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3047->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3047->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3047->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3047);
   
   
   TF1 *turnon_1403048 = new TF1("turnon_140","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",137.5,262.5);
   turnon_1403048->SetFillColor(19);
   turnon_1403048->SetFillStyle(0);

   ci = TColor::GetColor("#ff00ff");
   turnon_1403048->SetLineColor(ci);
   turnon_1403048->SetLineWidth(2);
   turnon_1403048->SetChisquare(0.001191126);
   turnon_1403048->SetNDF(23);
   turnon_1403048->GetXaxis()->SetLabelFont(42);
   turnon_1403048->GetXaxis()->SetLabelSize(0.035);
   turnon_1403048->GetXaxis()->SetTitleSize(0.035);
   turnon_1403048->GetXaxis()->SetTitleFont(42);
   turnon_1403048->GetYaxis()->SetLabelFont(42);
   turnon_1403048->GetYaxis()->SetLabelSize(0.035);
   turnon_1403048->GetYaxis()->SetTitleSize(0.035);
   turnon_1403048->GetYaxis()->SetTitleFont(42);
   turnon_1403048->SetParameter(0,138.8763);
   turnon_1403048->SetParError(0,0.281762);
   turnon_1403048->SetParLimits(0,0,0);
   turnon_1403048->SetParameter(1,33.79052);
   turnon_1403048->SetParError(1,0.7050212);
   turnon_1403048->SetParLimits(1,0,0);
   turnon_1403048->SetParameter(2,0.9907042);
   turnon_1403048->SetParError(2,0.001929415);
   turnon_1403048->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_1403048);
   grae->Draw("p");
   
   Double_t eff_graph_fx3049[133] = {
   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_fy3049[133] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   9.234122e-06,
   1.776089e-05,
   3.49892e-05,
   5.120109e-05,
   7.659249e-05,
   0.0001101966,
   0.0002714372,
   0.0004025248,
   0.0007860413,
   0.001708039,
   0.003509806,
   0.006535179,
   0.01160472,
   0.01910631,
   0.02981667,
   0.04187724,
   0.05863383,
   0.0763884,
   0.09816672,
   0.1216169,
   0.1502454,
   0.1790548,
   0.2147819,
   0.2526583,
   0.3021128,
   0.3551266,
   0.4212079,
   0.4873773,
   0.5608751,
   0.6286132,
   0.6932323,
   0.7492369,
   0.7980982,
   0.837228,
   0.8707664,
   0.8954319,
   0.91475,
   0.9313682,
   0.9441242,
   0.9523083,
   0.9600107,
   0.9675625,
   0.9712847,
   0.9757618,
   0.9791911,
   0.9821286,
   0.9848323,
   0.9866694,
   0.9894315,
   0.9929238,
   0.994553,
   0.9960278,
   0.9972514,
   0.9976638,
   0.9985171,
   0.9990016,
   0.9993301,
   0.9993498,
   0.9996971,
   0.999747,
   0.9999074,
   0.9999363,
   0.9999176,
   0.9999319,
   0.999929,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   0.9999771,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   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_felx3049[133] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fely3049[133] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   7.638894e-06,
   1.147188e-05,
   1.674522e-05,
   2.0309e-05,
   2.504924e-05,
   3.01647e-05,
   4.772729e-05,
   5.849601e-05,
   8.222195e-05,
   0.0001221203,
   0.0001766907,
   0.0002424201,
   0.0003254735,
   0.0004187951,
   0.0005248632,
   0.0006248337,
   0.0007406236,
   0.0008468729,
   0.0009607461,
   0.001064199,
   0.001179019,
   0.001276397,
   0.001382543,
   0.001485041,
   0.001581103,
   0.001667426,
   0.001743644,
   0.001783786,
   0.001790744,
   0.001760847,
   0.001704099,
   0.001624931,
   0.001516796,
   0.001411082,
   0.001302999,
   0.001198867,
   0.001106439,
   0.001016872,
   0.0009316358,
   0.000878749,
   0.0008179716,
   0.0007472264,
   0.0007117459,
   0.0006645216,
   0.0006242486,
   0.0005900918,
   0.0005485841,
   0.0005183457,
   0.0003307694,
   0.000279793,
   0.0002515736,
   0.0002201157,
   0.0001896835,
   0.0001793371,
   0.00014798,
   0.0001262557,
   0.0001087213,
   0.0001093074,
   8.15663e-05,
   7.74166e-05,
   5.528025e-05,
   5.040197e-05,
   5.574445e-05,
   5.382807e-05,
   5.60965e-05,
   3.385543e-05,
   3.450907e-05,
   3.562905e-05,
   3.686916e-05,
   3.78913e-05,
   3.921245e-05,
   4.078839e-05,
   5.2673e-05,
   4.359107e-05,
   4.430973e-05,
   4.594523e-05,
   4.765052e-05,
   4.891531e-05,
   2.583567e-05,
   2.719225e-05,
   2.901947e-05,
   3.07406e-05,
   3.244953e-05,
   3.440653e-05,
   3.641771e-05,
   3.859105e-05,
   4.045408e-05,
   4.337948e-05,
   4.567848e-05,
   4.839073e-05,
   5.106159e-05,
   5.414941e-05,
   5.722627e-05,
   6.036152e-05,
   6.372981e-05,
   6.677161e-05,
   7.0113e-05,
   7.326598e-05,
   7.780196e-05,
   8.230634e-05,
   8.652263e-05,
   9.149788e-05,
   9.565279e-05,
   0.0001018663,
   0.0001076815,
   0.0001129051,
   0.0001189758,
   0.0001240504,
   5.441188e-05,
   6.177527e-05,
   7.06159e-05,
   7.959825e-05,
   9.03883e-05,
   0.0001035101,
   0.0001163295,
   0.0001334081,
   0.000151177,
   0.0001690729,
   0.0001972822,
   0.0002195634,
   0.0002479851,
   0.0002840241,
   0.0003277052,
   0.0003697632};
   Double_t eff_graph_fehx3049[133] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fehy3049[133] = {
   5.144686e-05,
   2.683513e-05,
   2.397572e-05,
   2.369827e-05,
   2.324583e-05,
   2.227601e-05,
   2.077576e-05,
   1.902807e-05,
   1.792884e-05,
   2.123379e-05,
   2.342488e-05,
   2.766468e-05,
   3.057981e-05,
   3.497702e-05,
   3.981674e-05,
   5.695643e-05,
   6.767924e-05,
   9.129933e-05,
   0.0001311629,
   0.0001857832,
   0.0002515202,
   0.0003346193,
   0.0004278903,
   0.0005338909,
   0.0006338075,
   0.0007494414,
   0.0008555214,
   0.0009691532,
   0.001072242,
   0.00118665,
   0.00128352,
   0.001389012,
   0.001490818,
   0.001585792,
   0.001670938,
   0.001745605,
   0.001784106,
   0.001789166,
   0.00175745,
   0.001698859,
   0.001617985,
   0.00150837,
   0.001401345,
   0.001291969,
   0.001186923,
   0.001093657,
   0.00100321,
   0.0009173689,
   0.0008637722,
   0.0008024042,
   0.0007311351,
   0.0006952279,
   0.0006474443,
   0.0006066947,
   0.0005718488,
   0.0005300358,
   0.0004995384,
   0.0003209801,
   0.0002694137,
   0.0002407534,
   0.0002088802,
   0.000177825,
   0.0001669847,
   0.0001350955,
   0.0001127565,
   9.439311e-05,
   9.44809e-05,
   6.557201e-05,
   6.073695e-05,
   3.671428e-05,
   3.050861e-05,
   3.559455e-05,
   3.258256e-05,
   3.395573e-05,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   1.894964e-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};
   grae = new TGraphAsymmErrors(133,eff_graph_fx3049,eff_graph_fy3049,eff_graph_felx3049,eff_graph_fehx3049,eff_graph_fely3049,eff_graph_fehy3049);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4-AK8 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_graph3049 = new TH1F("Graph_eff_graph3049","Efficiencies for AK4-AK8 HLT paths - Using GEN jets",133,0,800);
   Graph_eff_graph3049->SetMinimum(0);
   Graph_eff_graph3049->SetMaximum(1.1);
   Graph_eff_graph3049->SetDirectory(0);
   Graph_eff_graph3049->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3049->SetLineColor(ci);
   Graph_eff_graph3049->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3049->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3049->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3049->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3049->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3049->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3049->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3049->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3049->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3049->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3049->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3049->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3049->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3049->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3049->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3049->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3049->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3049->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3049);
   
   
   TF1 *turnon_2003050 = new TF1("turnon_200","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",197.5,365);
   turnon_2003050->SetFillColor(19);
   turnon_2003050->SetFillStyle(0);

   ci = TColor::GetColor("#ffff00");
   turnon_2003050->SetLineColor(ci);
   turnon_2003050->SetLineWidth(2);
   turnon_2003050->SetChisquare(0.001704486);
   turnon_2003050->SetNDF(25);
   turnon_2003050->GetXaxis()->SetLabelFont(42);
   turnon_2003050->GetXaxis()->SetLabelSize(0.035);
   turnon_2003050->GetXaxis()->SetTitleSize(0.035);
   turnon_2003050->GetXaxis()->SetTitleFont(42);
   turnon_2003050->GetYaxis()->SetLabelFont(42);
   turnon_2003050->GetYaxis()->SetLabelSize(0.035);
   turnon_2003050->GetYaxis()->SetTitleSize(0.035);
   turnon_2003050->GetYaxis()->SetTitleFont(42);
   turnon_2003050->SetParameter(0,196.979);
   turnon_2003050->SetParError(0,0.4204609);
   turnon_2003050->SetParLimits(0,0,0);
   turnon_2003050->SetParameter(1,42.95486);
   turnon_2003050->SetParError(1,1.038771);
   turnon_2003050->SetParLimits(1,0,0);
   turnon_2003050->SetParameter(2,0.9867448);
   turnon_2003050->SetParError(2,0.002286765);
   turnon_2003050->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_2003050);
   grae->Draw("p");
   
   Double_t eff_graph_fx3051[133] = {
   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_fy3051[133] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   8.747299e-06,
   0,
   0,
   0,
   8.482412e-06,
   0,
   4.318908e-05,
   2.627753e-05,
   0.0001161005,
   5.430896e-05,
   0.0002123377,
   0.0001776897,
   0.0002949319,
   0.0005248017,
   0.0006747504,
   0.001481497,
   0.00287165,
   0.005351609,
   0.008436849,
   0.01388904,
   0.02101851,
   0.02952605,
   0.04056893,
   0.05414709,
   0.06959389,
   0.0867525,
   0.1045991,
   0.1248832,
   0.1448213,
   0.167143,
   0.1936868,
   0.2207971,
   0.2571953,
   0.2948406,
   0.3378323,
   0.3913173,
   0.4515287,
   0.5091923,
   0.5690937,
   0.6285933,
   0.680531,
   0.7293426,
   0.7725279,
   0.8130201,
   0.8425336,
   0.8683821,
   0.9005398,
   0.929569,
   0.9468463,
   0.9609626,
   0.9695346,
   0.9763747,
   0.9808833,
   0.9853956,
   0.9885452,
   0.990496,
   0.9924263,
   0.9943011,
   0.9951868,
   0.9966054,
   0.9971322,
   0.9980597,
   0.9979779,
   0.9988231,
   0.9991377,
   0.999342,
   0.9994392,
   0.999753,
   0.9997231,
   0.9997563,
   0.9998626,
   0.9998816,
   0.9999519,
   0.999975,
   0.9999482,
   0.9998937,
   0.999986,
   1,
   0.9999842,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   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_felx3051[133] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fely3051[133] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   7.236171e-06,
   0,
   0,
   0,
   7.017044e-06,
   0,
   1.865489e-05,
   1.430111e-05,
   3.178075e-05,
   2.154173e-05,
   4.394837e-05,
   4.040094e-05,
   5.26788e-05,
   7.118066e-05,
   8.160253e-05,
   0.0001223927,
   0.0001725291,
   0.0002372476,
   0.000301416,
   0.0003891158,
   0.000482268,
   0.0005776686,
   0.0006782563,
   0.0007871271,
   0.0008967548,
   0.001002094,
   0.00110114,
   0.001200723,
   0.001295238,
   0.001392033,
   0.001484877,
   0.001575097,
   0.001684711,
   0.001770775,
   0.001855331,
   0.001940683,
   0.001992991,
   0.002032848,
   0.002035978,
   0.002003459,
   0.001951645,
   0.001882415,
   0.00179482,
   0.001697415,
   0.001594974,
   0.001488683,
   0.0009481459,
   0.0008320207,
   0.0007440556,
   0.0006540184,
   0.0005953155,
   0.0005374717,
   0.0004935859,
   0.00044192,
   0.0004028873,
   0.0003747475,
   0.0003438095,
   0.0003054123,
   0.000287475,
   0.0002484407,
   0.000233941,
   0.0001990672,
   0.0002074475,
   0.0001661631,
   0.000146726,
   0.0001332541,
   0.0001272157,
   9.383448e-05,
   0.0001000381,
   9.783463e-05,
   8.208105e-05,
   8.00828e-05,
   6.348591e-05,
   5.73868e-05,
   6.827233e-05,
   8.402732e-05,
   3.226969e-05,
   2.719225e-05,
   3.624632e-05,
   3.07406e-05,
   3.244953e-05,
   3.440653e-05,
   3.641771e-05,
   3.859105e-05,
   4.045408e-05,
   4.337948e-05,
   4.567848e-05,
   4.839073e-05,
   5.106159e-05,
   5.414941e-05,
   5.722627e-05,
   6.036152e-05,
   6.372981e-05,
   6.677161e-05,
   7.0113e-05,
   7.326598e-05,
   7.780196e-05,
   8.230634e-05,
   8.652263e-05,
   9.149788e-05,
   9.565279e-05,
   0.0001018663,
   0.0001076815,
   0.0001129051,
   0.0001189758,
   0.0001240504,
   5.441188e-05,
   6.177527e-05,
   7.06159e-05,
   7.959825e-05,
   9.03883e-05,
   0.0001035101,
   0.0001163295,
   0.0001334081,
   0.000151177,
   0.0001690729,
   0.0001972822,
   0.0002195634,
   0.0002479851,
   0.0002840241,
   0.0003277052,
   0.0003697632};
   Double_t eff_graph_fehx3051[133] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fehy3051[133] = {
   5.144686e-05,
   2.683513e-05,
   2.397572e-05,
   2.369827e-05,
   2.324583e-05,
   2.227601e-05,
   2.077576e-05,
   1.902807e-05,
   1.792884e-05,
   1.700007e-05,
   1.634895e-05,
   2.011436e-05,
   1.571026e-05,
   1.566748e-05,
   1.560559e-05,
   1.950526e-05,
   1.576704e-05,
   2.921612e-05,
   2.556024e-05,
   4.194979e-05,
   3.24359e-05,
   5.414108e-05,
   5.082462e-05,
   6.304327e-05,
   8.155132e-05,
   9.211433e-05,
   0.0001329295,
   0.000183186,
   0.0002479441,
   0.0003122834,
   0.0004000108,
   0.0004932142,
   0.0005887254,
   0.0006891966,
   0.00079798,
   0.0009074997,
   0.001012614,
   0.001111413,
   0.001210647,
   0.001304882,
   0.001401315,
   0.001493535,
   0.001583154,
   0.001691925,
   0.001776958,
   0.001860315,
   0.001944112,
   0.001994541,
   0.002032546,
   0.002033654,
   0.001999066,
   0.001945368,
   0.001874255,
   0.001784934,
   0.001685696,
   0.001582021,
   0.001474622,
   0.0009402143,
   0.00082309,
   0.0007344222,
   0.0006437589,
   0.0005843633,
   0.0005259274,
   0.0004815485,
   0.0004293088,
   0.0003895716,
   0.0003609161,
   0.0003292906,
   0.000290325,
   0.0002717627,
   0.0002320679,
   0.000216931,
   0.0001813167,
   0.0001889519,
   0.0001466668,
   0.0001266301,
   0.0001122645,
   0.0001053159,
   7.028882e-05,
   7.579299e-05,
   7.234708e-05,
   5.45155e-05,
   5.11366e-05,
   3.109204e-05,
   2.064555e-05,
   3.343631e-05,
   5.08639e-05,
   1.160917e-05,
   0,
   1.303982e-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};
   grae = new TGraphAsymmErrors(133,eff_graph_fx3051,eff_graph_fy3051,eff_graph_felx3051,eff_graph_fehx3051,eff_graph_fely3051,eff_graph_fehy3051);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4-AK8 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_graph3051 = new TH1F("Graph_eff_graph3051","Efficiencies for AK4-AK8 HLT paths - Using GEN jets",133,0,800);
   Graph_eff_graph3051->SetMinimum(0);
   Graph_eff_graph3051->SetMaximum(1.1);
   Graph_eff_graph3051->SetDirectory(0);
   Graph_eff_graph3051->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3051->SetLineColor(ci);
   Graph_eff_graph3051->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3051->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3051->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3051->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3051->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3051->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3051->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3051->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3051->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3051->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3051->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3051->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3051->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3051->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3051->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3051->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3051->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3051->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3051);
   
   
   TF1 *turnon_2603052 = new TF1("turnon_260","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",252.5,475);
   turnon_2603052->SetFillColor(19);
   turnon_2603052->SetFillStyle(0);

   ci = TColor::GetColor("#ffcc00");
   turnon_2603052->SetLineColor(ci);
   turnon_2603052->SetLineWidth(2);
   turnon_2603052->SetChisquare(0.001822186);
   turnon_2603052->SetNDF(25);
   turnon_2603052->GetXaxis()->SetLabelFont(42);
   turnon_2603052->GetXaxis()->SetLabelSize(0.035);
   turnon_2603052->GetXaxis()->SetTitleSize(0.035);
   turnon_2603052->GetXaxis()->SetTitleFont(42);
   turnon_2603052->GetYaxis()->SetLabelFont(42);
   turnon_2603052->GetYaxis()->SetLabelSize(0.035);
   turnon_2603052->GetYaxis()->SetTitleSize(0.035);
   turnon_2603052->GetYaxis()->SetTitleFont(42);
   turnon_2603052->SetParameter(0,255.5336);
   turnon_2603052->SetParError(0,0.4255787);
   turnon_2603052->SetParLimits(0,0,0);
   turnon_2603052->SetParameter(1,50.63062);
   turnon_2603052->SetParError(1,1.129036);
   turnon_2603052->SetParLimits(1,0,0);
   turnon_2603052->SetParameter(2,0.98875);
   turnon_2603052->SetParError(2,0.00226758);
   turnon_2603052->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_2603052);
   grae->Draw("p");
   
   Double_t eff_graph_fx3053[133] = {
   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_fy3053[133] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   8.747299e-06,
   0,
   0,
   0,
   8.482412e-06,
   0,
   3.455127e-05,
   1.751835e-05,
   7.144643e-05,
   3.620598e-05,
   0.0001569453,
   0.0001215771,
   0.0001522229,
   0.000194371,
   0.0001786104,
   0.0002942699,
   0.0004369902,
   0.000698036,
   0.0009989576,
   0.001966786,
   0.003275319,
   0.00440913,
   0.005535883,
   0.007826749,
   0.01049983,
   0.01472225,
   0.01821023,
   0.02358993,
   0.02874006,
   0.03612853,
   0.04364951,
   0.05080072,
   0.05910019,
   0.07084759,
   0.08290869,
   0.09341022,
   0.1055732,
   0.1210004,
   0.1354578,
   0.1554346,
   0.1681033,
   0.189816,
   0.2130701,
   0.2427351,
   0.2750869,
   0.3134671,
   0.3805748,
   0.4843911,
   0.586863,
   0.6856374,
   0.7694076,
   0.8308135,
   0.8770698,
   0.9063704,
   0.930293,
   0.9446497,
   0.9566064,
   0.965018,
   0.9735738,
   0.9765407,
   0.9814912,
   0.9852433,
   0.9874239,
   0.9895178,
   0.9919772,
   0.99222,
   0.9944125,
   0.9955749,
   0.995804,
   0.9968982,
   0.9971137,
   0.997348,
   0.9983393,
   0.9985275,
   0.9988094,
   0.9989372,
   0.9994527,
   0.9996898,
   0.9997793,
   0.9998831,
   0.9999824,
   0.9999439,
   0.9999802,
   1,
   1,
   0.9999764,
   0.9999752,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   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_felx3053[133] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fely3053[133] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   7.236171e-06,
   0,
   0,
   0,
   7.017044e-06,
   0,
   1.653564e-05,
   1.131522e-05,
   2.472354e-05,
   1.732755e-05,
   3.768533e-05,
   3.327986e-05,
   3.765264e-05,
   4.309388e-05,
   4.170224e-05,
   5.432231e-05,
   6.714897e-05,
   8.568103e-05,
   0.0001039173,
   0.0001471543,
   0.0001919433,
   0.0002259323,
   0.0002548878,
   0.0003062719,
   0.0003589365,
   0.0004284507,
   0.0004806993,
   0.0005507497,
   0.0006143376,
   0.0006955393,
   0.0007668644,
   0.0008328909,
   0.0009077055,
   0.0009949413,
   0.001079893,
   0.001154944,
   0.001227864,
   0.001322668,
   0.001402621,
   0.001496909,
   0.001558681,
   0.001653411,
   0.001743367,
   0.001854322,
   0.001941118,
   0.002026011,
   0.001527515,
   0.001611239,
   0.00161705,
   0.001549707,
   0.001440311,
   0.001307653,
   0.001165133,
   0.001053854,
   0.0009446037,
   0.0008636217,
   0.0007877182,
   0.0007231873,
   0.0006451321,
   0.0006199255,
   0.00056351,
   0.000514404,
   0.0004870511,
   0.0004551873,
   0.0004051256,
   0.000406034,
   0.000353885,
   0.0003220755,
   0.0003200366,
   0.0002844481,
   0.0002802721,
   0.0002746081,
   0.0002247512,
   0.0002175545,
   0.0002025633,
   0.0001958927,
   0.0001023885,
   8.351282e-05,
   7.612963e-05,
   6.294987e-05,
   4.053054e-05,
   5.453538e-05,
   4.548686e-05,
   3.859105e-05,
   4.045408e-05,
   5.418217e-05,
   5.705363e-05,
   4.839073e-05,
   5.106159e-05,
   5.414941e-05,
   5.722627e-05,
   6.036152e-05,
   6.372981e-05,
   6.677161e-05,
   7.0113e-05,
   7.326598e-05,
   7.780196e-05,
   8.230634e-05,
   8.652263e-05,
   9.149788e-05,
   9.565279e-05,
   0.0001018663,
   0.0001076815,
   0.0001129051,
   0.0001189758,
   0.0001240504,
   5.441188e-05,
   6.177527e-05,
   7.06159e-05,
   7.959825e-05,
   9.03883e-05,
   0.0001035101,
   0.0001163295,
   0.0001334081,
   0.000151177,
   0.0001690729,
   0.0001972822,
   0.0002195634,
   0.0002479851,
   0.0002840241,
   0.0003277052,
   0.0003697632};
   Double_t eff_graph_fehx3053[133] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fehy3053[133] = {
   5.144686e-05,
   2.683513e-05,
   2.397572e-05,
   2.369827e-05,
   2.324583e-05,
   2.227601e-05,
   2.077576e-05,
   1.902807e-05,
   1.792884e-05,
   1.700007e-05,
   1.634895e-05,
   2.011436e-05,
   1.571026e-05,
   1.566748e-05,
   1.560559e-05,
   1.950526e-05,
   1.576704e-05,
   2.731844e-05,
   2.310501e-05,
   3.523141e-05,
   2.862671e-05,
   4.803621e-05,
   4.392848e-05,
   4.83551e-05,
   5.389744e-05,
   5.279319e-05,
   6.540767e-05,
   7.834858e-05,
   9.689428e-05,
   0.0001153201,
   0.0001585737,
   0.0002034939,
   0.0002377604,
   0.0002668312,
   0.0003183957,
   0.0003712823,
   0.0004409075,
   0.0004933112,
   0.0005634354,
   0.0006272069,
   0.0007085395,
   0.000779821,
   0.0008459056,
   0.0009208535,
   0.001007919,
   0.001092749,
   0.001167807,
   0.001240507,
   0.001335176,
   0.001414904,
   0.001508697,
   0.001570235,
   0.001664453,
   0.001753777,
   0.001863949,
   0.001949614,
   0.002033118,
   0.001529875,
   0.001611563,
   0.001615185,
   0.001545595,
   0.001434064,
   0.00129969,
   0.001155764,
   0.001043387,
   0.0009329913,
   0.000851219,
   0.0007744214,
   0.0007092035,
   0.0006303417,
   0.0006045359,
   0.0005473996,
   0.0004976032,
   0.0004694326,
   0.0004368038,
   0.0003862336,
   0.0003865045,
   0.0003334869,
   0.0003009775,
   0.0002981607,
   0.0002614965,
   0.0002564798,
   0.0002499394,
   0.0001993145,
   0.0001910465,
   0.0001748326,
   0.0001672767,
   8.724496e-05,
   6.7137e-05,
   5.826421e-05,
   4.3104e-05,
   1.458114e-05,
   3.05137e-05,
   1.636427e-05,
   0,
   0,
   1.94926e-05,
   2.052568e-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};
   grae = new TGraphAsymmErrors(133,eff_graph_fx3053,eff_graph_fy3053,eff_graph_felx3053,eff_graph_fehx3053,eff_graph_fely3053,eff_graph_fehy3053);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4-AK8 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_graph3053 = new TH1F("Graph_eff_graph3053","Efficiencies for AK4-AK8 HLT paths - Using GEN jets",133,0,800);
   Graph_eff_graph3053->SetMinimum(0);
   Graph_eff_graph3053->SetMaximum(1.1);
   Graph_eff_graph3053->SetDirectory(0);
   Graph_eff_graph3053->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3053->SetLineColor(ci);
   Graph_eff_graph3053->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3053->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3053->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3053->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3053->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3053->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3053->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3053->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3053->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3053->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3053->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3053->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3053->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3053->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3053->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3053->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3053->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3053->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3053);
   
   
   TF1 *turnon_3203054 = new TF1("turnon_320","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",315,595);
   turnon_3203054->SetFillColor(19);
   turnon_3203054->SetFillStyle(0);

   ci = TColor::GetColor("#33ff00");
   turnon_3203054->SetLineColor(ci);
   turnon_3203054->SetLineWidth(2);
   turnon_3203054->SetChisquare(0.002469561);
   turnon_3203054->SetNDF(26);
   turnon_3203054->GetXaxis()->SetLabelFont(42);
   turnon_3203054->GetXaxis()->SetLabelSize(0.035);
   turnon_3203054->GetXaxis()->SetTitleSize(0.035);
   turnon_3203054->GetXaxis()->SetTitleFont(42);
   turnon_3203054->GetYaxis()->SetLabelFont(42);
   turnon_3203054->GetYaxis()->SetLabelSize(0.035);
   turnon_3203054->GetYaxis()->SetTitleSize(0.035);
   turnon_3203054->GetYaxis()->SetTitleFont(42);
   turnon_3203054->SetParameter(0,314.5659);
   turnon_3203054->SetParError(0,0.7898534);
   turnon_3203054->SetParLimits(0,0,0);
   turnon_3203054->SetParameter(1,60.37023);
   turnon_3203054->SetParError(1,1.908764);
   turnon_3203054->SetParLimits(1,0,0);
   turnon_3203054->SetParameter(2,0.9898522);
   turnon_3203054->SetParError(2,0.002291897);
   turnon_3203054->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_3203054);
   grae->Draw("p");
   
   Double_t eff_graph_fx3055[133] = {
   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_fy3055[133] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   8.637816e-06,
   0,
   8.930804e-06,
   9.051494e-06,
   6.462453e-05,
   1.870417e-05,
   2.85418e-05,
   6.802986e-05,
   5.95368e-05,
   6.088342e-05,
   6.242717e-05,
   8.461042e-05,
   0.0001085823,
   0.0001878391,
   0.0002371783,
   0.0003024733,
   0.0002360718,
   0.0003744278,
   0.0006818069,
   0.0009359506,
   0.001394826,
   0.001605115,
   0.002079873,
   0.002816472,
   0.00382619,
   0.005156194,
   0.006137782,
   0.007503452,
   0.00985478,
   0.01234995,
   0.01484076,
   0.01863059,
   0.02185344,
   0.0256166,
   0.02919999,
   0.03342717,
   0.03903698,
   0.04531154,
   0.05114181,
   0.05753186,
   0.06804034,
   0.086577,
   0.1053229,
   0.125873,
   0.1528237,
   0.1892297,
   0.2402625,
   0.3014963,
   0.3842928,
   0.4754652,
   0.5706083,
   0.661429,
   0.7376508,
   0.7997036,
   0.8473811,
   0.8800912,
   0.9079234,
   0.9270845,
   0.941966,
   0.9513847,
   0.9607674,
   0.9674598,
   0.9705851,
   0.9764263,
   0.9796816,
   0.9816021,
   0.9850534,
   0.9869725,
   0.9884302,
   0.9908332,
   0.992899,
   0.994594,
   0.9956967,
   0.9970445,
   0.9976381,
   0.9982619,
   0.998912,
   0.9993921,
   0.9996484,
   0.9998115,
   0.9997519,
   0.999816,
   0.9999445,
   0.9999412,
   1,
   0.9999344,
   0.9999654,
   1,
   1,
   1,
   1,
   1,
   0.999953,
   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_felx3055[133] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fely3055[133] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   7.145602e-06,
   0,
   7.387975e-06,
   7.487815e-06,
   2.383203e-05,
   1.208115e-05,
   1.55334e-05,
   2.508782e-05,
   2.361534e-05,
   2.414947e-05,
   2.476179e-05,
   2.927877e-05,
   3.375408e-05,
   4.510308e-05,
   5.133754e-05,
   5.893017e-05,
   5.233867e-05,
   6.687603e-05,
   9.163104e-05,
   0.000108516,
   0.0001339328,
   0.0001450246,
   0.0001672716,
   0.0001972741,
   0.0002314625,
   0.0002713768,
   0.0003003334,
   0.0003343016,
   0.0003864622,
   0.000437877,
   0.0004826507,
   0.0005478082,
   0.000598581,
   0.0006519474,
   0.0007009009,
   0.0007568564,
   0.000823447,
   0.00089816,
   0.000955914,
   0.001015017,
   0.0007909417,
   0.00090471,
   0.001005291,
   0.001103199,
   0.001224523,
   0.001357992,
   0.001504832,
   0.001645657,
   0.00178558,
   0.001864036,
   0.001888273,
   0.001835257,
   0.001739227,
   0.001610495,
   0.001473958,
   0.001355234,
   0.001233883,
   0.001132078,
   0.001030025,
   0.0009646279,
   0.000888209,
   0.0008250194,
   0.0008006517,
   0.0007359707,
   0.0006979383,
   0.0006774298,
   0.0006192996,
   0.0005914522,
   0.0005700339,
   0.0005180424,
   0.0003286899,
   0.0002967525,
   0.0002758937,
   0.0002388844,
   0.000221884,
   0.0001993738,
   0.0001672704,
   0.0001350933,
   0.0001116702,
   9.29472e-05,
   0.000105853,
   9.908913e-05,
   7.315943e-05,
   7.758338e-05,
   5.722627e-05,
   8.648346e-05,
   7.959965e-05,
   6.677161e-05,
   7.0113e-05,
   7.326598e-05,
   7.780196e-05,
   8.230634e-05,
   0.0001080673,
   9.149788e-05,
   9.565279e-05,
   0.0001018663,
   0.0001076815,
   0.0001129051,
   0.0001189758,
   0.0001240504,
   5.441188e-05,
   6.177527e-05,
   7.06159e-05,
   7.959825e-05,
   9.03883e-05,
   0.0001035101,
   0.0001163295,
   0.0001334081,
   0.000151177,
   0.0001690729,
   0.0001972822,
   0.0002195634,
   0.0002479851,
   0.0002840241,
   0.0003277052,
   0.0003697632};
   Double_t eff_graph_fehx3055[133] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fehy3055[133] = {
   5.144686e-05,
   2.683513e-05,
   2.397572e-05,
   2.369827e-05,
   2.324583e-05,
   2.227601e-05,
   2.077576e-05,
   1.902807e-05,
   1.792884e-05,
   1.700007e-05,
   1.634895e-05,
   1.610384e-05,
   1.571026e-05,
   1.566748e-05,
   1.560559e-05,
   1.561618e-05,
   1.576704e-05,
   1.986261e-05,
   1.61257e-05,
   2.053632e-05,
   2.081384e-05,
   3.480579e-05,
   2.466896e-05,
   2.776264e-05,
   3.663975e-05,
   3.555807e-05,
   3.636229e-05,
   3.728424e-05,
   4.172238e-05,
   4.632795e-05,
   5.74907e-05,
   6.386116e-05,
   7.169979e-05,
   6.545896e-05,
   8.003207e-05,
   0.0001048475,
   0.000121876,
   0.0001474331,
   0.0001587342,
   0.0001812644,
   0.0002115557,
   0.0002458462,
   0.0002859678,
   0.0003153017,
   0.0003494154,
   0.0004017602,
   0.0004534765,
   0.0004983567,
   0.0005638338,
   0.0006148192,
   0.0006682962,
   0.0007174002,
   0.0007735711,
   0.000840268,
   0.0009152646,
   0.0009729527,
   0.001031954,
   0.0007995039,
   0.0009133002,
   0.001013783,
   0.001111496,
   0.00123258,
   0.001365471,
   0.001511277,
   0.001650758,
   0.001788692,
   0.001864717,
   0.001886228,
   0.001830434,
   0.001731862,
   0.001600895,
   0.001462443,
   0.001342213,
   0.001219306,
   0.001116241,
   0.001013302,
   0.0009469778,
   0.0008695409,
   0.000805531,
   0.0007803314,
   0.0007145321,
   0.0006755895,
   0.0006542099,
   0.0005954784,
   0.0005666099,
   0.0005441479,
   0.0004912534,
   0.0003145469,
   0.0002817586,
   0.0002597919,
   0.0002216596,
   0.0002035812,
   0.0001797813,
   0.0001461973,
   0.0001122074,
   8.696075e-05,
   6.522955e-05,
   7.71286e-05,
   6.785245e-05,
   3.582991e-05,
   3.799669e-05,
   0,
   4.235585e-05,
   2.863734e-05,
   0,
   0,
   0,
   0,
   0,
   3.887987e-05,
   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(133,eff_graph_fx3055,eff_graph_fy3055,eff_graph_felx3055,eff_graph_fehx3055,eff_graph_fely3055,eff_graph_fehy3055);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4-AK8 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_graph3055 = new TH1F("Graph_eff_graph3055","Efficiencies for AK4-AK8 HLT paths - Using GEN jets",133,0,800);
   Graph_eff_graph3055->SetMinimum(0);
   Graph_eff_graph3055->SetMaximum(1.1);
   Graph_eff_graph3055->SetDirectory(0);
   Graph_eff_graph3055->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3055->SetLineColor(ci);
   Graph_eff_graph3055->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3055->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3055->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3055->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3055->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3055->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3055->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3055->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3055->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3055->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3055->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3055->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3055->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3055->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3055->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3055->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3055->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3055->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3055);
   
   
   TF1 *turnon_4003056 = new TF1("turnon_400","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",395,730);
   turnon_4003056->SetFillColor(19);
   turnon_4003056->SetFillStyle(0);

   ci = TColor::GetColor("#00ffcc");
   turnon_4003056->SetLineColor(ci);
   turnon_4003056->SetLineWidth(2);
   turnon_4003056->SetChisquare(0.002924102);
   turnon_4003056->SetNDF(25);
   turnon_4003056->GetXaxis()->SetLabelFont(42);
   turnon_4003056->GetXaxis()->SetLabelSize(0.035);
   turnon_4003056->GetXaxis()->SetTitleSize(0.035);
   turnon_4003056->GetXaxis()->SetTitleFont(42);
   turnon_4003056->GetYaxis()->SetLabelFont(42);
   turnon_4003056->GetYaxis()->SetLabelSize(0.035);
   turnon_4003056->GetYaxis()->SetTitleSize(0.035);
   turnon_4003056->GetYaxis()->SetTitleFont(42);
   turnon_4003056->SetParameter(0,394.9718);
   turnon_4003056->SetParError(0,0.935648);
   turnon_4003056->SetParLimits(0,0,0);
   turnon_4003056->SetParameter(1,67.98856);
   turnon_4003056->SetParError(1,2.30841);
   turnon_4003056->SetParLimits(1,0,0);
   turnon_4003056->SetParameter(2,0.986006);
   turnon_4003056->SetParError(2,0.002727176);
   turnon_4003056->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_4003056);
   grae->Draw("p");
   
   Double_t eff_graph_fx3057[133] = {
   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_fy3057[133] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   2.769623e-05,
   1.870417e-05,
   0,
   2.915565e-05,
   2.97684e-05,
   3.044171e-05,
   3.121358e-05,
   6.345782e-05,
   8.686588e-05,
   9.944422e-05,
   0.000112942,
   0.0001047023,
   7.082153e-05,
   8.454821e-05,
   0.0002355333,
   0.0002023677,
   0.000232471,
   0.0002631337,
   0.000364653,
   0.000568844,
   0.0008862131,
   0.0009192101,
   0.001197977,
   0.001515697,
   0.001790387,
   0.002655396,
   0.003343949,
   0.004624846,
   0.005459173,
   0.00670182,
   0.008342853,
   0.00901188,
   0.01115342,
   0.01429715,
   0.01638944,
   0.01918993,
   0.02388504,
   0.03194083,
   0.03960576,
   0.04896779,
   0.06165839,
   0.07602732,
   0.08841629,
   0.1059813,
   0.1281601,
   0.1536557,
   0.1917079,
   0.2362438,
   0.3056987,
   0.3840502,
   0.4709266,
   0.5551546,
   0.6441811,
   0.7182316,
   0.7831221,
   0.8282789,
   0.867923,
   0.897666,
   0.913438,
   0.9313615,
   0.9447944,
   0.951223,
   0.9594686,
   0.9659338,
   0.9708554,
   0.9749442,
   0.9797637,
   0.9851853,
   0.9877207,
   0.9900648,
   0.9928967,
   0.9946549,
   0.9956283,
   0.9969605,
   0.9982421,
   0.9984448,
   0.9988338,
   0.9990537,
   0.9994175,
   0.9995588,
   0.9996581,
   0.9998361,
   0.9997577,
   0.9998912,
   0.9999619,
   0.9999204,
   1,
   0.9999553,
   0.999906,
   0.9999503,
   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_felx3057[133] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fely3057[133] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   1.507322e-05,
   1.208115e-05,
   0,
   1.586748e-05,
   1.620096e-05,
   1.65674e-05,
   1.698747e-05,
   2.51706e-05,
   3.005924e-05,
   3.252263e-05,
   3.51093e-05,
   3.424222e-05,
   2.809138e-05,
   3.117931e-05,
   5.355181e-05,
   5.005534e-05,
   5.427684e-05,
   5.8338e-05,
   6.973187e-05,
   8.845671e-05,
   0.0001113175,
   0.0001145599,
   0.0001327703,
   0.0001504749,
   0.0001651626,
   0.000203828,
   0.0002302362,
   0.0002746787,
   0.0003014635,
   0.000336468,
   0.000378428,
   0.0003976662,
   0.0004462241,
   0.0005123527,
   0.0005506469,
   0.0005976739,
   0.0004794041,
   0.0005654644,
   0.000638396,
   0.0007173367,
   0.0008180972,
   0.0009182613,
   0.0009990525,
   0.001102581,
   0.001225194,
   0.001343391,
   0.001497864,
   0.001642015,
   0.001814195,
   0.001947745,
   0.002034181,
   0.002059637,
   0.002027778,
   0.001942365,
   0.001798977,
   0.001675174,
   0.001532593,
   0.001393568,
   0.001317281,
   0.001210844,
   0.001114826,
   0.001070816,
   0.000990728,
   0.0009305204,
   0.0008811463,
   0.0008318097,
   0.0005413484,
   0.0004790019,
   0.0004529922,
   0.0004220277,
   0.0003703691,
   0.000334167,
   0.0003135632,
   0.0002735067,
   0.0002191196,
   0.0002157679,
   0.000195988,
   0.0001853525,
   0.0001567951,
   0.000145811,
   0.000137254,
   0.0001108891,
   0.0001304939,
   0.0001058312,
   8.757216e-05,
   0.0001049714,
   7.780196e-05,
   0.0001028013,
   0.0001239635,
   0.0001142812,
   9.565279e-05,
   0.0001018663,
   0.0001076815,
   0.0001129051,
   0.0001189758,
   0.0001240504,
   5.441188e-05,
   6.177527e-05,
   7.06159e-05,
   7.959825e-05,
   9.03883e-05,
   0.0001035101,
   0.0001163295,
   0.0001334081,
   0.000151177,
   0.0001690729,
   0.0001972822,
   0.0002195634,
   0.0002479851,
   0.0002840241,
   0.0003277052,
   0.0003697632};
   Double_t eff_graph_fehx3057[133] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fehy3057[133] = {
   5.144686e-05,
   2.683513e-05,
   2.397572e-05,
   2.369827e-05,
   2.324583e-05,
   2.227601e-05,
   2.077576e-05,
   1.902807e-05,
   1.792884e-05,
   1.700007e-05,
   1.634895e-05,
   1.610384e-05,
   1.571026e-05,
   1.566748e-05,
   1.560559e-05,
   1.561618e-05,
   1.576704e-05,
   1.590228e-05,
   1.61257e-05,
   1.644167e-05,
   1.666386e-05,
   2.694018e-05,
   2.466896e-05,
   1.75152e-05,
   2.835972e-05,
   2.895573e-05,
   2.961063e-05,
   3.036141e-05,
   3.789976e-05,
   4.28345e-05,
   4.541183e-05,
   4.818791e-05,
   4.781278e-05,
   4.229744e-05,
   4.553568e-05,
   6.736715e-05,
   6.428195e-05,
   6.871077e-05,
   7.296153e-05,
   8.452977e-05,
   0.0001034003,
   0.0001262464,
   0.0001297946,
   0.0001483466,
   0.0001661827,
   0.000181117,
   0.0002200598,
   0.0002466007,
   0.0002914126,
   0.000318487,
   0.0003536742,
   0.0003958376,
   0.0004154394,
   0.0004642262,
   0.0005307652,
   0.0005691364,
   0.0006161979,
   0.0004888794,
   0.000575223,
   0.0006483323,
   0.0007273665,
   0.0008282932,
   0.0009284863,
   0.001009288,
   0.001112727,
   0.001235212,
   0.001353023,
   0.001506802,
   0.0016499,
   0.001820215,
   0.001951456,
   0.002035143,
   0.002057751,
   0.002022641,
   0.001934301,
   0.001788307,
   0.001662394,
   0.001517759,
   0.001377076,
   0.001299524,
   0.001191552,
   0.001094235,
   0.001049207,
   0.0009683356,
   0.0009069438,
   0.0008564033,
   0.0008061548,
   0.0005277037,
   0.0004644411,
   0.0004373392,
   0.0004053244,
   0.0003525587,
   0.000315129,
   0.0002932928,
   0.0002518042,
   0.0001959951,
   0.0001908281,
   0.0001694233,
   0.0001569244,
   0.0001260608,
   0.0001126218,
   0.0001015016,
   7.08101e-05,
   8.936025e-05,
   5.921762e-05,
   3.150576e-05,
   5.141125e-05,
   0,
   3.698515e-05,
   6.07139e-05,
   4.111565e-05,
   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(133,eff_graph_fx3057,eff_graph_fy3057,eff_graph_felx3057,eff_graph_fehx3057,eff_graph_fely3057,eff_graph_fehy3057);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4-AK8 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_graph3057 = new TH1F("Graph_eff_graph3057","Efficiencies for AK4-AK8 HLT paths - Using GEN jets",133,0,800);
   Graph_eff_graph3057->SetMinimum(0);
   Graph_eff_graph3057->SetMaximum(1.1);
   Graph_eff_graph3057->SetDirectory(0);
   Graph_eff_graph3057->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3057->SetLineColor(ci);
   Graph_eff_graph3057->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3057->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3057->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3057->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3057->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3057->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3057->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3057->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3057->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3057->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3057->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3057->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3057->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3057->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3057->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3057->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3057->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3057->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3057);
   
   
   TF1 *turnon_4503058 = new TF1("turnon_450","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",445,810);
   turnon_4503058->SetFillColor(19);
   turnon_4503058->SetFillStyle(0);

   ci = TColor::GetColor("#0033ff");
   turnon_4503058->SetLineColor(ci);
   turnon_4503058->SetLineWidth(2);
   turnon_4503058->SetChisquare(0.003365223);
   turnon_4503058->SetNDF(24);
   turnon_4503058->GetXaxis()->SetLabelFont(42);
   turnon_4503058->GetXaxis()->SetLabelSize(0.035);
   turnon_4503058->GetXaxis()->SetTitleSize(0.035);
   turnon_4503058->GetXaxis()->SetTitleFont(42);
   turnon_4503058->GetYaxis()->SetLabelFont(42);
   turnon_4503058->GetYaxis()->SetLabelSize(0.035);
   turnon_4503058->GetYaxis()->SetTitleSize(0.035);
   turnon_4503058->GetYaxis()->SetTitleFont(42);
   turnon_4503058->SetParameter(0,445.725);
   turnon_4503058->SetParError(0,1.046299);
   turnon_4503058->SetParLimits(0,0,0);
   turnon_4503058->SetParameter(1,72.44538);
   turnon_4503058->SetParError(1,2.640223);
   turnon_4503058->SetParLimits(1,0,0);
   turnon_4503058->SetParameter(2,0.9852689);
   turnon_4503058->SetParError(2,0.003165802);
   turnon_4503058->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_4503058);
   grae->Draw("p");
   
   Double_t eff_graph_fx3059[133] = {
   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_fy3059[133] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   9.232076e-06,
   0,
   0,
   0,
   2.97684e-05,
   2.029447e-05,
   2.080906e-05,
   2.115261e-05,
   5.429117e-05,
   4.419743e-05,
   6.776522e-05,
   8.143512e-05,
   5.901794e-05,
   4.831326e-05,
   0.0001239649,
   0.0001138318,
   0.0001162355,
   0.0001184101,
   0.0001755737,
   0.0002497364,
   0.0001969362,
   0.0002010772,
   0.0002218475,
   0.0003001381,
   0.0002142343,
   0.000549934,
   0.000589172,
   0.00100041,
   0.001121977,
   0.001547882,
   0.001921279,
   0.002266249,
   0.002779332,
   0.003983841,
   0.00456724,
   0.005309466,
   0.007150737,
   0.009875625,
   0.01334461,
   0.01737816,
   0.02292413,
   0.02941176,
   0.03619445,
   0.04426127,
   0.05257164,
   0.06419036,
   0.07433748,
   0.08524536,
   0.1051495,
   0.1263009,
   0.1519761,
   0.1914115,
   0.2414105,
   0.3051602,
   0.3814951,
   0.4619419,
   0.5463922,
   0.6326308,
   0.6964792,
   0.7666556,
   0.8140419,
   0.8546871,
   0.8812217,
   0.9025182,
   0.9220914,
   0.9363375,
   0.9500968,
   0.9631331,
   0.970082,
   0.9780757,
   0.9829555,
   0.9867868,
   0.9895751,
   0.9916151,
   0.994089,
   0.9956644,
   0.9963526,
   0.9968983,
   0.9977811,
   0.998294,
   0.9986323,
   0.9994098,
   0.9991692,
   0.9994922,
   0.9997334,
   0.999801,
   0.9997887,
   0.9999106,
   0.999906,
   0.9999006,
   0.999948,
   0.9999447,
   0.9999415,
   1,
   0.9999354,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1};
   Double_t eff_graph_felx3059[133] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fely3059[133] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   7.637201e-06,
   0,
   0,
   0,
   1.620096e-05,
   1.310834e-05,
   1.344071e-05,
   1.366261e-05,
   2.345024e-05,
   2.11521e-05,
   2.687911e-05,
   3.003129e-05,
   2.549188e-05,
   2.312185e-05,
   3.853578e-05,
   3.72279e-05,
   3.801399e-05,
   3.872516e-05,
   4.80599e-05,
   5.830763e-05,
   5.199545e-05,
   5.30887e-05,
   5.663245e-05,
   6.654131e-05,
   5.656227e-05,
   9.249193e-05,
   9.639963e-05,
   0.0001276887,
   0.0001366693,
   0.000161863,
   0.0001819414,
   0.0001998596,
   0.0002234586,
   0.000271646,
   0.0002922007,
   0.0003163666,
   0.0002644465,
   0.0003178644,
   0.0003754568,
   0.0004342103,
   0.0005088194,
   0.0005851165,
   0.0006569699,
   0.0007363623,
   0.000817548,
   0.0009124497,
   0.0009973654,
   0.001078398,
   0.001206391,
   0.00132811,
   0.001459907,
   0.001626275,
   0.001806562,
   0.00198025,
   0.002110208,
   0.002202149,
   0.00223884,
   0.002200124,
   0.002136786,
   0.002007869,
   0.001880826,
   0.001735152,
   0.001608494,
   0.001504399,
   0.001387589,
   0.001283528,
   0.0008290993,
   0.00073851,
   0.0006917767,
   0.0006148559,
   0.0005609247,
   0.000512306,
   0.0004715949,
   0.0004386073,
   0.0003816178,
   0.0003429649,
   0.0003256761,
   0.0003120906,
   0.0002765049,
   0.0002544583,
   0.0002386489,
   0.0001743983,
   0.000206454,
   0.000175138,
   0.000143562,
   0.0001345926,
   0.0001429242,
   0.0001179231,
   0.0001239635,
   0.0001310912,
   0.0001194705,
   0.0001272309,
   0.0001344937,
   0.0001129051,
   0.0001485996,
   0.0001240504,
   5.441188e-05,
   6.177527e-05,
   7.06159e-05,
   7.959825e-05,
   9.03883e-05,
   0.0001035101,
   0.0001163295,
   0.0001334081,
   0.000151177,
   0.0001690729,
   0.0001972822,
   0.0002195634,
   0.0002479851,
   0.0002840241,
   0.0003277052,
   0.0003697632};
   Double_t eff_graph_fehx3059[133] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fehy3059[133] = {
   5.144686e-05,
   2.683513e-05,
   2.397572e-05,
   2.369827e-05,
   2.324583e-05,
   2.227601e-05,
   2.077576e-05,
   1.902807e-05,
   1.792884e-05,
   1.700007e-05,
   1.634895e-05,
   1.610384e-05,
   1.571026e-05,
   1.566748e-05,
   1.560559e-05,
   1.561618e-05,
   1.576704e-05,
   1.590228e-05,
   1.61257e-05,
   1.644167e-05,
   1.666386e-05,
   2.122908e-05,
   1.721725e-05,
   1.75152e-05,
   1.78919e-05,
   2.895573e-05,
   2.676636e-05,
   2.744502e-05,
   2.789812e-05,
   3.672601e-05,
   3.494501e-05,
   4.047218e-05,
   4.385915e-05,
   3.992334e-05,
   3.819908e-05,
   5.289052e-05,
   5.198148e-05,
   5.307903e-05,
   5.407199e-05,
   6.343627e-05,
   7.381301e-05,
   6.793936e-05,
   6.936772e-05,
   7.332811e-05,
   8.322012e-05,
   7.390602e-05,
   0.0001095172,
   0.0001136154,
   0.0001451067,
   0.000154401,
   0.0001797113,
   0.0002000042,
   0.0002182655,
   0.0002421312,
   0.0002907471,
   0.0003114236,
   0.0003356902,
   0.000274336,
   0.0003281551,
   0.0003860211,
   0.000444996,
   0.0005199637,
   0.0005965076,
   0.0006685404,
   0.0007481303,
   0.0008296351,
   0.0009245992,
   0.001009735,
   0.001090826,
   0.001218652,
   0.001340093,
   0.001471444,
   0.001636835,
   0.00181578,
   0.001987449,
   0.00211467,
   0.002203628,
   0.002236973,
   0.002194639,
   0.002128374,
   0.001995987,
   0.00186635,
   0.00171824,
   0.001590004,
   0.001484139,
   0.001365531,
   0.001260096,
   0.0008163578,
   0.0007246892,
   0.0006767844,
   0.0005986674,
   0.0005436233,
   0.0004937662,
   0.0004518015,
   0.0004174789,
   0.0003592389,
   0.000318742,
   0.0003000259,
   0.0002847621,
   0.0002473435,
   0.0002232149,
   0.0002053055,
   0.0001377803,
   0.0001683571,
   0.0001340538,
   9.831045e-05,
   8.594841e-05,
   9.126961e-05,
   5.775517e-05,
   6.07139e-05,
   6.420524e-05,
   4.29828e-05,
   4.577507e-05,
   4.838834e-05,
   0,
   5.346392e-05,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0};
   grae = new TGraphAsymmErrors(133,eff_graph_fx3059,eff_graph_fy3059,eff_graph_felx3059,eff_graph_fehx3059,eff_graph_fely3059,eff_graph_fehy3059);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4-AK8 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_graph3059 = new TH1F("Graph_eff_graph3059","Efficiencies for AK4-AK8 HLT paths - Using GEN jets",133,0,800);
   Graph_eff_graph3059->SetMinimum(0);
   Graph_eff_graph3059->SetMaximum(1.1);
   Graph_eff_graph3059->SetDirectory(0);
   Graph_eff_graph3059->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3059->SetLineColor(ci);
   Graph_eff_graph3059->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3059->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3059->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3059->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3059->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3059->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3059->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3059->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3059->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3059->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3059->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3059->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3059->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3059->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3059->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3059->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3059->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3059->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3059);
   
   
   TF1 *turnon_5003060 = new TF1("turnon_500","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",495,890);
   turnon_5003060->SetFillColor(19);
   turnon_5003060->SetFillStyle(0);

   ci = TColor::GetColor("#cc00ff");
   turnon_5003060->SetLineColor(ci);
   turnon_5003060->SetLineWidth(2);
   turnon_5003060->SetChisquare(0.003227155);
   turnon_5003060->SetNDF(23);
   turnon_5003060->GetXaxis()->SetLabelFont(42);
   turnon_5003060->GetXaxis()->SetLabelSize(0.035);
   turnon_5003060->GetXaxis()->SetTitleSize(0.035);
   turnon_5003060->GetXaxis()->SetTitleFont(42);
   turnon_5003060->GetYaxis()->SetLabelFont(42);
   turnon_5003060->GetYaxis()->SetLabelSize(0.035);
   turnon_5003060->GetYaxis()->SetTitleSize(0.035);
   turnon_5003060->GetYaxis()->SetTitleFont(42);
   turnon_5003060->SetParameter(0,496.7037);
   turnon_5003060->SetParError(0,1.063108);
   turnon_5003060->SetParLimits(0,0,0);
   turnon_5003060->SetParameter(1,76.89021);
   turnon_5003060->SetParError(1,2.658364);
   turnon_5003060->SetParLimits(1,0,0);
   turnon_5003060->SetParameter(2,0.9870689);
   turnon_5003060->SetParError(2,0.003201344);
   turnon_5003060->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_5003060);
   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(0.15,0.9341608,0.85,0.995,"blNDC");
   pt->SetName("title");
   pt->SetBorderSize(0);
   pt->SetFillColor(0);
   pt->SetFillStyle(0);
   pt->SetTextFont(42);
   TText *AText = pt->AddText("Efficiencies for AK4-AK8 HLT paths - Using GEN jets");
   pt->Draw();
   GENeffcanvasAK4-AK8->Modified();
   GENeffcanvasAK4-AK8->cd();
   GENeffcanvasAK4-AK8->SetSelected(GENeffcanvasAK4-AK8);
}