{
 "metadata": {
  "name": "first"
 },
 "nbformat": 3,
 "nbformat_minor": 0,
 "worksheets": [
  {
   "cells": [
    {
     "cell_type": "code",
     "collapsed": false,
     "input": "import rootnotes",
     "language": "python",
     "metadata": {},
     "outputs": []
    },
    {
     "cell_type": "code",
     "collapsed": false,
     "input": "from ROOT import TCanvas, TF1, TPaveLabel, TPad, TText\nfrom ROOT import gROOT",
     "language": "python",
     "metadata": {},
     "outputs": []
    },
    {
     "cell_type": "code",
     "collapsed": false,
     "input": "nut = rootnotes.default_canvas()\nnut.Range( 0, 0, 20, 24 )\nnut.SetFillColor( 10 )\nnut.SetBorderSize( 2 )",
     "language": "python",
     "metadata": {},
     "outputs": [],
     "prompt_number": 5
    },
    {
     "cell_type": "code",
     "collapsed": false,
     "input": "pl = TPaveLabel( 3, 22, 17, 23.7, 'My first PyROOT interactive session', 'br' )\npl.SetFillColor( 18 )\npl.Draw()\nnut",
     "language": "python",
     "metadata": {},
     "outputs": [
      {
       "metadata": {},
       "output_type": "pyout",
       "png": 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AAaIKACBAVAEABIgqAIAAUQUAECCqAAACRBUAQICoAgAIEFUAAAGiCgAgQFQBAASIKgCA\nAFEFABAgqgAAAkQVAECAqAIACBBVAAABogoAIEBUAQAEiCoAgABRBQAQIKoAAAJEFQBAgKgCAAgQ\nVQAAAaIKACBAVAEABIgqAIAAUQUAECCqAAACRBUAQICoAgAIEFUAAAGiCgAgQFQBAASIKgCAAFEF\nABAgqgAAAkQVAECAqAIACBBVAAABogoAIEBUAQAEiCoAgABRBQAQIKoAAAJEFQBAgKgCAAgQVQAA\nAaIKACBAVAEABIgqAIAAUQUAECCqAAACRBUAQICoAgAIEFUAAAGiCgAgQFQBAASIKgCAAFEFABAg\nqgAAAkQVAECAqAIACBBVAAABogoAIEBUAQAEiCoAgABRBQAQIKoAAAJEFQBAgKgCAAgQVQAAAaIK\nACBAVAEABIgqAIAAUQUAECCqAAACRBUAQICoAgAIEFUAAAGiCgAgQFQBAASIKgCAAFEFABAgqgAA\nAkQVAECAqAIACBBVAAABogoAIEBUAQAEiCoAgABRBQAQIKoAAAJEFQBAgKgCAAgQVQAAAaIKACBA\nVAEABIgqAIAAUQUAECCqAAACRBUAQICoAgAIEFUAAAGiCgAgQFQBAASIKgCAAFEFABAgqgAAAkQV\nAECAqAIACBBVAAABogoAIEBUAQAEiCoAgABRBQAQIKoAAAJEFQBAgKgCAAgQVQAAAaIKACBAVAEA\nBIgqAIAAUQUAECCqAAACRBUAQICoAgAIEFUAAAGiCgAgQFQBAASIKgCAAFEFABAgqgAAAkQVAECA\nqAIACBBVAAABogoAIEBUAQAEiCoAgABRBQAQIKoAAAJEFQBAgKgCAAgQVQAAAaIKACBAVAEABIgq\nAIAAUQUAECCqAAACRBUAQICoAgAIEFUAAAGiCgAgQFQBAASIKgCAAFEFABAgqgAAAkQVAECAqAIA\nCBBVAAABogoAIEBUAQAEiCoAgABRBQAQIKoAAAJEFQBAgKgCAAgQVQAAAaIKACBAVAEABIgqAIAA\nUQUAECCqAAACRBUAQICoAgAIEFUAAAGiCgAgQFQBAASIKgCAAFEFABAgqgAAAkQVAECAqAIACBBV\nAAABogoAIEBUAQAEiCoAgABRBQAQIKoAAAJEFQBAgKgCAAgQVQAAAaIKACBAVAEABIgqAIAAUQUA\nECCqAAACRBUAQICoAgAIEFUAAAGiCgAgQFQBAASIKgCAAFEFABAgqgAAAkQVAECAqAIACBBVAAAB\nogoAIEBUAQAEiCoAgABRBQAQIKoAAAJEFQBAgKgCAAgQVQAAAaIKACBAVAEABIgqAIAAUQUAECCq\nAAACRBUAQICoAgAIEFUAAAGiCgAgQFQBAASIKgCAAFEFABAgqgAAAkQVAECAqAIACBBVAAABogoA\nIEBUAQAEiCoAgABRBQAQIKoAAAJEFQBAgKgCAAgQVQAAAaIKACBAVAEABIgqAIAAUQUAECCqAAAC\nRBUAQICoAgAIEFUAAAGiCgAgQFQBAASIKgCAAFEFABAgqgAAAkQVAECAqAIACBBVAAABogoAIEBU\nAQAEiCoAgABRBQAQIKoAAAJEFQBAgKgCAAgQVQAAAaIKACBAVAEABIgqAIAAUQUAECCqAAACRBUA\nQICoAgAIEFUAAAGiCgAgQFQBAASIKgCAAFEFABAgqgAAAkQVAECAqAIACBBVAAABogoAIEBUAQAE\niCoAgABRBQAQIKoAAAJEFQBAgKgCAAgQVQAAAaIKACBAVAEABIgqAIAAUQUAECCqAAACRBUAQICo\nAgAIEFUAAAGiCgAgQFQBAASIKgCAAFEFABAgqgAAAkQVAECAqAIACBBVAAABogoAIEBUAQAEiCoA\ngABRBQAQIKoAAAJEFQBAgKgCAAgQVQAAAaIKACBAVAEABIgqAIAAUQUAECCqAAACRBUAQICoAgAI\nEFUAAAGiCgAgQFQBAASIKgCAAFEFABAgqgAAAkQVAECAqAIACBBVAAABogoAIEBUAQAEiCoAgABR\nBQAQIKoAAAJEFQBAgKgCAAgQVQAAAaIKACBAVAEABIgqAIAAUQUAECCqAAACRBUAQICoAgAIEFUA\nAAGiCgAgQFQBAASIKgCAAFEFABAgqgAAAkQVAECAqAIACBBVAAABogoAIEBUAQAEiCoAgABRBQAQ\nIKoAAAJEFQBAgKgCAAgQVQAAAaIKACBAVAEABIgqAIAAUQUAECCqAAACRBUAQICoAgAIEFUAAAGi\nCgAgQFQBAASIKgCAAFEFABAgqgAAAkQVAECAqAIACBBVAAABogoAIEBUAQAEiCoAgABRBQAQIKoA\nAAJEFQBAgKgCAAgQVQAAAaIKACBAVAEABIgqAIAAUQUAECCqAAACRBUAQICoAgAIEFUAAAGiCgAg\nQFQBAASIKgCAAFEFABAgqgAAAkQVAECAqAIACBBVAAABogoAIEBUAQAEiCoAgABRBQAQIKoAAAJE\nFQBAgKgCAAgQVQAAAaIKACBAVAEABIgqAIAAUQUAECCqAAACRBUAQICoAgAIEFUAAAGiCgAgQFQB\nAASIKgCAAFEFABAgqgAAAkQVAECAqAIACBBVAAABogoAIEBUAQAEiCoAgABRBQAQIKoAAAJEFQBA\ngKgCAAgQVQAAAaIKACBAVAEABIgqAIAAUQUAECCqAAACRBUAQICoAgAIEFUAAAGiCgAgQFQBAASI\nKgCAAFEFABAgqgAAAkQVAECAqAIACBBVAAABogoAIEBUAQAEiCoAgABRBQAQIKoAAAJEFQBAgKgC\nAAgQVQAAAaIKACBAVAEABIgqAIAAUQUAECCqAAACRBUAQICoAgAIEFUAAAGiCgAgQFQBAASIKgCA\nAFEFABAgqgAAAkQVAECAqAIACBBVAAABogoAIOD/AXDRDC2wJupQAAAAAElFTkSuQmCC\n",
       "prompt_number": 9,
       "text": "<ROOT.TCanvas object (\"icanvas\") at 0x56e4740>"
      }
     ],
     "prompt_number": 9
    },
    {
     "cell_type": "code",
     "collapsed": false,
     "input": "t = TText( 0, 0, 'a' )\nt.SetTextFont( 62 )\nt.SetTextSize( 0.025 )\nt.SetTextAlign( 12 )\nt.DrawText( 2, 20.3, 'PyROOT provides ROOT bindings for Python, a powerful interpreter.' )\nt.DrawText( 2, 19.3, 'Blocks of lines can be entered typographically.' )\nt.DrawText( 2, 18.3, 'Previous typed lines can be recalled.' )\n\nt.SetTextFont( 72 )\nt.SetTextSize( 0.026 )\nt.DrawText( 3, 17, r'>>>  x, y = 5, 7' )\nt.DrawText( 3, 16, r'>>>  import math; x*math.sqrt(y)' )\nt.DrawText( 3, 14, r'>>>  for i in range(2,7): print \"sqrt(%d) = %f\" % (i,math.sqrt(i))' )\nt.DrawText( 3, 10, r'>>>  import ROOT; f1 = ROOT.TF1( \"f1\", \"sin(x)/x\", 0, 10 )' )\nt.DrawText( 3,  9, r'>>>  f1.Draw()' )\nt.SetTextFont( 81 )\nt.SetTextSize( 0.018 )\nt.DrawText( 4, 15,   '13.228756555322953' )\nt.DrawText( 4, 13.3, 'sqrt(2) = 1.414214' )\nt.DrawText( 4, 12.7, 'sqrt(3) = 1.732051' )\nt.DrawText( 4, 12.1, 'sqrt(4) = 2.000000' )\nt.DrawText( 4, 11.5, 'sqrt(5) = 2.236068' )\nt.DrawText( 4, 10.9, 'sqrt(6) = 2.449490' )\nnut",
     "language": "python",
     "metadata": {},
     "outputs": [
      {
       "metadata": {},
       "output_type": "pyout",
       "png": 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BAABkQFAFAACQAUEVAABABj+77grsWl3X9t+yLCeTyfj0IYSqquy/TdO0bds0zWQycW+5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\nMiCoAgAAyOD/ARskR/7OeLd2AAAAAElFTkSuQmCC\n",
       "prompt_number": 10,
       "text": "<ROOT.TCanvas object (\"icanvas\") at 0x56e4740>"
      }
     ],
     "prompt_number": 10
    },
    {
     "cell_type": "code",
     "collapsed": false,
     "input": "pad = TPad( 'pad', 'pad', .2, .05, .8, .35 )\npad.SetFillColor( 42 )\npad.SetFrameFillColor( 33 )\npad.SetBorderSize( 10 )\npad.Draw()\npad.cd()\npad.SetGrid()\n\nf1 = TF1( 'f1', 'sin(x)/x', 0, 10 )\nf1.Draw()\nnut.cd()\nnut.Update()",
     "language": "python",
     "metadata": {},
     "outputs": [],
     "prompt_number": 11
    },
    {
     "cell_type": "code",
     "collapsed": false,
     "input": "nut",
     "language": "python",
     "metadata": {},
     "outputs": [
      {
       "metadata": {},
       "output_type": "pyout",
       "png": 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SJLoLtpTxeCw1qUqstRJ2H2VDm5tXiiSW6oWl2GYsPQo68igJSldqM2qTehWu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\nwaPj0mUA2AQEVQDW5qtvXkvYdPPG4VtvXtCVsvD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 ]
}