void RECOeffcanvasAK4()
{
//=========Macro generated from canvas: RECOeffcanvasAK4/
//=========  (Tue Apr 19 12:12:58 2016) by ROOT version6.06/01
   TCanvas *RECOeffcanvasAK4 = new TCanvas("RECOeffcanvasAK4", "",3,54,600,600);
   RECOeffcanvasAK4->Range(-187.013,-0.2142857,851.9481,1.214286);
   RECOeffcanvasAK4->SetFillColor(0);
   RECOeffcanvasAK4->SetBorderMode(0);
   RECOeffcanvasAK4->SetBorderSize(10);
   RECOeffcanvasAK4->SetGridx();
   RECOeffcanvasAK4->SetGridy();
   RECOeffcanvasAK4->SetLeftMargin(0.18);
   RECOeffcanvasAK4->SetRightMargin(0.05);
   RECOeffcanvasAK4->SetTopMargin(0.08);
   RECOeffcanvasAK4->SetBottomMargin(0.15);
   RECOeffcanvasAK4->SetFrameFillStyle(0);
   RECOeffcanvasAK4->SetFrameLineStyle(0);
   RECOeffcanvasAK4->SetFrameBorderMode(0);
   RECOeffcanvasAK4->SetFrameBorderSize(10);
   RECOeffcanvasAK4->SetFrameFillStyle(0);
   RECOeffcanvasAK4->SetFrameLineStyle(0);
   RECOeffcanvasAK4->SetFrameBorderMode(0);
   RECOeffcanvasAK4->SetFrameBorderSize(10);
   
   Double_t eff_graph_fx3021[135] = {
   7.5,
   12.5,
   17.5,
   22.5,
   27.5,
   32.5,
   37.5,
   42.5,
   47.5,
   52.5,
   57.5,
   62.5,
   67.5,
   72.5,
   77.5,
   82.5,
   87.5,
   92.5,
   97.5,
   102.5,
   107.5,
   112.5,
   117.5,
   122.5,
   127.5,
   132.5,
   137.5,
   142.5,
   147.5,
   152.5,
   157.5,
   162.5,
   167.5,
   172.5,
   177.5,
   182.5,
   187.5,
   192.5,
   197.5,
   202.5,
   207.5,
   212.5,
   217.5,
   222.5,
   227.5,
   232.5,
   237.5,
   242.5,
   247.5,
   252.5,
   257.5,
   262.5,
   267.5,
   272.5,
   277.5,
   282.5,
   287.5,
   292.5,
   297.5,
   305,
   315,
   325,
   335,
   345,
   355,
   365,
   375,
   385,
   395,
   405,
   415,
   425,
   435,
   445,
   455,
   465,
   475,
   485,
   495,
   505,
   515,
   525,
   535,
   545,
   555,
   565,
   575,
   585,
   595,
   610,
   630,
   650,
   670,
   690,
   710,
   730,
   750,
   770,
   790,
   810,
   830,
   850,
   870,
   890,
   910,
   930,
   950,
   970,
   990,
   1010,
   1030,
   1050,
   1070,
   1090,
   1110,
   1130,
   1150,
   1170,
   1190,
   1225,
   1275,
   1325,
   1375,
   1425,
   1475,
   1525,
   1575,
   1625,
   1675,
   1725,
   1775,
   1825,
   1875,
   1925,
   1975};
   Double_t eff_graph_fy3021[135] = {
   0,
   7.219348e-05,
   0.0008578404,
   0.006909197,
   0.05932801,
   0.2277925,
   0.5007653,
   0.7811308,
   0.9244482,
   0.9752995,
   0.9915145,
   0.9969221,
   0.9987602,
   0.9995523,
   0.9997545,
   0.9998991,
   0.9999609,
   0.9999602,
   0.9999919,
   0.9999918,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   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_felx3021[135] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fely3021[135] = {
   0,
   3.928996e-05,
   9.688994e-05,
   0.0002546675,
   0.000745283,
   0.001326456,
   0.00155128,
   0.001251434,
   0.000781829,
   0.0004516805,
   0.0002662467,
   0.0001620974,
   0.0001055409,
   6.68324e-05,
   5.152118e-05,
   3.644557e-05,
   2.647538e-05,
   2.692147e-05,
   1.854672e-05,
   1.89549e-05,
   1.538609e-05,
   1.57688e-05,
   1.607445e-05,
   1.657504e-05,
   1.685687e-05,
   1.736306e-05,
   1.773728e-05,
   1.817074e-05,
   1.874941e-05,
   1.921195e-05,
   1.952988e-05,
   2.008316e-05,
   2.052194e-05,
   2.117092e-05,
   2.166853e-05,
   2.205928e-05,
   2.262394e-05,
   2.330764e-05,
   2.362892e-05,
   2.45094e-05,
   2.497048e-05,
   2.547143e-05,
   2.617656e-05,
   2.694746e-05,
   2.744724e-05,
   2.826821e-05,
   2.868443e-05,
   2.950595e-05,
   3.002763e-05,
   3.086843e-05,
   3.148395e-05,
   3.215201e-05,
   3.270664e-05,
   3.354636e-05,
   3.420135e-05,
   3.50211e-05,
   3.575013e-05,
   3.652464e-05,
   3.723002e-05,
   1.930077e-05,
   2.007571e-05,
   2.099827e-05,
   2.192634e-05,
   2.261338e-05,
   2.370528e-05,
   2.473729e-05,
   2.549576e-05,
   2.673109e-05,
   2.772835e-05,
   2.873771e-05,
   2.976595e-05,
   3.107896e-05,
   3.191623e-05,
   3.320032e-05,
   3.474483e-05,
   3.571753e-05,
   3.71789e-05,
   3.842593e-05,
   3.994586e-05,
   4.109522e-05,
   4.230783e-05,
   4.408902e-05,
   4.569435e-05,
   4.708264e-05,
   4.902212e-05,
   5.081074e-05,
   5.223361e-05,
   5.389736e-05,
   5.520318e-05,
   2.926022e-05,
   3.096604e-05,
   3.316026e-05,
   3.52046e-05,
   3.747785e-05,
   3.966956e-05,
   4.214222e-05,
   4.529859e-05,
   4.736975e-05,
   5.103894e-05,
   5.432999e-05,
   5.719071e-05,
   6.0415e-05,
   6.38957e-05,
   6.784445e-05,
   7.113982e-05,
   7.629938e-05,
   7.840834e-05,
   8.396936e-05,
   9.012281e-05,
   9.458637e-05,
   0.0001001866,
   0.000106498,
   0.0001106123,
   0.0001169205,
   0.0001257793,
   0.0001312024,
   0.0001393666,
   0.0001457436,
   0.0001514257,
   6.799982e-05,
   7.654683e-05,
   8.823949e-05,
   9.950435e-05,
   0.0001151868,
   0.0001314366,
   0.0001496289,
   0.0001698059,
   0.0001925771,
   0.0002188587,
   0.0002466892,
   0.0002878881,
   0.0003253309,
   0.0003741214,
   0.0004322742,
   0.0004892534};
   Double_t eff_graph_fehx3021[135] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fehy3021[135] = {
   0.0002612149,
   7.021966e-05,
   0.0001084922,
   0.0002641617,
   0.0007541,
   0.001331904,
   0.001551265,
   0.001246323,
   0.0007745097,
   0.0004438417,
   0.0002583312,
   0.0001541983,
   9.755603e-05,
   5.86119e-05,
   4.317246e-05,
   2.761063e-05,
   1.690484e-05,
   1.718969e-05,
   6.672202e-06,
   6.819051e-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,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0};
   TGraphAsymmErrors *grae = new TGraphAsymmErrors(135,eff_graph_fx3021,eff_graph_fy3021,eff_graph_felx3021,eff_graph_fehx3021,eff_graph_fely3021,eff_graph_fehy3021);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4 HLT paths - Using RECO 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_graph3021 = new TH1F("Graph_eff_graph3021","Efficiencies for AK4 HLT paths - Using RECO jets",135,0,800);
   Graph_eff_graph3021->SetMinimum(0);
   Graph_eff_graph3021->SetMaximum(1.1);
   Graph_eff_graph3021->SetDirectory(0);
   Graph_eff_graph3021->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3021->SetLineColor(ci);
   Graph_eff_graph3021->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3021->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3021->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3021->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3021->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3021->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3021->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3021->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3021->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3021->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3021->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3021->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3021->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3021->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3021->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3021->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3021->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3021->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3021);
   
   
   TF1 *turnon_403022 = new TF1("turnon_40","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",32.5,67.5);
   turnon_403022->SetFillColor(19);
   turnon_403022->SetFillStyle(0);

   ci = TColor::GetColor("#ff0000");
   turnon_403022->SetLineColor(ci);
   turnon_403022->SetLineWidth(2);
   turnon_403022->SetChisquare(0.0001737113);
   turnon_403022->SetNDF(5);
   turnon_403022->GetXaxis()->SetLabelFont(42);
   turnon_403022->GetXaxis()->SetLabelSize(0.035);
   turnon_403022->GetXaxis()->SetTitleSize(0.035);
   turnon_403022->GetXaxis()->SetTitleFont(42);
   turnon_403022->GetYaxis()->SetLabelFont(42);
   turnon_403022->GetYaxis()->SetLabelSize(0.035);
   turnon_403022->GetYaxis()->SetTitleSize(0.035);
   turnon_403022->GetYaxis()->SetTitleFont(42);
   turnon_403022->SetParameter(0,37.39366);
   turnon_403022->SetParError(0,0.07438913);
   turnon_403022->SetParLimits(0,0,0);
   turnon_403022->SetParameter(1,9.360073);
   turnon_403022->SetParError(1,0.16588);
   turnon_403022->SetParLimits(1,0,0);
   turnon_403022->SetParameter(2,0.9933359);
   turnon_403022->SetParError(2,0.00305148);
   turnon_403022->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_403022);
   grae->Draw("ap");
   
   Double_t eff_graph_fx3023[135] = {
   7.5,
   12.5,
   17.5,
   22.5,
   27.5,
   32.5,
   37.5,
   42.5,
   47.5,
   52.5,
   57.5,
   62.5,
   67.5,
   72.5,
   77.5,
   82.5,
   87.5,
   92.5,
   97.5,
   102.5,
   107.5,
   112.5,
   117.5,
   122.5,
   127.5,
   132.5,
   137.5,
   142.5,
   147.5,
   152.5,
   157.5,
   162.5,
   167.5,
   172.5,
   177.5,
   182.5,
   187.5,
   192.5,
   197.5,
   202.5,
   207.5,
   212.5,
   217.5,
   222.5,
   227.5,
   232.5,
   237.5,
   242.5,
   247.5,
   252.5,
   257.5,
   262.5,
   267.5,
   272.5,
   277.5,
   282.5,
   287.5,
   292.5,
   297.5,
   305,
   315,
   325,
   335,
   345,
   355,
   365,
   375,
   385,
   395,
   405,
   415,
   425,
   435,
   445,
   455,
   465,
   475,
   485,
   495,
   505,
   515,
   525,
   535,
   545,
   555,
   565,
   575,
   585,
   595,
   610,
   630,
   650,
   670,
   690,
   710,
   730,
   750,
   770,
   790,
   810,
   830,
   850,
   870,
   890,
   910,
   930,
   950,
   970,
   990,
   1010,
   1030,
   1050,
   1070,
   1090,
   1110,
   1130,
   1150,
   1170,
   1190,
   1225,
   1275,
   1325,
   1375,
   1425,
   1475,
   1525,
   1575,
   1625,
   1675,
   1725,
   1775,
   1825,
   1875,
   1925,
   1975};
   Double_t eff_graph_fy3023[135] = {
   0,
   0,
   7.698568e-05,
   0.0002740995,
   0.001460841,
   0.003638539,
   0.008112504,
   0.02961608,
   0.09114061,
   0.2285229,
   0.4703564,
   0.7247135,
   0.8846151,
   0.9558122,
   0.9825213,
   0.9926135,
   0.9970177,
   0.9983922,
   0.999258,
   0.9995219,
   0.9996573,
   0.9997773,
   0.999904,
   0.999901,
   0.9998993,
   0.9999811,
   0.9999711,
   0.9999803,
   1,
   0.9999791,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   0.9999872,
   1,
   1,
   1,
   1,
   1,
   1,
   0.9999846,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   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_felx3023[135] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fely3023[135] = {
   0,
   0,
   2.839047e-05,
   5.059919e-05,
   0.0001202769,
   0.0001900513,
   0.0002774739,
   0.0005104223,
   0.0008435446,
   0.001202075,
   0.00140929,
   0.001249307,
   0.0008933932,
   0.0005784111,
   0.0003705864,
   0.0002462949,
   0.0001604948,
   0.0001211653,
   8.567271e-05,
   7.13618e-05,
   6.229358e-05,
   5.279208e-05,
   3.855953e-05,
   3.976028e-05,
   4.043629e-05,
   2.487788e-05,
   2.811464e-05,
   2.603511e-05,
   1.874941e-05,
   2.752693e-05,
   1.952988e-05,
   2.008316e-05,
   2.052194e-05,
   2.117092e-05,
   2.166853e-05,
   2.205928e-05,
   2.262394e-05,
   2.330764e-05,
   2.95134e-05,
   2.45094e-05,
   2.497048e-05,
   2.547143e-05,
   2.617656e-05,
   2.694746e-05,
   2.744724e-05,
   3.530799e-05,
   2.868443e-05,
   2.950595e-05,
   3.002763e-05,
   3.086843e-05,
   3.148395e-05,
   3.215201e-05,
   3.270664e-05,
   3.354636e-05,
   3.420135e-05,
   3.50211e-05,
   3.575013e-05,
   3.652464e-05,
   3.723002e-05,
   1.930077e-05,
   2.007571e-05,
   2.099827e-05,
   2.192634e-05,
   2.261338e-05,
   2.370528e-05,
   2.473729e-05,
   2.549576e-05,
   2.673109e-05,
   2.772835e-05,
   2.873771e-05,
   2.976595e-05,
   3.107896e-05,
   3.191623e-05,
   3.320032e-05,
   3.474483e-05,
   3.571753e-05,
   3.71789e-05,
   3.842593e-05,
   3.994586e-05,
   4.109522e-05,
   4.230783e-05,
   4.408902e-05,
   4.569435e-05,
   4.708264e-05,
   4.902212e-05,
   5.081074e-05,
   5.223361e-05,
   5.389736e-05,
   5.520318e-05,
   2.926022e-05,
   3.096604e-05,
   3.316026e-05,
   3.52046e-05,
   3.747785e-05,
   3.966956e-05,
   4.214222e-05,
   4.529859e-05,
   4.736975e-05,
   5.103894e-05,
   5.432999e-05,
   5.719071e-05,
   6.0415e-05,
   6.38957e-05,
   6.784445e-05,
   7.113982e-05,
   7.629938e-05,
   7.840834e-05,
   8.396936e-05,
   9.012281e-05,
   9.458637e-05,
   0.0001001866,
   0.000106498,
   0.0001106123,
   0.0001169205,
   0.0001257793,
   0.0001312024,
   0.0001393666,
   0.0001457436,
   0.0001514257,
   6.799982e-05,
   7.654683e-05,
   8.823949e-05,
   9.950435e-05,
   0.0001151868,
   0.0001314366,
   0.0001496289,
   0.0001698059,
   0.0001925771,
   0.0002188587,
   0.0002466892,
   0.0002878881,
   0.0003253309,
   0.0003741214,
   0.0004322742,
   0.0004892534};
   Double_t eff_graph_fehx3023[135] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fehy3023[135] = {
   0.0002612149,
   4.430227e-05,
   4.146292e-05,
   6.092513e-05,
   0.0001305952,
   0.0002002071,
   0.0002870476,
   0.0005190184,
   0.0008505919,
   0.001206527,
   0.001409761,
   0.001245812,
   0.0008874441,
   0.000571326,
   0.0003631035,
   0.0002385262,
   0.0001525142,
   0.0001129518,
   7.719827e-05,
   6.258454e-05,
   5.328798e-05,
   4.338887e-05,
   2.851221e-05,
   2.940012e-05,
   2.990001e-05,
   1.218347e-05,
   1.573035e-05,
   1.275022e-05,
   0,
   1.348082e-05,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   1.061757e-05,
   0,
   0,
   0,
   0,
   0,
   0,
   1.270225e-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(135,eff_graph_fx3023,eff_graph_fy3023,eff_graph_felx3023,eff_graph_fehx3023,eff_graph_fely3023,eff_graph_fehy3023);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4 HLT paths - Using RECO 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_graph3023 = new TH1F("Graph_eff_graph3023","Efficiencies for AK4 HLT paths - Using RECO jets",135,0,800);
   Graph_eff_graph3023->SetMinimum(0);
   Graph_eff_graph3023->SetMaximum(1.1);
   Graph_eff_graph3023->SetDirectory(0);
   Graph_eff_graph3023->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3023->SetLineColor(ci);
   Graph_eff_graph3023->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3023->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3023->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3023->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3023->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3023->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3023->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3023->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3023->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3023->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3023->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3023->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3023->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3023->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3023->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3023->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3023->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3023->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3023);
   
   
   TF1 *turnon_603024 = new TF1("turnon_60","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",57.5,92.5);
   turnon_603024->SetFillColor(19);
   turnon_603024->SetFillStyle(0);

   ci = TColor::GetColor("#00ff00");
   turnon_603024->SetLineColor(ci);
   turnon_603024->SetLineWidth(2);
   turnon_603024->SetChisquare(0.0001952026);
   turnon_603024->SetNDF(5);
   turnon_603024->GetXaxis()->SetLabelFont(42);
   turnon_603024->GetXaxis()->SetLabelSize(0.035);
   turnon_603024->GetXaxis()->SetTitleSize(0.035);
   turnon_603024->GetXaxis()->SetTitleFont(42);
   turnon_603024->GetYaxis()->SetLabelFont(42);
   turnon_603024->GetYaxis()->SetLabelSize(0.035);
   turnon_603024->GetYaxis()->SetTitleSize(0.035);
   turnon_603024->GetYaxis()->SetTitleFont(42);
   turnon_603024->SetParameter(0,57.93547);
   turnon_603024->SetParError(0,0.1100848);
   turnon_603024->SetParLimits(0,0,0);
   turnon_603024->SetParameter(1,10.91557);
   turnon_603024->SetParError(1,0.2970589);
   turnon_603024->SetParLimits(1,0,0);
   turnon_603024->SetParameter(2,0.9928428);
   turnon_603024->SetParError(2,0.00317294);
   turnon_603024->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_603024);
   grae->Draw("p");
   
   Double_t eff_graph_fx3025[135] = {
   7.5,
   12.5,
   17.5,
   22.5,
   27.5,
   32.5,
   37.5,
   42.5,
   47.5,
   52.5,
   57.5,
   62.5,
   67.5,
   72.5,
   77.5,
   82.5,
   87.5,
   92.5,
   97.5,
   102.5,
   107.5,
   112.5,
   117.5,
   122.5,
   127.5,
   132.5,
   137.5,
   142.5,
   147.5,
   152.5,
   157.5,
   162.5,
   167.5,
   172.5,
   177.5,
   182.5,
   187.5,
   192.5,
   197.5,
   202.5,
   207.5,
   212.5,
   217.5,
   222.5,
   227.5,
   232.5,
   237.5,
   242.5,
   247.5,
   252.5,
   257.5,
   262.5,
   267.5,
   272.5,
   277.5,
   282.5,
   287.5,
   292.5,
   297.5,
   305,
   315,
   325,
   335,
   345,
   355,
   365,
   375,
   385,
   395,
   405,
   415,
   425,
   435,
   445,
   455,
   465,
   475,
   485,
   495,
   505,
   515,
   525,
   535,
   545,
   555,
   565,
   575,
   585,
   595,
   610,
   630,
   650,
   670,
   690,
   710,
   730,
   750,
   770,
   790,
   810,
   830,
   850,
   870,
   890,
   910,
   930,
   950,
   970,
   990,
   1010,
   1030,
   1050,
   1070,
   1090,
   1110,
   1130,
   1150,
   1170,
   1190,
   1225,
   1275,
   1325,
   1375,
   1425,
   1475,
   1525,
   1575,
   1625,
   1675,
   1725,
   1775,
   1825,
   1875,
   1925,
   1975};
   Double_t eff_graph_fy3025[135] = {
   0,
   0,
   3.299386e-05,
   2.835512e-05,
   0.0002186292,
   0.0006778647,
   0.001320195,
   0.002517819,
   0.003884344,
   0.006504012,
   0.01460769,
   0.04171125,
   0.109879,
   0.2624558,
   0.4964705,
   0.730432,
   0.8782748,
   0.9519174,
   0.980683,
   0.9920784,
   0.9963812,
   0.99797,
   0.9988213,
   0.9992977,
   0.9994598,
   0.9997548,
   0.9998073,
   0.9998816,
   0.9998982,
   0.9999478,
   0.9999788,
   0.9999891,
   0.9999777,
   0.9999885,
   0.9999765,
   1,
   0.9999754,
   0.9999873,
   0.9999872,
   1,
   1,
   1,
   0.9999858,
   1,
   0.9999851,
   0.9999846,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   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_felx3025[135] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fely3025[135] = {
   0,
   0,
   1.795636e-05,
   1.543181e-05,
   4.625187e-05,
   8.197906e-05,
   0.0001121842,
   0.00015075,
   0.000182113,
   0.0002297817,
   0.0003379473,
   0.0005569899,
   0.0008686787,
   0.001224445,
   0.001388763,
   0.001241686,
   0.0009216665,
   0.0006111826,
   0.0003988482,
   0.000262785,
   0.0001820513,
   0.0001404595,
   0.0001103598,
   8.88227e-05,
   7.986027e-05,
   5.812873e-05,
   5.34317e-05,
   4.500179e-05,
   4.34529e-05,
   3.529652e-05,
   2.798246e-05,
   2.508465e-05,
   2.940387e-05,
   2.64433e-05,
   3.104668e-05,
   2.205928e-05,
   3.241557e-05,
   2.911211e-05,
   2.95134e-05,
   2.45094e-05,
   2.497048e-05,
   2.547143e-05,
   3.269547e-05,
   2.694746e-05,
   3.428258e-05,
   3.530799e-05,
   2.868443e-05,
   2.950595e-05,
   3.002763e-05,
   3.086843e-05,
   3.148395e-05,
   3.215201e-05,
   3.270664e-05,
   3.354636e-05,
   3.420135e-05,
   3.50211e-05,
   3.575013e-05,
   3.652464e-05,
   3.723002e-05,
   1.930077e-05,
   2.007571e-05,
   2.099827e-05,
   2.192634e-05,
   2.261338e-05,
   2.370528e-05,
   2.473729e-05,
   2.549576e-05,
   2.673109e-05,
   2.772835e-05,
   2.873771e-05,
   2.976595e-05,
   3.107896e-05,
   3.191623e-05,
   3.320032e-05,
   3.474483e-05,
   3.571753e-05,
   3.71789e-05,
   3.842593e-05,
   3.994586e-05,
   4.109522e-05,
   4.230783e-05,
   4.408902e-05,
   4.569435e-05,
   4.708264e-05,
   4.902212e-05,
   5.081074e-05,
   5.223361e-05,
   5.389736e-05,
   5.520318e-05,
   2.926022e-05,
   3.096604e-05,
   3.316026e-05,
   3.52046e-05,
   3.747785e-05,
   3.966956e-05,
   4.214222e-05,
   4.529859e-05,
   4.736975e-05,
   5.103894e-05,
   5.432999e-05,
   5.719071e-05,
   6.0415e-05,
   6.38957e-05,
   6.784445e-05,
   7.113982e-05,
   7.629938e-05,
   7.840834e-05,
   8.396936e-05,
   9.012281e-05,
   9.458637e-05,
   0.0001001866,
   0.000106498,
   0.0001106123,
   0.0001169205,
   0.0001257793,
   0.0001312024,
   0.0001393666,
   0.0001457436,
   0.0001514257,
   6.799982e-05,
   7.654683e-05,
   8.823949e-05,
   9.950435e-05,
   0.0001151868,
   0.0001314366,
   0.0001496289,
   0.0001698059,
   0.0001925771,
   0.0002188587,
   0.0002466892,
   0.0002878881,
   0.0003253309,
   0.0003741214,
   0.0004322742,
   0.0004892534};
   Double_t eff_graph_fehx3025[135] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fehy3025[135] = {
   0.0002612149,
   4.430227e-05,
   3.209303e-05,
   2.758106e-05,
   5.724678e-05,
   9.253932e-05,
   0.0001221326,
   0.0001600322,
   0.0001908215,
   0.0002379898,
   0.0003457364,
   0.0005641456,
   0.0008747136,
   0.001228124,
   0.001388817,
   0.001238099,
   0.0009157193,
   0.0006039412,
   0.0003910142,
   0.0002545411,
   0.0001735545,
   0.0001316513,
   0.0001012733,
   7.932182e-05,
   7.01169e-05,
   4.777529e-05,
   4.272148e-05,
   3.370771e-05,
   3.165924e-05,
   2.253745e-05,
   1.370392e-05,
   9.024276e-06,
   1.440004e-05,
   9.513062e-06,
   1.52046e-05,
   0,
   1.587501e-05,
   1.04732e-05,
   1.061757e-05,
   0,
   0,
   0,
   1.176236e-05,
   0,
   1.233334e-05,
   1.270225e-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(135,eff_graph_fx3025,eff_graph_fy3025,eff_graph_felx3025,eff_graph_fehx3025,eff_graph_fely3025,eff_graph_fehy3025);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4 HLT paths - Using RECO 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_graph3025 = new TH1F("Graph_eff_graph3025","Efficiencies for AK4 HLT paths - Using RECO jets",135,0,800);
   Graph_eff_graph3025->SetMinimum(0);
   Graph_eff_graph3025->SetMaximum(1.1);
   Graph_eff_graph3025->SetDirectory(0);
   Graph_eff_graph3025->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3025->SetLineColor(ci);
   Graph_eff_graph3025->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3025->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3025->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3025->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3025->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3025->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3025->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3025->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3025->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3025->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3025->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3025->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3025->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3025->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3025->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3025->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3025->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3025->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3025);
   
   
   TF1 *turnon_803026 = new TF1("turnon_80","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",77.5,117.5);
   turnon_803026->SetFillColor(19);
   turnon_803026->SetFillStyle(0);

   ci = TColor::GetColor("#0000ff");
   turnon_803026->SetLineColor(ci);
   turnon_803026->SetLineWidth(2);
   turnon_803026->SetChisquare(0.0001814247);
   turnon_803026->SetNDF(6);
   turnon_803026->GetXaxis()->SetLabelFont(42);
   turnon_803026->GetXaxis()->SetLabelSize(0.035);
   turnon_803026->GetXaxis()->SetTitleSize(0.035);
   turnon_803026->GetXaxis()->SetTitleFont(42);
   turnon_803026->GetYaxis()->SetLabelFont(42);
   turnon_803026->GetYaxis()->SetLabelSize(0.035);
   turnon_803026->GetYaxis()->SetTitleSize(0.035);
   turnon_803026->GetYaxis()->SetTitleFont(42);
   turnon_803026->SetParameter(0,77.42498);
   turnon_803026->SetParError(0,0.1107041);
   turnon_803026->SetParLimits(0,0,0);
   turnon_803026->SetParameter(1,11.8872);
   turnon_803026->SetParError(1,0.2897824);
   turnon_803026->SetParLimits(1,0,0);
   turnon_803026->SetParameter(2,0.9943842);
   turnon_803026->SetParError(2,0.002556113);
   turnon_803026->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_803026);
   grae->Draw("p");
   
   Double_t eff_graph_fx3027[135] = {
   7.5,
   12.5,
   17.5,
   22.5,
   27.5,
   32.5,
   37.5,
   42.5,
   47.5,
   52.5,
   57.5,
   62.5,
   67.5,
   72.5,
   77.5,
   82.5,
   87.5,
   92.5,
   97.5,
   102.5,
   107.5,
   112.5,
   117.5,
   122.5,
   127.5,
   132.5,
   137.5,
   142.5,
   147.5,
   152.5,
   157.5,
   162.5,
   167.5,
   172.5,
   177.5,
   182.5,
   187.5,
   192.5,
   197.5,
   202.5,
   207.5,
   212.5,
   217.5,
   222.5,
   227.5,
   232.5,
   237.5,
   242.5,
   247.5,
   252.5,
   257.5,
   262.5,
   267.5,
   272.5,
   277.5,
   282.5,
   287.5,
   292.5,
   297.5,
   305,
   315,
   325,
   335,
   345,
   355,
   365,
   375,
   385,
   395,
   405,
   415,
   425,
   435,
   445,
   455,
   465,
   475,
   485,
   495,
   505,
   515,
   525,
   535,
   545,
   555,
   565,
   575,
   585,
   595,
   610,
   630,
   650,
   670,
   690,
   710,
   730,
   750,
   770,
   790,
   810,
   830,
   850,
   870,
   890,
   910,
   930,
   950,
   970,
   990,
   1010,
   1030,
   1050,
   1070,
   1090,
   1110,
   1130,
   1150,
   1170,
   1190,
   1225,
   1275,
   1325,
   1375,
   1425,
   1475,
   1525,
   1575,
   1625,
   1675,
   1725,
   1775,
   1825,
   1875,
   1925,
   1975};
   Double_t eff_graph_fy3027[135] = {
   0,
   0,
   0,
   0,
   0,
   1.99372e-05,
   3.826653e-05,
   6.339833e-05,
   0.0001457701,
   0.0001552465,
   0.0002775619,
   0.000379898,
   0.0006468455,
   0.0007410953,
   0.001173943,
   0.001419881,
   0.001925561,
   0.002738025,
   0.003911795,
   0.00652027,
   0.01080616,
   0.020394,
   0.03972758,
   0.0883579,
   0.1992327,
   0.3717344,
   0.5819757,
   0.7574741,
   0.8728995,
   0.9365934,
   0.9689602,
   0.9841495,
   0.9916062,
   0.9954231,
   0.9973871,
   0.9981787,
   0.998722,
   0.9990885,
   0.9993069,
   0.999574,
   0.9993761,
   0.999751,
   0.9997298,
   0.9997219,
   0.9998807,
   0.9998925,
   0.9999377,
   0.9999199,
   0.9999184,
   0.9999329,
   0.9999829,
   1,
   1,
   1,
   1,
   0.999981,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   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_felx3027[135] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fely3027[135] = {
   0,
   0,
   0,
   0,
   0,
   1.287757e-05,
   1.831369e-05,
   2.337984e-05,
   3.500209e-05,
   3.529832e-05,
   4.668679e-05,
   5.407772e-05,
   7.041779e-05,
   7.548321e-05,
   9.475687e-05,
   0.0001048009,
   0.0001225822,
   0.0001473718,
   0.0001772475,
   0.0002310811,
   0.0002989414,
   0.0004138087,
   0.0005774666,
   0.0008523752,
   0.001210443,
   0.001487631,
   0.001536581,
   0.001354028,
   0.00107188,
   0.0007970377,
   0.0005751897,
   0.000423342,
   0.0003157858,
   0.0002405283,
   0.0001871395,
   0.0001598746,
   0.0001379163,
   0.0001205221,
   0.0001076905,
   8.938444e-05,
   0.000106184,
   7.360777e-05,
   7.726791e-05,
   7.954308e-05,
   5.881251e-05,
   5.788731e-05,
   4.92759e-05,
   5.420786e-05,
   5.516623e-05,
   5.302755e-05,
   3.932451e-05,
   3.215201e-05,
   3.270664e-05,
   3.354636e-05,
   3.420135e-05,
   4.374247e-05,
   3.575013e-05,
   3.652464e-05,
   3.723002e-05,
   1.930077e-05,
   2.007571e-05,
   2.099827e-05,
   2.192634e-05,
   2.261338e-05,
   2.370528e-05,
   2.473729e-05,
   2.549576e-05,
   2.673109e-05,
   2.772835e-05,
   2.873771e-05,
   2.976595e-05,
   3.107896e-05,
   3.191623e-05,
   3.320032e-05,
   3.474483e-05,
   3.571753e-05,
   3.71789e-05,
   3.842593e-05,
   3.994586e-05,
   4.109522e-05,
   4.230783e-05,
   4.408902e-05,
   4.569435e-05,
   4.708264e-05,
   4.902212e-05,
   5.081074e-05,
   5.223361e-05,
   5.389736e-05,
   5.520318e-05,
   2.926022e-05,
   3.096604e-05,
   3.316026e-05,
   3.52046e-05,
   3.747785e-05,
   3.966956e-05,
   4.214222e-05,
   4.529859e-05,
   4.736975e-05,
   5.103894e-05,
   5.432999e-05,
   5.719071e-05,
   6.0415e-05,
   6.38957e-05,
   6.784445e-05,
   7.113982e-05,
   7.629938e-05,
   7.840834e-05,
   8.396936e-05,
   9.012281e-05,
   9.458637e-05,
   0.0001001866,
   0.000106498,
   0.0001106123,
   0.0001169205,
   0.0001257793,
   0.0001312024,
   0.0001393666,
   0.0001457436,
   0.0001514257,
   6.799982e-05,
   7.654683e-05,
   8.823949e-05,
   9.950435e-05,
   0.0001151868,
   0.0001314366,
   0.0001496289,
   0.0001698059,
   0.0001925771,
   0.0002188587,
   0.0002466892,
   0.0002878881,
   0.0003253309,
   0.0003741214,
   0.0004322742,
   0.0004892534};
   Double_t eff_graph_fehx3027[135] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fehy3027[135] = {
   0.0002612149,
   4.430227e-05,
   2.024727e-05,
   1.740064e-05,
   1.829534e-05,
   2.629516e-05,
   3.025586e-05,
   3.414541e-05,
   4.461614e-05,
   4.440584e-05,
   5.528438e-05,
   6.237967e-05,
   7.852895e-05,
   8.358582e-05,
   0.0001027218,
   0.0001128244,
   0.0001306287,
   0.0001555015,
   0.0001854322,
   0.0002393619,
   0.0003072326,
   0.0004221097,
   0.0005855649,
   0.0008598266,
   0.001215972,
   0.001490058,
   0.001534996,
   0.001348927,
   0.001064248,
   0.0007878651,
   0.0005651466,
   0.0004126393,
   0.0003046252,
   0.0002288474,
   0.0001750371,
   0.0001474506,
   0.0001250562,
   0.0001071382,
   9.399901e-05,
   7.490378e-05,
   9.163601e-05,
   5.814549e-05,
   6.14229e-05,
   6.323169e-05,
   4.127258e-05,
   3.963727e-05,
   2.982696e-05,
   3.461334e-05,
   3.522532e-05,
   3.209797e-05,
   1.414725e-05,
   0,
   0,
   0,
   0,
   1.573669e-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};
   grae = new TGraphAsymmErrors(135,eff_graph_fx3027,eff_graph_fy3027,eff_graph_felx3027,eff_graph_fehx3027,eff_graph_fely3027,eff_graph_fehy3027);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4 HLT paths - Using RECO 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_graph3027 = new TH1F("Graph_eff_graph3027","Efficiencies for AK4 HLT paths - Using RECO jets",135,0,800);
   Graph_eff_graph3027->SetMinimum(0);
   Graph_eff_graph3027->SetMaximum(1.1);
   Graph_eff_graph3027->SetDirectory(0);
   Graph_eff_graph3027->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3027->SetLineColor(ci);
   Graph_eff_graph3027->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3027->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3027->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3027->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3027->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3027->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3027->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3027->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3027->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3027->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3027->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3027->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3027->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3027->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3027->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3027->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3027->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3027->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3027);
   
   
   TF1 *turnon_1403028 = new TF1("turnon_140","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",132.5,187.5);
   turnon_1403028->SetFillColor(19);
   turnon_1403028->SetFillStyle(0);

   ci = TColor::GetColor("#ff00ff");
   turnon_1403028->SetLineColor(ci);
   turnon_1403028->SetLineWidth(2);
   turnon_1403028->SetChisquare(0.0005053386);
   turnon_1403028->SetNDF(9);
   turnon_1403028->GetXaxis()->SetLabelFont(42);
   turnon_1403028->GetXaxis()->SetLabelSize(0.035);
   turnon_1403028->GetXaxis()->SetTitleSize(0.035);
   turnon_1403028->GetXaxis()->SetTitleFont(42);
   turnon_1403028->GetYaxis()->SetLabelFont(42);
   turnon_1403028->GetYaxis()->SetLabelSize(0.035);
   turnon_1403028->GetYaxis()->SetTitleSize(0.035);
   turnon_1403028->GetYaxis()->SetTitleFont(42);
   turnon_1403028->SetParameter(0,135.4989);
   turnon_1403028->SetParError(0,0.1328404);
   turnon_1403028->SetParLimits(0,0,0);
   turnon_1403028->SetParameter(1,14.30088);
   turnon_1403028->SetParError(1,0.3513121);
   turnon_1403028->SetParLimits(1,0,0);
   turnon_1403028->SetParameter(2,0.9926811);
   turnon_1403028->SetParError(2,0.002976461);
   turnon_1403028->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_1403028);
   grae->Draw("p");
   
   Double_t eff_graph_fx3029[135] = {
   7.5,
   12.5,
   17.5,
   22.5,
   27.5,
   32.5,
   37.5,
   42.5,
   47.5,
   52.5,
   57.5,
   62.5,
   67.5,
   72.5,
   77.5,
   82.5,
   87.5,
   92.5,
   97.5,
   102.5,
   107.5,
   112.5,
   117.5,
   122.5,
   127.5,
   132.5,
   137.5,
   142.5,
   147.5,
   152.5,
   157.5,
   162.5,
   167.5,
   172.5,
   177.5,
   182.5,
   187.5,
   192.5,
   197.5,
   202.5,
   207.5,
   212.5,
   217.5,
   222.5,
   227.5,
   232.5,
   237.5,
   242.5,
   247.5,
   252.5,
   257.5,
   262.5,
   267.5,
   272.5,
   277.5,
   282.5,
   287.5,
   292.5,
   297.5,
   305,
   315,
   325,
   335,
   345,
   355,
   365,
   375,
   385,
   395,
   405,
   415,
   425,
   435,
   445,
   455,
   465,
   475,
   485,
   495,
   505,
   515,
   525,
   535,
   545,
   555,
   565,
   575,
   585,
   595,
   610,
   630,
   650,
   670,
   690,
   710,
   730,
   750,
   770,
   790,
   810,
   830,
   850,
   870,
   890,
   910,
   930,
   950,
   970,
   990,
   1010,
   1030,
   1050,
   1070,
   1090,
   1110,
   1130,
   1150,
   1170,
   1190,
   1225,
   1275,
   1325,
   1375,
   1425,
   1475,
   1525,
   1575,
   1625,
   1675,
   1725,
   1775,
   1825,
   1875,
   1925,
   1975};
   Double_t eff_graph_fy3029[135] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   9.056905e-06,
   1.714942e-05,
   1.634174e-05,
   7.93034e-06,
   2.325906e-05,
   4.620325e-05,
   6.947768e-05,
   0.0001150925,
   0.0001086248,
   0.000211342,
   0.0002308219,
   0.0002016389,
   0.0004121536,
   0.0003927992,
   0.0005396146,
   0.0007945516,
   0.000972351,
   0.001162855,
   0.001414694,
   0.001830567,
   0.002832693,
   0.003707098,
   0.005374324,
   0.009006429,
   0.01467235,
   0.02443456,
   0.04181281,
   0.07544549,
   0.146195,
   0.2727653,
   0.4457316,
   0.6237598,
   0.7682589,
   0.8607566,
   0.9226725,
   0.9564624,
   0.9747504,
   0.985434,
   0.9916623,
   0.9947181,
   0.9967305,
   0.9974719,
   0.9984071,
   0.9986319,
   0.9989521,
   0.9991472,
   0.99918,
   0.9994798,
   0.9994483,
   0.999631,
   0.9997024,
   0.9995955,
   0.9998532,
   0.9998037,
   0.9999544,
   0.9999404,
   0.9999509,
   0.9999742,
   0.9999597,
   0.9999862,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   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_felx3029[135] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fely3029[135] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   7.492291e-06,
   1.107693e-05,
   1.055524e-05,
   6.560345e-06,
   1.265837e-05,
   1.832661e-05,
   2.272241e-05,
   2.938125e-05,
   2.868e-05,
   4.041654e-05,
   4.261069e-05,
   4.005367e-05,
   5.808288e-05,
   5.708287e-05,
   6.779013e-05,
   8.311187e-05,
   9.338237e-05,
   0.0001030009,
   0.0001153116,
   0.0001325819,
   0.0001669015,
   0.000193892,
   0.000236162,
   0.0003077381,
   0.0003972352,
   0.0005157111,
   0.0006792158,
   0.0009069477,
   0.001224694,
   0.001564643,
   0.001774186,
   0.001743548,
   0.00154979,
   0.00128671,
   0.001006363,
   0.0007831497,
   0.0006145889,
   0.0004774439,
   0.0003717495,
   0.0003018923,
   0.0002448841,
   0.0002195102,
   0.0001806079,
   0.0001705696,
   0.0001534037,
   0.0001416352,
   0.0001412958,
   0.0001180133,
   0.0001226002,
   0.0001055209,
   9.836038e-05,
   0.0001121375,
   5.063589e-05,
   5.801698e-05,
   3.607254e-05,
   4.028327e-05,
   3.884703e-05,
   3.396488e-05,
   3.920977e-05,
   3.184514e-05,
   2.673109e-05,
   2.772835e-05,
   2.873771e-05,
   2.976595e-05,
   3.107896e-05,
   3.191623e-05,
   3.320032e-05,
   3.474483e-05,
   3.571753e-05,
   3.71789e-05,
   3.842593e-05,
   3.994586e-05,
   4.109522e-05,
   4.230783e-05,
   4.408902e-05,
   4.569435e-05,
   4.708264e-05,
   4.902212e-05,
   5.081074e-05,
   5.223361e-05,
   5.389736e-05,
   5.520318e-05,
   2.926022e-05,
   3.096604e-05,
   3.316026e-05,
   3.52046e-05,
   3.747785e-05,
   3.966956e-05,
   4.214222e-05,
   4.529859e-05,
   4.736975e-05,
   5.103894e-05,
   5.432999e-05,
   5.719071e-05,
   6.0415e-05,
   6.38957e-05,
   6.784445e-05,
   7.113982e-05,
   7.629938e-05,
   7.840834e-05,
   8.396936e-05,
   9.012281e-05,
   9.458637e-05,
   0.0001001866,
   0.000106498,
   0.0001106123,
   0.0001169205,
   0.0001257793,
   0.0001312024,
   0.0001393666,
   0.0001457436,
   0.0001514257,
   6.799982e-05,
   7.654683e-05,
   8.823949e-05,
   9.950435e-05,
   0.0001151868,
   0.0001314366,
   0.0001496289,
   0.0001698059,
   0.0001925771,
   0.0002188587,
   0.0002466892,
   0.0002878881,
   0.0003253309,
   0.0003741214,
   0.0004322742,
   0.0004892534};
   Double_t eff_graph_fehx3029[135] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fehy3029[135] = {
   0.0002612149,
   4.430227e-05,
   2.024727e-05,
   1.740064e-05,
   1.829534e-05,
   1.835224e-05,
   1.761222e-05,
   2.082628e-05,
   2.261844e-05,
   2.15532e-05,
   1.823579e-05,
   2.262423e-05,
   2.759496e-05,
   3.172811e-05,
   3.804465e-05,
   3.747578e-05,
   4.899557e-05,
   5.130701e-05,
   4.892429e-05,
   6.690308e-05,
   6.604439e-05,
   7.688656e-05,
   9.228737e-05,
   0.0001028015,
   0.0001125422,
   0.0001251011,
   0.0001425302,
   0.000177006,
   0.0002042665,
   0.0002467137,
   0.000318335,
   0.0004079694,
   0.0005264281,
   0.000689843,
   0.0009170065,
   0.001233214,
   0.001570249,
   0.001775565,
   0.001740359,
   0.001542616,
   0.001276872,
   0.000994586,
   0.0007700493,
   0.0006005212,
   0.000462736,
   0.0003563252,
   0.0002860558,
   0.0002284026,
   0.0002026285,
   0.0001630343,
   0.0001525588,
   0.0001348477,
   0.0001226162,
   0.0001217441,
   9.769657e-05,
   0.0001018291,
   8.388508e-05,
   7.596751e-05,
   8.966627e-05,
   3.875195e-05,
   4.582889e-05,
   2.183462e-05,
   2.572171e-05,
   2.351407e-05,
   1.663379e-05,
   2.193839e-05,
   1.145644e-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};
   grae = new TGraphAsymmErrors(135,eff_graph_fx3029,eff_graph_fy3029,eff_graph_felx3029,eff_graph_fehx3029,eff_graph_fely3029,eff_graph_fehy3029);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4 HLT paths - Using RECO 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_graph3029 = new TH1F("Graph_eff_graph3029","Efficiencies for AK4 HLT paths - Using RECO jets",135,0,800);
   Graph_eff_graph3029->SetMinimum(0);
   Graph_eff_graph3029->SetMaximum(1.1);
   Graph_eff_graph3029->SetDirectory(0);
   Graph_eff_graph3029->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3029->SetLineColor(ci);
   Graph_eff_graph3029->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3029->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3029->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3029->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3029->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3029->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3029->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3029->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3029->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3029->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3029->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3029->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3029->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3029->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3029->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3029->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3029->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3029->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3029);
   
   
   TF1 *turnon_2003030 = new TF1("turnon_200","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",192.5,262.5);
   turnon_2003030->SetFillColor(19);
   turnon_2003030->SetFillStyle(0);

   ci = TColor::GetColor("#ffff00");
   turnon_2003030->SetLineColor(ci);
   turnon_2003030->SetLineWidth(2);
   turnon_2003030->SetChisquare(0.0007035853);
   turnon_2003030->SetNDF(12);
   turnon_2003030->GetXaxis()->SetLabelFont(42);
   turnon_2003030->GetXaxis()->SetLabelSize(0.035);
   turnon_2003030->GetXaxis()->SetTitleSize(0.035);
   turnon_2003030->GetXaxis()->SetTitleFont(42);
   turnon_2003030->GetYaxis()->SetLabelFont(42);
   turnon_2003030->GetYaxis()->SetLabelSize(0.035);
   turnon_2003030->GetYaxis()->SetTitleSize(0.035);
   turnon_2003030->GetYaxis()->SetTitleFont(42);
   turnon_2003030->SetParameter(0,193.7501);
   turnon_2003030->SetParError(0,0.1811284);
   turnon_2003030->SetParLimits(0,0,0);
   turnon_2003030->SetParameter(1,17.36615);
   turnon_2003030->SetParError(1,0.4711538);
   turnon_2003030->SetParLimits(1,0,0);
   turnon_2003030->SetParameter(2,0.9933157);
   turnon_2003030->SetParError(2,0.002623193);
   turnon_2003030->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_2003030);
   grae->Draw("p");
   
   Double_t eff_graph_fx3031[135] = {
   7.5,
   12.5,
   17.5,
   22.5,
   27.5,
   32.5,
   37.5,
   42.5,
   47.5,
   52.5,
   57.5,
   62.5,
   67.5,
   72.5,
   77.5,
   82.5,
   87.5,
   92.5,
   97.5,
   102.5,
   107.5,
   112.5,
   117.5,
   122.5,
   127.5,
   132.5,
   137.5,
   142.5,
   147.5,
   152.5,
   157.5,
   162.5,
   167.5,
   172.5,
   177.5,
   182.5,
   187.5,
   192.5,
   197.5,
   202.5,
   207.5,
   212.5,
   217.5,
   222.5,
   227.5,
   232.5,
   237.5,
   242.5,
   247.5,
   252.5,
   257.5,
   262.5,
   267.5,
   272.5,
   277.5,
   282.5,
   287.5,
   292.5,
   297.5,
   305,
   315,
   325,
   335,
   345,
   355,
   365,
   375,
   385,
   395,
   405,
   415,
   425,
   435,
   445,
   455,
   465,
   475,
   485,
   495,
   505,
   515,
   525,
   535,
   545,
   555,
   565,
   575,
   585,
   595,
   610,
   630,
   650,
   670,
   690,
   710,
   730,
   750,
   770,
   790,
   810,
   830,
   850,
   870,
   890,
   910,
   930,
   950,
   970,
   990,
   1010,
   1030,
   1050,
   1070,
   1090,
   1110,
   1130,
   1150,
   1170,
   1190,
   1225,
   1275,
   1325,
   1375,
   1425,
   1475,
   1525,
   1575,
   1625,
   1675,
   1725,
   1775,
   1825,
   1875,
   1925,
   1975};
   Double_t eff_graph_fy3031[135] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   1.540108e-05,
   7.719742e-06,
   0,
   7.758915e-06,
   2.348245e-05,
   3.18375e-05,
   2.419667e-05,
   2.472922e-05,
   2.507229e-05,
   5.139186e-05,
   0.0001222387,
   0.0001260455,
   0.0001556577,
   0.0002357823,
   0.0002890368,
   0.0003454504,
   0.0004888482,
   0.00044873,
   0.0006577133,
   0.0008072522,
   0.001159304,
   0.001345462,
   0.001541866,
   0.001845262,
   0.003207413,
   0.003937357,
   0.00489007,
   0.006536731,
   0.009453796,
   0.01462429,
   0.02036115,
   0.0295237,
   0.04322092,
   0.07093941,
   0.1245696,
   0.2143315,
   0.3432067,
   0.5053991,
   0.6584978,
   0.7755811,
   0.8610006,
   0.9173819,
   0.9482797,
   0.9691257,
   0.9809306,
   0.9891278,
   0.9917491,
   0.9960057,
   0.99759,
   0.9985629,
   0.9990472,
   0.9991893,
   0.9995107,
   0.9996238,
   0.9996676,
   0.9997677,
   0.9998193,
   0.9998595,
   0.9998707,
   0.9999325,
   0.9999133,
   0.999982,
   0.9999434,
   0.9999612,
   0.9999798,
   0.9999791,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   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_felx3031[135] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fely3031[135] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   9.947665e-06,
   6.386129e-06,
   0,
   6.418534e-06,
   1.277994e-05,
   1.523688e-05,
   1.316864e-05,
   1.345847e-05,
   1.364519e-05,
   2.038467e-05,
   3.227433e-05,
   3.327939e-05,
   3.737618e-05,
   4.683542e-05,
   5.246979e-05,
   5.810449e-05,
   7.029986e-05,
   6.81525e-05,
   8.328288e-05,
   9.359911e-05,
   0.0001134426,
   0.0001241412,
   0.0001344549,
   0.000148418,
   0.0001981265,
   0.0002227557,
   0.0002498641,
   0.0002940178,
   0.0003564318,
   0.0004466461,
   0.000532778,
   0.000647979,
   0.0007857852,
   0.001007024,
   0.001305412,
   0.001646229,
   0.001923034,
   0.002055731,
   0.001972325,
   0.001757056,
   0.001473475,
   0.001191975,
   0.000972254,
   0.0007730214,
   0.0006219416,
   0.0004817994,
   0.000427173,
   0.0002148456,
   0.0001730366,
   0.0001396654,
   0.0001188168,
   0.0001125247,
   9.292037e-05,
   8.536426e-05,
   8.261818e-05,
   7.37943e-05,
   6.866961e-05,
   6.415322e-05,
   6.378051e-05,
   5.338919e-05,
   5.863574e-05,
   4.146829e-05,
   5.507158e-05,
   5.117554e-05,
   4.643759e-05,
   4.799514e-05,
   3.994586e-05,
   4.109522e-05,
   4.230783e-05,
   4.408902e-05,
   4.569435e-05,
   4.708264e-05,
   4.902212e-05,
   5.081074e-05,
   5.223361e-05,
   5.389736e-05,
   5.520318e-05,
   2.926022e-05,
   3.096604e-05,
   3.316026e-05,
   3.52046e-05,
   3.747785e-05,
   3.966956e-05,
   4.214222e-05,
   4.529859e-05,
   4.736975e-05,
   5.103894e-05,
   5.432999e-05,
   5.719071e-05,
   6.0415e-05,
   6.38957e-05,
   6.784445e-05,
   7.113982e-05,
   7.629938e-05,
   7.840834e-05,
   8.396936e-05,
   9.012281e-05,
   9.458637e-05,
   0.0001001866,
   0.000106498,
   0.0001106123,
   0.0001169205,
   0.0001257793,
   0.0001312024,
   0.0001393666,
   0.0001457436,
   0.0001514257,
   6.799982e-05,
   7.654683e-05,
   8.823949e-05,
   9.950435e-05,
   0.0001151868,
   0.0001314366,
   0.0001496289,
   0.0001698059,
   0.0001925771,
   0.0002188587,
   0.0002466892,
   0.0002878881,
   0.0003253309,
   0.0003741214,
   0.0004322742,
   0.0004892534};
   Double_t eff_graph_fehx3031[135] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fehy3031[135] = {
   0.0002612149,
   4.430227e-05,
   2.024727e-05,
   1.740064e-05,
   1.829534e-05,
   1.835224e-05,
   1.761222e-05,
   1.667382e-05,
   1.57861e-05,
   1.504263e-05,
   1.459982e-05,
   1.427338e-05,
   2.031258e-05,
   1.775153e-05,
   1.412575e-05,
   1.78416e-05,
   2.284152e-05,
   2.517282e-05,
   2.353623e-05,
   2.405423e-05,
   2.438793e-05,
   3.069374e-05,
   4.217221e-05,
   4.348544e-05,
   4.764216e-05,
   5.72074e-05,
   6.298012e-05,
   6.880351e-05,
   8.121047e-05,
   7.937584e-05,
   9.455171e-05,
   0.000105125,
   0.0001251105,
   0.0001361414,
   0.0001467025,
   0.0001608382,
   0.0002107155,
   0.0002356736,
   0.0002629001,
   0.0003074546,
   0.0003699923,
   0.0004602852,
   0.0005465997,
   0.0006619078,
   0.0007995346,
   0.001020301,
   0.001317181,
   0.00165543,
   0.00192817,
   0.002055549,
   0.00196688,
   0.001747382,
   0.00146057,
   0.001176646,
   0.0009554361,
   0.0007549482,
   0.0006029623,
   0.0004619741,
   0.0004067891,
   0.0002041783,
   0.0001618185,
   0.0001277845,
   0.0001062633,
   9.950469e-05,
   7.901044e-05,
   7.066539e-05,
   6.736234e-05,
   5.746312e-05,
   5.143702e-05,
   4.594563e-05,
   4.475919e-05,
   3.231689e-05,
   3.744084e-05,
   1.491851e-05,
   3.081373e-05,
   2.506281e-05,
   1.670631e-05,
   1.726668e-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};
   grae = new TGraphAsymmErrors(135,eff_graph_fx3031,eff_graph_fy3031,eff_graph_felx3031,eff_graph_fehx3031,eff_graph_fely3031,eff_graph_fehy3031);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4 HLT paths - Using RECO 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_graph3031 = new TH1F("Graph_eff_graph3031","Efficiencies for AK4 HLT paths - Using RECO jets",135,0,800);
   Graph_eff_graph3031->SetMinimum(0);
   Graph_eff_graph3031->SetMaximum(1.1);
   Graph_eff_graph3031->SetDirectory(0);
   Graph_eff_graph3031->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3031->SetLineColor(ci);
   Graph_eff_graph3031->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3031->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3031->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3031->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3031->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3031->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3031->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3031->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3031->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3031->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3031->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3031->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3031->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3031->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3031->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3031->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3031->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3031->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3031);
   
   
   TF1 *turnon_2603032 = new TF1("turnon_260","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",247.5,325);
   turnon_2603032->SetFillColor(19);
   turnon_2603032->SetFillStyle(0);

   ci = TColor::GetColor("#ffcc00");
   turnon_2603032->SetLineColor(ci);
   turnon_2603032->SetLineWidth(2);
   turnon_2603032->SetChisquare(0.000905466);
   turnon_2603032->SetNDF(11);
   turnon_2603032->GetXaxis()->SetLabelFont(42);
   turnon_2603032->GetXaxis()->SetLabelSize(0.035);
   turnon_2603032->GetXaxis()->SetTitleSize(0.035);
   turnon_2603032->GetXaxis()->SetTitleFont(42);
   turnon_2603032->GetYaxis()->SetLabelFont(42);
   turnon_2603032->GetYaxis()->SetLabelSize(0.035);
   turnon_2603032->GetYaxis()->SetTitleSize(0.035);
   turnon_2603032->GetYaxis()->SetTitleFont(42);
   turnon_2603032->SetParameter(0,252.2774);
   turnon_2603032->SetParError(0,0.1865746);
   turnon_2603032->SetParLimits(0,0,0);
   turnon_2603032->SetParameter(1,18.82143);
   turnon_2603032->SetParError(1,0.499766);
   turnon_2603032->SetParLimits(1,0,0);
   turnon_2603032->SetParameter(2,0.9895628);
   turnon_2603032->SetParError(2,0.003548532);
   turnon_2603032->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_2603032);
   grae->Draw("p");
   
   Double_t eff_graph_fx3033[135] = {
   7.5,
   12.5,
   17.5,
   22.5,
   27.5,
   32.5,
   37.5,
   42.5,
   47.5,
   52.5,
   57.5,
   62.5,
   67.5,
   72.5,
   77.5,
   82.5,
   87.5,
   92.5,
   97.5,
   102.5,
   107.5,
   112.5,
   117.5,
   122.5,
   127.5,
   132.5,
   137.5,
   142.5,
   147.5,
   152.5,
   157.5,
   162.5,
   167.5,
   172.5,
   177.5,
   182.5,
   187.5,
   192.5,
   197.5,
   202.5,
   207.5,
   212.5,
   217.5,
   222.5,
   227.5,
   232.5,
   237.5,
   242.5,
   247.5,
   252.5,
   257.5,
   262.5,
   267.5,
   272.5,
   277.5,
   282.5,
   287.5,
   292.5,
   297.5,
   305,
   315,
   325,
   335,
   345,
   355,
   365,
   375,
   385,
   395,
   405,
   415,
   425,
   435,
   445,
   455,
   465,
   475,
   485,
   495,
   505,
   515,
   525,
   535,
   545,
   555,
   565,
   575,
   585,
   595,
   610,
   630,
   650,
   670,
   690,
   710,
   730,
   750,
   770,
   790,
   810,
   830,
   850,
   870,
   890,
   910,
   930,
   950,
   970,
   990,
   1010,
   1030,
   1050,
   1070,
   1090,
   1110,
   1130,
   1150,
   1170,
   1190,
   1225,
   1275,
   1325,
   1375,
   1425,
   1475,
   1525,
   1575,
   1625,
   1675,
   1725,
   1775,
   1825,
   1875,
   1925,
   1975};
   Double_t eff_graph_fy3033[135] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   7.700541e-06,
   0,
   0,
   7.758915e-06,
   0,
   7.959375e-06,
   0,
   8.243072e-06,
   0,
   0,
   2.619401e-05,
   1.80065e-05,
   2.746901e-05,
   4.715647e-05,
   8.671105e-05,
   3.948005e-05,
   0.0001425807,
   0.0001043558,
   0.0001060828,
   0.0001090881,
   0.0001672073,
   0.0001839948,
   0.0002353994,
   0.0003235199,
   0.0003318013,
   0.0005064124,
   0.0005647325,
   0.000412706,
   0.0008545038,
   0.000774797,
   0.001066401,
   0.001185632,
   0.0015058,
   0.00205755,
   0.002290397,
   0.003077219,
   0.004077638,
   0.005181087,
   0.007165578,
   0.01039138,
   0.01375071,
   0.01982543,
   0.02784796,
   0.04055699,
   0.06031536,
   0.09923816,
   0.1639265,
   0.3337946,
   0.6080172,
   0.8144832,
   0.9221443,
   0.9664669,
   0.98657,
   0.9937653,
   0.996607,
   0.9980689,
   0.9986294,
   0.9989385,
   0.9990299,
   0.999426,
   0.9993759,
   0.9995672,
   0.9995471,
   0.999806,
   0.9996365,
   0.9998748,
   0.9999132,
   0.9998661,
   0.9998851,
   0.9999761,
   0.9999504,
   0.9999744,
   0.9999734,
   1,
   1,
   0.9999707,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   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_felx3033[135] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fely3033[135] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   6.370245e-06,
   0,
   0,
   6.418534e-06,
   0,
   6.584364e-06,
   0,
   6.819051e-06,
   0,
   0,
   1.425566e-05,
   1.163052e-05,
   1.494956e-05,
   2.036853e-05,
   2.835841e-05,
   1.889446e-05,
   3.764496e-05,
   3.244024e-05,
   3.297708e-05,
   3.39113e-05,
   4.268472e-05,
   4.551106e-05,
   5.218961e-05,
   6.186691e-05,
   6.34504e-05,
   7.972033e-05,
   8.47945e-05,
   7.371191e-05,
   0.0001073358,
   0.0001031965,
   0.000122811,
   0.0001314028,
   0.0001494929,
   0.0001773707,
   0.0001885118,
   0.0002215916,
   0.0002572584,
   0.0002939026,
   0.0003487854,
   0.0004238447,
   0.0004909832,
   0.0005953235,
   0.0007096171,
   0.0008610592,
   0.001050208,
   0.001333629,
   0.001668089,
   0.001530362,
   0.001618754,
   0.001322097,
   0.0009357184,
   0.000642878,
   0.0004258752,
   0.0003020922,
   0.0002304946,
   0.0001821988,
   0.000159145,
   0.0001448762,
   0.0001420255,
   0.0001162422,
   0.0001222723,
   0.0001075782,
   0.0001125815,
   8.277282e-05,
   0.0001074329,
   7.479197e-05,
   6.862038e-05,
   7.998701e-05,
   7.772549e-05,
   5.506839e-05,
   6.546968e-05,
   5.880744e-05,
   6.122984e-05,
   5.081074e-05,
   5.223361e-05,
   6.731901e-05,
   5.520318e-05,
   2.926022e-05,
   3.096604e-05,
   3.316026e-05,
   3.52046e-05,
   3.747785e-05,
   3.966956e-05,
   4.214222e-05,
   4.529859e-05,
   4.736975e-05,
   5.103894e-05,
   5.432999e-05,
   5.719071e-05,
   6.0415e-05,
   6.38957e-05,
   6.784445e-05,
   7.113982e-05,
   7.629938e-05,
   7.840834e-05,
   8.396936e-05,
   9.012281e-05,
   9.458637e-05,
   0.0001001866,
   0.000106498,
   0.0001106123,
   0.0001169205,
   0.0001257793,
   0.0001312024,
   0.0001393666,
   0.0001457436,
   0.0001514257,
   6.799982e-05,
   7.654683e-05,
   8.823949e-05,
   9.950435e-05,
   0.0001151868,
   0.0001314366,
   0.0001496289,
   0.0001698059,
   0.0001925771,
   0.0002188587,
   0.0002466892,
   0.0002878881,
   0.0003253309,
   0.0003741214,
   0.0004322742,
   0.0004892534};
   Double_t eff_graph_fehx3033[135] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fehy3033[135] = {
   0.0002612149,
   4.430227e-05,
   2.024727e-05,
   1.740064e-05,
   1.829534e-05,
   1.835224e-05,
   1.761222e-05,
   1.667382e-05,
   1.57861e-05,
   1.504263e-05,
   1.459982e-05,
   1.427338e-05,
   1.770737e-05,
   1.421211e-05,
   1.412575e-05,
   1.78416e-05,
   1.441046e-05,
   1.830255e-05,
   1.484875e-05,
   1.89549e-05,
   1.538609e-05,
   1.57688e-05,
   2.5479e-05,
   2.374881e-05,
   2.671916e-05,
   3.189983e-05,
   3.959751e-05,
   3.121531e-05,
   4.918951e-05,
   4.452479e-05,
   4.526157e-05,
   4.654374e-05,
   5.526967e-05,
   5.84465e-05,
   6.527254e-05,
   7.499666e-05,
   7.691602e-05,
   9.33704e-05,
   9.858382e-05,
   8.82118e-05,
   0.0001217314,
   0.0001179362,
   0.0001378207,
   0.0001468189,
   0.0001650984,
   0.0001933247,
   0.0002046627,
   0.0002380966,
   0.0002739492,
   0.0003109698,
   0.0003660555,
   0.0004412988,
   0.0005085731,
   0.0006130908,
   0.0007273898,
   0.0008787323,
   0.001067443,
   0.001349649,
   0.001681764,
   0.001533859,
   0.00161639,
   0.001314892,
   0.0009255982,
   0.0006313071,
   0.0004131493,
   0.0002885137,
   0.000216299,
   0.0001671062,
   0.0001433353,
   0.0001283524,
   0.000124844,
   9.793006e-05,
   0.0001035107,
   8.77161e-05,
   9.179622e-05,
   6.030991e-05,
   8.486865e-05,
   4.967396e-05,
   4.153706e-05,
   5.31246e-05,
   4.963123e-05,
   1.981144e-05,
   3.206364e-05,
   2.115666e-05,
   2.202819e-05,
   0,
   0,
   2.421895e-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};
   grae = new TGraphAsymmErrors(135,eff_graph_fx3033,eff_graph_fy3033,eff_graph_felx3033,eff_graph_fehx3033,eff_graph_fely3033,eff_graph_fehy3033);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4 HLT paths - Using RECO 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_graph3033 = new TH1F("Graph_eff_graph3033","Efficiencies for AK4 HLT paths - Using RECO jets",135,0,800);
   Graph_eff_graph3033->SetMinimum(0);
   Graph_eff_graph3033->SetMaximum(1.1);
   Graph_eff_graph3033->SetDirectory(0);
   Graph_eff_graph3033->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3033->SetLineColor(ci);
   Graph_eff_graph3033->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3033->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3033->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3033->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3033->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3033->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3033->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3033->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3033->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3033->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3033->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3033->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3033->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3033->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3033->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3033->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3033->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3033->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3033);
   
   
   TF1 *turnon_3203034 = new TF1("turnon_320","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",305,405);
   turnon_3203034->SetFillColor(19);
   turnon_3203034->SetFillStyle(0);

   ci = TColor::GetColor("#33ff00");
   turnon_3203034->SetLineColor(ci);
   turnon_3203034->SetLineWidth(2);
   turnon_3203034->SetChisquare(0.0006654521);
   turnon_3203034->SetNDF(8);
   turnon_3203034->GetXaxis()->SetLabelFont(42);
   turnon_3203034->GetXaxis()->SetLabelSize(0.035);
   turnon_3203034->GetXaxis()->SetTitleSize(0.035);
   turnon_3203034->GetXaxis()->SetTitleFont(42);
   turnon_3203034->GetYaxis()->SetLabelFont(42);
   turnon_3203034->GetYaxis()->SetLabelSize(0.035);
   turnon_3203034->GetYaxis()->SetTitleSize(0.035);
   turnon_3203034->GetYaxis()->SetTitleFont(42);
   turnon_3203034->SetParameter(0,311.0954);
   turnon_3203034->SetParError(0,0.2560863);
   turnon_3203034->SetParLimits(0,0,0);
   turnon_3203034->SetParameter(1,21.70477);
   turnon_3203034->SetParError(1,0.6594067);
   turnon_3203034->SetParLimits(1,0,0);
   turnon_3203034->SetParameter(2,0.9929061);
   turnon_3203034->SetParError(2,0.003589897);
   turnon_3203034->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_3203034);
   grae->Draw("p");
   
   Double_t eff_graph_fx3035[135] = {
   7.5,
   12.5,
   17.5,
   22.5,
   27.5,
   32.5,
   37.5,
   42.5,
   47.5,
   52.5,
   57.5,
   62.5,
   67.5,
   72.5,
   77.5,
   82.5,
   87.5,
   92.5,
   97.5,
   102.5,
   107.5,
   112.5,
   117.5,
   122.5,
   127.5,
   132.5,
   137.5,
   142.5,
   147.5,
   152.5,
   157.5,
   162.5,
   167.5,
   172.5,
   177.5,
   182.5,
   187.5,
   192.5,
   197.5,
   202.5,
   207.5,
   212.5,
   217.5,
   222.5,
   227.5,
   232.5,
   237.5,
   242.5,
   247.5,
   252.5,
   257.5,
   262.5,
   267.5,
   272.5,
   277.5,
   282.5,
   287.5,
   292.5,
   297.5,
   305,
   315,
   325,
   335,
   345,
   355,
   365,
   375,
   385,
   395,
   405,
   415,
   425,
   435,
   445,
   455,
   465,
   475,
   485,
   495,
   505,
   515,
   525,
   535,
   545,
   555,
   565,
   575,
   585,
   595,
   610,
   630,
   650,
   670,
   690,
   710,
   730,
   750,
   770,
   790,
   810,
   830,
   850,
   870,
   890,
   910,
   930,
   950,
   970,
   990,
   1010,
   1030,
   1050,
   1070,
   1090,
   1110,
   1130,
   1150,
   1170,
   1190,
   1225,
   1275,
   1325,
   1375,
   1425,
   1475,
   1525,
   1575,
   1625,
   1675,
   1725,
   1775,
   1825,
   1875,
   1925,
   1975};
   Double_t eff_graph_fy3035[135] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   9.156335e-06,
   0,
   2.890368e-05,
   0,
   4.073735e-05,
   3.130674e-05,
   1.060828e-05,
   1.090881e-05,
   1.114715e-05,
   3.449902e-05,
   0,
   4.792887e-05,
   6.144469e-05,
   6.330156e-05,
   6.417414e-05,
   2.662619e-05,
   0.0001356355,
   0.0001521923,
   0.0001421868,
   0.0001463743,
   0.0001341802,
   0.0001996131,
   0.0003116187,
   0.0002404077,
   0.0003588322,
   0.0004191818,
   0.0004617437,
   0.0005588641,
   0.0006928653,
   0.000783542,
   0.0009474623,
   0.000913103,
   0.001048625,
   0.001587176,
   0.001799834,
   0.002379829,
   0.003424097,
   0.005691539,
   0.009039696,
   0.01739301,
   0.03180449,
   0.07054366,
   0.1820712,
   0.3877394,
   0.629093,
   0.8080766,
   0.9100228,
   0.9587244,
   0.98145,
   0.990947,
   0.9947345,
   0.9967018,
   0.997516,
   0.998685,
   0.9988283,
   0.9986607,
   0.9993335,
   0.9993773,
   0.9994291,
   0.9995652,
   0.9994142,
   0.9996964,
   0.9997446,
   0.9997658,
   0.9997301,
   0.9998887,
   0.9999495,
   1,
   0.9999809,
   0.9999796,
   0.9999785,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   1,
   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_felx3035[135] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fely3035[135] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   7.574545e-06,
   0,
   1.573035e-05,
   0,
   1.949618e-05,
   1.703818e-05,
   8.77566e-06,
   9.024276e-06,
   9.221443e-06,
   1.877551e-05,
   0,
   2.293789e-05,
   2.654006e-05,
   2.73421e-05,
   2.771899e-05,
   1.719803e-05,
   4.21636e-05,
   4.517977e-05,
   4.420007e-05,
   4.550174e-05,
   4.388248e-05,
   5.463988e-05,
   6.908636e-05,
   6.137011e-05,
   7.590907e-05,
   8.32607e-05,
   8.829554e-05,
   9.825651e-05,
   0.0001104424,
   0.000118989,
   0.0001321884,
   0.0001312903,
   0.0001422008,
   0.0001769691,
   0.0001902859,
   0.0001576747,
   0.0001928355,
   0.0002540406,
   0.0003266676,
   0.0004583337,
   0.0006300452,
   0.0009395385,
   0.001438598,
   0.001862217,
   0.001884142,
   0.001568561,
   0.001165368,
   0.0008336181,
   0.000578985,
   0.0004203541,
   0.0003335519,
   0.0002723719,
   0.0002444428,
   0.0001872788,
   0.0001820072,
   0.0001960416,
   0.0001480993,
   0.0001475704,
   0.0001455269,
   0.0001330463,
   0.0001533588,
   0.0001218696,
   0.0001165964,
   0.00011548,
   0.000123224,
   5.991859e-05,
   4.908229e-05,
   3.316026e-05,
   4.397166e-05,
   4.681099e-05,
   4.954846e-05,
   4.214222e-05,
   4.529859e-05,
   4.736975e-05,
   5.103894e-05,
   5.432999e-05,
   5.719071e-05,
   6.0415e-05,
   6.38957e-05,
   6.784445e-05,
   7.113982e-05,
   7.629938e-05,
   7.840834e-05,
   8.396936e-05,
   9.012281e-05,
   9.458637e-05,
   0.0001001866,
   0.000106498,
   0.0001106123,
   0.0001169205,
   0.0001257793,
   0.0001312024,
   0.0001393666,
   0.0001457436,
   0.0001514257,
   6.799982e-05,
   7.654683e-05,
   8.823949e-05,
   9.950435e-05,
   0.0001151868,
   0.0001314366,
   0.0001496289,
   0.0001698059,
   0.0001925771,
   0.0002188587,
   0.0002466892,
   0.0002878881,
   0.0003253309,
   0.0003741214,
   0.0004322742,
   0.0004892534};
   Double_t eff_graph_fehx3035[135] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fehy3035[135] = {
   0.0002612149,
   4.430227e-05,
   2.024727e-05,
   1.740064e-05,
   1.829534e-05,
   1.835224e-05,
   1.761222e-05,
   1.667382e-05,
   1.57861e-05,
   1.504263e-05,
   1.459982e-05,
   1.427338e-05,
   1.417676e-05,
   1.421211e-05,
   1.412575e-05,
   1.428423e-05,
   1.441046e-05,
   1.465327e-05,
   1.484875e-05,
   1.517556e-05,
   1.538609e-05,
   1.57688e-05,
   1.607445e-05,
   1.657504e-05,
   2.105492e-05,
   1.736306e-05,
   2.811464e-05,
   1.817074e-05,
   3.220937e-05,
   3.045202e-05,
   2.439359e-05,
   2.508465e-05,
   2.56327e-05,
   3.355704e-05,
   2.166853e-05,
   3.789517e-05,
   4.156485e-05,
   4.282088e-05,
   4.341112e-05,
   3.5117e-05,
   5.78694e-05,
   6.109896e-05,
   6.066425e-05,
   6.245066e-05,
   6.127266e-05,
   7.212074e-05,
   8.640276e-05,
   7.946189e-05,
   9.39498e-05,
   0.0001016936,
   0.0001070298,
   0.0001172476,
   0.0001296079,
   0.0001385734,
   0.0001520328,
   0.0001516528,
   0.0001629013,
   0.0001978544,
   0.000211507,
   0.0001684557,
   0.0002039721,
   0.00026557,
   0.0003385756,
   0.0004703485,
   0.0006422257,
   0.0009511622,
   0.001447447,
   0.00186549,
   0.001880238,
   0.001558894,
   0.001152016,
   0.0008179702,
   0.0005620342,
   0.0004022495,
   0.0003143167,
   0.0002523572,
   0.0002234394,
   0.0001651461,
   0.0001588829,
   0.0001723379,
   0.0001230121,
   0.0001212998,
   0.000118143,
   0.000104388,
   0.0001239191,
   9.012303e-05,
   8.350955e-05,
   8.10449e-05,
   8.825706e-05,
   4.102824e-05,
   2.746245e-05,
   0,
   1.581915e-05,
   1.684065e-05,
   1.782552e-05,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0};
   grae = new TGraphAsymmErrors(135,eff_graph_fx3035,eff_graph_fy3035,eff_graph_felx3035,eff_graph_fehx3035,eff_graph_fely3035,eff_graph_fehy3035);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4 HLT paths - Using RECO 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_graph3035 = new TH1F("Graph_eff_graph3035","Efficiencies for AK4 HLT paths - Using RECO jets",135,0,800);
   Graph_eff_graph3035->SetMinimum(0);
   Graph_eff_graph3035->SetMaximum(1.1);
   Graph_eff_graph3035->SetDirectory(0);
   Graph_eff_graph3035->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3035->SetLineColor(ci);
   Graph_eff_graph3035->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3035->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3035->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3035->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3035->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3035->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3035->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3035->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3035->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3035->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3035->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3035->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3035->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3035->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3035->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3035->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3035->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3035->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3035);
   
   
   TF1 *turnon_4003036 = new TF1("turnon_400","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",385,505);
   turnon_4003036->SetFillColor(19);
   turnon_4003036->SetFillStyle(0);

   ci = TColor::GetColor("#00ffcc");
   turnon_4003036->SetLineColor(ci);
   turnon_4003036->SetLineWidth(2);
   turnon_4003036->SetChisquare(0.0006261531);
   turnon_4003036->SetNDF(10);
   turnon_4003036->GetXaxis()->SetLabelFont(42);
   turnon_4003036->GetXaxis()->SetLabelSize(0.035);
   turnon_4003036->GetXaxis()->SetTitleSize(0.035);
   turnon_4003036->GetXaxis()->SetTitleFont(42);
   turnon_4003036->GetYaxis()->SetLabelFont(42);
   turnon_4003036->GetYaxis()->SetLabelSize(0.035);
   turnon_4003036->GetYaxis()->SetTitleSize(0.035);
   turnon_4003036->GetYaxis()->SetTitleFont(42);
   turnon_4003036->SetParameter(0,389.5258);
   turnon_4003036->SetParError(0,0.2606005);
   turnon_4003036->SetParLimits(0,0,0);
   turnon_4003036->SetParameter(1,25.10858);
   turnon_4003036->SetParError(1,0.6866368);
   turnon_4003036->SetParLimits(1,0,0);
   turnon_4003036->SetParameter(2,0.9940755);
   turnon_4003036->SetParError(2,0.00279785);
   turnon_4003036->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_4003036);
   grae->Draw("p");
   
   Double_t eff_graph_fx3037[135] = {
   7.5,
   12.5,
   17.5,
   22.5,
   27.5,
   32.5,
   37.5,
   42.5,
   47.5,
   52.5,
   57.5,
   62.5,
   67.5,
   72.5,
   77.5,
   82.5,
   87.5,
   92.5,
   97.5,
   102.5,
   107.5,
   112.5,
   117.5,
   122.5,
   127.5,
   132.5,
   137.5,
   142.5,
   147.5,
   152.5,
   157.5,
   162.5,
   167.5,
   172.5,
   177.5,
   182.5,
   187.5,
   192.5,
   197.5,
   202.5,
   207.5,
   212.5,
   217.5,
   222.5,
   227.5,
   232.5,
   237.5,
   242.5,
   247.5,
   252.5,
   257.5,
   262.5,
   267.5,
   272.5,
   277.5,
   282.5,
   287.5,
   292.5,
   297.5,
   305,
   315,
   325,
   335,
   345,
   355,
   365,
   375,
   385,
   395,
   405,
   415,
   425,
   435,
   445,
   455,
   465,
   475,
   485,
   495,
   505,
   515,
   525,
   535,
   545,
   555,
   565,
   575,
   585,
   595,
   610,
   630,
   650,
   670,
   690,
   710,
   730,
   750,
   770,
   790,
   810,
   830,
   850,
   870,
   890,
   910,
   930,
   950,
   970,
   990,
   1010,
   1030,
   1050,
   1070,
   1090,
   1110,
   1130,
   1150,
   1170,
   1190,
   1225,
   1275,
   1325,
   1375,
   1425,
   1475,
   1525,
   1575,
   1625,
   1675,
   1725,
   1775,
   1825,
   1875,
   1925,
   1975};
   Double_t eff_graph_fy3037[135] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   1.018434e-05,
   2.087116e-05,
   0,
   0,
   0,
   0,
   0,
   1.198222e-05,
   0,
   3.798093e-05,
   1.283483e-05,
   1.33131e-05,
   8.138131e-05,
   4.150698e-05,
   4.265605e-05,
   5.854972e-05,
   2.981781e-05,
   4.606455e-05,
   0.0001090665,
   0.0001121903,
   6.524221e-05,
   0.0001006036,
   0.0002565243,
   0.0001921095,
   0.0002131893,
   0.0003462162,
   0.0002972431,
   0.0004375285,
   0.0003689607,
   0.0005356718,
   0.0005257943,
   0.0007653195,
   0.0008723815,
   0.001060748,
   0.001464931,
   0.002039011,
   0.002794159,
   0.004286367,
   0.006841347,
   0.01171756,
   0.01875169,
   0.03740127,
   0.08947598,
   0.2084206,
   0.4112895,
   0.6426394,
   0.8052127,
   0.9052636,
   0.9545207,
   0.9784387,
   0.9894981,
   0.9936158,
   0.9957485,
   0.9974375,
   0.9982626,
   0.9983121,
   0.9985088,
   0.9989236,
   0.9991488,
   0.9993266,
   0.9992204,
   0.999555,
   0.9996972,
   0.9998739,
   0.999847,
   0.9998982,
   0.9999138,
   0.9999771,
   0.9999754,
   0.9999743,
   0.9999723,
   0.999941,
   1,
   1,
   0.9999653,
   0.9999631,
   1,
   0.9999586,
   1,
   1,
   1,
   1,
   1,
   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_felx3037[135] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fely3037[135] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   8.424955e-06,
   1.348082e-05,
   0,
   0,
   0,
   0,
   0,
   9.912247e-06,
   0,
   2.067048e-05,
   1.061757e-05,
   1.101321e-05,
   3.227986e-05,
   2.258946e-05,
   2.321482e-05,
   2.80208e-05,
   1.925952e-05,
   2.506983e-05,
   4.022088e-05,
   4.13728e-05,
   3.122368e-05,
   3.990425e-05,
   6.548397e-05,
   5.702905e-05,
   6.067158e-05,
   7.871454e-05,
   7.352066e-05,
   9.05506e-05,
   8.388508e-05,
   0.0001024298,
   0.0001024319,
   8.934156e-05,
   9.729744e-05,
   0.0001097495,
   0.0001318286,
   0.0001579613,
   0.0001893035,
   0.0002394061,
   0.0003067409,
   0.0004101362,
   0.0005266436,
   0.000750188,
   0.001149115,
   0.001672363,
   0.00205593,
   0.002046667,
   0.00173572,
   0.001307541,
   0.0009557121,
   0.0006841986,
   0.0004966316,
   0.0003989095,
   0.00033535,
   0.0002720615,
   0.0002332447,
   0.00023417,
   0.000226888,
   0.0002013057,
   0.0001854066,
   0.0001716414,
   0.0001847537,
   0.0001009681,
   8.948334e-05,
   6.790437e-05,
   7.543295e-05,
   6.885274e-05,
   6.814577e-05,
   5.263683e-05,
   5.657915e-05,
   5.916604e-05,
   6.374886e-05,
   7.784209e-05,
   5.719071e-05,
   6.0415e-05,
   7.980685e-05,
   8.473878e-05,
   7.113982e-05,
   9.52988e-05,
   7.840834e-05,
   8.396936e-05,
   9.012281e-05,
   9.458637e-05,
   0.0001001866,
   0.000106498,
   0.0001106123,
   0.0001169205,
   0.0001257793,
   0.0001312024,
   0.0001393666,
   0.0001457436,
   0.0001514257,
   6.799982e-05,
   7.654683e-05,
   8.823949e-05,
   9.950435e-05,
   0.0001151868,
   0.0001314366,
   0.0001496289,
   0.0001698059,
   0.0001925771,
   0.0002188587,
   0.0002466892,
   0.0002878881,
   0.0003253309,
   0.0003741214,
   0.0004322742,
   0.0004892534};
   Double_t eff_graph_fehx3037[135] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fehy3037[135] = {
   0.0002612149,
   4.430227e-05,
   2.024727e-05,
   1.740064e-05,
   1.829534e-05,
   1.835224e-05,
   1.761222e-05,
   1.667382e-05,
   1.57861e-05,
   1.504263e-05,
   1.459982e-05,
   1.427338e-05,
   1.417676e-05,
   1.421211e-05,
   1.412575e-05,
   1.428423e-05,
   1.441046e-05,
   1.465327e-05,
   1.484875e-05,
   1.517556e-05,
   1.538609e-05,
   1.57688e-05,
   1.607445e-05,
   1.657504e-05,
   1.685687e-05,
   1.736306e-05,
   1.773728e-05,
   1.817074e-05,
   2.341876e-05,
   2.752693e-05,
   1.952988e-05,
   2.008316e-05,
   2.052194e-05,
   2.117092e-05,
   2.166853e-05,
   2.755288e-05,
   2.262394e-05,
   3.694376e-05,
   2.95134e-05,
   3.061315e-05,
   4.860375e-05,
   4.037337e-05,
   4.149101e-05,
   4.629215e-05,
   3.932624e-05,
   4.480627e-05,
   5.873957e-05,
   6.042176e-05,
   5.158324e-05,
   6.008306e-05,
   8.478798e-05,
   7.712195e-05,
   8.099681e-05,
   9.901759e-05,
   9.441313e-05,
   0.0001115436,
   0.0001055209,
   0.0001241603,
   0.0001246197,
   0.0001004235,
   0.0001087933,
   0.0001217228,
   0.0001442405,
   0.0001706704,
   0.0002025437,
   0.0002531019,
   0.0003207089,
   0.000424567,
   0.0005413477,
   0.0007647805,
   0.001162483,
   0.001682257,
   0.002059019,
   0.0020415,
   0.001724136,
   0.001291698,
   0.0009371561,
   0.0006639121,
   0.0004749037,
   0.0003762179,
   0.0003117238,
   0.0002470804,
   0.0002070278,
   0.0002071083,
   0.00019856,
   0.0001715539,
   0.0001544892,
   0.0001393481,
   0.0001518708,
   8.358405e-05,
   7.068754e-05,
   4.649677e-05,
   5.293719e-05,
   4.396518e-05,
   4.124976e-05,
   1.893663e-05,
   2.035498e-05,
   2.128568e-05,
   2.293448e-05,
   3.81234e-05,
   0,
   0,
   2.871188e-05,
   3.048634e-05,
   0,
   3.428576e-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};
   grae = new TGraphAsymmErrors(135,eff_graph_fx3037,eff_graph_fy3037,eff_graph_felx3037,eff_graph_fehx3037,eff_graph_fely3037,eff_graph_fehy3037);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4 HLT paths - Using RECO 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_graph3037 = new TH1F("Graph_eff_graph3037","Efficiencies for AK4 HLT paths - Using RECO jets",135,0,800);
   Graph_eff_graph3037->SetMinimum(0);
   Graph_eff_graph3037->SetMaximum(1.1);
   Graph_eff_graph3037->SetDirectory(0);
   Graph_eff_graph3037->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3037->SetLineColor(ci);
   Graph_eff_graph3037->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3037->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3037->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3037->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3037->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3037->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3037->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3037->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3037->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3037->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3037->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3037->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3037->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3037->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3037->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3037->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3037->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3037->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3037);
   
   
   TF1 *turnon_4503038 = new TF1("turnon_450","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",435,565);
   turnon_4503038->SetFillColor(19);
   turnon_4503038->SetFillStyle(0);

   ci = TColor::GetColor("#0033ff");
   turnon_4503038->SetLineColor(ci);
   turnon_4503038->SetLineWidth(2);
   turnon_4503038->SetChisquare(0.0007138843);
   turnon_4503038->SetNDF(11);
   turnon_4503038->GetXaxis()->SetLabelFont(42);
   turnon_4503038->GetXaxis()->SetLabelSize(0.035);
   turnon_4503038->GetXaxis()->SetTitleSize(0.035);
   turnon_4503038->GetXaxis()->SetTitleFont(42);
   turnon_4503038->GetYaxis()->SetLabelFont(42);
   turnon_4503038->GetYaxis()->SetLabelSize(0.035);
   turnon_4503038->GetYaxis()->SetTitleSize(0.035);
   turnon_4503038->GetYaxis()->SetTitleFont(42);
   turnon_4503038->SetParameter(0,438.6082);
   turnon_4503038->SetParError(0,0.2906259);
   turnon_4503038->SetParLimits(0,0,0);
   turnon_4503038->SetParameter(1,26.81863);
   turnon_4503038->SetParError(1,0.7652678);
   turnon_4503038->SetParLimits(1,0,0);
   turnon_4503038->SetParameter(2,0.994102);
   turnon_4503038->SetParError(2,0.002720376);
   turnon_4503038->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_4503038);
   grae->Draw("p");
   
   Double_t eff_graph_fx3039[135] = {
   7.5,
   12.5,
   17.5,
   22.5,
   27.5,
   32.5,
   37.5,
   42.5,
   47.5,
   52.5,
   57.5,
   62.5,
   67.5,
   72.5,
   77.5,
   82.5,
   87.5,
   92.5,
   97.5,
   102.5,
   107.5,
   112.5,
   117.5,
   122.5,
   127.5,
   132.5,
   137.5,
   142.5,
   147.5,
   152.5,
   157.5,
   162.5,
   167.5,
   172.5,
   177.5,
   182.5,
   187.5,
   192.5,
   197.5,
   202.5,
   207.5,
   212.5,
   217.5,
   222.5,
   227.5,
   232.5,
   237.5,
   242.5,
   247.5,
   252.5,
   257.5,
   262.5,
   267.5,
   272.5,
   277.5,
   282.5,
   287.5,
   292.5,
   297.5,
   305,
   315,
   325,
   335,
   345,
   355,
   365,
   375,
   385,
   395,
   405,
   415,
   425,
   435,
   445,
   455,
   465,
   475,
   485,
   495,
   505,
   515,
   525,
   535,
   545,
   555,
   565,
   575,
   585,
   595,
   610,
   630,
   650,
   670,
   690,
   710,
   730,
   750,
   770,
   790,
   810,
   830,
   850,
   870,
   890,
   910,
   930,
   950,
   970,
   990,
   1010,
   1030,
   1050,
   1070,
   1090,
   1110,
   1130,
   1150,
   1170,
   1190,
   1225,
   1275,
   1325,
   1375,
   1425,
   1475,
   1525,
   1575,
   1625,
   1675,
   1725,
   1775,
   1825,
   1875,
   1925,
   1975};
   Double_t eff_graph_fy3039[135] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   1.043558e-05,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   1.266031e-05,
   1.283483e-05,
   0,
   2.71271e-05,
   1.383566e-05,
   2.843737e-05,
   2.927486e-05,
   2.981781e-05,
   1.535485e-05,
   3.116187e-05,
   1.602718e-05,
   3.262111e-05,
   3.353454e-05,
   3.420324e-05,
   0.0001222515,
   7.10631e-05,
   7.288763e-05,
   0.0001300438,
   0.0001331609,
   0.0001165139,
   0.0001190382,
   0.0001617828,
   0.0002516119,
   0.0003380478,
   0.0004220179,
   0.0003811203,
   0.0006878593,
   0.0006824444,
   0.001142135,
   0.001412586,
   0.002163465,
   0.002861704,
   0.003933689,
   0.005060712,
   0.00757985,
   0.01263826,
   0.02313754,
   0.04631412,
   0.1076965,
   0.2414726,
   0.4448549,
   0.6537852,
   0.8090763,
   0.8992738,
   0.9498994,
   0.9756261,
   0.9865988,
   0.9921979,
   0.9958048,
   0.9965385,
   0.9973944,
   0.997931,
   0.9986967,
   0.9990076,
   0.9994776,
   0.9994072,
   0.9996946,
   0.9997845,
   0.9998398,
   0.9999016,
   0.9999743,
   0.9999723,
   0.9998524,
   1,
   0.9999672,
   0.9999653,
   0.9999631,
   1,
   0.9999586,
   0.9999148,
   1,
   1,
   1,
   1,
   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_felx3039[135] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fely3039[135] = {
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   8.632797e-06,
   0,
   0,
   0,
   0,
   0,
   0,
   0,
   1.04732e-05,
   1.061757e-05,
   0,
   1.752157e-05,
   1.14455e-05,
   1.836788e-05,
   1.890882e-05,
   1.925952e-05,
   1.270225e-05,
   2.012765e-05,
   1.325843e-05,
   2.107018e-05,
   2.166017e-05,
   2.209209e-05,
   4.508303e-05,
   3.400942e-05,
   3.488259e-05,
   4.795656e-05,
   4.9106e-05,
   4.621491e-05,
   4.721613e-05,
   5.598278e-05,
   5.09957e-05,
   6.0379e-05,
   6.905411e-05,
   6.701057e-05,
   9.162008e-05,
   9.342049e-05,
   0.0001235817,
   0.0001395571,
   0.0001768774,
   0.0002071716,
   0.0002472067,
   0.0002852508,
   0.0003563493,
   0.0004652249,
   0.0006387693,
   0.0009138205,
   0.001367475,
   0.001928114,
   0.00227964,
   0.00223034,
   0.001875019,
   0.00146353,
   0.001090474,
   0.0007927218,
   0.0006070846,
   0.0004809467,
   0.0003677795,
   0.0003419657,
   0.00030606,
   0.0002799423,
   0.0001602854,
   0.0001466661,
   0.0001160878,
   0.0001266917,
   0.0001009269,
   9.193014e-05,
   8.629543e-05,
   7.781488e-05,
   5.916604e-05,
   6.374886e-05,
   9.980978e-05,
   5.719071e-05,
   7.545951e-05,
   7.980685e-05,
   8.473878e-05,
   7.113982e-05,
   9.52988e-05,
   0.0001123386,
   8.396936e-05,
   9.012281e-05,
   9.458637e-05,
   0.0001001866,
   0.000106498,
   0.0001106123,
   0.0001169205,
   0.0001257793,
   0.0001312024,
   0.0001393666,
   0.0001457436,
   0.0001514257,
   6.799982e-05,
   7.654683e-05,
   8.823949e-05,
   9.950435e-05,
   0.0001151868,
   0.0001314366,
   0.0001496289,
   0.0001698059,
   0.0001925771,
   0.0002188587,
   0.0002466892,
   0.0002878881,
   0.0003253309,
   0.0003741214,
   0.0004322742,
   0.0004892534};
   Double_t eff_graph_fehx3039[135] = {
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   2.5,
   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_fehy3039[135] = {
   0.0002612149,
   4.430227e-05,
   2.024727e-05,
   1.740064e-05,
   1.829534e-05,
   1.835224e-05,
   1.761222e-05,
   1.667382e-05,
   1.57861e-05,
   1.504263e-05,
   1.459982e-05,
   1.427338e-05,
   1.417676e-05,
   1.421211e-05,
   1.412575e-05,
   1.428423e-05,
   1.441046e-05,
   1.465327e-05,
   1.484875e-05,
   1.517556e-05,
   1.538609e-05,
   1.57688e-05,
   1.607445e-05,
   1.657504e-05,
   1.685687e-05,
   1.736306e-05,
   1.773728e-05,
   1.817074e-05,
   1.874941e-05,
   2.399648e-05,
   1.952988e-05,
   2.008316e-05,
   2.052194e-05,
   2.117092e-05,
   2.166853e-05,
   2.205928e-05,
   2.262394e-05,
   2.911211e-05,
   2.95134e-05,
   2.45094e-05,
   3.577762e-05,
   3.181474e-05,
   3.750565e-05,
   3.861018e-05,
   3.932624e-05,
   3.530799e-05,
   4.109883e-05,
   3.685396e-05,
   4.302332e-05,
   4.422799e-05,
   4.510988e-05,
   6.583989e-05,
   5.618519e-05,
   5.762763e-05,
   7.003611e-05,
   7.171463e-05,
   6.95842e-05,
   7.10916e-05,
   7.977239e-05,
   6.254647e-05,
   7.225763e-05,
   8.138967e-05,
   7.996623e-05,
   0.0001047081,
   0.0001071647,
   0.0001377168,
   0.0001540524,
   0.0001919283,
   0.0002226918,
   0.0002631831,
   0.0003017095,
   0.0003733691,
   0.0004824381,
   0.0006562116,
   0.0009311221,
   0.001382805,
   0.001938611,
   0.002281953,
   0.002223633,
   0.001861137,
   0.001445033,
   0.001068683,
   0.0007687298,
   0.0005816477,
   0.0004539645,
   0.0003392973,
   0.0003125096,
   0.0002753876,
   0.0002482775,
   0.0001435554,
   0.0001287835,
   9.641925e-05,
   0.0001058718,
   7.794997e-05,
   6.69828e-05,
   5.9091e-05,
   4.710307e-05,
   2.128568e-05,
   2.293448e-05,
   6.373447e-05,
   0,
   2.714777e-05,
   2.871188e-05,
   3.048634e-05,
   0,
   3.428576e-05,
   5.501981e-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};
   grae = new TGraphAsymmErrors(135,eff_graph_fx3039,eff_graph_fy3039,eff_graph_felx3039,eff_graph_fehx3039,eff_graph_fely3039,eff_graph_fehy3039);
   grae->SetName("eff_graph");
   grae->SetTitle("Efficiencies for AK4 HLT paths - Using RECO 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_graph3039 = new TH1F("Graph_eff_graph3039","Efficiencies for AK4 HLT paths - Using RECO jets",135,0,800);
   Graph_eff_graph3039->SetMinimum(0);
   Graph_eff_graph3039->SetMaximum(1.1);
   Graph_eff_graph3039->SetDirectory(0);
   Graph_eff_graph3039->SetStats(0);

   ci = TColor::GetColor("#000099");
   Graph_eff_graph3039->SetLineColor(ci);
   Graph_eff_graph3039->GetXaxis()->SetTitle("P_{T} [GeV/c]");
   Graph_eff_graph3039->GetXaxis()->SetLabelFont(42);
   Graph_eff_graph3039->GetXaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3039->GetXaxis()->SetLabelSize(0.05);
   Graph_eff_graph3039->GetXaxis()->SetTitleSize(0.055);
   Graph_eff_graph3039->GetXaxis()->SetTitleOffset(1.3);
   Graph_eff_graph3039->GetXaxis()->SetTitleFont(42);
   Graph_eff_graph3039->GetYaxis()->SetTitle("Efficiency");
   Graph_eff_graph3039->GetYaxis()->SetLabelFont(42);
   Graph_eff_graph3039->GetYaxis()->SetLabelOffset(0.014);
   Graph_eff_graph3039->GetYaxis()->SetLabelSize(0.05);
   Graph_eff_graph3039->GetYaxis()->SetTitleSize(0.055);
   Graph_eff_graph3039->GetYaxis()->SetTitleOffset(1.6);
   Graph_eff_graph3039->GetYaxis()->SetTitleFont(42);
   Graph_eff_graph3039->GetZaxis()->SetLabelFont(42);
   Graph_eff_graph3039->GetZaxis()->SetLabelSize(0.035);
   Graph_eff_graph3039->GetZaxis()->SetTitleSize(0.035);
   Graph_eff_graph3039->GetZaxis()->SetTitleFont(42);
   grae->SetHistogram(Graph_eff_graph3039);
   
   
   TF1 *turnon_5003040 = new TF1("turnon_500","0.5*[2]*(1 + TMath::Erf((x - [0])/[1]))",485,610);
   turnon_5003040->SetFillColor(19);
   turnon_5003040->SetFillStyle(0);

   ci = TColor::GetColor("#cc00ff");
   turnon_5003040->SetLineColor(ci);
   turnon_5003040->SetLineWidth(2);
   turnon_5003040->SetChisquare(0.0005730662);
   turnon_5003040->SetNDF(10);
   turnon_5003040->GetXaxis()->SetLabelFont(42);
   turnon_5003040->GetXaxis()->SetLabelSize(0.035);
   turnon_5003040->GetXaxis()->SetTitleSize(0.035);
   turnon_5003040->GetXaxis()->SetTitleFont(42);
   turnon_5003040->GetYaxis()->SetLabelFont(42);
   turnon_5003040->GetYaxis()->SetLabelSize(0.035);
   turnon_5003040->GetYaxis()->SetTitleSize(0.035);
   turnon_5003040->GetYaxis()->SetTitleFont(42);
   turnon_5003040->SetParameter(0,487.2104);
   turnon_5003040->SetParError(0,0.3124119);
   turnon_5003040->SetParLimits(0,0,0);
   turnon_5003040->SetParameter(1,28.97324);
   turnon_5003040->SetParError(1,0.8194248);
   turnon_5003040->SetParLimits(1,0,0);
   turnon_5003040->SetParameter(2,0.9931035);
   turnon_5003040->SetParError(2,0.002759895);
   turnon_5003040->SetParLimits(2,0,0);
   grae->GetListOfFunctions()->Add(turnon_5003040);
   grae->Draw("p");
   
   TLegend *leg = new TLegend(0.74,0.17,0.94,0.57,NULL,"brNDC");
   leg->SetBorderSize(1);
   leg->SetLineColor(1);
   leg->SetLineStyle(1);
   leg->SetLineWidth(1);
   leg->SetFillColor(0);
   leg->SetFillStyle(1001);
   TLegendEntry *entry=leg->AddEntry("eff_graph","HLT_PFJet40","LP");

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

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

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

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

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

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

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

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

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

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

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

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

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

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

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

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

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

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

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

   ci = TColor::GetColor("#cc00ff");
   entry->SetMarkerColor(ci);
   entry->SetMarkerStyle(20);
   entry->SetMarkerSize(0.9);
   entry->SetTextFont(42);
   leg->Draw();
   
   TPaveText *pt = new TPaveText(0.15,0.9343728,0.85,0.995,"blNDC");
   pt->SetName("title");
   pt->SetBorderSize(0);
   pt->SetFillColor(0);
   pt->SetFillStyle(0);
   pt->SetTextFont(42);
   TText *AText = pt->AddText("Efficiencies for AK4 HLT paths - Using RECO jets");
   pt->Draw();
   RECOeffcanvasAK4->Modified();
   RECOeffcanvasAK4->cd();
   RECOeffcanvasAK4->SetSelected(RECOeffcanvasAK4);
}