{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "# 加载功能模块\n", "from datetime import datetime\n", "\n", "from vnpy.trader.constant import Interval\n", "\n", "from elite_optionstrategy import BacktestingEngine\n", "\n", "from advanced_spread_strategy import AdvancedSpreadStrategy" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "# 创建回测引擎\n", "engine = BacktestingEngine()\n", "\n", "engine.set_parameters(\n", " interval=Interval.MINUTE,\n", " start=datetime(2021, 1, 1),\n", " end=datetime(2023, 12, 31),\n", " rate=0,\n", " slippage=0.6 + (16 / 100),\n", ")\n", "\n", "\n", "setting = {\n", " \"fast_window\": 5,\n", " \"slow_window\": 60,\n", " \"otm_level\": 0\n", "}\n", "engine.add_strategy(AdvancedSpreadStrategy, setting)" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "tags": [] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "100%|██████████| 1094/1094 [56:41<00:00, 3.11s/it]\n" ] } ], "source": [ "# 历史数据回放\n", "engine.run_backtesting()" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "2024-03-01 10:46:03.353389\t开始计算逐日盯市盈亏\n", "2024-03-01 10:46:03.367024\t逐日盯市盈亏计算完成\n" ] }, { "data": { "text/html": [ "
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trade_countturnovercommissionslippagetrading_pnlholding_pnltotal_pnlnet_pnl
date
2021-01-04239380.00.0380.07400.00.07400.07020.0
2021-01-0500.00.00.00.01880.01880.01880.0
2021-01-0600.00.00.00.0-1280.0-1280.0-1280.0
2021-01-0700.00.00.00.0-6740.0-6740.0-6740.0
2021-01-0800.00.00.00.03860.03860.03860.0
...........................
2023-12-2500.00.00.00.03160.03160.03160.0
2023-12-26234260.00.0456.0-1140.0-3700.0-4840.0-5296.0
2023-12-27233600.00.0456.01380.0-920.0460.04.0
2023-12-2800.00.00.00.09540.09540.09540.0
2023-12-2900.00.00.00.02300.02300.02300.0
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" ], "text/plain": [ " trade_count turnover commission slippage trading_pnl \\\n", "date \n", "2021-01-04 2 39380.0 0.0 380.0 7400.0 \n", "2021-01-05 0 0.0 0.0 0.0 0.0 \n", "2021-01-06 0 0.0 0.0 0.0 0.0 \n", "2021-01-07 0 0.0 0.0 0.0 0.0 \n", "2021-01-08 0 0.0 0.0 0.0 0.0 \n", "... ... ... ... ... ... \n", "2023-12-25 0 0.0 0.0 0.0 0.0 \n", "2023-12-26 2 34260.0 0.0 456.0 -1140.0 \n", "2023-12-27 2 33600.0 0.0 456.0 1380.0 \n", "2023-12-28 0 0.0 0.0 0.0 0.0 \n", "2023-12-29 0 0.0 0.0 0.0 0.0 \n", "\n", " holding_pnl total_pnl net_pnl \n", "date \n", "2021-01-04 0.0 7400.0 7020.0 \n", "2021-01-05 1880.0 1880.0 1880.0 \n", "2021-01-06 -1280.0 -1280.0 -1280.0 \n", "2021-01-07 -6740.0 -6740.0 -6740.0 \n", "2021-01-08 3860.0 3860.0 3860.0 \n", "... ... ... ... \n", "2023-12-25 3160.0 3160.0 3160.0 \n", "2023-12-26 -3700.0 -4840.0 -5296.0 \n", "2023-12-27 -920.0 460.0 4.0 \n", "2023-12-28 9540.0 9540.0 9540.0 \n", "2023-12-29 2300.0 2300.0 2300.0 \n", "\n", "[727 rows x 8 columns]" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# 计算每日盈亏\n", "engine.calculate_result()" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "2024-03-01 10:46:03.546105\t开始计算策略统计指标\n", "2024-03-01 10:46:03.555030\t------------------------------\n", "2024-03-01 10:46:03.555030\t首个交易日:\t2021-01-04 00:00:00\n", "2024-03-01 10:46:03.555030\t最后交易日:\t2023-12-29 00:00:00\n", "2024-03-01 10:46:03.555030\t总交易日:\t727\n", "2024-03-01 10:46:03.555030\t盈利交易日:\t395\n", "2024-03-01 10:46:03.555030\t亏损交易日:\t213\n", "2024-03-01 10:46:03.555030\t起始资金:\t1,000,000.00\n", "2024-03-01 10:46:03.555030\t结束资金:\t1,346,360.00\n", "2024-03-01 10:46:03.555030\t总收益率:\t34.64%\n", "2024-03-01 10:46:03.555030\t年化收益:\t11.43%\n", "2024-03-01 10:46:03.555030\t最大回撤: \t-77,452.00\n", "2024-03-01 10:46:03.555030\t最大回撤%: \t-6.37%\n", "2024-03-01 10:46:03.555030\t总盈亏:\t346,360.00\n", "2024-03-01 10:46:03.555030\t总手续费:\t0.00\n", "2024-03-01 10:46:03.555030\t总滑点:\t103,740.00\n", "2024-03-01 10:46:03.555030\t总成交金额:\t8,714,860.00\n", "2024-03-01 10:46:03.555030\t总成交笔数:\t521\n", "2024-03-01 10:46:03.555030\t日均盈亏:\t476.42\n", "2024-03-01 10:46:03.555030\t日均手续费:\t0.00\n", "2024-03-01 10:46:03.555030\t日均滑点:\t142.70\n", "2024-03-01 10:46:03.555030\t日均成交金额:\t11,987.43\n", "2024-03-01 10:46:03.555030\t日均成交笔数:\t0.7166437414030261\n", "2024-03-01 10:46:03.555030\t日均收益率:\t0.04%\n", "2024-03-01 10:46:03.555030\t收益标准差:\t0.43%\n", "2024-03-01 10:46:03.555030\tSharpe Ratio:\t1.44\n", "2024-03-01 10:46:03.555030\t收益回撤比:\t4.47\n", "2024-03-01 10:46:03.556080\t策略统计指标计算完成\n" ] } ], "source": [ "# 统计绩效结果\n", "result = engine.calculate_statistics()" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# 显示资金图表\n", "engine.show_chart()" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "2021-01-04 09:31:00+08:00 IO2101-P-5200.CFFEX 空 开 4 @ 72.0\n", "2021-01-04 09:31:00+08:00 IO2101-C-5200.CFFEX 空 开 1 @ 105.8\n", "2021-01-15 11:00:00+08:00 IO2101-P-5500.CFFEX 空 开 1 @ 29.4\n", "2021-01-15 11:00:00+08:00 IO2101-C-5200.CFFEX 多 平 1 @ 282.4\n", "2021-01-15 11:00:00+08:00 IO2101-C-5500.CFFEX 空 开 4 @ 10.8\n", "2021-01-15 11:27:00+08:00 IO2101-P-5200.CFFEX 多 平 4 @ 0.2\n", "2021-01-18 14:30:00+08:00 IO2102-P-5500.CFFEX 空 开 4 @ 130.4\n", "2021-01-18 14:30:00+08:00 IO2102-C-5500.CFFEX 空 开 1 @ 165.6\n", "2021-01-19 11:00:00+08:00 IO2102-P-5500.CFFEX 多 平 3 @ 143.8\n", "2021-01-19 11:00:00+08:00 IO2102-C-5500.CFFEX 空 开 3 @ 140.0\n", "2021-01-21 13:00:00+08:00 IO2102-P-5600.CFFEX 空 开 4 @ 156.6\n", "2021-01-21 13:00:00+08:00 IO2102-P-5500.CFFEX 多 平 1 @ 110.2\n", "2021-01-21 13:00:00+08:00 IO2102-C-5500.CFFEX 多 平 4 @ 191.4\n", "2021-01-21 13:00:00+08:00 IO2102-C-5600.CFFEX 空 开 1 @ 145.0\n", "2021-01-26 14:30:00+08:00 IO2102-P-5600.CFFEX 多 平 4 @ 173.0\n", "2021-01-26 14:30:00+08:00 IO2102-P-5500.CFFEX 空 开 1 @ 116.4\n", "2021-01-26 14:30:00+08:00 IO2102-C-5500.CFFEX 空 开 4 @ 134.8\n", "2021-01-26 14:30:00+08:00 IO2102-C-5600.CFFEX 多 平 1 @ 90.2\n", "2021-02-03 10:30:00+08:00 IO2102-P-5500.CFFEX 空 开 3 @ 99.6\n", "2021-02-03 10:30:00+08:00 IO2102-C-5500.CFFEX 多 平 3 @ 93.0\n", "2021-02-23 09:30:00+08:00 IO2103-P-5600.CFFEX 空 开 1 @ 163.2\n", "2021-02-23 09:31:00+08:00 IO2103-C-5600.CFFEX 空 开 4 @ 132.2\n", "2021-02-23 09:31:00+08:00 IO2103-C-5600.CFFEX 空 开 4 @ 128.2\n", "2021-02-23 09:32:00+08:00 IO2103-C-5600.CFFEX 多 平 4 @ 131.8\n", "2021-03-17 13:30:00+08:00 IO2103-C-5100.CFFEX 空 开 1 @ 27.2\n", "2021-03-17 13:30:00+08:00 IO2103-P-5600.CFFEX 多 平 1 @ 548.0\n", "2021-03-17 13:30:00+08:00 IO2103-P-5100.CFFEX 空 开 4 @ 64.0\n", "2021-03-17 13:30:00+08:00 IO2103-C-5600.CFFEX 多 平 4 @ 0.4\n", "2021-03-19 10:30:00+08:00 IO2103-C-5100.CFFEX 空 开 3 @ 8.6\n", "2021-03-19 10:30:00+08:00 IO2103-P-5100.CFFEX 多 平 3 @ 48.2\n", "2021-03-26 13:30:00+08:00 IO2104-P-5000.CFFEX 空 开 4 @ 93.4\n", "2021-03-26 13:30:00+08:00 IO2104-C-5000.CFFEX 空 开 1 @ 109.8\n", "2021-04-07 13:30:00+08:00 IO2104-P-5000.CFFEX 多 平 4 @ 38.6\n", "2021-04-07 13:30:00+08:00 IO2104-C-5100.CFFEX 空 开 4 @ 49.2\n", "2021-04-07 13:30:00+08:00 IO2104-P-5100.CFFEX 空 开 1 @ 87.2\n", "2021-04-07 13:30:00+08:00 IO2104-C-5000.CFFEX 多 平 1 @ 101.0\n", "2021-04-08 09:30:00+08:00 IO2104-C-5100.CFFEX 多 平 3 @ 46.2\n", "2021-04-08 09:30:00+08:00 IO2104-P-5100.CFFEX 空 开 3 @ 88.0\n", "2021-04-09 10:30:00+08:00 IO2104-P-5000.CFFEX 空 开 1 @ 42.0\n", "2021-04-09 10:30:00+08:00 IO2104-C-5100.CFFEX 多 平 1 @ 24.8\n", "2021-04-09 10:30:00+08:00 IO2104-P-5100.CFFEX 多 平 4 @ 99.6\n", "2021-04-09 10:30:00+08:00 IO2104-C-5000.CFFEX 空 开 4 @ 66.6\n", "2021-04-19 10:30:00+08:00 IO2105-P-5000.CFFEX 空 开 4 @ 92.0\n", "2021-04-19 10:30:00+08:00 IO2105-C-5000.CFFEX 空 开 1 @ 138.0\n", "2021-04-27 11:00:00+08:00 IO2105-P-5000.CFFEX 多 平 3 @ 77.8\n", "2021-04-27 11:00:00+08:00 IO2105-C-5000.CFFEX 空 开 3 @ 120.6\n", "2021-04-29 10:00:00+08:00 IO2105-P-5000.CFFEX 多 平 1 @ 45.4\n", "2021-04-29 10:00:00+08:00 IO2105-P-5100.CFFEX 空 开 4 @ 80.2\n", "2021-04-29 10:00:00+08:00 IO2105-C-5000.CFFEX 多 平 4 @ 182.6\n", "2021-04-29 10:00:00+08:00 IO2105-C-5100.CFFEX 空 开 1 @ 117.6\n", "2021-05-06 13:00:00+08:00 IO2105-P-5000.CFFEX 空 开 1 @ 57.2\n", "2021-05-06 13:00:00+08:00 IO2105-P-5100.CFFEX 多 平 4 @ 109.8\n", "2021-05-06 13:00:00+08:00 IO2105-C-5000.CFFEX 空 开 4 @ 104.4\n", "2021-05-06 13:00:00+08:00 IO2105-C-5100.CFFEX 多 平 1 @ 52.8\n", "2021-05-14 13:00:00+08:00 IO2105-P-5000.CFFEX 多 平 1 @ 21.0\n", "2021-05-14 13:00:00+08:00 IO2105-P-5100.CFFEX 空 开 4 @ 62.0\n", "2021-05-14 13:00:00+08:00 IO2105-C-5000.CFFEX 多 平 4 @ 104.2\n", "2021-05-14 13:00:00+08:00 IO2105-C-5100.CFFEX 空 开 1 @ 47.0\n", "2021-05-24 10:30:00+08:00 IO2106-C-5100.CFFEX 空 开 4 @ 97.2\n", "2021-05-24 10:30:00+08:00 IO2106-P-5100.CFFEX 空 开 1 @ 114.6\n", "2021-05-25 10:00:00+08:00 IO2106-P-5200.CFFEX 空 开 4 @ 110.6\n", "2021-05-25 10:00:00+08:00 IO2106-C-5200.CFFEX 空 开 1 @ 101.6\n", "2021-05-25 10:00:00+08:00 IO2106-C-5100.CFFEX 多 平 4 @ 159.2\n", "2021-05-25 10:00:00+08:00 IO2106-P-5100.CFFEX 多 平 1 @ 65.6\n", "2021-06-02 13:30:00+08:00 IO2106-C-5300.CFFEX 空 开 4 @ 88.0\n", "2021-06-02 13:30:00+08:00 IO2106-P-5200.CFFEX 多 平 4 @ 59.8\n", "2021-06-02 13:30:00+08:00 IO2106-P-5300.CFFEX 空 开 1 @ 109.0\n", "2021-06-02 13:30:00+08:00 IO2106-C-5200.CFFEX 多 平 1 @ 138.6\n", "2021-06-10 13:00:00+08:00 IO2106-C-5300.CFFEX 多 平 3 @ 61.0\n", "2021-06-10 13:00:00+08:00 IO2106-P-5300.CFFEX 空 开 3 @ 67.6\n", "2021-06-11 10:30:00+08:00 IO2106-C-5300.CFFEX 多 平 1 @ 30.2\n", "2021-06-11 10:30:00+08:00 IO2106-P-5200.CFFEX 空 开 1 @ 38.4\n", "2021-06-11 10:30:00+08:00 IO2106-P-5300.CFFEX 多 平 4 @ 93.8\n", "2021-06-11 10:30:00+08:00 IO2106-C-5200.CFFEX 空 开 4 @ 77.2\n", "2021-06-23 13:00:00+08:00 IO2107-C-5100.CFFEX 空 开 1 @ 110.6\n", "2021-06-23 13:00:00+08:00 IO2107-P-5100.CFFEX 空 开 4 @ 77.0\n", "2021-07-02 10:00:00+08:00 IO2107-C-5100.CFFEX 空 开 3 @ 78.6\n", "2021-07-02 10:00:00+08:00 IO2107-P-5100.CFFEX 多 平 3 @ 72.2\n", "2021-07-08 10:30:00+08:00 IO2107-C-5100.CFFEX 多 平 3 @ 54.0\n", "2021-07-08 10:30:00+08:00 IO2107-P-5100.CFFEX 空 开 3 @ 52.6\n", "2021-07-08 11:00:00+08:00 IO2107-C-5100.CFFEX 多 平 1 @ 53.2\n", "2021-07-08 11:00:00+08:00 IO2107-P-5200.CFFEX 空 开 1 @ 119.0\n", "2021-07-08 11:00:00+08:00 IO2107-P-5100.CFFEX 多 平 4 @ 53.2\n", "2021-07-08 11:00:00+08:00 IO2107-C-5200.CFFEX 空 开 4 @ 19.0\n", "2021-07-12 11:00:00+08:00 IO2107-C-5100.CFFEX 空 开 1 @ 67.0\n", "2021-07-12 11:00:00+08:00 IO2107-P-5200.CFFEX 多 平 1 @ 84.6\n", "2021-07-12 11:00:00+08:00 IO2107-P-5100.CFFEX 空 开 4 @ 28.6\n", "2021-07-12 11:00:00+08:00 IO2107-C-5200.CFFEX 多 平 4 @ 23.2\n", "2021-07-14 13:30:00+08:00 IO2107-C-5100.CFFEX 空 开 3 @ 30.0\n", "2021-07-14 13:30:00+08:00 IO2107-P-5100.CFFEX 多 平 3 @ 31.2\n", "2021-07-15 13:30:00+08:00 IO2107-C-5100.CFFEX 多 平 3 @ 31.2\n", "2021-07-15 13:30:00+08:00 IO2107-P-5100.CFFEX 空 开 3 @ 15.6\n", "2021-07-20 10:30:00+08:00 IO2108-P-5100.CFFEX 空 开 4 @ 114.2\n", "2021-07-20 10:30:00+08:00 IO2108-C-5100.CFFEX 空 开 1 @ 96.4\n", "2021-07-20 11:00:00+08:00 IO2108-P-5100.CFFEX 多 平 3 @ 125.6\n", "2021-07-20 11:00:00+08:00 IO2108-C-5100.CFFEX 空 开 3 @ 90.4\n", "2021-07-21 10:00:00+08:00 IO2108-P-5100.CFFEX 多 平 1 @ 80.0\n", "2021-07-21 10:00:00+08:00 IO2108-P-5200.CFFEX 空 开 4 @ 129.6\n", "2021-07-21 10:00:00+08:00 IO2108-C-5100.CFFEX 多 平 4 @ 130.0\n", "2021-07-21 10:00:00+08:00 IO2108-C-5200.CFFEX 空 开 1 @ 81.0\n", "2021-07-23 13:00:00+08:00 IO2108-P-5100.CFFEX 空 开 1 @ 106.2\n", "2021-07-23 13:00:00+08:00 IO2108-P-5200.CFFEX 多 平 4 @ 170.0\n", "2021-07-23 13:00:00+08:00 IO2108-C-5100.CFFEX 空 开 4 @ 88.2\n", "2021-07-23 13:00:00+08:00 IO2108-C-5200.CFFEX 多 平 1 @ 49.4\n", "2021-08-02 14:30:00+08:00 IO2108-P-5100.CFFEX 多 平 1 @ 217.4\n", "2021-08-02 14:30:00+08:00 IO2108-C-4900.CFFEX 空 开 1 @ 77.0\n", "2021-08-02 14:30:00+08:00 IO2108-C-5100.CFFEX 多 平 4 @ 16.0\n", "2021-08-02 14:30:00+08:00 IO2108-P-4900.CFFEX 空 开 4 @ 79.2\n", "2021-08-13 13:00:00+08:00 IO2108-C-4900.CFFEX 空 开 3 @ 60.0\n", "2021-08-13 13:00:00+08:00 IO2108-P-4900.CFFEX 多 平 3 @ 36.6\n", "2021-08-17 11:00:00+08:00 IO2108-P-4950.CFFEX 空 开 4 @ 38.4\n", "2021-08-17 11:00:00+08:00 IO2108-C-4950.CFFEX 空 开 1 @ 37.0\n", "2021-08-17 11:00:00+08:00 IO2108-C-4900.CFFEX 多 平 4 @ 67.2\n", "2021-08-17 11:00:00+08:00 IO2108-P-4900.CFFEX 多 平 1 @ 18.4\n", "2021-08-17 13:00:00+08:00 IO2108-P-4950.CFFEX 多 平 4 @ 59.4\n", "2021-08-17 13:00:00+08:00 IO2108-C-4950.CFFEX 多 平 1 @ 20.0\n", "2021-08-17 13:00:00+08:00 IO2108-C-4900.CFFEX 空 开 4 @ 42.4\n", "2021-08-17 13:00:00+08:00 IO2108-P-4900.CFFEX 空 开 1 @ 33.0\n", "2021-08-24 14:00:00+08:00 IO2109-P-4850.CFFEX 空 开 4 @ 84.6\n", "2021-08-24 14:00:00+08:00 IO2109-C-4850.CFFEX 空 开 1 @ 98.8\n", "2021-08-26 11:00:00+08:00 IO2109-C-4800.CFFEX 空 开 4 @ 86.2\n", "2021-08-26 11:00:00+08:00 IO2109-P-4800.CFFEX 空 开 1 @ 87.4\n", "2021-08-26 11:00:00+08:00 IO2109-P-4850.CFFEX 多 平 4 @ 115.8\n", "2021-08-26 11:00:00+08:00 IO2109-C-4850.CFFEX 多 平 1 @ 63.8\n", "2021-08-27 13:30:00+08:00 IO2109-C-4800.CFFEX 多 平 3 @ 89.0\n", "2021-08-27 13:30:00+08:00 IO2109-P-4800.CFFEX 空 开 3 @ 83.4\n", "2021-08-27 14:30:00+08:00 IO2109-C-4800.CFFEX 空 开 3 @ 84.2\n", "2021-08-27 14:30:00+08:00 IO2109-P-4800.CFFEX 多 平 3 @ 89.0\n", "2021-09-01 13:30:00+08:00 IO2109-C-4800.CFFEX 多 平 4 @ 106.2\n", "2021-09-01 13:30:00+08:00 IO2109-P-4800.CFFEX 多 平 1 @ 57.4\n", "2021-09-01 13:30:00+08:00 IO2109-P-4850.CFFEX 空 开 4 @ 80.8\n", "2021-09-01 13:30:00+08:00 IO2109-C-4850.CFFEX 空 开 1 @ 78.4\n", "2021-09-14 14:30:00+08:00 IO2109-C-4900.CFFEX 空 开 4 @ 46.2\n", "2021-09-14 14:30:00+08:00 IO2109-P-4900.CFFEX 空 开 1 @ 30.4\n", "2021-09-14 14:30:00+08:00 IO2109-P-4850.CFFEX 多 平 4 @ 13.8\n", "2021-09-14 14:30:00+08:00 IO2109-C-4850.CFFEX 多 平 1 @ 79.8\n", "2021-09-24 13:30:00+08:00 IO2110-C-4850.CFFEX 空 开 1 @ 93.4\n", "2021-09-24 13:30:00+08:00 IO2110-P-4850.CFFEX 空 开 4 @ 72.8\n", "2021-09-29 11:00:00+08:00 IO2110-C-4800.CFFEX 空 开 4 @ 91.0\n", "2021-09-29 11:00:00+08:00 IO2110-P-4800.CFFEX 空 开 1 @ 66.6\n", "2021-09-29 11:00:00+08:00 IO2110-C-4850.CFFEX 多 平 1 @ 65.2\n", "2021-09-29 11:00:00+08:00 IO2110-P-4850.CFFEX 多 平 4 @ 90.2\n", "2021-09-30 09:30:00+08:00 IO2110-P-4800.CFFEX 多 平 1 @ 53.0\n", "2021-09-30 09:30:00+08:00 IO2110-C-4850.CFFEX 空 开 1 @ 77.6\n", "2021-09-30 09:30:00+08:00 IO2110-P-4850.CFFEX 空 开 4 @ 73.0\n", "2021-09-30 09:31:00+08:00 IO2110-C-4800.CFFEX 多 平 4 @ 108.0\n", "2021-09-30 09:43:00+08:00 IO2110-C-4800.CFFEX 多 平 4 @ 106.8\n", "2021-09-30 09:44:00+08:00 IO2110-C-4800.CFFEX 空 平 4 @ 106.6\n", "2021-10-12 14:30:00+08:00 IO2110-C-4850.CFFEX 空 开 3 @ 41.2\n", "2021-10-12 14:30:00+08:00 IO2110-P-4850.CFFEX 多 平 3 @ 34.6\n", "2021-10-13 13:30:00+08:00 IO2110-C-4850.CFFEX 多 平 4 @ 84.0\n", "2021-10-13 13:30:00+08:00 IO2110-P-4850.CFFEX 多 平 1 @ 4.2\n", "2021-10-13 13:30:00+08:00 IO2110-C-4950.CFFEX 空 开 1 @ 18.6\n", "2021-10-13 13:30:00+08:00 IO2110-P-4950.CFFEX 空 开 4 @ 39.4\n", "2021-10-18 10:30:00+08:00 IO2111-P-4850.CFFEX 空 开 1 @ 102.8\n", "2021-10-18 10:30:00+08:00 IO2111-C-4850.CFFEX 空 开 4 @ 101.0\n", "2021-10-19 14:30:00+08:00 IO2111-P-4900.CFFEX 空 开 4 @ 88.4\n", "2021-10-19 14:30:00+08:00 IO2111-P-4850.CFFEX 多 平 1 @ 67.8\n", "2021-10-19 14:30:00+08:00 IO2111-C-4850.CFFEX 多 平 4 @ 130.4\n", "2021-10-19 14:30:00+08:00 IO2111-C-4900.CFFEX 空 开 1 @ 100.6\n", "2021-10-27 13:00:00+08:00 IO2111-P-4900.CFFEX 多 平 3 @ 88.0\n", "2021-10-27 13:00:00+08:00 IO2111-C-4900.CFFEX 空 开 3 @ 84.0\n", "2021-11-05 13:00:00+08:00 IO2111-P-4900.CFFEX 空 开 3 @ 71.8\n", "2021-11-05 13:00:00+08:00 IO2111-C-4900.CFFEX 多 平 3 @ 54.8\n", "2021-11-08 09:30:00+08:00 IO2111-P-4900.CFFEX 多 平 4 @ 89.2\n", "2021-11-08 09:30:00+08:00 IO2111-P-4850.CFFEX 空 开 1 @ 62.2\n", "2021-11-08 09:30:00+08:00 IO2111-C-4850.CFFEX 空 开 4 @ 64.2\n", "2021-11-08 09:30:00+08:00 IO2111-C-4900.CFFEX 多 平 1 @ 40.0\n", "2021-11-11 13:00:00+08:00 IO2111-P-4850.CFFEX 空 开 3 @ 42.0\n", "2021-11-11 13:00:00+08:00 IO2111-C-4850.CFFEX 多 平 3 @ 52.2\n", "2021-11-18 10:30:00+08:00 IO2111-P-4850.CFFEX 多 平 3 @ 35.8\n", "2021-11-18 10:30:00+08:00 IO2111-C-4850.CFFEX 空 开 3 @ 14.2\n", "2021-11-26 11:00:00+08:00 IO2112-C-4850.CFFEX 空 开 4 @ 73.0\n", "2021-11-26 11:00:00+08:00 IO2112-P-4850.CFFEX 空 开 1 @ 60.4\n", "2021-12-03 13:30:00+08:00 IO2112-P-4900.CFFEX 空 开 4 @ 60.4\n", "2021-12-03 13:30:00+08:00 IO2112-C-4850.CFFEX 多 平 4 @ 69.6\n", "2021-12-03 13:30:00+08:00 IO2112-C-4900.CFFEX 空 开 1 @ 43.0\n", "2021-12-03 13:30:00+08:00 IO2112-P-4850.CFFEX 多 平 1 @ 37.0\n", "2021-12-16 10:00:00+08:00 IO2112-P-4900.CFFEX 多 平 4 @ 0.8\n", "2021-12-16 10:00:00+08:00 IO2112-P-5000.CFFEX 空 开 1 @ 21.0\n", "2021-12-16 10:00:00+08:00 IO2112-C-4900.CFFEX 多 平 1 @ 104.8\n", "2021-12-16 10:00:00+08:00 IO2112-C-5000.CFFEX 空 开 4 @ 25.2\n", "2021-12-28 11:00:00+08:00 IO2201-C-4950.CFFEX 空 开 1 @ 74.0\n", "2021-12-28 11:00:00+08:00 IO2201-P-4950.CFFEX 空 开 4 @ 72.0\n", "2021-12-29 13:30:00+08:00 IO2201-C-4900.CFFEX 空 开 4 @ 83.6\n", "2021-12-29 13:30:00+08:00 IO2201-C-4950.CFFEX 多 平 1 @ 61.0\n", "2021-12-29 13:30:00+08:00 IO2201-P-4900.CFFEX 空 开 1 @ 73.4\n", "2021-12-29 13:30:00+08:00 IO2201-P-4950.CFFEX 多 平 4 @ 100.8\n", "2021-12-30 13:00:00+08:00 IO2201-C-4900.CFFEX 多 平 4 @ 104.6\n", "2021-12-30 13:00:00+08:00 IO2201-C-4950.CFFEX 空 开 1 @ 75.8\n", "2021-12-30 13:00:00+08:00 IO2201-P-4900.CFFEX 多 平 1 @ 43.2\n", "2021-12-30 13:00:00+08:00 IO2201-P-4950.CFFEX 空 开 4 @ 65.0\n", "2022-01-04 10:00:00+08:00 IO2201-C-4900.CFFEX 空 开 4 @ 77.0\n", "2022-01-04 10:00:00+08:00 IO2201-C-4950.CFFEX 多 平 1 @ 54.2\n", "2022-01-04 10:00:00+08:00 IO2201-P-4900.CFFEX 空 开 1 @ 64.4\n", "2022-01-04 10:00:00+08:00 IO2201-P-4950.CFFEX 多 平 4 @ 91.6\n", "2022-01-18 14:30:00+08:00 IO2201-C-4900.CFFEX 多 平 4 @ 3.6\n", "2022-01-18 14:30:00+08:00 IO2201-C-4800.CFFEX 空 开 1 @ 30.2\n", "2022-01-18 14:30:00+08:00 IO2201-P-4900.CFFEX 多 平 1 @ 94.8\n", "2022-01-18 14:30:00+08:00 IO2201-P-4800.CFFEX 空 开 4 @ 21.6\n", "2022-01-19 10:00:00+08:00 IO2201-C-4800.CFFEX 空 开 3 @ 28.2\n", "2022-01-19 10:00:00+08:00 IO2201-P-4800.CFFEX 多 平 3 @ 25.0\n", "2022-01-19 10:30:00+08:00 IO2201-C-4800.CFFEX 多 平 3 @ 33.2\n", "2022-01-19 10:30:00+08:00 IO2201-P-4800.CFFEX 空 开 3 @ 19.4\n", "2022-01-19 13:30:00+08:00 IO2201-C-4800.CFFEX 空 开 3 @ 18.2\n", "2022-01-19 13:30:00+08:00 IO2201-P-4800.CFFEX 多 平 3 @ 34.2\n", "2022-01-20 10:30:00+08:00 IO2201-C-4800.CFFEX 多 平 4 @ 37.0\n", "2022-01-20 10:30:00+08:00 IO2201-P-4850.CFFEX 空 开 4 @ 35.8\n", "2022-01-20 10:30:00+08:00 IO2201-C-4850.CFFEX 空 开 1 @ 11.8\n", "2022-01-20 10:30:00+08:00 IO2201-P-4800.CFFEX 多 平 1 @ 11.0\n", "2022-01-24 10:00:00+08:00 IO2202-P-4800.CFFEX 空 开 1 @ 90.8\n", "2022-01-24 10:00:00+08:00 IO2202-C-4800.CFFEX 空 开 4 @ 77.2\n", "2022-01-24 10:30:00+08:00 IO2202-P-4800.CFFEX 空 开 3 @ 87.2\n", "2022-01-24 10:30:00+08:00 IO2202-C-4800.CFFEX 多 平 3 @ 79.6\n", "2022-01-25 10:30:00+08:00 IO2202-P-4800.CFFEX 多 平 4 @ 107.8\n", "2022-01-25 10:30:00+08:00 IO2202-C-4750.CFFEX 空 开 4 @ 96.4\n", "2022-01-25 10:30:00+08:00 IO2202-P-4750.CFFEX 空 开 1 @ 82.0\n", "2022-01-25 10:30:00+08:00 IO2202-C-4800.CFFEX 多 平 1 @ 73.0\n", "2022-02-11 11:00:00+08:00 IO2202-P-4650.CFFEX 空 开 4 @ 33.8\n", "2022-02-11 11:00:00+08:00 IO2202-C-4650.CFFEX 空 开 1 @ 46.2\n", "2022-02-11 11:00:00+08:00 IO2202-C-4750.CFFEX 多 平 4 @ 11.2\n", "2022-02-11 11:00:00+08:00 IO2202-P-4750.CFFEX 多 平 1 @ 101.0\n", "2022-02-11 14:30:00+08:00 IO2202-P-4650.CFFEX 多 平 4 @ 66.4\n", "2022-02-11 14:30:00+08:00 IO2202-C-4650.CFFEX 多 平 1 @ 19.8\n", "2022-02-11 14:30:00+08:00 IO2202-C-4600.CFFEX 空 开 4 @ 39.0\n", "2022-02-11 14:30:00+08:00 IO2202-P-4600.CFFEX 空 开 1 @ 36.0\n", "2022-02-16 11:00:00+08:00 IO2202-C-4600.CFFEX 多 平 3 @ 39.8\n", "2022-02-16 11:00:00+08:00 IO2202-P-4600.CFFEX 空 开 3 @ 15.2\n", "2022-02-22 10:00:00+08:00 IO2203-P-4550.CFFEX 空 开 1 @ 75.2\n", "2022-02-22 10:00:00+08:00 IO2203-C-4550.CFFEX 空 开 4 @ 73.2\n", "2022-02-23 14:30:00+08:00 IO2203-P-4550.CFFEX 多 平 1 @ 42.6\n", "2022-02-23 14:30:00+08:00 IO2203-C-4600.CFFEX 空 开 1 @ 71.8\n", "2022-02-23 14:30:00+08:00 IO2203-C-4550.CFFEX 多 平 4 @ 102.4\n", "2022-02-23 14:30:00+08:00 IO2203-P-4600.CFFEX 空 开 4 @ 62.0\n", "2022-02-24 10:30:00+08:00 IO2203-C-4600.CFFEX 空 开 3 @ 61.8\n", "2022-02-24 10:30:00+08:00 IO2203-P-4600.CFFEX 多 平 3 @ 74.0\n", "2022-03-01 13:00:00+08:00 IO2203-C-4600.CFFEX 多 平 3 @ 57.2\n", "2022-03-01 13:00:00+08:00 IO2203-P-4600.CFFEX 空 开 3 @ 64.2\n", "2022-03-02 13:00:00+08:00 IO2203-P-4550.CFFEX 空 开 1 @ 55.2\n", "2022-03-02 13:00:00+08:00 IO2203-C-4600.CFFEX 多 平 1 @ 47.6\n", "2022-03-02 13:00:00+08:00 IO2203-C-4550.CFFEX 空 开 4 @ 70.4\n", "2022-03-02 13:00:00+08:00 IO2203-P-4600.CFFEX 多 平 4 @ 80.6\n", "2022-03-17 13:00:00+08:00 IO2203-P-4550.CFFEX 多 平 1 @ 256.0\n", "2022-03-17 13:00:00+08:00 IO2203-C-4300.CFFEX 空 开 1 @ 31.0\n", "2022-03-17 13:00:00+08:00 IO2203-P-4300.CFFEX 空 开 4 @ 42.8\n", "2022-03-17 13:00:00+08:00 IO2203-C-4550.CFFEX 多 平 4 @ 0.6\n", "2022-03-25 14:00:00+08:00 IO2204-C-4150.CFFEX 空 开 4 @ 86.2\n", "2022-03-25 14:00:00+08:00 IO2204-P-4150.CFFEX 空 开 1 @ 74.6\n", "2022-03-30 13:30:00+08:00 IO2204-C-4150.CFFEX 多 平 4 @ 120.6\n", "2022-03-30 13:30:00+08:00 IO2204-P-4150.CFFEX 多 平 1 @ 41.0\n", "2022-03-30 13:30:00+08:00 IO2204-P-4250.CFFEX 空 开 4 @ 81.0\n", "2022-03-30 13:30:00+08:00 IO2204-C-4250.CFFEX 空 开 1 @ 61.6\n", "2022-04-11 10:30:00+08:00 IO2204-C-4100.CFFEX 空 开 4 @ 57.0\n", "2022-04-11 10:30:00+08:00 IO2204-P-4250.CFFEX 多 平 4 @ 145.8\n", "2022-04-11 10:30:00+08:00 IO2204-P-4100.CFFEX 空 开 1 @ 44.0\n", "2022-04-11 10:30:00+08:00 IO2204-C-4250.CFFEX 多 平 1 @ 10.2\n", "2022-04-14 14:00:00+08:00 IO2204-C-4100.CFFEX 多 平 4 @ 111.0\n", "2022-04-14 14:00:00+08:00 IO2204-P-4200.CFFEX 空 开 4 @ 18.0\n", "2022-04-14 14:00:00+08:00 IO2204-C-4200.CFFEX 空 开 1 @ 27.8\n", "2022-04-14 14:00:00+08:00 IO2204-P-4100.CFFEX 多 平 1 @ 0.8\n", "2022-04-18 11:00:00+08:00 IO2205-P-4150.CFFEX 空 开 1 @ 102.2\n", "2022-04-18 11:00:00+08:00 IO2205-C-4150.CFFEX 空 开 4 @ 98.0\n", "2022-04-29 14:00:00+08:00 IO2205-P-4150.CFFEX 多 平 1 @ 182.4\n", "2022-04-29 14:00:00+08:00 IO2205-P-4000.CFFEX 空 开 4 @ 86.4\n", "2022-04-29 14:00:00+08:00 IO2205-C-4150.CFFEX 多 平 4 @ 29.2\n", "2022-04-29 14:00:00+08:00 IO2205-C-4000.CFFEX 空 开 1 @ 83.6\n", "2022-05-06 13:30:00+08:00 IO2205-P-3900.CFFEX 空 开 1 @ 70.8\n", "2022-05-06 13:30:00+08:00 IO2205-P-4000.CFFEX 多 平 4 @ 126.8\n", "2022-05-06 13:30:00+08:00 IO2205-C-3900.CFFEX 空 开 4 @ 83.4\n", "2022-05-06 13:30:00+08:00 IO2205-C-4000.CFFEX 多 平 1 @ 39.2\n", "2022-05-11 09:30:00+08:00 IO2205-C-3900.CFFEX 多 平 3 @ 74.2\n", "2022-05-11 09:31:00+08:00 IO2205-P-3900.CFFEX 空 开 3 @ 54.6\n", "2022-05-19 13:00:00+08:00 IO2205-P-3900.CFFEX 多 平 4 @ 4.0\n", "2022-05-19 13:00:00+08:00 IO2205-P-4000.CFFEX 空 开 1 @ 36.4\n", "2022-05-19 13:00:00+08:00 IO2205-C-3900.CFFEX 多 平 1 @ 83.0\n", "2022-05-19 13:00:00+08:00 IO2205-C-4000.CFFEX 空 开 4 @ 15.0\n", "2022-05-19 14:30:00+08:00 IO2205-P-4000.CFFEX 空 开 3 @ 30.0\n", "2022-05-19 14:30:00+08:00 IO2205-C-4000.CFFEX 多 平 3 @ 13.8\n", "2022-05-24 14:30:00+08:00 IO2206-P-3950.CFFEX 空 开 1 @ 77.2\n", "2022-05-24 14:30:00+08:00 IO2206-C-3950.CFFEX 空 开 4 @ 93.6\n", "2022-05-27 10:00:00+08:00 IO2206-P-3950.CFFEX 多 平 1 @ 49.8\n", "2022-05-27 10:00:00+08:00 IO2206-C-3950.CFFEX 多 平 4 @ 115.6\n", "2022-05-27 10:00:00+08:00 IO2206-P-4000.CFFEX 空 开 4 @ 69.2\n", "2022-05-27 10:00:00+08:00 IO2206-C-4000.CFFEX 空 开 1 @ 85.2\n", "2022-06-14 11:00:00+08:00 IO2206-C-4100.CFFEX 空 开 4 @ 55.6\n", "2022-06-14 11:00:00+08:00 IO2206-P-4100.CFFEX 空 开 1 @ 30.6\n", "2022-06-14 11:00:00+08:00 IO2206-P-4000.CFFEX 多 平 4 @ 7.4\n", "2022-06-14 11:00:00+08:00 IO2206-C-4000.CFFEX 多 平 1 @ 132.6\n", "2022-06-15 10:00:00+08:00 IO2206-C-4250.CFFEX 空 开 1 @ 36.4\n", "2022-06-15 10:00:00+08:00 IO2206-C-4100.CFFEX 多 平 4 @ 146.8\n", "2022-06-15 10:00:00+08:00 IO2206-P-4250.CFFEX 空 开 4 @ 43.6\n", "2022-06-15 10:00:00+08:00 IO2206-P-4100.CFFEX 多 平 1 @ 4.2\n", "2022-06-23 10:30:00+08:00 IO2207-C-4250.CFFEX 空 开 4 @ 85.0\n", "2022-06-23 10:30:00+08:00 IO2207-P-4250.CFFEX 空 开 1 @ 87.6\n", "2022-06-23 13:30:00+08:00 IO2207-C-4250.CFFEX 多 平 4 @ 104.8\n", "2022-06-23 13:30:00+08:00 IO2207-P-4300.CFFEX 空 开 4 @ 95.0\n", "2022-06-23 13:30:00+08:00 IO2207-C-4300.CFFEX 空 开 1 @ 79.0\n", "2022-06-23 13:30:00+08:00 IO2207-P-4250.CFFEX 多 平 1 @ 70.8\n", "2022-07-06 10:00:00+08:00 IO2207-P-4450.CFFEX 空 开 1 @ 71.0\n", "2022-07-06 10:00:00+08:00 IO2207-P-4300.CFFEX 多 平 4 @ 21.6\n", "2022-07-06 10:00:00+08:00 IO2207-C-4450.CFFEX 空 开 4 @ 65.8\n", "2022-07-06 10:00:00+08:00 IO2207-C-4300.CFFEX 多 平 1 @ 166.6\n", "2022-07-28 11:00:00+08:00 IO2208-C-4250.CFFEX 空 开 1 @ 84.0\n", "2022-07-28 11:00:00+08:00 IO2208-P-4250.CFFEX 空 开 4 @ 70.0\n", "2022-07-29 09:30:00+08:00 IO2208-P-4200.CFFEX 空 开 1 @ 68.8\n", "2022-07-29 09:30:00+08:00 IO2208-C-4200.CFFEX 空 开 4 @ 89.2\n", "2022-07-29 09:30:00+08:00 IO2208-C-4250.CFFEX 多 平 1 @ 62.2\n", "2022-07-29 09:30:00+08:00 IO2208-P-4250.CFFEX 多 平 4 @ 96.0\n", "2022-08-08 10:30:00+08:00 IO2208-P-4200.CFFEX 多 平 1 @ 87.6\n", "2022-08-08 10:30:00+08:00 IO2208-C-4200.CFFEX 多 平 4 @ 33.2\n", "2022-08-08 10:30:00+08:00 IO2208-C-4150.CFFEX 空 开 1 @ 54.4\n", "2022-08-08 10:30:00+08:00 IO2208-P-4150.CFFEX 空 开 4 @ 57.6\n", "2022-08-10 13:30:00+08:00 IO2208-C-4100.CFFEX 空 开 4 @ 53.2\n", "2022-08-10 13:30:00+08:00 IO2208-C-4150.CFFEX 多 平 1 @ 30.4\n", "2022-08-10 13:30:00+08:00 IO2208-P-4100.CFFEX 空 开 1 @ 46.6\n", "2022-08-10 13:30:00+08:00 IO2208-P-4150.CFFEX 多 平 4 @ 74.2\n", "2022-08-11 11:00:00+08:00 IO2208-C-4100.CFFEX 多 平 4 @ 68.4\n", "2022-08-11 11:00:00+08:00 IO2208-C-4150.CFFEX 空 开 1 @ 41.2\n", "2022-08-11 11:00:00+08:00 IO2208-P-4100.CFFEX 多 平 1 @ 27.2\n", "2022-08-11 11:00:00+08:00 IO2208-P-4150.CFFEX 空 开 4 @ 49.4\n", "2022-08-19 11:00:00+08:00 IO2208-C-4150.CFFEX 空 开 3 @ 27.4\n", "2022-08-19 11:00:00+08:00 IO2208-P-4150.CFFEX 多 平 3 @ 2.2\n", "2022-09-07 13:30:00+08:00 IO2209-C-4050.CFFEX 空 开 1 @ 41.2\n", "2022-09-07 13:30:00+08:00 IO2209-P-4050.CFFEX 空 开 4 @ 41.4\n", "2022-09-15 13:30:00+08:00 IO2209-C-4050.CFFEX 空 开 3 @ 11.0\n", "2022-09-15 13:30:00+08:00 IO2209-P-4050.CFFEX 多 平 3 @ 26.4\n", "2022-10-14 11:00:00+08:00 IO2210-C-3850.CFFEX 空 开 1 @ 31.0\n", "2022-10-14 11:00:00+08:00 IO2210-P-3850.CFFEX 空 开 4 @ 50.4\n", "2022-10-20 09:30:00+08:00 IO2210-P-3750.CFFEX 空 开 1 @ 23.0\n", "2022-10-20 09:30:00+08:00 IO2210-C-3850.CFFEX 多 平 1 @ 2.8\n", "2022-10-20 09:31:00+08:00 IO2210-C-3750.CFFEX 空 开 4 @ 25.4\n", "2022-10-20 09:31:00+08:00 IO2210-P-3850.CFFEX 多 平 4 @ 97.8\n", "2022-10-20 13:00:00+08:00 IO2210-C-3750.CFFEX 空 开 4 @ 37.8\n", "2022-10-20 13:00:00+08:00 IO2210-P-3850.CFFEX 多 平 4 @ 81.8\n", "2022-10-20 13:01:00+08:00 IO2210-C-3750.CFFEX 多 平 4 @ 36.0\n", "2022-10-20 13:01:00+08:00 IO2210-P-3850.CFFEX 空 平 4 @ 75.4\n", "2022-11-02 10:30:00+08:00 IO2211-C-3650.CFFEX 空 开 1 @ 68.6\n", "2022-11-02 10:30:00+08:00 IO2211-P-3650.CFFEX 空 开 4 @ 66.0\n", "2022-11-10 13:00:00+08:00 IO2211-C-3650.CFFEX 多 平 1 @ 65.4\n", "2022-11-10 13:00:00+08:00 IO2211-P-3650.CFFEX 多 平 4 @ 36.4\n", "2022-11-10 13:00:00+08:00 IO2211-P-3700.CFFEX 空 开 1 @ 62.6\n", "2022-11-10 13:00:00+08:00 IO2211-C-3700.CFFEX 空 开 4 @ 41.6\n", "2022-11-11 10:30:00+08:00 IO2211-P-3700.CFFEX 多 平 1 @ 22.8\n", "2022-11-11 10:30:00+08:00 IO2211-P-3750.CFFEX 空 开 4 @ 42.0\n", "2022-11-11 10:30:00+08:00 IO2211-C-3750.CFFEX 空 开 1 @ 58.2\n", "2022-11-11 10:30:00+08:00 IO2211-C-3700.CFFEX 多 平 4 @ 89.8\n", "2022-11-21 10:30:00+08:00 IO2212-P-3750.CFFEX 空 开 1 @ 76.6\n", "2022-11-21 10:30:00+08:00 IO2212-C-3750.CFFEX 空 开 4 @ 91.2\n", "2022-11-29 11:00:00+08:00 IO2212-P-3850.CFFEX 空 开 4 @ 84.2\n", "2022-11-29 11:00:00+08:00 IO2212-C-3850.CFFEX 空 开 1 @ 63.4\n", "2022-11-29 11:00:00+08:00 IO2212-P-3750.CFFEX 多 平 1 @ 41.2\n", "2022-11-29 11:00:00+08:00 IO2212-C-3750.CFFEX 多 平 4 @ 119.2\n", "2022-12-14 09:30:00+08:00 IO2212-P-3850.CFFEX 多 平 4 @ 3.0\n", "2022-12-14 09:30:00+08:00 IO2212-P-3950.CFFEX 空 开 1 @ 28.8\n", "2022-12-14 09:30:00+08:00 IO2212-C-3850.CFFEX 多 平 1 @ 108.6\n", "2022-12-14 09:30:00+08:00 IO2212-C-3950.CFFEX 空 开 4 @ 35.2\n", "2022-12-27 13:00:00+08:00 IO2301-P-3900.CFFEX 空 开 4 @ 70.8\n", "2022-12-27 13:00:00+08:00 IO2301-C-3900.CFFEX 空 开 1 @ 73.0\n", "2022-12-29 13:30:00+08:00 IO2301-C-3850.CFFEX 空 开 4 @ 75.4\n", "2022-12-29 13:30:00+08:00 IO2301-P-3900.CFFEX 多 平 4 @ 82.0\n", "2022-12-29 13:30:00+08:00 IO2301-C-3900.CFFEX 多 平 1 @ 51.2\n", "2022-12-29 13:30:00+08:00 IO2301-P-3850.CFFEX 空 开 1 @ 56.6\n", "2022-12-29 14:00:00+08:00 IO2301-C-3850.CFFEX 多 平 3 @ 70.4\n", "2022-12-29 14:00:00+08:00 IO2301-P-3850.CFFEX 空 开 3 @ 57.6\n", "2023-01-03 11:00:00+08:00 IO2301-C-3850.CFFEX 空 开 3 @ 65.0\n", "2023-01-03 11:00:00+08:00 IO2301-P-3850.CFFEX 多 平 3 @ 46.0\n", "2023-01-03 14:00:00+08:00 IO2301-C-3850.CFFEX 多 平 4 @ 80.0\n", "2023-01-03 14:00:00+08:00 IO2301-P-3900.CFFEX 空 开 4 @ 60.6\n", "2023-01-03 14:00:00+08:00 IO2301-C-3900.CFFEX 空 开 1 @ 53.6\n", "2023-01-03 14:00:00+08:00 IO2301-P-3850.CFFEX 多 平 1 @ 38.4\n", "2023-02-01 11:00:00+08:00 IO2302-P-4150.CFFEX 空 开 1 @ 57.4\n", "2023-02-01 11:00:00+08:00 IO2302-C-4150.CFFEX 空 开 4 @ 60.4\n", "2023-02-02 09:30:00+08:00 IO2302-C-4200.CFFEX 空 开 1 @ 68.0\n", "2023-02-02 09:30:00+08:00 IO2302-P-4150.CFFEX 多 平 1 @ 33.0\n", "2023-02-02 09:30:00+08:00 IO2302-P-4200.CFFEX 空 开 4 @ 59.4\n", "2023-02-02 09:31:00+08:00 IO2302-C-4150.CFFEX 多 平 4 @ 91.8\n", "2023-02-02 09:31:00+08:00 IO2302-C-4150.CFFEX 多 平 4 @ 92.8\n", "2023-02-02 09:32:00+08:00 IO2302-C-4150.CFFEX 空 平 4 @ 89.8\n", "2023-02-03 10:00:00+08:00 IO2302-C-4200.CFFEX 多 平 1 @ 31.2\n", "2023-02-03 10:00:00+08:00 IO2302-P-4150.CFFEX 空 开 1 @ 66.4\n", "2023-02-03 10:00:00+08:00 IO2302-C-4150.CFFEX 空 开 4 @ 48.8\n", "2023-02-03 10:00:00+08:00 IO2302-P-4200.CFFEX 多 平 4 @ 98.0\n", "2023-02-10 10:00:00+08:00 IO2302-C-4100.CFFEX 空 开 1 @ 50.0\n", "2023-02-10 10:00:00+08:00 IO2302-P-4150.CFFEX 多 平 1 @ 54.0\n", "2023-02-10 10:00:00+08:00 IO2302-C-4150.CFFEX 多 平 4 @ 27.0\n", "2023-02-10 10:00:00+08:00 IO2302-P-4100.CFFEX 空 开 4 @ 26.8\n", "2023-02-10 10:30:00+08:00 IO2302-C-4100.CFFEX 空 开 3 @ 44.8\n", "2023-02-10 10:30:00+08:00 IO2302-P-4100.CFFEX 多 平 3 @ 29.8\n", "2023-02-13 13:00:00+08:00 IO2302-C-4100.CFFEX 多 平 4 @ 48.2\n", "2023-02-13 13:00:00+08:00 IO2302-P-4150.CFFEX 空 开 4 @ 43.8\n", "2023-02-13 13:00:00+08:00 IO2302-C-4150.CFFEX 空 开 1 @ 22.8\n", "2023-02-13 13:00:00+08:00 IO2302-P-4100.CFFEX 多 平 1 @ 18.8\n", "2023-02-17 10:30:00+08:00 IO2302-C-4100.CFFEX 空 开 4 @ 8.0\n", "2023-02-17 10:30:00+08:00 IO2302-P-4150.CFFEX 多 平 4 @ 55.6\n", "2023-02-17 10:30:00+08:00 IO2302-C-4150.CFFEX 多 平 1 @ 0.6\n", "2023-02-17 10:30:00+08:00 IO2302-P-4100.CFFEX 空 开 1 @ 12.0\n", "2023-02-21 10:00:00+08:00 IO2303-P-4150.CFFEX 空 开 4 @ 74.4\n", "2023-02-21 10:00:00+08:00 IO2303-C-4150.CFFEX 空 开 1 @ 73.8\n", "2023-02-22 13:30:00+08:00 IO2303-P-4150.CFFEX 多 平 3 @ 83.6\n", "2023-02-22 13:30:00+08:00 IO2303-C-4150.CFFEX 空 开 3 @ 60.6\n", "2023-03-01 11:00:00+08:00 IO2303-P-4150.CFFEX 空 开 3 @ 66.6\n", "2023-03-01 11:00:00+08:00 IO2303-C-4150.CFFEX 多 平 3 @ 49.4\n", "2023-03-07 14:00:00+08:00 IO2303-P-4150.CFFEX 多 平 4 @ 92.4\n", "2023-03-07 14:00:00+08:00 IO2303-C-4100.CFFEX 空 开 4 @ 34.8\n", "2023-03-07 14:00:00+08:00 IO2303-P-4100.CFFEX 空 开 1 @ 57.4\n", "2023-03-07 14:00:00+08:00 IO2303-C-4150.CFFEX 多 平 1 @ 18.8\n", "2023-03-22 10:00:00+08:00 IO2304-C-4000.CFFEX 空 开 1 @ 83.4\n", "2023-03-22 10:00:00+08:00 IO2304-P-4000.CFFEX 空 开 4 @ 61.2\n", "2023-03-30 11:00:00+08:00 IO2304-C-4000.CFFEX 空 开 3 @ 58.6\n", "2023-03-30 11:00:00+08:00 IO2304-P-4000.CFFEX 多 平 3 @ 59.6\n", "2023-03-30 14:00:00+08:00 IO2304-P-4050.CFFEX 空 开 4 @ 58.6\n", "2023-03-30 14:00:00+08:00 IO2304-C-4000.CFFEX 多 平 4 @ 86.0\n", "2023-03-30 14:00:00+08:00 IO2304-C-4050.CFFEX 空 开 1 @ 57.8\n", "2023-03-30 14:00:00+08:00 IO2304-P-4000.CFFEX 多 平 1 @ 36.6\n", "2023-04-12 14:30:00+08:00 IO2304-P-4100.CFFEX 空 开 1 @ 37.4\n", "2023-04-12 14:30:00+08:00 IO2304-P-4050.CFFEX 多 平 4 @ 17.2\n", "2023-04-12 14:30:00+08:00 IO2304-C-4100.CFFEX 空 开 4 @ 33.0\n", "2023-04-12 14:30:00+08:00 IO2304-C-4050.CFFEX 多 平 1 @ 62.8\n", "2023-04-17 10:30:00+08:00 IO2304-P-4100.CFFEX 空 开 3 @ 17.4\n", "2023-04-17 10:30:00+08:00 IO2304-C-4100.CFFEX 多 平 3 @ 39.0\n", "2023-04-20 13:30:00+08:00 IO2304-P-4100.CFFEX 多 平 3 @ 13.8\n", "2023-04-20 13:30:00+08:00 IO2304-C-4100.CFFEX 空 开 3 @ 17.0\n", "2023-05-04 10:30:00+08:00 IO2305-C-4050.CFFEX 空 开 1 @ 37.6\n", "2023-05-04 10:30:00+08:00 IO2305-P-4050.CFFEX 空 开 4 @ 56.6\n", "2023-05-10 11:00:00+08:00 IO2305-C-4050.CFFEX 多 平 1 @ 17.6\n", "2023-05-10 11:00:00+08:00 IO2305-P-4050.CFFEX 多 平 4 @ 70.0\n", "2023-05-10 11:00:00+08:00 IO2305-C-4000.CFFEX 空 开 4 @ 36.0\n", "2023-05-10 11:00:00+08:00 IO2305-P-4000.CFFEX 空 开 1 @ 39.0\n", "2023-06-02 13:00:00+08:00 IO2306-C-3850.CFFEX 空 开 1 @ 47.8\n", "2023-06-02 13:00:00+08:00 IO2306-P-3850.CFFEX 空 开 4 @ 44.0\n", "2023-06-07 09:30:00+08:00 IO2306-C-3800.CFFEX 空 开 4 @ 45.2\n", "2023-06-07 09:30:00+08:00 IO2306-P-3850.CFFEX 多 平 4 @ 63.2\n", "2023-06-07 09:31:00+08:00 IO2306-C-3850.CFFEX 多 平 1 @ 24.8\n", "2023-06-07 09:31:00+08:00 IO2306-P-3800.CFFEX 空 开 1 @ 33.4\n", "2023-06-07 10:04:00+08:00 IO2306-C-3850.CFFEX 多 平 1 @ 20.4\n", "2023-06-07 10:04:00+08:00 IO2306-P-3800.CFFEX 空 开 1 @ 43.2\n", "2023-06-07 10:05:00+08:00 IO2306-C-3850.CFFEX 空 平 1 @ 20.2\n", "2023-06-07 10:05:00+08:00 IO2306-P-3800.CFFEX 多 平 1 @ 44.2\n", "2023-06-09 14:30:00+08:00 IO2306-C-3850.CFFEX 空 开 1 @ 25.4\n", "2023-06-09 14:30:00+08:00 IO2306-C-3800.CFFEX 多 平 4 @ 53.0\n", "2023-06-09 14:30:00+08:00 IO2306-P-3800.CFFEX 多 平 1 @ 16.8\n", "2023-06-09 14:30:00+08:00 IO2306-P-3850.CFFEX 空 开 4 @ 39.8\n", "2023-06-21 14:00:00+08:00 IO2307-C-3850.CFFEX 空 开 4 @ 73.0\n", "2023-06-21 14:00:00+08:00 IO2307-P-3850.CFFEX 空 开 1 @ 53.8\n", "2023-06-30 14:30:00+08:00 IO2307-C-3850.CFFEX 多 平 3 @ 47.4\n", "2023-06-30 14:30:00+08:00 IO2307-P-3850.CFFEX 空 开 3 @ 58.2\n", "2023-07-06 14:00:00+08:00 IO2307-C-3850.CFFEX 空 开 3 @ 36.2\n", "2023-07-06 14:00:00+08:00 IO2307-P-3850.CFFEX 多 平 3 @ 59.4\n", "2023-07-11 14:00:00+08:00 IO2307-C-3850.CFFEX 多 平 3 @ 37.0\n", "2023-07-11 14:00:00+08:00 IO2307-P-3850.CFFEX 空 开 3 @ 39.8\n", "2023-07-13 09:30:00+08:00 IO2307-C-3850.CFFEX 空 开 3 @ 35.0\n", "2023-07-13 09:30:00+08:00 IO2307-P-3850.CFFEX 多 平 3 @ 35.8\n", "2023-07-13 10:00:00+08:00 IO2307-P-3900.CFFEX 空 开 4 @ 44.8\n", "2023-07-13 10:00:00+08:00 IO2307-C-3850.CFFEX 多 平 4 @ 51.0\n", "2023-07-13 10:00:00+08:00 IO2307-P-3850.CFFEX 多 平 1 @ 20.8\n", "2023-07-13 10:00:00+08:00 IO2307-C-3900.CFFEX 空 开 1 @ 25.4\n", "2023-07-18 13:30:00+08:00 IO2307-P-3900.CFFEX 多 平 4 @ 50.0\n", "2023-07-18 13:30:00+08:00 IO2307-C-3850.CFFEX 空 开 4 @ 28.2\n", "2023-07-18 13:30:00+08:00 IO2307-P-3850.CFFEX 空 开 1 @ 18.6\n", "2023-07-18 13:30:00+08:00 IO2307-C-3900.CFFEX 多 平 1 @ 9.8\n", "2023-07-18 14:00:00+08:00 IO2307-C-3850.CFFEX 多 平 3 @ 27.6\n", "2023-07-18 14:00:00+08:00 IO2307-P-3850.CFFEX 空 开 3 @ 18.8\n", "2023-07-19 09:31:00+08:00 IO2307-C-3850.CFFEX 空 开 3 @ 24.4\n", "2023-07-19 09:31:00+08:00 IO2307-P-3850.CFFEX 多 平 3 @ 20.6\n", "2023-07-19 09:31:00+08:00 IO2307-C-3850.CFFEX 空 开 3 @ 23.0\n", "2023-07-19 09:31:00+08:00 IO2307-P-3850.CFFEX 多 平 3 @ 21.6\n", "2023-07-19 09:32:00+08:00 IO2307-C-3850.CFFEX 多 平 3 @ 24.2\n", "2023-07-19 09:32:00+08:00 IO2307-P-3850.CFFEX 空 平 2 @ 19.8\n", "2023-07-19 09:32:00+08:00 IO2307-P-3850.CFFEX 空 开 1 @ 19.8\n", "2023-07-25 11:00:00+08:00 IO2308-P-3900.CFFEX 空 开 4 @ 52.6\n", "2023-07-25 11:00:00+08:00 IO2308-C-3900.CFFEX 空 开 1 @ 59.0\n", "2023-08-08 10:00:00+08:00 IO2308-C-4000.CFFEX 空 开 4 @ 43.2\n", "2023-08-08 10:00:00+08:00 IO2308-P-3900.CFFEX 多 平 4 @ 16.6\n", "2023-08-08 10:00:00+08:00 IO2308-P-4000.CFFEX 空 开 1 @ 59.4\n", "2023-08-08 10:00:00+08:00 IO2308-C-3900.CFFEX 多 平 1 @ 100.0\n", "2023-08-28 11:00:00+08:00 IO2309-C-3800.CFFEX 空 开 1 @ 85.6\n", "2023-08-28 11:00:00+08:00 IO2309-P-3800.CFFEX 空 开 4 @ 66.6\n", "2023-09-07 11:00:00+08:00 IO2309-C-3800.CFFEX 空 开 3 @ 34.8\n", "2023-09-07 11:00:00+08:00 IO2309-P-3800.CFFEX 多 平 3 @ 46.4\n", "2023-09-22 14:30:00+08:00 IO2310-C-3750.CFFEX 空 开 1 @ 66.8\n", "2023-09-22 14:30:00+08:00 IO2310-P-3750.CFFEX 空 开 4 @ 61.4\n", "2023-09-26 13:00:00+08:00 IO2310-C-3700.CFFEX 空 开 4 @ 68.4\n", "2023-09-26 13:00:00+08:00 IO2310-C-3750.CFFEX 多 平 1 @ 47.0\n", "2023-09-26 13:00:00+08:00 IO2310-P-3700.CFFEX 空 开 1 @ 53.6\n", "2023-09-26 13:00:00+08:00 IO2310-P-3750.CFFEX 多 平 4 @ 80.4\n", "2023-09-27 13:30:00+08:00 IO2310-C-3700.CFFEX 多 平 3 @ 70.4\n", "2023-09-27 13:30:00+08:00 IO2310-P-3700.CFFEX 空 开 3 @ 52.2\n", "2023-09-27 14:00:00+08:00 IO2310-C-3700.CFFEX 空 开 3 @ 71.4\n", "2023-09-27 14:00:00+08:00 IO2310-P-3700.CFFEX 多 平 3 @ 49.0\n", "2023-10-12 14:00:00+08:00 IO2310-C-3700.CFFEX 多 平 3 @ 33.8\n", "2023-10-12 14:00:00+08:00 IO2310-P-3700.CFFEX 空 开 3 @ 28.8\n", "2023-10-13 10:30:00+08:00 IO2310-C-3700.CFFEX 多 平 1 @ 19.0\n", "2023-10-13 10:30:00+08:00 IO2310-P-3650.CFFEX 空 开 1 @ 18.0\n", "2023-10-13 10:30:00+08:00 IO2310-C-3650.CFFEX 空 开 4 @ 42.4\n", "2023-10-13 10:30:00+08:00 IO2310-P-3700.CFFEX 多 平 4 @ 44.2\n", "2023-10-27 13:00:00+08:00 IO2311-P-3550.CFFEX 空 开 4 @ 53.6\n", "2023-10-27 13:00:00+08:00 IO2311-C-3550.CFFEX 空 开 1 @ 47.6\n", "2023-11-10 11:00:00+08:00 IO2311-P-3550.CFFEX 多 平 4 @ 15.2\n", "2023-11-10 11:00:00+08:00 IO2311-C-3600.CFFEX 空 开 4 @ 24.4\n", "2023-11-10 11:00:00+08:00 IO2311-P-3600.CFFEX 空 开 1 @ 37.8\n", "2023-11-10 11:00:00+08:00 IO2311-C-3550.CFFEX 多 平 1 @ 53.2\n", "2023-11-15 13:00:00+08:00 IO2311-C-3600.CFFEX 多 平 3 @ 25.4\n", "2023-11-15 13:00:00+08:00 IO2311-P-3600.CFFEX 空 开 3 @ 16.0\n", "2023-11-16 10:30:00+08:00 IO2311-C-3600.CFFEX 空 开 3 @ 10.6\n", "2023-11-16 10:30:00+08:00 IO2311-P-3600.CFFEX 多 平 3 @ 27.0\n", "2023-11-21 10:00:00+08:00 IO2312-C-3600.CFFEX 空 开 1 @ 64.8\n", "2023-11-21 10:00:00+08:00 IO2312-P-3600.CFFEX 空 开 4 @ 44.2\n", "2023-11-22 11:00:00+08:00 IO2312-C-3600.CFFEX 空 开 3 @ 39.6\n", "2023-11-22 11:00:00+08:00 IO2312-P-3600.CFFEX 多 平 3 @ 65.2\n", "2023-12-12 11:00:00+08:00 IO2312-C-3400.CFFEX 空 开 1 @ 35.8\n", "2023-12-12 11:00:00+08:00 IO2312-C-3600.CFFEX 多 平 4 @ 1.2\n", "2023-12-12 11:00:00+08:00 IO2312-P-3600.CFFEX 多 平 1 @ 182.0\n", "2023-12-12 11:00:00+08:00 IO2312-P-3400.CFFEX 空 开 4 @ 17.0\n", "2023-12-13 13:00:00+08:00 IO2312-C-3400.CFFEX 空 开 3 @ 18.4\n", "2023-12-13 13:01:00+08:00 IO2312-P-3400.CFFEX 多 平 3 @ 24.4\n", "2023-12-22 13:30:00+08:00 IO2401-P-3350.CFFEX 空 开 4 @ 55.8\n", "2023-12-22 13:30:00+08:00 IO2401-C-3350.CFFEX 空 开 1 @ 66.2\n", "2023-12-26 13:00:00+08:00 IO2401-P-3350.CFFEX 多 平 3 @ 66.0\n", "2023-12-26 13:00:00+08:00 IO2401-C-3350.CFFEX 空 开 3 @ 48.2\n", "2023-12-27 14:00:00+08:00 IO2401-P-3350.CFFEX 空 开 3 @ 61.4\n", "2023-12-27 14:00:00+08:00 IO2401-C-3350.CFFEX 多 平 3 @ 50.6\n" ] } ], "source": [ "# 打印逐笔成交\n", "for trade in engine.all_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" }, "vscode": { "interpreter": { "hash": "1b43cb0bd93d5abbadd54afed8252f711d4681fe6223ad6b67ffaee289648f85" } } }, "nbformat": 4, "nbformat_minor": 4 }