{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": { "tags": [] }, "outputs": [], "source": [ "from datetime import datetime\n", "from importlib import reload\n", "\n", "from elite_ctastrategy.backtesting import EliteBacktestingEngine\n", "\n", "from double_ma_strategy import DoubleMaStrategy" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "engine = EliteBacktestingEngine()\n", "\n", "engine.set_parameters(\n", " vt_symbol=\"IFJQ00.CFFEX\",\n", " interval=\"1m\", \n", " start=datetime(2021, 1, 1), \n", " end=datetime(2023, 12, 31), \n", " rate=0,\n", " slippage=0, \n", " size=300, \n", " pricetick=0.2, \n", " capital=1_000_000\n", ")\n", "\n", "engine.add_strategy(DoubleMaStrategy, {})" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "2024-03-01 13:25:33.011731\t开始加载历史数据\n", "2024-03-01 13:25:33.289230\t历史数据加载完成,数据量:174479\n", "2024-03-01 13:25:33.343833\t策略初始化完成\n", "2024-03-01 13:25:33.343833\t开始回放历史数据\n", "2024-03-01 13:25:33.502834\t回放进度:== [10%]\n", "2024-03-01 13:25:33.715446\t回放进度:=== [20%]\n", "2024-03-01 13:25:33.891263\t回放进度:==== [30%]\n", "2024-03-01 13:25:34.067655\t回放进度:===== [40%]\n", "2024-03-01 13:25:34.179530\t回放进度:====== [50%]\n", "2024-03-01 13:25:34.344389\t回放进度:======= [60%]\n", "2024-03-01 13:25:34.471168\t回放进度:======== [70%]\n", "2024-03-01 13:25:34.644352\t回放进度:========= [80%]\n", "2024-03-01 13:25:34.839672\t回放进度:========== [90%]\n", "2024-03-01 13:25:35.112774\t历史数据回放结束\n", "2024-03-01 13:25:35.113819\t开始计算逐日盯市盈亏\n", "2024-03-01 13:25:35.121667\t逐日盯市盈亏计算完成\n", "2024-03-01 13:25:35.121667\t开始计算策略统计指标\n", "2024-03-01 13:25:35.167709\t------------------------------\n", "2024-03-01 13:25:35.167709\t首个交易日:\t2021-01-05\n", "2024-03-01 13:25:35.167709\t最后交易日:\t2023-12-29\n", "2024-03-01 13:25:35.167709\t总交易日:\t726\n", "2024-03-01 13:25:35.167709\t盈利交易日:\t350\n", "2024-03-01 13:25:35.167709\t亏损交易日:\t366\n", "2024-03-01 13:25:35.167709\t起始资金:\t1,000,000.00\n", "2024-03-01 13:25:35.167709\t结束资金:\t774,340.00\n", "2024-03-01 13:25:35.167709\t总收益率:\t-22.57%\n", "2024-03-01 13:25:35.167709\t年化收益:\t-7.46%\n", "2024-03-01 13:25:35.167709\t最大回撤: \t-623,220.00\n", "2024-03-01 13:25:35.167709\t百分比最大回撤:\t-53.74%\n", "2024-03-01 13:25:35.167709\t最长回撤天数: \t482\n", "2024-03-01 13:25:35.167709\t总盈亏:\t\t-225,660.00\n", "2024-03-01 13:25:35.167709\t总手续费:\t0.00\n", "2024-03-01 13:25:35.167709\t总滑点:\t\t0.00\n", "2024-03-01 13:25:35.167709\t总成交金额:\t426,846,900.00\n", "2024-03-01 13:25:35.167709\t总成交笔数:\t323\n", "2024-03-01 13:25:35.167709\t日均盈亏:\t-310.83\n", "2024-03-01 13:25:35.167709\t日均手续费:\t0.00\n", "2024-03-01 13:25:35.167709\t日均滑点:\t0.00\n", "2024-03-01 13:25:35.167709\t日均成交金额:\t587,943.39\n", "2024-03-01 13:25:35.168738\t日均成交笔数:\t0.44490358126721763\n", "2024-03-01 13:25:35.168738\t日均收益率:\t-0.04%\n", "2024-03-01 13:25:35.168738\t收益标准差:\t1.97%\n", "2024-03-01 13:25:35.168738\tSharpe Ratio:\t-0.28\n", "2024-03-01 13:25:35.168738\t收益回撤比:\t-0.42\n", "2024-03-01 13:25:35.168738\tR立方:\t\t-118.61\n", "2024-03-01 13:25:35.169280\t策略统计指标计算完成\n" ] }, { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "mode": "lines", "name": "Balance", "type": "scatter", "x": [ "2021-01-05", "2021-01-06", "2021-01-07", "2021-01-08", "2021-01-11", "2021-01-12", "2021-01-13", "2021-01-14", "2021-01-15", "2021-01-18", "2021-01-19", "2021-01-20", "2021-01-21", "2021-01-22", "2021-01-25", "2021-01-26", "2021-01-27", "2021-01-28", "2021-01-29", "2021-02-01", "2021-02-02", "2021-02-03", "2021-02-04", "2021-02-05", "2021-02-08", "2021-02-09", "2021-02-10", "2021-02-18", "2021-02-19", "2021-02-22", "2021-02-23", "2021-02-24", "2021-02-25", "2021-02-26", "2021-03-01", "2021-03-02", "2021-03-03", "2021-03-04", "2021-03-05", 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1 @ 5064.0\n", "2021-07-20 10:30:00+08:00 IFJQ00.CFFEX 多 开 1 @ 5064.0\n", "2021-07-20 11:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 5046.0\n", "2021-07-20 11:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 5046.0\n", "2021-07-21 10:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 5132.6\n", "2021-07-21 10:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 5132.6\n", "2021-07-23 13:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 5056.8\n", "2021-07-23 13:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 5056.8\n", "2021-08-02 14:30:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4873.0\n", "2021-08-02 14:30:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4873.0\n", "2021-08-13 13:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4890.6\n", "2021-08-13 13:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4890.6\n", "2021-08-17 11:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4915.8\n", "2021-08-17 11:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4915.8\n", "2021-08-26 11:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4775.8\n", "2021-08-26 11:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4775.8\n", "2021-08-27 13:30:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4782.8\n", "2021-08-27 13:30:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4782.8\n", "2021-08-27 14:30:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4773.2\n", "2021-08-27 14:30:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4773.2\n", "2021-09-01 13:30:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4824.6\n", "2021-09-01 13:30:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4824.6\n", "2021-09-06 09:49:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4877.4\n", "2021-09-06 09:49:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4877.4\n", "2021-09-24 13:30:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4848.2\n", "2021-09-24 13:30:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4848.2\n", "2021-09-29 11:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4801.8\n", "2021-09-29 11:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4801.8\n", "2021-09-30 09:30:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4835.4\n", "2021-09-30 09:30:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4835.4\n", "2021-10-12 14:30:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4839.2\n", "2021-10-12 14:30:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4839.2\n", "2021-10-13 13:30:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4910.4\n", "2021-10-13 13:30:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4910.4\n", "2021-10-18 10:30:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4831.2\n", "2021-10-18 10:30:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4831.2\n", "2021-10-19 14:30:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4898.2\n", "2021-10-19 14:30:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4898.2\n", "2021-10-27 13:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4879.4\n", "2021-10-27 13:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4879.4\n", "2021-11-05 13:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4874.4\n", "2021-11-05 13:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4874.4\n", "2021-11-08 09:30:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4843.8\n", "2021-11-08 09:30:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4843.8\n", "2021-11-11 13:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4848.8\n", "2021-11-11 13:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4848.8\n", "2021-11-18 10:30:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4816.8\n", "2021-11-18 10:30:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4816.8\n", "2021-11-22 09:32:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4887.8\n", "2021-11-22 09:32:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4887.8\n", "2021-11-26 11:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4852.0\n", "2021-11-26 11:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4852.0\n", "2021-12-28 11:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4947.6\n", "2021-12-28 11:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4947.6\n", "2021-12-29 13:30:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4904.2\n", "2021-12-29 13:30:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4904.2\n", "2021-12-30 13:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4955.0\n", "2021-12-30 13:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4955.0\n", "2022-01-04 10:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4902.6\n", "2022-01-04 10:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4902.6\n", "2022-01-04 10:15:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4871.2\n", "2022-01-04 10:15:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4871.2\n", "2022-01-19 10:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4801.4\n", "2022-01-19 10:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4801.4\n", "2022-01-19 10:30:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4810.8\n", "2022-01-19 10:30:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4810.8\n", "2022-01-19 13:30:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4783.0\n", "2022-01-19 13:30:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4783.0\n", "2022-01-20 10:30:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4830.4\n", "2022-01-20 10:30:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4830.4\n", "2022-01-24 10:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4782.6\n", "2022-01-24 10:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4782.6\n", "2022-01-24 10:30:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4788.4\n", "2022-01-24 10:30:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4788.4\n", "2022-01-25 10:32:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4759.0\n", "2022-01-25 10:32:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4759.0\n", "2022-02-11 11:01:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4649.8\n", "2022-02-11 11:01:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4649.8\n", "2022-02-11 14:30:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4596.2\n", "2022-02-11 14:30:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4596.2\n", "2022-02-16 11:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4613.0\n", "2022-02-16 11:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4613.0\n", "2022-02-22 10:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4536.8\n", "2022-02-22 10:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4536.8\n", "2022-02-23 14:30:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4598.0\n", "2022-02-23 14:30:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4598.0\n", "2022-02-24 10:30:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4574.2\n", "2022-02-24 10:30:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4574.2\n", "2022-03-01 13:09:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4573.4\n", "2022-03-01 13:09:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4573.4\n", "2022-03-02 13:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4551.8\n", "2022-03-02 13:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4551.8\n", "2022-03-17 13:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4249.4\n", "2022-03-17 13:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4249.4\n", "2022-03-25 14:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4132.0\n", "2022-03-25 14:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4132.0\n", "2022-03-30 13:30:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4201.2\n", "2022-03-30 13:30:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4201.2\n", "2022-04-11 10:31:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4081.8\n", "2022-04-11 10:31:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4081.8\n", "2022-04-14 14:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4189.0\n", "2022-04-14 14:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4189.0\n", "2022-04-18 11:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4124.2\n", "2022-04-18 11:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4124.2\n", "2022-04-29 14:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 3974.0\n", "2022-04-29 14:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 3974.0\n", "2022-05-06 13:30:00+08:00 IFJQ00.CFFEX 空 平 1 @ 3887.8\n", "2022-05-06 13:30:00+08:00 IFJQ00.CFFEX 空 开 1 @ 3887.8\n", "2022-05-11 09:31:00+08:00 IFJQ00.CFFEX 多 平 1 @ 3891.4\n", "2022-05-11 09:31:00+08:00 IFJQ00.CFFEX 多 开 1 @ 3891.4\n", "2022-05-19 13:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 3943.6\n", "2022-05-19 13:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 3943.6\n", "2022-05-19 14:30:00+08:00 IFJQ00.CFFEX 多 平 1 @ 3942.2\n", "2022-05-19 14:30:00+08:00 IFJQ00.CFFEX 多 开 1 @ 3942.2\n", "2022-05-24 14:30:00+08:00 IFJQ00.CFFEX 空 平 1 @ 3943.6\n", "2022-05-24 14:30:00+08:00 IFJQ00.CFFEX 空 开 1 @ 3943.6\n", "2022-05-27 10:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 3994.4\n", "2022-05-27 10:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 3994.4\n", "2022-06-14 11:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4087.2\n", "2022-06-14 11:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4087.2\n", "2022-06-15 10:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4206.0\n", "2022-06-15 10:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4206.0\n", "2022-06-23 10:30:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4226.0\n", "2022-06-23 10:30:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4226.0\n", "2022-07-13 10:06:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4263.0\n", "2022-07-13 10:06:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4263.0\n", "2022-07-29 09:30:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4210.6\n", "2022-07-29 09:30:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4210.6\n", "2022-08-08 10:30:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4134.6\n", "2022-08-08 10:30:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4134.6\n", "2022-08-10 13:30:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4092.2\n", "2022-08-10 13:30:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4092.2\n", "2022-08-22 09:30:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4124.2\n", "2022-08-22 09:30:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4124.2\n", "2022-09-15 13:30:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4029.2\n", "2022-09-15 13:30:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4029.2\n", "2022-10-14 11:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 3832.8\n", "2022-10-14 11:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 3832.8\n", "2022-10-20 13:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 3766.6\n", "2022-10-20 13:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 3766.6\n", "2022-11-02 10:30:00+08:00 IFJQ00.CFFEX 多 平 1 @ 3652.0\n", "2022-11-02 10:30:00+08:00 IFJQ00.CFFEX 多 开 1 @ 3652.0\n", "2022-11-10 13:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 3677.6\n", "2022-11-10 13:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 3677.6\n", "2022-11-11 10:30:00+08:00 IFJQ00.CFFEX 多 平 1 @ 3768.0\n", "2022-11-11 10:30:00+08:00 IFJQ00.CFFEX 多 开 1 @ 3768.0\n", "2022-11-21 10:30:00+08:00 IFJQ00.CFFEX 空 平 1 @ 3764.6\n", "2022-11-21 10:30:00+08:00 IFJQ00.CFFEX 空 开 1 @ 3764.6\n", "2022-11-29 11:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 3830.6\n", "2022-11-29 11:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 3830.6\n", "2022-12-14 09:30:00+08:00 IFJQ00.CFFEX 空 平 1 @ 3964.0\n", "2022-12-14 09:30:00+08:00 IFJQ00.CFFEX 空 开 1 @ 3964.0\n", "2022-12-27 13:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 3914.6\n", "2022-12-27 13:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 3914.6\n", "2022-12-29 13:30:00+08:00 IFJQ00.CFFEX 空 平 1 @ 3877.6\n", "2022-12-29 13:30:00+08:00 IFJQ00.CFFEX 空 开 1 @ 3877.6\n", "2022-12-29 14:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 3870.8\n", "2022-12-29 14:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 3870.8\n", "2023-01-03 11:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 3877.4\n", "2023-01-03 11:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 3877.4\n", "2023-01-03 14:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 3901.2\n", "2023-01-03 14:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 3901.2\n", "2023-02-01 11:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4161.2\n", "2023-02-01 11:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4161.2\n", "2023-02-02 09:31:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4205.4\n", "2023-02-02 09:31:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4205.4\n", "2023-02-03 10:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4130.0\n", "2023-02-03 10:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4130.0\n", "2023-02-10 10:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4127.6\n", "2023-02-10 10:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4127.6\n", "2023-02-10 10:30:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4118.4\n", "2023-02-10 10:30:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4118.4\n", "2023-02-13 13:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4129.0\n", "2023-02-13 13:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4129.0\n", "2023-02-17 10:30:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4101.2\n", "2023-02-17 10:30:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4101.2\n", "2023-02-21 10:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4142.4\n", "2023-02-21 10:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4142.4\n", "2023-02-22 13:30:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4120.6\n", "2023-02-22 13:30:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4120.6\n", "2023-03-01 11:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4124.8\n", "2023-03-01 11:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4124.8\n", "2023-03-07 14:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4069.0\n", "2023-03-07 14:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4069.0\n", "2023-03-22 10:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4007.2\n", "2023-03-22 10:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4007.2\n", "2023-03-30 11:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 3983.2\n", "2023-03-30 11:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 3983.2\n", "2023-03-30 14:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4035.8\n", "2023-03-30 14:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4035.8\n", "2023-04-12 14:30:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4085.2\n", "2023-04-12 14:30:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4085.2\n", "2023-04-17 10:30:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4111.6\n", "2023-04-17 10:30:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4111.6\n", "2023-04-20 13:30:00+08:00 IFJQ00.CFFEX 空 平 1 @ 4095.6\n", "2023-04-20 13:30:00+08:00 IFJQ00.CFFEX 空 开 1 @ 4095.6\n", "2023-05-04 10:30:00+08:00 IFJQ00.CFFEX 多 平 1 @ 4015.6\n", "2023-05-04 10:30:00+08:00 IFJQ00.CFFEX 多 开 1 @ 4015.6\n", "2023-05-10 11:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 3979.2\n", "2023-05-10 11:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 3979.2\n", "2023-06-02 13:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 3841.8\n", "2023-06-02 13:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 3841.8\n", "2023-06-07 09:30:00+08:00 IFJQ00.CFFEX 空 平 1 @ 3788.0\n", "2023-06-07 09:30:00+08:00 IFJQ00.CFFEX 空 开 1 @ 3788.0\n", "2023-06-09 14:30:00+08:00 IFJQ00.CFFEX 多 平 1 @ 3819.6\n", "2023-06-09 14:30:00+08:00 IFJQ00.CFFEX 多 开 1 @ 3819.6\n", "2023-07-03 09:35:00+08:00 IFJQ00.CFFEX 空 平 1 @ 3867.8\n", "2023-07-03 09:35:00+08:00 IFJQ00.CFFEX 空 开 1 @ 3867.8\n", "2023-07-11 14:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 3850.0\n", "2023-07-11 14:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 3850.0\n", "2023-07-13 09:30:00+08:00 IFJQ00.CFFEX 空 平 1 @ 3844.0\n", "2023-07-13 09:30:00+08:00 IFJQ00.CFFEX 空 开 1 @ 3844.0\n", "2023-07-13 10:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 3884.6\n", "2023-07-13 10:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 3884.6\n", "2023-07-18 13:30:00+08:00 IFJQ00.CFFEX 空 平 1 @ 3864.0\n", "2023-07-18 13:30:00+08:00 IFJQ00.CFFEX 空 开 1 @ 3864.0\n", "2023-07-18 14:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 3864.0\n", "2023-07-18 14:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 3864.0\n", "2023-07-19 09:34:00+08:00 IFJQ00.CFFEX 空 平 1 @ 3860.6\n", "2023-07-19 09:34:00+08:00 IFJQ00.CFFEX 空 开 1 @ 3860.6\n", "2023-07-25 11:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 3909.0\n", "2023-07-25 11:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 3909.0\n", "2023-08-08 10:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 3993.6\n", "2023-08-08 10:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 3993.6\n", "2023-08-28 11:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 3828.2\n", "2023-08-28 11:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 3828.2\n", "2023-09-07 11:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 3800.0\n", "2023-09-07 11:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 3800.0\n", "2023-09-22 14:30:00+08:00 IFJQ00.CFFEX 多 平 1 @ 3764.0\n", "2023-09-22 14:30:00+08:00 IFJQ00.CFFEX 多 开 1 @ 3764.0\n", "2023-09-26 13:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 3726.2\n", "2023-09-26 13:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 3726.2\n", "2023-09-27 13:30:00+08:00 IFJQ00.CFFEX 多 平 1 @ 3728.2\n", "2023-09-27 13:30:00+08:00 IFJQ00.CFFEX 多 开 1 @ 3728.2\n", "2023-09-27 14:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 3732.4\n", "2023-09-27 14:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 3732.4\n", "2023-10-12 14:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 3718.0\n", "2023-10-12 14:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 3718.0\n", "2023-10-13 10:30:00+08:00 IFJQ00.CFFEX 空 平 1 @ 3687.8\n", "2023-10-13 10:30:00+08:00 IFJQ00.CFFEX 空 开 1 @ 3687.8\n", "2023-10-27 13:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 3547.8\n", "2023-10-27 13:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 3547.8\n", "2023-11-10 11:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 3593.4\n", "2023-11-10 11:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 3593.4\n", "2023-11-15 13:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 3616.0\n", "2023-11-15 13:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 3616.0\n", "2023-11-16 10:30:00+08:00 IFJQ00.CFFEX 空 平 1 @ 3590.8\n", "2023-11-16 10:30:00+08:00 IFJQ00.CFFEX 空 开 1 @ 3590.8\n", "2023-11-21 10:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 3621.0\n", "2023-11-21 10:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 3621.0\n", "2023-11-22 11:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 3575.8\n", "2023-11-22 11:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 3575.8\n", "2023-12-12 11:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 3419.6\n", "2023-12-12 11:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 3419.6\n", "2023-12-13 13:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 3395.6\n", "2023-12-13 13:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 3395.6\n", "2023-12-22 13:30:00+08:00 IFJQ00.CFFEX 多 平 1 @ 3367.6\n", "2023-12-22 13:30:00+08:00 IFJQ00.CFFEX 多 开 1 @ 3367.6\n", "2023-12-26 13:00:00+08:00 IFJQ00.CFFEX 空 平 1 @ 3339.2\n", "2023-12-26 13:00:00+08:00 IFJQ00.CFFEX 空 开 1 @ 3339.2\n", "2023-12-27 14:00:00+08:00 IFJQ00.CFFEX 多 平 1 @ 3345.8\n", "2023-12-27 14:00:00+08:00 IFJQ00.CFFEX 多 开 1 @ 3345.8\n" ] } ], "source": [ "# 打印逐笔成交\n", "for trade in engine.trades.values():\n", " print(trade.datetime, trade.vt_symbol, trade.direction.value, trade.offset.value, trade.volume, \"@\", trade.price)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "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": "3.10.9" }, "toc": { "base_numbering": 1, "nav_menu": {}, "number_sections": true, "sideBar": true, "skip_h1_title": false, "title_cell": "Table of Contents", "title_sidebar": "Contents", "toc_cell": false, "toc_position": {}, "toc_section_display": true, "toc_window_display": false }, "vscode": { "interpreter": { "hash": "1b43cb0bd93d5abbadd54afed8252f711d4681fe6223ad6b67ffaee289648f85" } } }, "nbformat": 4, "nbformat_minor": 4 }