{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "02dd0247",
   "metadata": {},
   "source": [
    "# hist030_TRatioPlot_residual\n",
    "Example of a fit residual plot.\n",
    "\n",
    "Creates a histogram filled with random numbers from a gaussian distribution\n",
    "and fits it with a standard gaussian function. The result is passed to the `TRatioPlot`\n",
    "constructor. Additionally, after calling `TRatioPlot::Draw` the upper and lower y axis\n",
    "titles are modified.\n",
    "Confidence interval bands are automatically drawn on the bottom (but can be disabled by draw option `nobands`).\n",
    "Inspired by the tutorial of Paul Gessinger.\n",
    "\n",
    "\n",
    "\n",
    "**Author:** Alberto Ferro  \n",
    "<i><small>This notebook tutorial was automatically generated with <a href= \"https://github.com/root-project/root/blob/master/documentation/doxygen/converttonotebook.py\">ROOTBOOK-izer</a> from the macro found in the ROOT repository  on Tuesday, May 19, 2026 at 08:12 PM.</small></i>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "e9575864",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:12:37.742651Z",
     "iopub.status.busy": "2026-05-19T20:12:37.742516Z",
     "iopub.status.idle": "2026-05-19T20:12:39.108795Z",
     "shell.execute_reply": "2026-05-19T20:12:39.108367Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "****************************************\n",
      "Minimizer is Minuit2 / Migrad\n",
      "Chi2                      =      22.1778\n",
      "NDf                       =           33\n",
      "Edm                       =  6.53577e-08\n",
      "NCalls                    =           55\n",
      "Constant                  =      158.988   +/-   4.47298     \n",
      "Mean                      =   0.00662197   +/-   0.0225355   \n",
      "Sigma                     =     0.993481   +/-   0.0169678    \t (limited)\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "\n",
       "\n",
       "<div id=\"root_plot_1779221559097\" style=\"width: 700px; height: 500px; position: relative\">\n",
       "</div>\n",
       "\n",
       "</div>\n",
       "<script>\n",
       "   function process_root_plot_1779221559097() {\n",
       "      function execCode(Core) {\n",
       "         Core.settings.HandleKeys = false;\n",
       "         \n",
       "Core.unzipJSON(45364,'WkwI0zEANLEAeAHtnXuTHDdy4L+KosN/2HdgHRJvVF1cBEWJS50piiFKK9I6haPJ6SHbnJke9zQlah367he/RFV3z0wPSa2ol5dac9wJoAoJIJGJfCDrv2b/vvnxfHE2P13M+tlXd+Zn388vvlk8fXQ2P794sdrMzOz467Plf75afPbJrLdmdvzxcnPRfn3x9D8WzzaUz2j2xflmuTobgX9dnh3Nem9mx9s39f91qK+bOvA+OB+CmR3fX54t7qxOVutZLyP4aPPjyWIHfrM82rxo4N3lycnYGGQBp8bW6uOL483n8/Xz5dmstx0lXy6fv7hS9PFqs1mdXm721er8csHj4yVIODM7frL7ebv95MWPLzbzDb3USptL0O0G8fDd9fx0cRVvyq4MfNvu8oC2Tafi6ZU8vj8zvPLj1fposX60/Ns4e3uFn6+OFm1dH8usv5U6Fy3/VS/eucQIKHeuyza5KKlKDpnyx27WH2ruZr2zofNx27zQerO6/fTi4fL14uTlrPdT2eGCWR9jl3KttUq23noo6smlNwQXOm2QpaSUGP6TzfZ1b6hlMJ3NJTuXS05eCi//+tLLoaGvd2/bB2d9qoz+r5ceCJkl/evukcsFs/5WK5imYLN6/PLwbOuEvL0a+rKSa6w5W19cTOyZ3eufvDy4CuPbqT20pFP1rL9lu1DEppBcLOICpPz4ZPXDg0/uNGp5sg88/vpcK3QV9n5/sy29t/11++nFpRfdfnpx6V23n17sHrv99GL35NevT9m+tyKr86P+1pV5fTp/PevHUn5KkS4Bf/VisZnPek+zhy+W46/bF+eLZ5sv55vlqo3lwavTp4t1+/3V8tnL17ufP7af91fPx8L7q+e7sr+12ofzo4fz5Rmb3syO76xXFxcv5svxhVvw4WpkoPu7EbJp8G4jfr46Wh4vF0ez/nh+crEws+O/rJdHry+DP+7A208v7qxW6732nx4tN/OnsKnN+hUvuLt8vTi6NO7p1Q/Xy9PlZvn94uIap76/vEAQTEJiBOfr9az/9jszW51v+PGTmR1/+nrx7GLWn706OTGz4wdNqjwTmPxXyw14zI6Xm4/Wi4vl0av5yUcXy9PzkwXVD16dPpyfLDabidczgw8WrzfXSz/57NHD+7efzPrZP00/zez4k9WrpyeLj18dH08r+OViM1+eMX3j4B9fLP+2+Ppiqn9yGdTaLxfzEzaMMuzl30ZYQudKzFD1N8uzo9UPX63O2Xn78JN9eOS7uwb3FkiZkS5+mHjHnRezkUHcmW821+b99mbTBDLje/zxYvPDYnE2SpxLkM7t3fXq9KvV+ayXDmJ6fDTfwNAVeDIBsLjbDZCfzOzl56vvF1+cz//z1ZZEXn65YOCXC4/vLZ+/uM8QRuGq5DrfPHsxTe7LRy9WP3z6/eJs82gz37y62FLly9uvNivoYtvy88XZq4/n6wZDNbefQXfbJ46/XMyPvjg7+XF64vib5ebF6tVmn0Qnsr03vxiJbirZb/XtlTPHezvZwGRvPNl8s3iqbGB59pyVu+n8dOdkfnEx7hHatfPUfsE5pDqzvYvRjP8G6a2xxg5OS/nle6u1dgha52Ic4vYZO6SxJeV5bMvv0pdqnIgpYaj8LsE4SYPQYTDjv0Gkl+qMFGcku0Fcn5PR/xvE92KdGf8NEnpx2Yz/Bom9RG/Gf4OkXnIx479BMqcDM/4bpPTOVTP+G6T2Ljgz/huc1cZSed4OTi6DrpfqjVQxksrgfC8lGSmAfnCh9ZuikWgHF3skvSQwi4MDqxHJYAeXe4nRSHBGvB1c6cVHHWBJg6u95GicTWAyeNuLd0a7Tn7w0ovPYGAk2cG7Xrw1Eovhxd63fkppzzJVrvUT/eBjL5KNPh/i4FMvNoCBouxzL7YafcC7wZdeXNB5dbYOvu5mPcYh2F6yNTrcKkOQniVWnH0cguudE6PzA8hUlYakt0MIvU4xq+bCEGKvcwoaUoeQel5Tg6lpCLl1w0SFPITSa4+iaA6h9hKy0UGIG6JVJJTEhii9hGSUZofodB5GwPe1TL9Dn8P0O/ZRpt+pd3n6nXs//SwQ9via2lsTIOA4JNtbk0r7zdap0n67nkHpthoSO0h8bTVsIqhDH48AJTcg0Ye0TpLuJD/2or3rJpUh0b0CLg+Z/hWwYcggACDFDhkMFIhpyNMeZn0zGGiNLUMGA4ASh6wIxGiSDHnayT4Peepe/JBr3zA0dii2bwjyW/qow+C364tOA7/Zwo272KFAlToNAG370p8dCtskTQBbt2Flh8LG1WkAYNvqbBs71JFx+QIgjSNJAGjMSyrsq3qtkZQAQgOCA2hcDKKyQ21srOqbs7bKQnnR3yHzu+pv540dxNpeREyIyhTEilJocCa4QaxrTKGyvDKI9X3JRpRqqA46DonJeMDYO1eMzyaGQWzqJVqT2aB1EAvLSNpWEq9iezrjvXEOkCkxiVmVQZS3RvaQG0RgY2K8GAfkdFZhRqkOAm/lN/9cHATmymoy8bxXYsO40bPAXa2YWo1YO4jkHgbHeKQMAneF7lI1AkevvZRKxzKIs70EeFYwkuDv8LE2bwXQ9fqYzabUQZzvndd+7CCw1hIRC4ZtLvBW8UZZmaNx0q3upDSc4a57IsBZ6auwJasMjiWBJbZ/g7PwJm/Gf4NjTYTx6L/B2dj4LWx9cCxK8coC7OBs7tmbWUzmzaV3vja0JA/O1p6nYNZxcCwJVMDDgxPps5j28ODEKV8enx4ci0J/PDw4CTzZHh6cRJ5sDw+O9YCjS+bpwUlu2E6dlu3gtNeq+E7dIu5gRw3pwemSgG3rlyVpY5XiB6dLooN1PgzOhe1otWcWZRwtSDu4+G5WXZ7G2x4u2wHzsJ/2MLzNhsFP2xhiQm6xk0cp3uC2mbXeusGzn6d6hffOBAq3XU37KINnY4/NFSzbE4SC8LZ23IgyBLs7GNkh2HYm4HEgt30SaHdOAQqIEyTKECyz0bgX4wu6mZX363gCmxkYaRz9ECAd67bjC2IbTL11Q+CwBIpIUIUdfY3DC+IVskHxF8WDpoxGVMjxsEITq7dDEGX1bVwCq+cRyhE0PGCH4JAzbUhuXJJ2ZhwCx6FxSIi0wKYdh6RDhj7GIbV6OInTIbd6Th/jkJgCV6YhteZ1GpO29haQDrSxFwXbqg3BT0JPH/Uq9dp6D8Gr4N0+qJJ3+xzToYs2REhypBHeEqtsl7rBu6UHo1h3i9/qQxtPG+MQIcnWj6IcawLltmpDrHmC9F069jbAIVYdOpB1Q7IsgUrFIdl2SueZZBmzLtqQLCPWRRuSbad1TgxQYdthimKCfbUdNsJFhzwu25CQKdS3ZRuSsjClwNYlVNgoUIeUEC26w9rrxOvrGCIIIlmUCMfGbT6mYcm++pDGUztcjyfb7hgHh1SBGtt0OCUEVm1IkOQ0Pp6DY43jg0oSLKvtsBEeBf+4/El5VhufTrWe0nWHjXATb41AkqvT8OibU3obnUJtf44t/U6JSr5NCieSxOmcPaa/23S030oa/MwTI2xoD3lkhOO0DxmqG1GMMmSIbgR5OG7Hq5W75Wd4eTzeKApDHg849KSN2+haZZl4oHKHAg8c5zXKUGzjBLooQxmZoDKJYrdrTs2ITuM9ZaTGEd+hTNSonKZAiyPtaR/byeaM2Thy62IkQhrTEFE6shVaKiccX7ljhNSM7KgNtyBHJ4Zs3VCQo43stXHZQtrHlhdxyFUCpHuAUTq02RkKInTi67wWJgm1NWZc4JEjyMPjSXhEaaTGcRaGMlLj1FPbq0CghM44dsRhe+RdDSmIcRwb26KgMo5TxLYovk1So5uh7BgkGHuVF+DU2o5cexTUxU/6QWu849nakaoo06NhX0cpQTk279H3BuXYbfMNJaimNNJJmBg24ww7dMAu7NBpr9miw8DCFp3WeEKHF8UJGwXGGWoieiioi+O66EDiloz0vRGMRu5cmtY4TuhQYsNonPChRDDSWkwhUTHagWA08seiOuQoD0pqAq0t21CaHtkWbSiqSI6MszRFsmE7lNTEeyOFoaQ9IUv/qk7u3trmZxq1apTbR5tKOdXl0RQyIZRH6TehlBthT5OSG2E3jl1yI+xpoLkdhrazkNFsJg275EbY00SgaLZKKKo0wm7ir5S2bFPT0latCY1SdM2alChFz0AjOmicSlttcdE5R56pc1Ta1p/6aFt/24du/bGLOsoefWzk1NMMjIx67H88HKiYKiOTHoHGFKfVHHn0dj1HHj29ZiuAlKBHHq0vqiOLHoEdh2be6h6LhoIrTHqUxdYNdWTTrZc68ulxJHXi0+NS15FPt8ms45lhgtqJYVzpOjLqsXK0rilNgRTqBhPf/g0VZgkdt39DdbqCTYZWF/roUavF86iSeUA1zkN1qY9WNfCA0p/7UFHUJfDS0odiUDxDGqqrfUgmWiOhDNXbPsA+jUQZqpc+BKPIhKF61wdvlD3loXrfB2dQvxOWhNAHa7C4JTdUH3tfTazYwobqU++LSc1EWH3ufTaoyJkeSu+jQQHO9FAxm6RkJKehBtt7b1I2kutQg/Teoc2jG9fgeq8qn5Q41OB7Vw26cMlDDaF3RY0EFbNGxGyVI9bCoWJJSyZnI5UeMhaCXI1UekBZNQVKlqGG2jtnSjvXVbWjGVX98lBhjtWUiE1qqLDGYkoyTvxQI9YDU4pxEocaQy/JVKxXZahRFUIMYU6GCl+MproRYsurecLxTs53mFwapGpzTQ1KnKtMzSMEyZiKno+pBpsBtggndajJAwmGCwUVGaVaBWOr9WNtamAzXNSUG8ggy1BTYVhiGSUgBlmDaULBjOnTYCp1koeaRUHMYQpi8jGYhBqoMyTiRhArscF6gQm8whmLEbU1AGJdaPZCBXMD6ZdalHkjWDmYbTgjIGjEoRarIJYCBaWBoEEttms1ejTQNxA0wlAxyFHL8AExyBpxDB8wNRA0AHMDQcMPFQZJY9AArAp60PBDrQ0rbE/ihooSVbA+jmCbK+xNIkOFS2KdBg3AtoIeNADbCnrQwAanBCUeNACVotS6qqCSlATouw4VlT4YwYplsaVhtAOG4AswxigYxgRjVTcSMEdove8FC3QyzmbaY8HEIj3BscFlgjHLGAkVizjts8IRdBRGqsB2jLORejWnSgQfYLF9HUWxgqKgujGodT3G9GYrESteQXDR2qAgqHhqY49JB0wUTIAJRLA4YsDDnjiBRUHQ0NraY81jVjAxOqvPqnUQUOgIdlaZU+dAEvdHZcr0qKvmVqlMGWddN8KMidMuNki4E2irEW+EQVSPu83NUcEFkxGYw78UmUb+yiPpHgWs4rYxUujfc2IZYfpHCcO1pF4JYCyMzaZYwMdjix1h8PEoh80uin3SevUIqJ20WXIzjFcwzxZmwxfYMo4bOLhY2Dv9A4MPDJ7+G78XC4unf2D6h8nTPxKA/oNHWDQ7JvMRAqKkweATIoJG4OeZ/kNCDElhzuk/ZIRUg7X/gghr3irmI1QEXIOZj2gRf+p+S+ATBeGoZtFE/9EhSBtM/+OZWH1crEcMfeR5BDr9cy7ORgqKA/3H1CMjFdb+cp/Ah3rtr/TQjsKMP9YeFxd2XzWVJ4sFscH0l6THZk19oL+kDsMG01/yPXODhy7QXwo9rkWF6S/Fnr4Upr+U1NCtMONLuVerPecI7a/0OP+A1Ryfal/x/gHTX7Z4lRrM/CIWLAjD7+gQwYCCowX0qGdmpkg5IgWhR4y0AvpEPLBpSlU3oVgEBFZWCpz2CmOhWwq0W9wCdEuBdovfjj1q1dkmFkHhcC1SwMoiKiBdLaBbhIV6HGkBbSEuIEY8n9j5LQIDaqSF0C0iA/LbFWCTx2tJC+YfsQGBaQGIITjCiAfeAovogMS0BYghPDidaQETNNngtABM1Qg3zoeAqdpDxvlQTq9ChDnFYwHqKkbGOVVejiBRyqMFmCJKYEtaAKYIk8ZncDVSwIFgXFsK1AmknKAYgc2qG4itrQV4XSZPkBaohwa/w/QOXCnIFHVEFAM/xRuk1AyMb0VdDwytGBiqOoSYiJJxlIo6hNSBng0MFo+QVOgtGxgsPiGpDCsbGCxuIcGPA6xeIsw4IDTBzVKlMAirG4IhccQDRnMBn6QeG1xDeC1pDwPGN4RLWGHwwzmkxFxwMgreIZwsjAeGi4PIKW0XU8APWwocH3cu/WPdG0kdhqsuIjh8tQaGi5dIfc7A9I91D45fxWTmC3uKbgQxMFy8RA4OD6z942GEpp2B4Qr2PTg8MPODUUW3iTcwXEHA4Nqq3jRHmuud7ppgYLiiAgaCDwaGKwgY3UQc+oFj7zz0j0oAnHp8mArTPwJGt1QyMFxBwAT6SzhmRXyLXWBNYbgSbO90g2UDwxVc8nBwYPrHJ6/7rRgYsKBH6HYrBgYsaBJBtQMT6R9dQndfNTBgQZvQA4qqmCLoE2pnsCYyH2gUCjsDQxZ0CoW9CfSPVqFwNDBkieioHC2SgSFLxEqqBzADQ5aI9ZaTSDUBfCI+Ww6Ooq5VieAH7A0MWnDZKxwMDFoi+FGfDAxaIvgBZ5zZIhH8gKvx4JPAD23FGvi1JPADdgZ2LQn8gIPx4JPADzgamLUk8APOxjMfqc0fNISTUhL4WeM4GoNPAj9gMXBuSeAH7I1TfMAPGLc5rlbwA04Gti2YZBRGGwIGP+o5iQOzvtVAMzBxyW19iXUR8MlxrGcPAqcR5kQCjL7I85y6gKE/YJy7BBJ9/OqYWLJ/0gi92d2T1Xzj3czMTjR6LEYz+37Wf1tdMNWh+iVTHbylmOqqqd6aiovXO1O9N9UHU3001SdTPTyqmOqrqcGaGsTU4EwN3tQQTA0oj8SIwNuKqaGaGq2pUUyNztToTY3BVHzgMZka4YnF1FhNTdbUJKYmZ2rypiYCTaKpKZma4KXF1FRNzdbULKZmZ2r2puZgakYVTabmbGqGD1dTizW1iKnFmVq8qSWYWlBSk6nwUuXf1dRqTcUHXZ2p1ZtKgEuNplZU2Gxqhe+rXx07DJzYqiXE4oFQy6jFFwMLthwbLMzXErBjYbsWXmthsJZztYW1WvipVa0YTmphn5ZTsoVxWs4JFhZpOQlbmKOFI1qOBxZeaGGAFq5nOcxa+J2FyREizZmZPzwBI7OcCCwszMK3LMdPC8eykJzltGkhNgtXspCZbcE7PAFVWQwzFp5jI0+oVY5DpUXGW8wvljOlRcJbTpMW0W6xtlhkusXSYtFILBLdYlyxiHLLUdIiwy0KgkV4W0woljOkRXRbTuoWmW05g1sCCCwnSMuR2iKqLQdIi4y2HB0tZ0/LgdFyCrQq2vXQgFi2HJYsAtlybrSIYlt5gmOjRRJbDoyWNcdqwaGBPwQ5sOYtqok1xxCBvOcPGj9rrgdFrAyiJ8QWD8Ga6/lQWPMWGMCaa7wUpgGkKn80kII+WHP0fsQjf+iDNdcDYYvIYs31OCisOco6sos/PMGao4QjjzBk0Adrroc/FGoEC394gjXXgC0956EeIxb4wxOsuRoDhTXX+DiNeBHWXAPcUGNh1PzhCdZcI+xUC22RYay5Ht80Qk7PbaoU6oGthZCw5npcU+1Mz2mqd0ku3/3000/m14rmJET8xmjOdq/iDXGcY8QmcdvrMxpOoc6t5KPtC65c6ADcu7Rx9b7G7iaLEHR//SrL5/P1y8V672pMK9h75Viwve7x1eL15vbZc+KwCU0GbJW2sxomT/3J8vnZDKtIa7D3fqrvrghvTxphPH+9vB4sfnuzuU054dtHy++XF8vV2cWsj0KP1Oy98P786WK6rkN/CrceAj0o/MXx8cVC79HAZ8fCLdpe8V4+e3l/cfacW0C2swQ56xpMj+pYiD+/+tjmZAo33zaZuicw+cmfZoS6nH/HCP/tTzPC7QL9zDX8eL7euwX18Xw9EQVTprTINj15+KjtiU/W8x/aPYwGf3G+2d35aMB47aMB482PL843n7R4+3YTjiD47QtGfsAIvjjf3NVrY2O7u8ux2bXweRpo4dFyw923Cf5qtTrR6HkK2oWVO6uzzerV+mK8uHB7M+JyhV3e3mzYwcqh3sAI3M/kBGwUxj5eRRohrkN0euPu07OjT9fr1XjrjG2toDanq7uvzp6NPIFKwD0WBjiuH7VcgBkbM37AsTGbHnBvse8vni/OjvZv2YBdK91jr7xoVzj1PV0X5BUTT9g2ZP5GOjSz43tchFhcXGHgY+mj8/kzLgJo39s7fHtj2F7gG8vAcdvuMjbbplPx1PRK19ru6rj3CndXjO4tLyDIfXwo4n0jOsky7Knd1HGbnanpVDo2vIINrT5fni1PX53+22K92t3zoOLStUrl7+3Ky8P14nix/sv9XetWvjdxrWB/mGC6X7obZyv9ZHF8b9ZHy6JtS76Z9flyyeMZToC9Jk/GgofzfeJ7OL9EW3S+Ldr1rEXXr5M+nB9dGjpz93B+dP166sP50YEbqg/nRxD74930jCVPLpUgGMeLSnS4fPZyvKb0cH7e7oE+HpnGtuDJDN/k7PjRs/VicXZ3/ky5D+jB0/amH5B9sEe2FO2vx/TU3v6hCeBu91AyEVAjq9ZmfQoLnaUu6C0aCpVnVG6RAimLQTNt4DfTZSfq7gGIjmOzXp5/sni2PJ2fXGxvFClLHo86bnte2BudNrgyPC3bHx9EooV7A9zCWznVTiicPtq15e1TWxaoz7Th1G1rxjO9n+E05rP67Oxssf6S4dGSraavvZj133KL6KOP+CPuI0Hj/yh8VCY4fRQ+kgTkLA3C2GQHadF+ubOXm2/rih3riv0o2I/CR0Fbat+/0p/vYC6L+dFijajWC1M6bVvo7nJzdyKaOBKNXsNiFbc1Sks6a8/mJ/owq/9/V8szCqdTwJ35+T741fJ0e5bMpVQpQTnGZ6fz5wtetGXwd+ZnRyeLb14sL14u1l/Oz56PF61b+cer12NZW71WqpjsXdr863J1sjybSse7i63pneX62clVbj9WcdsUpPcE4GPO25++Pn+8f+aZCp/sFz451HIqvNSShp/PX3+yfK6JACDCL9abF6s789PFej5yn19RV1OeMmUnuHrEURl3k64G32CC9hgW4MR7xtq96bsiGK9rYHpTnhngajwblKvwCru9y8f7HINeGjxKiN9rpu7JJzfNU9Trr6NW++LS5d0G7U1iOx38wmn8+Yrsg2eLE7h5ROjeoIeOSuih25fOatqBcYivVQeaWO2sn70G+FMrr+D/dKl6t5Ll7r784+0d+cetATe4j+8u1xebMaHGnF/6GKk+3CSFThefLC/OT+Z7981hi1vGypypvr67//356uj+/OkIv0GffsNKgf24TD9eXabF2Wa9XPyxLA3gq2JpK/1HA8UbLA27xYI7tLVqq6Y5DCi7vlQ0aEvFr/e+UjfYBd5tpf52daX+G+2nP84SXTFl7Nk5rB5OPh23B7cKlSwvXp3+cBnSDC27SpJndJJycdXHmmwIejLmudfaNJbOOetyjS7jRjr+fP4atW7W31KT9+x41PN2BQ9W69NJiQCL0VbRMkccP3p1ChLKgy7lD0LtJ53Qdfvim5JRXDF43FXZdUgAqK9ky1mez18pF9GNO+u38J6cY5PeLOWo3TssXLXXMu6fL+MOMu0H5yROYFkeHC1PG8d+cE6qk7aMP56Ptt0H58d6PvPoQA8+uTsjqGl2fOfF8uI/X83XJC5yneSca/A5BlxEB1bv2vo+nK/VeoO6EbqQXc2lhJZ+xtjOOhd9jM7XWEvkHm5nJdWUS/ApeJeDR9w8nK8/J4PLt5rKYCqB22mJ2A6Ph/UphOBSosGjORkiLjs1E95OdWril1GnZugKPZdoQ0g11cWtYEpnvcUp5Cl3WmY7a8WLDyllV3xxxWmZE5dytEWEhEOtzAdbSi1Wci6eu8gYooMt1VVekqqO3JZQYyk4zLwlNoGhe4dLsKYQvM+JIme99zZYqdHjB8JcbWsRF2v2xflUKAopu1qrrd5ax8Xozqaas8/ZusKkgwVeP29LsKgjTkuiLbWEGFxgEYztnJSYogQbi8QqxnZevC+BVEEh5BqM7UIIxRbxLuTo9KnkQi3ee1cc02NsV1J1paScJTmcuNJJTdWGEJKv6vPpkhefS845pIT7vnMW/1FJrmR8uq6rvtYSsg/e4iDzXSH5UrGWlxYTO1tyiUnAN0dvUherk5JysTbg1Csd47Le1WJDcx122cdgk/UxRzx0vgtkrJIqUtSLlLpcire55iI5E8bQpZyTr9Gm4PXSf+cgt2K9l0LQgO2CqzalkmotUYxPJLGKkmGKmbAI31lrs0teIpmwTLSdDymUTNehOBNL56MrNdeaPU6/lLoabU4p1phdCSanzgb6zTEmb4MpsQs1is9Bsi/qOO8k8l9Jzgf1VYau+Fp98SF4XLQSOh9iDLaW4nBpOs8UFedDtji7xUtXQ3G1JjaTJ0auS9b7FHJJHsdhSJ0Tz5I7F/FvRuliJR2WD7ngU46xiyV5m4oUojokls7mAHnGXHF1xtLVEnx0toSC0xFJUbIkSbFmfJkxddYGdlIuCX9qhEBCiraUCGVKyExqxIFqA57tYLsY2KPVEWsi3ndWQrWOPaHX4kOXHM/jAFZ3auxirklcwsGrfucOT6g45wou/dQFnSuBRpKYkrqcUpAcYqiJeP3cuRxDFE8+sVpNKp24wn9SfLFiYu1CrCHGCm9yXFPofLb48MkhlgLUUb2v1icfc4lEtXRs9+JiqDkSpiKdZFcTlF195tZnV5JztUh0CSepk84Fa7NymazxsJ1Lyl1yCg4nq+9Kzb6yUzwxECKdzYJ1QrI4rut32Ut1yYmrKdtiUlck25yrdYGInsgrQ3VMZyBMIsCMUnC+ZInEM/nORhdDtC4FiVwn6FwpofpqQ3VEiEiXavGlxiRSNUytcyHnIMXl5Lkg1FWbg8upFOttVi6YoncZ5HMWQs9sF1KMGRZkA2OGT7kSoqtSUwyRVCCdc9UXJqkEH1KEA8YSc/WSS3E5NJ5YIonKElEEHn5ns4erJVzlPuuLlEWnlL2LMBdt5V32PkQfpYx830kUKRF+KYH0EvDzWkO2XmKtiRwmnbXVCq8Rn4rNyoWtjRn6iD6UHAhxoZ1PLlZfJcNV8yhtXGKag7UpKiu2VgKSpDjJPrlaTelijsVbiT7BxBBosZOaCTgpOUtNWnYrmqgpuDhwzU+Wf9u3KFH22dlm8XxNdiuOI6htr07m1w0oY/kN7m6NRXnruekO9rCHcxIObhZ6VGgMAkac+dtmLiXH6nqEXE7MUq0+FJsQ3Db5ity/fXKye9Mj8oPt8nlpBSeR/5r907nmWZvx//73V9h8z56b5dnGfDWOSNt+QfbD/8Pgmr47u7M6u9jMz/CJXSyerchZaQkz+Dtf9/liTgDA9Cr5Ba96tHx+Ot97l/uJ2ZiWp599O6H+3f9YvD7/51u2i//jn//59a1vweG7f/l//+tbfcN3/3K49F9GlWw6Qo6J79opkoPufP1wvibTp57N/7rADbBHVGjz0/SP2d7urE7PVxfLlgSUMjBuueGAlDhberad7X9K16adfLw8w3T/6Xr9BRnlIFPgL75frI9PVj/g3oQg1mtsEDedBLEInc/Iz0WMG1mD9MI9V92MM0n/p+lqSNASAxe0WsiQ3rKZ8ippJApBLAS8EN7kiBHjVlYshkts1mjEqZFgsknGG81P1Pr6VUNV0D9vNH9qKsOHJ6sb07ZiAn04Xy/ONg/nRzqJ68XxTFPBHX99fr5Yj8WXksJSdgM/IDBlT0sCuZu1JGr3tCRlQ+8nP2tzsXxI0EqCVrFdKtHVkF0KGkXzxvysHpUklhoigh1b06V8pgfys6bOJc0M60up7MjHY7ZTTdYaLMJRik05qCX88uuEs1HhCKvn/MvJWr24LketLS62nLPbd9+SLgYbXQmhhkIU4NVkrdJlT6bYmojJqyi0b8jd6rqIYcTanLMO/HIiV+9tp28LPnvvGOdeVlfvauek1hp8rSiAu9pZf+tA7S4h65TvtaDkiCsoFMzDz8r3Wmy0Fiu2q0mY5t37W8JX3+WSImoRoa/bt2u+1+sUcindawpVXK5WcpTodYG3KV47a13QOa4hiCOYc7aXAbbzOqNWj4LEEs+2GWER7rllFLYxlkzdlCH2UF1L/UrN+BBRk5GnWh5Y26WaQaUUNIRxDt6C6aUUsweQ3aacPdTvNgXtga4/ZKTdS1C75yH4w2SkvWIZfJMRcXtqacfplsP2FcLx38+bJJzshHqGese8tRyY7q9++LNKWDUE7wtYFbn/mCnQpSs+uxwsmilRzm9MgS4dUfwpBIudQVOG/7oitqC0o3dGcb4i0ich+hKHaZewlBEVbrNDcE21mpu8yynnYpNDaWdkl/Ohv1cRG7LtSpPBLvkMC98TsZh/ArUxRc9lg10tp5zrtTsR+FuI2NJZqZJskBBT1pDjSYq+BL/rNDJVa05162z1IYmrWSpGkf2s6m+TsoeE8JR5/ZAs3cnZ6/L57XLWNbktUnMqlmPXpcztB7G5LGgP4fuuovZ67wdk7S3b1YiBLeRSq2CVm9HuSjr4Q60+ZIb/TTPD/1I5fIII/aVy+KvV+c/UczOs8D0puqF5XK9Heh4I8/zwIRKsBPvRVaoyEl3VFM+J6b8k7f019W/STF+O0VlbZTJdV/8uK6oHZNMkJ1/O+pBqh9UW6eRUcE2VCNFrlb+bDL2OyiRgD+I5Teb41RFl7VFcTC7HnFzWyNs9PZW1mUAN97cSQsCdJ1kEn99VxVSQBbtXsqsmsTiu0QQ2KYk/FjdrdJgV9HNAb1Hxdp8QOSh23k1MXldV3y4mryuqv6WYvN77KCZZo+vfSGH3fP3jNr7ogxD8UwnBzer8l4rAe7Jn/Y0op/fc9rst3MvgHtTD9ep1M7U3K3Frt1/5aDN/9nJ346DFtHJU1yCRBkJrl2J77gkvVxv/7EX7tMzxPbcrQ63+y3p+/mJXdP8xhXeXilZ7koJH5yfLzd31XEOF4EAwFDWC6/PXvFtaevvix9PTMYiFbXDg62aXw4Nota/yv6dzwBim9fMDgx6cr5ZnuGY0tufxzb4Q6vGC3AqdN7d8F/kj5pbrKn8yfyJ/PH/E3BIqhAqhQqgQKiwVlgoC128x0YiHZgmc/sODpxEmhka05jGe50W8kVfTB53RK92DBwiBGSiGTtTw8uTt47JdxX9bq7M+xpRwqqaSksSaJBMpkkDzUqSK1TFIcM7HEtBzQwHhkjRyKaaA71bH6AIWR0fsTCKpANODKViClEzokxEioGyxhBp5bsozKcG5GJNNyadQtSiWgD1eInEr6iIORBdYbvGnyI1z2xWpKJIehTj5oHgTUeOKxieoK5u4oZxtDrEK2TZsJ75wM5vAnRhFVzBYYWzOxYAHi1AqT8hNwR3tPYsgPmTvE2ENUR3bjmCngjJKPIWuYwgpex8Dz3A7vHM+R1+TDy6T9IDvgjmc/JKK85Eb7hCIhEqQQ001pVK0KBLjwQwRUNGoymG2dUTCBOdo5D0xW0T1xMgXSAhK8iGUGmMQKY5xxOJSTMnGFEqsuJB9zd55osukkv3Bdrm4mG2MJFhIom7mVMUXG4PjzrqHLov1taSSS46ZOAnbBbIKMIxI3JCu2X4QA8FJ0knhSEPgIzEu0HbKLqVI3I+4WpRq/764xcsmRzjs6vl6fnqNf92TuzexrCictkZrZeN+N7Ot3zlqn1QKf0/YPmeZm2L2Ge1/k5D95oSfwj879YONYfudVUvRbx4OfsNF+HcLB78WuP+HWiuI6n1E7N9yXck+R0k2E2eKabWtmuuCRqQlBE5Rm+tvv4IfAvp1kfcuao4XZNSQsP2GZFsxLfvNN9k7B/QrybZo/u3P6Z6OBuuPd3amwH0abSO5D1DjLmj/AA3/pgH8lwXhrxUttEuGJdb9hPKzm4HpHsPViw2XNJhPMUK89Xyqnxc+45hOF58+frF8rirJfl6uXQj7eFi/8hDmjHfoKJq9jp68Y0fbh0DvzurseHm0OHu2IFBw/f38RDXES4FAeqz4PTSndtv2crBQI+qfmwHng+6kxPiej6ljBODP3kVvpew/p+r66TvprtYGcaplJVcIyCdMOIWUCb7OMfus9zWEeCnvSgzVp4hqRDR8Kqi8XgPl0XBjiVI1sCZGlCVHOHlJPkQnSXU8X4stQaq1LueE8ugStwpyIryeyG1irmP2BG8Ru65B2KhNOVofiA/T2yM2F/HqRyz6Fm9tqJn45eyi4uclhhp8SSETCqRPkYktVF5ESCU9eVcl2oo6x8drOh9LFcUkhaSx3MQCR59zC67X9/gaUoke1bRdu/Gh4IENwXnfugpcnuHKgARyw3HhBZ22VMnOJauDcF6cx7NM8D0qoXd8pdzhFK+RTxR23ltXnSM83pPhEAQj8flcgsktWpubCcnZWh1ThCLpfZZqC/pgcBqi7r0tBJJnYQbHSfah3SSxTY91JXE9oDLJga8ldq468ug5D2JqH3CE1RH9HoK0aZZaLQQgQQJ3P7js46ERm7krpGRgow34Q6Va/tC9tbicPQaKVKsN/rsb+L+7pn7+fvxfM3l84P/vxXaGtH/P/P+KV/cf3EzxluwCfyjtF03nF2i/egqbLBVbhVd/XVef6KtdWW/PvfdL6+/XSrGeb5arP9RiqbL3M5P8YRZrS7FTdA+GyzTN91CIzIGlBJMP2QdavourmR7efyrKQ2vICvz3N1YcIsedlnGo9oO5QjO3XjFX/IMrWsWFKpkrqKVy/9Z2QoqLkIstydamFHB1vSQXCpcraBOCVJe5eVlse4qr7jXmEvRCOu6lmF0IhB7yJF917Lh/jOcRd5VXXSe6VHMiOCmnpp1xIz9FSwrsFDx9pRJQ67gsT2wuJQ41qjqfbCzaxNpavLVcACdrs+2StzXHwi32gGePh5wk57hXHvlmg+1SSJHuq8V7hgKQhVvHiYnQS9JcZ0i2elet4GHUznOpzkuSICk6nko1FQnF1lzF84HPLhWLluIlkLcAbTE5XI61+mi5xUpJSM47VEybuFpPScbElnLypaUfwKWXyVteYip6qZbgoVBiCayYZj9ItUTuuJMZYHxPDj6RvKIULsLw5sR185RTyXg2KYk25UJSBqmE6LJcvtRkNXFDWxtU4lpy1EheHgpeasmJy7UhqVKO5hxdKknUGUwbl0sKRJsW61TxI997IXc1LkVPV1ZAzjtvJUWfJjVrKWP6sWbTurN0E9yyFb5Y/XDdFLfLW3gHsxxzr26EOyhpcEG9anVHWljcnTE87u5y8+Xi4tXJZhvY8ejFfL040gRw15S7d3TmfEiWNSXL+pXPQHod8y+Hc5v9ZUqwdCh45WenuSOLHdlExrtboVoSVoxhl533egFLpAQyA3DsUKIrY9hH25h6zUDLr7cn/+JNWcd5TuvfJeu43mb8ZpfL7JttgDe5ULcJwFWlefZydy7Tw+rTxRsziU960JQU8QbFCBfzlMz8bdnLH2zzn/H2Oy/0LvTsf36tOkW7VsRPPdFvM1peyag2Kep77bdv1TvWjI2Y6D8ApdjaKIhAlxg1LPbNpHLggT8FrXR7Sd1+fXp5dAO9aJbCayn43oVgGms5rC3/EVjLAVbU5Nx4fUWzwGi8y69BLmzWxlmkSKc3XH85ezlEMlues+NUWE5+OYu5iWL2Eib+XXTTGM3vTzcH+EZjNDcRjiujDOMTPLqivwbhHNRHGyUd0lTfSFQVrSMghd/9Gxibky03+tVI69ZNtLW1lv1dlLV32Pl8yccCtkfWPeF2pWaPi12p2aPTKzVfnx+m3nc8/P5jRDJBPL+naen+6ocPq/TWaKVDsTpt1Q5E+Pz2Jly428nyTPPSX3EPET/PmebnKy9YQnl6L0f3pRTcBzkwoqEl6ebHNU587atSvx56urH2MoRrqqlLETa/Xt/XBz5qcm+aGlJOTQv5cMztREookh3dEk3L+WL1w9RiZ6W4tzxaqNxqN0BYtq/PL6UPQL36+vzq9UZNKnB/9cOlplPh1caq1i2ON5/P189JJqqRU4cuUX52drHYjCTT7rRdT7r+cH70zeLpNrHSDdTJAn7x9D8WzzaffTJqbJcMrf+6JIMYiG3fRKIqvT3jArra7WebJYlMp3wZXy7mR1+cnfy4/TDFN8vNi9WrzcP18nRJ04td23vzi09fL57tpnm/0dVN9t5Gw0rtj+YSvX7Itz+7PV1haot/dbq2V6eu8ZlfuEIX89PFcK5fyfn3i/n3C83R9SYc3Pv/1sDTkwef3GGzHO73Eqk8nH+v31O5aW+9x1RiymfJhWU7l0twLXNrLoJpjMvEUomZKs5nFxKW6smodaC5Jr6WrmLT5xuYfLVzdvxYGHlvu5BzdhHDvd6V0Q7GqtpuCFtf8Sm0Tsaq6BwJREj2GqNoFo6parrJifHbZ1jn/vcjGNpnZ3w0TAntxfwIe/EJB2YK7qzWfB1mfrR8ddGCgLf8abtWoylpg77AYtysCk2VzTanObBovNcf4F5ItfL8kTHeX509X/ApAYaw49GNm7eDwbVzwQXUcdZMY1OOHv2I7VXudn++Waj949AZArz37GWTfW38ksWNxsjLo53AcbAT2AYLNH5WafyeEiPamxfAw98VaUeY0+WmJUVvqj9k88V6+Xx5tjUFBNJQc5Uaz0wMV3Mp/vTTd9cYym8gw/IHGfaGtWUHvjXB4bsdWDmdjUava4lN9vkBXf6635NZzv3NHL5Jt0AQ/ZXN/Aul29v7fP/S7EQ5ymFR1gbq/Xsf6NvmNqbfvsv823dZfh+G5jUv25//UN7IM77/PfFW8nz/W/+tXcpvT57+EHn+Qha3PZAd5jh/gMOzDzYKR+QQfZB2tm2HZ1KnW8ed8oQHt1nfDzTXw7PXGwvBupijfndr7/DsMl83sKnUpB+UefJOh+fsgngSv1vfksx+ODy/KaPlFdH84fCshq1Hz9bLc9JoKMe5t3z+4mT5/MXmzursbPFsszO73F2+Xhy1c7labX76/+1KiME=').then(json => {\n",
       "   const obj = Core.parse(json);\n",
       "   Core.draw('root_plot_1779221559097', obj, '');\n",
       "});\n",
       "\n",
       "      }\n",
       "      const servers = ['/static/', 'https://root.cern/js/7.11.0/', 'https://jsroot.gsi.de/7.11.0/'],\n",
       "            path = 'build/jsroot';\n",
       "      if (typeof JSROOT !== 'undefined')\n",
       "         execCode(JSROOT);\n",
       "      else if (typeof requirejs !== 'undefined') {\n",
       "         servers.forEach((s,i) => { servers[i] = s + path; });\n",
       "         requirejs.config({ paths: { 'jsroot' : servers } })(['jsroot'],  execCode);\n",
       "      } else {\n",
       "         const config = document.getElementById('jupyter-config-data');\n",
       "         if (config)\n",
       "            servers[0] = (JSON.parse(config.innerHTML || '{}')?.baseUrl || '/') + 'static/';\n",
       "         else\n",
       "            servers.shift();\n",
       "         function loadJsroot() {\n",
       "            return !servers.length ? 0 : import(servers.shift() + path + '.js').catch(loadJsroot).then(() => execCode(JSROOT));\n",
       "         }\n",
       "         loadJsroot();\n",
       "      }\n",
       "   }\n",
       "   process_root_plot_1779221559097();\n",
       "</script>\n"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import ROOT\n",
    "\n",
    "ROOT.gStyle.SetOptStat(0)\n",
    "\n",
    "c1 = ROOT.TCanvas(\"c1\", \"fit residual simple\")\n",
    "h1 = ROOT.TH1D(\"h1\", \"h1\", 50, -5, 5)\n",
    "\n",
    "h1.FillRandom(\"gaus\", 2000)\n",
    "h1.Fit(\"gaus\")\n",
    "h1.GetXaxis().SetTitle(\"x\")\n",
    "\n",
    "rp1 = ROOT.TRatioPlot(h1)\n",
    "rp1.Draw()\n",
    "rp1.GetLowerRefYaxis().SetTitle(\"ratio\")\n",
    "rp1.GetUpperRefYaxis().SetTitle(\"entries\")\n",
    "\n",
    "c1.Update()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a741ce2e",
   "metadata": {},
   "source": [
    "Draw all canvases "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "08419b2e",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:12:39.119201Z",
     "iopub.status.busy": "2026-05-19T20:12:39.119054Z",
     "iopub.status.idle": "2026-05-19T20:12:39.238219Z",
     "shell.execute_reply": "2026-05-19T20:12:39.237470Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "\n",
       "<div id=\"root_plot_1779221559233\" style=\"width: 700px; height: 500px; position: relative\">\n",
       "</div>\n",
       "\n",
       "</div>\n",
       "<script>\n",
       "   function process_root_plot_1779221559233() {\n",
       "      function execCode(Core) {\n",
       "         Core.settings.HandleKeys = false;\n",
       "         \n",
       "Core.unzipJSON(45364,'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').then(json => {\n",
       "   const obj = Core.parse(json);\n",
       "   Core.draw('root_plot_1779221559233', obj, '');\n",
       "});\n",
       "\n",
       "      }\n",
       "      const servers = ['/static/', 'https://root.cern/js/7.11.0/', 'https://jsroot.gsi.de/7.11.0/'],\n",
       "            path = 'build/jsroot';\n",
       "      if (typeof JSROOT !== 'undefined')\n",
       "         execCode(JSROOT);\n",
       "      else if (typeof requirejs !== 'undefined') {\n",
       "         servers.forEach((s,i) => { servers[i] = s + path; });\n",
       "         requirejs.config({ paths: { 'jsroot' : servers } })(['jsroot'],  execCode);\n",
       "      } else {\n",
       "         const config = document.getElementById('jupyter-config-data');\n",
       "         if (config)\n",
       "            servers[0] = (JSON.parse(config.innerHTML || '{}')?.baseUrl || '/') + 'static/';\n",
       "         else\n",
       "            servers.shift();\n",
       "         function loadJsroot() {\n",
       "            return !servers.length ? 0 : import(servers.shift() + path + '.js').catch(loadJsroot).then(() => execCode(JSROOT));\n",
       "         }\n",
       "         loadJsroot();\n",
       "      }\n",
       "   }\n",
       "   process_root_plot_1779221559233();\n",
       "</script>\n"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from ROOT import gROOT \n",
    "gROOT.GetListOfCanvases().Draw()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.12.12"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
