{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Introduction\n",
    "\n",
    "QA plots for the calorimeter response to single particle inputs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-03-24T23:26:00.129770Z",
     "iopub.status.busy": "2025-03-24T23:26:00.129212Z",
     "iopub.status.idle": "2025-03-24T23:26:00.135219Z",
     "shell.execute_reply": "2025-03-24T23:26:00.134267Z"
    }
   },
   "outputs": [],
   "source": [
    "# imports to write dynamic markdown contents\n",
    "import os\n",
    "from IPython.display import display, Markdown, Latex\n",
    "from IPython.display import HTML"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-03-24T23:26:00.139073Z",
     "iopub.status.busy": "2025-03-24T23:26:00.138272Z",
     "iopub.status.idle": "2025-03-24T23:26:00.152408Z",
     "shell.execute_reply": "2025-03-24T23:26:00.151290Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/markdown": [
       "*For the result HTML page:* "
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<script>\n",
       "code_show=true; \n",
       "function code_toggle() {\n",
       " if (code_show){\n",
       " $('div.input').hide();\n",
       " $('div.jp-CodeMirrorEditor').hide(); // for newer versions of nbviewer.org\n",
       " } else {\n",
       " $('div.input').show();\n",
       " $('div.jp-CodeMirrorEditor').show(); // for newer versions of nbviewer.org\n",
       " }\n",
       " code_show = !code_show\n",
       "} \n",
       "$( document ).ready(code_toggle);\n",
       "</script>\n",
       "<form action=\"javascript:code_toggle()\"><input type=\"submit\" value=\"Click here to toggle on/off the raw code.\"></form>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# turn off/on code for the result HTML page\n",
    "\n",
    "display(Markdown('*For the result HTML page:* '))\n",
    "    \n",
    "HTML('''<script>\n",
    "code_show=true; \n",
    "function code_toggle() {\n",
    " if (code_show){\n",
    " $('div.input').hide();\n",
    " $('div.jp-CodeMirrorEditor').hide(); // for newer versions of nbviewer.org\n",
    " } else {\n",
    " $('div.input').show();\n",
    " $('div.jp-CodeMirrorEditor').show(); // for newer versions of nbviewer.org\n",
    " }\n",
    " code_show = !code_show\n",
    "} \n",
    "$( document ).ready(code_toggle);\n",
    "</script>\n",
    "<form action=\"javascript:code_toggle()\"><input type=\"submit\" value=\"Click here to toggle on/off the raw code.\"></form>''')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-03-24T23:26:00.196328Z",
     "iopub.status.busy": "2025-03-24T23:26:00.195193Z",
     "iopub.status.idle": "2025-03-24T23:26:09.200287Z",
     "shell.execute_reply": "2025-03-24T23:26:09.198599Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/markdown": [
       "pyROOT env check:"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/markdown": [
       "via sPHENIX software distribution at `/var/lib/jenkins/workspace/sPHENIX/Build-Master-gcc14/build/new/install.1`"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# initialization\n",
    "\n",
    "display(Markdown('pyROOT env check:'))\n",
    "\n",
    "import ROOT\n",
    "\n",
    "OFFLINE_MAIN = os.getenv(\"OFFLINE_MAIN\")\n",
    "if OFFLINE_MAIN is not None:\n",
    "    display(Markdown(f\"via sPHENIX software distribution at `{OFFLINE_MAIN}`\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-03-24T23:26:09.203607Z",
     "iopub.status.busy": "2025-03-24T23:26:09.203154Z",
     "iopub.status.idle": "2025-03-24T23:26:09.337975Z",
     "shell.execute_reply": "2025-03-24T23:26:09.336499Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/markdown": [
       "View the source code repository at https://github.com/sPHENIX-Collaboration/QA-gallery.git"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import subprocess\n",
    "\n",
    "try:\n",
    "    git_url = \\\n",
    "        subprocess.run(['git','remote','get-url','origin'], stdout=subprocess.PIPE)\\\n",
    "        .stdout.decode('utf-8').strip()\\\n",
    "        .replace('git@github.com:','https://github.com/')\n",
    "\n",
    "    display(Markdown(f\"View the source code repository at {git_url}\"))\n",
    "except: # catch *all* exceptions\n",
    "    #     well do nothing\n",
    "    pass\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-03-24T23:26:09.342840Z",
     "iopub.status.busy": "2025-03-24T23:26:09.342006Z",
     "iopub.status.idle": "2025-03-24T23:26:09.466105Z",
     "shell.execute_reply": "2025-03-24T23:26:09.465010Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/markdown": [
       "Some further details about the QA run, if executed under the Jenkins CI:"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/markdown": [
       "* The commit being checked is sPHENIX-Collaboration/coresoftware/a31efaeddc6c0746d9d331f2948fb8ec821d73ac"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/markdown": [
       "* Link to the pull request: https://github.com/sPHENIX-Collaboration/coresoftware/pull/3493"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/markdown": [
       "* Link to the build: https://web.sdcc.bnl.gov/jenkins-sphenix/job/sPHENIX/job/test-calo-single-qa/8112/"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/markdown": [
       "* Download the QA ROOT files: https://web.sdcc.bnl.gov/jenkins-sphenix/job/sPHENIX/job/test-calo-single-qa/8112/display/redirect?page=artifacts"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/markdown": [
       "Automatically generated by [sPHENIX Jenkins continuous integration](https://web.sdcc.bnl.gov/jenkins-sphenix/) [![sPHENIX](https://raw.githubusercontent.com/sPHENIX-Collaboration/utilities/master/jenkins/material/sphenix-logo-white-bg-72p.png)](https://www.sphenix.bnl.gov/web/) &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; [![jenkins.io](https://raw.githubusercontent.com/sPHENIX-Collaboration/utilities/master/jenkins/material/jenkins_logo_title-72p.png)](https://jenkins.io/)"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "display(Markdown('Some further details about the QA run, if executed under the Jenkins CI:'))\n",
    "\n",
    "checkrun_repo_commit = os.getenv(\"checkrun_repo_commit\")\n",
    "if checkrun_repo_commit is not None:\n",
    "    display(Markdown(f\"* The commit being checked is {checkrun_repo_commit}\"))\n",
    "        \n",
    "ghprbPullLink = os.getenv(\"ghprbPullLink\")\n",
    "if ghprbPullLink is not None:\n",
    "    display(Markdown(f\"* Link to the pull request: {ghprbPullLink}\"))\n",
    "\n",
    "BUILD_URL =  os.getenv(\"BUILD_URL\")\n",
    "if BUILD_URL is not None:\n",
    "    display(Markdown(f\"* Link to the build: {BUILD_URL}\"))\n",
    "\n",
    "RUN_ARTIFACTS_DISPLAY_URL = os.getenv(\"RUN_ARTIFACTS_DISPLAY_URL\")\n",
    "if RUN_ARTIFACTS_DISPLAY_URL is not None:\n",
    "    display(Markdown(f\"* Download the QA ROOT files: {RUN_ARTIFACTS_DISPLAY_URL}\"))\n",
    "\n",
    "JENKINS_URL  = os.getenv(\"JENKINS_URL\")\n",
    "if JENKINS_URL is not None:\n",
    "    display(Markdown(f\"Automatically generated by [sPHENIX Jenkins continuous integration]({JENKINS_URL}) [![sPHENIX](https://raw.githubusercontent.com/sPHENIX-Collaboration/utilities/master/jenkins/material/sphenix-logo-white-bg-72p.png)](https://www.sphenix.bnl.gov/web/) &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; [![jenkins.io](https://raw.githubusercontent.com/sPHENIX-Collaboration/utilities/master/jenkins/material/jenkins_logo_title-72p.png)](https://jenkins.io/)\"))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "\n",
    "# Initialization"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-03-24T23:26:09.470097Z",
     "iopub.status.busy": "2025-03-24T23:26:09.469184Z",
     "iopub.status.idle": "2025-03-24T23:26:10.091073Z",
     "shell.execute_reply": "2025-03-24T23:26:10.089669Z"
    },
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "%%cpp -d\n",
    "\n",
    "#include \"QA_Draw_Utility.C\"\n",
    "\n",
    "#include <sPhenixStyle.C>\n",
    "\n",
    "#include <TFile.h>\n",
    "#include <TLine.h>\n",
    "#include <TString.h>\n",
    "#include <TTree.h>\n",
    "#include <cassert>\n",
    "#include <cmath>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-03-24T23:26:10.094164Z",
     "iopub.status.busy": "2025-03-24T23:26:10.093922Z",
     "iopub.status.idle": "2025-03-24T23:26:10.959992Z",
     "shell.execute_reply": "2025-03-24T23:26:10.958625Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "sPhenixStyle: Applying nominal settings.\n",
      "sPhenixStyle: ROOT6 mode\n"
     ]
    }
   ],
   "source": [
    "%%cpp\n",
    "\n",
    "SetsPhenixStyle();\n",
    "TVirtualFitter::SetDefaultFitter(\"Minuit2\");\n",
    "\n",
    "// test sPHENIX lib load\n",
    "// gSystem->Load(\"libg4eval.so\");\n",
    "\n",
    "// test libs\n",
    "// gSystem->ListLibraries();"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Inputs and file checks"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-03-24T23:26:10.964225Z",
     "iopub.status.busy": "2025-03-24T23:26:10.963848Z",
     "iopub.status.idle": "2025-03-24T23:26:11.071497Z",
     "shell.execute_reply": "2025-03-24T23:26:11.070581Z"
    }
   },
   "outputs": [],
   "source": [
    "\n",
    "qa_file_name_new = os.getenv(\"qa_file_name_new\")\n",
    "if qa_file_name_new is None:\n",
    "    qa_file_name_new = \"G4sPHENIX_pi+_pT30_Sum15_qa.root\"\n",
    "    display(Markdown(f\"`qa_file_name_new` env not set. use the default `qa_file_name_new={qa_file_name_new}`\"))\n",
    "\n",
    "qa_file_name_ref = os.getenv(\"qa_file_name_ref\")\n",
    "if qa_file_name_ref is None:\n",
    "    qa_file_name_ref = \"reference/G4sPHENIX_pi+_pT30_Sum15_qa.root\"\n",
    "    display(Markdown(f\"`qa_file_name_ref` env not set. use the default `qa_file_name_ref={qa_file_name_ref}`\"))\n",
    "elif qa_file_name_ref == 'None':\n",
    "    qa_file_name_ref = None\n",
    "    display(Markdown(f\"`qa_file_name_ref` = None and we are set to not to use the reference histograms\"))\n",
    "    \n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-03-24T23:26:11.075022Z",
     "iopub.status.busy": "2025-03-24T23:26:11.074333Z",
     "iopub.status.idle": "2025-03-24T23:26:11.252892Z",
     "shell.execute_reply": "2025-03-24T23:26:11.251589Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/markdown": [
       "Openning QA file at `G4sPHENIX_pi+_pT30_Sum10_qa.root`"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/markdown": [
       "Openning QA reference file at `reference/G4sPHENIX_pi+_pT30_Sum10_qa.root`"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# qa_file_new = ROOT.TFile.Open(qa_file_name_new);\n",
    "\n",
    "# assert qa_file_new.IsOpen()\n",
    "# qa_file_new.ls()\n",
    "display(Markdown(f\"Openning QA file at `{qa_file_name_new}`\"))\n",
    "ROOT.gInterpreter.ProcessLine(f\"TFile *qa_file_new = new TFile(\\\"{qa_file_name_new}\\\");\")\n",
    "\n",
    "if qa_file_name_ref is not None:\n",
    "#     qa_file_ref = ROOT.TFile.Open(qa_file_name_ref);\n",
    "\n",
    "#     assert qa_file_ref.IsOpen()\n",
    "    display(Markdown(f\"Openning QA reference file at `{qa_file_name_ref}`\"))\n",
    "    ROOT.gInterpreter.ProcessLine(f\"TFile *qa_file_ref = new TFile(\\\"{qa_file_name_ref}\\\");\")\n",
    "else:\n",
    "    ROOT.gInterpreter.ProcessLine(f\"TFile *qa_file_ref = nullptr;\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-03-24T23:26:11.256885Z",
     "iopub.status.busy": "2025-03-24T23:26:11.256511Z",
     "iopub.status.idle": "2025-03-24T23:26:11.389102Z",
     "shell.execute_reply": "2025-03-24T23:26:11.387719Z"
    },
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "%%cpp\n",
    "\n",
    "if (qa_file_new == nullptr) \n",
    "{\n",
    "    cout <<\"Error, can not open QA root file\"<<qa_file_name_new<<endl;\n",
    "    exit(1);\n",
    "}\n",
    "\n",
    "// list inputs histograms if needed\n",
    "// qa_file_new ->ls();\n",
    "\n",
    "//TFile *qa_file_ref = NULL;\n",
    "//if (qa_file_name_ref)\n",
    "//{\n",
    "//    qa_file_ref = new TFile(qa_file_name_ref);\n",
    "//  \n",
    "//    if (qa_file_ref == nullptr) \n",
    "//    {\n",
    "//        cout <<\"Error, can not open QA root file\"<<qa_file_name_ref<<endl;\n",
    "//        exit(1);\n",
    "//    }\n",
    "//}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# CEMC\n",
    "\n",
    "Central EMCal checks"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## CEMC G4 hits\n",
    "\n",
    "Low level Geant4 simulation check for the CEMC"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-03-24T23:26:11.393053Z",
     "iopub.status.busy": "2025-03-24T23:26:11.392821Z",
     "iopub.status.idle": "2025-03-24T23:26:11.499453Z",
     "shell.execute_reply": "2025-03-24T23:26:11.498328Z"
    }
   },
   "outputs": [],
   "source": [
    "%jsroot off"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-03-24T23:26:11.502564Z",
     "iopub.status.busy": "2025-03-24T23:26:11.502217Z",
     "iopub.status.idle": "2025-03-24T23:26:13.052647Z",
     "shell.execute_reply": "2025-03-24T23:26:13.051850Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "%%cpp\n",
    "\n",
    "{\n",
    "    TCanvas *c1 = new TCanvas(\"QA_Draw_CEMC_G4Hit\", \"QA_Draw_CEMC_G4Hit\", 1800, 900);\n",
    "  c1->Divide(4, 2);\n",
    "  int idx = 1;\n",
    "  TPad *p;\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  p->SetLogz();\n",
    "\n",
    "  TH2F *h_QAG4Sim_CEMC_G4Hit_XY = (TH2F *) qa_file_new->GetObjectChecked(\n",
    "      \"h_QAG4Sim_CEMC_G4Hit_XY\", \"TH2F\");\n",
    "  assert(h_QAG4Sim_CEMC_G4Hit_XY);\n",
    "  h_QAG4Sim_CEMC_G4Hit_XY->GetYaxis()->SetTitleOffset(1.5);\n",
    "  h_QAG4Sim_CEMC_G4Hit_XY->Draw(\"COLZ\");\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  p->SetLogz();\n",
    "\n",
    "  TH2F *h_QAG4Sim_CEMC_G4Hit_RZ = (TH2F *) qa_file_new->GetObjectChecked(\n",
    "      \"h_QAG4Sim_CEMC_G4Hit_RZ\", \"TH2F\");\n",
    "  assert(h_QAG4Sim_CEMC_G4Hit_RZ);\n",
    "  h_QAG4Sim_CEMC_G4Hit_RZ->GetYaxis()->SetTitleOffset(1.5);\n",
    "  h_QAG4Sim_CEMC_G4Hit_RZ->Draw(\"COLZ\");\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  //  p->SetLogz();\n",
    "\n",
    "  {\n",
    "    TH2F *h_QAG4Sim_CEMC_G4Hit_LateralTruthProjection =\n",
    "        (TH2F *) qa_file_new->GetObjectChecked(\n",
    "            \"h_QAG4Sim_CEMC_G4Hit_LateralTruthProjection\", \"TH2F\");\n",
    "    assert(h_QAG4Sim_CEMC_G4Hit_LateralTruthProjection);\n",
    "\n",
    "    TH1D *proj_new =\n",
    "        h_QAG4Sim_CEMC_G4Hit_LateralTruthProjection->ProjectionX(\n",
    "            \"qa_file_new_h_QAG4Sim_CEMC_G4Hit_LateralTruthProjection_px\");\n",
    "\n",
    "    proj_new->Scale(1. / proj_new->GetSum());\n",
    "\n",
    "    TH1D *proj_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      TH2F *h_QAG4Sim_CEMC_G4Hit_LateralTruthProjection =\n",
    "          (TH2F *) qa_file_ref->GetObjectChecked(\n",
    "              \"h_QAG4Sim_CEMC_G4Hit_LateralTruthProjection\", \"TH2F\");\n",
    "      assert(h_QAG4Sim_CEMC_G4Hit_LateralTruthProjection);\n",
    "\n",
    "      proj_ref = h_QAG4Sim_CEMC_G4Hit_LateralTruthProjection->ProjectionX(\n",
    "          \"qa_file_ref_h_QAG4Sim_CEMC_G4Hit_LateralTruthProjection_px\");\n",
    "      proj_ref->Scale(1. / proj_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    proj_new->GetYaxis()->SetTitle(\"Normalized energy distribution\");\n",
    "    proj_new->GetXaxis()->SetRangeUser(-10, 10);\n",
    "\n",
    "    DrawReference(proj_new, proj_ref, false, false); // not to use this histogram in KSTests\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  //  p->SetLogz();\n",
    "\n",
    "  {\n",
    "    TH2F *h_QAG4Sim_CEMC_G4Hit_LateralTruthProjection =\n",
    "        (TH2F *) qa_file_new->GetObjectChecked(\n",
    "            \"h_QAG4Sim_CEMC_G4Hit_LateralTruthProjection\", \"TH2F\");\n",
    "    assert(h_QAG4Sim_CEMC_G4Hit_LateralTruthProjection);\n",
    "\n",
    "    TH1D *proj_new =\n",
    "        h_QAG4Sim_CEMC_G4Hit_LateralTruthProjection->ProjectionY(\n",
    "            \"qa_file_new_h_QAG4Sim_CEMC_G4Hit_LateralTruthProjection_py\");\n",
    "\n",
    "    proj_new->Scale(1. / proj_new->GetSum());\n",
    "\n",
    "    TH1D *proj_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      TH2F *h_QAG4Sim_CEMC_G4Hit_LateralTruthProjection =\n",
    "          (TH2F *) qa_file_ref->GetObjectChecked(\n",
    "              \"h_QAG4Sim_CEMC_G4Hit_LateralTruthProjection\", \"TH2F\");\n",
    "      assert(h_QAG4Sim_CEMC_G4Hit_LateralTruthProjection);\n",
    "\n",
    "      proj_ref = h_QAG4Sim_CEMC_G4Hit_LateralTruthProjection->ProjectionY(\n",
    "          \"qa_file_ref_h_QAG4Sim_CEMC_G4Hit_LateralTruthProjection_py\");\n",
    "      proj_ref->Scale(1. / proj_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    proj_new->GetYaxis()->SetTitle(\"Normalized energy distribution\");\n",
    "    proj_new->GetXaxis()->SetRangeUser(-10, 10);\n",
    "\n",
    "    DrawReference(proj_new, proj_ref, false, false); // not to use this histogram in KSTests\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  p->SetLogx();\n",
    "  p->SetLogy();\n",
    "\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_CEMC_G4Hit_HitTime\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "    h_new->Rebin(5);\n",
    "    h_new->Scale(1. / h_new->GetSum());\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_CEMC_G4Hit_HitTime\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Rebin(5);\n",
    "      h_ref->Scale(1. / h_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Normalized energy per bin\");\n",
    "    //      h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref, false, false); // not to use this histogram in KSTests\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  //    p->SetLogx();\n",
    "  p->SetLogy();\n",
    "\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_CEMC_G4Hit_FractionTruthEnergy\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "    h_new->Rebin(20);\n",
    "    //h_new->Sumw2();\n",
    "    h_new->Scale(1. / h_new->GetSum());\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_CEMC_G4Hit_FractionTruthEnergy\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Rebin(20);\n",
    "      h_ref->Scale(1. / h_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Probability per bin\");\n",
    "    //      h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref);\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  //  p->SetLogz();\n",
    "\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_CEMC_G4Hit_VSF\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "    h_new->Rebin(2);\n",
    "    //h_new->Sumw2();\n",
    "    h_new->Scale(1. / h_new->GetSum());\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_CEMC_G4Hit_VSF\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Rebin(2);\n",
    "      //h_ref->Sumw2();\n",
    "      h_ref->Scale(1. / h_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Probability per bin\");\n",
    "    h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref);\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  //  p->SetLogz();\n",
    "\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_CEMC_G4Hit_FractionEMVisibleEnergy\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "    h_new->Rebin(4);\n",
    "    //h_new->Sumw2();\n",
    "    h_new->Scale(1. / h_new->GetSum());\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_CEMC_G4Hit_FractionEMVisibleEnergy\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Rebin(4);\n",
    "      h_ref->Scale(1. / h_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Probability per bin\");\n",
    "    //          h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref);\n",
    "  }\n",
    "\n",
    "  c1->Draw();\n",
    "//  PutInputFileName(c1, .04, qa_file_name_new, qa_file_name_ref);\n",
    "  // SaveCanvas(c1, TString(qa_file_name_new) + TString(c1->GetName()), true);\n",
    "    \n",
    "}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## CEMC tower and clusters\n",
    "\n",
    "Check on towers and clusters"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-03-24T23:26:13.057219Z",
     "iopub.status.busy": "2025-03-24T23:26:13.056894Z",
     "iopub.status.idle": "2025-03-24T23:26:13.173829Z",
     "shell.execute_reply": "2025-03-24T23:26:13.172496Z"
    }
   },
   "outputs": [],
   "source": [
    "%jsroot on"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-03-24T23:26:13.178725Z",
     "iopub.status.busy": "2025-03-24T23:26:13.178281Z",
     "iopub.status.idle": "2025-03-24T23:26:13.503111Z",
     "shell.execute_reply": "2025-03-24T23:26:13.502344Z"
    }
   },
   "outputs": [
    {
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    "%%cpp\n",
    "\n",
    "\n",
    "{\n",
    "    \n",
    "  TCanvas *c1 = new TCanvas(\"QA_Draw_CEMC_TowerCluster\", \"QA_Draw_CEMC_TowerCluster\", 950, 600);\n",
    "  c1->Divide(4, 2);\n",
    "  int idx = 1;\n",
    "  TPad *p;\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  p->SetLogx();\n",
    "  p->SetLogy();\n",
    "\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_CEMC_Tower_1x1\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "    h_new->Scale(1. / h_new->GetSum());\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_CEMC_Tower_1x1\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Scale(1. / h_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Normalized tower count per bin\");\n",
    "    //      h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref);\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  p->SetLogx();\n",
    "  p->SetLogy();\n",
    "\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_CEMC_Tower_3x3\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "    h_new->Scale(1. / h_new->GetSum());\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_CEMC_Tower_3x3\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Scale(1. / h_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Normalized tower count per bin\");\n",
    "    //      h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref);\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  //    p->SetLogx();\n",
    "  p->SetLogy();\n",
    "\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_CEMC_Tower_1x1_max\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "    h_new->Rebin(40);\n",
    "//     h_new->Sumw2();\n",
    "    h_new->Scale(1. / h_new->GetSum());\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_CEMC_Tower_1x1_max\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Rebin(40);\n",
    "      h_ref->Scale(1. / h_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Probability per bin\");\n",
    "    //      h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref);\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  //    p->SetLogx();\n",
    "  p->SetLogy();\n",
    "\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_CEMC_Tower_4x4_max\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "    h_new->Rebin(40);\n",
    "//     h_new->Sumw2();\n",
    "    h_new->Scale(1. / h_new->GetSum());\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_CEMC_Tower_4x4_max\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Rebin(40);\n",
    "      h_ref->Scale(1. / h_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Probability per bin\");\n",
    "    //      h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref);\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  p->SetLogz();\n",
    "\n",
    "  TH2F *h_QAG4Sim_CEMC_Cluster_LateralTruthProjection =\n",
    "      (TH2F *) qa_file_new->GetObjectChecked(\n",
    "          \"h_QAG4Sim_CEMC_Cluster_LateralTruthProjection\", \"TH2F\");\n",
    "  assert(h_QAG4Sim_CEMC_Cluster_LateralTruthProjection);\n",
    "  h_QAG4Sim_CEMC_Cluster_LateralTruthProjection  -> SetDirectory(nullptr);\n",
    "    \n",
    "  h_QAG4Sim_CEMC_Cluster_LateralTruthProjection->GetYaxis()->SetTitleOffset(\n",
    "      1.5);\n",
    "  h_QAG4Sim_CEMC_Cluster_LateralTruthProjection->GetXaxis()->SetRangeUser(-8,\n",
    "                                                                          8);\n",
    "  h_QAG4Sim_CEMC_Cluster_LateralTruthProjection->GetYaxis()->SetRangeUser(-8,\n",
    "                                                                          8);\n",
    "  h_QAG4Sim_CEMC_Cluster_LateralTruthProjection->Draw(\"COLZ\");\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  //  p->SetLogz();\n",
    "\n",
    "  {\n",
    "    TH2F *h_QAG4Sim_CEMC_Cluster_LateralTruthProjection =\n",
    "        (TH2F *) qa_file_new->GetObjectChecked(\n",
    "            \"h_QAG4Sim_CEMC_Cluster_LateralTruthProjection\", \"TH2F\");\n",
    "    assert(h_QAG4Sim_CEMC_Cluster_LateralTruthProjection);\n",
    "    h_QAG4Sim_CEMC_Cluster_LateralTruthProjection  -> SetDirectory(nullptr);\n",
    "\n",
    "    TH1D *proj_new =\n",
    "        h_QAG4Sim_CEMC_Cluster_LateralTruthProjection->ProjectionX(\n",
    "            \"qa_file_new_h_QAG4Sim_CEMC_Cluster_LateralTruthProjection_px\");\n",
    "\n",
    "    proj_new->Scale(1. / proj_new->GetSum());\n",
    "\n",
    "    TH1D *proj_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      TH2F *h_QAG4Sim_CEMC_Cluster_LateralTruthProjection =\n",
    "          (TH2F *) qa_file_ref->GetObjectChecked(\n",
    "              \"h_QAG4Sim_CEMC_Cluster_LateralTruthProjection\", \"TH2F\");\n",
    "      assert(h_QAG4Sim_CEMC_Cluster_LateralTruthProjection);\n",
    "     h_QAG4Sim_CEMC_Cluster_LateralTruthProjection  -> SetDirectory(nullptr);\n",
    "\n",
    "      proj_ref = h_QAG4Sim_CEMC_Cluster_LateralTruthProjection->ProjectionX(\n",
    "          \"qa_file_ref_h_QAG4Sim_CEMC_Cluster_LateralTruthProjection_px\");\n",
    "      proj_ref->Scale(1. / proj_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    proj_new->GetYaxis()->SetTitleOffset(1.);\n",
    "    proj_new->GetXaxis()->SetTitleOffset(1.);\n",
    "    proj_new->GetYaxis()->SetTitle(\"Normalized energy distribution\");\n",
    "    proj_new->GetXaxis()->SetRangeUser(-10, 10);\n",
    "\n",
    "    DrawReference(proj_new, proj_ref);\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  //  p->SetLogz();\n",
    "\n",
    "  {\n",
    "    TH2F *h_QAG4Sim_CEMC_Cluster_LateralTruthProjection =\n",
    "        (TH2F *) qa_file_new->GetObjectChecked(\n",
    "            \"h_QAG4Sim_CEMC_Cluster_LateralTruthProjection\", \"TH2F\");\n",
    "    assert(h_QAG4Sim_CEMC_Cluster_LateralTruthProjection);\n",
    "    h_QAG4Sim_CEMC_Cluster_LateralTruthProjection  -> SetDirectory(nullptr);\n",
    "\n",
    "    TH1D *proj_new =\n",
    "        h_QAG4Sim_CEMC_Cluster_LateralTruthProjection->ProjectionY(\n",
    "            \"qa_file_new_h_QAG4Sim_CEMC_Cluster_LateralTruthProjection_py\");\n",
    "\n",
    "    proj_new->Scale(1. / proj_new->GetSum());\n",
    "\n",
    "    TH1D *proj_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      TH2F *h_QAG4Sim_CEMC_Cluster_LateralTruthProjection =\n",
    "          (TH2F *) qa_file_ref->GetObjectChecked(\n",
    "              \"h_QAG4Sim_CEMC_Cluster_LateralTruthProjection\", \"TH2F\");\n",
    "      assert(h_QAG4Sim_CEMC_Cluster_LateralTruthProjection);\n",
    "     h_QAG4Sim_CEMC_Cluster_LateralTruthProjection  -> SetDirectory(nullptr);\n",
    "\n",
    "      proj_ref = h_QAG4Sim_CEMC_Cluster_LateralTruthProjection->ProjectionY(\n",
    "          \"qa_file_ref_h_QAG4Sim_CEMC_Cluster_LateralTruthProjection_py\");\n",
    "      proj_ref->Scale(1. / proj_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    proj_new->GetYaxis()->SetTitleOffset(1.);\n",
    "    proj_new->GetXaxis()->SetTitleOffset(1.);\n",
    "    proj_new->GetYaxis()->SetTitle(\"Normalized energy distribution\");\n",
    "    proj_new->GetXaxis()->SetRangeUser(-10, 10);\n",
    "\n",
    "    DrawReference(proj_new, proj_ref);\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  p->SetLogy();\n",
    "\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_CEMC_Cluster_BestMatchERatio\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "    h_new->Rebin(2);\n",
    "//     h_new->Sumw2();\n",
    "    h_new->Scale(1. / h_new->GetSum());\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_CEMC_Cluster_BestMatchERatio\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Rebin(2);\n",
    "      h_ref->Scale(1. / h_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Probability per bin\");\n",
    "    //          h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref);\n",
    "  }\n",
    "\n",
    "    c1->Draw();\n",
    "//  PutInputFileName(c1, .04, qa_file_name_new, qa_file_name_ref);\n",
    "  // SaveCanvas(c1, TString(qa_file_name_new) + TString(c1->GetName()), true);\n",
    "}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Inner HCal\n",
    "\n",
    "Inner HCal checks"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## HCalIn G4 hits\n",
    "\n",
    "Low level Geant4 simulation check for the Inner HCal"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-03-24T23:26:13.510098Z",
     "iopub.status.busy": "2025-03-24T23:26:13.509786Z",
     "iopub.status.idle": "2025-03-24T23:26:13.618412Z",
     "shell.execute_reply": "2025-03-24T23:26:13.617822Z"
    }
   },
   "outputs": [],
   "source": [
    "%jsroot off"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-03-24T23:26:13.620827Z",
     "iopub.status.busy": "2025-03-24T23:26:13.620569Z",
     "iopub.status.idle": "2025-03-24T23:26:16.900524Z",
     "shell.execute_reply": "2025-03-24T23:26:16.899689Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Warning in <TH1F::Rebin>: ngroup=6 is not an exact divider of nbins=1000.\n",
      "Warning in <TH1F::Rebin>: ngroup=6 is not an exact divider of nbins=1000.\n",
      "Warning in <TAxis::TAxis::SetRangeUser>: ulast > fXmax, fXmax is used\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "%%cpp\n",
    "\n",
    "{\n",
    "    \n",
    "  TCanvas *c1 = new TCanvas(\"QA_Draw_HCALIN_G4Hit\", \"QA_Draw_HCALIN_G4Hit\",\n",
    "                            1800, 900);\n",
    "  c1->Divide(4, 2);\n",
    "  int idx = 1;\n",
    "  TPad *p;\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  p->SetLogz();\n",
    "\n",
    "  TH2F *h_QAG4Sim_HCALIN_G4Hit_XY = (TH2F *) qa_file_new->GetObjectChecked(\n",
    "      \"h_QAG4Sim_HCALIN_G4Hit_XY\", \"TH2F\");\n",
    "  assert(h_QAG4Sim_HCALIN_G4Hit_XY);\n",
    "  h_QAG4Sim_HCALIN_G4Hit_XY->GetYaxis()->SetTitleOffset(1.5);\n",
    "  h_QAG4Sim_HCALIN_G4Hit_XY->Draw(\"COLZ\");\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  p->SetLogz();\n",
    "\n",
    "  TH2F *h_QAG4Sim_HCALIN_G4Hit_RZ = (TH2F *) qa_file_new->GetObjectChecked(\n",
    "      \"h_QAG4Sim_HCALIN_G4Hit_RZ\", \"TH2F\");\n",
    "  assert(h_QAG4Sim_HCALIN_G4Hit_RZ);\n",
    "  h_QAG4Sim_HCALIN_G4Hit_RZ->GetYaxis()->SetTitleOffset(1.5);\n",
    "  h_QAG4Sim_HCALIN_G4Hit_RZ->Draw(\"COLZ\");\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  //  p->SetLogz();\n",
    "\n",
    "  {\n",
    "    TH2F *h_QAG4Sim_HCALIN_G4Hit_LateralTruthProjection =\n",
    "        (TH2F *) qa_file_new->GetObjectChecked(\n",
    "            \"h_QAG4Sim_HCALIN_G4Hit_LateralTruthProjection\", \"TH2F\");\n",
    "    assert(h_QAG4Sim_HCALIN_G4Hit_LateralTruthProjection);\n",
    "\n",
    "    TH1D *proj_new =\n",
    "        h_QAG4Sim_HCALIN_G4Hit_LateralTruthProjection->ProjectionX(\n",
    "            \"qa_file_new_h_QAG4Sim_HCALIN_G4Hit_LateralTruthProjection_px\");\n",
    "\n",
    "    proj_new->Scale(1. / proj_new->GetSum());\n",
    "\n",
    "    TH1D *proj_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      TH2F *h_QAG4Sim_HCALIN_G4Hit_LateralTruthProjection =\n",
    "          (TH2F *) qa_file_ref->GetObjectChecked(\n",
    "              \"h_QAG4Sim_HCALIN_G4Hit_LateralTruthProjection\", \"TH2F\");\n",
    "      assert(h_QAG4Sim_HCALIN_G4Hit_LateralTruthProjection);\n",
    "\n",
    "      proj_ref = h_QAG4Sim_HCALIN_G4Hit_LateralTruthProjection->ProjectionX(\n",
    "          \"qa_file_ref_h_QAG4Sim_HCALIN_G4Hit_LateralTruthProjection_px\");\n",
    "      proj_ref->Scale(1. / proj_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    proj_new->GetYaxis()->SetTitle(\"Normalized energy distribution\");\n",
    "    //      proj_new->GetXaxis()->SetRangeUser(-10, 10);\n",
    "\n",
    "    DrawReference(proj_new, proj_ref, false, false); // not to use this histogram in KSTests\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  //  p->SetLogz();\n",
    "\n",
    "  {\n",
    "    TH2F *h_QAG4Sim_HCALIN_G4Hit_LateralTruthProjection =\n",
    "        (TH2F *) qa_file_new->GetObjectChecked(\n",
    "            \"h_QAG4Sim_HCALIN_G4Hit_LateralTruthProjection\", \"TH2F\");\n",
    "    assert(h_QAG4Sim_HCALIN_G4Hit_LateralTruthProjection);\n",
    "\n",
    "    TH1D *proj_new =\n",
    "        h_QAG4Sim_HCALIN_G4Hit_LateralTruthProjection->ProjectionY(\n",
    "            \"qa_file_new_h_QAG4Sim_HCALIN_G4Hit_LateralTruthProjection_py\");\n",
    "\n",
    "    proj_new->Scale(1. / proj_new->GetSum());\n",
    "\n",
    "    TH1D *proj_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      TH2F *h_QAG4Sim_HCALIN_G4Hit_LateralTruthProjection =\n",
    "          (TH2F *) qa_file_ref->GetObjectChecked(\n",
    "              \"h_QAG4Sim_HCALIN_G4Hit_LateralTruthProjection\", \"TH2F\");\n",
    "      assert(h_QAG4Sim_HCALIN_G4Hit_LateralTruthProjection);\n",
    "\n",
    "      proj_ref = h_QAG4Sim_HCALIN_G4Hit_LateralTruthProjection->ProjectionY(\n",
    "          \"qa_file_ref_h_QAG4Sim_HCALIN_G4Hit_LateralTruthProjection_py\");\n",
    "      proj_ref->Scale(1. / proj_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    proj_new->GetYaxis()->SetTitle(\"Normalized energy distribution\");\n",
    "    //      proj_new->GetXaxis()->SetRangeUser(-10, 10);\n",
    "\n",
    "    DrawReference(proj_new, proj_ref, false, false); // not to use this histogram in KSTests\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  p->SetLogx();\n",
    "  p->SetLogy();\n",
    "\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_HCALIN_G4Hit_HitTime\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "    h_new->Scale(1. / h_new->GetSum());\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_HCALIN_G4Hit_HitTime\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Scale(1. / h_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Normalized energy per bin\");\n",
    "    //      h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref, false, false); // not to use this histogram in KSTests\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  //    p->SetLogx();\n",
    "  p->SetLogy();\n",
    "\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_HCALIN_G4Hit_FractionTruthEnergy\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "    h_new->Rebin(20);\n",
    "//     h_new->Sumw2();\n",
    "    h_new->Scale(1. / h_new->GetSum());\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_HCALIN_G4Hit_FractionTruthEnergy\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Rebin(20);\n",
    "      h_ref->Scale(1. / h_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Probability per bin\");\n",
    "    //      h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref);\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  //  p->SetLogz();\n",
    "\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_HCALIN_G4Hit_VSF\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "    h_new->Rebin(6);\n",
    "    //        h_new->Sumw2();\n",
    "    h_new->Scale(1. / h_new->GetSum());\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_HCALIN_G4Hit_VSF\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Rebin(6);\n",
    "      h_ref->Scale(1. / h_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Probability per bin\");\n",
    "    h_new->GetXaxis()->SetRangeUser(-0, .2);\n",
    "\n",
    "    DrawReference(h_new, h_ref);\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  //  p->SetLogz();\n",
    "\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_HCALIN_G4Hit_FractionEMVisibleEnergy\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "    h_new->Rebin(4);\n",
    "//     h_new->Sumw2();\n",
    "    h_new->Scale(1. / h_new->GetSum());\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_HCALIN_G4Hit_FractionEMVisibleEnergy\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Rebin(4);\n",
    "      h_ref->Scale(1. / h_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Probability per bin\");\n",
    "    //          h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref);\n",
    "  }\n",
    "\n",
    "//  PutInputFileName(c1, .04, qa_file_name_new, qa_file_name_ref);\n",
    "//   SaveCanvas(c1, TString(qa_file_name_new) + TString(c1->GetName()), true);\n",
    "    \n",
    "    c1->Draw();\n",
    "}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## HCal In tower and clusters\n",
    "\n",
    "Check on towers and clusters"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-03-24T23:26:16.905668Z",
     "iopub.status.busy": "2025-03-24T23:26:16.905215Z",
     "iopub.status.idle": "2025-03-24T23:26:17.016069Z",
     "shell.execute_reply": "2025-03-24T23:26:17.014635Z"
    }
   },
   "outputs": [],
   "source": [
    "%jsroot on"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-03-24T23:26:17.019868Z",
     "iopub.status.busy": "2025-03-24T23:26:17.019427Z",
     "iopub.status.idle": "2025-03-24T23:26:17.226174Z",
     "shell.execute_reply": "2025-03-24T23:26:17.225364Z"
    }
   },
   "outputs": [
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    "%%cpp\n",
    "{\n",
    "    \n",
    "    \n",
    "  TCanvas *c1 = new TCanvas(\"QA_Draw_HCALIN_TowerCluster\",\n",
    "                            \"QA_Draw_HCALIN_TowerCluster\", 950, 600);\n",
    "  c1->Divide(4, 2);\n",
    "  int idx = 1;\n",
    "  TPad *p;\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  p->SetLogx();\n",
    "  p->SetLogy();\n",
    "\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_HCALIN_Tower_1x1\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "    h_new->Scale(1. / h_new->GetSum());\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_HCALIN_Tower_1x1\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Scale(1. / h_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Normalized tower count per bin\");\n",
    "    //      h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref);\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  p->SetLogx();\n",
    "  p->SetLogy();\n",
    "\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_HCALIN_Tower_3x3\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "    h_new->Scale(1. / h_new->GetSum());\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_HCALIN_Tower_3x3\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Scale(1. / h_ref->GetSum());\n",
    "    }\n",
    "          h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Normalized tower count per bin\");\n",
    "    //      h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref);\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  //    p->SetLogx();\n",
    "  p->SetLogy();\n",
    "\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_HCALIN_Tower_1x1_max\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "    h_new->Rebin(40);\n",
    "//     h_new->Sumw2();\n",
    "    h_new->Scale(1. / h_new->GetSum());\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_HCALIN_Tower_1x1_max\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Rebin(40);\n",
    "      h_ref->Scale(1. / h_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Probability per bin\");\n",
    "    //      h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref);\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  //    p->SetLogx();\n",
    "  p->SetLogy();\n",
    "\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_HCALIN_Tower_4x4_max\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "    h_new->Rebin(40);\n",
    "    //h_new->Sumw2();\n",
    "    h_new->Scale(1. / h_new->GetSum());\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_HCALIN_Tower_4x4_max\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Rebin(40);\n",
    "      h_ref->Scale(1. / h_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Probability per bin\");\n",
    "    //      h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref);\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  p->SetLogz();\n",
    "\n",
    "  TH2F *h_QAG4Sim_HCALIN_Cluster_LateralTruthProjection =\n",
    "      (TH2F *) qa_file_new->GetObjectChecked(\n",
    "          \"h_QAG4Sim_HCALIN_Cluster_LateralTruthProjection\", \"TH2F\");\n",
    "  assert(h_QAG4Sim_HCALIN_Cluster_LateralTruthProjection);\n",
    "  h_QAG4Sim_HCALIN_Cluster_LateralTruthProjection->GetYaxis()->SetTitleOffset(\n",
    "      1.5);\n",
    "  //  h_QAG4Sim_HCALIN_Cluster_LateralTruthProjection->GetXaxis()->SetRangeUser(-5,\n",
    "  //      5);\n",
    "  //  h_QAG4Sim_HCALIN_Cluster_LateralTruthProjection->GetYaxis()->SetRangeUser(-5,\n",
    "  //      5);\n",
    "  h_QAG4Sim_HCALIN_Cluster_LateralTruthProjection->Draw(\"COLZ\");\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  //  p->SetLogz();\n",
    "\n",
    "  {\n",
    "    TH2F *h_QAG4Sim_HCALIN_Cluster_LateralTruthProjection =\n",
    "        (TH2F *) qa_file_new->GetObjectChecked(\n",
    "            \"h_QAG4Sim_HCALIN_Cluster_LateralTruthProjection\", \"TH2F\");\n",
    "    assert(h_QAG4Sim_HCALIN_Cluster_LateralTruthProjection);\n",
    "\n",
    "    TH1D *proj_new =\n",
    "        h_QAG4Sim_HCALIN_Cluster_LateralTruthProjection->ProjectionX(\n",
    "            \"qa_file_new_h_QAG4Sim_HCALIN_Cluster_LateralTruthProjection_px\");\n",
    "    proj_new->Rebin(4);\n",
    "\n",
    "    proj_new->Scale(1. / proj_new->GetSum());\n",
    "\n",
    "    TH1D *proj_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      TH2F *h_QAG4Sim_HCALIN_Cluster_LateralTruthProjection =\n",
    "          (TH2F *) qa_file_ref->GetObjectChecked(\n",
    "              \"h_QAG4Sim_HCALIN_Cluster_LateralTruthProjection\", \"TH2F\");\n",
    "      assert(h_QAG4Sim_HCALIN_Cluster_LateralTruthProjection);\n",
    "\n",
    "      proj_ref =\n",
    "          h_QAG4Sim_HCALIN_Cluster_LateralTruthProjection->ProjectionX(\n",
    "              \"qa_file_ref_h_QAG4Sim_HCALIN_Cluster_LateralTruthProjection_px\");\n",
    "      proj_ref->Rebin(4);\n",
    "      proj_ref->Scale(1. / proj_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    proj_new->GetYaxis()->SetTitleOffset(1.);\n",
    "    proj_new->GetXaxis()->SetTitleOffset(1.);\n",
    "    proj_new->GetYaxis()->SetTitle(\"Normalized energy distribution\");\n",
    "    //      proj_new->GetXaxis()->SetRangeUser(-10, 10);\n",
    "\n",
    "    DrawReference(proj_new, proj_ref);\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  //  p->SetLogz();\n",
    "\n",
    "  {\n",
    "    TH2F *h_QAG4Sim_HCALIN_Cluster_LateralTruthProjection =\n",
    "        (TH2F *) qa_file_new->GetObjectChecked(\n",
    "            \"h_QAG4Sim_HCALIN_Cluster_LateralTruthProjection\", \"TH2F\");\n",
    "    assert(h_QAG4Sim_HCALIN_Cluster_LateralTruthProjection);\n",
    "\n",
    "    TH1D *proj_new =\n",
    "        h_QAG4Sim_HCALIN_Cluster_LateralTruthProjection->ProjectionY(\n",
    "            \"qa_file_new_h_QAG4Sim_HCALIN_Cluster_LateralTruthProjection_py\");\n",
    "\n",
    "    proj_new->Rebin(4);\n",
    "    proj_new->Scale(1. / proj_new->GetSum());\n",
    "\n",
    "    TH1D *proj_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      TH2F *h_QAG4Sim_HCALIN_Cluster_LateralTruthProjection =\n",
    "          (TH2F *) qa_file_ref->GetObjectChecked(\n",
    "              \"h_QAG4Sim_HCALIN_Cluster_LateralTruthProjection\", \"TH2F\");\n",
    "      assert(h_QAG4Sim_HCALIN_Cluster_LateralTruthProjection);\n",
    "\n",
    "      proj_ref =\n",
    "          h_QAG4Sim_HCALIN_Cluster_LateralTruthProjection->ProjectionY(\n",
    "              \"qa_file_ref_h_QAG4Sim_HCALIN_Cluster_LateralTruthProjection_py\");\n",
    "      proj_ref->Rebin(4);\n",
    "      proj_ref->Scale(1. / proj_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    proj_new->GetYaxis()->SetTitleOffset(1.);\n",
    "    proj_new->GetXaxis()->SetTitleOffset(1.);\n",
    "    proj_new->GetYaxis()->SetTitle(\"Normalized energy distribution\");\n",
    "    //      proj_new->GetXaxis()->SetRangeUser(-10, 10);\n",
    "\n",
    "    DrawReference(proj_new, proj_ref);\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  p->SetLogy();\n",
    "\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_HCALIN_Cluster_BestMatchERatio\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "    h_new->Rebin(2);\n",
    "//     h_new->Sumw2();\n",
    "    h_new->Scale(1. / h_new->GetSum());\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_HCALIN_Cluster_BestMatchERatio\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Rebin(2);\n",
    "      h_ref->Scale(1. / h_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Probability per bin\");\n",
    "    //          h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref);\n",
    "  }\n",
    "\n",
    "//  PutInputFileName(c1, .04, qa_file_name_new, qa_file_name_ref);\n",
    "//   SaveCanvas(c1, TString(qa_file_name_new) + TString(c1->GetName()), true);\n",
    "    \n",
    "    c1->Draw();\n",
    "    \n",
    "}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Outer HCal\n",
    "\n",
    "Outer HCal checks"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## HCalOut G4 hits\n",
    "\n",
    "Low level Geant4 simulation check for the Outer HCal"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-03-24T23:26:17.231127Z",
     "iopub.status.busy": "2025-03-24T23:26:17.230837Z",
     "iopub.status.idle": "2025-03-24T23:26:17.337796Z",
     "shell.execute_reply": "2025-03-24T23:26:17.337147Z"
    }
   },
   "outputs": [],
   "source": [
    "%jsroot off"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-03-24T23:26:17.340242Z",
     "iopub.status.busy": "2025-03-24T23:26:17.339979Z",
     "iopub.status.idle": "2025-03-24T23:26:20.220395Z",
     "shell.execute_reply": "2025-03-24T23:26:20.219219Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "%%cpp\n",
    "{\n",
    "    \n",
    "  TCanvas *c1 = new TCanvas(\"QA_Draw_HCALOUT_G4Hit\", \"QA_Draw_HCALOUT_G4Hit\",\n",
    "                            1800, 900);\n",
    "  c1->Divide(4, 2);\n",
    "  int idx = 1;\n",
    "  TPad *p;\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  p->SetLogz();\n",
    "\n",
    "  TH2F *h_QAG4Sim_HCALOUT_G4Hit_XY = (TH2F *) qa_file_new->GetObjectChecked(\n",
    "      \"h_QAG4Sim_HCALOUT_G4Hit_XY\", \"TH2F\");\n",
    "  assert(h_QAG4Sim_HCALOUT_G4Hit_XY);\n",
    "  h_QAG4Sim_HCALOUT_G4Hit_XY->GetYaxis()->SetTitleOffset(1.5);\n",
    "  h_QAG4Sim_HCALOUT_G4Hit_XY->Draw(\"COLZ\");\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  p->SetLogz();\n",
    "\n",
    "  TH2F *h_QAG4Sim_HCALOUT_G4Hit_RZ = (TH2F *) qa_file_new->GetObjectChecked(\n",
    "      \"h_QAG4Sim_HCALOUT_G4Hit_RZ\", \"TH2F\");\n",
    "  assert(h_QAG4Sim_HCALOUT_G4Hit_RZ);\n",
    "  h_QAG4Sim_HCALOUT_G4Hit_RZ->GetYaxis()->SetTitleOffset(1.5);\n",
    "  h_QAG4Sim_HCALOUT_G4Hit_RZ->Draw(\"COLZ\");\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  //  p->SetLogz();\n",
    "\n",
    "  {\n",
    "    TH2F *h_QAG4Sim_HCALOUT_G4Hit_LateralTruthProjection =\n",
    "        (TH2F *) qa_file_new->GetObjectChecked(\n",
    "            \"h_QAG4Sim_HCALOUT_G4Hit_LateralTruthProjection\", \"TH2F\");\n",
    "    assert(h_QAG4Sim_HCALOUT_G4Hit_LateralTruthProjection);\n",
    "\n",
    "    TH1D *proj_new =\n",
    "        h_QAG4Sim_HCALOUT_G4Hit_LateralTruthProjection->ProjectionX(\n",
    "            \"qa_file_new_h_QAG4Sim_HCALOUT_G4Hit_LateralTruthProjection_px\");\n",
    "\n",
    "    proj_new->Scale(1. / proj_new->GetSum());\n",
    "\n",
    "    TH1D *proj_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      TH2F *h_QAG4Sim_HCALOUT_G4Hit_LateralTruthProjection =\n",
    "          (TH2F *) qa_file_ref->GetObjectChecked(\n",
    "              \"h_QAG4Sim_HCALOUT_G4Hit_LateralTruthProjection\", \"TH2F\");\n",
    "      assert(h_QAG4Sim_HCALOUT_G4Hit_LateralTruthProjection);\n",
    "\n",
    "      proj_ref =\n",
    "          h_QAG4Sim_HCALOUT_G4Hit_LateralTruthProjection->ProjectionX(\n",
    "              \"qa_file_ref_h_QAG4Sim_HCALOUT_G4Hit_LateralTruthProjection_px\");\n",
    "      proj_ref->Scale(1. / proj_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    proj_new->GetYaxis()->SetTitle(\"Normalized energy distribution\");\n",
    "    //      proj_new->GetXaxis()->SetRangeUser(-10, 10);\n",
    "\n",
    "    DrawReference(proj_new, proj_ref, false, false); // not to use this histogram in KSTests\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  //  p->SetLogz();\n",
    "\n",
    "  {\n",
    "    TH2F *h_QAG4Sim_HCALOUT_G4Hit_LateralTruthProjection =\n",
    "        (TH2F *) qa_file_new->GetObjectChecked(\n",
    "            \"h_QAG4Sim_HCALOUT_G4Hit_LateralTruthProjection\", \"TH2F\");\n",
    "    assert(h_QAG4Sim_HCALOUT_G4Hit_LateralTruthProjection);\n",
    "\n",
    "    TH1D *proj_new =\n",
    "        h_QAG4Sim_HCALOUT_G4Hit_LateralTruthProjection->ProjectionY(\n",
    "            \"qa_file_new_h_QAG4Sim_HCALOUT_G4Hit_LateralTruthProjection_py\");\n",
    "\n",
    "    proj_new->Scale(1. / proj_new->GetSum());\n",
    "\n",
    "    TH1D *proj_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      TH2F *h_QAG4Sim_HCALOUT_G4Hit_LateralTruthProjection =\n",
    "          (TH2F *) qa_file_ref->GetObjectChecked(\n",
    "              \"h_QAG4Sim_HCALOUT_G4Hit_LateralTruthProjection\", \"TH2F\");\n",
    "      assert(h_QAG4Sim_HCALOUT_G4Hit_LateralTruthProjection);\n",
    "\n",
    "      proj_ref =\n",
    "          h_QAG4Sim_HCALOUT_G4Hit_LateralTruthProjection->ProjectionY(\n",
    "              \"qa_file_ref_h_QAG4Sim_HCALOUT_G4Hit_LateralTruthProjection_py\");\n",
    "      proj_ref->Scale(1. / proj_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    proj_new->GetYaxis()->SetTitle(\"Normalized energy distribution\");\n",
    "    //      proj_new->GetXaxis()->SetRangeUser(-10, 10);\n",
    "\n",
    "    DrawReference(proj_new, proj_ref, false, false); // not to use this histogram in KSTests\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  p->SetLogx();\n",
    "  p->SetLogy();\n",
    "\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_HCALOUT_G4Hit_HitTime\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "    h_new->Scale(1. / h_new->GetSum());\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_HCALOUT_G4Hit_HitTime\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Scale(1. / h_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Normalized energy per bin\");\n",
    "    //      h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref, false, false); // not to use this histogram in KSTests\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  //    p->SetLogx();\n",
    "  p->SetLogy();\n",
    "\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_HCALOUT_G4Hit_FractionTruthEnergy\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "    h_new->Rebin(20);\n",
    "//     h_new->Sumw2();\n",
    "    h_new->Scale(1. / h_new->GetSum());\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_HCALOUT_G4Hit_FractionTruthEnergy\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Rebin(20);\n",
    "      h_ref->Scale(1. / h_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Probability per bin\");\n",
    "    //      h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref);\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  //  p->SetLogz();\n",
    "\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_HCALOUT_G4Hit_VSF\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "    h_new->Rebin(4);\n",
    "    //        h_new->Sumw2();\n",
    "    h_new->Scale(1. / h_new->GetSum());\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_HCALOUT_G4Hit_VSF\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Rebin(4);\n",
    "      h_ref->Scale(1. / h_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Probability per bin\");\n",
    "    h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref);\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  //  p->SetLogz();\n",
    "\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_HCALOUT_G4Hit_FractionEMVisibleEnergy\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "    h_new->Rebin(4);\n",
    "//     h_new->Sumw2();\n",
    "    h_new->Scale(1. / h_new->GetSum());\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_HCALOUT_G4Hit_FractionEMVisibleEnergy\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Rebin(4);\n",
    "      h_ref->Scale(1. / h_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Probability per bin\");\n",
    "    //          h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref);\n",
    "  }\n",
    "\n",
    "//  PutInputFileName(c1, .04, qa_file_name_new, qa_file_name_ref);\n",
    "//   SaveCanvas(c1, TString(qa_file_name_new) + TString(c1->GetName()), true);\n",
    "    c1->Draw();\n",
    "}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## HCal Out tower and clusters\n",
    "\n",
    "Check on towers and clusters"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-03-24T23:26:20.223780Z",
     "iopub.status.busy": "2025-03-24T23:26:20.223432Z",
     "iopub.status.idle": "2025-03-24T23:26:20.329579Z",
     "shell.execute_reply": "2025-03-24T23:26:20.328937Z"
    }
   },
   "outputs": [],
   "source": [
    "%jsroot on"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-03-24T23:26:20.332208Z",
     "iopub.status.busy": "2025-03-24T23:26:20.331917Z",
     "iopub.status.idle": "2025-03-24T23:26:20.534570Z",
     "shell.execute_reply": "2025-03-24T23:26:20.533442Z"
    }
   },
   "outputs": [
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    "{\n",
    "    \n",
    "\n",
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    "\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_HCALOUT_Tower_1x1\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "    h_new->Scale(1. / h_new->GetSum());\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_HCALOUT_Tower_1x1\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Scale(1. / h_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Normalized tower count per bin\");\n",
    "    //      h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref);\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  p->SetLogx();\n",
    "  p->SetLogy();\n",
    "\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_HCALOUT_Tower_3x3\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "    h_new->Scale(1. / h_new->GetSum());\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_HCALOUT_Tower_3x3\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Scale(1. / h_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Normalized tower count per bin\");\n",
    "    //      h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref);\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  //    p->SetLogx();\n",
    "  p->SetLogy();\n",
    "\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_HCALOUT_Tower_1x1_max\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "    h_new->Rebin(40);\n",
    "//     h_new->Sumw2();\n",
    "    h_new->Scale(1. / h_new->GetSum());\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_HCALOUT_Tower_1x1_max\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Rebin(40);\n",
    "      h_ref->Scale(1. / h_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Probability per bin\");\n",
    "    //      h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref);\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  //    p->SetLogx();\n",
    "  p->SetLogy();\n",
    "\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_HCALOUT_Tower_4x4_max\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "    h_new->Rebin(40);\n",
    "//     h_new->Sumw2();\n",
    "    h_new->Scale(1. / h_new->GetSum());\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_HCALOUT_Tower_4x4_max\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Rebin(40);\n",
    "      h_ref->Scale(1. / h_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Probability per bin\");\n",
    "    //      h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref);\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  p->SetLogz();\n",
    "\n",
    "  TH2F *h_QAG4Sim_HCALOUT_Cluster_LateralTruthProjection =\n",
    "      (TH2F *) qa_file_new->GetObjectChecked(\n",
    "          \"h_QAG4Sim_HCALOUT_Cluster_LateralTruthProjection\", \"TH2F\");\n",
    "  assert(h_QAG4Sim_HCALOUT_Cluster_LateralTruthProjection);\n",
    "  h_QAG4Sim_HCALOUT_Cluster_LateralTruthProjection->GetYaxis()->SetTitleOffset(\n",
    "      1.5);\n",
    "  //  h_QAG4Sim_HCALOUT_Cluster_LateralTruthProjection->GetXaxis()->SetRangeUser(-5,\n",
    "  //      5);\n",
    "  //  h_QAG4Sim_HCALOUT_Cluster_LateralTruthProjection->GetYaxis()->SetRangeUser(-5,\n",
    "  //      5);\n",
    "  h_QAG4Sim_HCALOUT_Cluster_LateralTruthProjection->Draw(\"COLZ\");\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  //  p->SetLogz();\n",
    "\n",
    "  {\n",
    "    TH2F *h_QAG4Sim_HCALOUT_Cluster_LateralTruthProjection =\n",
    "        (TH2F *) qa_file_new->GetObjectChecked(\n",
    "            \"h_QAG4Sim_HCALOUT_Cluster_LateralTruthProjection\", \"TH2F\");\n",
    "    assert(h_QAG4Sim_HCALOUT_Cluster_LateralTruthProjection);\n",
    "\n",
    "    TH1D *proj_new =\n",
    "        h_QAG4Sim_HCALOUT_Cluster_LateralTruthProjection->ProjectionX(\n",
    "            \"qa_file_new_h_QAG4Sim_HCALOUT_Cluster_LateralTruthProjection_px\");\n",
    "    proj_new->Rebin(4);\n",
    "\n",
    "    proj_new->Scale(1. / proj_new->GetSum());\n",
    "\n",
    "    TH1D *proj_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      TH2F *h_QAG4Sim_HCALOUT_Cluster_LateralTruthProjection =\n",
    "          (TH2F *) qa_file_ref->GetObjectChecked(\n",
    "              \"h_QAG4Sim_HCALOUT_Cluster_LateralTruthProjection\", \"TH2F\");\n",
    "      assert(h_QAG4Sim_HCALOUT_Cluster_LateralTruthProjection);\n",
    "\n",
    "      proj_ref =\n",
    "          h_QAG4Sim_HCALOUT_Cluster_LateralTruthProjection->ProjectionX(\n",
    "              \"qa_file_ref_h_QAG4Sim_HCALOUT_Cluster_LateralTruthProjection_px\");\n",
    "      proj_ref->Rebin(4);\n",
    "      proj_ref->Scale(1. / proj_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    proj_new->GetYaxis()->SetTitleOffset(1.);\n",
    "    proj_new->GetXaxis()->SetTitleOffset(1.);\n",
    "    proj_new->GetYaxis()->SetTitle(\"Normalized energy distribution\");\n",
    "    //      proj_new->GetXaxis()->SetRangeUser(-10, 10);\n",
    "\n",
    "    DrawReference(proj_new, proj_ref);\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  //  p->SetLogz();\n",
    "\n",
    "  {\n",
    "    TH2F *h_QAG4Sim_HCALOUT_Cluster_LateralTruthProjection =\n",
    "        (TH2F *) qa_file_new->GetObjectChecked(\n",
    "            \"h_QAG4Sim_HCALOUT_Cluster_LateralTruthProjection\", \"TH2F\");\n",
    "    assert(h_QAG4Sim_HCALOUT_Cluster_LateralTruthProjection);\n",
    "\n",
    "    TH1D *proj_new =\n",
    "        h_QAG4Sim_HCALOUT_Cluster_LateralTruthProjection->ProjectionY(\n",
    "            \"qa_file_new_h_QAG4Sim_HCALOUT_Cluster_LateralTruthProjection_py\");\n",
    "\n",
    "    proj_new->Rebin(4);\n",
    "    proj_new->Scale(1. / proj_new->GetSum());\n",
    "\n",
    "    TH1D *proj_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      TH2F *h_QAG4Sim_HCALOUT_Cluster_LateralTruthProjection =\n",
    "          (TH2F *) qa_file_ref->GetObjectChecked(\n",
    "              \"h_QAG4Sim_HCALOUT_Cluster_LateralTruthProjection\", \"TH2F\");\n",
    "      assert(h_QAG4Sim_HCALOUT_Cluster_LateralTruthProjection);\n",
    "\n",
    "      proj_ref =\n",
    "          h_QAG4Sim_HCALOUT_Cluster_LateralTruthProjection->ProjectionY(\n",
    "              \"qa_file_ref_h_QAG4Sim_HCALOUT_Cluster_LateralTruthProjection_py\");\n",
    "      proj_ref->Rebin(4);\n",
    "      proj_ref->Scale(1. / proj_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    proj_new->GetYaxis()->SetTitleOffset(1.);\n",
    "    proj_new->GetXaxis()->SetTitleOffset(1.);\n",
    "    proj_new->GetYaxis()->SetTitle(\"Normalized energy distribution\");\n",
    "    //      proj_new->GetXaxis()->SetRangeUser(-10, 10);\n",
    "\n",
    "    DrawReference(proj_new, proj_ref);\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  p->SetLogy();\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_HCALOUT_Cluster_BestMatchERatio\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "    h_new->Rebin(2);\n",
    "    //h_new->Sumw2();\n",
    "    h_new->Scale(1. / h_new->GetSum());\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_HCALOUT_Cluster_BestMatchERatio\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Rebin(2);\n",
    "      h_ref->Scale(1. / h_ref->GetSum());\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Probability per bin\");\n",
    "    //          h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref);\n",
    "  }\n",
    "\n",
    "//  PutInputFileName(c1, .04, qa_file_name_new, qa_file_name_ref);\n",
    "//   SaveCanvas(c1, TString(qa_file_name_new) + TString(c1->GetName()), true);\n",
    "    c1->Draw();\n",
    "    \n",
    "}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Calorimeter Stack"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Cluster checks\n",
    "\n",
    "property for the sum of three clusters one in each layer of the calorimeter "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-03-24T23:26:20.538244Z",
     "iopub.status.busy": "2025-03-24T23:26:20.537928Z",
     "iopub.status.idle": "2025-03-24T23:26:20.643313Z",
     "shell.execute_reply": "2025-03-24T23:26:20.642733Z"
    }
   },
   "outputs": [],
   "source": [
    "%jsroot on"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-03-24T23:26:20.645766Z",
     "iopub.status.busy": "2025-03-24T23:26:20.645480Z",
     "iopub.status.idle": "2025-03-24T23:26:20.802750Z",
     "shell.execute_reply": "2025-03-24T23:26:20.802075Z"
    }
   },
   "outputs": [
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       "   Core.settings.HandleKeys = false;\n",
       "   Core.draw(\"root_plot_1742858780792\", obj, \"\");\n",
       "}\n",
       "\n",
       "function script_load_root_plot_1742858780792(src, on_error) {\n",
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       "       paths: { 'JSRootCore' : [ 'build/jsroot', 'https://root.cern/js/7.7.2/build/jsroot', 'https://jsroot.gsi.de/7.7.2/build/jsroot' ] }\n",
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       "        var base_url = '/';\n",
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   "source": [
    "%%cpp\n",
    "{\n",
    "    \n",
    "  // obtain normalization\n",
    "  double Nevent_new = 1;\n",
    "  double Nevent_ref = 1;\n",
    "\n",
    "  if (qa_file_new)\n",
    "  {\n",
    "    TH1D *h_norm = (TH1D *) qa_file_new->GetObjectChecked(\n",
    "        TString(\"h_QAG4Sim_CalorimeterSum_Normalization\"), \"TH1D\");\n",
    "    assert(h_norm);\n",
    "\n",
    "    Nevent_new = h_norm->GetBinContent(h_norm->GetXaxis()->FindBin(\"Event\"));\n",
    "  }\n",
    "  if (qa_file_ref)\n",
    "  {\n",
    "    TH1D *h_norm = (TH1D *) qa_file_ref->GetObjectChecked(\n",
    "        TString(\"h_QAG4Sim_CalorimeterSum_Normalization\"), \"TH1D\");\n",
    "    assert(h_norm);\n",
    "\n",
    "    Nevent_ref = h_norm->GetBinContent(h_norm->GetXaxis()->FindBin(\"Event\"));\n",
    "  }\n",
    "\n",
    "  TCanvas *c1 = new TCanvas(\"QA_Draw_Calorimeter_Sum_Cluster\",\n",
    "                            \"QA_Draw_Calorimeter_Sum_Cluster\", 950, 600);\n",
    "  c1->Divide(3, 2);\n",
    "  int idx = 1;\n",
    "  TPad *p;\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  p->SetLogz();\n",
    "\n",
    "  {\n",
    "    TH2F *h_QAG4Sim_CalorimeterSum_Cluster_CEMC_HCALIN =\n",
    "        (TH2F *) qa_file_new->GetObjectChecked(\n",
    "            \"h_QAG4Sim_CalorimeterSum_Cluster_CEMC_HCALIN\", \"TH2F\");\n",
    "    assert(h_QAG4Sim_CalorimeterSum_Cluster_CEMC_HCALIN);\n",
    "    h_QAG4Sim_CalorimeterSum_Cluster_CEMC_HCALIN->GetYaxis()->SetTitleOffset(\n",
    "        1.5);\n",
    "    h_QAG4Sim_CalorimeterSum_Cluster_CEMC_HCALIN->Draw(\"COLZ\");\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  p->SetLogz();\n",
    "\n",
    "  {\n",
    "    TH2F *h_QAG4Sim_CalorimeterSum_Cluster_CEMC_HCALIN_HCALOUT =\n",
    "        (TH2F *) qa_file_new->GetObjectChecked(\n",
    "            \"h_QAG4Sim_CalorimeterSum_Cluster_CEMC_HCALIN_HCALOUT\", \"TH2F\");\n",
    "    assert(h_QAG4Sim_CalorimeterSum_Cluster_CEMC_HCALIN_HCALOUT);\n",
    "    h_QAG4Sim_CalorimeterSum_Cluster_CEMC_HCALIN_HCALOUT->GetYaxis()->SetTitleOffset(\n",
    "        1.5);\n",
    "    h_QAG4Sim_CalorimeterSum_Cluster_CEMC_HCALIN_HCALOUT->Draw(\"COLZ\");\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  // empty pannel\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  p->SetLogy();\n",
    "\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_CalorimeterSum_Cluster_Ratio_CEMC_HCALIN\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "//     h_new->Sumw2();\n",
    "    h_new->Scale(1. / Nevent_new);\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_CalorimeterSum_Cluster_Ratio_CEMC_HCALIN\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Scale(1. / Nevent_ref);\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Count / event / bin\");\n",
    "    //      h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref);\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  p->SetLogy();\n",
    "\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_CalorimeterSum_Cluster_Ratio_CEMC_HCALIN_HCALOUT\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "//     h_new->Sumw2();\n",
    "    h_new->Scale(1. / Nevent_new);\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_CalorimeterSum_Cluster_Ratio_CEMC_HCALIN_HCALOUT\",\n",
    "          \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Scale(1. / Nevent_ref);\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Count / event / bin\");\n",
    "    //      h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref);\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  p->SetLogy();\n",
    "\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_CalorimeterSum_Cluster_EP\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "//     h_new->Sumw2();\n",
    "    h_new->Scale(1. / Nevent_new);\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_CalorimeterSum_Cluster_EP\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Scale(1. / Nevent_ref);\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Count / event / bin\");\n",
    "    //      h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref);\n",
    "  }\n",
    "\n",
    "//  PutInputFileName(c1, .04, qa_file_name_new, qa_file_name_ref);\n",
    "//   SaveCanvas(c1, TString(qa_file_name_new) + TString(c1->GetName()), true);\n",
    "    c1->Draw();\n",
    "}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Track projection matching\n",
    "\n",
    "*TODO: This QA module was broken since the change of the track projection module. Need to be Fixed*"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {
    "execution": {
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     "iopub.status.idle": "2025-03-24T23:26:20.942811Z",
     "shell.execute_reply": "2025-03-24T23:26:20.942071Z"
    }
   },
   "outputs": [],
   "source": [
    "%%cpp\n",
    "\n",
    "if (false)\n",
    "{\n",
    "    \n",
    "  // obtain normalization\n",
    "  double Nevent_new = 1;\n",
    "  double Nevent_ref = 1;\n",
    "\n",
    "  // obtain normalization\n",
    "  double Ntrack_new = 0;\n",
    "  double Ntrack_ref = 0;\n",
    "\n",
    "  if (qa_file_new)\n",
    "  {\n",
    "    TH1D *h_norm = (TH1D *) qa_file_new->GetObjectChecked(\n",
    "        TString(\"h_QAG4Sim_CalorimeterSum_Normalization\"), \"TH1D\");\n",
    "    assert(h_norm);\n",
    "\n",
    "    Nevent_new = h_norm->GetBinContent(h_norm->GetXaxis()->FindBin(\"Event\"));\n",
    "    Ntrack_new = h_norm->GetBinContent(h_norm->GetXaxis()->FindBin(\"Track\"));\n",
    "  }\n",
    "  if (qa_file_ref)\n",
    "  {\n",
    "    TH1D *h_norm = (TH1D *) qa_file_ref->GetObjectChecked(\n",
    "        TString(\"h_QAG4Sim_CalorimeterSum_Normalization\"), \"TH1D\");\n",
    "    assert(h_norm);\n",
    "\n",
    "    Nevent_ref = h_norm->GetBinContent(h_norm->GetXaxis()->FindBin(\"Event\"));\n",
    "    Ntrack_ref = h_norm->GetBinContent(h_norm->GetXaxis()->FindBin(\"Track\"));\n",
    "  }\n",
    "\n",
    "  vector<string> subsystems;\n",
    "  subsystems.push_back(\"CEMC\");\n",
    "  subsystems.push_back(\"HCALIN\");\n",
    "  subsystems.push_back(\"HCALOUT\");\n",
    "\n",
    "  TCanvas *c1 = new TCanvas(\"QA_Draw_Calorimeter_Sum_TrackProj\",\n",
    "                            \"QA_Draw_Calorimeter_Sum_TrackProj\", 1100, 1100);\n",
    "  c1->Divide(3, 3);\n",
    "  int idx = 1;\n",
    "  TPad *p;\n",
    "\n",
    "  for (int i = 0; i < subsystems.size(); ++i)\n",
    "  {\n",
    "    const TString subsystem(subsystems[i].c_str());\n",
    "\n",
    "    p = (TPad *) c1->cd(idx++);\n",
    "    c1->Update();\n",
    "    p->SetLogz();\n",
    "\n",
    "    TH2F *h_QAG4Sim_CalorimeterSum_TrackProj =\n",
    "        (TH2F *) qa_file_new->GetObjectChecked(\n",
    "            \"h_QAG4Sim_CalorimeterSum_\" + subsystem + \"_TrackProj\", \"TH2F\");\n",
    "    assert(h_QAG4Sim_CalorimeterSum_TrackProj);\n",
    "    h_QAG4Sim_CalorimeterSum_TrackProj->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_QAG4Sim_CalorimeterSum_TrackProj->Draw(\"COLZ\");\n",
    "\n",
    "    TH2F *h_QAG4Sim_CalorimeterSum_TrackProj_Ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_QAG4Sim_CalorimeterSum_TrackProj_Ref =\n",
    "          (TH2F *) qa_file_ref->GetObjectChecked(\n",
    "              \"h_QAG4Sim_CalorimeterSum_\" + subsystem + \"_TrackProj\",\n",
    "              \"TH2F\");\n",
    "      assert(h_QAG4Sim_CalorimeterSum_TrackProj);\n",
    "    }\n",
    "\n",
    "    p = (TPad *) c1->cd(idx++);\n",
    "    c1->Update();\n",
    "    p->SetLogz();\n",
    "\n",
    "    // x projections\n",
    "    {\n",
    "      TH1 *h_new = h_QAG4Sim_CalorimeterSum_TrackProj->ProjectionX(h_QAG4Sim_CalorimeterSum_TrackProj->GetName() + TString(\"_px\"));\n",
    "\n",
    "      h_new->Scale(1. / Ntrack_new);\n",
    "\n",
    "      TH1 *h_ref = NULL;\n",
    "      if (h_QAG4Sim_CalorimeterSum_TrackProj_Ref)\n",
    "      {\n",
    "        h_ref = h_QAG4Sim_CalorimeterSum_TrackProj_Ref->ProjectionX(h_QAG4Sim_CalorimeterSum_TrackProj->GetName() + TString(\"_px_ref\"));\n",
    "\n",
    "        h_ref->Scale(1. / Ntrack_ref);\n",
    "      }\n",
    "\n",
    "      h_new->GetXaxis()->SetTitleOffset(1.05);\n",
    "      h_new->GetYaxis()->SetTitle(\"Energy / track / bin\");\n",
    "\n",
    "      DrawReference(h_new, h_ref);\n",
    "    }\n",
    "\n",
    "    p = (TPad *) c1->cd(idx++);\n",
    "    c1->Update();\n",
    "    p->SetLogz();\n",
    "\n",
    "    // y projections\n",
    "    {\n",
    "      TH1 *h_new = h_QAG4Sim_CalorimeterSum_TrackProj->ProjectionY(h_QAG4Sim_CalorimeterSum_TrackProj->GetName() + TString(\"_py\"));\n",
    "\n",
    "      h_new->Scale(1. / Ntrack_new);\n",
    "\n",
    "      TH1 *h_ref = NULL;\n",
    "      if (h_QAG4Sim_CalorimeterSum_TrackProj_Ref)\n",
    "      {\n",
    "        h_ref = h_QAG4Sim_CalorimeterSum_TrackProj_Ref->ProjectionY(h_QAG4Sim_CalorimeterSum_TrackProj->GetName() + TString(\"_py_ref\"));\n",
    "\n",
    "        h_ref->Scale(1. / Ntrack_ref);\n",
    "      }\n",
    "\n",
    "      h_new->GetXaxis()->SetTitleOffset(1.05);\n",
    "      h_new->GetYaxis()->SetTitle(\"Energy / track / bin\");\n",
    "\n",
    "      DrawReference(h_new, h_ref);\n",
    "    }\n",
    "  }\n",
    "\n",
    "//  PutInputFileName(c1, .03, qa_file_name_new, qa_file_name_ref);\n",
    "\n",
    "//   SaveCanvas(c1, TString(qa_file_name_new) + TString(c1->GetName()), true);\n",
    "    c1->Draw();\n",
    "}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Track projection $E/p$\n",
    "\n",
    "$E/p$ matching\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {
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     "shell.execute_reply": "2025-03-24T23:26:21.099240Z"
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       "function display_root_plot_1742858781089(Core) {\n",
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    "%%cpp\n",
    "{\n",
    "     // obtain normalization\n",
    "  double Nevent_new = 1;\n",
    "  double Nevent_ref = 1;\n",
    "\n",
    "  // obtain normalization\n",
    "  double Ntrack_new = 0;\n",
    "  double Ntrack_ref = 0;\n",
    "\n",
    "  if (qa_file_new)\n",
    "  {\n",
    "    TH1D *h_norm = (TH1D *) qa_file_new->GetObjectChecked(\n",
    "        TString(\"h_QAG4Sim_CalorimeterSum_Normalization\"), \"TH1D\");\n",
    "    assert(h_norm);\n",
    "\n",
    "    Nevent_new = h_norm->GetBinContent(h_norm->GetXaxis()->FindBin(\"Event\"));\n",
    "    Ntrack_new = h_norm->GetBinContent(h_norm->GetXaxis()->FindBin(\"Track\"));\n",
    "  }\n",
    "  if (qa_file_ref)\n",
    "  {\n",
    "    TH1D *h_norm = (TH1D *) qa_file_ref->GetObjectChecked(\n",
    "        TString(\"h_QAG4Sim_CalorimeterSum_Normalization\"), \"TH1D\");\n",
    "    assert(h_norm);\n",
    "\n",
    "    Nevent_ref = h_norm->GetBinContent(h_norm->GetXaxis()->FindBin(\"Event\"));\n",
    "    Ntrack_ref = h_norm->GetBinContent(h_norm->GetXaxis()->FindBin(\"Track\"));\n",
    "  }\n",
    "\n",
    "  TCanvas *c1 = new TCanvas(\"QA_Draw_Calorimeter_Sum_TrackProjEP\",\n",
    "                            \"QA_Draw_Calorimeter_Sum_TrackProjEP\", 900, 300);\n",
    "  c1->Divide(3, 1);\n",
    "  int idx = 1;\n",
    "  TPad *p;\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  p->SetLogy();\n",
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    "  if (Ntrack_new > 0)\n",
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    "        \"h_QAG4Sim_CalorimeterSum_TrackProj_3x3Tower_EP\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "//     h_new->Sumw2();\n",
    "    h_new->Scale(1. / Ntrack_new);\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
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    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_CalorimeterSum_TrackProj_3x3Tower_EP\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Scale(1. / Ntrack_ref);\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Count / track / bin\");\n",
    "    //      h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref);\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  p->SetLogy();\n",
    "\n",
    "  if (Ntrack_new > 0)\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_CalorimeterSum_TrackProj_5x5Tower_EP\", \"TH1F\");\n",
    "    assert(h_new);\n",
    "\n",
    "//     h_new->Sumw2();\n",
    "    h_new->Scale(1. / Ntrack_new);\n",
    "\n",
    "    TH1F *h_ref = NULL;\n",
    "    if (qa_file_ref)\n",
    "    {\n",
    "      h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "          \"h_QAG4Sim_CalorimeterSum_TrackProj_5x5Tower_EP\", \"TH1F\");\n",
    "      assert(h_ref);\n",
    "\n",
    "      h_ref->Scale(1. / Ntrack_ref);\n",
    "    }\n",
    "\n",
    "    h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "    h_new->GetYaxis()->SetTitle(\"Count / track / bin\");\n",
    "    //      h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "    DrawReference(h_new, h_ref);\n",
    "  }\n",
    "\n",
    "  p = (TPad *) c1->cd(idx++);\n",
    "  c1->Update();\n",
    "  p->SetLogy();\n",
    "\n",
    "  if (Nevent_new > 0)\n",
    "  {\n",
    "    TH1F *h_new = (TH1F *) qa_file_new->GetObjectChecked(\n",
    "        \"h_QAG4Sim_CalorimeterSum_Cluster_EP\", \"TH1F\");\n",
    "    if (h_new)\n",
    "    {\n",
    "//       h_new->Sumw2();\n",
    "      h_new->Scale(1. / Nevent_new);\n",
    "\n",
    "      TH1F *h_ref = NULL;\n",
    "      if (qa_file_ref)\n",
    "      {\n",
    "        h_ref = (TH1F *) qa_file_ref->GetObjectChecked(\n",
    "            \"h_QAG4Sim_CalorimeterSum_Cluster_EP\", \"TH1F\");\n",
    "        assert(h_ref);\n",
    "\n",
    "        h_ref->Scale(1. / Nevent_ref);\n",
    "      }\n",
    "\n",
    "      h_new->GetYaxis()->SetTitleOffset(1.5);\n",
    "      h_new->GetYaxis()->SetTitle(\"Count / event / bin\");\n",
    "      //      h_new->GetXaxis()->SetRangeUser(-0, .1);\n",
    "\n",
    "      DrawReference(h_new, h_ref);\n",
    "    }\n",
    "  }\n",
    "\n",
    "//  PutInputFileName(c1, 0.07, qa_file_name_new, qa_file_name_ref);\n",
    "//   SaveCanvas(c1, TString(qa_file_name_new) + TString(c1->GetName()), true);\n",
    "    c1->Draw();\n",
    "}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Summary statistics"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-03-24T23:26:21.102928Z",
     "iopub.status.busy": "2025-03-24T23:26:21.102640Z",
     "iopub.status.idle": "2025-03-24T23:26:21.255101Z",
     "shell.execute_reply": "2025-03-24T23:26:21.254346Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "This notebook contains 36 KSTets: combined Chi2/nDoF = 46.0581 / 72, and combined __p-Value = 0.992606__\n"
     ]
    }
   ],
   "source": [
    "%%cpp\n",
    "\n",
    "KSTestSummary::getInstance()->make_summary_txt(\"QA-calorimeter.txt\");"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {
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     "iopub.status.busy": "2025-03-24T23:26:21.257354Z",
     "iopub.status.idle": "2025-03-24T23:26:21.395575Z",
     "shell.execute_reply": "2025-03-24T23:26:21.394382Z"
    }
   },
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       "\n",
       "    // We are in jupyterlab without require.js, directly loading jsroot\n",
       "    // Jupyterlab might be installed in a different base_url so we need to know it.\n",
       "    try {\n",
       "        var base_url = JSON.parse(document.getElementById('jupyter-config-data').innerHTML).baseUrl;\n",
       "    } catch(_) {\n",
       "        var base_url = '/';\n",
       "    }\n",
       "\n",
       "    // Try loading a local version of requirejs and fallback to cdn if not possible.\n",
       "    script_load_root_plot_1742858781384(base_url + 'static/build/jsroot.js', function(){\n",
       "        console.error('Fail to load JSROOT locally, please check your jupyter_notebook_config.py file');\n",
       "        script_load_root_plot_1742858781384('https://root.cern/js/7.7.2/build/jsroot.js', function(){\n",
       "            document.getElementById(\"root_plot_1742858781384\").innerHTML = \"Failed to load JSROOT\";\n",
       "        });\n",
       "    });\n",
       "}\n",
       "\n",
       "</script>\n"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "%%cpp\n",
    "\n",
    "KSTestSummary::getInstance()->make_summary_TCanvas() -> Draw();"
   ]
  }
 ],
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