{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "collapsed": false,
    "slideshow": {
     "slide_type": "-"
    }
   },
   "outputs": [],
   "source": [
    "import os\n",
    "from os import path\n",
    "import tecplot as tp"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "collapsed": false,
    "slideshow": {
     "slide_type": "-"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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UHCiY/E+3Nv+ZiAiJ1wBCxqHiP1VIFFIVstGJQMdJjTrZ3K590/i7Euz9dmY3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\nqXi0AAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "examples_dir = tp.session.tecplot_examples_directory()\n",
    "tp.load_layout(path.join(examples_dir,'SimpleData','F18.lay'))\n",
    "frame = tp.active_frame()\n",
    "tp.extension.ipython.show(frame)"
   ]
  }
 ],
 "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": "3.4.3"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 0
}
