{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Plotting and Visualization"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "#from ggplot import *\n",
    "import plotly as py\n",
    "import plotly.graph_objs as go\n",
    "%matplotlib inline \n",
    "rc = {'xtick.labelsize': 15, 'ytick.labelsize': 15, 'axes.labelsize': 15, 'font.size': 15, \n",
    "      'legend.fontsize': 15, 'axes.titlesize': 15, \"figure.figsize\": [14, 6]}\n",
    "sns.set(rc = rc)\n",
    "sns.set_style(\"whitegrid\") #to adopt the styling of seaborn"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Using seaborn"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Line plots"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0    -0.639765\n",
       "10   -0.933712\n",
       "20   -1.135373\n",
       "30   -0.635447\n",
       "40    0.206890\n",
       "50   -0.598782\n",
       "60   -1.085766\n",
       "70   -0.665507\n",
       "80    0.124121\n",
       "90   -0.664677\n",
       "dtype: float64"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "s = pd.Series(np.random.randn(10).cumsum(), index = np.arange(0, 100, 10))\n",
    "s"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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7nJ+fH+bMmTP42LRp0xAcHIzs7GwpohIRWa3UrGLo9QPtk6k/8TQVf29nLJ0TipqGTpzI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      "text/plain": [
       "<matplotlib.figure.Figure at 0x7fd6381715f8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "s.plot.line()\n",
    "fig1 = plt.gcf()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.plotly.v1+json": {
       "data": [
        {
         "line": {
          "color": "rgba (76, 114, 176, 1)",
          "dash": "solid",
          "width": 1.75
         },
         "mode": "lines",
         "name": "None",
         "type": "scatter",
         "x": [
          0,
          10,
          20,
          30,
          40,
          50,
          60,
          70,
          80,
          90
         ],
         "xaxis": "x1",
         "y": [
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          0.12412082284283865,
          -0.6646768545288623
         ],
         "yaxis": "y1"
        }
       ],
       "layout": {
        "autosize": false,
        "height": 432,
        "hovermode": "closest",
        "margin": {
         "b": 54,
         "l": 126,
         "pad": 0,
         "r": 100,
         "t": 51
        },
        "showlegend": false,
        "width": 1008,
        "xaxis1": {
         "anchor": "y1",
         "domain": [
          0,
          1
         ],
         "mirror": "ticks",
         "nticks": 10,
         "range": [
          0,
          90
         ],
         "showgrid": true,
         "showline": true,
         "side": "bottom",
         "tickfont": {
          "size": 15
         },
         "ticks": "inside",
         "type": "linear",
         "zeroline": false
        },
        "yaxis1": {
         "anchor": "x1",
         "domain": [
          0,
          1
         ],
         "mirror": "ticks",
         "nticks": 10,
         "range": [
          -1.2024864973950011,
          0.2740026592212972
         ],
         "showgrid": true,
         "showline": true,
         "side": "left",
         "tickfont": {
          "size": 15
         },
         "ticks": "inside",
         "type": "linear",
         "zeroline": false
        }
       }
      }
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "py.offline.iplot_mpl(fig1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "      <th>C</th>\n",
       "      <th>C</th>\n",
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       "  <tbody>\n",
       "    <tr>\n",
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       "      <td>1.730000</td>\n",
       "      <td>0.825433</td>\n",
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       "    <tr>\n",
       "      <th>10</th>\n",
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       "      <td>2.346061</td>\n",
       "      <td>1.498153</td>\n",
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       "      <td>2.109071</td>\n",
       "      <td>3.018069</td>\n",
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       "      <td>2.544256</td>\n",
       "      <td>-2.036190</td>\n",
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       "      <td>-1.953588</td>\n",
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       "      <td>-2.306833</td>\n",
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       "    <tr>\n",
       "      <th>80</th>\n",
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       "           A         B         C         C\n",
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       "10 -1.248176 -0.629889  2.346061  1.498153\n",
       "20 -1.265258  2.109071  3.018069  1.343795\n",
       "30 -1.756939 -0.418481  3.663971  0.996378\n",
       "40 -1.355187 -1.265352  2.544256 -2.036190\n",
       "50 -2.551432 -0.430419  1.775690 -1.953588\n",
       "60 -1.174741  0.139176  1.048637 -3.916210\n",
       "70 -1.216147 -0.240921 -0.812291 -2.306833\n",
       "80 -2.741821  0.789751 -1.256852 -1.386680\n",
       "90 -5.017580  0.113664 -0.950932 -0.667759"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = pd.DataFrame(np.random.randn(10, 4).cumsum(0), \n",
    "       columns = [\"A\", \"B\", \"C\", \"C\"], \n",
    "       index = np.arange(0, 100, 10))\n",
    "df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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R78OrAAJ4qvSY5hsFfzdv+Gt84K/xQWFOAfxC/VHdWoeqlhpUt9ahurUW1S21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NbkpagqWSkpLqt+Ljfefsvj9upr9yKViSFXyKBSW0PrrIJCIUNRsQ4BgV5wclXDxU0DWzsFRGK+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\nEOl9JWTUK0sAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x7f9066381390>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df.plot.line()\n",
    "fig2 = plt.gcf()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/emaasit/anaconda3/lib/python3.6/site-packages/plotly/matplotlylib/renderer.py:384: UserWarning:\n",
      "\n",
      "Bummer! Plotly can currently only draw Line2D objects from matplotlib that are in 'data' coordinates!\n",
      "\n",
      "/home/emaasit/anaconda3/lib/python3.6/site-packages/plotly/matplotlylib/renderer.py:481: UserWarning:\n",
      "\n",
      "I found a path object that I don't think is part of a bar chart. Ignoring.\n",
      "\n"
     ]
    },
    {
     "data": {
      "application/vnd.plotly.v1+json": {
       "data": [
        {
         "line": {
          "color": "rgba (76, 114, 176, 1)",
          "dash": "solid",
          "width": 1.75
         },
         "mode": "lines",
         "name": "A",
         "type": "scatter",
         "uid": "5c63b3",
         "x": [
          0,
          10,
          20,
          30,
          40,
          50,
          60,
          70,
          80,
          90
         ],
         "xaxis": "x",
         "y": [
          0.7025559361312024,
          -0.19765121670109842,
          -0.60428517079157,
          -2.221812524309966,
          -0.24838450241752796,
          -1.704546875982204,
          -1.548600791536947,
          -1.380941307532567,
          -2.5184598914473977,
          -4.33570682014979
         ],
         "yaxis": "y"
        },
        {
         "line": {
          "color": "rgba (85, 168, 104, 1)",
          "dash": "solid",
          "width": 1.75
         },
         "mode": "lines",
         "name": "B",
         "type": "scatter",
         "uid": "204b48",
         "x": [
          0,
          10,
          20,
          30,
          40,
          50,
          60,
          70,
          80,
          90
         ],
         "xaxis": "x",
         "y": [
          1.3119137686733993,
          1.6467672444838453,
          1.3965181462302299,
          1.8057138719407266,
          2.8826513306414543,
          2.632669466946879,
          1.8532772625222054,
          2.0834620900007197,
          1.9223010141337316,
          1.4530940563818704
         ],
         "yaxis": "y"
        },
        {
         "line": {
          "color": "rgba (196, 78, 82, 1)",
          "dash": "solid",
          "width": 1.75
         },
         "mode": "lines",
         "name": "C",
         "type": "scatter",
         "uid": "b85173",
         "x": [
          0,
          10,
          20,
          30,
          40,
          50,
          60,
          70,
          80,
          90
         ],
         "xaxis": "x",
         "y": [
          0.6196751759890062,
          -2.57228053660054,
          -2.3229940280665575,
          -2.710473777839898,
          -2.5839998358875866,
          -2.0118681016801485,
          -1.3931541194220365,
          -1.9684586266057167,
          -2.200330197467953,
          -2.2625409894827966
         ],
         "yaxis": "y"
        },
        {
         "line": {
          "color": "rgba (129, 114, 178, 1)",
          "dash": "solid",
          "width": 1.75
         },
         "mode": "lines",
         "name": "C",
         "type": "scatter",
         "uid": "6ad0c9",
         "x": [
          0,
          10,
          20,
          30,
          40,
          50,
          60,
          70,
          80,
          90
         ],
         "xaxis": "x",
         "y": [
          -2.308396997276579,
          -1.9422745648264181,
          -3.587275460325279,
          -3.7924672824246537,
          -3.2495143902055417,
          -3.1134553763598922,
          -2.7492036097286165,
          -0.8927972096750088,
          -0.7386849119490637,
          -2.2674028114621594
         ],
         "yaxis": "y"
        }
       ],
       "layout": {
        "annotations": [
         {
          "align": "left",
          "font": {
           "color": "#262626",
           "size": 15
          },
          "opacity": 1,
          "showarrow": false,
          "text": "A",
          "x": 0.9695259309895066,
          "xanchor": "left",
          "xref": "paper",
          "y": 0.9222685550852512,
          "yanchor": "bottom",
          "yref": "paper"
         },
         {
          "align": "left",
          "font": {
           "color": "#262626",
           "size": 15
          },
          "opacity": 1,
          "showarrow": false,
          "text": "B",
          "x": 0.9695259309895066,
          "xanchor": "left",
          "xref": "paper",
          "y": 0.8532502537168678,
          "yanchor": "bottom",
          "yref": "paper"
         },
         {
          "align": "left",
          "font": {
           "color": "#262626",
           "size": 15
          },
          "opacity": 1,
          "showarrow": false,
          "text": "C",
          "x": 0.9695259309895066,
          "xanchor": "left",
          "xref": "paper",
          "y": 0.7842319523484845,
          "yanchor": "bottom",
          "yref": "paper"
         },
         {
          "align": "left",
          "font": {
           "color": "#262626",
           "size": 15
          },
          "opacity": 1,
          "showarrow": false,
          "text": "C",
          "x": 0.9695259309895066,
          "xanchor": "left",
          "xref": "paper",
          "y": 0.7152136509801009,
          "yanchor": "bottom",
          "yref": "paper"
         }
        ],
        "autosize": false,
        "height": 432,
        "hovermode": "closest",
        "margin": {
         "b": 54,
         "l": 126,
         "pad": 0,
         "r": 100,
         "t": 51
        },
        "showlegend": false,
        "width": 1008,
        "xaxis": {
         "anchor": "y",
         "domain": [
          0,
          1
         ],
         "mirror": "ticks",
         "nticks": 10,
         "range": [
          0,
          90
         ],
         "showgrid": true,
         "showline": true,
         "side": "bottom",
         "tickfont": {
          "size": 15
         },
         "ticks": "inside",
         "type": "linear",
         "zeroline": false
        },
        "yaxis": {
         "anchor": "x",
         "domain": [
          0,
          1
         ],
         "mirror": "ticks",
         "nticks": 10,
         "range": [
          -4.696624727689352,
          3.2435692381810166
         ],
         "showgrid": true,
         "showline": true,
         "side": "left",
         "tickfont": {
          "size": 15
         },
         "ticks": "inside",
         "type": "linear",
         "zeroline": false
        }
       }
      }
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "py.offline.iplot_mpl(fig2)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Bar plots"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style>\n",
       "    .dataframe thead tr:only-child th {\n",
       "        text-align: right;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: left;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th>Genus</th>\n",
       "      <th>A</th>\n",
       "      <th>B</th>\n",
       "      <th>C</th>\n",
       "      <th>D</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>one</th>\n",
       "      <td>0.554323</td>\n",
       "      <td>0.172615</td>\n",
       "      <td>0.230385</td>\n",
       "      <td>0.293145</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>two</th>\n",
       "      <td>0.220987</td>\n",
       "      <td>0.919625</td>\n",
       "      <td>0.702789</td>\n",
       "      <td>0.377322</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>three</th>\n",
       "      <td>0.525143</td>\n",
       "      <td>0.605019</td>\n",
       "      <td>0.726155</td>\n",
       "      <td>0.735294</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>four</th>\n",
       "      <td>0.010809</td>\n",
       "      <td>0.231571</td>\n",
       "      <td>0.427825</td>\n",
       "      <td>0.321985</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>five</th>\n",
       "      <td>0.659598</td>\n",
       "      <td>0.848622</td>\n",
       "      <td>0.447146</td>\n",
       "      <td>0.179463</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>six</th>\n",
       "      <td>0.203172</td>\n",
       "      <td>0.595301</td>\n",
       "      <td>0.308581</td>\n",
       "      <td>0.962861</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "Genus         A         B         C         D\n",
       "one    0.554323  0.172615  0.230385  0.293145\n",
       "two    0.220987  0.919625  0.702789  0.377322\n",
       "three  0.525143  0.605019  0.726155  0.735294\n",
       "four   0.010809  0.231571  0.427825  0.321985\n",
       "five   0.659598  0.848622  0.447146  0.179463\n",
       "six    0.203172  0.595301  0.308581  0.962861"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = pd.DataFrame(np.random.rand(6, 4),\n",
    "                  index=['one', 'two', 'three', 'four', 'five', 'six'],\n",
    "                  columns=pd.Index(['A', 'B', 'C', 'D'], name='Genus'))\n",
    "df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "data": {
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Xl5enwYMHS5K8vb3VokULDRkyRCNHjtS+ffsMTgcAAADUTC6LTmBgYJlzcbKysnTmzJky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\nV0lJPBMzOgAAAAB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      "text/plain": [
       "<matplotlib.figure.Figure at 0x7f90662a00f0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df.plot.bar()\n",
    "fig3 = plt.gcf()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/emaasit/anaconda3/lib/python3.6/site-packages/plotly/matplotlylib/renderer.py:481: UserWarning:\n",
      "\n",
      "I found a path object that I don't think is part of a bar chart. Ignoring.\n",
      "\n"
     ]
    },
    {
     "data": {
      "application/vnd.plotly.v1+json": {
       "data": [
        {
         "marker": {
          "color": "#4C72B0",
          "line": {
           "width": 0.3
          }
         },
         "opacity": 1,
         "orientation": "v",
         "type": "bar",
         "uid": "f81e4a",
         "x": [
          -0.1875,
          0.8125,
          1.8125,
          2.8125,
          3.8125,
          4.8125
         ],
         "xaxis": "x",
         "y": [
          0.5543230387625058,
          0.22098660935648418,
          0.5251427113055857,
          0.01080914891296314,
          0.6595978861355787,
          0.20317211434389093
         ],
         "yaxis": "y"
        },
        {
         "marker": {
          "color": "#55A868",
          "line": {
           "width": 0.3
          }
         },
         "opacity": 1,
         "orientation": "v",
         "type": "bar",
         "uid": "d8bac4",
         "x": [
          -0.0625,
          0.9375,
          1.9375,
          2.9375,
          3.9375,
          4.9375
         ],
         "xaxis": "x",
         "y": [
          0.1726145459246513,
          0.9196246938151541,
          0.6050186440468394,
          0.2315705470968692,
          0.8486220602540522,
          0.5953006982282855
         ],
         "yaxis": "y"
        },
        {
         "marker": {
          "color": "#C44E52",
          "line": {
           "width": 0.3
          }
         },
         "opacity": 1,
         "orientation": "v",
         "type": "bar",
         "uid": "c9eaec",
         "x": [
          0.0625,
          1.0625,
          2.0625,
          3.0625,
          4.0625,
          5.0625
         ],
         "xaxis": "x",
         "y": [
          0.23038518805508312,
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         ],
         "yaxis": "y"
        },
        {
         "marker": {
          "color": "#8172B2",
          "line": {
           "width": 0.3
          }
         },
         "opacity": 1,
         "orientation": "v",
         "type": "bar",
         "uid": "db3db2",
         "x": [
          0.1875,
          1.1875,
          2.1875,
          3.1875,
          4.1875,
          5.1875
         ],
         "xaxis": "x",
         "y": [
          0.2931450901210457,
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         ],
         "yaxis": "y"
        }
       ],
       "layout": {
        "annotations": [
         {
          "align": "left",
          "font": {
           "color": "#262626",
           "size": 15
          },
          "opacity": 1,
          "showarrow": false,
          "text": "Genus",
          "x": 0.020886676900774327,
          "xanchor": "left",
          "xref": "paper",
          "y": 0.9222685550852512,
          "yanchor": "bottom",
          "yref": "paper"
         },
         {
          "align": "left",
          "font": {
           "color": "#262626",
           "size": 15
          },
          "opacity": 1,
          "showarrow": false,
          "text": "A",
          "x": 0.07106271681182992,
          "xanchor": "left",
          "xref": "paper",
          "y": 0.8532502537168678,
          "yanchor": "bottom",
          "yref": "paper"
         },
         {
          "align": "left",
          "font": {
           "color": "#262626",
           "size": 15
          },
          "opacity": 1,
          "showarrow": false,
          "text": "B",
          "x": 0.07106271681182992,
          "xanchor": "left",
          "xref": "paper",
          "y": 0.7842319523484845,
          "yanchor": "bottom",
          "yref": "paper"
         },
         {
          "align": "left",
          "font": {
           "color": "#262626",
           "size": 15
          },
          "opacity": 1,
          "showarrow": false,
          "text": "C",
          "x": 0.07106271681182992,
          "xanchor": "left",
          "xref": "paper",
          "y": 0.7152136509801009,
          "yanchor": "bottom",
          "yref": "paper"
         },
         {
          "align": "left",
          "font": {
           "color": "#262626",
           "size": 15
          },
          "opacity": 1,
          "showarrow": false,
          "text": "D",
          "x": 0.07106271681182992,
          "xanchor": "left",
          "xref": "paper",
          "y": 0.6461953496117177,
          "yanchor": "bottom",
          "yref": "paper"
         }
        ],
        "autosize": false,
        "bargap": 0.875,
        "height": 432,
        "hovermode": "closest",
        "margin": {
         "b": 54,
         "l": 126,
         "pad": 0,
         "r": 100,
         "t": 51
        },
        "showlegend": false,
        "width": 1008,
        "xaxis": {
         "anchor": "y",
         "autorange": false,
         "domain": [
          0,
          1
         ],
         "dtick": 1,
         "mirror": "ticks",
         "range": [
          -0.5,
          5.5
         ],
         "showgrid": true,
         "showline": true,
         "showspikes": false,
         "side": "bottom",
         "tick0": 0,
         "tickfont": {
          "size": 15
         },
         "tickmode": false,
         "ticks": "inside",
         "type": "linear",
         "zeroline": false
        },
        "yaxis": {
         "anchor": "x",
         "autorange": false,
         "domain": [
          0,
          1
         ],
         "mirror": "ticks",
         "nticks": 7,
         "range": [
          0,
          1.0110041774214662
         ],
         "showgrid": true,
         "showline": true,
         "showspikes": false,
         "side": "left",
         "tickfont": {
          "size": 15
         },
         "ticks": "inside",
         "type": "linear",
         "zeroline": false
        }
       }
      }
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "py.offline.iplot_mpl(fig3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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Hhw4dHO+9955b6oT3qUnvOBwOR9u2bR3Lly93V1k+xefeo7Rx40al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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x7f90660f8f98>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# stacked bar plots\n",
    "df.plot.barh(stacked = True, alpha = 0.6);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style>\n",
       "    .dataframe thead tr:only-child th {\n",
       "        text-align: right;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: left;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>total_bill</th>\n",
       "      <th>tip</th>\n",
       "      <th>sex</th>\n",
       "      <th>smoker</th>\n",
       "      <th>day</th>\n",
       "      <th>time</th>\n",
       "      <th>size</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>16.99</td>\n",
       "      <td>1.01</td>\n",
       "      <td>Female</td>\n",
       "      <td>No</td>\n",
       "      <td>Sun</td>\n",
       "      <td>Dinner</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>10.34</td>\n",
       "      <td>1.66</td>\n",
       "      <td>Male</td>\n",
       "      <td>No</td>\n",
       "      <td>Sun</td>\n",
       "      <td>Dinner</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>21.01</td>\n",
       "      <td>3.50</td>\n",
       "      <td>Male</td>\n",
       "      <td>No</td>\n",
       "      <td>Sun</td>\n",
       "      <td>Dinner</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>23.68</td>\n",
       "      <td>3.31</td>\n",
       "      <td>Male</td>\n",
       "      <td>No</td>\n",
       "      <td>Sun</td>\n",
       "      <td>Dinner</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>24.59</td>\n",
       "      <td>3.61</td>\n",
       "      <td>Female</td>\n",
       "      <td>No</td>\n",
       "      <td>Sun</td>\n",
       "      <td>Dinner</td>\n",
       "      <td>4</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   total_bill   tip     sex smoker  day    time  size\n",
       "0       16.99  1.01  Female     No  Sun  Dinner     2\n",
       "1       10.34  1.66    Male     No  Sun  Dinner     3\n",
       "2       21.01  3.50    Male     No  Sun  Dinner     3\n",
       "3       23.68  3.31    Male     No  Sun  Dinner     2\n",
       "4       24.59  3.61  Female     No  Sun  Dinner     4"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# tips is one of the datasets that comes with seaborn\n",
    "tips = sns.load_dataset(\"tips\")\n",
    "tips.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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Pf/5zo3W5AM1Rz549Y/369fH+++/XGd/UNarQmJxFYEusWrUqzjzzzFi3bl3M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\nAEjk/wHAXXYHGIyYaQAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x7f906d772278>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.barplot(x = \"total_bill\", y = \"day\", data = tips);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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CAAAAAEMoWAAAAABgCAULAAAAAAyhYAEAAACAIRQsAAAAADCEggUAAAAAhlCwAAAAAMAQ\nH6sDuKPlG1KtjoAqJiszS58fYVzBLMaVeX8eEGN1BACAh+MKFgAAAAAYQsECAAAAAEMoWAAAAABg\nCAULAAAAAAyhYAEAAACAIRQsAAAAADCEggUAAAAAhlCwAAAAAMAQChYAAAAAGELBAgAAAABDKFgA\nAAAAYAgFCwAAAAAMoWABAAAAgCE+VgcAAHiGoqJClRQXWx3DpXJzc62O4BJ2u13+/v5WxwCAaoGC\nBQC4pH9//La++d9USQ6ro7hUyqtWJ3ANLy8v9enTR0lJSVZHAYAqjymCAIBL+uZ/P1NVL1dVWUlJ\niTZu3Gh1DACoFihYAIBLatnuJtlsNqtj4DJ5eXmpb9++VscAgGqBKYIAgEvq2OVOte/Uq8rfgzX0\njg5WR3AJ7sECgMpDwQIAlIuvr5/ka3UK1woMDLQ6AgDAwzFFEAAAAAAMoWABAAAAgCEULAAAAAAw\nhIIFAAAAAIZQsAAAAADAEAoWAAAAABhCwQIAAAAAQyhYAAAAAGCIR/3Q8IIFC5ScnFxmfadOnbRy\n5coLHjd48GA1aNBAL7/8sgvTAQAAAKjuPKpgSVKtWrW0fPnyMusuZtasWfL19XVlLAAAAADwvILl\n7e2tiIiIcu1bUFCgGjVqqEWLFi5OBQAAAAAeWLAu5MyZM2rbtq2mTZumH3/8Ue+++66CgoK0ZcsW\npggCAAAAqBQeWbDOnDlTatnb29v5etmyZYqJidELL7wgh8NR2dEAAAAAVGMeV7BycnLUtm3bUutW\nrFih6OhoSVL9+vU1d+7cK3oPnwZHruh44FzePpnyCcmzOgaqGMaVeSt3HrE6guUyszL1ZcEhq2PA\nQyTEDrI6AuB2PK5g1apVSytWrCi1rmnTps7X3bp1q+REAAAAAPA7jytY3t7eCg8PL7P+7LTB4ODg\nyo4EAAAAAJKq4A8N22w2qyMAAAAAqKaqXMECAAAAAKtQsAAAAADAEAoWAAAAABjiUQ+5SExMVGJi\n4nm3+fj46ODBg+fdtm7dOlfGAgAAAABJXMECAAAAAGMoWAAAAABgCAULAAAAAAyhYAEAAACAIRQs\nAAAAADCEggUAAAAAhnjUY9oBAIB5RYVFKikuliSdzi9U4W8FFieCp8jNzS3XfqdOnSr3vsC57Ha7\n/P39rY5RbhQsAACqsV3v7tDB3Qckh9VJ4Ine0GqrI6Aa8PLyUp8+fZSUlGR1lHJhiiAAANXYwV2U\nKwDuraSkRBs3brQ6RrlRsAAAqMbCotvIZrNZHQMALsjLy0t9+/a1Oka5MUUQAIBqLPqOOEX2jHHe\ng5V1LEshwSEWp4KnuDe6X7n227dvn9q3b+/iNKiquAcLAAB4FF8/X0m+kiT7b37yq1nD2kDwGIGB\ngeXa76qrrir3voCnY4ogAAAAABhCwQIAAAAAQyhYAAAAAGAIBQsAAAAADKFgAQAAAIAhFCwAAAAA\nMISCBQAAAACGULAAAAAAwBAKFgAAAAAYUu6C9fXXX7syBwAAAAB4vHIXrDvvvFMDBgzQP/7xD504\nccKVmQAAAADAI5W7YK1cuVItWrTQiy++qM6dO2vChAnauXOnHA6HK/MBAAAAgMfwKe+ON910k266\n6SY99dRT2rRpk9566y2NGDFCDRo0UL9+/dS/f381adLElVkrTULsIKsjoIpJS0tTVFSU1TFQxTCu\n4AqMKwC4MhV+yEXNmjV1991367XXXtN7772nRo0aacmSJerVq5eGDh2qf/3rX67ICQAAAABu77Ke\nInj06FEtWLBADz74oPbu3auuXbvqmWeeUXBwsMaPH6/nn3/edE4AAAAAcHvlniKYn5+v9957Txs2\nbFBaWpoaN26se+65R3fddZfq1asnSRo4cKA2bNig5557TtOmTXNZaAAAAABwR+UuWLGxsSopKVHP\nnj21YsUKxcTEnHe/8PBwBQUFGQsIAAAAAJ6i3AVr4sSJuvPOO1WrVq2L7teqVSt98MEHVxwMAAAA\nADxNuQvWkCFDXJkDAAAAADxeuQuWJOXl5Wnbtm06cuSICgsLy2yfPHmysWAAAAAA4GnKXbB++OEH\nDR48WPn5+crPz1fdunWVm5urM2fOKDAwUAEBARQsAAAAANVauR/T/vzzz6tdu3b6n//5HzkcDi1d\nulT79u3Tiy++qJo1a+rll192ZU4AAAAAcHvlLlhffvml7r33XtntdklSUVGRvL291adPHz3wwAP8\n9hUAAACAaq/cBauwsFABAQHy8vJSYGCgfv31V+e2li1b6j//+Y9LAgIAAACApyh3wbruuuuUnp4u\nSWrTpo1ef/11FRYWqqioSG+++abzx4YBAAAAoLoq90Mubr/9dudVqnHjxmnEiBGKioqSzWZTcXGx\nZs+e7bKQAAAAAOAJyl2wHnjgAefriIgIvfvuu/rkk09UUFCgm266Sa1atXJJQAAAAADwFBctWLt3\n777owU2bNpUk5ebmavfu3brxxhvNJQMAAAAAD3PRgjVs2DDZbDY5HA5Jks1mc25zOBylliXpq6++\nckFEAAAAAPAMFy1Y77zzjvN1Zmampk2bps6dO6tnz54KDg7WsWPHtHXrVu3YsYPHtAMAAACo9i5a\nsFq2bOl8PW/ePPXt21fjx48vtU+XLl308ssva9WqVbr55ptdkxIAAAAAPEC5H9P+2WefKTo6+rzb\noqOjtWvXLmOhAAAAAMATlbtgBQYGatu2befd9q9//UuBgYHGQgEAAACAJyr3Y9pHjhypWbNmKT09\nXfHx8c57sLZt26aPP/5YTz75pCtzAgAAAIDbK3fBGjJkiOrXr68lS5Zo1qxZOnPmjHx8fNS6dWsl\nJyerR48erswJAAAAAG6v3AVLknr06KEePXqopKRE2dnZqlu3rry8yj3LEAAAAACqtAoVrLO8vLwU\nEhJiOgsAAAAAeDQuPwEAAACAIRQsAAAAADCEggUAAAAAhlCwAAAAAMAQChYAAAAAGELBAgAAAABD\nKFgAAAAAYAgFCwAAAAAMoWABAAAAgCEULAAAAAAwhIIFAAAAAIZQsAAAAADAEAoWAAAAABhCwQIA\nAAAAQyhYAAAAAGAIBQsAAAAADKFgAQAAAIAhFCwAAAAAMISCBQAAAACG+Fgd4EJSUlK0du1afffd\nd/Lx8VGjRo0UExOjqVOnVug8y5Yt0w033KCYmBgXJQUAAACA37nlFawlS5Zo+vTpiouLU3JysubM\nmaPu3bvrgw8+qPC5li9frl27drkgJQAAAACU5pZXsNauXatBgwZpwoQJznXx8fEaO3ashakAAAAA\n4OLc8grWyZMnFRISUma9zWYrtfzSSy+pT58+ioyMVJcuXTRx4kRlZmY6t8fHxysnJ0fJyckKCwtT\nWFiYUlNTXZ4fAAAAQPXkllew2rRpo7Vr16phw4bq1q2b6tSpc979jh07pocfflj16tVTdna2VqxY\noeHDh+udd96Rt7e3kpOTdf/996tXr14aOHCgJKlFixaV+VEAAAAAVCNuWbBmzJihMWPGaMqUKbLZ\nbGrevLluvfVWjRgxQgEBAc79Zs+e7XxdXFzsvJK1Z88e3XjjjWrTpo28vb3VoEEDRURElPv9V+5c\nb/TzAJlZmfqy4JDVMVDFMK7gCowruMLljKuE2EEuSgO4lltOEWzdurU2b96sxYsX67777pPD4dCi\nRYs0YMAAnTp1yrnf9u3bde+99yoqKkpt2rRRly5dJElHjhyxKDkAAACA6swtr2BJkt1uV3x8vOLj\n4yVJ//znPzV9+nS9+eabGj58uL744guNHj1aPXr00MiRIxUcHCybzaZ77rlHhYWFFqcHAAAAUB25\nbcE618CBA/XSSy/p8OHDkqT3339fderU0V//+lfnwy/S09OtjAgAAACgmnPLKYLHjh0rsy47O7vU\n0wULCgrk6+tb6smC77zzTpnjfH19uaIFAAAAoFK45RWsPn36qHv37oqNjVVwcLDS09P16quvqkaN\nGurXr58kKTY2VqtWrdJzzz2n+Ph47dmzR2+//XaZczVr1kzbt29X586dVbNmTTVt2rTUgzIAAAAA\nwBS3vII1ZswYpaen69lnn9WDDz6o+fPnq2XLlvrnP/+pa665RpLUtWtXPfbYY9q6datGjRql3bt3\na8mSJWXONXnyZPn7++vhhx/W3Xffrf3791f2xwEAAABQTdgcDofD6hDuJC0tjcfTwrjMrEyFhoRa\nHQNVDOMKrsC4gitczrjiMe24lLS0NEVFRbnde7vlFSwAAAAA8EQULAAAAAAwhIIFAAAAAIZQsAAA\nAADAEAoWAAAAABhCwQIAAAAAQyhYAAAAAGCIj9UBAAAAcGlFhUUqKS62OsZlOZ1fqMLfCip0TG5u\nrovSuD+73S5/f3+rY+AyUbAAAADc3K53d+jg7gOSw+oklecNrbY6gmW8vLzUp08fJSUlWR0Fl4Ep\nggAAAG7u4K7qVa6qu5KSEm3cuNHqGLhMFCwAAAA3FxbdRjabzeoYqCReXl7q27ev1TFwmZgiCAAA\n4Oai74hTZM8Yj70HK+tYlkKCQyp0zL3R/VyUxv1xD5Zno2ABAAB4AF8/X0m+Vse4LPbf/ORXs0aF\njgkMDHRRGsC1mCIIAAAAAIZQsAAAAADAEAoWAAAAABhCwQIAAAAAQyhYAAAAAGAIBQsAAAAADKFg\nAQAAAIAhFCwAAAAAMISCBQAAAACGULAAAAAAwBAKFgAAAAAYQsECAAAAAEN8rA7gjhJiB1kdAVVM\nWlqaoqKirI6BKoZxBVdgXMEVGFeoTriCBQAAAACGULAAAAAAwBAKFgAAAAAYQsECAAAAAEMoWAAA\nAABgCAULAAAAAAyhYAEAAACAIRQsAAAAADCEggUAAAAAhlCwAAAAAMAQChYAAAAAGELBAgAAAABD\nKFgAAAAAYAgFCwAAAAAMoWABAAAAgCEULAAAAAAwhIIFAAAAAIZQsAAAAADAEAoWAAAAABhCwQIA\nAAAAQyhYAAAAAGAIBQsAAAAADKFgAQAAAIAhFCwAAAAAMISCBQAAAACGULAAAAAAwBAKFgAAAAAY\nQsECAAAAAEMoWAAAAABgCAULAAAAAAyhYAEAAACAIRQsAAAAADCEggUAAAAAhlCwAAAAAMAQChYA\nAAAAGELBAgAAAABDKFgAAAAAYAgFCwAAAAAMoWABAAAAgCEULAAAAAAwhIIFAAAAAIZQsAAAAADA\nEAoWAAAAABjiY3WAs1JSUrR27Vp999138vHxUaNGjRQTE6OpU6daHQ0AAAAAysUtrmAtWbJE06dP\nV1xcnJKTkzVnzhx1795dH3zwgdXRAAAAAKDc3OIK1tq1azVo0CBNmDDBuS4+Pl5jx461MBUAAAAA\nVIxbXME6efKkQkJCyqy32WzO16mpqQoLC9PXX39dap9hw4YpKSnJuTxlyhT1799fO3fuVJ8+fRQR\nEaHBgwfrm2++cd0HAAAAAAC5ScFq06aN1q5dq7feekvHjx+/4vNlZGTohRde0KhRozR37lxlZ2fr\n0UcflcPhMJAWAAAAAM7PLaYIzpgxQ2PGjNGUKVNks9nUvHlz3XrrrRoxYoQCAgIqfL7c3FytW7dO\n1113nSTJ4XBozJgxOnz4sJo3b37J41fuXF/h9wQuJjMrU18WHLI6BqoYxhVcgXEFV/CUcZUQO8jq\nCKgC3OIKVuvWrbV582YtXrxY9913nxwOhxYtWqQBAwbo1KlTFT5fo0aNnOVKkrNU/fLLL6YiAwAA\nAEAZblGwJMlutys+Pl4zZszQpk2b9Oyzz+rIkSN68803K3yuWrVqlVr29fWVJBUWFhrJCgAAAADn\n4zYF61wDBw5UUFCQDh8+LEny8/OTJBUVFZXaLycnp9KzAQAAAMD5uEXBOnbsWJl12dnZpZ4u2KBB\nA0nSt99+69wnIyND3333XeWEBAAAAIBLcIuHXPTp00fdu3dXbGysgoODlZ6erldffVU1atRQv379\nJP1esMLDw/W3v/1N/v7+Kikp0ZIlSxQUFGRxegAAAAD4nVsUrDFjxmjbtm169tlnlZubq9DQUEVG\nRurll1/WNddc49xv7ty5mj59uiZNmqT69etr0qRJWrVqlYXJAQAAAOD/szn4cahS0tLSPOIxovAs\nmVmZCg0JtToGqhjGFVyBcQVX8JRxxWPaPUtaWpqioqLc7r3d4h4sAAAAAKgKKFgAAAAAYAgFCwAA\nAAAMoWABAAAAgCEULAAAAACNWMRAAAAOi0lEQVQwhIIFAAAAAIa4xe9gAQAAwP0VFRappLi4wsed\nzi9U4W8FLkhkVm5urtURKp3dbpe/v7/VMaoUChYAAAAuade7O3Rw9wGpCv+C6htabXWESufl5aU+\nffooKSnJ6ihVBlMEAQAAcEkHd1XtclVdlZSUaOPGjVbHqFIoWAAAALiksOg2stlsVseAYV5eXurb\nt6/VMaoUpggCAADgkqLviFNkz5jLugcr61iWQoJDXJDKrHuj+1kdodJxD5Z5FCwAAACUi6+fryTf\nCh9n/81PfjVrmA9kWGBgoNURUAUwRRAAAAAADKFgAQAAAIAhFCwAAAAAMISCBQAAAACGULAAAAAA\nwBAKFgAAAAAYQsECAAAAAEMoWAAAAABgCAULAAAAAAyhYAEAAACAIRQsAAAAADCEggUAAAAAhvhY\nHcAdJcQOsjoCqpi0tDRFRUVZHQNVDOMKrsC4giswrlCdcAULAAAAAAyhYAEAAACAIRQsAAAAADCE\nggUAAAAAhlCwAAAAAMAQChYAAAAAGELBAgAAAABDKFgAAAAAYIjN4XA4rA7hTtLS0qyOAAAAAMDN\nXejHsylYAAAAAGAIUwQBAAAAwBAKFgAAAAAYQsECAAAAAEMoWAAAAABgCAULAAAAAAzxsTqAOzh0\n6JBmzZqlvXv3qlatWho4cKDGjh0rb29vq6PBQ6WkpGjq1Kll1j/99NMaPHiwBYngib7//nv9/e9/\n1969e/XNN9+oY8eOWrNmTal9HA6HlixZonXr1un48eMKDw/X9OnTdf3111uUGu6uPOMqPj5e6enp\npdaFhIRo586dlRkVHmLz5s3auHGj9u/fr7y8PDVt2lQPPvig7rjjjlL7vfHGG1q+fLkyMjLUsmVL\nTZo0SZ06dbIoNTxBecbWsGHDtGvXrjLHfvHFF/Lz86vMuE7VvmDl5uYqISFBLVq00KJFi/TDDz9o\nzpw5Kikp0fjx462OBw+3atUq1ahRw7l8zTXXWJgGnuabb77R9u3b1b59exUVFZ13n6VLl2rRokWa\nPHmymjVrphUrVighIUHvvvuuQkNDKzkxPEF5xpUk3XHHHRo2bJhz2dfXtzLiwQOtXLlSjRs31tSp\nU1WnTh19/PHHmjhxoo4fP+4cQ//93/+tp556SmPHjlVUVJRSUlL08MMP680331SrVq0s/gRwV+UZ\nW5IUExOjCRMmlDrWbrdXdlynal+wXn/9dRUWFio5OVkBAQGKjY1VXl6ekpOTNXLkSAUEBFgdER4s\nPDxcV111ldUx4KHi4+PVo0cPSVJSUpKOHz9eanthYaGWLl2qhx56SEOHDpUkRUREKD4+XmvXruU/\nEuG8LjWuzqpXr54iIiIqMxo81OLFi1W3bl3ncqdOnfTrr79qxYoVzj+C58+fr379+mnMmDGSpOjo\naH311VdaunSpXnrpJUtyw/2VZ2xJUlBQkFt9X1X7e7A+/vhjxcXFlSpSt99+uwoKCs57uREAKouX\n18W/ovfs2aO8vDzddtttznU1a9bULbfcok8++cTV8eChLjWugIr64x/AZ11//fXKzs6WJP344486\ncuRIqe8qLy8v9erVi+8qXNSlxpa7qvbfsocPH1azZs1KrWvYsKH8/f11+PBhi1KhqujZs6fatGmj\nXr166fXXX7c6DqqYw4cPy9vbW9ddd12p9c2bN+f7C1dsw4YNateunaKiopSUlFTmnizgYj7//HM1\nb95ckpzfR+f+vdW8eXPl5OS4/R/LcC9/HFtn7dixQ+3bt1f79u01YsQI/ec//7Eo3e+q/RTBEydO\nqFatWmXW165dWydOnLAgEaqC0NBQjRs3TjfccIOKi4udc88LCgqUkJBgdTxUESdOnFDNmjXLPJAn\nMDBQ+fn5On36tKVz0OG54uPjFRERoQYNGujbb79VcnKyhgwZonfeeee8/84E/ujTTz/Vtm3b9Pzz\nz0v6/X536fe/rf4oMDDQuf18VyqAc507tiTpxhtvVL9+/XTttdcqPT1dr7zyioYMGaKNGzeqcePG\nluSs9gVLkmw2W5l1DofjvOuB8ujcubM6d+7sXO7atatOnz6txYsX6/7772eKDoy50PfXhbYB5TF9\n+nTn644dOyoyMlL9+vXThg0b+I9EuKijR49q4sSJ6t69u/r3719q27nfSXxXoSIuNLaSkpKcrzt2\n7Kibb75Zt912m1atWqUnnnjCiqhMEaxdu7ZOnjxZZn1eXh7/lQ5G9erVSzk5OUyzgTG1a9fWqVOn\nVFxcXGr9iRMn5O/vz1PfYEyrVq3UtGlTHThwwOoocGM5OTkaOXKkrr76ar344ovO9WevVJ07M+js\n8rlXtoBzXWhsnU9oaKg6dOhg6fdVtS9YzZo1K3OvQkZGhn777bcyc4UBwJ00a9ZMxcXF+v7770ut\nP9+9pYAJXGnAheTn5+uRRx5RUVGRli5dqpo1azq3nf0+OvfvrcOHDysoKIjpgbioi42ti7Hy+6ra\nF6wuXbpox44dysvLc67btGmTatSooejoaAuToarZunWr6tSpo0aNGlkdBVVEhw4dFBAQoC1btjjX\n5efn68MPPyw1RRW4Ul9//bW+++47tW3b1uoocENnzpzRuHHjdOTIES1btkzBwcGltl9zzTW67rrr\nSn1XlZSUaMuWLXxX4aIuNbbOJysrS3v27LH0+6ra34N17733as2aNUpMTNTIkSP1448/Kjk5WQkJ\nCfwGFi5bYmKiwsPDFRYWppKSEm3atEmbNm3S9OnTuf8K5Zafn6/t27dLkn755Rfl5eU5/0Dp2rWr\n/P399dBDD2nRokUKDAx0/tBwSUlJqd8HAf7oUuMqNTVVb7/9trp166Z69erp8OHDWrx4sa6++uoy\n99QAkjRz5kxt375dTzzxhHJzc7V3717ntjZt2shutysxMVGTJk1So0aN1KFDB/3Xf/2Xvv/+e82d\nO9fC5HB3lxpbhw8f1rx589S7d281bNhQGRkZWrJkiby8vDR8+HDLctscZ+8wrMYOHTqkZ555Rnv3\n7lXt2rV19913KzExscyTuYDymjdvnt577z39/PPPcjgcatGihe6//37169fP6mjwIEePHlX37t3P\nu23btm1q3LixHA6HXnnlFa1bt045OTlq166dpk+frjZt2lRyWniKS42rvLw8zZ49WwcPHtTJkycV\nFBSkzp07a/z48apfv34lp4UniI+Pv+D9xWe/qyTpjTfe0LJly5SRkaGWLVtq8uTJ6tSpU2VGhYe5\n1Njy9fXV9OnT9dVXXyknJ0dXXXWVoqOj9eijj5Z5lHtlomABAAAAgCHMVQIAAAAAQyhYAAAAAGAI\nBQsAAAAADKFgAQAAAIAhFCwAAAAAMISCBQAAAACGULAAAAAAwBAKFgDAI2zatEkpKSkVPm7Hjh1a\nuXLlZb1nSkqKwsLCdOrUqXLtP2XKFPXv3/+S+4WFhWnt2rXO5WHDhikpKcm5vGDBAsXExFQ8MADA\nchQsAIBH2LJli956660KH7dz506tXr3aBYku3/r169W7d2+rYwAAXMDH6gAAAFQ3ERERVkcAALgI\nV7AAAG5vypQpeu+997Rr1y6FhYUpLCxMCxYskCStXbtWt956q9q1a6eePXuWmg64YMECvfrqq0pP\nT3ceN2XKFEnS559/rkceeURxcXGKiIhQ37599fbbbxvJ+/7776t3794KDw/X4MGDdejQoVLbz50i\nCACoOriCBQBwe6NHj9ZPP/2kkydP6qmnnpIkNWjQQG+88YZmzZqlBx54QHFxcUpNTdVf/vIXnT59\nWg899JAGDhyoI0eOKDU1VcnJyZKkunXrSpJ++ukndejQQYMHD5bdbteePXs0bdo0eXl56Y477rjs\nrD/99JNmz56tcePGqUaNGlqwYIFGjBihrVu3ys/P78r/YQAA3BoFCwDg9po0aaKgoCA5HA7n9LqS\nkhItWLBA/fv3d16ViouL08mTJ7VkyRINHz5cDRo0UL169WS328tMy7v99tudrx0Oh2688Ub98ssv\neuONN66oYB0/flyLFi1Shw4dJElt27ZVz549lZKSosGDB1/2eQEAnoEpggAAj/Tzzz/r119/LfOw\niD/96U/Ky8vTwYMHL3p8bm6unn32Wd1yyy1q27at2rZtq/Xr1+vIkSNXlCs4ONhZriSpUaNGatu2\nrb744osrOi8AwDNwBQsA4JEyMzMl/V5o/ujscm5u7kWPnzJlivbt26fRo0erefPmCggI0Lp167Rt\n27YrynVunrPrzuYFAFRtXMECAHik0NBQSdKxY8dKrT+7HBgYeMFjCwsLtX37diUmJmro0KHq1KmT\nwsPD5XA4rjjXuXnOrjubFwBQtVGwAAAewdfXV4WFhc7ls/dXbdmypdR+mzdvVkBAgMLCws57nCSd\nPn1axcXFstvtznV5eXn64IMPrjjnsWPHtGfPHufyTz/9pAMHDuiGG2644nMDANwfUwQBAB6hadOm\n2rZtm95//33Vr19f9erVU2JiombMmKGgoCDFxsZq9+7dWrdunSZMmOB8Yl+zZs2UlZWllJQUtWzZ\nUnXq1FHjxo0VHh6uhQsXKiAgQF5eXlq6dKkCAgKUl5d3RTnr1KmjyZMnO58iOH/+fNWtW1f9+/c3\n8Y8BAODmKFgAAI9w33336auvvtK0adOUm5ursWPHKjExUadPn9aqVau0Zs0a1a9fX1OmTFFCQoLz\nuNtuu02pqal68cUXlZ2drbvuukt/+ctfNHfuXD355JN6/PHHFRQUpCFDhqigoOCKf5+qYcOGeuSR\nRzR37lylp6erXbt2mjt3Lo9oB4BqwuYwMeEcAAAAAMA9WAAAAABgClMEAQAoh5KSEpWUlFxwu48P\n/0oFADBFEACAcpkyZYreeuutC27ftm2bGjduXImJAADuiIIFAEA5HD16VMePH7/g9rCwsFKPfQcA\nVE8ULAAAAAAwhIdcAAAAAIAhFCwAAAAAMISCBQAAAACGULAAAAAAwJD/AyvqgkojpAOgAAAAAElF\nTkSuQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x7f9066201a90>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.barplot(data = tips, x = \"total_bill\", y = \"day\", hue = \"time\", alpha = .6);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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4vE4Lq4yMjBY9SC4uLjAzM0NGRkabhVVGRgY8PT1bbPfy8kJGRgYAIDc3F6WlpbC0tMSi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\nzX5kAlquaK6XoW98GMICtIgJ80Z0iB5KxdWHhhIRERF1RTKZgLCAlh6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      "text/plain": [
       "<matplotlib.figure.Figure at 0x7f906656e240>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "p = sns.distplot(tips[\"total_bill\"])\n",
    "p.set(xlabel = \"Total bill\", ylabel = \"Density\", title = \"Distribution of Total bills\")\n",
    "fig6 = plt.gcf();"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.plotly.v1+json": {
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         "type": "scatter",
         "uid": "dff3ff",
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          1.5832183081817414e-05,
          1.2081035708738641e-05
         ],
         "yaxis": "y"
        },
        {
         "marker": {
          "color": "#4C72B0",
          "line": {
           "width": 0.3
          }
         },
         "opacity": 0.4,
         "orientation": "v",
         "type": "bar",
         "uid": "249535",
         "x": [
          4.775,
          8.185,
          11.595,
          15.005,
          18.415,
          21.825000000000003,
          25.235,
          28.645000000000003,
          32.055,
          35.465,
          38.875,
          42.285000000000004,
          45.695,
          49.105000000000004
         ],
         "xaxis": "x",
         "y": [
          0.002403730589875486,
          0.01682611412912841,
          0.054083938272198456,
          0.05768953415701169,
          0.04687274650257199,
          0.036055958848132307,
          0.025239171193692615,
          0.018027979424066153,
          0.010816787654439714,
          0.008413057064564187,
          0.007211191769626445,
          0.002403730589875492,
          0.002403730589875492,
          0.004807461179750964
         ],
         "yaxis": "y"
        }
       ],
       "layout": {
        "autosize": false,
        "bargap": 0,
        "height": 432,
        "hovermode": "closest",
        "margin": {
         "b": 54,
         "l": 126,
         "pad": 0,
         "r": 100,
         "t": 51
        },
        "showlegend": false,
        "title": "Distribution of Total bills",
        "titlefont": {
         "color": "#262626",
         "size": 15
        },
        "width": 1008,
        "xaxis": {
         "anchor": "y",
         "autorange": true,
         "domain": [
          0,
          1
         ],
         "mirror": "ticks",
         "nticks": 9,
         "range": [
          -5.385631748508734,
          59.26563174850874
         ],
         "showgrid": true,
         "showline": true,
         "side": "bottom",
         "tickfont": {
          "size": 15
         },
         "ticks": "inside",
         "title": "Total bill",
         "titlefont": {
          "color": "#262626",
          "size": 15
         },
         "type": "linear",
         "zeroline": false
        },
        "yaxis": {
         "anchor": "x",
         "autorange": true,
         "domain": [
          0,
          1
         ],
         "mirror": "ticks",
         "nticks": 8,
         "range": [
          0,
          0.060725825428433355
         ],
         "showgrid": true,
         "showline": true,
         "side": "left",
         "tickfont": {
          "size": 15
         },
         "ticks": "inside",
         "title": "Density",
         "titlefont": {
          "color": "#262626",
          "size": 15
         },
         "type": "linear",
         "zeroline": false
        }
       }
      }
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "py.offline.iplot_mpl(fig6)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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SDCGEEPdBs7cIIYQ4DSUZQgghTkNJhhBCiNNQkiGEEOI0lGQIIYQ4DSUZQgghTkNJhhBC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\niVHtERMJJDIDiN0pV+e7grkq+tFpc+F/9p3H51/WKVKgVrFYNmc8rp8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      "text/plain": [
       "<matplotlib.figure.Figure at 0x7f9065e5abe0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.jointplot(x = \"total_bill\", y = \"tip\", data = tips, kind = \"reg\")\n",
    "fig7 = plt.gcf()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/emaasit/anaconda3/lib/python3.6/site-packages/plotly/matplotlylib/renderer.py:445: UserWarning:\n",
      "\n",
      "Dang! That path collection is out of this world. I totally don't know what to do with it yet! Plotly can only import path collections linked to 'data' coordinates\n",
      "\n",
      "/home/emaasit/anaconda3/lib/python3.6/site-packages/plotly/matplotlylib/renderer.py:481: UserWarning:\n",
      "\n",
      "I found a path object that I don't think is part of a bar chart. Ignoring.\n",
      "\n"
     ]
    },
    {
     "data": {
      "application/vnd.plotly.v1+json": {
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         "type": "scatter",
         "uid": "d78b41",
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544wz3nU0AQAAvFtdRs/3vve9LF26NIMHD057e3vuueeetLS0dGvFd9111zGXr1y58t1P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\nAAAASUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x7fed485a12b0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#### Saving plots for papers\n",
    "rs = np.random.RandomState(10)\n",
    "d = rs.normal(size=100)\n",
    "fig, ax = plt.subplots()\n",
    "sns.distplot(d, kde=False, color=\"b\")\n",
    "ax.set_xlabel(\"Temperature\")\n",
    "ax.set_ylabel(\"Probability\")\n",
    "plt.savefig('distplot.png', dpi=400, bbox_inches='tight')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Using ggplot"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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usnskAMD/x5VwAHCZVatWaciQIRo2bJj27Nmjn/3sZ7r55psVF8cf+QDgFFwJ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\nRK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x7fe15de2c4e0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "<ggplot: (8787870004393)>"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ggplot(mtcars, aes('wt', 'mpg')) + \\\n",
    "    geom_point() + \\\n",
    "    theme_bw()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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CulKpVJ53qriuvPBonGbl59yHqxzeAHGaOx0CaJ7IqacYQy4RK+6xXQyvolqI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\nIf8//wCioyNc0/cAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x7fe15dd153c8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "<ggplot: (8787869928049)>"
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ggplot(diamonds, aes(x='carat', y='price', color='color')) +\\\n",
    "    geom_point(alpha=0.1) + theme_bw()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "image/png": 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/1sY+fvbQq/z84ddobwqef4MLlF/gI79wuBe5siYHxZKqUz5ej3m6N1hVVTPf\nfaS/+OJq/CMGhd79maUAnD7SaQbykMqfb2vsn/DMtZG3fkHkjcchGUfrPEXfzz8xvDAZY9tLpy5o\nPzlFWZTUZKapuLx2Fq4u59r3zqR6fhH6qMPyBZzMWVBI3cICErHkuIF82rT5RVTPLSBQ4GHG4mJm\nLClhMBTn8P42Gk928vV7n+B/3PMbvvC+X7Drd39EUchIHbLZbGaDabToYAJDN9j1RgNP//tOjh3u\noGtEaU8hxJUrcXKLGcgDxI+8it7XPIlHJK5k0jMvrjrHD7TTNVSS8MieVlbfON1cVljq49s/u/Oi\n9hsOxXno/3rWHEi7f1sTD//ygzjdtvNseX6RcIKeruHyi20t/UybGUBVLSSTSSwWixlQXkhuu8vl\n4Pu//gD9vRHcXgdOp53NL5+guaEvNRHpUPtAUcAf8Ex4wKbe3575Ojj8uifk4u0XLyyYt9pUVtwy\ng+0vnqC7bYDcIi8f/x9r8fps7Hi7iXA4QV6Jj/lrKzm+OzVwdsl1NbQ2DZBb4MbmsOINOBkYmiRL\nsUB2nodEXGNmrULl7HwqZ49No+ps7edf/v5PJGKpga7xuMEvHj3GgmntqHPuNQP6k4c6+M9/eptE\nLIkv13XWhsPxgx04h57+LF1VQXGp/4LOXwgxNVmyS1JfoEOdLYrDg+KemuNnxOVPgnlxVeluD/Hs\nL3abr1979ggb7phN9VnqpU9Ea0OfGchDqmpLe3OQyunvfFKq0EAUTRvu/Y1Fk8RjGi53KsgeXblG\n13VUVc2ocjMyIE+vn04vajzdTV9vBJtdRVUtaEO1020OKy6PfcLH61x6N6Hnv48xmMpPd6371PCx\nd9Zf8H46zgTZ/PQhuloGwIDWSC/xUJyWUbO3zlhcwozFJebrQ/va2XhzLRU1fta+bw7732wgmdCY\ntqCYospsABYtK6SzI0poIIbbY6e1uR9DB8Wi0HkmaAbyaUlcJGruhlgMm82GljT4wVeeJzRUKtOi\nKlTNySeZ0Mkr9LDnjVQ9fptDpWLEuIvmM0EJ5oW4wtnK6vD9xY8JPfNtFJsL370/weLMOv+GQlwE\nCebFVWW8Kip68tIM7Cwo9eHOshMeGgTp8TnIK/Jekn17/U5sNouZ4+1y23A4rfT1RNB1g+wcFxbL\ncL5JOm9+ZC693W4f6sE3+OUP32LrK6fILfTw0S+sIjpUpnMwGDUDeUhVlelo7j/vIODR5RitBdPI\n+4edxPZvukADAAAgAElEQVQ/jxoox7nwNnNZXp6NkpoALafGn+F1tK7mAfNnLanzxyf2s+EDdSRi\nSXraQ7iyHPhyUo2SSCjG6QMdWFQL16yvYe78Empq87j1A3W89qcTGfc/EtGZPW+4tvy0Gbn09Ubw\n+hzs2HR6zHHc/snlqa59UmMUQn0JM5CHVKWk2z4yj2XrUuUtD+9uof1MEMVuoT80PBuuyzWxJzW6\nrpv3UVXVcSsECSEuP54Nn8Oz4XOTfRjiKqB+61vf+tZkH4S4fKRril+pPF4HA30Rs6LNsg013PTB\nuktSccThtDJrUTG9nWGKy/385dfWUVDqO/+GF8BqVckv9BKNxcnKcjB9dj5n6vs4tK+D1qYB+roj\nFJV6zfOwWq1ompaRT5/uoX/j+eP89mc7SMQ0gj0RDu1qJbcs1VNstVmoP9SJNtRo8Oe4eN99S846\neDNdqjGZTKJpmjkpEoDFnY29ehnWosxSjwNRhaNHgrQ3XNyYAn++h/ziLJ77P7s4saeNk/vbcGU5\n8PgdvPLr/bSc6qXjTJBje9tYf9tsnC57amKsnjCDQ0G1xaJQOyuPZEIzz81mV8ny2rHbVcqn5dDW\nFKS1MYjPZ+GTH9VZcdd1GcfhyXKy+61G82mML+Di9k8swONNNSzyi71Uzsgjr9hDqD9KMqGTX+il\nbmExFvXC0pbS1zctfQ+naoWcyXalf79dCeQeCTFxinGp6s2JK0I4HMbtdk/2YbzrGo53oSV1qmfl\nT5nAqLOtnyf+dRuRcJKa+UVjAuylq8rJK/CgqioWi8WcaGq0P/xqP888PpxqZLOrLLl+GqW1OSgW\nhYDfyf63GlFQeO+9iyitPnue5+jPSA+4PZdDTz7G9344to78aHmlXhwuG80nesz3LFYLs5eVoFgs\nHHiz0XzflWVn6fXT2Pz04Yx9/ON/fdh8OpJM6hw91E40nEAxDB5/+HWCPRGmzyvk8w/fiNNlzZiI\nKzUBlw2LRRlTXz59nqH+KC/8Zj+JWJKN75+Lx2dh+yuN9HaGWbq+mqIKb8b1OVvt/bMxDINYLJbx\n3ngDmsWFuVq+36YyuUdCTJw8rxVXpUuRx36heroG2bXtDPGYRmVNDnMXFE94H7u2NPJv39lEeCAV\n2DWf7GHDB+pQRqTW2O22jEDaZrNlBKBpC9dU8Pyv95vlORNxjS1/OEbNvEKWXFfD6o21XHP9dC7G\n+foGkh0nOX2kC8g+53oev4NVt87EalPZn9VIW30vob4oelLn4NtNFFVlbm9zqJTXZI8cb4bVrmIf\nkdLS2hzk9PEuDANeeWK/2aN+fH87L/7Xft73iSXmeAOLxcLgQIK21h7cbjsV1QHsdrsZmKfHH2T5\nnNz96WXmZ/z0wZd564WTADz/m3383U9upbhiOD9+vMbVuSiKYpa+TJPZY4UQQowkfxXEFc8wDDMN\nZDIeRO3c0kgknEDTdE4d76K1KciL/7Wfx//XZna/2XDe7bu7Btn1VoMZyAP0tIUIh2KkHypUVAfI\nHVUTPz151GhlNQH+/p/fS21dQcb79Yc6AHjlhaO0tw6M2W48o3uIz9djbIT7yIkfOetyi6qw5Poa\nrv/wfBwuG6rVwqL1VeQVZw4cC4diBApS5+twWrn3C6tQHTaW3VhLVrYTX66L1bfNxGYb/oo7uKfV\nDPST8czBrdFwAl3XsdvtOJ1OwoMab712mhNHOtm3q5mDe1tRFAVVVTNSiYJ9EbZsPs2br56kvXWA\nXa8P3894NMnuNxozPudietTTE4CpqorD4ZgyT5KEEEL8eUxaz/zWrVvZs2cPHR0d1NXV8f73vx+A\nffv28eyzz5rrpQOxz3zmM5SUlLBp0yY2b96c8Ufxc5/7HDk5OQD09vbyzDPP0NTUhN/v5z3veQ/T\npk0z1923bx8vv/wy4XCYmpoa7rjjDnmkdwUbnR5hsVjGDXDfzc+PxTJTSp79xW7efD410+ymZw7z\nxe/dzMLVFebyxhPd7NtyhoJSH8s31JCMa7i9jjG9ztPn5FO3qBRDB6tNIRqNUX+il2g0SWm5n/xC\nb8YMsGlWq5VkuI9ThzNnYHW4bBhGqgzmzi2N3Pje2Vit527vpwPbdI92usE0MuBN03WDoGs6OcW5\n1C4s4sSetjH7q5iVT/XcwlHXEDzZmTMn9ndFUCyw5rYZ3HP/Mlqa+2k/3EXFrHyzckxhiReXe/he\nGww35GYsLmHHSyfBAI/XzpqbU4NWY7EYhmHQcqY3Y7Bsa1OQuoXD1XIANE1n6+Z68/7u6Gkg1xej\nOTz83dTVNUg0ouPJso2ZuOtCKYoig16FEEKc1aT9hfB6vVx77bWcPHkyo+LG/PnzmT9/vvl69+7d\nvP766xQXD6cmzJ07l7vuumvc/T755JOUlZXx0Y9+lOPHj/PEE0/wt3/7t3g8Hjo6Onjuuef4yEc+\nQnFxMc8++yy///3v+cAHPvDunaiYVLqujxkEOrryymhGy1YIt0P+PBT/xU1hr2k6zY196LpBaXk2\nTY19ADgcVk4P9YCnHdh2xgzm64928f/+1TMkhnqOmz6+mNs/sZjSqgBLb6zl0JYzqFYL7//LxdQt\nKsZut5JIJEgmNfbtbKW9NVU/v6mhlzXrp+Hxjv0VTyaTHHnzALqW+ZRixS3DA1U1TScR184bzEOq\ngZR+8gGpBsr+rc0UV2Rz96eX4XDZ0HWDrW/UpyZNyvsYc1Ymxw3mR/fAp81cWkoirtF0rIvwQGpA\nqKHD6YOdWFQrxw93kiqQPyy/IHNfc+YVs29XatKWqjkF+PM8FBV5mL+8lOw8d0a+vNOded3cWWMb\ngLFYMqOhpusGt9+m8JvfZxENxamcnU9xTS4drQPMmFM4ZnshhBDiUpi0YH7OnDkAtLS0ZATzo+3d\nu5cFCxZc0KPlrq4uWltbuffee7HZbMyZM4ctW7Zw6NAhli1bxr59+5gxYwZVVVUAbNy4kR//+MfE\nYjEcjvGnahdT20RTEvTjT8Op51IvTv0eln8FJXvauTcaxTAMtr3ZYM726cmys3BpGcmkRlGpn+M7\nmmlp6DPXHznAdPurp8xAHuCtF49z56eWsnBRgP5ghMqhXue4DhZLasBmOg+7e8SkUoYBXZ0hvP6c\ncfO080q8wHDPfKAwa+i9lNw8Nza7ct6GT1r6M7ZvOs1//mgrAPu3NhEeiPPpb6ynqyOUMftpdDA+\n7n6ikfG/CywWhfnXVOLLdrLj5eEJp3Rd59H/5xUObG3C4bKy/ObpFAxV5jm4t5XSigD2oYHClTU5\nHD7QSiKeOtZAgYesXDfKOA2W4lIvgwNx2ltDuD2p+wfw8lMHeebxXdgcVu79whrcHhuHd7SkBlPP\nLaAvaxkbP5gZ+DsmWIpSCCGEmIjL+tltX18fDQ0N3HHHHRnvHzt2jIcffhiv18vy5ctZtiw1AK2z\ns5NAIJARmBcVFdHZ2WkuLy8vN5fl5ORgtVrp7u6mpCT1CL2/v59QKHPK9aysLHy+S1Ni8HJ3peXj\npiqSWM10E5vNdu5zbNs+/LOhYbTvmnAwHwknMgLXwVAcp8tGfmEqaP/EA2tRVQst9b0sWF3B+ttn\nm+vmjOpNzinIwkiEie75FbDRfD+R0AkPRnE4h9M2vD4HvSNmIHV7rKk0n0iSf/vu65zY307VzDw+\n9w8byS2wMu+aShoPd+LMsrNkYzVlldm4PXZUFYrLUik6uq6f/5qBOQNtanDrsJOH2oeWZ26fTI4/\nENSXO5zyVl7pw+N1EI0kiEU18gt9FBZmcWxPK/3dEWwOlaKqAHteqwcgOphg2/PHue3TS4FUg0ZL\n6jCi6o/dbiUxotRjd2eYnq4wS1eVkZ0znMqjKAoz5uQzb1GZ+d6Zkz38xyNvmqlO//Ktl6mZnceh\nXa0AnN7bxLoPLsQ6IpbPDrioqDr3rI/p9KR0Tv6V9jt4OZFre/mTeyTExF3WwfzevXupqKggEBj+\nYzh37lyWLFlCVlYWTU1NPPHEEzidTubNm0c8Hh/Tw+5wOOjv7wc46/KRpd927tzJa6+9lrHOunXr\n2LBhw6U+vcuSy+U6/0pTzITKAbpyUyk2QxRXZtWb9Iyq6cBrPDa7isWiZORcO5zDn+/xOvjsNzeO\ntykbbp9Fw/Eudr5+moISH3/59XXQewx/8hgOZTkxIxXs+3x2bPbMHuW8ArcZzFssCpqmoWkaz/3H\nXvZvaQLg8K5WnvjnN7lhZTszlyxk5pJUI9ZlGWDRsnJ0Xc+oa55IJGk83YeWNCivCuA+y2ywqqpi\nGAbT5hbw8m+Hy0MWVQb47c93sPXlk4QH40QjCWx2lZpRg28BHG4rRZWp33WbzULltBxc7lSvtqIo\nOBwOBvqjXP/h+Qz2x3B67LSe6snYRyyaNJ8mFJf5zO3TFiwpY/vbDRlPPwwD2ttCGcF8+pzi8biZ\ns97bNcjI8dPRSMIM5AF6u+N0tQ6YM8yqqoXFK8o5l9HXOz0IV7w7rsTvtyuN3CMhJu6yD+bXrl2b\n8V5BwXAQUFFRwYoVKzh06BDz5s3DbrePqckcjUbNAP58ywGWLFnCzJkzM9bJyrp6pmCORCJX9Zep\nMvfjGPt/DuEOKFgI5evMZaMDL8Mwxm0k2Gwqi1eUs29XC7quM3NOIT6/84I+36Ja+ORXruWTX7l2\n+HOCfuxKjIqBZ/jdlmlYVbjnK+8f09vdcGo4dUfXDfbuaGPZais9HYMZ6/V0xShYdSfeN5sY6I+j\nKDBjTip9Z3TK2+5tLWYDof5UD+tvqMXhHJs2oigKNpuNNTfOREsYbH/tNAlNx5Pn4pnHd2WsG48k\nObDlzJh9xMJJnvu37UybX8T73ufH5R5+IpIux2gYqWvkDaT+jxZW+XFl2YkMTQZVt6KMBUuLsVgU\nSstzhrYxzIG5gVwXN713NlteP01X5/B1cTmtJBMG/cEY2Tku7HY1Y/CwYRjUzi0kv8RLZ0uq0s/M\nBUWcPNRBMjH8lME5ovEwqy4f1ZoagG2328ftcRydAjXR0pViYq7277f4ibcIPv4Z9EgQz41fJOum\nL032IY1xtd8jIS7GZRvMNzY2MjAwYObWn83IGsz5+fn09vZm5MC3t7czb948c3l7+3Cva09PD5qm\nkZuba77n8/mumpSa8Vztc4gprlyU5V8Zd9nIAZLp12fr8S8u9VNc6h932YSPyV/Nnxpu4j9/2WPe\nn7avvcR3Hns/KCPrj48NFrs6w6y6oZadmxswhp4UrLh+Gj3dUQb6hwaSGtDQrFM2I3OwcCKu0dsd\nITwQ48CbjcSjSawGXDeUFmQYBq88fYjGE93MWVLKio2p4PvaW2dRMi2XwwfaOH2wg/EYGqg2iznT\nbFo8qnF4WzO5BU6y8huJKn5y8z34s+0MhmJjztHhtHPdPfPobRugqMxH1ex8BkMJps3INxsAiUTC\nDJI1TcPhcLBgWRm7t50hNBCnqNiLP+Bh0x9PmPtduKyE/MLhUp+DoRhd7RE+8bVraTzShcNpZe17\nZrJvyxke/5+biQ30c23x25TYfSQjOZTPm0FJuc+8Tmf7vzI6wJcUg3fX1fz9Zug6vf/0fvSBVNrp\nwG8ewD5tJfba1ZN8ZJmu5nskxMWatGA+PXDPMAwMwyCRSGSUbtuzZw+zZ88ekxZz5MgRKisrcTqd\nNDc3s2XLFq6//noA8vLyKCoq4tVXX2Xjxo0cP36c9vZ2PvShDwGpSjk/+9nPaGhooLi4mFdeeWXc\nzxBiPOlAS9cNLBblkgVe7S399PSECeS4KSoZ25A8c7KHX/2yF4zhz2tv6qerrZ+8Yi+qqqJpGrPq\n8tmzvTVjW4/Hxpx5xfzdP72XI3tbqKgNMGtRMfUne+lq6afhUCeaplM7v4A1G1ITRaXTVFSrBbtd\n5U/PHCHYnRpc+8sfvMH0OQVU1ObyzOO7eOqxnQC8+rsj6JrBqhtSJR7TaUUFZT6sdnVMXXe3125W\npRlP4/Eguw8UAB1YVIXZdQUcOdCBphkoClhtFnMgq9Njp2J2PqCYTyd6OsOs2TCN7q5B9u9qRtMM\nqqcHKC33o+s6LpeNkjI/g6E4hcU+9u1qyvj8w/s6yL8hVckoGkmy9Y0zZmpOUVU2y1ZVArB0XTVL\n11WTqN9J378/jtHWgPeT/wclUJSxv5EBymAoRnfnIB6vnUCOG6vVaubMSwlK8W4x4mEzkE/Tuhvh\nMgvmhRATN2l/OV5//fWM3PR9+/aZuemJRIKDBw+aQfhIBw4c4JlnniGZTOLz+bjmmmtYuHChufzu\nu+/m6aef5nvf+x5+v58PfvCDeDypHraCggJuu+02nnzySSKRiFlnXogLo7B7WwtdHYO43DaWra54\nx/nNZ+p72bNjOJBcuLSM8lEDJtubgzCqs8ruUPEPDRaNRuKcOt5DPK5RUu6j5UxqjIhqVcgZKrk4\nY34RtXUFZppQx5k+Xn/ykJnX33ikC0VXWLK+itMnUnnos+oKWLy8nP/8n2+Yn6trBo3Hu6mozWX/\ntswA+MC2JjOYL6vMprtzkOYzfbzn44sI90TweB3YbCrhcJw//GrvOa/LyBledc3g1PEetKFSmoaB\nGcib18NuZXAo1UbXdA7uaMaajNAzqJjbHdrbgctlo6DIx/7dTWbgf/pENw5H5vgHg1QKla7r9PVE\nM3Ls25r7zVli02xVS8j/hx1EIpGMRl48rnFwTzuhgRh5BVlUVOewdXM9mpY6/rqFhZRX5ZyzQyF1\njwxaG/r48f/9EoOhONffOZfbP7bonNdQiJEsziwcC24jtjdVrcviK8Q+a/3kHpQQ4pKYtGB+w4YN\nZx1UarPZ+PrXvz7usrvvvvuc+w0EAtx3331nXT66jr248kUG49jsKlbbxCfsGen0iW66hvLPI+EE\nB/a0sWZ9zTvaZ2tzcMzr0cG8L9eNYlHMNBmAeExjsD9Gdp6bPdtb6OuNjtm3ljRobgyaNc5Hpgmd\nOtyVMUAX4NWnDxMoHX4ycHh/B9e9ZybVs/I5fSTVo2ezq1QPlccsqwlw4sBw2trIEpuKorBwWRkL\nlw1Xg0lrqu85ZzBvtVsY7B81tuUsJSshlV40Y24eu7e2oOsGm58+TGdTP289CyU1AVbdNtMMsHdu\naaawOMjAqP1nB1y0tw1XIJo9r2i4l9wY+wRmZCCflkgkxjytOXaw0/w/09TQR19vxAzkAc7UBykp\n95+1R77xdA/7d6fO69l/3U4sksrjf/LftlNSmc3SdRc3D4K4OgX++r8Jv/4zjEgQ18qPovqLzr+R\nEOKyJ890xRXLMAx+9tBrvPH8MewOlc98YwPLNlx88J0YlSoSj4+dXXWiRleHGa9aTP3RzoxAHgAF\n+rrD+HJc4wbyaRZ1/FlHq2bkjnlPHafe+kAwype+fzO//fkOBgdibLh9thm0f/ivV6EldRqPp3Lm\nb/7QPHM7wzDYu7OZpoY+XG4rS1ZWkj00aNWV5aC0NofmE5mVaGxOlURUIxnXOfj2GQL5HoqGPssw\nUqk16cGm0cE4XS0DePxOZswrIC/fw7xFRWx/9SSdTf3mPltO9RLqi5oDZgHaW0P4/A5CwSiDwRiB\nAg8FJT7mLCimq2OQ3HwPXt/wgOVg33C5z7RkMpkRgKfz4kcytASh+sNgG27QhEY1Iqy2s0/KFY8n\n2berGcNIDYxNB/JpuzbXSzAvJkSx2vFs/KvJPgwhxCUmwby4Yu19q5E3nj8GpHqyf/bQayxZVw0Y\nZtUWq9V61hKTo5VVBmg41WPWSK+eNjYgnqhZdYXEokl6usPk5LqZVTd2plC7fZzjM+Chv/kDG943\ni8q6QkIj8s8tqoKuGfiyHZRV+NB1HVVVUVWVA9vPcHB7C64sm7le2oK1FfS0DXBkezOKRaFuVTmB\nXDd2u5VPPLB2zCE43TY+9fX1455XU0MfZ+p7AQgPJtiz/Qzrb0zNMBvt76P9TN+YbbRRqTMtp3rw\n57txZaVSUPzZDro7I4SCUTb95gCxod76wvwVgILL7WDuHC/PjdiHYlGonZ1Le1s4Y9/B9hAv/sce\ndM3AlWXH6bRyw+2zqRp1T5PJJC7P2K/J0T3p8ZjGC78+QDgUY9UN0yiuzCby7HfIPt7GwJzMAdU2\nVSehWXC5bcyqK8BmG39SqWRSN0thWiyWMeVOZ8yTWWWFEEJIMC+uYJFwZmpGLJZES2po+nAPZ3rg\n9YUMZvX5nVx7/XS6O0N4vA5y8zzn3eZ8rFaVJSsrzrnOqutree4/9pglEUfa9PQRvnZ9DQNeO4m4\nRlmFn9wCD4m4htNlRVEUM5g/sL2Z//21lzhbsYh9bzSia4b5BKK3LcRd9y6+qPOKRZNnfZ0YGCAZ\nG1uC0e6yEh0cvmenDnTQdKKHDR+sw5/nJtiXegJRf6jDDOQBXnryEK7A8PJ5ayo48FYjiqJw9/1L\nmL+0lMP7O2hqSKU0OdQorzx/zGzIREJx9r7RQM3MfGbPG0470DSNZDJJRXUq/7+rM4xFUZi/uGTM\nsf/TN140xxC8/twxvvrpGM4X/5FCoL/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L2JHeTKvMbJx5ia60/R1eNbZTUeDsqz1883PH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QAAAg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\nERHJUCrmRUREREQylIp5EREREZEM9f8Afk/nYddjvKEAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x7fe15c3cb7f0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "<ggplot: (-9223363248986587760)>"
      ]
     },
     "execution_count": 33,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ggplot(diamonds, aes(x='carat', y='price', color='cut')) +\\\n",
    "    geom_point() +\\\n",
    "    scale_color_brewer(type='diverging', palette=4) +\\\n",
    "    xlab(\"Carats\") + ylab(\"Price\") + ggtitle(\"Diamonds\") + \\\n",
    "    theme_bw()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "ename": "NameError",
     "evalue": "name 'datasets' is not defined",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mNameError\u001b[0m                                 Traceback (most recent call last)",
      "\u001b[0;32m<ipython-input-25-d0e28570565c>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m()\u001b[0m\n\u001b[1;32m      5\u001b[0m \u001b[0mbase\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mimportr\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"base\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      6\u001b[0m \u001b[0mutils\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mimportr\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"utils\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 7\u001b[0;31m \u001b[0mmtcars\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mro\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mr\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdata\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mdatasets\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mfetch\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"mtcars\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m\"mtcars\"\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m",
      "\u001b[0;31mNameError\u001b[0m: name 'datasets' is not defined"
     ]
    }
   ],
   "source": [
    "import rpy2.robjects.lib.ggplot2 as gg\n",
    "import rpy2.robjects as ro\n",
    "from rpy2.robjects.packages import importr\n",
    "\n",
    "base = importr(\"base\")\n",
    "utils = importr(\"utils\")\n",
    "mtcars = ro.r.data(datasets).fetch(\"mtcars\")[\"mtcars\"]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Using Plotly"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.plotly.v1+json": {
       "data": [
        {
         "type": "scatter",
         "uid": "e16123",
         "x": [
          1,
          2,
          3,
          4
         ],
         "y": [
          10,
          15,
          13,
          17
         ]
        },
        {
         "type": "scatter",
         "uid": "8d27de",
         "x": [
          1,
          2,
          3,
          4
         ],
         "y": [
          16,
          5,
          11,
          9
         ]
        }
       ],
       "layout": {
        "autosize": true,
        "xaxis": {
         "autorange": true,
         "range": [
          0.8166131621187801,
          4.18338683788122
         ],
         "type": "linear"
        },
        "yaxis": {
         "autorange": true,
         "range": [
          4.1210191082802545,
          17.878980891719745
         ],
         "type": "linear"
        }
       }
      }
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "trace0 = go.Scatter(\n",
    "    x=[1, 2, 3, 4],\n",
    "    y=[10, 15, 13, 17]\n",
    ")\n",
    "trace1 = go.Scatter(\n",
    "    x=[1, 2, 3, 4],\n",
    "    y=[16, 5, 11, 9]\n",
    ")\n",
    "data = [trace0, trace1]\n",
    "\n",
    "py.offline.iplot(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.plotly.v1+json": {
       "data": [
        {
         "type": "heatmap",
         "uid": "09986e",
         "z": [
          [
           1,
           20,
           30
          ],
          [
           20,
           1,
           60
          ],
          [
           30,
           60,
           1
          ]
         ],
         "zauto": true,
         "zmax": 60,
         "zmin": 1
        }
       ],
       "layout": {
        "autosize": true,
        "xaxis": {
         "autorange": true,
         "range": [
          -0.5,
          2.5
         ]
        },
        "yaxis": {
         "autorange": true,
         "range": [
          -0.5,
          2.5
         ]
        }
       }
      }
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "trace3 = go.Heatmap(z=[[1, 20, 30],\n",
    "                      [20, 1, 60],\n",
    "                      [30, 60, 1]])\n",
    "data = Data([trace3])\n",
    "py.offline.iplot(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.plotly.v1+json": {
       "data": [
        {
         "mode": "markers",
         "type": "scatter",
         "uid": "5e8651",
         "x": [
          0.43554443115722324,
          -0.15345086829492535,
          0.7125554481351449,
          -1.1083495633198093,
          -1.2983403773696411,
          -1.4525386917765533,
          -0.5003150621779736,
          0.6652342357793749,
          0.316625833494199,
          1.6798912469967386,
          -0.10928917654627303,
          0.18383311600793867,
          -0.16054212605147938,
          0.061908708607495026,
          0.3433587704453126,
          0.8955992033050411,
          0.9653027604804323,
          1.3220466326513032,
          0.1702557509788444,
          0.2197929292804295,
          2.422198014012358,
          1.178253031848558,
          0.37497006404395244,
          -2.1419571315855874,
          -0.3399945070553036,
          -1.0616428996065468,
          0.6649294499165996,
          -0.009544383233874364,
          -0.2442359205821872,
          -0.9843738288069183,
          -1.1793969327719358,
          -1.6558185982772373,
          -2.812896173170704,
          -0.30378372453362495,
          -0.45077287789354803,
          -0.8284873408880213,
          0.4377198090169194,
          0.40102949579781827,
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       "layout": {
        "autosize": true,
        "xaxis": {
         "autorange": true,
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     },
     "metadata": {},
     "output_type": "display_data"
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   ],
   "source": [
    "# Create random data with numpy\n",
    "import numpy as np\n",
    "\n",
    "N = 1000\n",
    "random_x = np.random.randn(N)\n",
    "random_y = np.random.randn(N)\n",
    "\n",
    "# Create a trace\n",
    "trace = go.Scatter(\n",
    "    x = random_x,\n",
    "    y = random_y,\n",
    "    mode = 'markers'\n",
    ")\n",
    "\n",
    "data = [trace]\n",
    "\n",
    "# Plot and embed in ipython notebook!\n",
    "py.offline.iplot(data, filename='basic-scatter')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
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       "layout": {
        "autosize": true,
        "xaxis": {
         "autorange": true,
         "range": [
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         "type": "linear"
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        "yaxis": {
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     },
     "metadata": {},
     "output_type": "display_data"
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   ],
   "source": [
    "# Create random data with numpy\n",
    "import numpy as np\n",
    "\n",
    "N = 100\n",
    "random_x = np.linspace(0, 1, N)\n",
    "random_y0 = np.random.randn(N)+5\n",
    "random_y1 = np.random.randn(N)\n",
    "random_y2 = np.random.randn(N)-5\n",
    "\n",
    "# Create traces\n",
    "trace0 = go.Scatter(\n",
    "    x = random_x,\n",
    "    y = random_y0,\n",
    "    mode = 'markers',\n",
    "    name = 'markers'\n",
    ")\n",
    "trace1 = go.Scatter(\n",
    "    x = random_x,\n",
    "    y = random_y1,\n",
    "    mode = 'lines+markers',\n",
    "    name = 'lines+markers'\n",
    ")\n",
    "trace2 = go.Scatter(\n",
    "    x = random_x,\n",
    "    y = random_y2,\n",
    "    mode = 'lines',\n",
    "    name = 'lines'\n",
    ")\n",
    "\n",
    "data = [trace0, trace1, trace2]\n",
    "py.offline.iplot(data, filename='scatter-mode')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
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          -0.5441949745742354,
          -0.06870235099518107,
          0.7550068435744554,
          -0.5464933291948003,
          1.9112027706799424,
          -0.4647969592028008,
          -0.5703828100346813,
          1.4611629747564787
         ]
        }
       ],
       "layout": {
        "autosize": true,
        "xaxis": {
         "autorange": true,
         "range": [
          -35.084384543885285,
          534.0843845438853
         ]
        },
        "yaxis": {
         "autorange": true,
         "range": [
          -3.4561844547482967,
          3.3341492081286104
         ],
         "type": "linear"
        }
       }
      }
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import numpy as np\n",
    "\n",
    "trace1 = go.Scatter(\n",
    "    y = np.random.randn(500),\n",
    "    mode='markers',\n",
    "    marker=dict(\n",
    "        size='16',\n",
    "        color = np.random.randn(500), #set color equal to a variable\n",
    "        colorscale='Viridis',\n",
    "        showscale=True\n",
    "    )\n",
    ")\n",
    "data = [trace1]\n",
    "\n",
    "py.offline.iplot(data, filename='scatter-plot-with-colorscale')"
   ]
  }
 ],
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  "kernelspec": {
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