Backtesting Stock Trading Strategies - Basics.ipynb

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      "C:\\Users\\Gaurav\\anaconda3\\lib\\site-packages\\backtesting\\_plotting.py:50: UserWarning: Jupyter Notebook detected. Setting Bokeh output to notebook. This may not work in Jupyter clients without JavaScript support (e.g. PyCharm, Spyder IDE). Reset with `backtesting.set_bokeh_output(notebook=False)`.\n",
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     },
     "metadata": {},
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   ],
   "source": [
    "from backtesting import Backtest, Strategy\n",
    "from backtesting.lib import crossover\n",
    "from backtesting.test import SMA, GOOG\n",
    "\n",
    "import warnings\n",
    "warnings.filterwarnings('ignore')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "44d42d12",
   "metadata": {},
   "outputs": [],
   "source": [
    "class MySMAStrategy(Strategy):\n",
    "    def init(self): # This is not a constructor\n",
    "        price = self.data.Close # This helps us to get the closing price for the day\n",
    "        self.ma1 = self.I(SMA, price, 10) # This reflects to 10 day Moving average\n",
    "        self.ma2 = self.I(SMA, price, 20)\n",
    "        \n",
    "    def next(self):\n",
    "        if crossover(self.ma1, self.ma2): # Crossover function Returns True if series1 just crossed over(above) series2.\n",
    "            self.buy()\n",
    "        elif crossover(self.ma2, self.ma1):\n",
    "            self.sell()\n",
    "\n",
    "\n",
    "backtest = Backtest(GOOG, MySMAStrategy, commission = 0.002, exclusive_orders = True)\n",
    "stats = backtest.run()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "dbafb0b2",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Start                     2004-08-19 00:00:00\n",
      "End                       2013-03-01 00:00:00\n",
      "Duration                   3116 days 00:00:00\n",
      "Exposure Time [%]                   97.067039\n",
      "Equity Final [$]                  68221.96986\n",
      "Equity Peak [$]                   68991.21986\n",
      "Return [%]                         582.219699\n",
      "Buy & Hold Return [%]              703.458242\n",
      "Return (Ann.) [%]                   25.266427\n",
      "Volatility (Ann.) [%]               38.383008\n",
      "Sharpe Ratio                         0.658271\n",
      "Sortino Ratio                        1.288779\n",
      "Calmar Ratio                         0.763748\n",
      "Max. Drawdown [%]                  -33.082172\n",
      "Avg. Drawdown [%]                   -5.581506\n",
      "Max. Drawdown Duration      688 days 00:00:00\n",
      "Avg. Drawdown Duration       41 days 00:00:00\n",
      "# Trades                                   94\n",
      "Win Rate [%]                        54.255319\n",
      "Best Trade [%]                       57.11931\n",
      "Worst Trade [%]                    -16.629898\n",
      "Avg. Trade [%]                       2.074326\n",
      "Max. Trade Duration         121 days 00:00:00\n",
      "Avg. Trade Duration          33 days 00:00:00\n",
      "Profit Factor                        2.190805\n",
      "Expectancy [%]                       2.606294\n",
      "SQN                                  1.990216\n",
      "_strategy                       MySMAStrategy\n",
      "_equity_curve                             ...\n",
      "_trades                       Size  EntryB...\n",
      "dtype: object\n"
     ]
    }
   ],
   "source": [
    "print(stats)"
   ]
  },
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   "cell_type": "code",
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(max - min) * .03 : 0;\\n            range.start = min - pad;\\n            range.end = max + pad;\\n        } else console.error('backtesting: scale range error:', min, max, range);\\n    };\\n}\\n\\nclearTimeout(window._bt_autoscale_timeout);\\n\\nwindow._bt_autoscale_timeout = setTimeout(function () {\\n    /**\\n     * @variable cb_obj `fig_ohlc.x_range`.\\n     * @variable source `ColumnDataSource`\\n     * @variable ohlc_range `fig_ohlc.y_range`.\\n     * @variable volume_range `fig_volume.y_range`.\\n     */\\n    \\\"use strict\\\";\\n\\n    let i = Math.max(Math.floor(cb_obj.start), 0),\\n        j = Math.min(Math.ceil(cb_obj.end), source.data['ohlc_high'].length);\\n\\n    let max = Math.max.apply(null, source.data['ohlc_high'].slice(i, j)),\\n        min = Math.min.apply(null, source.data['ohlc_low'].slice(i, j));\\n    _bt_scale_range(ohlc_range, min, max, true);\\n\\n    if (volume_range) {\\n        max = Math.max.apply(null, source.data['Volume'].slice(i, j));\\n        _bt_scale_range(volume_range, 0, max * 1.03, false);\\n    }\\n\\n}, 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A5tAi23k/iECJQWDlUE6IQH9qvHQTXohAvXSTGIRwiEBYObTIdoOIQIts5/upl4hA\",\"dtype\":\"float64\",\"order\":\"little\",\"shape\":[2148]}},\"selected\":{\"id\":\"1109\"},\"selection_policy\":{\"id\":\"1108\"}},\"id\":\"1036\",\"type\":\"ColumnDataSource\"},{\"attributes\":{\"line_alpha\":0.1,\"line_color\":\"#1f77b4\",\"line_width\":1.3,\"x\":{\"field\":\"index\"},\"y\":{\"field\":\"SMA(C,10)_0_1\"}},\"id\":\"1334\",\"type\":\"Line\"},{\"attributes\":{\"label\":{\"value\":\"SMA(C,10)\"},\"renderers\":[{\"id\":\"1336\"}]},\"id\":\"1352\",\"type\":\"LegendItem\"},{\"attributes\":{\"line_color\":\"#ff7f0e\",\"line_width\":1.3,\"x\":{\"field\":\"index\"},\"y\":{\"field\":\"SMA(C,20)_1_1\"}},\"id\":\"1354\",\"type\":\"Line\"},{\"attributes\":{},\"id\":\"1109\",\"type\":\"Selection\"},{\"attributes\":{\"line_color\":\"#1f77b4\",\"line_width\":1.3,\"x\":{\"field\":\"index\"},\"y\":{\"field\":\"SMA(C,10)_0_1\"}},\"id\":\"1333\",\"type\":\"Line\"},{\"attributes\":{\"below\":[{\"id\":\"1052\"}],\"center\":[{\"id\":\"1055\"},{\"id\":\"1059\"},{\"id\":\"1113\"}],\"height\":110,\"left\":[{\"id\":\"1056\"}],\"min_border_bottom\":6,\"min_border_left\":0,\"min_border_right\":10,\"min_border_top\":3,\"outline_line_color\":\"#666666\",\"renderers\":[{\"id\":\"1081\"},{\"id\":\"1087\"},{\"id\":\"1097\"},{\"id\":\"1119\"},{\"id\":\"1142\"},{\"id\":\"1167\"}],\"sizing_mode\":\"stretch_width\",\"title\":{\"id\":\"1099\"},\"toolbar\":{\"id\":\"1068\"},\"toolbar_location\":null,\"width\":null,\"x_range\":{\"id\":\"1003\"},\"x_scale\":{\"id\":\"1048\"},\"y_range\":{\"id\":\"1046\"},\"y_scale\":{\"id\":\"1050\"}},\"id\":\"1044\",\"subtype\":\"Figure\",\"type\":\"Plot\"},{\"attributes\":{\"coordinates\":null,\"data_source\":{\"id\":\"1036\"},\"glyph\":{\"id\":\"1333\"},\"group\":null,\"hover_glyph\":null,\"muted_glyph\":{\"id\":\"1335\"},\"nonselection_glyph\":{\"id\":\"1334\"},\"view\":{\"id\":\"1337\"}},\"id\":\"1336\",\"type\":\"GlyphRenderer\"},{\"attributes\":{\"line_alpha\":0.2,\"line_color\":\"#1f77b4\",\"line_width\":1.3,\"x\":{\"field\":\"index\"},\"y\":{\"field\":\"SMA(C,10)_0_1\"}},\"id\":\"1335\",\"type\":\"Line\"},{\"attributes\":{\"source\":{\"id\":\"1036\"}},\"id\":\"1337\",\"type\":\"CDSView\"},{\"attributes\":{},\"id\":\"1324\",\"type\":\"Selection\"},{\"attributes\":{\"fill_color\":{\"value\":\"red\"},\"hatch_color\":{\"value\":\"red\"},\"line_color\":{\"value\":\"red\"},\"size\":{\"value\":8},\"x\":{\"value\":433},\"y\":{\"value\":1.0809493600000002}},\"id\":\"1139\",\"type\":\"Scatter\"},{\"attributes\":{\"callback\":null,\"formatters\":{\"@datetime\":\"datetime\"},\"point_policy\":\"follow_mouse\",\"renderers\":[{\"id\":\"1233\"}],\"tooltips\":[[\"Date\",\"@datetime{%c}\"],[\"Size\",\"@size{0,0}\"],[\"P/L\",\"@returns_short{+0.[000]%}\"]]},\"id\":\"1237\",\"type\":\"HoverTool\"},{\"attributes\":{},\"id\":\"1025\",\"type\":\"ResetTool\"},{\"attributes\":{\"source\":{\"id\":\"1036\"}},\"id\":\"1088\",\"type\":\"CDSView\"},{\"attributes\":{\"coordinates\":null,\"formatter\":{\"id\":\"1319\"},\"group\":null,\"major_label_policy\":{\"id\":\"1320\"},\"ticker\":{\"id\":\"1017\"}},\"id\":\"1016\",\"type\":\"LinearAxis\"},{\"attributes\":{},\"id\":\"1243\",\"type\":\"DataRange1d\"},{\"attributes\":{\"line_alpha\":0.2,\"line_color\":\"#1f77b4\",\"line_width\":1.5,\"x\":{\"field\":\"index\"},\"y\":{\"field\":\"equity\"}},\"id\":\"1086\",\"type\":\"Line\"},{\"attributes\":{},\"id\":\"1196\",\"type\":\"LinearScale\"},{\"attributes\":{\"coordinates\":null,\"data_source\":{\"id\":\"1037\"},\"glyph\":{\"id\":\"1230\"},\"group\":null,\"hover_glyph\":null,\"muted_glyph\":{\"id\":\"1232\"},\"nonselection_glyph\":{\"id\":\"1231\"},\"view\":{\"id\":\"1234\"}},\"id\":\"1233\",\"type\":\"GlyphRenderer\"},{\"attributes\":{\"fill_color\":{\"value\":\"cyan\"},\"hatch_color\":{\"value\":\"cyan\"},\"line_color\":{\"value\":\"cyan\"},\"size\":{\"value\":8},\"x\":{\"value\":2139},\"y\":{\"value\":6.899121986000001}},\"id\":\"1094\",\"type\":\"Scatter\"},{\"attributes\":{\"callback\":null,\"formatters\":{\"@datetime\":\"datetime\"},\"mode\":\"vline\",\"point_policy\":\"follow_mouse\",\"renderers\":[{\"id\":\"1087\"}],\"tooltips\":[[\"Date\",\"@datetime{%c}\"],[\"Equity\",\"@equity{+0,0.[000]%}\"]]},\"id\":\"1089\",\"type\":\"HoverTool\"},{\"attributes\":{\"source\":{\"id\":\"1037\"}},\"id\":\"1234\",\"type\":\"CDSView\"},{\"attributes\":{\"coordinates\":null,\"data_source\":{\"id\":\"1036\"},\"glyph\":{\"id\":\"1084\"},\"group\":null,\"hover_glyph\":null,\"muted_glyph\":{\"id\":\"1086\"},\"nonselection_glyph\":{\"id\":\"1085\"},\"view\":{\"id\":\"1088\"}},\"id\":\"1087\",\"type\":\"GlyphRenderer\"},{\"attributes\":{\"axis\":{\"id\":\"1016\"},\"coordinates\":null,\"dimension\":1,\"group\":null,\"ticker\":null},\"id\":\"1019\",\"type\":\"Grid\"},{\"attributes\":{\"format\":\"0.[00]%\"},\"id\":\"1239\",\"type\":\"NumeralTickFormatter\"},{\"attributes\":{\"source\":{\"id\":\"1036\"}},\"id\":\"1303\",\"type\":\"CDSView\"},{\"attributes\":{},\"id\":\"1017\",\"type\":\"BasicTicker\"},{\"attributes\":{\"bottom_units\":\"screen\",\"coordinates\":null,\"fill_alpha\":0.5,\"fill_color\":\"lightgrey\",\"group\":null,\"left_units\":\"screen\",\"level\":\"overlay\",\"line_alpha\":1.0,\"line_color\":\"black\",\"line_dash\":[4,4],\"line_width\":2,\"right_units\":\"screen\",\"syncable\":false,\"top_units\":\"screen\"},\"id\":\"1027\",\"type\":\"BoxAnnotation\"},{\"attributes\":{},\"id\":\"1194\",\"type\":\"LinearScale\"},{\"attributes\":{\"callback\":null,\"formatters\":{\"@datetime\":\"datetime\"},\"point_policy\":\"follow_mouse\",\"renderers\":[{\"id\":\"1227\"}],\"tooltips\":[[\"Date\",\"@datetime{%c}\"],[\"Size\",\"@size{0,0}\"],[\"P/L\",\"@returns_long{+0.[000]%}\"]]},\"id\":\"1235\",\"type\":\"HoverTool\"},{\"attributes\":{\"format\":\"0,0.[00]%\"},\"id\":\"1091\",\"type\":\"NumeralTickFormatter\"},{\"attributes\":{\"coordinates\":null,\"formatter\":{\"id\":\"1412\"},\"group\":null,\"major_label_policy\":{\"id\":\"1413\"},\"ticker\":{\"id\":\"1199\"},\"visible\":false},\"id\":\"1198\",\"type\":\"LinearAxis\"},{\"attributes\":{},\"id\":\"1023\",\"type\":\"UndoTool\"},{\"attributes\":{\"data\":{},\"selected\":{\"id\":\"1111\"},\"selection_policy\":{\"id\":\"1110\"}},\"id\":\"1093\",\"type\":\"ColumnDataSource\"},{\"attributes\":{\"axis_label\":\"Profit / Loss\",\"coordinates\":null,\"formatter\":{\"id\":\"1239\"},\"group\":null,\"major_label_policy\":{\"id\":\"1410\"},\"minor_tick_line_color\":null,\"ticker\":{\"id\":\"1203\"}},\"id\":\"1202\",\"type\":\"LinearAxis\"},{\"attributes\":{\"dimensions\":\"width\",\"maintain_focus\":false},\"id\":\"1021\",\"type\":\"WheelZoomTool\"},{\"attributes\":{\"callback\":null,\"formatters\":{\"@datetime\":\"datetime\"},\"mode\":\"vline\",\"point_policy\":\"follow_mouse\",\"renderers\":[{\"id\":\"1278\"}],\"tooltips\":[[\"Date\",\"@datetime{%c}\"],[\"Volume\",\"@Volume{0.00 a}\"]]},\"id\":\"1280\",\"type\":\"HoverTool\"},{\"attributes\":{},\"id\":\"1192\",\"type\":\"DataRange1d\"},{\"attributes\":{\"dimensions\":\"width\"},\"id\":\"1020\",\"type\":\"PanTool\"},{\"attributes\":{\"fill_alpha\":{\"value\":0.1},\"fill_color\":{\"value\":\"cyan\"},\"hatch_alpha\":{\"value\":0.1},\"hatch_color\":{\"value\":\"cyan\"},\"line_alpha\":{\"value\":0.1},\"line_color\":{\"value\":\"cyan\"},\"size\":{\"value\":8},\"x\":{\"value\":2139},\"y\":{\"value\":6.899121986000001}},\"id\":\"1095\",\"type\":\"Scatter\"},{\"attributes\":{\"overlay\":{\"id\":\"1027\"}},\"id\":\"1022\",\"type\":\"BoxZoomTool\"},{\"attributes\":{},\"id\":\"1319\",\"type\":\"BasicTickFormatter\"},{\"attributes\":{},\"id\":\"1320\",\"type\":\"AllLabels\"},{\"attributes\":{\"dimensions\":\"width\",\"maintain_focus\":false},\"id\":\"1207\",\"type\":\"WheelZoomTool\"},{\"attributes\":{\"label\":{\"value\":\"Trades (94)\"},\"renderers\":[{\"id\":\"1314\"}]},\"id\":\"1331\",\"type\":\"LegendItem\"},{\"attributes\":{\"fill_color\":{\"field\":\"inc\",\"transform\":{\"id\":\"1038\"}},\"hatch_color\":{\"field\":\"inc\",\"transform\":{\"id\":\"1038\"}},\"line_color\":{\"field\":\"inc\",\"transform\":{\"id\":\"1038\"}},\"top\":{\"field\":\"Volume\"},\"width\":{\"value\":0.8},\"x\":{\"field\":\"index\"}},\"id\":\"1275\",\"type\":\"VBar\"},{\"attributes\":{},\"id\":\"1024\",\"type\":\"RedoTool\"},{\"attributes\":{},\"id\":\"1199\",\"type\":\"BasicTicker\"},{\"attributes\":{\"format\":\"0 a\"},\"id\":\"1282\",\"type\":\"NumeralTickFormatter\"},{\"attributes\":{\"axis\":{\"id\":\"1198\"},\"coordinates\":null,\"group\":null,\"ticker\":null},\"id\":\"1201\",\"type\":\"Grid\"},{\"attributes\":{},\"id\":\"1026\",\"type\":\"SaveTool\"},{\"attributes\":{},\"id\":\"1250\",\"type\":\"BasicTicker\"},{\"attributes\":{\"below\":[{\"id\":\"1249\"}],\"center\":[{\"id\":\"1252\"},{\"id\":\"1256\"}],\"height\":90,\"left\":[{\"id\":\"1253\"}],\"min_border_bottom\":6,\"min_border_left\":0,\"min_border_right\":10,\"min_border_top\":3,\"outline_line_color\":\"#666666\",\"renderers\":[{\"id\":\"1278\"}],\"sizing_mode\":\"stretch_width\",\"title\":{\"id\":\"1435\"},\"toolbar\":{\"id\":\"1265\"},\"toolbar_location\":null,\"width\":null,\"x_range\":{\"id\":\"1003\"},\"x_scale\":{\"id\":\"1245\"},\"y_range\":{\"id\":\"1243\"},\"y_scale\":{\"id\":\"1247\"}},\"id\":\"1241\",\"subtype\":\"Figure\",\"type\":\"Plot\"},{\"attributes\":{\"source\":{\"id\":\"1093\"}},\"id\":\"1098\",\"type\":\"CDSView\"},{\"attributes\":{},\"id\":\"1245\",\"type\":\"LinearScale\"},{\"attributes\":{\"label\":{\"value\":\"Peak 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= this.labels || formatter.doFormat(ticks\\n                                                .map(i => source.data.datetime[i])\\n                                                .filter(t => t !== undefined));\\nreturn this.labels[index] || \\\"\\\";\\n        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       "  root.Bokeh.embed.embed_items_notebook(docs_json, render_items);\n",
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       "    let attempts = 0;\n",
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       "      if (root.Bokeh !== undefined) {\n",
       "        clearInterval(timer);\n",
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       "        attempts++;\n",
       "        if (attempts > 100) {\n",
       "          clearInterval(timer);\n",
       "          console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\");\n",
       "        }\n",
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       "    }, 10, root)\n",
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     "data": {
      "text/html": [
       "<div style=\"display: table;\"><div style=\"display: table-row;\"><div style=\"display: table-cell;\"><b title=\"bokeh.models.layouts.Row\">Row</b>(</div><div style=\"display: table-cell;\">id&nbsp;=&nbsp;'1450', <span id=\"1734\" style=\"cursor: pointer;\">&hellip;)</span></div></div><div class=\"1733\" style=\"display: none;\"><div style=\"display: table-cell;\"></div><div style=\"display: table-cell;\">align&nbsp;=&nbsp;'start',</div></div><div class=\"1733\" style=\"display: none;\"><div style=\"display: table-cell;\"></div><div style=\"display: table-cell;\">aspect_ratio&nbsp;=&nbsp;None,</div></div><div class=\"1733\" style=\"display: none;\"><div style=\"display: table-cell;\"></div><div style=\"display: table-cell;\">background&nbsp;=&nbsp;None,</div></div><div class=\"1733\" style=\"display: none;\"><div style=\"display: table-cell;\"></div><div style=\"display: table-cell;\">children&nbsp;=&nbsp;[GridBox(id='1447', ...), ToolbarBox(id='1449', ...)],</div></div><div class=\"1733\" style=\"display: none;\"><div style=\"display: table-cell;\"></div><div style=\"display: table-cell;\">cols&nbsp;=&nbsp;'auto',</div></div><div class=\"1733\" style=\"display: none;\"><div style=\"display: table-cell;\"></div><div style=\"display: table-cell;\">css_classes&nbsp;=&nbsp;[],</div></div><div class=\"1733\" style=\"display: none;\"><div style=\"display: table-cell;\"></div><div style=\"display: table-cell;\">disabled&nbsp;=&nbsp;False,</div></div><div class=\"1733\" style=\"display: none;\"><div style=\"display: table-cell;\"></div><div style=\"display: table-cell;\">height&nbsp;=&nbsp;None,</div></div><div class=\"1733\" style=\"display: none;\"><div style=\"display: table-cell;\"></div><div style=\"display: table-cell;\">height_policy&nbsp;=&nbsp;'auto',</div></div><div class=\"1733\" style=\"display: none;\"><div style=\"display: table-cell;\"></div><div style=\"display: table-cell;\">js_event_callbacks&nbsp;=&nbsp;{},</div></div><div class=\"1733\" style=\"display: none;\"><div style=\"display: table-cell;\"></div><div style=\"display: table-cell;\">js_property_callbacks&nbsp;=&nbsp;{},</div></div><div class=\"1733\" style=\"display: none;\"><div style=\"display: table-cell;\"></div><div style=\"display: table-cell;\">margin&nbsp;=&nbsp;(0, 0, 0, 0),</div></div><div class=\"1733\" style=\"display: none;\"><div style=\"display: table-cell;\"></div><div style=\"display: table-cell;\">max_height&nbsp;=&nbsp;None,</div></div><div class=\"1733\" style=\"display: none;\"><div style=\"display: table-cell;\"></div><div style=\"display: table-cell;\">max_width&nbsp;=&nbsp;None,</div></div><div class=\"1733\" style=\"display: none;\"><div style=\"display: table-cell;\"></div><div style=\"display: table-cell;\">min_height&nbsp;=&nbsp;None,</div></div><div class=\"1733\" style=\"display: none;\"><div style=\"display: table-cell;\"></div><div style=\"display: table-cell;\">min_width&nbsp;=&nbsp;None,</div></div><div class=\"1733\" style=\"display: none;\"><div style=\"display: table-cell;\"></div><div style=\"display: table-cell;\">name&nbsp;=&nbsp;None,</div></div><div class=\"1733\" style=\"display: none;\"><div style=\"display: table-cell;\"></div><div style=\"display: table-cell;\">sizing_mode&nbsp;=&nbsp;'stretch_width',</div></div><div class=\"1733\" style=\"display: none;\"><div style=\"display: table-cell;\"></div><div style=\"display: table-cell;\">spacing&nbsp;=&nbsp;0,</div></div><div class=\"1733\" style=\"display: none;\"><div style=\"display: table-cell;\"></div><div style=\"display: table-cell;\">subscribed_events&nbsp;=&nbsp;[],</div></div><div class=\"1733\" style=\"display: none;\"><div style=\"display: table-cell;\"></div><div style=\"display: table-cell;\">syncable&nbsp;=&nbsp;True,</div></div><div class=\"1733\" style=\"display: none;\"><div style=\"display: table-cell;\"></div><div style=\"display: table-cell;\">tags&nbsp;=&nbsp;[],</div></div><div class=\"1733\" style=\"display: none;\"><div style=\"display: table-cell;\"></div><div style=\"display: table-cell;\">visible&nbsp;=&nbsp;True,</div></div><div class=\"1733\" style=\"display: none;\"><div style=\"display: table-cell;\"></div><div style=\"display: table-cell;\">width&nbsp;=&nbsp;None,</div></div><div class=\"1733\" style=\"display: none;\"><div style=\"display: table-cell;\"></div><div style=\"display: table-cell;\">width_policy&nbsp;=&nbsp;'auto')</div></div></div>\n",
       "<script>\n",
       "(function() {\n",
       "  let expanded = false;\n",
       "  const ellipsis = document.getElementById(\"1734\");\n",
       "  ellipsis.addEventListener(\"click\", function() {\n",
       "    const rows = document.getElementsByClassName(\"1733\");\n",
       "    for (let i = 0; i < rows.length; i++) {\n",
       "      const el = rows[i];\n",
       "      el.style.display = expanded ? \"none\" : \"table-row\";\n",
       "    }\n",
       "    ellipsis.innerHTML = expanded ? \"&hellip;)\" : \"&lsaquo;&lsaquo;&lsaquo;\";\n",
       "    expanded = !expanded;\n",
       "  });\n",
       "})();\n",
       "</script>\n"
      ],
      "text/plain": [
       "Row(id='1450', ...)"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "backtest.plot()"
   ]
  },
  {
   "attachments": {
    "Screenshot%202022-12-31%20120822.png": {
     "image/png": 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"
    }
   },
   "cell_type": "markdown",
   "id": "277ef211",
   "metadata": {},
   "source": [
    "![Screenshot%202022-12-31%20120822.png](attachment:Screenshot%202022-12-31%20120822.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "55be0d2c",
   "metadata": {},
   "source": [
    " - In the above chart, every dashed line show a trade.\n",
    " - The triangles in the profit/loss section shows the profit and losses. Green means we made money while red shows we lost.\n",
    " - We also have the volume section which indicates the volume of shares."
   ]
  }
 ],
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   "language": "python",
   "name": "python3"
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