PythonicGeodynamicsMorra/Version Old Ch02.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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D1wGNwHYhxJZRlczuA3qklLOEEHcB3wLuJPXL+pCUslkIsYBUseVJh+YYIn4J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\nUcRDCKFiUcRDCKFiVwFcLjKwlp693QAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x7f3940255320>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "x = y = np.arange(-5.0, 5.0, 0.1)\n",
    "X, Y = np.meshgrid(x, y)\n",
    "Z1 = plt.mlab.bivariate_normal(X, Y, 1.0, 2.0, -2.0, -2.0)\n",
    "Z2 = plt.mlab.bivariate_normal(X, Y, 2.0, 1.0, 1.0, 1.0)\n",
    "Z = (Z1 - Z2)\n",
    "CS = plt.contourf(X, Y, Z)\n",
    "CS = plt.contourf(X, Y, Z); plt.colorbar(CS)\n",
    "levels = np.arange(-0.095,0.095,0.02)\n",
    "CS = plt.contourf(X, Y, Z, levels)\n",
    "CS4 = plt.contour(X, Y, Z, levels, colors='k')\n",
    "plt.clabel(CS4, colors='k', fontsize=16)\n",
    "plt.savefig('filename.pdf')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/gxm1647/anacondaNew/lib/python3.6/site-packages/mpl_toolkits/basemap/__init__.py:1711: MatplotlibDeprecationWarning: The axesPatch function was deprecated in version 2.1. Use Axes.patch instead.\n",
      "  if limb is not ax.axesPatch:\n"
     ]
    },
    {
     "data": {
      "image/png": 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FY0fSbP4KzPFROILCiPphK8VDOmKNCifltZ9wGnUcnHk1bq2G1Nk/4rP9CHmJ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\nsWPFafZNf52kI+DfW02BV2MPX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5Z8ym7tSLomlzK0l4Kn3/TGHueBw9moK/32TS4e+L5j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dAy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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x7f3924836860>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import mpl_toolkits.basemap as bm\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "# Let us set our view above Eurasia. And use low resolution. \n",
    "myMap =bm.Basemap(projection='ortho',lat_0=30,lon_0=60,resolution='l')\n",
    "# draw coastlines, countries and continents.\n",
    "myMap.drawcoastlines(linewidth=0.25)\n",
    "myMap.drawcountries(linewidth=0.25)\n",
    "myMap.fillcontinents(color='orange',lake_color='aqua')\n",
    "# draw the edge of the map, the meridians and the parallels\n",
    "myMap.drawmapboundary(fill_color='aqua')\n",
    "myMap.drawmeridians(np.arange(0,360,30))\n",
    "myMap.drawparallels(np.arange(-90,90,30))\n",
    "# make up some data on a regular lat/lon grid.\n",
    "n = 100; d = 2*np.pi/(n-1)\n",
    "[lats,lons] = d*np.indices((n,n))\n",
    "wave = np.exp(-lats/10) * np.cos(lons)\n",
    "mean = np.cos(2.*lats) * np.sin(2.*lats)\n",
    "x, y = myMap(lons*180./np.pi, lats*180./np.pi) #project the lat/lon on the grid\n",
    "cs = myMap.contour(x,y,mean+wave,15,linewidths=1.5) #project a contour plot on,the map\n",
    "plt.title('Example of a plot over a global map')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [
    {
     "ename": "ValueError",
     "evalue": "Unknown format",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mValueError\u001b[0m                                Traceback (most recent call last)",
      "\u001b[0;32m<ipython-input-27-0431b1abee67>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m()\u001b[0m\n\u001b[1;32m     30\u001b[0m \u001b[0mpar\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mnp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0marange\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;36m0.\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m80.\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m20.\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m;\u001b[0m \u001b[0mm\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdrawparallels\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mpar\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0mlabels\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m1\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     31\u001b[0m \u001b[0mmer\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mnp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0marange\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;36m10.\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m360.\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m20.\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m;\u001b[0m \u001b[0mm\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdrawmeridians\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mmer\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0mlabels\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m1\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 32\u001b[0;31m \u001b[0mcb\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mm\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mcolorbar\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mim\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\"right\"\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0msize\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m\"5\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m     33\u001b[0m \u001b[0max\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mset_title\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'Topography above Himalaya'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     34\u001b[0m \u001b[0mplt\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mshow\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m~/anacondaNew/lib/python3.6/site-packages/mpl_toolkits/basemap/__init__.py\u001b[0m in \u001b[0;36mcolorbar\u001b[0;34m(self, mappable, location, size, pad, fig, ax, **kwargs)\u001b[0m\n\u001b[1;32m   4595\u001b[0m         \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   4596\u001b[0m             \u001b[0;32mraise\u001b[0m \u001b[0mValueError\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'location must be top,bottom,left or right'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 4597\u001b[0;31m         \u001b[0mcax\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mdivider\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mappend_axes\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mlocation\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0msize\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0msize\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mpad\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mpad\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   4598\u001b[0m         \u001b[0;31m# create colorbar.\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   4599\u001b[0m         \u001b[0mcb\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mfig\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mcolorbar\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mmappable\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0morientation\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0morientation\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0mcax\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mcax\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m~/anacondaNew/lib/python3.6/site-packages/mpl_toolkits/axes_grid1/axes_divider.py\u001b[0m in \u001b[0;36mappend_axes\u001b[0;34m(self, position, size, pad, add_to_figure, **kwargs)\u001b[0m\n\u001b[1;32m    653\u001b[0m             \u001b[0max\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mnew_horizontal\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0msize\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mpad\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mpack_start\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mTrue\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    654\u001b[0m         \u001b[0;32melif\u001b[0m \u001b[0mposition\u001b[0m \u001b[0;34m==\u001b[0m \u001b[0;34m\"right\"\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 655\u001b[0;31m             \u001b[0max\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mnew_horizontal\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0msize\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mpad\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mpack_start\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mFalse\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    656\u001b[0m         \u001b[0;32melif\u001b[0m \u001b[0mposition\u001b[0m \u001b[0;34m==\u001b[0m \u001b[0;34m\"bottom\"\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    657\u001b[0m             \u001b[0max\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mnew_vertical\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0msize\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mpad\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mpack_start\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mTrue\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m~/anacondaNew/lib/python3.6/site-packages/mpl_toolkits/axes_grid1/axes_divider.py\u001b[0m in \u001b[0;36mnew_horizontal\u001b[0;34m(self, size, pad, pack_start, **kwargs)\u001b[0m\n\u001b[1;32m    573\u001b[0m         \u001b[0;32mif\u001b[0m \u001b[0;32mnot\u001b[0m \u001b[0misinstance\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0msize\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mSize\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_Base\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    574\u001b[0m             size = Size.from_any(size,\n\u001b[0;32m--> 575\u001b[0;31m                                  fraction_ref=self._xref)\n\u001b[0m\u001b[1;32m    576\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    577\u001b[0m         \u001b[0;32mif\u001b[0m \u001b[0mpack_start\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m~/anacondaNew/lib/python3.6/site-packages/mpl_toolkits/axes_grid1/axes_size.py\u001b[0m in \u001b[0;36mfrom_any\u001b[0;34m(size, fraction_ref)\u001b[0m\n\u001b[1;32m    271\u001b[0m             \u001b[0;32mreturn\u001b[0m \u001b[0mFraction\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mfloat\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0msize\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m-\u001b[0m\u001b[0;36m1\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m/\u001b[0m\u001b[0;36m100.\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfraction_ref\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    272\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 273\u001b[0;31m     \u001b[0;32mraise\u001b[0m \u001b[0mValueError\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"Unknown format\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    274\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    275\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;31mValueError\u001b[0m: Unknown format"
     ]
    }
   ],
   "source": [
    "import mpl_toolkits.basemap as bm\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "from netCDF4 import Dataset\n",
    "#loading the data and extracting the latitude, longitude and topography\n",
    "#if this dataset is not available anymore, it can be downloaded from many, sources\n",
    "#as well as the more recent higher resolution versions\n",
    "#url = 'http://ferret.pmel.noaa.gov/thredds/dodsC/data/PMEL/etopo5.nc'\n",
    "#url = 'http://ferret.pmel.noaa.gov/pmel/thredds/catalog/data/PMEL/etopo5.nc'\n",
    "#url='https://github.com/dcherian/tools/blob/master/ROMS/arango/bathymetry/etopo5.nc'\n",
    "#url='https://github.com/dcherian/tools/raw/master/ROMS/arango/bathymetry/etopo5.nc'\n",
    "#url='https://www.dropbox.com/s/bnuekeu7giq2msd/etopo5.nc?dl=0'\n",
    "url = 'http://oos.soest.hawaii.edu/thredds/dodsC/etopo5'\n",
    "topography = Dataset(url) #extract data using NetCDF\n",
    "topoin = topography.variables['ROSE'][:]\n",
    "lons = topography.variables['ETOPO05_X'][:]\n",
    "lats = topography.variables['ETOPO05_Y'][:]\n",
    "# ETOPO and basemap are shifted of 180 degrees in longitude, so we need to,shift the reference\n",
    "topoin,lons = bm.shiftgrid(180.,topoin,lons,start=False)\n",
    "fig = plt.figure()\n",
    "ax = fig.add_axes([0.1,0.1,0.8,0.8])\n",
    "m = bm.Basemap(llcrnrlon=40.,llcrnrlat=0., urcrnrlon=140,urcrnrlat=60.,resolution='l',area_thresh=1000., projection='lcc',lat_1=30.,lon_0=90.,ax=ax) #viewpoint from space\n",
    "n = 1000\n",
    "nx = 1 + int( (m.xmax-m.xmin)/n )\n",
    "ny = 1 + int( (m.ymax-m.ymin)/n )\n",
    "topodat = m.transform_scalar(topoin,lons,lats,nx,ny)\n",
    "# plot image over map with imshow.\n",
    "im = m.imshow(topodat)\n",
    "m.drawcoastlines()\n",
    "par = np.arange(0.,80.,20.); m.drawparallels(par,labels=[1,0,0,0])\n",
    "mer = np.arange(10.,360.,20.); m.drawmeridians(mer,labels=[0,0,0,1])\n",
    "cb = m.colorbar(im,\"right\", size=\"5\")\n",
    "ax.set_title('Topography above Himalaya')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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YwDww6swa06dP5/bbb2fhwoWHRaTCyd13tBGoh3QpiIhcJyL5IpIfKF1KOPTs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\nQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x7f3900a1cf28>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#Plotting a seismic event near Kilauea\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "from obspy.clients.fdsn import Client\n",
    "from obspy import UTCDateTime\n",
    "from obspy.signal import freqattributes\n",
    "# Load the data from the web\n",
    "Network = \"HV\"; Station = \"WRM\"; Location = \"--\"; Channel = \"HHE\"\n",
    "t1 = UTCDateTime(\"2016-08-24T22:17:50.000\")\n",
    "client = Client(\"IRIS\")\n",
    "st = client.get_waveforms(Network, Station, Location, Channel, t1, t1 + 30)\n",
    "# There is only one trace in the Stream object, let’s work on that trace...\n",
    "tr = st[0]; df=tr.stats.sampling_rate; dD=tr.stats.delta\n",
    "# Filtering a copy of the original Trace\n",
    "fMin=1.5; fMax=2.5\n",
    "tr_filt = tr.copy()\n",
    "tr_filt.filter('bandpass', freqmin=fMin, freqmax=fMax, corners=3, zerophase=True)\n",
    "tr_spec = freqattributes.spectrum(tr_filt.data,df,18001)\n",
    "# Plottnig raw and filtered data\n",
    "t = np.arange(0, tr.stats.npts / tr.stats.sampling_rate, tr.stats.delta)\n",
    "plt.subplot(211); plt.plot(t, tr.data, 'k'); plt.ylabel('Raw Data')\n",
    "plt.subplot(212); plt.plot(t, tr_filt.data, 'k')\n",
    "plt.ylabel('Bandpassed Data'); plt.xlabel('Seconds')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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iqtiyd5Ijdp6YDNDl1mNyZeJ/NyLIVzLKorW1lcHBwfm/h4aGaG5uvuTt/kIL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\nDVrNwNl0E8bo4WrcuZSIcJI3/m4zd3/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cJ9wSsYokNCKqgUk1NDlv2T+FjAFqOmTBL9Do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\niV8R1OmX7h07jsPw8DDz8/NsXLFgvdF37rvvPj7/+c/z53/+59x6662r7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SQn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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x7f38ff76d2e8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "from mpl_toolkits.mplot3d import Axes3D\n",
    "import matplotlib.cm as cm\n",
    "n = 1000\n",
    "fig = plt.figure()\n",
    "ax = fig.add_subplot(111, projection='3d')\n",
    "color=cm.rainbow(np.linspace(0,1,n))\n",
    "xs = np.random.rand(n)\n",
    "ys = np.random.rand(n)\n",
    "zs = np.random.rand(n)\n",
    "ax.scatter(xs, ys, zs, c=color)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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S7XZTKBRqXuklL4b9wEG28pSkok6ns6Xio95cqLpww2KxPJDHRzt4EKe3l156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\nsTGsVuueJWywt5RFtVplcXGRtWicQEZDp6E3NisGynWdAaeZlVQJRRY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42sdSON41RdKE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\nEbJAIBBMEoQPWSAQCCYJwiALBALBJOH/5O0gwaxviv0AAAAASUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x7f38ff75b6a0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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S7XZTKBRqXuklL4b9wEG28pSkok6ns6Xio95cqLpww2KxPJDHRzt4EKe3l156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\nsTGsVuueJWywt5RFtVplcXGRtWicQEZDp6E3NisGynWdAaeZlVQJRRY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42sdSON41RdKE\nKAiM9ffQ53HQ67Lx1PvfgnybtNTtJopfvHiRYrHIb//2b3Pt2jUuX77MmTNnePTRR3n/+9+/6z6b\n2IuxEDRUWEeOHAFgZGSEv/u7vwMgEAjwxBNPkEwmOXnyJH/+53/+mlZv9xUhN2EwGMjnd6oQbocm\niVcqFZaWlkin0xw4cIDe3t5db+hmVN1NmXFxNcNsnwN5U/mQKtZwGwUiucZNY2CL2E6PODkfbOTh\nbkUbra1nxtxcXEkhCXBsyMn5YGdHk8dq7CDk06Mezi4nKdYbnztf1biR0IAafU4TI14rlZrG6VEP\nlbqGDoTSZdZz3bwz4PCgs0XGAIWazqxH5sY2QpYESG4zncmW65xdjHF2sTEJwmKUmBv20GM1UihX\nGemxM+y1MdJjZ7THx9zYBEZZpFKpkMvlOgp/BoMBRVHI5XKYTCbsdnuLpNslaaIoIggC9Xq9w8Kz\nm5/FvWzCuFcoVWrc3MhyNnSN66txrq/GmQ+nMMoiM0Ne1uLZFhkDpPKlxril2FYedsBjxWdXyBRK\nrCQaq6iJHivRXJVLga124F6HmUSuQjTbft7suAc9DLot2Iwib/b7SefyXLm50/ynScpABymfOTjG\nuc20SAuCwEivi16XHVES2YgniWZKLK0n8DptfOLJt+Oy7U1z3I6mkZjBYGB8fJwvf/nLvPOd7+RP\n//RPicfjpNPpO++EvRkLQWPVdvny5R2/f+qpp/j4xz/OE088wa/8yq/w3HPP8dGPfnTfn6f1ufa5\nfHt9rvU20XxqplIp1tfXOXRo7/KZ9fV1VlZWqNfrjI+P09/ff8eb9sKFC8zNzbU6hZpIFqp88P88\nx2K8xKF+O9fWc0z7rMhqmeuJxrL8YJ+NVzdyjHrMbGTKHUqLJoYdMqNuI99d3vlwOTPq4mygISU6\n1G/nxkaupbgYchpZS+2MXo4Pu4hlS/S7zOSKFQKJQstLox02RcIki8RynctSoyTgVKSO38/2KI2B\nrF0wsZmLvrGeQRSgWqlQqu4snAoC+J0WRrw2Toz34rMpmIwybouBciaGrFYY7e9BrdcpFAodEZPV\nam3lVduv5aY5fpOkmzPwmg5xuq7jdrs7oum7GS117tw5HnjggT29tlipsRrPshLLbP7b+L9RlilW\nquRLDS+GSrVOIldiI1VoOaWJgsCh4R5A55WVxoPugalBzgc6pzyLAkz02jEbJVx2K4VynUAkTarQ\nuWI82O/oet5Ge+w4zAaurSYY8bkIJfP02gz0OS0IWp1cLstqOEK2UGKsz0Myk6NUrjI3PsCl+VUG\nvE78HgcGWSJbLLMSSVGs7IyW3/aGOf7gP/wsivHuG2qahmBNq8vHH3+c73znO/uavjIzM8O3v/3t\nVpfeo48+ys2bN3e8zmaz7QjydF2nt7eXjY0NZFnmxRdf5BOf+ARf//rXu73VniKA+ypCvhtP5GZ3\n3crKCmazudVKvRfspswIp0sgiAgCBBJFjCIkskUSZZ05n8K1aAVFFlHkRn60nYwtRpEpnx1JFEjl\niuQqGof7HdQ0nZuRrdxeeXMbt1liJZ7vkL8NuCw7CNlvV1iIZMmV662/yQIcGnBiUwxEsiWCiUa0\nNdNn53xgZ+RcVXWGvNYWIVsNAmvZzpvNZBCZG/KQKdVYjOYIxBv7PD3q5uxCd59cURAYcFtJFKp8\n41qYUCLLkMPIfNvnlcQleuxmeh1mehwmJnrqqLUoWr2KjIpZFvA4rPS6HfS67Pg9Ttx2MwZJbCk3\nmv66GxsbaJqG2+3uUDp0Gy21m0lMXdXIl6sk8lUW1pOUq3XShQrRTIF4tkQ8VySRLZHIlUjkipSq\ndUwGiZuhnXrcN8wMc3Yhit9hwicbubrSUDHIksiQt/FQUwwSqqqRLVY40OfGYzezGkvjtBjJFqvM\nDHqwKjKL6ynmNxpStTNTJi4uxxEEmOhz0+MwkcqVWdhI8+p6lsPDnpaDoMci02szMh/dklLaFIm6\nprOerbLeOs8i2PoZ7DfhcZiYOiCC2iBqu9VMOJklnLy9cdCHf+JB/uuHfgLpNcr8tvcNNPPK+8Fe\njYXK5TKnT59GlmWefvppfuZnfoZEIoHL5Wodw9DQ0F0JCtpxXxEyNLWWdx5aur2D7+jRo6ytre1L\nC7obIZdqGguxAqMuhWC60iJhgOvRCseGGqmMwwMOLgTT+O1GRjxWitU6t6J5rqw1FBF+m4FCRWV+\nM7c722dHEuHaeo6NTAkBcJkkAqnOYmRmW1pBFMBpNrCR6STpug7X2yw9Z/sd9FolNhJZ+uwGNnI7\nH2qXVtL0WkRiRY1xr5mr4QZpjvXY6HVaeDWc5mKwk3SMksDCxk4TGZsic2jYSzBe4NLmNseGHJSq\nKoFkmePjPi5vLrVVTSeSKRLJNL6L4qSfpWgGr03hxlr3tAvAiFshmq1glCWMBgmjJKJrdSwmBZNi\nwOew0Oe2UyxXWEvkqNfVRjt0XaWuqtTVhlXliNfGfCRDuapSqNaotT1EjfI1Rvs8uK0mSpUqRllk\nOZImsS2VY5BFTh3o48Jip163mYqIZMtEsmWOjPpI5IqEk3nWEjnWEp1FNoCqBjPDvegIJPMlXgnG\nd7xmfbM4p+uwFM2yFG2ca5fVzLjfgSTA3KALs2Lg8nKMZKHz4frKSpwRj5nVzM7roFCpYzYZ+V4g\n3viOAKtvnCNuCzajgFYpk0ilWAltUG2b6feBRw7xWz//tnuSMmon5Nut9O+FsdDKygoDAwMsLS3x\n2GOPceTIka5GRq/1c913hAy3l7C1O5n5fL5WB1+xWNy3sf1uFpzDFhWTBFZZY6rXwqttWl8deHU9\ny5ume0gVa4x6zASTJSK5zpvh6GAjb+wxbT0gbmw0brBBu4TZoDM26uJscGeubCGax2EykC1vmoGP\nujm71J20RrwW+pxmIpkSy7E8kaRGcrP92qbIDHut2BSZTKFEKFWkUBPwe50oSomFWIFDfVZy5TrB\nZJFgsnvq4siQi3MLWzeE32lhtNfB9VCKc0udRBJONqLouqbz8mqKByb7OrZtoq7pxHNlUoUKb5ge\n4Oz8etebUlEUSrUipZoK7fyYqXB42MO5QJz+VJH5cJKDgx5UVeVmaOfDI5KtoMg6meLO62p2qIeX\nV5PIksgBn4OrK42odHLQi9tqIprKE4xlqNU1Li5FODM1wLmF9c2CMKzGOwn3ajCGQRI5M9XP1eUo\npZqKRZE50OfGZDAQz5UIxrKsJraW0DODXsxGiVeCMeqbIe5qPMdIr4vVZOfKJF2sUKrUMRtlFiNZ\nRnsdnBj3Ec0UCcY6o9v20WJNTPeYiRZqnFvsjCYLlTq3Nra2lwQLQzNHGHZbsRngJ48N0SsV71n+\nvltnbbd93wtjoWZBemJigkcffZRLly7xrne9i3Q63TqOtbW11uvuFvcdIQuC0Jqe0Q5d14nFYiwu\nLnY4mTXxWieNAORyOW7duoUoijw84SFTVklnK60l4JhHwSrp1EUjuU2yXO2S6z0xvFXES5Y1rMaG\nXrmJUE5lrt/OaqrEmTEPoXSJUFsXnqrDAZ+NSysppvvsXNjmeTHRa8NtMbCayLOSLLGSbGx7fMDK\npdUtgs9X6rwa7uzUGnCZ8djNDLlNRDINrXIif7v0kM5KpPFZDvgcOKwmrq4mieZiO1457Law0hYN\narrOuUCcM1P9nJ3vNMLJbg7HVDWds4tRDo30sp7I7jBLN3TJC9sUmYk+N1fXGse1FMmgSCKvbqYT\npgc9yKLA9dWth1i5pjI37OdCm+IAGumdl1cb29VVjXAqT4/dRDxXZmF967vs9zoY8trJFytcXIpw\nZLSXhfUkbpuZcLrzmEUB+t026qrGsYk+rIqBfKWGqmqUa3UEAdxWhWRhyzP75mZrstduZsBhJJQq\nkSxU6HNZWoTssipM9bkIpwrcCG89dG62/d/vtDLcY6NSU5lfTxFMFDg06OLVjTzjvQ4Mssitzc8l\nAC6LAZuhYZRlkGUEUaSi6mRLdRL5MqFkgcPDXv7rz56hx27i/PnzO87H3aKdkCuVyl2pG/ZiLJRK\npbBYLCiKQjwe53vf+x6/8Ru/gSAIvOlNb+LLX/4yTzzxxK7b7wf3VVEPGo0Jmqbxwgsv8PDDDwOQ\nSCRYWFjAarVy4MCBrkl/TdN46aWXeOihh/b8XsvLy61OrOb8venpaVwuF1+9HOa/X14nlq/isRhY\nSZUa7dDozPptOEwyZ5dTzPbZSBZqRDdHpA+6TKQKVYptBDzkkDuWjT02I6qqkmqL1iZ9NhTqrGRq\n5CoqJ4adLGxkMRtEIrky034HLouBlWSRjcxODenBPhuvhlPsdjmMeKz0ucyEUkU8ViNriTyyoBPL\nlbGbDPS7zNjNRkQBCuU60VyZeK7MXL8dtV6nXKsTSOx8+LTjgfEezi5Guv9topfzCxstArKZGiTV\nDo/NRJ/DxLXVraj7gNfEQpsSYXbIS6ZUYyPdGc0fGnRzfbUzWh9yKSiSxEK08ZAwyiJOs4FYtrHt\nsTEfV1Z3RtNDHgvxTLGV598Ou9nIZJ8Lq9LojtvIlDDLIAoixbrGWjxHuda58pod9FCuaQTjbRGo\nKOC2mnBaFCyKjFGWEEWBfL6AKMu4bWbqqka6pOIwGViKZltRuSQKiIKIKNIYJSY0cvmi0DCvFwQw\nyhJmSccgiShmC8VKHVXXKVbqZIoNlUYzXdENbrPMRx4a5E2HBlsjtW7dusWpU3s3D7odwuEwmqYx\nNDREJBLhox/9KP/8z/+8r30kEgne+973srKy0jIW8ng8HcZCL7zwAr/8y7/cckj82Mc+xkc+8hEA\nlpaWWrK3EydO8Bd/8Re71R32tCy4rwl5bm6u1V03NTV1x7H37SS+FwQCAWKxGKqq7hhtlC1X+fDn\nLnFtWwPGQa/Mq4kaD4y6Wh7IDpPERI+NVzey9DlMBLfpgef8Zl7ZaPxOFGDKZ+Xmxs68IoAsNgp1\niixilnSr3eZjAAAgAElEQVSKVY1AvEA8v7su22wQcSjCDqLutSuM99qI5SosbxbnZBF8doVQqsik\nz0YwlqO2y01pM8mcHushnS8hS42lb7mmksoXSeTKlLYtSPrtMuHM7sd5YrSHq8EoTrORxC6NCaIg\ncHLMy/nFDXQdjo54uLIcQ5ZETh3o5/xStMNUp4kzk37O3gp32SOMeq0YBJiPZJnxW7i5kWPEYyWc\nq7XSA9txdKSHl1eioDfa3702ExaDiICGqulUVZ1CRcXrtGIzK+SLJcxGA4IokcyXCCXyO75XSRQ4\nMeHn1nqKXGn3VYkswlSfG6vZSL5co1yHHnvjQVWq7X2azmivHasssBQvUFFh2Gujz2UlV6qysJHe\n9bMLArzvoWn+008dxyDoLXVLJpMhk8l0SBBfi8f0ysoKRqORvr4+bt26xbPPPttyansd4v97KgvY\nsgssFovMz88zPT296xSBu0W9Xmd5eZm1tTVcLhfHjh3bkbtymIw89dYpnvz8JdTNC3eq18LN+E6l\nQbascnktw1tmfbwc2pkTtphMQIOQT426OBfo7pxlM4qMeRrdgZIoUKiqlGsqY71WFINIqEt6BOBQ\nn63Vbm03Ckz02iipAvORHPF853sdH/FwbqmRbliI5jk95uX80s70AzTUHt96dZ2To17OB2I7crxW\nRcZrN+EwG3EoEqVKFa9NoVqrU67Wqao65bpOoapSVXUuBePMDXmR0HclZE3XOR+IM9nvJpUvY5Al\nhrx2TCZl1+gbIJHrvj+gpT6Z6PegGEVG3HVSFQ2jJOA2y5gMEmajjGKUkSUZQRSQJYkfOzTC5cAG\nmWKVQmWndPHEuI/LK0kkUWDCrXB5o11VIjDU48BrN2MyiFTqKqlcmcuBKFbFwKkJPxeXIq0IyWFp\nRN2qpnMzlODVzTTE8XEfN9aTLMey2E0GHhjpIZwsEErtrtM/POxF03WuryVbxwIiq4l8K29tVQzM\n9TmRRIHlaJbkpqxuwufgv73vIU5NbOVimx7ThUKB5eVlZmZmunpMt7dH2+32O3pM1+v1lm93Npu9\n5/f5DwP3HSGvrKwQCoWwWq0cOXLkrmdbdYOmaayurrK2tsbQ0BAHDx4kk8nsWqR4w7iH//imCf7g\nG4vYFYlsud7KJ2/f4uSIk3A6TzRX4WCvQrysE9ss9JU3q9SHB+yc35YPHvVa8NtNpEpVFqN5Xtko\nMOQyk8iX6XMoLMW2bjyvRWK0x05N1VmI5ijVNEYcEtfXkhxwSaiIrGbrvBzufrM6zQZuhDsfGOeX\nk5wa6+HC8s4qv3Gz7ftiMMGsz8qNaL5jjVWo1FtE9cBEzw51Rse+JAGLQUStlrGZDcz22TEYZAxy\nw8+3VqtRKZdRFAWjwYiOQK/TisNkRJQk6qrOyQlf4/03R6sIgtDw9RUERKBnqmEyjiCg6426g6rr\nqKpGta5SLJWoCTLDA34iixtUahrFWqP5ph0Ok4zJIBMr1Jj1W8kUd+pwp/q3ctiqpjOfKHNsxMPV\n1RTa5ky6UDJPKNl5LmRRwGkzoWkajx0eplJXiefKzK+nuLi0U7JlaIs8c+VGIU4QYG7YiyjAKytJ\ndHSMssiRkR5i2RKvrO6uWtk6dzWubCo7BAGOjHh52/FRPvDGWYxy92i3aQR0J4/pRCLB8vLyHT2m\n74UX8usN9x0hDw0NMTAwwMsvv9yak7ZXdJs0Ap3KjHZv5WQyecdBp7/8xjEurqTJlGpcXst0fc2g\nU+GVUIYes4Sqw/VYBYMkcHLEyWIkQ7JQpddmZDVZxCgJTPsdKAaRlUSR4OZPE7IARlmgVFMJJIoc\n8BhZTDYIIVFUSaw0CFWWBA72WbHoZRT5/2HvzaMjK69z79+pea7SPEutWepZLQkw+DMNeAgOMTjG\npG0SA44n7mUwie0Lt3MdfA12Y3DsXBubmCE4JLiDcbj4Or3sxDZDAnQLeqAnzfOs0lCTSjXX90f1\ne/qUVCWVuksEGp61tFZ3qarOe0p1nrPfvZ/9bD1TvgjewOpFzbpCC28MriTeE+MuagqsDDjPRngV\nuSZOjp3Nr3Y5l2jZVMCxodmUaogFX/oIFaCmyI5Wo+bk2AItFUa6ptKRd2IXsLUyH6cvQtQG7qUI\nWhWcWoNotlfmcXwo/YDLbRV59Dp99M45KbaZUsrRciwGbCYDI2eUE4NzS1TkWZIUEXqNGm8gLO+c\nBN4cXWBzeS6jTo9c9D37GhWlDiN6tcRSOELn+DyBcAxJgh1VBdhNBuZTtDIvfx9IyOBOnSlEbqvI\no8BupGdygcMpCH0t5Jj13HR5Mze+vxGrcfWi2mp+4+nao4XHtM/nW+Ex7fF4sNvtRKPRC8JYCC5A\nQlar1QlHq/NQTSidpGZnZ+nr68PhcKzwPc7kGJIk8dAntnDHMyeSHheXok6VyHuHouAKnb1Aw9E4\nh0fcaFXQWGLAolMz7Q3QO+3jxHhqYgfYXGTkuGL2nqTWAisjtEg0TjwSwhnVMOHyE4nGKXUYKbIZ\nUKskXP4ww3M+wmcciootao6kiIIh0TCyGI5hM2rxnMlt2g1qRpbx7tHheXZtKuDoUHL6osBmoG86\n9TltrcgjEovTrVAsBCLpb4LlOUY0Kkm+Gdh00Hvmtc0V+cRjMbpSNGcAGLTpyEKitbYkSeZV6LCu\nIGSHWY/dbEySjgUjMUIxFXkWI3NnCLO5Io83R1Kv4fTYPGW5FgptBsxGPVq1mgVfgJFZL4OzK2WF\n8TgcG3Ji0KjYXGyle9pH9MxnK0kk3QjktduMVBVYmfUscWJkltJcKwuLIVprilnwLTEw4152jPiK\nLV2Bzcgtuzez59J6TPrMuu2UVpmZYC2P6YWFBWZmZvjqV7/K8ePHZYvXlpYW3v/+9695rEx8LF54\n4QXuuusu+f9dXV3s37+f6667jptvvpmXXnpJNhwTE0TOBxdcUS8WixEOh+np6SEnJyfpD7kWjh49\nSmNjIyaTCbfbTU9PD3q9nrq6uqQZcwJ+v5/u7m5aWtaekBuNxXno33t54tWEP+zWAh0nZ4JsKzFz\nYvJsXjnXpGVumUA/UQCcY3OxDYNWxekJT8oKfkO+gV6nf8UfqS7fRO9M8oVZm2dkcN5PLA7tVTm8\nniLy1apVVOaayDHrMOtUjC/4mXIvpY2kGwqM9M34sOpU+EKxtEWfXVV5SaTcVp2XRHaSJLGjKg9v\nICI3MyiRo2dFE0Ox3URJnpVjw7NJSpGdFQ6ODSdHxnUFZsKxOEPOZY53BTaGppNVEzkWPUU5NrqW\naZMlCSpzTQydIS+7SU+uzcRQivUC1Jc4GJycp6kij5OjZ8nYpFVTlmfFrNcQi0bxLiU0wnGVCqte\ngzcYxW7SYzboUKskorE4S2e6Aue8fvmGKVDiMKKTYgwvBMg3a5k9M2PRYdRSXWRnMRCmd8olf0Y1\nhfYV02fqSxyY9WpODM8SiSWicKQEuZXmmPnzK7dw/cV16LXrK8RNTk4SDoeprKxc1+vS4ciRI2zf\nvh2NRsODDz6ITqejrKyMEydO8NBDD63Z5PW1r32N3Nxc2cdiYWEhpY+FwPz8PHV1dYyNjWEymbj5\n5pu55ppruP766zNZ7ruzqCdwrhGy1+ulu7ubWCxGU1NTkmftcqRrDEn5XJXEVz5Yi8o1ylPdMdRq\nNa2VDg6PJOdkC6z6JEKutkm8MTwPSJw+U/Qx69S0ljvwLIXoPWNsbzOomXQvpbxjGnXJF45eIxGI\nxeV89tHRBaryzHLxSiAcjdHv9LFNb5cLeQAOk44imwGLQYtKklgKRXC6/fQ6l6jP1QFxXLPpP5cj\nw3NJkbLvzLZao1KxY1MeM55A2ghSr5GSfBlsRi2NZXm8OTLHVKo8dgptqpDB1Rda8CyF5KacYacn\nydGuoTSX+cXwCjKGRGTqsJhgxo3NpCPPZmZwJv3OxelZ4rLNFQRCYTYXWwhG4nhDMWbcS3IEDwmp\nWVWhg94pF7OLEbaU2mWd83JIEuRajeSY9Zj12jMexeBye7i0sRSJOBWhOIuBIH3THo4Oriy+5ph1\nLL8Xi/XkWgwUmdU4/RHMBj2fv2oL17bXolWfW8vzeiPk9bzf4uIiF110Eddcc03Gr3/++ed58cUX\nAbjpppvYvXv3qoT87LPPcvXVV6cMzrKFC5aQ1+uJHAgEcLvdeDwempub09ptKpEp6cfjcSYmJhga\nGqKtUMUfvr+Vx18d4bedK3N2FsVEjkKrjml/cIU2eDEUlSdVlzoM5GijEIdTztQR6Ynx5Fbo7eWO\npAGpkRho1Go5Aks6R5XErCc5v+vyh3ClKFSV5xgoLrSjluJYrCHi0SihSAR/IDE52xuMsnTGzOjI\n8Bwtm/IZmnYz5PTQXlvE6LyPIynM9ZUodZgZmAqiVatoqS6ka9KddLNYjtV2gH2zS0gS7NxUyNSC\nhyl3gCKLDl8gQmOxlf4Zb9ooH+DN4Vm2VBQQikbxLIVoLM3BbNCiUauIxSAQjuBeDDLrXcKgVdM1\nsUCOXkXX1CoKh6pCjijaxY+PuWivK+FI/5Scijh7bjDvC8jNMBqVRJnDgFmvZdoTYGJhka3luYzM\nJXudKJEqDy7gXQpTk6Pjtmva2b2l/Ly9J6LR6Lq9JtaCLDP1eNadQ87Ux0Jg//79/MVf/EXSY3v3\n7uV//+//zVVXXcW+ffvOW0RwwRGy0mDI70/dyqtEOBxmYGCAubk5LBYLJSUlGZExIAvF00GZg87J\nyaG9vZ0jR47QVGLj/uu20Fhk5Sf/OZiUAlCd2dhoVGA3aJjxrCx2qSSoyTehI4JrKYLeYuTIqJtS\nuwGrJkIgEmPcE0M2cpMkSnOtTHnnqSu0cDiFmqF/dpH2TXkrWplbKnPoWIXwLDoV1flmFiMSA04f\nJY4orw84z4yRWhmxGrQq7AYtRm2igaEmR0M4riUYClJk1VNoNRKOxghEoiwFI/gCQfyhmBz5O8x6\ndtUUMr6wtOq6BFbhUyBBam+OzKGSEjI0s15DQV4Ow7M+KvIsaFSgIgbxOCoJVGo1SCqi8cT0FbNR\nR8/ANJFYnBl3allhZZ4Flz+EJxjFKUlsqyrgxPDKtV9UX5pSmvd6/zSby/MYm/PgUd4IpUSaJc9i\nxOVdZHRhieGFIHB2B/H6gJMCq4HGMjNvLttBVOZbGU3R7l6Tb+KyTVYuqbSgJUKVLY7b5Uqa1HEu\nyHaErITb7U45PCIbPhaQSLecOHGCj3zkI/Jj3/72tykuLiYUCvGFL3yBBx54gK9//evrX7wCFxwh\nC6w1kkm4vE1MTFBVVUV9fb1sv5kpVuvJV+agd+7cKXcHqtXqhJxHp+MLH6jmk21lPPLSIP/UMUI4\nGpdn37VUJuuN8y06qnLNRGIx+qa99J3xx6jKNXLyjMHPhKKxQ6eCulw9erXEtDfEm6ML5BtVLC4F\n0pLUm6MuynJMjC8k3jvHpONUiu26QaOiwq4lJqkYWgjJOXCNSpLzsq8PztFWU8iRIScxxQED4RiB\n8FnC2Fpq42SKYyRDwmbQsqUiD70GBmfcmPUa6ortqCQpqctMkkBCQiWBUafBatSxoyo/ISWLJmRs\nkWiMSDRGIBgiGImCpCISjRNDxWIoTjgSpTTXQs/4fEqVghID01CZkzwsQIlNeSamfUH57xqLxxmc\n9VFZYGNEUfzbWlXAG6uoHBLFPjOlOYlGkmgsztCMhyGnjyHn6t7fTm8ApzdAVa6RUDTG5Jnmm0K7\nSSbkXIueP2zZxLVtm2gqy5WDjTfeeAO9Xi9P6giHw6tK0VaDckL0+WL5zsftdqc0ls+GjwXAM888\nw8c//vEkbbSIrvV6PbfccgsPPfTQek9jBS44Ql7LgjMWizExMcHw8DClpaVccskl8pfkXPLOyyEa\nUsLhMI2NjSvE6svzzjkmHfdc3cifXVLJ3/6+j6MjLraXWTk2skBziY1YcJEAeobn/cz6ktMEeo1E\nLBollKJTLhSDvrnEhadVS7RV52HWxJnxLBEnzpR35XmGonEsBh2S5CceT0RKomFEJUk0FluJRcIM\nu0L0zq/8bHdUODisiIoPD82xvSKPrvGFBPEtg1mvoXsyfd4VwKxTUeHQM+kJ81rfDE2FhhXFuOXI\nMeupL8nh2PA8TaV2WS+bDkV2E1WFFt48U/zLM2uZ8wXQqlXs2FSIWgWnR+dWtDMLGA16ROOOEjX5\nRkbdoRWFN18gnGiGOWOdWZFnZcjpXdFBWGg3UpJjRq9R4w8mZHKepQgaTZTeCRcmnYoSmw67xYRB\nl0iVqFUSsTiydjoYjuALRvAuhRheCKBWSWyvyKFv2s3knIe2CisfbC5k95Yy7DabnB+NRqPyDjMv\nLy+pC1U5qUVI0cTsPzFOK9WklnTDHM4Fy6PtdIS8GjLxsRD42c9+xre//e2kxwSZx+Nx/u///b9s\n3bp1fSeRAhccIcPZaQJKco3H48zMzNDf309eXh4XXXTRik6gcxn9JBAKhRgYGGBhYYH6+nry8/NT\nPi9dIbA8x8iDn9hG16SHXx2fZHTeT+ekiKBSR19bS6xyLnk5Cix6KvNMhCIx+mZ8zPqCvOH0yjli\nk05NZa4Jk05FIBRh2hNgzh+le9pLU74BbzDKkeE5NhVYyLMY6Jty07lK7hPiOD0rt+zHRxeoL7Ix\n5fLJkjiBhmJbykITQInDRFmuhVPjC3Q5z/5NPKtopW1GLU1lCRXD62emlSzPiSuhVatoqSni+PAc\n056zuevKAjtzvgDhaIzjZ7yJjToNuyryiURjnB6bS/Jw6J5001yeR6fCBnRLqZ3O6fS524mFRTaX\n5zLmdBGXVBh1GmqK7Bh1ahYDYcbnfcy4/cycsRstdpiIxiRmvQGmXH7q8/V0nTGYn/SkH5ekhEYl\nUeQw01xZyC1X7eCy5jIcJp1MrrOzs3i9Xvm6CYfDVFRUEI1G0Wq1Kya15OTkJJprzgwBUL6P3++X\nh7kKos5mhLxc0xwIBNZlTA9w9913c8MNN/D444/LPhZAko8FJDxrRkdHufzyy5Nef+ONN+J0JgrT\nO3fu5JFHHjnPs7oAZW+QIMdgMMibb75Je3s78/Pz9Pb2YjabqaurS1tYmJ2dZW5ujsbGxoyP9eqr\nr1JUVMTU1FRGk0ZOnTpFeXn5msNS3Uth/vlgPz87OMT44sqPfXupleNjZ6vzElBXZMFh1CW8JxSK\nCY0KSu2GFSqK5XCYtJTnmLDpVWhiCZLunV0imsFffWuZPUnOtRzluSZC4QjTijzrjgqHHJUK1Bfb\nMem1cseaEmqVBLHwCkMbs05NTYGFvplFAssmoDSW2OkaW0n6WyvzWfCFGF9Y+Zm01RTwRv/KvKOA\nzaijvtjBUihM5/g8sVic+mI7vZOJm2NbXXHKdnKJxFBYm0GDVoI4MUw6DQOzftyreFPkmg0YDTrZ\nmlSgtaaQY0Mzqxr8AFQV2LhiSzm7t1TQXle8qlzN7XbT1dWF3W7HZrOxuLiIx+ORzd+VswpT5ZMF\nQYsmK9HU4fV6mZmZwWg0rvCyWKtFOhV8Ph8jIyNs3ryZeDzOBz7wAY4ePfq2G82lwHuyt2AwyOHD\nh1GpVGzZsiWpCyjdazJNWQjlhOjDV6Y+VoPIIa+GQCDASF8vLZYAO6/KJeYo5/+dmuXAiSkWQ1Hy\nzFr6p92YtBJ1RVbUKhUDzkVZArccLRUOOlJMAFGirsBCjkXHpCuAStIyMe8nHA4TB4psBnJMWnRq\niEai+ENh3IEoC0tni22hFKOZlBib95Nn0VNdYGXQ6UWvUcm+w5IE2yvy8Iei9E6nnzZRZDcyPns2\nWjbp1GytLKB7wsXJNO3e3sXk3UWB1UCRw8LJFC5tAuPzq9+4PEshDp9RQuRaDJTZDcx7/DSXOjCb\njAw5PTSXJRQXKkkiGI6ysBhk2uXH6Q3i9CbvwnZU5PDmSOq/j0WvwW5OnaY5PDBDU2kOEy4fboUU\nUKtRcVFtMbu3VnDFlnI2Fa49KT0SidDX18fi4iJbt25dYcQVj8cJBoN4PB68Xi9TU1PyzEOlSZDR\naEwqdItJLSUlJSwuLrJt2zZCoVDKSS3LJ4ivtd5MvJDfabggI2RRUJuenqa9vT1jOYzP56O/v58d\nO3akfc5y5cTi4iLNzc0ZaxN7e3ux2+0pCwiRSER2kBPucZ2dnfj9/kR+TKPn/x0bpX92iZFFFb1O\n/6pbcoDqPCMjc4sr5FsaVSJlYNJqGJ5bxHnGDU6rkrDpEm3WpXYDS+HIiiaMs+8hUWDRUWxVsxQI\nEY/FkVQSMVSEohKL4SgLi6GkY5v1GsodeiLBAGOuIFsqchlfWFoxzSQVtlXkcHxoGoNWzfaqAnon\n3Snld0qU2vWMz3vRqdVsKXdwasJDKI0tphKFNr2cLlCuPcesx2LQndF2x1nyL6FSq7GYTGi1GgKh\nMCoJFhaDDM140jrhKaFVq6gtsq3oINSpVRTbDIy6Vk+jFTtMFNoMNJblcsWWCi5tKsWcYfccIKfy\nqqqqMpolqYQgVzFBXKQqlJG0yWTC6XQyOjrKrl27kKTE6DKVSiXPQhQDbkU0HQqF0Ol0MkFbLBaM\nRqO8ttnZWTweDzU1NYTDYT784Q9n1Wt5A/DujZBFst3r9a5Lm7hWhJxKOXH8+PGMm0MgdQ5ZOU6q\noqKCiy++GEgULurr6/H5fAwODuJyuWjL09Ger0etNzLgy+H4dIiOEQ/jrpXyOI0qUdWPKPLG9UVW\nJEmib9qbNL5JoMahons2sX2ecAeoyjMRicVX5H+BM/PWghTa7HStUmgzaVXYDBosBg1q4uiJUF5o\npyAHQpEYxQ4TBVYD4ViMcDRGMBwlFIkRCEfxByPy+o1aNRfVFtE/45VzxGtBUmnYVpnPnC9I95QX\ni0GHQatGr1Gh1ahQxeNADGIx4vGEj4larZabXwKRGL6lEAuLwTNmSBFAEUFL0F5TzMmxBfyhCDsq\nc3nzjKRNq1ZRX5JDjllPJBpjyr24Iu0AiQacSZefEoeZSVfi92qViso8M/3OlfUDjUqiMkdPfYGJ\nbRW5tNUVU19eiMViWdcIskAgQHd3NyqVitbW1nOStOl0OvLy8sjLy5MfE/lkj8fD2NgY8/PzSJJE\nbm4u09PTcjQNyNeCVqslNzeXvLy8JPOg5VPIhY9FLBaTB1G43e4LwukNLlBCrqurIxqN0tvbe8aQ\nO7M7fjpCXk05sV5lhkajkb+EYopJX18fBQUFXHTRRSu0zVNTU4yMjFBeXs727dvliGJxcZFyj4ed\nhR4+vinGmFtHl0vihDPCyelES21LhYO+aS+tVbkEI1F6pr28OZp+PLrDoGbUkxzRDc/5qS2wEI3F\nz5BRMsociQkgq8EfjhGPh7FoYvii0OeLoJsLUmzTsxSKMpnCMD/pM1NJGHQa1BL0zPiQkMizJLa0\nIvaOxxM3NlF9lySJ6kIbWrWKYCRCvlXFlHsJf2j1YwlsLrFyemL1UfLFdhO5VlNSY4p7KSy7yYWj\nMfqmkt/DYdZTkWfFpNewGAgzMuvFsxTC7Q/hKEg8vhSKUJNnlKWN+VYDLdWFZ34K2FqRh0GnSSKs\n0dFReSqyxWLBZrPJ0eXyVFo8HmdsbIzx8XHq6+uTyDQb0Gg02O12vF4vS0tL7NixA4fDkVT0Gxwc\nJBqNYjKZkiaIK4uHKpUKm82Gw+GQ89LRaBSfz8fY2Bg+n499+/bxL//yL8TjcX74wx/S0tJCa2tr\nRg0oP//5z7n33nvp7Oyko6ODtra2lM/79a9/zZ133kk0GuVzn/scd999N5DwQxfm9Lt27eKpp546\nL502XKApi0gkQjQa5dChQ7S2tmYstYnH47z22muySX0oFKK/vx+Xy5VWObFez4zx8XHC4TC5ubl0\nd3djMBioq6tDp9PJX0RJkpifn6evr4/c3Fw2bdq0ZuEjFouxuLiYKJ7Muzg0MMeYO0zXQoz+hRD+\n0Npb512VDo4MpSbXxmIrQ7NeAuHk92mtykmSuikhSdBQaCEaCTHiTvgbA2wptXHqjPmPVi1Rl6un\n2+lnrd19Q5FVHh+0GrZW5BKMxOmdcmM36XAtJtIh+VYDNYVWxmZ9TKQo5ilRaDMy406vKmkqNDPk\nCq34PABaNuVxdDBz57SyXDOFdhPE48SCS+RYjJQW5tFaW0TLpgIq8tO37y+HICyRQvD5fMRiMTmF\noNFoGB8fJycnh5qamg1p1FhcXKSzsxO73b7qMeLxOH6/X85Li1TF8uKhXq9foTseGRnBbDZTWFjI\nwYMHefjhh7nmmms4duwYt912G5s3b15znZ2dnahUKr74xS/y0EMPpSTkaDRKQ0MD//7v/055eTnt\n7e387Gc/Y/Pmzdxwww388R//MXv27OFLX/oSO3bs4NZbb013uHdvykJExCJ6zZSQxeui0SjDw8NM\nTk5SXV1NU1NT2ih7PX4W4r3Hx8dxOp00NDRgsViIx+PEYjEkSWJxcZHe3l7UajXbt2/PWMojJEZW\nq5XS0lJ2bj1L0m63m86xOU6OuxlYCDHsiTG0EELJ0dX5Znnycyp0T3nZUmqje+psXjTHpEuprCh1\nGCl1GOmf8dA9s5L4DIoqfzgap9MZoCLXikEjJQ3JXI4pV3oSlSTYUZmPeynMSYX6JKTQDs+eGSsF\n0FSei1mn4dTobEpSnfEsUZJjZnIZcYuo+PQqzSxTC4uoJCnlZBIBnUZFTaGd2mIHNYVWrATI0cW4\nvO3/I8exdhEuHdRqNXa7PUnFE4vF8Hq9DAwM4PF45EaPpaUlrFarHE2fb3QXi8UYHh7G6XTS1NS0\nZhpBkiTMZjNms1lushCWm4Kghc5Zp9PJUbRweisuLiYajfL73/+eQCDAF77whXWtt7m5ec3ndHR0\nUFdXR01NDQB79uzh+eefp7m5md///vc8/fTTQMIL4957712NkDPCBUnIAqI5JNP++Xg8TigU4uDB\ngyuaRtIh05RFJBJhYGCAqakpbDYb27dvJxaLyUQcDofp7+/H7/dTX1+/piwuEyhJury8nN1n2sTn\n5zk9NnUAACAASURBVOexO3IYnF/i1ISHwYUw4Xiceb0G9yo631MTHraX2zk1nhjfU1do4fWBRPRp\n0qlpKnXgOzN5eCJNGkIintLBbXR+EUlKSM56JlzyxGwBq14tDzZNOsczznCz3iDHUhgSpWpIAWSj\nfYteQ1tVDi5fgL6p5CaVfLPuLCGfyRWfGltgyrN6Z+GkO0BTkZmuKR86tUR5jpGaQhsNpblsqSyk\noTSXinwLKkmSB+9WVFRSVla2IUoBl8tFT09P4ka9c6dcVBPRqTCED4VCGI3GJJLW6/UZrcnj8dDV\n1UVBQQFtbW3rymUrobTcVBa+Q6EQTqeTwcFBVCoVY2Nj3HHHHWg0GjQaDffccw/BYDCrAykgsaOt\nqKiQ/19eXs6hQ4eYm5vD4XDIwV55eTnj4+PnfbwLmpDXY/4jlBOxWGzFROq1jrFai7ayYFdZWcmW\nLVsYHh7G7/ej1+vlKSTT09NUV1fT3Nyc9YtSdCeKNTQ0NCBJEpuBPzzze1GEmZp10T/tYnoxiius\nZi4A074o4+4ATm+Q42NuWipz6J500z2xQFOpHZNOQ+eke9WJHwINxTa60+Rm4/FEd1+uWU9LsZ2j\nCu+F0lwL3QoVglqSaCy2MO0JrhrZx+KgUavSanV9wYisGa4qtFFoM9I9Po9nKUzkDJmnyhULGHVq\nShxmih0mih1mSnJMlDjMlOeaqci3UmI34vcntLyJFMI004PTeKaMLC4urmitzyZCoRC9vb2EQiF2\n7NiRdIzVolOPx4Pb7WZ0dFQmOSVJK9UO0WiU/v5+PB4PW7ZsWXNu5blASEynp6fZvn07VquVX/zi\nF2i1Wj75yU9itVo5cOAAPp+Pm2++Oem1q3lZZDIhOlVKV9zQUj1+vrggCXmt9mkllisnjh8/vq67\nu1qtJhBYGQ2mK9iFw2FMJhOnT5/G709ofR0OB7W1tdjt9qyTsZi4nZeXR3t7e8r0jSie2Gw2ysvL\naeNsLvIskfgIRuL40OOOaAg3F+AOxRld8ON0L1JkVuPTSniCsVVlZVbD2nKs+cUg84tBtlXm4XQn\nPJhN2sTfRKeW2FaZx8icn9NTq+eBBXRqiVU87WUMz/oYnvWhUUlsr8zDbNByRb6dWCwxCeTyzWUy\n6RY7EsTrMK8dkSlTCLFYjKGhISYnJ8nPzycajXLixAk5z6ssxp1rm3E8HmdqaoqhoSFqamooLCzM\n6HuljE6Liorkx5X648nJSVl/rNPpcLvdlJSUsGvXrnOOileDz+ejs7OT3Nxc2tvbcTqd3HrrrZjN\nZn7729+m7YgVWM3LIhOUl5czOjoq/39sbIzS0lLy8/NxuVxySlQ8fr64IAlZQKvVpo2Q0ykn1pt3\nThWFC5I3GAy0tLTIBbtYLIZGoyEvL4+FhQUKCgooLS3F7/ezsLAgm7eYzWaZIDMZ9pgKi4uL9PT0\nrDsXLZAqFxmNRpM0p16vl+36IBRDWVkTRUVFmM1m/OEo874gc74Esc77gswvhpjzBYnHYgk5WThK\nMBwlGIkSDCckbqFIYihr4rEonRMutGoV28qsBP0+dlblMjzn57Ci8KhWJQa6alQq+d+JHxVqVaKS\nYtNDLBrFoJGwGTQ4LEZyrSby7RZyrSZsRi2RgA/vvJO6qnLqqsqxmXTnbTe5HC6Xi+7ubgoKCnjf\n+96XRGAi3+/xeJienqavr49oNCp/FwRJr/Vd8Pv9dHV1YTQaaWtrO6fvznLo9XoKCgrkwnU4HKar\nqwu/309xcTF+v5+Ojg7UarW8TpvNhtlsPmeSVuajm5ubMZvNPPvss3z3u9/lm9/8Jtdee+1b0gjS\n3t5Ob28vg4ODlJWVsX//fp5++mkkSeKKK67g2WefZc+ePWt6YWSKC1JlIXLBY2NjRKNRqqqq5N+t\npZx48803qa2tXbOrT8DlcjE+Ps6WLVtYWlqSt4j19fVYrVZisZgsvRM3AUmSqK+vT9lMosztiR/l\nhWm321NKmQSEnajb7aa+vn7dhiuZQKRhxsfHqaqqwmg0JlX1Re5a3FTO9cKcnZ2lq6eX3PxCiktK\n0Gg0SeSrOQejdFEwEp+t3++Xc6eVlZXk5ORk7F6WKcLhML29vQQCAZqamjJuIhKDP8XNT3wXTCaT\nTNI2m02Wio2MjDA9PU1DQ8OG/N3hbBPJpk2bKC4uTvqclDI88V2QJCmJpC0Wy5p1Ga/XS2dnJ/n5\n+WzatImZmRnuuusubDYb3//+97Mm03vuuee4/fbbcTqdOBwOdu7cyW9+8xsmJib43Oc+x4EDBwA4\ncOAAX/7yl4lGo3z2s59l7969AAwMDMiyt5aWFv7xH/9xtRx2Rl+oC5qQp6en8Xq9si5ZqZxI15F0\n6tQpysrKMm4o8Xq99Pf3YzQa5REvYisqiFiQpFjLei8WZfQkLs5YLJZEeiaTiampKcbGxs6p4ypT\niBSIuFhSXVziwhTrXVxclKMnJUmnW5/f75ej+/r6+qybmos1Dg4OsrCwQHV1NYC8XlHVF2u12Wzn\nRNJiOO7w8DDV1dUUFRWd999k+Q3b6/USDAYJhULYbDYqKyux2+3nrZhYjmAwSHd3N5Ik0djYmPH7\nK1NfohMvXXpGpHNmZ2flqPiZZ57he9/7Hvfffz9/9Ed/9E5uj36PkOfm5piZmcFqtcp2m5WVlave\nobu7u8nNzc1IVxyLxRgYGGBoaIimpiZKS0tlCZtYx+joKJOTkykjivOBshA3MzPDwsICWq2WvLw8\n2RhmvZ1bq0GQpEqlor6+ft0pkEgkkhTpCZJWRnoGg4Hh4WFmZ2epr6/PeFDAeiBc/wYGBqioqEir\nbBB5U7HmpaWlJJJeXtxaDp/PR3d3N2azmdra2qykDpYjEonQ39+P1+tl06ZNSTfC5YoJm812TgoE\n5U2lrq5uXTMq00EZYCj1x+FwGIvFwtjYGDU1Ndx///3k5ubyve99b0O+C28x3r2EDGcMekZG6Ovr\no7y8nJqamowuioGBAYxGo1x5ToXlVp4ul4u2trakDruZmRkGBwcpLi5e8yZwrvD5fPT29qLRaKiv\nr0er1SZFpiJ9oIz0VotMU0FEkvPz81knyXA4LK93ZmYGr9eLXq8nPz9fvqmk8tU9VywuLtLd3Y1e\nr6e+vn7dUaSyuOXxeJJIWhCfTqdjaGiI+fl5GhsbsyJfTAVRMK6srKS0tHTFZ6RUTIj1BoNBDAbD\nCpJO9/kuLS3R2dmJ0Wikvr4+a17GSoigZn5+nk2bNuHxeLjnnns4duwYer2eHTt2cP3113PjjTdm\n/dhvMd69hByPxzl48CCQ+IOna4lMhZGRESRJStIeKuF2u+nu7sZkMlFbW4tGo+GVV16RSUSSJEZH\nR7FardTW1mZ96whnvZe9Xi/19fWrplfSpQ+UJJ2K9JSRUXl5OWVlZRtSRV9OkpIkJUWmi4uLaLXa\npPWuFpmmQjQalW8qDQ0N6569thpCoZC8XuEnbDAYKCgoOOf1roZgMEhXVxcqlWpdqQNY6dgm0jNK\nWZsg6bGxMSYmJmhsbNywfLTH46Gzs5OioiKqqqqYnJzkzjvvpKioiO9+97s4HA4GBwfx+Xxs3759\nQ9bwFuLdS8iQyO1KksTRo0e56KKLMn7dxMQEwWBQzisKLC0t0dPTQzgcljvsRMEuGo3idDoZHh4m\nFAqh0WjQ6/VylHeuOcjlUBbTzicFEg6Hk4qGQsYk1ipJEkNDQ9hstg3dbg8MDOByudaMJIWjmLIQ\ntzwyTUd6ovGitLSU8vLyDbmpBAIBenp6AGhoaEClUiXdVMR6laS3XpKOx+OMj48zNjYm1ymyBSVJ\nz8/P43a70el0FBYWykXkbO5UYrEY/f39uN1umpubMRqN/NM//RMPP/ww+/bt4+qrr34n54rT4d1N\nyOFwmGg0muRNkQlmZmZkhYJ4H7GlEkYsyoKd2NK7XC7q6urkLX0oFJKnWItIxGAwyBfkegovonGl\nv7+fwsJCqqqqsp4CETn34eFheSSP0WhcUdg6Xyg1sqvlcDNZ7/KbijLHK1IHGo2GhoaGrHdwiXMZ\nHR1lYmKC2traVfOrYr1Km0rlTXA10vP5fHR1dck3yI1If8ViMQYHB5mbm6O5uRm9Xp90ExROa8oG\nkfWmv+CsAb5I5U1MTHDHHXdQVlbGQw89lNXdy9sM7xFyLBbj1VdfXRchz8/PMz09TWNjI6Ojo7Jq\nIVXBbnx8XJZ+raVqENtFJUmHQiFZwiR+lkejPp+Pnp4edDrdqtNOzgdCMjU1NUVNTQ0FBQVIkiRL\nxMSaRQ7yXG4qkNi1dHd3Y7FYNiTyFp/vyMgIXq8XrVab9PlardasSdpEq3Bubi7V1dXnRJKrkbTw\nAJ6ammJhYSEjb4hzhSDJoqIiKisr0+4ixM5KuV6lekaQdKrXKzv6Nm/ejMFg4KmnnuLHP/4x3/nO\nd/jIRz5yIUbFSrxHyOdCyCJHHIlE5Gh0uSXm7OwsAwMD5x2trqY5NpvNeDweOUWyEcUhZeQtLsbV\nzkVZKFrPTUX4dPh8PhobG7FaM3cvWw/m5ubo7e2Voy+VSpWkllDmTJXrzdSvAc5O1vD5fDQ1NWWs\nV88UIj0zNTXFzMwMarV6xU4lW+mDaDSadC7n0vacSj2j1KGLWXrCS6OiooLx8XFuv/12Nm3axHe+\n852sfbc/+9nP8qtf/YrCwkJOnjy54vfxeJw777yTAwcOYDKZePLJJ9m1axcAP/3pT7nvvvsA+Ku/\n+ituuummrKxJgXc3IQsLzldffZX3ve99GX2BXS4XnZ2dhEIhLr744iRvVlFs6u3tlQt6G7ENFlKm\n6elpzGaz3AWozD9mQ84mimnnG3nH43GWlpZk/wMxJFOQdDAYZG5ujurq6qzK/pQQOdx4PE5jY+Oq\n56IsbImf5ZF/KomYUi63kTrvcDhMT08PoVCIpqYmjEZjyhy6GJ10riQtbl6iYJvNcxEG9S6Xi4mJ\nCQKBANFolJ/+9KdYLBZee+01vv/97/PRj340q8d9+eWXsVgsfOYzn0lJyAcOHOAHP/gBBw4c4NCh\nQ9x5550cOnSI+fl52traeOONN5AkidbWVg4fPpztYua7135TCdHavNr2WGhshfdpf3+/LFQXW/e+\nvj65zXojIjzhfTEwMEBRURGXXXaZHK0Kcb3Yji+Xs9nt9owvSGUnXzYUB5IkyWN6iouL5XMR7b/C\njWt4eJi5ubmk9MH55kKVqZZMC12SJGEwGDAYDLKbmJKklaY6gqT1ej3T09MYDIZznqyxFpS59eVN\nJKmmcigLs06nU04fKD/fVDleQfjhcJidO3duSApMo9HI51NZmXCx6+vrw+/34/P5uPTSS/nGN77B\nwYMH+eY3v5m1437gAx9gaGgo7e+ff/55PvOZzyBJEpdccgkul4vJyUlefPFFPvShD8n1nw996EP8\n+te/5lOf+lTW1pYpLlhCVhoMpSNksZVeWFiQC3aRSASVSsXBgwcxGo1EIhGCwSB1dXVJhivZhNfr\nTfK+WB6dpfKVEFtFj8dDf39/kjxMqDuU+VKR817u+JZtCIexYDBIS0uLvA1WNgNMTEzg8/mIx+Ny\nx5YgkUwjfzFJXGncdK5IR9J+v5+BgQHGxsYwGAx4PB5Onz6dFElng5yF3tdgMGTsPyGagFKRtBgg\nupykQ6EQ4+Pj1NTUZKVrMBVESsfv97Njxw70ej1PPPEEjz32GN/97ne56qqrkr6TbyVSWWmKOlCq\nx/8rcMESsoCwx1R2lonIShTkGhoaiMfjcnpg+/btMnk5HA7MZjPDw8MMDg4mbRPXQyCpEAwG6e/v\nZ2lpifr6+nUVbTQaDbm5uUmNGqJI5Ha75a2iXq+XXbmEY9ZGCfyFJE8oDpQXvNKbuaysTH6N2IqL\nkTzC+yCdD0YwGKS3t5dIJHJOpkmZQhgBFRUVsWXLFnl0lsihCzOo5Tn09Ri9KyP8bOh905H03Nyc\nPN1Zo9EwOjqK2+1OMgHKBjnPz8/T09NDRUUFjY2NjIyMcNttt9HU1MQrr7yyIt/+Vhfx3morzXPB\nBUvIqSw4xVZapAUuvvhieU6XwNzcHP39/eTn53PxxRcnkZdoV3a73YyNjeH1es8pdRCNRmUjmOrq\n6oztEdeCTqcjPz9f3rovLS3R3d2Nz+cjJycHv9/P66+/vmYRbr0Q0Wp+fj4XXXRRxqkIlUqV1lHO\n4/EwPDyMz+dDrVZjsVjkXUF9fX3Kqd3ZwFoewsvtKZU59Lm5OQYHB2WL1dU+Y1E8zsvLO+8IPx1E\n3nt0dJSGhgb5e6HskBwYGFihllgvSUciEdk8aefOneh0Oh577DH+/u//nu9973vs3r37baGgSGel\nWV5ezosvvpj0+O7du9/6BXIBF/VisRjhcJi+vj558sFyyZWyYCfkZXq9fl1FLmXqQFSZlXpYu90u\nV/HFBaJsqd6IC1EYKc3MzKzIrZ6vm5wSopgWi8VoaGjI2MVsvZibm5O7+TQajayJPZ/uveUQJugj\nIyPr8hBO917LDYBEodNiscjeDZs3b94QQ3dI1EU6Ozsxm83U1dWtuStSknQqSZsoHC7/voriYGVl\nJSUlJQwNDXH77bezZcsW9u3bt2Hnlw5DQ0Ncc801KYt6//qv/8oPf/hDuah3xx130NHRwfz8PK2t\nrRw5cgSAXbt2cfjw4Wz7Z7y7VRaCkHt7e5mdnUWn09HQ0IDZbE6yxBRpg0AgsO60QToom0LcbjfB\nYBCNRkMgEMBsNsudftmGUgkgJEaZEL4yvyuUEpCYXpzKqEh41U5PT2e9a0wJZT66sbEx6eJe3m2o\n7N5bb3ekaLwQ7e4bkdIRk56HhoYwmUzyhGyz2ZxEeud77Hg8Lv9tGhsbz6toqyRp0cYuSNpkMrGw\nsEAsFqO5uRmtVstjjz3GP/zDP/D973+fD3zgA1mNitNNfha46667ePLJJ/H5fEQiESRJ4tFHHyUc\nDvPf/tt/Y/v27cTjcTweDyqVCpPJxN///d/LtgpPPPEE3/rWtwDYu3cvt9xyS9bWfgbvbkIOh8Oc\nPn2amZkZ8vLy2Lx5c1KHnbD6czqd1NbWkp+fvyHbKpHz9Pv9FBQUEA6Hcbvd8sUoCO98VQeiMGg0\nGuUp1ucDpW2i2+2WlR1arRafz0dhYSF1dXUb0jWmLECuJ1pdTXMsPmdlwTQajSa1b29U44WwrgRo\nbGyU1xCPx1fYqip3K+J7kSlJe71eurq65InSG7H7ikQijI6OMjIygtFopKOjg5/+9KdEIhEqKyu5\n77771jXpPROsNvk5FX7wgx9w9OhRnnjiCSARWPh86SeIv0V4dxNyJBJhbGwMSZKYnZ1NIo/JyUlG\nRkY21DRHmTZQdr8JpItKrVZrUlS6FhEJw/3FxUUaGho2jFSEEiAWi+FwOPD7/SuMf+x2+3l3wnk8\nHrq7u3E4HFRXV5/XhZ1Oc2w0GlGr1bhcLsrLy9m0adOG3IyVN5ZMrSuVpvTiR+kfnOrmLRzTREff\nRjXehMNhuru7iUajNDU1odFo+MlPfsLPfvYzPvOZzxCNRjl8+DDXXnstn/zkJ7N23Ndee417772X\n3/zmNwB8+9vfBuCee+5J+Xwhq/vQhz4EvLMI+YIt6okcmNlsxul0cuTIESKRCOFwGJvNRnNz84bM\nsBOFw8HBQUpLS9MWbFKpDpQFraGhoSRnNlH8EoS33GioqalpQ0glGo3KpuGp7DeVnhJiZPtqUWk6\niHy/3++nubk5KymdVHI2cWMJhULk5+czNzfH1NSUXIQTOfTzLXQq0yDrUbaoVCosFgsWi0We0aa8\neU9OTsp5e4vFglarZXZ2ltLSUtra2jaseCbsPoVGur+/n9tvv53W1lZefvnlDasfQPrJz6kg1FBX\nXnml/FggEKCtrQ2NRsPdd9/Nddddt2FrPV9csITc1dXFX/7lX8pDGKenp7n66qu5+eab5UnPXV1d\naDQamTgE4Z0rxCw9i8VyTg0EarUah8ORlPcTuVK3283U1BRLS0uoVCoCgQA5OTkbNrFY2ahSWlpK\ne3t7yhvLcmWHMip1uVyMjIys2l6ttPncyBuL+JtPTk7KmnPluYqoVLjDnWvqQGnSky3/iVQ371Ao\nRFdXF7Ozs1itVpxOJzMzM0mRdCbjktZCKBSiu7ubeDxOa2srarWahx9+mP379/N//s//4f3vf/95\nn99aWI8sbf/+/Vx//fVJ5z0yMkJpaSkDAwNceeWVbNu2jdra2g1b7/nggiXkiy66iP/4j//gjjvu\n4JVXXuHqq69mZmaGT3/606hUKlpaWti1axe7du3Cbrfj9XoZHx+Xt7RKkl7rQhSdfKFQKGvRnYBS\nWypkbLFYjNLSUgKBAKdPnyYUCiWRx/kWh5QexakaVVZDuiaLpaUl3G637AMSjUbR6XT4/X5sNhst\nLS0b0jUGZyVmQoe9nKQkSZL9Q8RgAmV+d3p6mt7e3jVTBwsLC3R3d1NSUkJbW9uGpMIg4aUilA3b\ntm2TyUk5RWZ8fDwpDSbWux7tvJCIikaSnp4e7rjjDi666CJeeeWVDdOAL0c6uVoq7N+/n4cffjjp\nMfHcmpoadu/ezdGjR9+2hHzB5pAFTp48yZYtW5K6g3w+H4cPH+bgwYO8/vrr9PT0kJ+fT1tbG62t\nrezcuROtVpskCxOKA7vdLisOxHZ+owuDkUiEoaEh5ubmUqYNRISndJJTztxTrnmt44giV7aN3Jcf\np6+vD5fLRUFBgezVcC5rXg3KNMi5mucooSQ8UYQDMJvNLC0tAWyolC0UCskt/k1NTRndKJXFWTFF\nRpKkFZG08nMW0beYn6dSqfjRj37Ez3/+c37wgx+sy6wrG4hEIjQ0NPC73/2OsrIy2tvbefrpp9my\nZUvS87q7u/nIRz7C4OCgfB0uLCxgMpnQ6/XMzs7yvve9j+effz5tQXAD8e4u6q0HYtvc0dEhk7TQ\n8La2ttLa2kpjY2NSa2okEiESicjDPrPV7bR8XcLfYL0FSGUXnFizaGJZPh4pWx7F6zmfVKOHlGtW\nKjuUkX8mn7Myj5/tWYbLjzM5OcnAwAA5OTnyzT5bU7eVxxHnI6LV84GoVaSaDg0JbXFdXR3FxcV0\ndXVxxx13cNlll/GNb3wj67uYteRsTz75JF/96lexWq2Mj49jt9u588472bt3L9deey2vv/46ZrOZ\nv/qrv2JwcJBAIMC+ffvk17/66qt88YtflB0bv/zlL/Pnf/7nWT2HDPEeIZ8PotEo3d3dHDp0iEOH\nDnH06FHC4TAlJSX09/dz22238Qd/8AdyvtTv9ydNCTnfyb8iHy20sdnwDlY2sbjdbrnwGQwGN1Qf\nDWeHfppMJurq6jI+HzGCSkT/fr8/qSlkubLD7/fT1dWFwWCQ5wxuBJaWlujq6pJHTymPc65js1Ih\nEAjQ1dWFVquloaFhw87H7/dz+vRpotEoRqORb3zjG/T39+NyufjiF7/IDTfcILeQZwuZyNmefPJJ\n3njjDX74wx8mvfYtcmjLJt7dKovzhVqtZvPmzWzevJlbbrmFcDjMjTfeyPj4OJ/4xCd45ZVXePTR\nR7FarbS2ttLW1sbOnTsxm81JxSyhNc60Ay4YDNLX10cgEMh6PlrpfyGMlTweD1VVVbIL2PIc+vm2\nVouJKgsLC+c09FOj0ZCTk5N0oSmVHaLQqdPpiMViBINBGhoaNqy1WlkcbGhoSNnNlWrNyiaL5WZQ\nqboNlSOblhchswnlrkVI8zo7O3G73XzsYx/j6quv5sSJEzz44IM89thjWXW66+jooK6ujpqaGgD2\n7NmTcTrhN7/5zdvGoS2beI+QM4RWq+Wee+6hpaVFfiwejzM3N0dHRweHDh3i6aeflt3U2tvb2bVr\nF1VVVfLWVnj2Cq2x3W6Xt+DCaGZycjKlOU+2oGwR3rRpE42NjUnHUXozKAtwqxWz0h1HdA2K6Cdb\n57Nc2TE/Py+POHI4HIyOjtLf35/VGwucnRKSl5eXsji4GrRabVozKOWNRa/XYzAYcLvd2Gw2Wa61\nEQgGg3R2dqLVamXJ3He/+11++ctf8qMf/Yj29nYArrrqqg05fqZytl/84he8/PLLNDQ08L3vfU82\nuX+7OLRlE+8R8jqgJGNIVOfz8/P56Ec/ykc/+lHgrEj/0KFD/O53v+OBBx5gcXGRzZs3y0XDgoIC\n/H4/g4ODLC4uym3eubm5bN++PasDJZUQaRC73Z5WG5vK31joYIWLnChmKdMGytyuUqWxUf7BcLbI\nFYlEaGlpSar6p7uxLFejZEKqYmiA1+tl8+bNWdu1LL+xiO/O1NQUOTk5hEIhXn/99TXN89cLpdSw\nvr6e/Px8Tp8+ze23386VV17Jf/7nf27I8IVU61iO5d/7P/qjP+JTn/oUer2eRx55hJtuuonf//73\nbyuHtmziPULOMlQqFXV1ddTV1XHjjTcCCeI4fvw4hw4d4oknnuDEiRPodDqqq6vp7e3l05/+NB/7\n2Mdks55AIJDV6E7pCXEuaRClDlZAFIbcbrd8Y1Gr1cTjcUKhkOzIttEdcLW1tSnTE+mM88WNZWpq\nSpayrWapKnTJ5eXlG+YhDYm2587OTvLy8rj00kvlNSgtP5WpMOX3Yz2Wn4FAgM7OTvR6Pe3t7cTj\ncR588EH+9V//lR/96Eeyt8NbgUzkbMpUzec//3n+x//4H/Jr3y4ObdnEe0W9/wLEYjHuuusufvvb\n33L55ZczPj5Of38/JSUlcj5627ZtaDSalNK7TL2Yld185+tgthZEJ5fD4UCn0533pO10EH4Ndrud\nmpqa897Op1OjmEwmOc8rhnJuBJR+GpneLJXRv/gJh8OratFFqkpYcebm5nLy5EnuuOMOPvzhD7N3\n796sRsVrqSf+5m/+hkcffZT+/n7a2tr46U9/yvXXX8/TTz/N9u3b2bZtGwCFhYX827/9GwDPPfcc\nDzzwAAcPHnyrHNqyifdUFm9nvPzyy7z//e9PioTGxsY4ePAgHR0dsi1gQ0ODnOqor69PmlSs1GB8\nHAAAGstJREFUlLHZ7fakotDCwgI9PT3k5eWd81TkTCCaVdRqNQ0NDUkX9fJJ2263O4k4xM0l07SB\nGD21kX4N8XhcNs/JyckhGo2uUHZkw+4TzjaSCGe+87UPTWdUZDQamZubw2q1ysMY/uZv/oZf//rX\n/PjHP5YHfWYLmagnXnjhBS6++GJefPFFbrnlFhYXF7nnnnvYu3cvOp2OZ599lo997GPcc889/PKX\nv5QL0j/+8Y9pamoC3hKHtmziPUJ+pyMSidDZ2Slro48ePUo8HmfHjh20tbWxa9cuiouLZeG/GH4Z\nCoVQq9U0NTVtyLRqQHbLm5mZSas2SIXlxOHxeORRTqmsPgFmZmbo7+/fUI00JHLfnZ2dKW04lS3s\nHo9HLsAtt/vMBMLQfWlpiebm5g3reItGowwODjI5OYnVauWFF17gySefJBKJsHnzZvbu3Utra2vW\n88XrNQM6evQot912G6+88grwtjEDyjbek72906HRaNi2bRvbtm3j85//vExmhw8fpqOjg4ceeoju\n7m7Z00JEQV/60pcA5Hbu9Urv1oIwJS8uLl73tAvRJbbcPEekDcQQV7VajdFoxOfzYTAY2LVr14YV\nmpT+E+mkeanGI4ncrhhBJSSDyuh/ee5fpHaqqqo2zLcDEjuX06dPY7FYuPTSS4lGoxw4cID8/Hz+\n+3//7/h8Pp544gkmJia4/vrrs3rs9ZgBATz++ONcffXV8v/fSWZA2cZ7hPwOgiCzyy+/nMsvvxxI\nRJy/+MUvuPvuu6murmZmZoY//dM/pbq6Ws5HV1dXE41G15TerQVRdIzH41mdWKwc5VRRUSET5OTk\npKyZPnLkCDqdLqnxJhsELdIGxcXF6/afSOfZoVR2RCIR2SfD5XKh0Wg29OYiUl/j4+M0NTXhcDh4\n8803ufPOO7nmmmt46aWXNkz1olzDcqT7fv3jP/4jb7zxBi+99JL82DvJDCjbeI+Q3+GQJAmHw8EL\nL7wgRyWxWIze3l4OHjzIgQMHuO+++wgEAmzdulUm6eXSu+Wud2LslHg/MYxzIyeEwNnhogUFBUlq\nAzhrQC9mGgaDwXOeDyimyQQCgRWz884V6SSDw8PDjI6OYrFYCAaDHD16NKvDcgXE2CZh+RmJRLjv\nvvt44YUXeOyxx9i+fft5HyMTZGoG9Nvf/pb777+fl156KekG9U4yA8o23lE55J///Ofce++9dHZ2\n0tHRkVaik67COzg4yJ49e5ifn2fXrl089dRTGx4tvF0QDAY5duyYnI8+efIkJpOJXbt20dbWRktL\ni+x6JxQSRqMRrVaLy+WisLCQ2traDXMwUxJkU1NTRv66She55WoUpUGRMkXzVvlcQPr26nTKDqWx\n0nq8UUQhcmJiQvb5PnbsGHfeeSfXXXcdX/va1zas5ToVMjEDOnr0KNdffz2//vWvqa+vlx9/G5kB\nZRsXXlGvs7MTlUrFF7/4RR566KGUhLxahfeGG27gj//4j9mzZw9f+tKX2LFjB7feeut/wZn81yMe\nj7OwsMDrr78uk7QwMWpra6O2tpbf/e53fPrTn5aj6XOR3mWyDtG6K8zPz4cglU0sguyEcY7RaMTp\ndGI0GmlsbNwwklKmDTIteCr9L9xut7xrUeajUyk7RCFSyAAjkQgPPPAA//Ef/8Ejjzwiy8eyhbXk\nbMFgkM985jO8/PLLLCwsUFRUxBe+8AX27t3LlVdeSWdnp+zlMTExIdudVlZW8stf/vLtZAaUbVx4\nhCywe/futIScrsJ79913U1BQwNTUFBqNZsXz3kOCzPr7+7n//vs5cOAAW7ZsYX5+nqamJjnVUVtb\nKxez1pLerYXFxUW6urrWbTi0Xgi7z5mZGUwmE5FIZAXZne/oKYHlBHk+BdTVlB1WqxWv1ysb4dvt\ndo4cOcKXv/xlPvGJT/CVr3wl659nJnK2H/3oRxw/fpxHHnmE/fv389xzz/HP//zPnD59mk996lN0\ndHQwMTHBBz/4QXp6ejZMjvk2xLtTZZGuwjs3N4fD4ZClTBdK73s2oVKpyMvLo7a2Vp6OHA6HOXny\nJAcPHuSpp57i+PHjqNVq2eC/tbWV/Px8vF4vMzMzGbneCR/p1VQN2YLwn8jNzeWyyy6TCUDpIzEx\nMZHUxCLWvp50lsgVO53OrE0KSafsmJmZobu7G5VKxfj4OF//+tcxGAxMTEzw6KOPbphfcSZmQM8/\n/zz33nsvANdffz233XYb8Xic559/nj179qDX66murqauro6Ojg7e9773bcha36l42xHyBz/4Qaam\nplY8fv/993Pttdeu+fp0Fd7lj7tcLoaGhqivr2fTpk0888wzK6z7XnjhBe666y75/11dXezfv5/r\nrruOm2++mZdeekkmkyeffJKdO3dmdI5vZ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jWOHj1qt7/YgmyK4KjlJjFCnpYMDg5SaGgo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\nEbJAIBBMEoQPWSAQCCYJwiALBALBJOH/5O0gwaxviv0AAAAASUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x7f38fc2e7ac8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "from matplotlib import tri\n",
    "n = 50; l = 5\n",
    "u = np.arange(n)*2*np.pi/(n-1)\n",
    "u = u * np.ones((l,1))\n",
    "u = u.reshape(n*l)\n",
    "v = np.arange(l)/(l-1)-0.5\n",
    "v = v * np.ones((n,1))\n",
    "v = v.transpose().reshape(n*l)\n",
    "#Mobius mapping, (u, v) -> (x, y, z)\n",
    "x= (1 + 0.5 * v * np.cos(u / 2.0)) * np.cos(u)\n",
    "y= (1 + 0.5 * v * np.cos(u / 2.0)) * np.sin(u)\n",
    "z= 0.5 * v * np.sin(u / 2.0)\n",
    "# Create the triangulated surface\n",
    "surface = tri.Triangulation(u, v)\n",
    "fig = plt.figure()\n",
    "ax = fig.add_subplot(111, projection='3d')\n",
    "ax.plot_trisurf(x, y, z, triangles=surface.triangles)\n",
    "ax.set_xlim(-1, 1); ax.set_ylim(-1, 1); ax.set_zlim(-1, 1);\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "def writeVTKSurface(outFileName,x,y,z,triangles):\n",
    "    nodesNumber=x.size\n",
    "    trianglesNumber=int(triangles.size/3)\n",
    "    m=open(outFileName,'w')\n",
    "    m.write('# vtk DataFile Version 2.0\\n')\n",
    "    m.write('Moebius surface\\n')\n",
    "    m.write('ASCII\\n')\n",
    "    m.write('DATASET POLYDATA\\n')\n",
    "    m.write('POINTS'+str(nodesNumber)+ 'float\\n')\n",
    "    for node in np.arange(nodesNumber):\n",
    "        m.write(str(x[node])+' '+str(y[node])+' '+str(z[node])+' \\n')\n",
    "    m.write('POLYGONS '+str(trianglesNumber)+' '+str(trianglesNumber*4)+'\\n')\n",
    "    for triangle in np.arange(trianglesNumber):\n",
    "        m.write('3 '+str(triangles[triangle,0])+' '+str(triangles[triangle,1])+' '+str(triangles[triangle,2])+'\\n')\n",
    "    m.close()\n",
    "    return()\n",
    "\n",
    "#writeVTKSurface(’moebius.vtk’,x,y,z,surface.triangles)   calling this function"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "data": {
      "image/png": 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bN3uYMjSJW8/v7NB1O4qI8Oz1A+jcMYT7Z2+k6Fil1SV5pGaDX0RmA6uAniKS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\npZTyMRr8SinlY/4f/BBs6GERSpgAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x7f38ff75b7b8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import urllib.parse\n",
    "import urllib.request\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "day=[]; LOD=[]\n",
    "url='http://datacenter.iers.org/eop/-/somos/5Rgv/latestXL/207/bulletinb-337/csv'\n",
    "\n",
    "with urllib.request.urlopen(url) as response:\n",
    "    lines = response.read()\n",
    "    lines=str(lines)\n",
    "    lines = lines.split('\\\\n')\n",
    "    for line in lines:\n",
    "        words = line.split(';')\n",
    "        try:\n",
    "            (thisDay, thisLOD)=( float(words[0]), float(words[12]) )\n",
    "            day.append(thisDay); LOD.append(thisLOD)\n",
    "        except:\n",
    "            print('line not readable')\n",
    "plt.plot(day,LOD)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "line not readable\n",
      "line not readable\n",
      "line not readable\n",
      "line not readable\n",
      "line not readable\n",
      "line not readable\n",
      "line not readable\n",
      "line not readable\n",
      "line not readable\n",
      "line not readable\n",
      "line not readable\n",
      "line not readable\n",
      "line not readable\n",
      "line not readable\n",
      "line not readable\n",
      "line not readable\n",
      "line not readable\n",
      "line not readable\n",
      "line not readable\n",
      "line not readable\n",
      "line not readable\n",
      "line not readable\n",
      "line not readable\n",
      "line not readable\n",
      "line not readable\n",
      "line not readable\n",
      "line not readable\n",
      "line not readable\n",
      "line not readable\n",
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "line not readable\n",
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "line not readable\n",
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "line not readable\n",
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      "line not readable\n",
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      "line not readable\n",
      "line not readable\n",
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      "line not readable\n",
      "line not readable\n",
      "line not readable\n",
      "line not readable\n",
      "line not readable\n"
     ]
    }
   ],
   "source": [
    "import urllib.parse\n",
    "import urllib.request\n",
    "\n",
    "numberOfYears=5\n",
    "day=[]; LOD=[]\n",
    "fileNames=[]\n",
    "url = 'http://datacenter.iers.org/eop/-/somos/5Rgv/latestXL/207/'\n",
    "\n",
    "for i in range(338-12*numberOfYears, 338, 1):\n",
    "    fileNames.append('bulletinb-'+str(i))\n",
    "\n",
    "for fileName in fileNames:\n",
    "    with urllib.request.urlopen(url+fileName+'/csv') as response:\n",
    "        lines = response.read()\n",
    "        lines=str(lines)\n",
    "        lines = lines.split('\\\\n')\n",
    "        for line in lines:\n",
    "            words = line.split(';')\n",
    "            try:\n",
    "                (thisDay, thisLOD)=( float(words[0]) , float(words[12]) )\n",
    "                day.append(thisDay); LOD.append(thisLOD)\n",
    "            except:\n",
    "                print('line not readable')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "from scipy.spatial import ConvexHull\n",
    "samples = 5000\n",
    "increment = np.pi * ( 3 - 5**0.5 )\n",
    "points = np.zeros((samples,3))\n",
    "phi = np.arange(0., samples*increment, increment)\n",
    "points[:,1] = ( 2. * np.arange(samples) + 1 )/samples - 1.\n",
    "r = ( 1 - points[:,1]**2)**0.5\n",
    "points[:,0] = np.cos(phi) * r\n",
    "points[:,2] = np.sin(phi) * r\n",
    "hull = ConvexHull(points)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[[ 0.019999   -0.9998      0.        ]\n",
      " [-0.02553938 -0.9994      0.02339616]\n",
      " [ 0.00390882 -0.999      -0.04453898]\n",
      " ..., \n",
      " [-0.01797333  0.999      -0.04093848]\n",
      " [ 0.03168923  0.9994      0.01397973]\n",
      " [-0.01894466  0.9998      0.00640781]]\n"
     ]
    }
   ],
   "source": [
    "print(hull.points)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
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  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
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   "file_extension": ".py",
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   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
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