examples.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "6df12f69",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(OHLCV data) source: binance, symbol: ethusdt, timeframe: 4h\n",
       "date: 2022-07-01T00:00 - 2022-07-01T20:00 (length: 6) \n",
       "empty bars: count 0 (0.00 %), max consecutive 0\n",
       "Values: time, open, high, low, close, volume"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import live_trading_indicators as lti\n",
    "\n",
    "indicators = lti.Indicators('binance')\n",
    "ohlcv = indicators.OHLCV('ethusdt', '4h', '2022-07-01', '2022-07-01')\n",
    "ohlcv"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "114aca17",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>time</th>\n",
       "      <th>open</th>\n",
       "      <th>high</th>\n",
       "      <th>low</th>\n",
       "      <th>close</th>\n",
       "      <th>volume</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2022-07-01 00:00:00</td>\n",
       "      <td>1071.02</td>\n",
       "      <td>1117.00</td>\n",
       "      <td>1050.46</td>\n",
       "      <td>1054.52</td>\n",
       "      <td>430646.8720</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2022-07-01 04:00:00</td>\n",
       "      <td>1054.52</td>\n",
       "      <td>1076.43</td>\n",
       "      <td>1045.41</td>\n",
       "      <td>1066.81</td>\n",
       "      <td>275557.9328</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2022-07-01 08:00:00</td>\n",
       "      <td>1066.81</td>\n",
       "      <td>1086.44</td>\n",
       "      <td>1033.44</td>\n",
       "      <td>1050.22</td>\n",
       "      <td>252105.5665</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2022-07-01 12:00:00</td>\n",
       "      <td>1050.21</td>\n",
       "      <td>1074.23</td>\n",
       "      <td>1043.00</td>\n",
       "      <td>1056.86</td>\n",
       "      <td>298465.0695</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2022-07-01 16:00:00</td>\n",
       "      <td>1056.86</td>\n",
       "      <td>1083.10</td>\n",
       "      <td>1054.82</td>\n",
       "      <td>1067.91</td>\n",
       "      <td>158796.2248</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                 time     open     high      low    close       volume\n",
       "0 2022-07-01 00:00:00  1071.02  1117.00  1050.46  1054.52  430646.8720\n",
       "1 2022-07-01 04:00:00  1054.52  1076.43  1045.41  1066.81  275557.9328\n",
       "2 2022-07-01 08:00:00  1066.81  1086.44  1033.44  1050.22  252105.5665\n",
       "3 2022-07-01 12:00:00  1050.21  1074.23  1043.00  1056.86  298465.0695\n",
       "4 2022-07-01 16:00:00  1056.86  1083.10  1054.82  1067.91  158796.2248"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dataframe = ohlcv.pandas()\n",
    "dataframe.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "74352f29",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>time</th>\n",
       "      <th>macd</th>\n",
       "      <th>signal</th>\n",
       "      <th>hist</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2022-07-02 16:00:00</td>\n",
       "      <td>-1.661969</td>\n",
       "      <td>-3.514499</td>\n",
       "      <td>1.852530</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2022-07-02 17:00:00</td>\n",
       "      <td>-0.983912</td>\n",
       "      <td>-3.125461</td>\n",
       "      <td>2.141548</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2022-07-02 18:00:00</td>\n",
       "      <td>-0.081701</td>\n",
       "      <td>-2.617233</td>\n",
       "      <td>2.535532</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2022-07-02 19:00:00</td>\n",
       "      <td>0.464134</td>\n",
       "      <td>-2.064394</td>\n",
       "      <td>2.528529</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2022-07-02 20:00:00</td>\n",
       "      <td>0.828222</td>\n",
       "      <td>-1.477419</td>\n",
       "      <td>2.305641</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                 time      macd    signal      hist\n",
       "0 2022-07-02 16:00:00 -1.661969 -3.514499  1.852530\n",
       "1 2022-07-02 17:00:00 -0.983912 -3.125461  2.141548\n",
       "2 2022-07-02 18:00:00 -0.081701 -2.617233  2.535532\n",
       "3 2022-07-02 19:00:00  0.464134 -2.064394  2.528529\n",
       "4 2022-07-02 20:00:00  0.828222 -1.477419  2.305641"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "indicators = lti.Indicators('ccxt.bybit')\n",
    "macd = indicators.MACD('ETHUSDT', '1h', '2022-07-01', '2022-07-30', period_short=15, period_long=26, period_signal=9)\n",
    "macd[40:].pandas().head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "08c42805",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "      <th>time</th>\n",
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       "      <th>0</th>\n",
       "      <td>2022-08-15 00:40:00</td>\n",
       "      <td>3.403958</td>\n",
       "      <td>2.320975</td>\n",
       "      <td>1.082984</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2022-08-15 00:41:00</td>\n",
       "      <td>3.540428</td>\n",
       "      <td>2.643593</td>\n",
       "      <td>0.896835</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2022-08-15 00:42:00</td>\n",
       "      <td>3.594786</td>\n",
       "      <td>2.930063</td>\n",
       "      <td>0.664722</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2022-08-15 00:43:00</td>\n",
       "      <td>3.684476</td>\n",
       "      <td>3.170449</td>\n",
       "      <td>0.514027</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2022-08-15 00:44:00</td>\n",
       "      <td>3.763257</td>\n",
       "      <td>3.354183</td>\n",
       "      <td>0.409074</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                 time      macd    signal      hist\n",
       "0 2022-08-15 00:40:00  3.403958  2.320975  1.082984\n",
       "1 2022-08-15 00:41:00  3.540428  2.643593  0.896835\n",
       "2 2022-08-15 00:42:00  3.594786  2.930063  0.664722\n",
       "3 2022-08-15 00:43:00  3.684476  3.170449  0.514027\n",
       "4 2022-08-15 00:44:00  3.763257  3.354183  0.409074"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import pandas\n",
    "\n",
    "dataframe = pandas.read_csv('ETHUSDT-1m-2022-08-15.zip', header=None)\n",
    "dataframe.rename(columns={0: 'time', 1: 'open', 2: 'high', 3: 'low', 4: 'close', 5: 'volume', }, inplace=True)\n",
    "indicators = lti.Indicators(dataframe)\n",
    "macd = indicators.MACD(period_short=15, period_long=26, period_signal=9)\n",
    "macd[40:].pandas().head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "da4448f3",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Now is 2023-01-25 17:32:39.585622 UTC\n",
      "2023-01-25 20:32:40:root:908735:182 INFO Download using binance symbol btcusdt timeframe 1m from 2023-01-25T00:00:00.000, bars: 1000\n",
      "2023-01-25 20:32:40:root:908735:182 INFO Download using binance symbol btcusdt timeframe 1m from 2023-01-25T16:40:00.000, bars: 53\n"
     ]
    },
    {
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       "      <th></th>\n",
       "      <th>time</th>\n",
       "      <th>open</th>\n",
       "      <th>high</th>\n",
       "      <th>low</th>\n",
       "      <th>close</th>\n",
       "      <th>volume</th>\n",
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       "      <th>0</th>\n",
       "      <td>2023-01-25 17:29:00</td>\n",
       "      <td>22536.98</td>\n",
       "      <td>22543.68</td>\n",
       "      <td>22519.80</td>\n",
       "      <td>22521.85</td>\n",
       "      <td>429.86363</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2023-01-25 17:30:00</td>\n",
       "      <td>22520.61</td>\n",
       "      <td>22546.19</td>\n",
       "      <td>22510.00</td>\n",
       "      <td>22544.76</td>\n",
       "      <td>314.98609</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2023-01-25 17:31:00</td>\n",
       "      <td>22546.03</td>\n",
       "      <td>22553.97</td>\n",
       "      <td>22533.81</td>\n",
       "      <td>22534.82</td>\n",
       "      <td>228.08790</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                 time      open      high       low     close     volume\n",
       "0 2023-01-25 17:29:00  22536.98  22543.68  22519.80  22521.85  429.86363\n",
       "1 2023-01-25 17:30:00  22520.61  22546.19  22510.00  22544.76  314.98609\n",
       "2 2023-01-25 17:31:00  22546.03  22553.97  22533.81  22534.82  228.08790"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import datetime as dt\n",
    "\n",
    "utcnow = dt.datetime.utcnow()\n",
    "print(f'Now is {utcnow} UTC')\n",
    "indicators = lti.Indicators('binance', utcnow - dt.timedelta(minutes=3))\n",
    "ohlcv = indicators.OHLCV('btcusdt', '1m')\n",
    "ohlcv.pandas()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "b6895b91",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Now is 2023-01-25 17:32:41.360362 UTC\n",
      "2023-01-25 20:32:42:root:908735:182 INFO Download using binance symbol btcusdt timeframe 1m from 2023-01-25T00:00:00.000, bars: 1000\n",
      "2023-01-25 20:32:42:root:908735:182 INFO Download using binance symbol btcusdt timeframe 1m from 2023-01-25T16:40:00.000, bars: 53\n"
     ]
    },
    {
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       "      <th>time</th>\n",
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       "      <th>high</th>\n",
       "      <th>low</th>\n",
       "      <th>close</th>\n",
       "      <th>volume</th>\n",
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       "      <td>2023-01-25 17:29:00</td>\n",
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       "      <td>429.86363</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2023-01-25 17:30:00</td>\n",
       "      <td>22520.61</td>\n",
       "      <td>22546.19</td>\n",
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       "      <td>22544.76</td>\n",
       "      <td>314.98609</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2023-01-25 17:31:00</td>\n",
       "      <td>22546.03</td>\n",
       "      <td>22553.97</td>\n",
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       "</div>"
      ],
      "text/plain": [
       "                 time      open      high       low     close     volume\n",
       "0 2023-01-25 17:29:00  22536.98  22543.68  22519.80  22521.85  429.86363\n",
       "1 2023-01-25 17:30:00  22520.61  22546.19  22510.00  22544.76  314.98609\n",
       "2 2023-01-25 17:31:00  22546.03  22553.97  22533.81  22534.82  228.08790"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "utcnow = dt.datetime.utcnow()\n",
    "print(f'Now is {utcnow} UTC')\n",
    "indicators = lti.Indicators('binance', utcnow - dt.timedelta(minutes=3))\n",
    "ohlcv = indicators.OHLCV('btcusdt', '1m')\n",
    "ohlcv.pandas()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "a7fa765a",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Now is 2023-01-25 17:32:43.246219 UTC\n",
      "2023-01-25 20:32:43:root:908735:182 INFO Download using binance symbol btcusdt timeframe 1m from 2023-01-25T00:00:00.000, bars: 1000\n",
      "2023-01-25 20:32:44:root:908735:182 INFO Download using binance symbol btcusdt timeframe 1m from 2023-01-25T16:40:00.000, bars: 53\n"
     ]
    },
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       "      <th>1</th>\n",
       "      <td>2023-01-25 17:30:00</td>\n",
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       "      <th>2</th>\n",
       "      <td>2023-01-25 17:31:00</td>\n",
       "      <td>22546.03</td>\n",
       "      <td>22553.97</td>\n",
       "      <td>22533.81</td>\n",
       "      <td>22534.82</td>\n",
       "      <td>228.08790</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2023-01-25 17:32:00</td>\n",
       "      <td>22533.92</td>\n",
       "      <td>22537.46</td>\n",
       "      <td>22522.53</td>\n",
       "      <td>22536.86</td>\n",
       "      <td>153.53570</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                 time      open      high       low     close     volume\n",
       "0 2023-01-25 17:29:00  22536.98  22543.68  22519.80  22521.85  429.86363\n",
       "1 2023-01-25 17:30:00  22520.61  22546.19  22510.00  22544.76  314.98609\n",
       "2 2023-01-25 17:31:00  22546.03  22553.97  22533.81  22534.82  228.08790\n",
       "3 2023-01-25 17:32:00  22533.92  22537.46  22522.53  22536.86  153.53570"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "utcnow = dt.datetime.utcnow()\n",
    "print(f'Now is {utcnow} UTC')\n",
    "indicators = lti.Indicators('binance', utcnow - dt.timedelta(minutes=3), with_incomplete_bar=True)\n",
    "ohlcv = indicators.OHLCV('btcusdt', '1m')\n",
    "ohlcv.pandas()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "2d6a8fb9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1600x960 with 3 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "indicators = lti.Indicators('binance', '2022-07-01', '2022-07-15')\n",
    "bb = indicators.BollingerBands('btcusdt', '4h', '2022-07-05', '2022-07-15', period=14)\n",
    "bb.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "0507c730",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "- ADL(ma_period=None, ma_type='sma')\n",
       "Accumulation/distribution line.\n",
       "Parameters:\n",
       "    ma_period - moving average period (int) for adl_smooth value, it can be None if adl_smooth is not needed\n",
       "    ma_type - moving average type for adl_smooth value (can be 'sma', 'ema', 'mma', 'ema0', 'mma0')\n",
       "\n",
       "- ADX(period=14, smooth=14, ma_type='mma')\n",
       "Average directional movement index.\n",
       "\n",
       "- ATR(smooth=14, ma_type='mma')\n",
       "Average true range.\n",
       "\n",
       "- Aroon(period=14)\n",
       "Aroon oscillator.\n",
       "\n",
       "- Awesome(period_fast=5, period_slow=34, ma_type_fast='smw', ma_type_slow='sma', normalized=False)\n",
       "Awesome oscillator.\n",
       "\n",
       "- BollingerBands(period=20, deviation=2, ma_type='sma', value='close')\n",
       "Bollinger bands.\n",
       "\n",
       "- CCI(period=)\n",
       "Commodity channel index.\n",
       "\n",
       "- Chandelier(period=22, multiplier=3, use_close=False)\n",
       "Chandelier Exit.\n",
       "Parameters:\n",
       "    period - period used for ATR and for finding extremes\n",
       "    multiplier - multiplier for ATR\n",
       "    use_close - if true, close is used to calculate the values, otherwise high and low is used\n",
       "\n",
       "- EMA(period=, value='close')\n",
       "Exponential moving average.\n",
       "\n",
       "- Ichimoku(period_short=9, period_mid=26, period_long=52, offset_senkou=26, offset_chikou=26)\n",
       "Ichimoku indicator.\n",
       "\n",
       "- Keltner(period=10, multiplier=1, period_atr=10, ma_type='ema', ma_type_atr='mma')\n",
       "Keltner channel.\n",
       "\n",
       "- MA(period=, value='close', ma_type='sma')\n",
       "Moving average of different types: 'sma', 'ema', 'mma', 'ema0', 'mma0'\n",
       "Parameters:\n",
       "    value - quote value used (can be 'open', 'high', 'low', 'close', 'volume')\n",
       "    ma_period - moving average period, int\n",
       "    ma_type - moving average type (can be 'sma', 'ema', 'mma', 'ema0', 'mma0')\n",
       "\n",
       "- MACD(period_short=, period_long=, period_signal=, ma_type='ema', ma_type_signal='sma', value='close')\n",
       "Moving Average Convergence/Divergence.\n",
       "\n",
       "- MFI(period=14)\n",
       "Money flow index.\n",
       "\n",
       "- OBV()\n",
       "On Balance Volume.\n",
       "\n",
       "- OHLCV()\n",
       "Quotes: open, high, low, close, volume.\n",
       "\n",
       "- OHLCVM(timeframe_low='1m', bars_on_bins=6)\n",
       "Quotes and the price of the maximum volume: open, high, low, close, volume, mv_price.\n",
       "The price of the maximum volume is determined by the lower timeframe (default 1m).\n",
       "\n",
       "- ParabolicSAR(start=0.02, maximum=0.2, increment=0.02)\n",
       "Parabolic SAR.\n",
       "\n",
       "- ROC(period=14, ma_period=14, ma_type='sma', value='close')\n",
       "Rate of Change.\n",
       "\n",
       "- RSI(period=, ma_type='mma', value='close')\n",
       "Relative strength index.\n",
       "\n",
       "- SMA(period=, value='close')\n",
       "Simple moving average.\n",
       "\n",
       "- Stochastic(period=, period_d=, smooth=3, ma_type='sma')\n",
       "Stochastic oscillator.\n",
       "\n",
       "- Supertrend(period=10, multipler=3, ma_type='mma')\n",
       "Supertrend indicator.\n",
       "\n",
       "- TEMA(period=, value='close')\n",
       "Triple exponential moving average.\n",
       "\n",
       "- TRIX(period=, value='close')\n",
       "TRIX oscillator.\n",
       "\n",
       "- VWAP()\n",
       "Volume-weighted average price.\n",
       "\n",
       "- VWMA(period=, value='close')\n",
       "Volume Weighted Moving Average.\n",
       "\n",
       "- VolumeClusters(timeframe_low='1m', bars_on_bins=6)\n",
       "OHLCVM and volume clusters is determined by the lower timeframe.\n",
       "\n",
       "- WilliamsR(period=14)\n",
       "Williams %R oscillator.\n",
       "\n",
       "- ZigZag(delta=0.02, depth=1, type='high_low', end_points=False)\n",
       "Zig-zag indicator (pivots).\n",
       "Return pivots prices and pivots types.\n",
       "Parameters:\n",
       "    delta - fraction of the price change at which the corner is formed (float)\n",
       "    depth - minimum distance pivots H-H and L-L\n",
       "    type - price values used for corners (can be 'high_low', 'close', 'open', 'high', 'low')\n",
       "    end_points - if True, incomplete pivots will be formed at the end"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# List of supported indicators\n",
    "lti.help()"
   ]
  }
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