{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.figure.Figure at 0x7f7bf3b71190>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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9Z88+jT322IquXX+S9pzlNx1S0vcXKbVUtLQECyjc0VMS6AFsgy00l3o+Sfr2Ark8gk17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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x7f7bf3882e90>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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AzQGvZRiGYcSIMErxCVSG7R2ffQeism09CpzjWJR6cZvPtd8EGgPKcihK31iF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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x7f7bf36d9f90>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "%matplotlib inline\n",
    "data=np.loadtxt(\"TableManuallyCorrected\", delimiter='  ')\n",
    "\n",
    "plt.figure(1)\n",
    "plt.subplots_adjust(hspace=0.00)\n",
    "plt.figure(figsize=(8, 6), dpi=100)\n",
    "plt.rc(\"font\", size=15)\n",
    "\n",
    "\n",
    "\n",
    "plt.subplot(311)\n",
    "plt.ylabel('Delka\\nvyboje\\n$\\\\tau_{pl}$ [ms]');plt.ylim(0,10)\n",
    "plt.plot(data[:,1], data[:,2]*1000, 'o')\n",
    "\n",
    "#plt.subplot.set_xticklabels(())\n",
    "#plt.setp( ax.get_xticklabels(), visible=False)\n",
    "#plt.xticks('off')\n",
    "\n",
    "plt.subplot(312)\n",
    "plt.ylabel('Elektronova\\nteplota\\n$T_{e}$ [eV]');plt.ylim(0,30)\n",
    "plt.plot(data[:,1], data[:,3], 'bo')\n",
    "\n",
    "plt.subplot(313)\n",
    "plt.ylabel('Elektronova\\nhustota\\n$n_{e}$ [$10^{18}/m^3$]');plt.ylim(0,10)\n",
    "plt.plot(data[:,1], data[:,4], 'bo')\n",
    "\n",
    "plt.xlabel('Cislo vyboje');\n",
    "plt.xticks(rotation=90)\n",
    "\n",
    "plt.show()"
   ]
  }
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