04_TwitterSentimentAndCryptocurrencies.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Correlation analysis between the Bitcoin currency and Twitter\n",
    "\n",
    "This project consists of a correlation analysis between the Bitcoin currency and tweets. In order to define the positiveness of a tweet (if the course of the bitcoin will go up or down), we realise a sentiment analysis of each tweet using the VADER algorithm. Finally we try to find a correlation between the two and we will make some machine learning to make predictions.\n",
    "\n",
    "This notebook was written using Python 3.6."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Import the Python dependencies\n",
    "For this project we need Pandas to manage all of our datasets.\n",
    "\n",
    "You will need to run the following commands with pip to install the dependencies:\n",
    "\n",
    "```\n",
    "pip install VaderSentiment\n",
    "pip install pandas\n",
    "pip install tqdm\n",
    "...\n",
    "```\n",
    "\n",
    "You can also run `pip install .` from the project's root folder to install all the requirements from the `requirements.txt` file."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import json\n",
    "import pandas as pd\n",
    "import io\n",
    "from vaderSentiment.vaderSentiment import SentimentIntensityAnalyzer\n",
    "import numpy as np\n",
    "import scipy\n",
    "import matplotlib.pyplot as plt\n",
    "from tqdm import tnrange, tqdm_notebook, tqdm\n",
    "import glob\n",
    "from datetime import datetime, timedelta"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Set the currency and the data files"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Define the currency\n",
    "CURRENCY = \"bitcoin\"\n",
    "CURRENCY_SYMBOL = \"BTC\"\n",
    "\n",
    "CRYPTO_FOLDER = f\"data/crypto/{CURRENCY_SYMBOL}\"\n",
    "TWITTER_FOLDER = f\"data/twitter/{CURRENCY_SYMBOL}\"\n",
    "\n",
    "#tweets_clean_file = f'{TWITTER_FOLDER}/{CURRENCY}_tweets_clean.csv'"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Load the datasets\n",
    "\n",
    "We read the data generated from two other notebooks, TwitterExtraction and CryptoCurrencyExtraction. The extraction process is detailed in these notebooks so please refer to them for any information needed. Here we simply gather all the extracted data to generate two datasets :\n",
    "\n",
    "- The twitter dataset : contains historical tweets related to the targeted crypto currency with a sentiment score.\n",
    "- The crypo dataset : contains historical data of the crypto currency we target with the change in USD.\n",
    "\n",
    "### Twitter dataset\n",
    "\n",
    "The data is split into multiple files. Here it is gathered into a single dataframe."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "tweet shape before droping duplicates (737554, 9)\n",
      "tweet shape after droping duplicates (729247, 9)\n",
      "duplicates removed 8307\n"
     ]
    },
    {
     "data": {
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       "\n",
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       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>ID</th>\n",
       "      <th>Text</th>\n",
       "      <th>UserName</th>\n",
       "      <th>UserFollowerCount</th>\n",
       "      <th>RetweetCount</th>\n",
       "      <th>Likes</th>\n",
       "      <th>CreatedAt</th>\n",
       "      <th>compound</th>\n",
       "      <th>score</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1150766972797366272</td>\n",
       "      <td>$BTC BTC Bitcoin Aroon Trend: 40% Bullish100% ...</td>\n",
       "      <td>Crypto Trader</td>\n",
       "      <td>733</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>Mon Jul 15 14:00:01 +0000 2019</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>1150766973627830274</td>\n",
       "      <td>BTC price increased! Buying @ $10341.7 &amp;amp; S...</td>\n",
       "      <td>Bitcoin News</td>\n",
       "      <td>459</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>Mon Jul 15 14:00:01 +0000 2019</td>\n",
       "      <td>0.5983</td>\n",
       "      <td>549.2394</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                    ID                                               Text  \\\n",
       "0  1150766972797366272  $BTC BTC Bitcoin Aroon Trend: 40% Bullish100% ...   \n",
       "2  1150766973627830274  BTC price increased! Buying @ $10341.7 &amp; S...   \n",
       "\n",
       "        UserName  UserFollowerCount  RetweetCount  Likes  \\\n",
       "0  Crypto Trader                733             0      0   \n",
       "2   Bitcoin News                459             0      1   \n",
       "\n",
       "                        CreatedAt  compound     score  \n",
       "0  Mon Jul 15 14:00:01 +0000 2019    0.0000    0.0000  \n",
       "2  Mon Jul 15 14:00:01 +0000 2019    0.5983  549.2394  "
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#tweets = pd.read_csv(tweets_clean_file)\n",
    "twitter_files = glob.glob(f\"{TWITTER_FOLDER}/*~*.csv\")\n",
    "twitter_files = sorted(twitter_files)\n",
    "\n",
    "dfs = []\n",
    "for file in twitter_files:\n",
    "    dfs.append(pd.read_csv(file))\n",
    "tweets = pd.concat(dfs)\n",
    "#tweets = tweets.sort_values(by=['ID'])\n",
    "\n",
    "# Drop duplicate tweets\n",
    "print('tweet shape before droping duplicates', tweets.shape)\n",
    "duplicates_removed = tweets.shape[0]\n",
    "tweets = tweets.drop_duplicates(subset=['ID'])\n",
    "duplicates_removed -= tweets.shape[0]\n",
    "print('tweet shape after droping duplicates', tweets.shape)\n",
    "print('duplicates removed', duplicates_removed)\n",
    "\n",
    "# Display dataframes head\n",
    "tweets.head(2)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Crypto dataset"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "CRYPTO_FOLDER = f\"data/crypto/{CURRENCY_SYMBOL}\"\n",
    "crypto_files = glob.glob(f\"{CRYPTO_FOLDER}/*.csv\")\n",
    "dfs = []\n",
    "for file in crypto_files:\n",
    "    dfs.append(pd.read_csv(file,low_memory=False))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "crypto_usd = pd.concat(dfs)\n",
    "crypto_usd = crypto_usd.sort_values(by=['time'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "bitcoin shape before droping duplicates (40324, 5)\n",
      "bitcoin shape after droping duplicates (38732, 5)\n",
      "duplicates removed 1592\n"
     ]
    },
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>close</th>\n",
       "      <th>high</th>\n",
       "      <th>low</th>\n",
       "      <th>open</th>\n",
       "      <th>time</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>9468.54</td>\n",
       "      <td>9471.13</td>\n",
       "      <td>9461.66</td>\n",
       "      <td>9464.22</td>\n",
       "      <td>1563456720</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>9451.91</td>\n",
       "      <td>9471.46</td>\n",
       "      <td>9451.86</td>\n",
       "      <td>9468.54</td>\n",
       "      <td>1563456780</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
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      ],
      "text/plain": [
       "     close     high      low     open        time\n",
       "0  9468.54  9471.13  9461.66  9464.22  1563456720\n",
       "1  9451.91  9471.46  9451.86  9468.54  1563456780"
      ]
     },
     "execution_count": 6,
     "metadata": {},
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    }
   ],
   "source": [
    "# Drop duplicates\n",
    "print('bitcoin shape before droping duplicates', crypto_usd.shape)\n",
    "duplicates_removed = crypto_usd.shape[0]\n",
    "crypto_usd = crypto_usd.drop_duplicates(subset=['time'])\n",
    "print('bitcoin shape after droping duplicates', crypto_usd.shape)\n",
    "duplicates_removed -= crypto_usd.shape[0]\n",
    "print('duplicates removed', duplicates_removed)\n",
    "crypto_usd.head(2)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Group by and sum by timeframe"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/usr/local/lib/python3.6/dist-packages/ipykernel_launcher.py:5: FutureWarning: pd.TimeGrouper is deprecated and will be removed; Please use pd.Grouper(freq=...)\n",
      "  \"\"\"\n",
      "/usr/local/lib/python3.6/dist-packages/ipykernel_launcher.py:10: FutureWarning: pd.TimeGrouper is deprecated and will be removed; Please use pd.Grouper(freq=...)\n",
      "  # Remove the CWD from sys.path while we load stuff.\n"
     ]
    }
   ],
   "source": [
    "tweets['CreatedAt'] = pd.to_datetime(tweets['CreatedAt'],utc=True)\n",
    "tweets.CreatedAt = tweets.CreatedAt.dt.tz_localize(None)\n",
    "tweets.index = tweets['CreatedAt']\n",
    "\n",
    "tweets_grouped = tweets.groupby(pd.TimeGrouper('1h'))['score'].sum()\n",
    "\n",
    "crypto_usd['time'] = pd.to_datetime(crypto_usd['time'], unit='s')\n",
    "crypto_usd.index = crypto_usd['time']\n",
    "\n",
    "crypto_usd_grouped = crypto_usd.groupby(pd.TimeGrouper('1h'))['close'].mean()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "crypto_usd_grouped.to_csv(f'data/crypto/{CURRENCY}_currency_grouped.csv')\n",
    "tweets_grouped.to_csv(f'data/crypto/{CURRENCY}_tweets_grouped.csv')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Plotting the scores\n",
    "We calculate the mean of each tweets grouped by hour and then we plot it."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1440x720 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax1 = plt.subplots(figsize=(20,10))\n",
    "ax1.set_title(\"Crypto currency evolution compared to twitter sentiment\", fontsize=18)\n",
    "ax1.tick_params(labelsize=14)\n",
    "ax2 = ax1.twinx()\n",
    "ax1.plot_date(tweets_grouped.index, tweets_grouped, 'g-')\n",
    "ax2.plot_date(crypto_usd_grouped.index, crypto_usd_grouped, 'b-')\n",
    "\n",
    "ax1.set_ylabel(\"Sentiment\", color='g', fontsize=16)\n",
    "ax2.set_ylabel(f\"{CURRENCY_SYMBOL} [$]\", color='b', fontsize=16)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Correlation analysis\n",
    "Here we make the correlation analysis between BTC/USD currency derivative and the tweets scores derivative.\n",
    "\n",
    "We can test our correlation hypothesis using the Pandas corr() method, which computes a Pearson correlation coefficient for each column in the dataframe against each other column.\n",
    "\n",
    "This Stackoverflow answer gives very useful details about correlating with time series.\n",
    "https://stackoverflow.com/questions/6467832/how-to-get-the-correlation-between-two-timeseries-using-pandas"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 51,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Define the cross-correlation function\n",
    "\n",
    "def crosscorr(datax, datay, lag=0, method=\"pearson\"):\n",
    "    \"\"\" Lag-N cross correlation. \n",
    "    Parameters\n",
    "    —------—\n",
    "    lag : int, default 0\n",
    "    datax, datay : pandas.Series objects of equal length\n",
    "\n",
    "    Returns\n",
    "    —------—\n",
    "    crosscorr : float\n",
    "    \"\"\"\n",
    "    return datax.corr(datay.shift(lag), method=method)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Crop the time series to match the time frames"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "metadata": {},
   "outputs": [],
   "source": [
    "beggining = max(tweets_grouped.index.min().replace(tzinfo=None), crypto_usd_grouped.index.min())\n",
    "end = min(tweets_grouped.index.max().replace(tzinfo=None), crypto_usd_grouped.index.max())\n",
    "tweets_grouped = tweets_grouped[beggining:end]\n",
    "crypto_usd_grouped = crypto_usd_grouped[beggining:end]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 65,
   "metadata": {},
   "outputs": [],
   "source": [
    "crypto_usd_grouped['2019-07-25 22:00:00'] = 9886.7824 "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 66,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x720 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax1 = plt.subplots(figsize=(20,10))\n",
    "ax1.set_title(\"Crypto currency evolution compared to twitter sentiment\", fontsize=18)\n",
    "ax1.tick_params(labelsize=14)\n",
    "ax2 = ax1.twinx()\n",
    "ax1.plot_date(tweets_grouped.index, tweets_grouped, 'g-')\n",
    "ax2.plot_date(crypto_usd_grouped.index, crypto_usd_grouped, 'b-')\n",
    "\n",
    "ax1.set_ylabel(\"Sentiment\", color='g', fontsize=16)\n",
    "ax2.set_ylabel(f\"{CURRENCY_SYMBOL} [$]\", color='b', fontsize=16)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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OfKaq6uwTBiAiw4GxQL6HxzQmIH24oQhVjnimP0+lD7ahR8zhCfPWgVW1UURuBeYDocAzqpolIvcAmao6D3gaeEFEcoByXIkAYDpwp4g0AM3ALapaCtDWMb31HozpSR9v3ONUU3mvN5W79KQ+LMoupa6xiciw0B45pwkOXkscAKr6PvB+q7K73ZZrgSva2O8F4AVPj2lMMNi0u4rTxvRce5z73BzjB3fPfB/m6OC3jePGHE0qauopra4jzcuN4u5sbg5zuCxxGOMHWmbkSxvQM9VUAMPjo+ltc3OYw2CJwxg/kO0kjlEDeu6OIzREGDso1u44TJdZ4jDGD2TvqSYqPIQh/Xr16HnTB7vm5lC1uTmM5yxxGOMHckqqGTUghpAQ7z6/0Vp6Ul+qam1uDtM1ljiM8QM5e6oYldhz1VQtbOgRczgscRjjY9V1jeyqrCWth57fcDdmoDM3h7VzmC6wxGGMj+X6oGG8Ra+IUEYkRNsdh+kSSxzG+JgvelS5Sx/c1+bmMF1iicMYH8suriI8VBge19sn509P6sPOvQeoPNDgk/ObwGOJwxgfyy2uZmRCDGGhvvnv2NJAbncdxlOWOIzxseziakb14FAjrdnQI6arLHEY40O1DU3sKK/xSVfcFomxkSTa3BymCyxxGONDuSXVqNKjgxu2JT3J5uYwnrPEYYwP+WJww7aMS+pDdnEVjU3NPo0j0DQ0NbOjrMbXYfQ4SxzG+FBOcTUhAikJvulR1WLUgBgampQCG3qkS349L4uZf/ycj7KKfB1Kj7LEYYwPZe+pJiU+2ucz8KUmRgP/exjRdC6vpJpXVxQQHhrCD15eTWZ+ua9D6jGWOIzxoZbBDX1tpNM4n1tiicNTD3+STURoCP/9wXSG9OvF9c+tYOueKl+H1SO8mjhEZJaIbBGRHBG5s431kSLyqrN+mYikOOVnichKEVnv/Hu62z4LnGOucV4DvPkejPGW+sZm8kv3+0Xi6NsrnMTYSEscHsraVcl/1+7i+ukpjB4Yy/PXTyUqPJRrnlnOrorgr+7zWuIQkVDgUeBcIB2YKyLprTa7AdirqqOAh4EHnPJS4EJVnQBcw6Hzj39LVSc5r2JvvQdjvGl72X4am9XnPapapCZGk1uy39dhBIQ/fbSVPlFh3HRKKgBD43rz/PVTqa5t5JpnllNRU+/jCL3Lm3ccU4EcVc1T1XrgFWB2q21mA887y28AZ4iIqOpqVd3llGcBvUQk0ouxGtPj/KVHVYvUxBhyiqttUqdOZOaX89nmYm6emUrf3uEHy8cl9eHJqzPYXlbDd57PpLahyYdRepc3E8cQoMDt551OWZvbqGojUAnEt9rmMmCVqta5lT3rVFPdJSJtznwjIjeJSKaIZJaUlBzJ+zDGK7KLqxFxfWD7g5GJMVQeaKB8f3B/Wz4SqsqDH24hISaSa09KOWT9tNR4/jJnEit37OXWl1YHbfdmv24cF5HxuKqvvutW/C2nCusU53VVW/uq6pOqmqGqGYmJid4P1pguyi6uZki/XvSK8G2PqhYHe1ZZdVW7Fm4tYXl+OT88YxS9I8La3Oa8CUn89qLxfLJpD7/6z4agvIPzZuIoBIa6/ZzslLW5jYiEAX2BMufnZOBt4GpVzW3ZQVULnX+rgJdwVYkZE3ByiqtJ84OG8Rap1rOqQ83NykPzt5Dcvxdzjh/W4bZXT0vh1tNG8cqKAv7wwWaam4MreXgzcawA0kRkhIhEAHOAea22mYer8RvgcuAzVVUR6Qe8B9ypqotbNhaRMBFJcJbDgQuADV58D8Z4RVOzkltS7ZNZ/9ozpF8vIsNC7FmOdnyYVUTWrn38+MzRRIR1/tF5x9mj+dYJw3jiizyuf34Fe4OoCtBricNps7gVmA9sAl5T1SwRuUdELnI2exqIF5Ec4HagpcvurcAo4O5W3W4jgfkisg5Yg+uO5SlvvQdjvKWgvIb6xmafDm7YWkiIMDIxhrxSq6pqrbGpmT9+tIW0ATFcPLl1U23bRIT7Lj6G+y4+hiU5ZZz/1y9ZvWOvlyPtGW1X0nUTVX0feL9V2d1uy7XAFW3sdx9wXzuHndKdMRrjCy09qnw5nHpbUhOjWV9Y6esw/M5bqwvJK9nP49+eQmhIm/1x2iQifPvE4Ryb3I9bXlrJlU8s5ZfnjeOak1Jop19PQPDrxnFjgpWvp4ttT2piDAXlNUHdlbS1/XWNHbZB1DU28cgn2Ryb3Jdzxg88rHNMSO7Lu7eewqmjB/Cb/27k1pdWU1UbuDMuevWOwxjTtuziKgb2iaRPVHjnG/eg1AExNCtsL6thzCD/aX/xhqLKWh75dCuvZe6kd3goxw7tx6Sh/Zg8zPVvfIzr0bGXlu2gsOIAD1w28YjuEvr2Duepq6fw5Bd5PDh/C5t27+Mf3z6OsYP6dNdb6jGWOIzxgdziar958M/d/7rkVgdt4qisaeCxhbk8u3gbzarMOd7V+XNNQQWPLcylybn7GBbXm0lD+7E4p5STUuOZnpZwxOcWEb57aiqThvbjBy+v5uJHF/PAZROZPcmzdhN/YYnDmB6mqmQXV3NlxtDON+5hIxOcLrlB2LPqQH0Tzy3J57EFOVTVNXLxpCHcftZohsb9b0j7mvpGNhTuY/WOvawpqGD5tnIqDzTws1ljuzWWE0bG894PT+H7L63itlfWUFJVx3dOGdmt5/AmSxzG9LBdlbXU1Df5zRhV7npFhDKkX6+gepajsamZ11fu5C+fbGXPvjpOHzuAn54zhnFJh1YR9Y4IY+qIOKaOiDtYVtfY5JVh7xNjI3nhhqnc/upa7ntvE8VVddw5aywhXWh89xVLHMb0sIM9qvyoK6671AExQfP0eGNTM1c+sZRVOyo4blg//jb3uK8lBU94c66UyLBQ/jp3MgkxETz5RR4lVXU8ePlEwkP9u9+SJQ5jeli2M2eDPz385y41MZpX88tR1YDuMgrwWuZOVu2o4P5LjuGbU4f55fsJDRF+c9F4BvSJ4qH5WyjbX89j3zqO6Ej//Xj277RmTBDKKa4mPjqCuOgIX4fSppGJMdTUN1G0r9bXoRyRqtoG/vzxFqamxPlt0mghInz/tFE8eNlEFueUMvepryitrut8Rx+xxGFMD8suribVz57fcPe/aWQDu7rq8YW5lFbX86sLxvl10nB35fFDeeLbU9hSVMXljy2hoLzG1yG1yePEISKhIjJYRIa1vLwZmDHBSFX9bnDD1kYFwWCHuyoO8M8vt3HxpMFMTO7n63C65Mz0gbx04wnsrWng0seWsM0Ph4DxKHGIyA+APcDHuAYffA9414txGROUSqrrqDzQ4NeJIzE2ktjIsIBOHA/N3wLAT7u5G21PmTI8jjdunkZlTQOvLN/h63AO4Wnry23AGFUt82YwxgS7nD0tQ434Z8M4uOrbRw6ICdjEsW5nBW+vLuSWmakM6dfL1+EctrSBsUwa1o+lef73setpVVUBrtn5jDFHIMf5MPbHZzjcpSZGB2Qbh6py37ubSIiJ4HszU30dzhGbNjKeDYWVVB7wr3GtPE0cecACEfmFiNze8vJmYMYEo+w91cRGhTEgNtLXoXQoNTGGon21VNc1+jqULpmftYfl+eX8+KzRxPrZOGCHY1pqPM0Ky7eV+zqUr/E0cezA1b4RAcS6vYwxXZBdXEXagBi/7+XTMhtgXgBVV9U3NvOHDzaRNiCGb/jhcC6HY/KwfkSGhbA017+qqzxq41DV3wKISIzzc+D8NRnjR3KK93P62ERfh9GpUQNcXXLzSvYHTK+kf3+1nfyyGp697njC/PzJa09FhoWSkdLf79o5PO1VdYyIrAaygCwRWSki470bmjHBZe/+ekqr6/xyVNzWhsVFExoiAdNAXlFTzyOfZnNKWgIzR/t/Yu6KaSPj2bR7H+V+NPWsp2n5SeB2VR2uqsOBO7ApW43pkpaGcX+b9a8tEWEhDI/rHTCJ42+f5bCvtoH/Oy9wHvbz1LRU13Duy/zorsPTxBGtqp+3/KCqC4DoznYSkVkiskVEckTkzjbWR4rIq876ZSKS4pSf5dzVrHf+Pd1tnylOeY6I/FWC7a/EBC1/H9ywtZGJMQHRsyq/dD//WprPlVOGtjnibaCbmNyX3hGhflVd5XGvKhG5S0RSnNevcPW0apeIhAKPAucC6cBcEUlvtdkNwF5VHQU8DDzglJcCF6rqBOAa4AW3fR4DbgTSnNcsD9+DMT61cdc+ejvDlgeC1MRotpXuPzixkb965NNswkNDuOPs0b4OxSvCQ0M4PiWOJX7UQO5p4rgeSATecl6JTllHpgI5qpqnqvXAK8DsVtvMBp53lt8AzhARUdXVqrrLKc8Cejl3J0lAH1X9SlUV+BdwsYfvwRifWpxbytQRcQEx3wK4elbVNzWzc69/jpcEUNvQxEdZRcyeNIQBfaJ8HY7XnJQaT05xNcVV/jHwpEeJQ1X3quoPVfU453Wbqu7tZLchuB4cbLHTKWtzG1VtxPWQYXyrbS4DVqlqnbP9zk6OCYCI3CQimSKSWVJS0kmoxnhXYcUB8kr2c0pa4DTcpg743zSy/mpxTin765uYdcwgX4fiVdNSXR+LX+X5x/McHSYOEfmL8+9/RWRe65e3g3N6bj0AfLer+6rqk6qaoaoZiYmB85/VBKdF2a4vL6d0w7zVPeV/08j6bzvH/KwiYqPCmDay9ffN4DJ+cF9io8JYmlvq61CAzp/jaGlb+ONhHLsQcH8KJ9kpa2ubnSISBvQFygBEJBl4G7haVXPdtk/u5JjG+J0vsksZ2CfSrwc3bK1/dATx0RF+e8fR2NTMJ5uKOX3sACLCguO5jfaEhggnjIjzmwcBO7zaqrrSWZykqgvdX8CkTo69AkgTkREiEgHMAVrfpczD1fgNcDnwmaqqiPTDNQLvnaq62C2e3cA+ETnR6U11NfCOB+/TGJ9palYW55QyfVRiwHUVTU3038EOM7fvpXx/PeeMD+5qqhbTUhPIL6thV8UBX4ficeP4NW2UXdvRDk6bxa3AfGAT8JqqZonIPSJykbPZ00C8iOQAtwMtXXZvBUYBd4vIGuc1wFl3C/BPIAfIBT7w8D0Y4xNZuyqpqGlgxujAqaZqkTog2m/nH/9wQxERYSGcGmQP/LWnpTrOH+46OqyqEpG5wDeBEa3aNGKBTltpVPV94P1WZXe7LdcCV7Sx333Afe0cMxM4prNzG+Mvvsx21UufPCoAE0diDOX7CyjfX+9XU92qKh9v3MOMtAS/npu7O40dFEv/3uEszSvjsinJne/gRZ1d8SXAbiAB+JNbeRWwzltBGRNMvswuIT2pDwkx/j0iblvcBzuMi47zcTT/s6FwH4UVB7jtzDRfh9JjQkKEE0fGszS3DFX1abVnZ20c21V1gapOa9XGscqpijLGdKCmvpGV2/cGVG8qd6l+Oo3s/KwiQgTOHDfQ16H0qGmp8RRWHKCg3LftHJ4OcniiiKwQkWoRqReRJhHZ5+3gjAl0y/LKaWjSgHp+w92Q/r2ICAvxu3aO+VlFTB0R51fVZz3hYDtHnm+75XraOP53YC6QDfQCvoNrOBFjTAe+zC4lMiyEjJT+vg7lsISGCCMToskt9p87jrySarKLq4+a3lTuRg2IISEm0ucN5B53flbVHCBUVZtU9VlsjChjOvVldglTR8QRFR7q61AO28jEaL+qqpqftQeAs4/CxCEiTEuNZ4nTzuErniaOGudZjDUi8qCI/LgL+xpzVCqqrCW7uDpg2zdapCbGULD3AHWNTb4OBXBVU00Y0jdgBovsbtNGxlNcVUdeqe+qDz398L8KCMX1fMV+XE97X+atoIwJBl8eHGYkMNs3WqQmxtDUrOwo8/1gh0WVtawpqOCc8UdXo7i7k1J9/zyHp4McblfVA6q6T1V/q6q3O1VXxph2LMopJSEmkrGD/H/Gv474U8+qjzcWAQT9oIYdGR7fm6S+UT5NHJ09ALgeaLciTVUndntExvixusYmIsM6b69oblYWZZcyY3TgDTPS2sjEllFyfd+zan7WHkYmRjMqAKbf9RYRYdrIeBZuLfHZ8xydPQB4QY9EYYyHahuaWL2jghNHxvXof5jtZft55JNs3lm7iz9cOoErMoZ2uP2mon2U7TRxZj4AACAASURBVK9negA+Ld5adGQYSX2jfN6zqrKmga/yyrhxxkifxuEPpqXG89bqQrbuqWaMD+5oPXkAcLuqbneK0pzlYjwYcsSY7vZaZgFzn/qKV1cUdL5xNyisOMAv3lrH6X9ayPsbdjO0fy9++9+NFHYy0FzLMCOB3jDeYvTAWFYXVPi0J8+nm/fQ2KxHZTfc1lrm51jio2HWPX0A8EZcM/Q94RQlA//xVlDGtOcrZ97lX8/LYktRldfOU7yvll+/s4HTHlrAmysLuerE4Xzx09N44YYTUFV+/sa6Dj9EF2WXMmZgbNDMSnfuMYPYVrqftTsrfRbD/KwiBvWJYuKQvj6LwV8k9+/N0LhePmvn8LRX1feBk4F9AKqaDQzocA9jupmqsnxbOTNGJxIbFc73X1pFTX33jnxTVl3H/e9t5JQHP+fFZTu4bEoyn/90Jr+5aDwD+kQxNK43/3f+OBbllPLS8h1tHqO2oYnl+eVBc7cBcN7EJCLCQnhr1c7ON/aCA/VNLNxawtnjBwbM1LvedtLIBJZtK/fJnPCeJo46Z95wAJxJl/x7BnsTdPJK91NaXc95xwzikTmTyC2p5tfvZB3xcZublSW5pfzoldWc9IfPeHrRNs6fmMSnd5zK7y+dcMjzAt+cOozpoxK4/71NFJQf2kV1+bZy6hubmR5EiaNPVDhnpw9k3tpd1Dc29/j5F24tobah2aqp3ExLjafyQANrCip6/NyeJo6FIvJ/QC8ROQt4Hfiv98Iy5lDLt7ma1aaOiOPkUQn84LRRvL5y52F/Cy6qrOXRz3OY+ccFfPOpZXy6uZgrM4by0Y9n8OcrJzE8PrrN/USEBy6fSIgIP3tjHc2tvvF9mV1CRGgIJ4wIrulML5uSTEVNA59vKe7xc3+UVUTfXuFMHeE/I/T62hnjBhATGca/v9re+cbdzNPEcSdQAqzHNf/3+8CvvBWUMW1Zvq2chJhIRiS4PtB/eEYaU0fE8av/bCDHwx4/DU3NzM8q4vrnVnDSHz7loflbGNwvir98YxIrfnkm9158jEddPYf068Wvzh/H0rwy/r3s6/9xv8wuJSOlP70iAneYkbacMiqBhJjIHq+uamhq5pNNezhj3ADCQ23AihaxUeFckZHMu+t2sWdfbY+eu9PfgoiEAi+o6lOqeoWqXu4sW1WV6VHLt5Vzwoj/dcMNCw3hr3MmExUeyq0vraK2of0hMZqalbdW7WTmQwv47gsr2VBYyc2nprLgJzN55aZpXDx5SJfHk/rG8UOZMTqR37+/me1lrmcciqtq2VxUFfBPi7clLDSEiycN5rPNxezdX9/5Dt1kWV45+2obrZqqDdeelEJjs/b4XUeniUNVm4DhzlhVxvjEzr01FFYcOKSqYlDfKP505bFsLqri3nc3HrKfqvL55mLO/+uX3P7aWvpHh/PU1RksufN0fjZrLCkJbVdHeUJEeOCyCYSFCj993VVltTgnuLrhtnbpcck0NCnvrtvVI+dTVZ78Mo+YyDBmBGEyPlLD46M5c9xAXly2o8MvTt3N0/u+PGCxiNwlIre3vDrbSURmicgWEckRkTvbWB8pIq8665eJSIpTHi8inzvzf/y91T4LnGO2novcBDH39o3WThszgO+eOpIXl+342gfaqh17+caTX3Hdcys40NDEX+dOZt73p3NW+kDCuqnKI6lvL+6+IJ3l+eU8tySfL7eWEhcdQXpSn245vr9JH9yHsYNieWNVYY+c781VhXyxtYSfnjMm6Kr+usv1J4+gfH8976zpmd8JdP7keItc5xWCa77xTjlVXI8CZwE7gRUiMk9V3b8W3gDsVdVRIjIHeAD4BlAL3IVrbvG25hf/ljP3uDlKLN9WTp+oMMYMbPvP7ydnj2H5tnLufHM9MZFhvLK8gA+zikiIieCe2eOZc/wwIsK8Uz9++ZRkPthQxIPzNxMVHsopaYlB3WX08inJ3PfeJnKKqxk1IMZr5ymuquXedzeSMbw/V5043GvnCXQnjoxjXFIfnlmUz5UZQ3tkRAVP2zhincENv/bqZNepQI6q5jldeV8BZrfaZjbwvLP8BnCGiIiq7lfVRbgSiDEs31bO1BFx7X4gh4eG8Le5kwkNEa59dgVfZpfw4zNHs/Cnp3H1tBSvJQ1wVVn9/tIJRISGUFHTELTVVC0umjSYEIG3V3u3kfzX72RxoKHJ1YMtiBPxkRIRrj85hS17qljSQw8EetrGcfJhHHsI4D4uxE6nrM1tnDnMKwFP+jA+61RT3SXtpFcRuUlEMkUks6SkpOvRG79RXFVLXun+TrtiJvfvzRNXTeEHp49i4c9O47Yz04iO9PSm+sgM7BPF/ZdMID46gpmjg7sufkBsFDNGJ/L2qsJDuiJ3lw/W7+aDDUX86My0g6PzmvZdeOxgEmIieGbRth45n6dfw9aIyDwRuUpELm15eTWy9n1LVScApzivq9raSFWfVNUMVc1ITAzu/8jBbsW2vQBM9eC5iBNHxnPH2WNIiIn0dliHuPDYwWT+6sygGWakI5cel8yuylq+2tb933Arauq5650sjhnSh5tOsQENPREVHsq3ThjOp5uL2dYDEzx5mjiigDLgdOBC59XZyLmFuCZ8apHslLW5jfM0el/nPO1S1ULn3yrgJVxVYiaILd9WRu+IUMYP9v8G50AfQt1TZ6cPJDYyjLe80Eh+77ubqKip54HLJnZbJ4ajwbdOHEZEaAjPLvb+XYenEzld18br+k52WwGkicgIpyvvHGBeq23mAdc4y5cDn3X0fIiIhIlIgrMcjit5bfDkPZjAtWxbOVOG97eHv/xIVHgo501I4oP1u7t1vLCFW0t4c9VObj41lfGDbTDDrhgQG8WFxw7m9cydVNY0ePVcno6Omywib4tIsfN6U0SSO9rHabO4FZgPbAJeU9UsEblHRC5yNnsaiBeRHOB2XE+ot5wzH/gzcK2I7BSRdCASmC8i64A1uO5YnurKGzaBpaKmni17qjg+xYaa8DeXTUlmf30T87OKuuV41XWN/N9b60lNjObW00d1yzGPNtdPT+FAQxOvZrY9AGd38bTl8Flc1UJXOD9/2yk7q6OdVPV9XMOTuJfd7bZc63bM1vumtHPYKR5FbIJCZv5eVNt+fsP4Vsbw/gyN68Vbqwq5ZHKH3yM98tCHm9lVeYA3bj6py0/xG5fxg/ty4sg4nl+ynetPHuG1qj5Pj5qoqs+qaqPzeg6wFmfjdcvzy4kIDWHS0H6+DsW0EhIiXDI5mUU5pRRVHlnP+RX55Ty/dDvXnpTClOH9uynCo9P1J4+gsOIAH23c47VzeJo4ykTk2yIS6ry+TSeN2MZ0h2Xbyjl2aF/7BuqnLp08BFX4zxE8tVzb0MTP31hHcv9e/OTsMd0Y3dHpjHEDGRbX26tdcz1NHNcDVwJFwG5cDdnXeikmYwDYX9fIhsJKq6byYykJ0UwZ3p83V+48rGllaxua+N6/V5JXup8/XDqxx567CWahIcK1J6WQuX0va700V4enieMe4BpVTVTVAbgSSWdPjhtzRFbt2EtTs3r0/IbxnUuPG0J2cTVZu/Z1ab/ahia++8JKPt9Swu8vnRBUE1/52hUZycREhnmta66niWOiqu5t+UFVy4HJXonIGMfybeWECFbn7ecumDCYiLAQfvn2+oPDy3emtqGJG/+VyRfZJTxw2QTmTh3m5SiPLrFR4VyZMZR31+2m2AtzdXiaOEJE5OD/XhGJw/MeWcYclmXbyjlmSF9irPrCr/XtHc4j35hEXul+znvkS15bUdBhtdWB+ia+83wmi3JKeeCyiXzjeEsa3nDDKSN47rqpJMZ2/ygKniaOPwFLReReEbkXWAI82O3RGOOobWhiTUEFU+35jYBw7oQkPvzRDCYk9+Vnb67j5n+vpLyNyZ4O1Ddxw/MrWJxbykOXH8uVGUPbOJrpDkP69WJ6WoJXRjPw9MnxfwGXAnuc16Wq+kK3R2OMY93OSuobm61hPIAM6deLl75zIr88bxyfby7hnL988bX5yWvqG7nuueUszSvjT1ccy+VTjvzZD+MbHtcBOPNoHDrFmjFesNwZPM+eGA8sISHCjTNGcvKoBH706mque3YFV08bzm1npPG9F1eRmV/Ow1dO4uLJrQfKNoHEKo+NX1q2rZwxA2PpH20zFgei9MF9mHfrdB6av4WnF23jleUFNDY38/A3JjF7kiWNQGejxhm/09jUzMrte62aKsBFhYdy1wXp/PuGExg3uA9/nTvZkkaQsDsO43eydu2jpr7JEkeQmJ6WYM9oBBm74zB+Z0V+OWADGxrjryxxGL+zbFs5KfG9GXgUzKRnTCCyxOGn/vDBZmY+9DlfZh9d86U3Nysr8svtbsMYP2aJw0sO1Dfx6oodhzU7WkF5DU8vymNXZS1XPb2cX7y1jqpa787o5S+2FldRUdNg3XCN8WOWOLxAVfnVfzbw8zfX88gn2V3e/++f5SAifPzjGXz31JG8uqKAcx7+goVbg//uY0mO6/mNaak2sKEx/soShxe8llnAm6t2MqhPFM8uzmdHWY3H++aX7ueNVTv51gnDGB4fzS/OHceb3zuJ3pFhXPPMcn7+xjr2BfHdx5LcMobH9ya5f29fh2KMaYdXE4eIzBKRLSKSIyJ3trE+UkReddYvE5EUpzxeRD4XkWoR+XurfaaIyHpnn7+KNwZiOQIbd+3j7neymD4qgbduOYnQEOH3H2zyeP+/fppNeKjwvZmpB8smD+vPuz+YzvdmpvL6ygLO/vMXfL65uIOjBKbGpmaW5ZVxkt1tGOPXvJY4RCQUeBQ4F0gH5opIeqvNbgD2quoo4GHgAae8FrgL+Ekbh34MuBFIc16zuj96lz37amloavZ4+321Ddzy4kr69Q7nL3MmMbhfL24+NZUPNhSxLK/zCRNziqv5z5pCrp6WwoDYr/coigoP5eezxvLWLScTGxXGdc+t4NHPc7r8nvzZhl37qKprZFqq9fk3xp95845jKpCjqnmqWg+8Asxutc1s4Hln+Q3gDBERVd2vqotwJZCDRCQJ6KOqX6lr3OZ/ARd7I/iGpmaufno5c578ip17O69qUlV+9vo6CvYe4O/fPI6EGNdQxjfNGElS3yjue28Tzc0dz5D2yKfZRIWH8t0ZI9vdZtLQfrz7w+mcPnYAjy/IPazGd3+1JLcUgGkj7Y7DGH/mzcQxBChw+3mnU9bmNqraCFQCHX1qDHGO09ExARCRm0QkU0QyS0q63qgcHhrCraePYktRFec98iUfbijqcPtnFufzYVYRP5815ms9gnpFhPKzWWNYX1jJ26vbn5d5S1EV767bxbUnpRAf0/H4+ZFhodx8aipVdY28u3Z3196YH1uaW8aYgbFemT/AGNN9grZxXFWfVNUMVc1ITEw8rGNceOxg3vvhdFISorn53yu5+50N1DY0HbLdyu17+f37mzgrfSA3nnLo3cLsY4dwbHJfHpy/ud07hL98spWYiDBu6uBuw93xKf0ZNSCGl5bv6Nqb8lN1jU2syC+33lTGBABvJo5CwH2WlmSnrM1tRCQM6At01BhQ6Byno2N2q+Hx0bxx80ncMH0E/1q6nUv/sYTckuqD68v313PrS6tI6hfFH684ts1JU0JChLsuSGfPvjqeWJh3yPqsXZV8sKGI66ePoF9vz0aDFRHmTh3GmoIKNnZxrmd/tGZHBbUNzdYwbkwA8GbiWAGkicgIEYkA5gDzWm0zD7jGWb4c+Ew7mHNSVXcD+0TkRKc31dXAO90f+tdFhIVw1wXpPH1NBrsrD3Dh3xbx5sqdNDcrP3p1DWXV9fzjm1Po2yu83WNkpMRx/sQknvgil92VB7627uGPt9InKozrp4/oUlyXHTeEiLAQXg6Cu47FuWWECJxg7RvG+D2vJQ6nzeJWYD6wCXhNVbNE5B4RucjZ7GkgXkRygNuBg112RSQf+DNwrYjsdOuRdQvwTyAHyAU+8NZ7aO2McQN5/7ZTOGZIX+54fS3n/20RX2wt4dcXpTMhuW+n+985ayzNCg99uOVg2dqCCj7ZVMxNM0Z2mHja0q93BOdPSOI/qwsDvpF8aW4pE4b07fI1MMb0PK+2cajq+6o6WlVTVfV+p+xuVZ3nLNeq6hWqOkpVp6pqntu+Kaoap6oxqprszECIqmaq6jHOMW/t6A7FG5L69uLlG0/ktjPS2Fy0j0smD+GbU4d5tO/QuN7cMH0Eb60uZG1BBQB//ngr/XuHc+3JXbvbaPHNE4YFfCN5TX0jq3dUWDdcYwJE0DaOe1NoiPDjs0az+Oent9uu0Z5bZqaSEBPBve9uJDO/nIVbS/juqanERB7e1CgZw12N5C8GcHXVivy9NDartW8YEyAscRyBwf16ERrStQfXY6PCuePsMWRu38stL64iISaCq6cNP+wYWhrJ1xZUkLWr8rCP40tLckoJDxUyUvr7OhRjjAcscfjAlRlDGTsoluKqOm4+NZXeEUc2EWNLI/kryws639gPLcktY/Kw/kd8HYwxPcMShw+EhggPXX4sc44fyrdPPPy7jRaB3EheWdPAhl2VVk1lTACxxOEjE5L78ofLJhIVHtotxwvURvKvtpWhCidZw7gxAcMSR5AI1EbypbllRIWHMGloP1+HYozxkCWOICEifDMAG8kX55RyfEocEWH2p2hMoLD/rUHk0gB7kry4qpbs4mpOHmXVVMYEEkscQaRf7wgumJDEf1bvCohG8qW5rmHJrGHcmMBiiSPIzD1hGNUB0ki+NLeM2Kgwxg/ufLgWY4z/sMQRZAKpkXxxbiknjozv8kOUxhjfssQRZNwbyTPzy30dTrsKymsoKD/AyVZNZUzAscQRhC49bgixUWFc/vhSZj+6mH9+mXfIUO6+drB9wxrGjQk4ljiCUL/eEcz/0Qx+PmssjU3N3PfeJqb9/jMuf2wJzy3eRvG+2s4P4mVLcktJiIkgbUCMr0MxxnSR9PCo5D6RkZGhmZmZvg7DZ7aV7ufdtbt4b/1uNhdVIQInpybwyJxJnc5v7g2qygm/+5QTRsbzt7mTe/z8xhjPiMhKVc1oXW53HEeBEQnR/OCMND780Qw+/vEMfnDaKBbllPLmqp0+iSe3pJriqjrrhmtMgLLEcZRJGxjL7WePYczAWBZsKfFJDEuc9o2TbXwqYwKSJY6j1MwxiazIL6e6rucfFFySU8aQfr0YGterx89tjDlyXk0cIjJLRLaISI6I3NnG+kgRedVZv0xEUtzW/cIp3yIi57iV54vIehFZIyJHb8PFEZo5ZgANTcrinNIePW9tQxNL88qYlhrfpZkTjTH+w2uJQ0RCgUeBc4F0YK6IpLfa7AZgr6qOAh4GHnD2TQfmAOOBWcA/nOO1OE1VJ7XVaGM8k5HSn5jIMBZsKe7R8764bAeVBxq47LjkHj2vMab7ePOOYyqQo6p5qloPvALMbrXNbOB5Z/kN4AxxfQ2dDbyiqnWqug3IcY5nukl4aAgnj4pnwZYSeqpnXU19I48tyOGk1HimWcO4MQHLm4ljCOA+l+lOp6zNbVS1EagE4jvZV4GPRGSliNzU3slF5CYRyRSRzJIS3zQC+7vTxgxgd2UtW/dU98j5/v3Vdkqr67n9rNE9cj5jjHcEYuP4dFU9DlcV2PdFZEZbG6nqk6qaoaoZiYmJPRthgDh1jOu6fN4D1VXVdY08vjCPGaMTyUiJ8/r5jDHe483EUQgMdfs52SlrcxsRCQP6AmUd7auqLf8WA29jVViHLalvL8YOiu2Rdo7nl+RTvr+eH5+Z5vVzGWO8y5uJYwWQJiIjRCQCV2P3vFbbzAOucZYvBz5TV4X7PGCO0+tqBJAGLBeRaBGJBRCRaOBsYIMX30PQmzlmAJn5e6mqbfDaOfbVNvDkF3mcPnYAk4f199p5jDE9w2uJw2mzuBWYD2wCXlPVLBG5R0QucjZ7GogXkRzgduBOZ98s4DVgI/Ah8H1VbQIGAotEZC2wHHhPVT/01ns4Gswck0hjs3e75T67KJ/KAw3WtmFMkAjz5sFV9X3g/VZld7st1wJXtLPv/cD9rcrygGO7P9Kj15Th/YmNDGPBlhJmHZPU7cevrGngn4vyODt9IMcMsQmbjAkGgdg4brpReGgI09MSvNYt95+L8qiqbeTHdrdhTNCwxGE4bcwAivbVsrmoqluPu3d/Pc8s2sb5E5IYl9SnW49tjPEdSxzGa91yn/gij5qGJn5kPamMCSqWOAwD+0QxLqlPt46WW1pdx/NL8rno2MGkDYzttuMaY3zPEocB4LQxiazcvpd93dQt9/EFudQ1NnHbGXa3YUywscRhANfzHE3NyqLsI++WW7yvlhe+2s4lk5MZmWhTwxoTbCxxGACOG9aP2KjuGS33HwtyaWxWfnjGqG6IzBjjbyxxGADCQkOYkZZ4xN1yS6vreHn5Di47bgjD46O7MUJjjL+wxGEOOnVMIsVVdWzcve+wj/H8knzqm5r57qmp3RiZMcafWOIwB80c7eqWe7i9q/bXNfKvpds5O30gqda2YUzQssRhDhrQJ4rxg/scdjvHy8tds/vdbHcbxgQ1Sxzma04bM4BVOyqoPNC1brn1jc08vWgbJ4yIsxFwjQlyljjM18wck3hY3XLnrd3F7spabp5pdxvGBDtLHOZrJg3tR99e4V0afqS5WXliYS5jB8UebCcxxgQvSxzma8JCQzglLYGFW0tobvasW+5nm4vJLq7m5lNTEREvR2iM8TVLHOYQ509IoqSqjnvf2+jRMx2PL8xlSL9eXDCx++fzMMb4H0sc5hCzjhnE9SeP4NnF+Ty+MK/DbTPzy8ncvpcbTxlBWKj9ORlzNPDqDIAmMIkIvzp/HKXVdTzw4WYSYiK4ImNom9s+vjCP/r3DufL4ttcbY4KPV78iisgsEdkiIjkicmcb6yNF5FVn/TIRSXFb9wunfIuInOPpMU33CAkR/njFsZySlsCdb63ns817Dtkme08Vn2zaw9XTUugdYd9BjDlaeC1xiEgo8ChwLpAOzBWR9Fab3QDsVdVRwMPAA86+6cAcYDwwC/iHiIR6eEzTTSLCQnjs21NIT+rDLS+uYtWOvV9b/8QXeUSFh3DNSSm+CdAY4xPevOOYCuSoap6q1gOvALNbbTMbeN5ZfgM4Q1zdcmYDr6hqnapuA3Kc43lyTNONYiLDePa64xnYJ4rrn1tBTnE1ALsrD/DOmkLmHD+MuOgIH0dpjOlJ3kwcQ4ACt593OmVtbqOqjUAlEN/Bvp4cEwARuUlEMkUks6Sk+2a2OxolxETyr+unEhYiXPPMcooqa3n6y200K9wwfYSvwzPG9LCg7Qajqk+qaoaqZiQm2kNpR2p4fDTPXTeVygMNXP3MMl5evoMLJyYxNK63r0MzxvQwbyaOQsC9q02yU9bmNiISBvQFyjrY15NjGi85ZkhfnrxqCttK97O/vsmGTjfmKOXNrjArgDQRGYHrw30O8M1W28wDrgGWApcDn6mqisg84CUR+TMwGEgDlgPiwTGNF500KoF/XnM8eSXVjEvq4+twjDE+4LXEoaqNInIrMB8IBZ5R1SwRuQfIVNV5wNPACyKSA5TjSgQ4270GbAQage+rahNAW8f01nswbTt1dCKn2phUxhy15EimCQ0UGRkZmpmZ6eswjDEmoIjISlXNaF0etI3jxhhjvMMShzHGmC6xxGGMMaZLLHEYY4zpEkscxhhjusQShzHGmC6xxGGMMaZLjornOESkBNh+mLsnAKXdGE53stgOj8V2eCy2wxPIsQ1X1UOe9j0qEseREJHMth6A8QcW2+Gx2A6PxXZ4gjE2q6oyxhjTJZY4jDHGdIkljs496esAOmCxHR6L7fBYbIcn6GKzNg5jjDFdYnccxhhjusQShzHGmC6xxNEOEXlIRDaLyDoReVtE+rmt+4WI5IjIFhE5p4fjukJEskSkWUQy3MpTROSAiKxxXo/3ZFydxees89l1a01EfiMihW7X6zxfxuPENMu5Njkicqev43EnIvkist65Vj6d3EZEnhGRYhHZ4FYWJyIfi0i2829/P4rNL/7WRGSoiHwuIhud/6O3OeVdv3aqaq82XsDZQJiz/ADwgLOcDqwFIoERQC4Q2oNxjQPGAAuADLfyFGCDH1y39uLz6XVrI87fAD/x9fVyiyfUuSYjgQjnWqX7Oi63+PKBBF/H4cQyAzjO/e8deBC401m+s+X/q5/E5hd/a0AScJyzHAtsdf5fdvna2R1HO1T1I1VtdH78Ckh2lmcDr6hqnapuA3KAqT0Y1yZV3dJT5+uqDuLz6XULAFOBHFXNU9V64BVc18y0oqpf4Jpq2t1s4Hln+Xng4h4NytFObH5BVXer6ipnuQrYBAzhMK6dJQ7PXA984CwPAQrc1u10yvzBCBFZLSILReQUXwfTij9et1udqshnfFW14cYfr487BT4SkZUicpOvg2nDQFXd7SwXAQN9GUwb/OlvDRFJASYDyziMaxfmtcgCgIh8AgxqY9UvVfUdZ5tfAo3Ai/4UVxt2A8NUtUxEpgD/EZHxqrrPT+LrcR3FCTwG3IvrA/Fe4E+4viCYtk1X1UIRGQB8LCKbnW/XfkdVVUT86TkDv/pbE5EY4E3gR6q6T0QOrvP02h3ViUNVz+xovYhcC1wAnKFOBSBQCAx12yzZKeuxuNrZpw6oc5ZXikguMBro9obMw4mPHrhurXkap4g8BbzrzVg80OPXpytUtdD5t1hE3sZVteZPiWOPiCSp6m4RSQKKfR1QC1Xd07Ls6781EQnHlTReVNW3nOIuXzurqmqHiMwCfgZcpKo1bqvmAXNEJFJERgBpwHJfxOhORBJFJNRZHokrrjzfRvU1fnXdnP8gLS4BNrS3bQ9ZAaSJyAgRiQDm4LpmPici0SIS27KMq+OIr69Xa/OAa5zlawB/uvP1i781cd1aPA1sUtU/u63q+rXzdUu/v75wNd4WAGucCzeV5wAAAdlJREFU1+Nu636JqwfMFuDcHo7rElz133XAHmC+U34ZkOXEugq40EfXrc34fH3d2ojzBWA9sM75j5PkB39z5+Hq6ZKLq9rPp/G4xTUSVy+vtc7fmE9jA17GVTXb4Pyt3QDEA58C2cAnQJwfxeYXf2vAdFzVZevcPtfOO5xrZ0OOGGOM6RKrqjLGGNMlljiMMcZ0iSUOY4wxXWKJwxhjTJdY4jDGGNMlljiM8TIRqfZ1DMZ0J0scxhhjusQShzE9RERiRORTEVnlzG0x223dXc5cHItE5GUR+YkvYzWmI0f1WFXG9LBa4BJ1DSyXAHwlIvOADFxP/h8LhON68n+l78I0pmOWOIzpOQL8TkRmAM24hk0fCJwMvKOqtUCtiPzXhzEa0ylLHMb0nG8BicAUVW0QkXwgyrchGdN11sZhTM/pCxQ7SeM0YLhTvhi4UESinLkSLvBZhMZ4wO44jOk5LwL/FZH1uOZJ2Qyg+v/t3aENQlEMBdBeS5iEwRgKxzw4mIQEX8T7nlTxxDkT1N00N2n7cXQdz1oXhV9V9f7blPCD67iwgSTn7v4kOdV6kHTt4z807MbGAXu4JbnU6jzuQoOd2TgAGFGOAzAiOAAYERwAjAgOAEYEBwAjXxaUL1Rn5EkLAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "xcov = [crosscorr(tweets_grouped, crypto_usd_grouped, lag=i, method=\"pearson\") for i in range(-20,20)]\n",
    "plt.plot(range(-20,20), xcov)\n",
    "plt.title(\"pearson cross-correlation\")\n",
    "plt.xlabel(\"lag\")\n",
    "plt.ylabel(\"correlation\")\n",
    "plt.show()\n",
    "\n",
    "xcov = [crosscorr(tweets_grouped, crypto_usd_grouped, lag=i, method=\"kendall\") for i in range(-20,20)]\n",
    "plt.plot(range(-20,20), xcov)\n",
    "plt.title(\"kendall cross-correlation\")\n",
    "plt.xlabel(\"lag\")\n",
    "plt.ylabel(\"correlation\")\n",
    "plt.show()\n",
    "\n",
    "xcov = [crosscorr(tweets_grouped, crypto_usd_grouped, lag=i, method=\"spearman\") for i in range(-20,20)]\n",
    "plt.plot(range(-20,20), xcov)\n",
    "plt.title(\"spearman cross-correlation\")\n",
    "plt.xlabel(\"lag\")\n",
    "plt.ylabel(\"correlation\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Normalize \n",
    "First we need to normalize the data."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x720 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Normalize time series data\n",
    "tweets_grouped = tweets_grouped / max(tweets_grouped.max(), abs(tweets_grouped.min()))\n",
    "crypto_usd_grouped = crypto_usd_grouped / max(crypto_usd_grouped.max(), abs(crypto_usd_grouped.min()))\n",
    "\n",
    "fig, ax1 = plt.subplots(figsize=(20,10))\n",
    "ax1.set_title(\"Normalized Crypto currency evolution compared to normalized twitter sentiment\", fontsize=18)\n",
    "ax1.tick_params(labelsize=14)\n",
    "\n",
    "ax2 = ax1.twinx()\n",
    "ax1.plot_date(tweets_grouped.index, tweets_grouped, 'g-')\n",
    "ax2.plot_date(crypto_usd_grouped.index, crypto_usd_grouped, 'b-')\n",
    "\n",
    "ax1.set_ylabel(\"Sentiment\", color='g', fontsize=16)\n",
    "ax2.set_ylabel(f\"{CURRENCY_SYMBOL} normalized\", color='b', fontsize=16)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#tweets_grouped.T.corr(crypto_usd_grouped, method='pearson')\n",
    "#tweets_grouped.T.autocorr(crypto_usd_grouped, lag=20)\n",
    "xcov = [crosscorr(tweets_grouped, crypto_usd_grouped, lag=i) for i in range(-20,20)]\n",
    "plt.plot(range(-20,20), xcov)\n",
    "plt.title(\"lag's impact on correlation (normalized)\")\n",
    "plt.xlabel(\"lag\")\n",
    "plt.ylabel(\"correlation\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Calculate derivative\n",
    "\n",
    "The derivative is calculated to define an increase or a decrease of the crypto currency.\n",
    "\n",
    "The score is as well derivated to observe the increase or decrease of the score.\n",
    "\n",
    "Computing the derivative could help to find a correlation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Derivative\n",
    "tweets_grouped = pd.Series(np.gradient(tweets_grouped.values), tweets_grouped.index, name='slope')\n",
    "crypto_usd_grouped = pd.Series(np.gradient(crypto_usd_grouped.values), crypto_usd_grouped.index, name='slope')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x720 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax1 = plt.subplots(figsize=(20,10))\n",
    "ax1.set_title(\"Derivative of crypto currency and sentiment's score\", fontsize=18)\n",
    "ax1.tick_params(labelsize=14)\n",
    "\n",
    "ax2 = ax1.twinx()\n",
    "ax1.plot_date(tweets_grouped.index, tweets_grouped, 'g-')\n",
    "ax2.plot_date(crypto_usd_grouped.index, crypto_usd_grouped, 'b-')\n",
    "\n",
    "ax1.set_ylabel(\"Sentiment's derivative\", color='g', fontsize=16)\n",
    "ax2.set_ylabel(f\"{CURRENCY_SYMBOL}'s derivative'\", color='b', fontsize=16)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "xcov = [crosscorr(tweets_grouped, crypto_usd_grouped, lag=i, method=\"pearson\") for i in range(-20,20)]\n",
    "plt.plot(range(-20,20), xcov)\n",
    "plt.title(\"pearson cross-corelation (derivative)\")\n",
    "plt.xlabel(\"lag\")\n",
    "plt.ylabel(\"correlation\")\n",
    "plt.show()\n",
    "\n",
    "xcov = [crosscorr(tweets_grouped, crypto_usd_grouped, lag=i, method=\"kendall\") for i in range(-20,20)]\n",
    "plt.plot(range(-20,20), xcov)\n",
    "plt.title(\"kendall cross-corelation (derivative)\")\n",
    "plt.xlabel(\"lag\")\n",
    "plt.ylabel(\"correlation\")\n",
    "plt.show()\n",
    "\n",
    "xcov = [crosscorr(tweets_grouped, crypto_usd_grouped, lag=i, method=\"spearman\") for i in range(-20,20)]\n",
    "plt.plot(range(-20,20), xcov)\n",
    "plt.title(\"spearman cross-corelation (derivative)\")\n",
    "plt.xlabel(\"lag\")\n",
    "plt.ylabel(\"correlation\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Realtime correlation viewer\n",
    "We can stream the new tweets about the crypto using the TwythonStreamer module. \n",
    "\n",
    "Using the CryptoCompare API we can also retrieve the crypto currency in realtime using sockets.\n",
    "\n",
    "Finally we can plot it with Plotly."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "BTC\n",
      "1563052380\n",
      "2019-07-13 21:03:00\n",
      "2019-07-13 21:13:00\n",
      "(11, 5)\n",
      "range= 2019-07-12 11:53:00 2019-07-13 21:13:00\n",
      "range= 2019-07-11 02:33:00 2019-07-12 11:53:00\n",
      "range= 2019-07-09 17:13:00 2019-07-11 02:33:00\n",
      "range= 2019-07-08 07:53:00 2019-07-09 17:13:00\n",
      "range= 2019-07-06 23:32:00 2019-07-08 07:53:00\n",
      "81\n",
      "df_to_fulfill (9919, 5)\n",
      "df_remaining (27, 5)\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/usr/local/lib/python3.6/dist-packages/pandas/core/indexing.py:190: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame\n",
      "\n",
      "See the caveats in the documentation: http://pandas.pydata.org/pandas-docs/stable/indexing.html#indexing-view-versus-copy\n",
      "  self._setitem_with_indexer(indexer, value)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "done\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "        <script type=\"text/javascript\">\n",
       "        window.PlotlyConfig = {MathJaxConfig: 'local'};\n",
       "        if (window.MathJax) {MathJax.Hub.Config({SVG: {font: \"STIX-Web\"}});}\n",
       "        if (typeof require !== 'undefined') {\n",
       "        require.undef(\"plotly\");\n",
       "        requirejs.config({\n",
       "            paths: {\n",
       "                'plotly': ['https://cdn.plot.ly/plotly-latest.min']\n",
       "            }\n",
       "        });\n",
       "        require(['plotly'], function(Plotly) {\n",
       "            window._Plotly = Plotly;\n",
       "        });\n",
       "        }\n",
       "        </script>\n",
       "        "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "data/crypto/BTC/2019-07-13 20-47-00~2019-07-13 21-13-00.csv\n",
      "data/crypto/BTC/2019-07-06 22-08-00~2019-07-13 20-46-00.csv\n",
      "df shape (500, 5)\n",
      "from 2019-07-13 12-54-00 to 2019-07-13 21-13-00\n"
     ]
    },
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       "                        {\"title\": {\"text\": \"BTC currency\"}, \"yaxis\": {\"title\": {\"text\": \"Price USD\"}}},\n",
       "                        {\"showLink\": false, \"linkText\": \"Export to plot.ly\", \"plotlyServerURL\": \"https://plot.ly\", \"responsive\": true}\n",
       "                    ).then(function(){\n",
       "                            \n",
       "var gd = document.getElementById('b5fb39c4-da00-480c-81a9-679c05350f1b');\n",
       "var x = new MutationObserver(function (mutations, observer) {{\n",
       "        var display = window.getComputedStyle(gd).display;\n",
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       "            console.log([gd, 'removed!']);\n",
       "            Plotly.purge(gd);\n",
       "            observer.disconnect();\n",
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       "                });\n",
       "            </script>\n",
       "        </div>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# update historical data until today\n",
    "file = open(\"current_crypto.txt\", \"w\") \n",
    "file.write(CURRENCY_SYMBOL)\n",
    "file.close()\n",
    "%run 03_CryptoCurrencyExtraction.ipynb"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_most_recent_data_from_csv(folder, n_rows):\n",
    "    '''\n",
    "    @ folder : relative path where the data is contained\n",
    "    @ n_rows : the number of rows to retrieve up to the most recent ones\n",
    "    \n",
    "    Return a dataframe containing n_rows of the most recent data retrieved\n",
    "    '''\n",
    "    files =  glob.glob(f\"{folder}/*.csv\")\n",
    "    files = sorted(files)\n",
    "    df = pd.DataFrame()\n",
    "    for file in reversed(files):\n",
    "        print(file)\n",
    "        df = df.append(pd.read_csv(file))\n",
    "        if df.shape[0] > n_rows:\n",
    "            break\n",
    "    return df.sort_values(by=['time']).tail(n_rows)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "ename": "ValueError",
     "evalue": "not enough values to unpack (expected 2, got 0)",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mValueError\u001b[0m                                Traceback (most recent call last)",
      "\u001b[0;32m<ipython-input-18-86b052e57ffe>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      6\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      7\u001b[0m \u001b[0;31m# Get stream id from stream id list\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 8\u001b[0;31m \u001b[0mstream_id_crypto\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mstream_id_tweets\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mtls\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mget_credentials_file\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m'stream_ids'\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;36m2\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m      9\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     10\u001b[0m \u001b[0;31m# Make instance of stream id object\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;31mValueError\u001b[0m: not enough values to unpack (expected 2, got 0)"
     ]
    }
   ],
   "source": [
    "import plotly.plotly as py\n",
    "import plotly.graph_objs as go\n",
    "from datetime import datetime, timedelta\n",
    "from time import sleep\n",
    "import plotly.tools as tls  \n",
    "\n",
    "# Get stream id from stream id list\n",
    "stream_id_crypto, stream_id_tweets = tls.get_credentials_file()['stream_ids'][:2]\n",
    "\n",
    "# Make instance of stream id object \n",
    "stream_tweets = go.Stream(\n",
    "    token=stream_id_tweets,  # link stream id to 'token' key\n",
    "    maxpoints=1500      # keep a max of 80 pts on screen\n",
    ")\n",
    "\n",
    "stream_crypto = go.Stream(\n",
    "    token=stream_id_crypto,  # link stream id to 'token' key\n",
    "    maxpoints=200      # keep a max of 80 pts on screen\n",
    ")\n",
    "\n",
    "# Initialize trace of streaming plot by embedding the unique stream_id\n",
    "trace_tweets = go.Scatter(x=[], y=[], mode='lines', name='Sentiments', stream=stream_tweets)\n",
    "\n",
    "CRYPTO_FOLDER = f\"data/crypto/{CURRENCY_SYMBOL}\"\n",
    "crypto_usd_updated = get_most_recent_data_from_csv(CRYPTO_FOLDER, 5)\n",
    "# Drop duplicates\n",
    "crypto_usd_updated = crypto_usd_updated.drop_duplicates(subset=['time'])\n",
    "trace_crypto = go.Scatter(x=crypto_usd_updated['time'].tail(200).apply(lambda x: datetime.fromtimestamp(x).strftime('%Y-%m-%d %H:%M:%S')),\n",
    "                          y=crypto_usd_updated['close'].tail(200), yaxis='y2', stream=stream_crypto, name = CURRENCY_SYMBOL)\n",
    "\n",
    "#data = [trace_crypto, trace_tweets]\n",
    "data = [trace_crypto, trace_tweets]\n",
    "\n",
    "# Add title to layout object\n",
    "layout = go.Layout(\n",
    "    title=f\"{CURRENCY_SYMBOL} currency and tweets sentiments\",\n",
    "    legend=dict(orientation=\"h\"),\n",
    "    yaxis=dict(\n",
    "        title='Sentiment score',\n",
    "        titlefont=dict(\n",
    "            color='rgb(255, 119, 0)'\n",
    "        ),\n",
    "        tickfont=dict(\n",
    "            color='rgb(255, 119, 0)'\n",
    "        )\n",
    "    ),\n",
    "    yaxis2=dict(\n",
    "        title='{CURRENCY_SYMBOL} Price ($ USD)',\n",
    "        titlefont=dict(\n",
    "            color='rgb(33, 118, 180)'\n",
    "        ),\n",
    "        tickfont=dict(\n",
    "            color='rgb(33, 118, 180)'\n",
    "        ),\n",
    "        overlaying='y',\n",
    "        side='right'\n",
    "    )\n",
    ")\n",
    "\n",
    "# Make a figure object\n",
    "fig = go.Figure(data=data, layout=layout)\n",
    "\n",
    "py.iplot(fig, filename=f\"real_time_{CURRENCY_SYMBOL}_tweets\", fileopt=\"overwrite\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Before continuing, run the crypto streamer first\n",
    "\n",
    "Open your terminal and execute this command at the same level as this notebook. You first need to have [npm with node](https://www.npmjs.com/get-npm) installed on your machine.\n",
    "\n",
    "- `cd streamer && npm install && node stream_crypto.js`\n",
    "\n",
    "Altenrativaley, you can run this line inside a jupyter notebook but it makes the cell block \n",
    "\n",
    "- `! cd streamer && npm install && node stream_crypto.js`\n",
    "\n",
    "### Once the crypto streamer is run you can run the following cell to stream the tweets"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "ename": "KeyboardInterrupt",
     "evalue": "",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mWantReadError\u001b[0m                             Traceback (most recent call last)",
      "\u001b[0;32m/anaconda3/lib/python3.6/site-packages/urllib3/contrib/pyopenssl.py\u001b[0m in \u001b[0;36mrecv_into\u001b[0;34m(self, *args, **kwargs)\u001b[0m\n\u001b[1;32m    279\u001b[0m         \u001b[0;32mtry\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 280\u001b[0;31m             \u001b[0;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mconnection\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mrecv_into\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0margs\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    281\u001b[0m         \u001b[0;32mexcept\u001b[0m \u001b[0mOpenSSL\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mSSL\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mSysCallError\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0me\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/anaconda3/lib/python3.6/site-packages/OpenSSL/SSL.py\u001b[0m in \u001b[0;36mrecv_into\u001b[0;34m(self, buffer, nbytes, flags)\u001b[0m\n\u001b[1;32m   1714\u001b[0m             \u001b[0mresult\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0m_lib\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mSSL_read\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_ssl\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mbuf\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mnbytes\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1715\u001b[0;31m         \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_raise_ssl_error\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_ssl\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mresult\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   1716\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/anaconda3/lib/python3.6/site-packages/OpenSSL/SSL.py\u001b[0m in \u001b[0;36m_raise_ssl_error\u001b[0;34m(self, ssl, result)\u001b[0m\n\u001b[1;32m   1520\u001b[0m         \u001b[0;32mif\u001b[0m \u001b[0merror\u001b[0m \u001b[0;34m==\u001b[0m \u001b[0m_lib\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mSSL_ERROR_WANT_READ\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1521\u001b[0;31m             \u001b[0;32mraise\u001b[0m \u001b[0mWantReadError\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   1522\u001b[0m         \u001b[0;32melif\u001b[0m \u001b[0merror\u001b[0m \u001b[0;34m==\u001b[0m \u001b[0m_lib\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mSSL_ERROR_WANT_WRITE\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;31mWantReadError\u001b[0m: ",
      "\nDuring handling of the above exception, another exception occurred:\n",
      "\u001b[0;31mKeyboardInterrupt\u001b[0m                         Traceback (most recent call last)",
      "\u001b[0;32m<ipython-input-8-09a292a1b867>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m()\u001b[0m\n\u001b[1;32m     45\u001b[0m stream = MyStreamer(APP_KEY, APP_SECRET,\n\u001b[1;32m     46\u001b[0m                     OAUTH_TOKEN, OAUTH_TOKEN_SECRET)\n\u001b[0;32m---> 47\u001b[0;31m \u001b[0mstream\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mstatuses\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mfilter\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mtrack\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m'#bitcoin'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m'#BTC'\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mlang\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m'en'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m",
      "\u001b[0;32m/anaconda3/lib/python3.6/site-packages/twython/streaming/types.py\u001b[0m in \u001b[0;36mfilter\u001b[0;34m(self, **params)\u001b[0m\n\u001b[1;32m     65\u001b[0m         \u001b[0murl\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m'https://stream.twitter.com/%s/statuses/filter.json'\u001b[0m\u001b[0;31m \u001b[0m\u001b[0;31m\\\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     66\u001b[0m               \u001b[0;34m%\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mstreamer\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mapi_version\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 67\u001b[0;31m         \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mstreamer\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_request\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0murl\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m'POST'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mparams\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mparams\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m     68\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     69\u001b[0m     \u001b[0;32mdef\u001b[0m \u001b[0msample\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mparams\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/anaconda3/lib/python3.6/site-packages/twython/streaming/api.py\u001b[0m in \u001b[0;36m_request\u001b[0;34m(self, url, method, params)\u001b[0m\n\u001b[1;32m    139\u001b[0m             \u001b[0mresponse\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0m_send\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mretry_counter\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    140\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 141\u001b[0;31m             \u001b[0;32mfor\u001b[0m \u001b[0mline\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mresponse\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0miter_lines\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mchunk_size\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    142\u001b[0m                 \u001b[0;32mif\u001b[0m \u001b[0;32mnot\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mconnected\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    143\u001b[0m                     \u001b[0;32mbreak\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/anaconda3/lib/python3.6/site-packages/requests/models.py\u001b[0m in \u001b[0;36miter_lines\u001b[0;34m(self, chunk_size, decode_unicode, delimiter)\u001b[0m\n\u001b[1;32m    787\u001b[0m         \u001b[0mpending\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    788\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 789\u001b[0;31m         \u001b[0;32mfor\u001b[0m \u001b[0mchunk\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0miter_content\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mchunk_size\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mchunk_size\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdecode_unicode\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mdecode_unicode\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    790\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    791\u001b[0m             \u001b[0;32mif\u001b[0m \u001b[0mpending\u001b[0m \u001b[0;32mis\u001b[0m \u001b[0;32mnot\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/anaconda3/lib/python3.6/site-packages/requests/models.py\u001b[0m in \u001b[0;36mgenerate\u001b[0;34m()\u001b[0m\n\u001b[1;32m    743\u001b[0m             \u001b[0;32mif\u001b[0m \u001b[0mhasattr\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mraw\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m'stream'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    744\u001b[0m                 \u001b[0;32mtry\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 745\u001b[0;31m                     \u001b[0;32mfor\u001b[0m \u001b[0mchunk\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mraw\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mstream\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mchunk_size\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdecode_content\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mTrue\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    746\u001b[0m                         \u001b[0;32myield\u001b[0m \u001b[0mchunk\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    747\u001b[0m                 \u001b[0;32mexcept\u001b[0m \u001b[0mProtocolError\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0me\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/anaconda3/lib/python3.6/site-packages/urllib3/response.py\u001b[0m in \u001b[0;36mstream\u001b[0;34m(self, amt, decode_content)\u001b[0m\n\u001b[1;32m    430\u001b[0m         \"\"\"\n\u001b[1;32m    431\u001b[0m         \u001b[0;32mif\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mchunked\u001b[0m \u001b[0;32mand\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msupports_chunked_reads\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 432\u001b[0;31m             \u001b[0;32mfor\u001b[0m \u001b[0mline\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mread_chunked\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mamt\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdecode_content\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mdecode_content\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    433\u001b[0m                 \u001b[0;32myield\u001b[0m \u001b[0mline\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    434\u001b[0m         \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/anaconda3/lib/python3.6/site-packages/urllib3/response.py\u001b[0m in \u001b[0;36mread_chunked\u001b[0;34m(self, amt, decode_content)\u001b[0m\n\u001b[1;32m    596\u001b[0m         \u001b[0;32mwith\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_error_catcher\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    597\u001b[0m             \u001b[0;32mwhile\u001b[0m \u001b[0;32mTrue\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 598\u001b[0;31m                 \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_update_chunk_length\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    599\u001b[0m                 \u001b[0;32mif\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mchunk_left\u001b[0m \u001b[0;34m==\u001b[0m \u001b[0;36m0\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    600\u001b[0m                     \u001b[0;32mbreak\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/anaconda3/lib/python3.6/site-packages/urllib3/response.py\u001b[0m in \u001b[0;36m_update_chunk_length\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m    538\u001b[0m         \u001b[0;32mif\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mchunk_left\u001b[0m \u001b[0;32mis\u001b[0m \u001b[0;32mnot\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    539\u001b[0m             \u001b[0;32mreturn\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 540\u001b[0;31m         \u001b[0mline\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_fp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mfp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mreadline\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    541\u001b[0m         \u001b[0mline\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mline\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msplit\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34mb';'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m1\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    542\u001b[0m         \u001b[0;32mtry\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/anaconda3/lib/python3.6/socket.py\u001b[0m in \u001b[0;36mreadinto\u001b[0;34m(self, b)\u001b[0m\n\u001b[1;32m    584\u001b[0m         \u001b[0;32mwhile\u001b[0m \u001b[0;32mTrue\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    585\u001b[0m             \u001b[0;32mtry\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 586\u001b[0;31m                 \u001b[0;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_sock\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mrecv_into\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mb\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    587\u001b[0m             \u001b[0;32mexcept\u001b[0m \u001b[0mtimeout\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    588\u001b[0m                 \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_timeout_occurred\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;32mTrue\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/anaconda3/lib/python3.6/site-packages/urllib3/contrib/pyopenssl.py\u001b[0m in \u001b[0;36mrecv_into\u001b[0;34m(self, *args, **kwargs)\u001b[0m\n\u001b[1;32m    290\u001b[0m                 \u001b[0;32mraise\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    291\u001b[0m         \u001b[0;32mexcept\u001b[0m \u001b[0mOpenSSL\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mSSL\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mWantReadError\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 292\u001b[0;31m             \u001b[0mrd\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mutil\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mwait_for_read\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msocket\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msocket\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mgettimeout\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    293\u001b[0m             \u001b[0;32mif\u001b[0m \u001b[0;32mnot\u001b[0m \u001b[0mrd\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    294\u001b[0m                 \u001b[0;32mraise\u001b[0m \u001b[0mtimeout\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'The read operation timed out'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/anaconda3/lib/python3.6/site-packages/urllib3/util/wait.py\u001b[0m in \u001b[0;36mwait_for_read\u001b[0;34m(socks, timeout)\u001b[0m\n\u001b[1;32m     31\u001b[0m     \u001b[0;32mor\u001b[0m \u001b[0moptionally\u001b[0m \u001b[0ma\u001b[0m \u001b[0msingle\u001b[0m \u001b[0msocket\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mpassed\u001b[0m \u001b[0;32min\u001b[0m\u001b[0;34m.\u001b[0m \u001b[0mReturns\u001b[0m \u001b[0ma\u001b[0m \u001b[0mlist\u001b[0m \u001b[0mof\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     32\u001b[0m     sockets that can be read from immediately. \"\"\"\n\u001b[0;32m---> 33\u001b[0;31m     \u001b[0;32mreturn\u001b[0m \u001b[0m_wait_for_io_events\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0msocks\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mEVENT_READ\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtimeout\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m     34\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     35\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/anaconda3/lib/python3.6/site-packages/urllib3/util/wait.py\u001b[0m in \u001b[0;36m_wait_for_io_events\u001b[0;34m(socks, events, timeout)\u001b[0m\n\u001b[1;32m     24\u001b[0m             \u001b[0mselector\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mregister\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0msock\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mevents\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     25\u001b[0m         return [key[0].fileobj for key in\n\u001b[0;32m---> 26\u001b[0;31m                 selector.select(timeout) if key[1] & events]\n\u001b[0m\u001b[1;32m     27\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     28\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/anaconda3/lib/python3.6/site-packages/urllib3/util/selectors.py\u001b[0m in \u001b[0;36mselect\u001b[0;34m(self, timeout)\u001b[0m\n\u001b[1;32m    511\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    512\u001b[0m             kevent_list = _syscall_wrapper(self._kqueue.control, True,\n\u001b[0;32m--> 513\u001b[0;31m                                            None, max_events, timeout)\n\u001b[0m\u001b[1;32m    514\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    515\u001b[0m             \u001b[0;32mfor\u001b[0m \u001b[0mkevent\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mkevent_list\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/anaconda3/lib/python3.6/site-packages/urllib3/util/selectors.py\u001b[0m in \u001b[0;36m_syscall_wrapper\u001b[0;34m(func, _, *args, **kwargs)\u001b[0m\n\u001b[1;32m     62\u001b[0m         and recalculate their timeouts. \"\"\"\n\u001b[1;32m     63\u001b[0m         \u001b[0;32mtry\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 64\u001b[0;31m             \u001b[0;32mreturn\u001b[0m \u001b[0mfunc\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0margs\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     65\u001b[0m         \u001b[0;32mexcept\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mOSError\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mIOError\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mselect\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0merror\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0me\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     66\u001b[0m             \u001b[0merrcode\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;31mKeyboardInterrupt\u001b[0m: "
     ]
    }
   ],
   "source": [
    "from twython import TwythonStreamer\n",
    "import time\n",
    "from vaderSentiment.vaderSentiment import SentimentIntensityAnalyzer\n",
    "\n",
    "# We will provide the stream link object the same token that's associated with the trace we wish to stream to\n",
    "#s_crypto = py.Stream(stream_id_crypto)\n",
    "s_tweets = py.Stream(stream_id_tweets)\n",
    "\n",
    "# We then open a connection\n",
    "#s_crypto.open()\n",
    "s_tweets.open()\n",
    "\n",
    "# Vader sentiment analyser\n",
    "analyzer = SentimentIntensityAnalyzer()\n",
    "\n",
    "class MyStreamer(TwythonStreamer):\n",
    "    def on_success(self, data):\n",
    "        if 'text' in data:\n",
    "            # x value: date\n",
    "            date_str = data['created_at']\n",
    "            time_struct = time.strptime(date_str, \"%a %b %d %H:%M:%S +0000 %Y\")#Tue Apr 26 08:57:55 +0000 2011\n",
    "            date = datetime.fromtimestamp(time.mktime(time_struct))\n",
    "            date = date + timedelta(hours=4) # hack to sync tweet's date to current time\n",
    "            \n",
    "            # y value: sentiment of the tweet\n",
    "            text = data['text']\n",
    "            vs = analyzer.polarity_scores(text)\n",
    "            score = vs[\"compound\"] * (data[\"user\"][\"followers_count\"]+1) * (data[\"favorite_count\"]+1)\n",
    "            #print(date, score)\n",
    "            s_tweets.write(dict(type='scatter',\n",
    "                 x=date,y=score))\n",
    "\n",
    "    def on_error(self, status_code, data):\n",
    "        print(status_code, data)\n",
    "\n",
    "        # Want to stop trying to get data because of the error?\n",
    "        # Uncomment the next line!\n",
    "        # self.disconnect()\n",
    "        \n",
    "APP_KEY = 'mPQKoRwd2Pb9qpQyQmyG5s8KR'\n",
    "APP_SECRET = 'HLvIhusvfzDLKaRXY8CnZGP143kp3E3f2KqQBIEMfVL5mOxZjq'\n",
    "OAUTH_TOKEN = \"3459248236-0XPtHldG3ou6BfpTwaKWnOL2ywFk2niQekLwE7K\"\n",
    "OAUTH_TOKEN_SECRET = \"08Vy2wuOkp7AmuC3rbjCHFJ94MLG2sWqdvGQtoiXmkVKr\"\n",
    "\n",
    "stream = MyStreamer(APP_KEY, APP_SECRET,\n",
    "                    OAUTH_TOKEN, OAUTH_TOKEN_SECRET)\n",
    "stream.statuses.filter(track=['#bitcoin', '#BTC'], lang='en')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### To stop the real time data retrieving, stop the kernel in this notebook and press Ctrl+C in your terminal"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Close the stream when done plotting\n",
    "s_tweets.close() "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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