From f7c9f232e669480f0822fabbe3062201d4fd81e3 Mon Sep 17 00:00:00 2001 From: Dane Isburgh Date: Mon, 20 Nov 2023 15:22:16 -0500 Subject: [PATCH] chore: add backtesting notebooks --- notebooks/backtesting-test10.ipynb | 1010 +++++++++++++++++++++++++++ notebooks/backtesting-test9.ipynb | 1031 ++++++++++++++++++++++++++++ 2 files changed, 2041 insertions(+) create mode 100644 notebooks/backtesting-test10.ipynb create mode 100644 notebooks/backtesting-test9.ipynb diff --git a/notebooks/backtesting-test10.ipynb b/notebooks/backtesting-test10.ipynb new file mode 100644 index 0000000..e20440c --- /dev/null +++ b/notebooks/backtesting-test10.ipynb @@ -0,0 +1,1010 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "a2617e68-2752-451a-92f1-ad11d1bbc381", + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import requests\n", + "import pandas as pd\n", + "import pandas_ta as ta\n", + "import yfinance as yf\n", + "\n", + "from datetime import datetime, timedelta\n", + "\n", + "%matplotlib widget\n", + "pd.options.display.max_columns = 100\n", + "pd.options.display.max_rows = 100\n", + "\n", + "import notebook_utils\n", + "\n", + "product_ids = [\"BTC-USD\", \"ETH-USD\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "dd3fdbd1-dc9e-4189-bb5b-0d4448204bc7", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Retrieving historical fear and greed index\n", + "Retrieving historical data for BTC-USD\n", + "Retrieving historical data for ETH-USD\n" + ] + } + ], + "source": [ + "def get_df_fear_greed_index():\n", + " print(\"Retrieving historical fear and greed index\")\n", + " fear_greed_index_response = requests.get(\"https://api.alternative.me/fng/?limit=\" + str(24 * 365 * 5))\n", + " df_fear_greed_index = pd.DataFrame(fear_greed_index_response.json()[\"data\"])\n", + " df_fear_greed_index.set_index(\n", + " pd.DatetimeIndex([pd.Timestamp(int(x), unit=\"s\", tz=\"UTC\") for x in df_fear_greed_index.timestamp]),\n", + " inplace=True,\n", + " )\n", + " df_fear_greed_index.rename(columns={\"value\": \"fear_greed_index\"}, inplace=True)\n", + " return df_fear_greed_index\n", + "\n", + "\n", + "def get_df_history(product_id):\n", + " print(f\"Retrieving historical data for {product_id}\")\n", + "\n", + " df_history = yf.Ticker(product_id).history(interval=\"1d\", period=\"5y\")[:-1]\n", + " df_history.columns = map(str.lower, df_history.columns)\n", + "\n", + " timestamps = [pd.to_datetime(x, utc=True) for x in df_history.index.values]\n", + " timestamps_date_range = pd.date_range(start=timestamps[0], end=timestamps[-1], freq=\"D\")\n", + " df_history = df_history.set_index(pd.DatetimeIndex(timestamps)).reindex(timestamps_date_range, method=\"ffill\")\n", + "\n", + " df_history = df_history.join(df_fear_greed_index[[\"fear_greed_index\"]])\n", + " df_history[\"fear_greed_index\"] = df_history.fear_greed_index.fillna(method=\"ffill\").astype(float)\n", + "\n", + " def get_strategy_length(x):\n", + " return x * 1\n", + "\n", + " for column in [\"close\", \"fear_greed_index\"]:\n", + " for days in [7, 14, 30, 60, 90, 120]:\n", + " periods = get_strategy_length(days)\n", + " df_history[f\"{column}_previous\"] = df_history[column].shift(1)\n", + " df_history[f\"{column}_min_{days}\"] = df_history[column].rolling(window=periods, min_periods=periods).min()\n", + " df_history[f\"{column}_max_{days}\"] = df_history[column].rolling(window=periods, min_periods=periods).max()\n", + " df_history[f\"{column}_gradient_{days}\"] = df_history[column].diff(periods=periods) / periods\n", + " df_history[f\"{column}_gradient_min_{days}\"] = df_history[f\"{column}_gradient_{days}\"].rolling(window=periods, min_periods=periods).min()\n", + " df_history[f\"{column}_gradient_max_{days}\"] = df_history[f\"{column}_gradient_{days}\"].rolling(window=periods, min_periods=periods).max()\n", + " \n", + " return df_history\n", + "\n", + "df_fear_greed_index = get_df_fear_greed_index()\n", + "history_dfs = {}\n", + "\n", + "for product_id in product_ids:\n", + " history_dfs[product_id] = get_df_history(product_id)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "b3dc0a44-8b59-4683-868d-242d6a78c0ac", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "f4a46bacaf144af28f7d141f46e5cb1d", + "version_major": 2, + "version_minor": 0 + }, + "image/png": 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\n", + " " + ], + "text/plain": [ + "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "total_products = len(history_dfs)\n", + "fig, ax = plt.subplots(nrows=total_products, figsize=(10, 4 * total_products))\n", + "days = 90\n", + "\n", + "for product_index, product_id in enumerate(product_ids):\n", + " ax_index = ax if total_products <= 1 else ax[product_index]\n", + " # history_dfs[product_id][\"good_buy\"] = history_dfs[product_id].fear_greed_index == history_dfs[product_id].fear_greed_index_min_30\n", + " df_history1 = history_dfs[product_id][[\"close\", f\"close_min_{days}\", f\"close_max_{days}\"]].copy()\n", + " df_history2 = history_dfs[product_id][[f\"close_gradient_{days}\", f\"close_gradient_min_{days}\", f\"close_gradient_max_{days}\"]].copy()\n", + " df_history3 = history_dfs[product_id][[\"fear_greed_index\", f\"fear_greed_index_min_{days}\", f\"fear_greed_index_max_{days}\"]].copy()\n", + " df_history4 = history_dfs[product_id][[f\"fear_greed_index_gradient_{days}\", f\"fear_greed_index_gradient_min_{days}\", f\"fear_greed_index_gradient_max_{days}\"]].copy()\n", + " \n", + " df_history1_max = df_history1.to_numpy()[~np.isnan(df_history1.to_numpy())].max()\n", + " df_history2_max = df_history2.to_numpy()[~np.isnan(df_history2.to_numpy())].max()\n", + " df_history3_max = df_history3.to_numpy()[~np.isnan(df_history3.to_numpy())].max()\n", + " df_history4_max = df_history4.to_numpy()[~np.isnan(df_history4.to_numpy())].max()\n", + " \n", + " for column in df_history1.columns:\n", + " df_history1[column] = df_history1[column] / df_history1_max\n", + " \n", + " for column in df_history2.columns:\n", + " df_history2[column] = df_history2[column] / df_history2_max\n", + " \n", + " for column in df_history3.columns:\n", + " df_history3[column] = df_history3[column] / df_history3_max\n", + " \n", + " for column in df_history4.columns:\n", + " df_history4[column] = df_history4[column] / df_history4_max\n", + " \n", + " df_history = df_history1.join(df_history2, how=\"outer\").join(df_history3, how=\"outer\").join(df_history4, how=\"outer\")\n", + " df_history[\"buy_signal\"] = (\n", + " (df_history.fear_greed_index > 0)\n", + " & (df_history[f\"close_gradient_{days}\"] != df_history[f\"close_gradient_min_{days}\"])\n", + " ).replace({True: 1, False: 0})\n", + " \n", + " df_history[[\n", + " \"close\", \"buy_signal\",\n", + " \"fear_greed_index\",\n", + " # f\"close_min_{days}\", f\"close_max_{days}\",\n", + " # f\"close_gradient_{days}\", f\"close_gradient_min_{days}\", f\"close_gradient_max_{days}\",\n", + " # f\"fear_greed_index_min_{days}\", f\"fear_greed_index_max_{days}\",\n", + " # f\"fear_greed_index_gradient_{days}\", f\"fear_greed_index_gradient_min_{days}\", f\"fear_greed_index_gradient_max_{days}\"\n", + " # \"buy_signal\", \"sell_signal\"\n", + " ]].plot(ax=ax_index)\n", + " \n", + " ax_index.set_title(product_id)\n", + "\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()\n", + "\n", + "# df_history = history_dfs[product_id]\n", + "# display(df_history.corr().astype(str)[[\"period_max_close_pct_change\"]])\n", + "# display(df_history.describe())" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "c9fe06de-8bf9-417e-b013-5b14fbf72ea3", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Total fee percentage: 0.8%\n", + "Start money: $2000\n", + "Min buy amount: $200\n", + "Max buy amount: $2000\n", + "End money: $11529.56\n", + "Pct earned: 476.478%\n", + "Total orders: 510\n", + "Avg pct earned per order: 0.934%\n", + "Total volume: $892282.66\n", + "Total days: 1825.0\n", + "Avg 30 day volume: $14667.66\n" + ] + }, + { + "data": { + "text/html": [ + "
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product_idsideamountcoinsvaluemoneytotal_balancefear_greed_index
timestamp
2019-05-17 00:00:00+00:00BTC-USDbuy1000.00.13562284470693337343.89550781251000.01992.015999999999665.0
2019-05-17 00:00:00+00:00ETH-USDbuy500.02.0429546609164766243.76458740234375500.01988.023999999999765.0
2019-05-18 00:00:00+00:00BTC-USDbuy250.00.03424465367136577271.2080078125250.01957.551695909151567.0
2019-05-18 00:00:00+00:00ETH-USDbuy200.00.8491221237231968234.5952301025390650.01955.954895909151467.0
2019-05-25 00:00:00+00:00ETH-USDsell725.19644568459382.89207678251.75987243652344775.19644568459382137.590480437271369.0
...........................
2023-10-14 00:00:00+00:00BTC-USDbuy708.750.02627960312346353726861.70703125708.7686030078068800.90837714014747.0
2023-10-14 00:00:00+00:00ETH-USDbuy354.380.226948033176292861555.2568359375354.388603007805958798.07900722014747.0
2023-10-15 00:00:00+00:00ETH-USDbuy200.00.12785049610975121558.06982421875154.388603007805958855.1889682328345.0
2023-11-18 00:00:00+00:00BTC-USDsell6372.651614657570.1748837436585.7031256527.04021766537511529.56106608509869.0
2023-11-18 00:00:00+00:00ETH-USDsell5002.5205810439032.558268891963.285034179687511529.56079870927711529.56106608509869.0
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", 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row.fear_greed_index) / 100\n", + " condition_factor = 1\n", + " buy_amount = floor_value(money / len(product_ids) * condition_factor, 2)\n", + " buy_amount = buy_amount if buy_amount >= min_buy_amount else min_buy_amount\n", + " buy_amount = buy_amount if buy_amount <= max_buy_amount else max_buy_amount\n", + " # buy_amount = 100\n", + "\n", + " if money >= buy_amount and buy_amount > 0:\n", + " money -= buy_amount\n", + " buy_coins = buy_amount / row.close * p_keep\n", + " coins[product_id] += buy_coins\n", + " total_orders += 1\n", + " total_volume += buy_amount\n", + " orders.append(\n", + " {\n", + " \"timestamp\": index,\n", + " \"product_id\": product_id,\n", + " \"side\": \"buy\",\n", + " \"amount\": buy_amount,\n", + " \"coins\": buy_coins,\n", + " \"value\": row.close,\n", + " \"money\": money,\n", + " \"total_balance\": get_total_balance(),\n", + " \"fear_greed_index\": row.fear_greed_index,\n", + " # \"fear_greed_index_min_30\": row.fear_greed_index_min_30\n", + " }\n", + " )\n", + " elif condition_action == \"sell\" and coins[product_id] > 0:\n", + " # condition_factor = row.fear_greed_index / 100\n", + " condition_factor = 1\n", + " sell_coins = floor_value(coins[product_id] * condition_factor, 8)\n", + " coins[product_id] = coins[product_id] - sell_coins\n", + " sell_amount = sell_coins * row.close * p_keep\n", + " \n", + " if sell_amount > 0:\n", + " total_orders += 1\n", + " total_volume += sell_amount\n", + " money += sell_amount\n", + " orders.append(\n", + " {\n", + " \"timestamp\": index,\n", + " \"product_id\": product_id,\n", + " \"side\": \"sell\",\n", + " \"amount\": sell_amount,\n", + " \"coins\": sell_coins,\n", + " \"value\": row.close,\n", + " \"money\": money,\n", + " \"total_balance\": get_total_balance(),\n", + " \"fear_greed_index\": row.fear_greed_index,\n", + " # \"fear_greed_index_min_30\": row.fear_greed_index_min_30\n", + " }\n", + " )\n", + "\n", + "money += sum(\n", + " [\n", + " (coins[product_id] * df_final.loc[df_final.product_id == product_id].close.values[-1] * p_keep)\n", + " for product_id in product_ids\n", + " ]\n", + ")\n", + "\n", + "print(f\"End money: ${money:.2f}\")\n", + "pct_earned = (money - start_money)/start_money*100\n", + "print(f\"Pct earned: {pct_earned:.3f}%\")\n", + "days = (df_final.index.values[-1] - df_final.index.values[0]).astype(\"timedelta64[D]\") / np.timedelta64(1, \"D\")\n", + "print(f\"Total orders: {total_orders}\")\n", + "print(f\"Avg pct earned per order: {pct_earned / total_orders:.3f}%\")\n", + "print(f\"Total volume: ${total_volume:.2f}\")\n", + "print(f\"Total days: {days}\")\n", + "print(f\"Avg 30 day volume: ${(total_volume / days * 30):.2f}\")\n", + "\n", + "df_orders = pd.DataFrame(orders)\n", + "df_orders.set_index(\"timestamp\", inplace=True)\n", + "display(df_orders.astype(str))\n", + "\n", + "orders_info = []\n", + "for product_id in product_ids:\n", + " for side in [\"buy\", \"sell\"]:\n", + " df_orders_product_side = df_orders.loc[(df_orders.product_id == product_id) & (df_orders.side == side)]\n", + " orders_info.append({\n", + " \"product_id\": product_id,\n", + " \"side\": side,\n", + " \"total_orders\": len(df_orders_product_side),\n", + " # \"avg_value\": df_orders_product_side.value.sum() / len(df_orders_product_side)\n", + " })\n", + "\n", + "df_orders_info = pd.DataFrame(orders_info)\n", + "display(df_orders_info)\n", + "\n", + "df_orders[[\"total_balance\"]].plot(figsize=(10, 3))\n", + "# df_orders_scaled = df_orders[[\"total_balance\", \"fear_greed_index\", \"fear_greed_index_min_30\"]]\n", + "# df_orders_scaled = pd.DataFrame(scaler.fit_transform(df_orders_scaled.values), index=df_orders_scaled.index, columns=df_orders_scaled.columns).plot(figsize=(10, 3))" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "72e94f43-be1c-45dc-a6e9-669893d549f6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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amountcoinsvaluemoneytotal_balancefear_greed_index
count258.000000258.000000258.000000258.000000258.000000258.000000
mean525.9761630.21631216270.602202995.5592144159.64356833.569767
std376.7598510.37534617366.9415021265.4787842147.79533518.634436
min100.0000000.002003166.7271271.987052977.9774486.000000
25%143.6225000.0161071901.912811143.6357522741.44805820.000000
50%415.6700000.0433707307.551758415.6788693927.02721227.500000
75%1000.0000000.29804430324.5029301435.2855205402.89839347.000000
max1000.0000002.45613360204.9648446362.72610010953.08270979.000000
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" + ], + "text/plain": [ + " amount coins value money total_balance \\\n", + "count 258.000000 258.000000 258.000000 258.000000 258.000000 \n", + "mean 525.976163 0.216312 16270.602202 995.559214 4159.643568 \n", + "std 376.759851 0.375346 17366.941502 1265.478784 2147.795335 \n", + "min 100.000000 0.002003 166.727127 1.987052 977.977448 \n", + "25% 143.622500 0.016107 1901.912811 143.635752 2741.448058 \n", + "50% 415.670000 0.043370 7307.551758 415.678869 3927.027212 \n", + "75% 1000.000000 0.298044 30324.502930 1435.285520 5402.898393 \n", + "max 1000.000000 2.456133 60204.964844 6362.726100 10953.082709 \n", + "\n", + " fear_greed_index \n", + "count 258.000000 \n", + "mean 33.569767 \n", + "std 18.634436 \n", + "min 6.000000 \n", + "25% 20.000000 \n", + "50% 27.500000 \n", + "75% 47.000000 \n", + "max 79.000000 " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
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amountcoinsvaluemoneytotal_balancefear_greed_index
count87.00000087.00000087.00000087.00000087.00000087.000000
mean1594.1790150.64147615955.7097872463.4477393924.55924436.574713
std1408.6820021.14480117268.8917501706.7025912009.84097118.845536
min93.3032450.002003169.516739125.1791761113.6340827.000000
25%624.6200310.0475771848.1176151194.0172372733.06493521.000000
50%1255.3383490.1186989510.2001952503.3298823767.89816731.000000
75%2207.6449980.84357426954.9853523457.7845465073.73856448.000000
max7355.6907146.30726358232.3164067362.72610010365.50829979.000000
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" + ], + "text/plain": [ + " amount coins value money total_balance \\\n", + "count 87.000000 87.000000 87.000000 87.000000 87.000000 \n", + "mean 1594.179015 0.641476 15955.709787 2463.447739 3924.559244 \n", + "std 1408.682002 1.144801 17268.891750 1706.702591 2009.840971 \n", + "min 93.303245 0.002003 169.516739 125.179176 1113.634082 \n", + "25% 624.620031 0.047577 1848.117615 1194.017237 2733.064935 \n", + "50% 1255.338349 0.118698 9510.200195 2503.329882 3767.898167 \n", + "75% 2207.644998 0.843574 26954.985352 3457.784546 5073.738564 \n", + "max 7355.690714 6.307263 58232.316406 7362.726100 10365.508299 \n", + "\n", + " fear_greed_index \n", + "count 87.000000 \n", + "mean 36.574713 \n", + "std 18.845536 \n", + "min 7.000000 \n", + "25% 21.000000 \n", + "50% 31.000000 \n", + "75% 48.000000 \n", + "max 79.000000 " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "display(df_orders.loc[df_orders.side == \"buy\"].describe())\n", + "display(df_orders.loc[df_orders.side == \"sell\"].describe())\n", + "# df_orders.loc[(df_orders.index >= pd.Timestamp(\"2021-11-01\", tz=\"UTC\")) & (df_orders.index <= pd.Timestamp(\"2022-07-01\", tz=\"UTC\"))].tail(100)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/backtesting-test9.ipynb b/notebooks/backtesting-test9.ipynb new file mode 100644 index 0000000..5e03c0a --- /dev/null +++ b/notebooks/backtesting-test9.ipynb @@ -0,0 +1,1031 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "a2617e68-2752-451a-92f1-ad11d1bbc381", + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import requests\n", + "import pandas as pd\n", + "import pandas_ta as ta\n", + "import yfinance as yf\n", + "\n", + "from datetime import datetime, timedelta\n", + "\n", + "%matplotlib widget\n", + "pd.options.display.max_columns = 100\n", + "pd.options.display.max_rows = 100\n", + "\n", + "import notebook_utils\n", + "\n", + "product_ids = [\"BTC-USD\", \"ETH-USD\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "dd3fdbd1-dc9e-4189-bb5b-0d4448204bc7", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Retrieving historical fear and greed index\n", + "Retrieving historical data for BTC-USD\n", + "Retrieving historical data for ETH-USD\n" + ] + } + ], + "source": [ + "def get_df_fear_greed_index():\n", + " print(\"Retrieving historical fear and greed index\")\n", + " fear_greed_index_response = requests.get(\"https://api.alternative.me/fng/?limit=\" + str(24 * 365 * 2))\n", + " df_fear_greed_index = pd.DataFrame(fear_greed_index_response.json()[\"data\"])\n", + " df_fear_greed_index.set_index(\n", + " pd.DatetimeIndex([pd.Timestamp(int(x), unit=\"s\", tz=\"UTC\") for x in df_fear_greed_index.timestamp]),\n", + " inplace=True,\n", + " )\n", + " df_fear_greed_index.rename(columns={\"value\": \"fear_greed_index\"}, inplace=True)\n", + " return df_fear_greed_index\n", + "\n", + "\n", + "def get_df_history(product_id):\n", + " print(f\"Retrieving historical data for {product_id}\")\n", + "\n", + " df_history = yf.Ticker(product_id).history(interval=\"1h\", period=\"2y\")[:-1]\n", + " df_history.columns = map(str.lower, df_history.columns)\n", + "\n", + " timestamps = [pd.to_datetime(x, utc=True) for x in df_history.index.values]\n", + " timestamps_date_range = pd.date_range(start=timestamps[0], end=timestamps[-1], freq=\"H\")\n", + " df_history = df_history.set_index(pd.DatetimeIndex(timestamps)).reindex(timestamps_date_range, method=\"ffill\")\n", + "\n", + " df_history = df_history.join(df_fear_greed_index[[\"fear_greed_index\"]])\n", + " df_history[\"fear_greed_index\"] = df_history.fear_greed_index.fillna(method=\"ffill\").astype(float)\n", + "\n", + " def get_strategy_length(x):\n", + " return x * 24\n", + "\n", + " for column in [\"close\", \"fear_greed_index\"]:\n", + " for days in [7, 14, 30, 60, 90, 120]:\n", + " periods = get_strategy_length(days)\n", + " df_history[f\"{column}_min_{days}\"] = df_history[column].rolling(window=periods, min_periods=periods).min()\n", + " df_history[f\"{column}_max_{days}\"] = df_history[column].rolling(window=periods, min_periods=periods).max()\n", + " df_history[f\"{column}_gradient_{days}\"] = df_history[column].diff(periods=periods) / periods\n", + " df_history[f\"{column}_gradient_min_{days}\"] = df_history[f\"{column}_gradient_{days}\"].rolling(window=periods, min_periods=periods).min()\n", + " df_history[f\"{column}_gradient_max_{days}\"] = df_history[f\"{column}_gradient_{days}\"].rolling(window=periods, min_periods=periods).max()\n", + " # df_history[f\"{column}_diff_min_{days}\"] = df_history[f\"{column}_diff_{days}\"].rolling(window=periods, min_periods=1).min()\n", + " # df_history[f\"{column}_diff_min_{days}_prev\"] = df_history[f\"{column}_diff_min_{days}\"].shift(int(periods/2))\n", + " # df_history[f\"{column}_diff_min_{days}_deriv\"] = df_history[f\"{column}_diff_min_{days}\"].diff()\n", + " \n", + " # df_history[\"previous_close\"] = df_history.close.shift(1)\n", + " # df_history[\"previous_fear_greed_index\"] = df_history.fear_greed_index.shift(1)\n", + " # df_history[\"close_diff\"] = df_history.close.diff(periods=24*14)\n", + " # df_history[\"fear_greed_index_diff\"] = df_history.fear_greed_index.diff(periods=24*14)\n", + " df_history[\"period_max_close_pct_change\"] = (\n", + " (df_history[::-1].close.rolling(window=24, min_periods=1).max().shift(1) - df_history.close)\n", + " / df_history.close\n", + " )\n", + " \n", + " return df_history\n", + "\n", + "df_fear_greed_index = get_df_fear_greed_index()\n", + "history_dfs = {}\n", + "\n", + "for product_id in product_ids:\n", + " history_dfs[product_id] = get_df_history(product_id)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "b3dc0a44-8b59-4683-868d-242d6a78c0ac", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "1042c28c2608436eb494d3cd98b798ff", + "version_major": 2, + "version_minor": 0 + }, + "image/png": 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\n", + " " + ], + "text/plain": [ + "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "total_products = len(history_dfs)\n", + "fig, ax = plt.subplots(nrows=total_products, figsize=(10, 4 * total_products))\n", + "days = 14\n", + "\n", + "for product_index, product_id in enumerate(product_ids):\n", + " ax_index = ax if total_products <= 1 else ax[product_index]\n", + " # history_dfs[product_id][\"good_buy\"] = history_dfs[product_id].fear_greed_index == history_dfs[product_id].fear_greed_index_min_30\n", + " df_history1 = history_dfs[product_id][[\"close\", f\"close_min_{days}\", f\"close_max_{days}\"]].copy()\n", + " df_history2 = history_dfs[product_id][[f\"close_gradient_{days}\", f\"close_gradient_min_{days}\", f\"close_gradient_max_{days}\"]].copy()\n", + " df_history3 = history_dfs[product_id][[\"fear_greed_index\", f\"fear_greed_index_min_{days}\", f\"fear_greed_index_max_{days}\"]].copy()\n", + " df_history4 = history_dfs[product_id][[f\"fear_greed_index_gradient_{days}\", f\"fear_greed_index_gradient_min_{days}\", f\"fear_greed_index_gradient_max_{days}\"]].copy()\n", + " \n", + " df_history1_max = df_history1.to_numpy()[~np.isnan(df_history1.to_numpy())].max()\n", + " df_history2_max = df_history2.to_numpy()[~np.isnan(df_history2.to_numpy())].max()\n", + " df_history3_max = df_history3.to_numpy()[~np.isnan(df_history3.to_numpy())].max()\n", + " df_history4_max = df_history4.to_numpy()[~np.isnan(df_history4.to_numpy())].max()\n", + " \n", + " for column in df_history1.columns:\n", + " df_history1[column] = df_history1[column] / df_history1_max\n", + " \n", + " for column in df_history2.columns:\n", + " df_history2[column] = df_history2[column] / df_history2_max\n", + " \n", + " for column in df_history3.columns:\n", + " df_history3[column] = df_history3[column] / df_history3_max\n", + " \n", + " for column in df_history4.columns:\n", + " df_history4[column] = df_history4[column] / df_history4_max\n", + " \n", + " df_history = df_history1.join(df_history2, how=\"outer\").join(df_history3, how=\"outer\").join(df_history4, how=\"outer\")\n", + " df_history[\"buy_signal\"] = (\n", + " (df_history.fear_greed_index > .3)\n", + " & (df_history[f\"close_gradient_{days}\"] > df_history[f\"close_gradient_min_{days}\"])\n", + " # & (df_history[f\"fear_greed_index_gradient_{days}\"] > df_history[f\"fear_greed_index_gradient_min_{days}\"])\n", + " ).replace({True: 1, False: 0})\n", + " \n", + " df_history[[\n", + " \"close\", \"buy_signal\",\n", + " # \"fear_greed_index\",\n", + " # f\"close_min_{days}\", f\"close_max_{days}\",\n", + " # f\"close_gradient_{days}\", f\"close_gradient_min_{days}\", f\"close_gradient_max_{days}\",\n", + " # f\"fear_greed_index_min_{days}\", f\"fear_greed_index_max_{days}\",\n", + " # f\"fear_greed_index_gradient_{days}\", f\"fear_greed_index_gradient_min_{days}\", f\"fear_greed_index_gradient_max_{days}\"\n", + " # \"buy_signal\", \"sell_signal\"\n", + " ]].plot(ax=ax_index)\n", + " \n", + " ax_index.set_title(product_id)\n", + "\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()\n", + "\n", + "# df_history = history_dfs[product_id]\n", + "# display(df_history.corr().astype(str)[[\"period_max_close_pct_change\"]])\n", + "# display(df_history.describe())" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "c9fe06de-8bf9-417e-b013-5b14fbf72ea3", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Total fee percentage: 0%\n", + "Start money: $2000\n", + "Min buy amount: $200\n", + "Max buy amount: $2000\n", + "35040/35040 -- 100.00%\n", + "End money: $2282.25\n", + "Pct earned: 14.113%\n", + "Total orders: 6594\n", + "Avg pct earned per order: 0.002%\n", + "Total volume: $127942.25\n", + "Total days: 729.0\n", + "Avg 30 day volume: $5265.11\n" + ] + }, + { + "data": { + "text/html": [ + "
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product_idsideamountcoinsvaluemoneytotal_balancefear_greed_index
timestamp
2022-01-18 21:00:00+00:00BTC-USDbuy10.00.0002358113203619298542406.785156251990.02000.024.0
2022-01-18 21:00:00+00:00ETH-USDbuy10.00.003160708930962743163.847167968751980.02000.024.0
2022-01-18 22:00:00+00:00BTC-USDbuy10.00.000235486142744340842465.343751970.02000.062379214428324.0
2022-01-18 22:00:00+00:00ETH-USDbuy10.00.00314543143362636683179.2141113281251960.02000.062379214428324.0
2022-01-18 23:00:00+00:00ETH-USDbuy10.00.0031605082152765973164.0480957031251950.01999.923008941365224.0
...........................
2023-10-21 02:00:00+00:00ETH-USDbuy10.00.0062650599092529931596.153930664062525.3143755737492031823.22381126146163.0
2023-10-21 02:00:00+00:00BTC-USDbuy10.00.000339020108726132629496.77539062515.3143755737492031823.22381126146163.0
2023-10-21 03:00:00+00:00ETH-USDbuy10.00.0062558390758708351598.5065917968755.3143755737492031829.42248098046863.0
2023-11-19 21:00:00+00:00BTC-USDsell1751.73970385148440.0473060337029.94531251757.05407942523362282.254314416796766.0
2023-11-19 21:00:00+00:00ETH-USDsell525.19989347601310.264710751984.0520019531252282.2539729012472282.254314416796766.0
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\n", + " " + ], + "text/plain": [ + "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fee_pct = 0\n", + "p_keep = 1 - (fee_pct / 2 / 100)\n", + "print(f\"Total fee percentage: {fee_pct}%\")\n", + "\n", + "coins = {}\n", + "coins_hold = {}\n", + "min_hold = 0\n", + "max_hold = 0\n", + "\n", + "for product_id in product_ids:\n", + " coins[product_id] = 0\n", + " coins_hold[product_id] = 0\n", + "\n", + "money = 2000\n", + "start_money = money\n", + "print(f\"Start money: ${start_money}\")\n", + "\n", + "min_buy_amount = 200\n", + "max_buy_amount = 2000\n", + "print(f\"Min buy amount: ${min_buy_amount}\")\n", + "print(f\"Max buy amount: ${max_buy_amount}\")\n", + "\n", + "total_orders = 0\n", + "total_volume = 0\n", + "orders = []\n", + "\n", + "total_products = len(product_ids)\n", + "\n", + "# feat_greed_schedule = [\n", + "# {'threshold': 0, 'factor': 1, 'action': 'buy'},\n", + "# {'threshold': 30, 'factor': 1, 'action': 'buy'},\n", + "# # {'threshold': 40, 'factor': 0.25, 'action': 'buy'},\n", + "# # {'threshold': 60, 'factor': 0.25, 'action': 'sell'},\n", + "# {'threshold': 70, 'factor': 1, 'action': 'sell'},\n", + "# {'threshold': 100, 'factor': 1, 'action': 'sell'}\n", + "# ]\n", + "\n", + "for product_id in product_ids:\n", + " history_dfs[product_id][\"product_id\"] = product_id\n", + "\n", + "df_final = pd.concat([history_dfs[product_id] for product_id in product_ids]).sort_index()\n", + "\n", + "total_final = len(df_final)\n", + "final_num = 0\n", + "\n", + "for index, row in df_final.iterrows():\n", + " final_num += 1\n", + "\n", + " if final_num % 100 == 0 or final_num == total_final:\n", + " print(f\"{final_num}/{total_final} -- {final_num/total_final*100:.2f}%\", end=\"\\r\")\n", + " \n", + " product_id = row.product_id\n", + "\n", + " def get_total_balance():\n", + " total_balance = money\n", + "\n", + " for coin_product_id in product_ids:\n", + " df_final_product_period = df_final.loc[(df_final.index == index) & (df_final.product_id == coin_product_id)]\n", + "\n", + " if len(df_final_product_period) > 0:\n", + " total_balance += coins[coin_product_id] * df_final_product_period.close.values[-1] * p_keep\n", + "\n", + " return total_balance\n", + "\n", + " def floor_value(x: float, precision: int):\n", + " return np.true_divide(np.floor(x * 10**precision), 10**precision)\n", + "\n", + " condition_action = None\n", + " condition_factor = None\n", + " \n", + " if (\n", + " row.fear_greed_index > 15\n", + " # and row.fear_greed_index < 90\n", + " # row.fear_greed_index == row.fear_greed_index_min_30\n", + " # money > len(product_ids)\n", + " \n", + " # coins[product_id] * row.close < 1000\n", + " # and row.fear_greed_index < row.fear_greed_index_max_120\n", + "\n", + " and row.close_gradient_30 > row.close_gradient_min_30\n", + " and pd.to_datetime(index, utc=True) != pd.to_datetime(df_final.index.values[-1], utc=True)\n", + " ):\n", + " condition_action = \"buy\"\n", + " else:\n", + " condition_action = \"sell\"\n", + "\n", + " if condition_action == \"buy\":\n", + " # condition_factor = (100 - row.fear_greed_index) / 100\n", + " # condition_factor = 1\n", + " # buy_amount = floor_value(money / len(product_ids) * condition_factor, 2)\n", + " # buy_amount = buy_amount if buy_amount >= min_buy_amount else min_buy_amount\n", + " # buy_amount = buy_amount if buy_amount <= max_buy_amount else max_buy_amount\n", + " buy_amount = 10\n", + "\n", + " if money >= buy_amount and buy_amount > 0:\n", + " money -= buy_amount\n", + " buy_coins = buy_amount / row.close * p_keep\n", + " coins[product_id] += buy_coins\n", + " total_orders += 1\n", + " total_volume += buy_amount\n", + " orders.append(\n", + " {\n", + " \"timestamp\": index,\n", + " \"product_id\": product_id,\n", + " \"side\": \"buy\",\n", + " \"amount\": buy_amount,\n", + " \"coins\": buy_coins,\n", + " \"value\": row.close,\n", + " \"money\": money,\n", + " \"total_balance\": get_total_balance(),\n", + " \"fear_greed_index\": row.fear_greed_index,\n", + " # \"fear_greed_index_min_30\": row.fear_greed_index_min_30\n", + " }\n", + " )\n", + " elif condition_action == \"sell\" and coins[product_id] > 0:\n", + " # condition_factor = row.fear_greed_index / 100\n", + " condition_factor = 1\n", + " sell_coins = floor_value(coins[product_id] * condition_factor, 8)\n", + " coins[product_id] = coins[product_id] - sell_coins\n", + " sell_amount = sell_coins * row.close * p_keep\n", + " \n", + " if sell_amount > 0:\n", + " total_orders += 1\n", + " total_volume += sell_amount\n", + " money += sell_amount\n", + " orders.append(\n", + " {\n", + " \"timestamp\": index,\n", + " \"product_id\": product_id,\n", + " \"side\": \"sell\",\n", + " \"amount\": sell_amount,\n", + " \"coins\": sell_coins,\n", + " \"value\": row.close,\n", + " \"money\": money,\n", + " \"total_balance\": get_total_balance(),\n", + " \"fear_greed_index\": row.fear_greed_index,\n", + " # \"fear_greed_index_min_30\": row.fear_greed_index_min_30\n", + " }\n", + " )\n", + "\n", + "print()\n", + "\n", + "money += sum(\n", + " [\n", + " (coins[product_id] * df_final.loc[df_final.product_id == product_id].close.values[-1] * p_keep)\n", + " for product_id in product_ids\n", + " ]\n", + ")\n", + "\n", + "print(f\"End money: ${money:.2f}\")\n", + "pct_earned = (money - start_money)/start_money*100\n", + "print(f\"Pct earned: {pct_earned:.3f}%\")\n", + "days = (df_final.index.values[-1] - df_final.index.values[0]).astype(\"timedelta64[D]\") / np.timedelta64(1, \"D\")\n", + "print(f\"Total orders: {total_orders}\")\n", + "print(f\"Avg pct earned per order: {pct_earned / total_orders:.3f}%\")\n", + "print(f\"Total volume: ${total_volume:.2f}\")\n", + "print(f\"Total days: {days}\")\n", + "print(f\"Avg 30 day volume: ${(total_volume / days * 30):.2f}\")\n", + "\n", + "df_orders = pd.DataFrame(orders)\n", + "df_orders.set_index(\"timestamp\", inplace=True)\n", + "display(df_orders.astype(str))\n", + "\n", + "orders_info = []\n", + "for product_id in product_ids:\n", + " for side in [\"buy\", \"sell\"]:\n", + " df_orders_product_side = df_orders.loc[(df_orders.product_id == product_id) & (df_orders.side == side)]\n", + " orders_info.append({\n", + " \"product_id\": product_id,\n", + " \"side\": side,\n", + " \"total_orders\": len(df_orders_product_side),\n", + " # \"avg_value\": df_orders_product_side.value.sum() / len(df_orders_product_side)\n", + " })\n", + "\n", + "df_orders_info = pd.DataFrame(orders_info)\n", + "display(df_orders_info)\n", + "\n", + "df_orders[[\"total_balance\"]].plot(figsize=(10, 3))\n", + "# df_orders_scaled = df_orders[[\"total_balance\", \"fear_greed_index\", \"fear_greed_index_min_30\"]]\n", + "# df_orders_scaled = pd.DataFrame(scaler.fit_transform(df_orders_scaled.values), index=df_orders_scaled.index, columns=df_orders_scaled.columns).plot(figsize=(10, 3))" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "72e94f43-be1c-45dc-a6e9-669893d549f6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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amountcoinsvaluemoneytotal_balancefear_greed_index
count29888.029888.00000029888.00000029888.00000029888.00000029888.000000
mean10.00.00298415377.225671429.6525401049.11255340.291020
std0.00.00283814823.738394298.780458199.63955615.360332
min10.00.0001861038.5867920.015153728.40458016.000000
25%10.00.0003691767.403503181.970008875.23174626.000000
50%10.00.00062615978.038574382.443381963.91548340.000000
75%10.00.00565827069.723145635.0857901244.42100152.000000
max10.00.00962853679.5429691567.2315401612.19629174.000000
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" + ], + "text/plain": [ + " amount coins value money total_balance \\\n", + "count 29888.0 29888.000000 29888.000000 29888.000000 29888.000000 \n", + "mean 10.0 0.002984 15377.225671 429.652540 1049.112553 \n", + "std 0.0 0.002838 14823.738394 298.780458 199.639556 \n", + "min 10.0 0.000186 1038.586792 0.015153 728.404580 \n", + "25% 10.0 0.000369 1767.403503 181.970008 875.231746 \n", + "50% 10.0 0.000626 15978.038574 382.443381 963.915483 \n", + "75% 10.0 0.005658 27069.723145 635.085790 1244.421001 \n", + "max 10.0 0.009628 53679.542969 1567.231540 1612.196291 \n", + "\n", + " fear_greed_index \n", + "count 29888.000000 \n", + "mean 40.291020 \n", + "std 15.360332 \n", + "min 16.000000 \n", + "25% 26.000000 \n", + "50% 40.000000 \n", + "75% 52.000000 \n", + "max 74.000000 " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
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amountcoinsvaluemoneytotal_balancefear_greed_index
count1004.0000001004.0000001004.0000001004.0000001004.0000001004.000000
mean298.2720910.08881614763.120288736.1253601016.39792838.750996
std310.9917400.15248814659.899259318.101323187.76687714.919450
min9.5307830.0002091043.11291511.101106731.09756010.000000
25%29.9400010.0052931733.676605509.368957869.94215226.000000
50%175.4232050.0190043816.136230789.540252937.89515334.000000
75%502.1172070.08200326125.182617926.3248421220.40073252.000000
max1497.7403060.75135450984.0546881585.1788701585.17905272.000000
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" + ], + "text/plain": [ + " amount coins value money total_balance \\\n", + "count 1004.000000 1004.000000 1004.000000 1004.000000 1004.000000 \n", + "mean 298.272091 0.088816 14763.120288 736.125360 1016.397928 \n", + "std 310.991740 0.152488 14659.899259 318.101323 187.766877 \n", + "min 9.530783 0.000209 1043.112915 11.101106 731.097560 \n", + "25% 29.940001 0.005293 1733.676605 509.368957 869.942152 \n", + "50% 175.423205 0.019004 3816.136230 789.540252 937.895153 \n", + "75% 502.117207 0.082003 26125.182617 926.324842 1220.400732 \n", + "max 1497.740306 0.751354 50984.054688 1585.178870 1585.179052 \n", + "\n", + " fear_greed_index \n", + "count 1004.000000 \n", + "mean 38.750996 \n", + "std 14.919450 \n", + "min 10.000000 \n", + "25% 26.000000 \n", + "50% 34.000000 \n", + "75% 52.000000 \n", + "max 72.000000 " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "display(df_orders.loc[df_orders.side == \"buy\"].describe())\n", + "display(df_orders.loc[df_orders.side == \"sell\"].describe())\n", + "# df_orders.loc[(df_orders.index >= pd.Timestamp(\"2022-04-23\", tz=\"UTC\")) & (df_orders.index <= pd.Timestamp(\"2022-07-23\", tz=\"UTC\"))]" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +}