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nagishin/Upsampleを利用したマルチタイムフレームチャート.ipynb

Created October 9, 2018 03:26
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Upsampleを利用したマルチタイムフレームチャート.ipynb
{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"#### 1m/5m/1hのOHLCVデータを取得"
]
},
{
"cell_type": "code",
"execution_count": 145,
"metadata": {},
"outputs": [
{
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"'1T'"
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" unixtime open high low close volume\n",
"datetime \n",
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"2018-10-09 03:10:00 1539054600 6601.5 6602.0 6601.5 6602.0 130324\n",
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"'5T'"
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" <th>2018-10-09 02:50:00</th>\n",
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" <th>2018-10-09 02:55:00</th>\n",
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" <th>2018-10-09 03:00:00</th>\n",
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" <th>2018-10-09 03:05:00</th>\n",
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" unixtime open high low close volume\n",
"datetime \n",
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"2018-10-09 02:55:00 1539053700 6602.0 6603.5 6601.5 6603.0 2667055\n",
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"text/plain": [
" unixtime open high low close volume\n",
"datetime \n",
"2018-10-08 23:00:00 1539039600 6603.5 6608.0 6603.5 6607.5 17429418\n",
"2018-10-09 00:00:00 1539043200 6607.5 6614.0 6605.5 6606.0 29299854\n",
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"2018-10-09 03:00:00 1539054000 6603.0 6603.5 6601.5 6601.5 3217699"
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"source": [
"# -*- coding: utf-8 -*-\n",
"import time, requests\n",
"from collections import OrderedDict\n",
"import pandas as pd\n",
"\n",
"periods = {\"1T\":1, \"5T\":5, \"1H\":60} # 1m/5m/1h\n",
"count = 1000 # 取得件数\n",
"to_time = int(time.time()) # 取得終了時刻(現在のUnixTime)\n",
"ohlcvs = {} # 取得したOHLCVを格納するディクショナリ\n",
"\n",
"# 各時間足のOHLCV取得\n",
"for period, minutes in periods.items():\n",
" from_time = to_time - (count - 1) * minutes * 60 # 取得開始時刻(件数分遡ったUnixTime)\n",
" param = {\"period\": minutes, \"from\": from_time, \"to\": to_time}\n",
" url = \"https://www.bitmex.com/api/udf/history?symbol=XBTUSD&\" + \\\n",
" \"resolution={period}&from={from}&to={to}\".format(**param)\n",
" data = requests.get(url).json()\n",
" # DataFrame化\n",
" df = pd.DataFrame(OrderedDict(\n",
" {\"unixtime\":data[\"t\"], \"open\":data[\"o\"], \"high\":data[\"h\"],\n",
" \"low\":data[\"l\"], \"close\":data[\"c\"], \"volume\":data[\"v\"]}))\n",
" # DatetimeIndex設定\n",
" df[\"datetime\"] = pd.to_datetime(df[\"unixtime\"], unit=\"s\")\n",
" df = df.set_index(\"datetime\")\n",
" # OHLCVディクショナリに格納\n",
" ohlcvs[period] = df\n",
" # データ確認\n",
" display(period, ohlcvs[period].tail())"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"#### 各時間足毎にEMA計算"
]
},
{
"cell_type": "code",
"execution_count": 146,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"'1T'"
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"metadata": {},
"output_type": "display_data"
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" <th>2018-10-09 03:09:00</th>\n",
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" <th>2018-10-09 03:11:00</th>\n",
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" <th>2018-10-09 03:12:00</th>\n",
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" <th>2018-10-09 03:13:00</th>\n",
" <td>1539054780</td>\n",
" <td>6601.5</td>\n",
" <td>6602.0</td>\n",
" <td>6601.5</td>\n",
" <td>6601.5</td>\n",
" <td>77168</td>\n",
" <td>6601.869418</td>\n",
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],
"text/plain": [
" unixtime open high low close volume \\\n",
"datetime \n",
"2018-10-09 03:09:00 1539054540 6602.0 6602.0 6601.5 6601.5 137435 \n",
"2018-10-09 03:10:00 1539054600 6601.5 6602.0 6601.5 6602.0 130324 \n",
"2018-10-09 03:11:00 1539054660 6602.0 6602.0 6601.5 6602.0 30443 \n",
"2018-10-09 03:12:00 1539054720 6602.0 6602.0 6601.5 6601.5 610619 \n",
"2018-10-09 03:13:00 1539054780 6601.5 6602.0 6601.5 6601.5 77168 \n",
"\n",
" EMA \n",
"datetime \n",
"2018-10-09 03:09:00 6601.989122 \n",
"2018-10-09 03:10:00 6601.990572 \n",
"2018-10-09 03:11:00 6601.991829 \n",
"2018-10-09 03:12:00 6601.926252 \n",
"2018-10-09 03:13:00 6601.869418 "
]
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"'5T'"
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" <th>2018-10-09 02:50:00</th>\n",
" <td>1539053400</td>\n",
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" <td>6602.0</td>\n",
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" <th>2018-10-09 02:55:00</th>\n",
" <td>1539053700</td>\n",
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" <th>2018-10-09 03:00:00</th>\n",
" <td>1539054000</td>\n",
" <td>6603.0</td>\n",
" <td>6603.5</td>\n",
" <td>6601.5</td>\n",
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" <th>2018-10-09 03:05:00</th>\n",
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" <td>6600.720914</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2018-10-09 03:10:00</th>\n",
" <td>1539054600</td>\n",
" <td>6601.5</td>\n",
" <td>6602.0</td>\n",
" <td>6601.5</td>\n",
" <td>6601.5</td>\n",
" <td>848554</td>\n",
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"</div>"
],
"text/plain": [
" unixtime open high low close volume \\\n",
"datetime \n",
"2018-10-09 02:50:00 1539053400 6602.0 6602.0 6601.5 6602.0 655948 \n",
"2018-10-09 02:55:00 1539053700 6602.0 6603.5 6601.5 6603.0 2667055 \n",
"2018-10-09 03:00:00 1539054000 6603.0 6603.5 6601.5 6601.5 1842106 \n",
"2018-10-09 03:05:00 1539054300 6601.5 6602.0 6601.5 6601.5 527039 \n",
"2018-10-09 03:10:00 1539054600 6601.5 6602.0 6601.5 6601.5 848554 \n",
"\n",
" EMA \n",
"datetime \n",
"2018-10-09 02:50:00 6600.072410 \n",
"2018-10-09 02:55:00 6600.462756 \n",
"2018-10-09 03:00:00 6600.601055 \n",
"2018-10-09 03:05:00 6600.720914 \n",
"2018-10-09 03:10:00 6600.824792 "
]
},
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"output_type": "display_data"
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{
"data": {
"text/plain": [
"'1H'"
]
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],
"text/plain": [
" unixtime open high low close volume \\\n",
"datetime \n",
"2018-10-08 23:00:00 1539039600 6603.5 6608.0 6603.5 6607.5 17429418 \n",
"2018-10-09 00:00:00 1539043200 6607.5 6614.0 6605.5 6606.0 29299854 \n",
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"2018-10-09 03:00:00 1539054000 6603.0 6603.5 6601.5 6601.5 3217699 \n",
"\n",
" EMA \n",
"datetime \n",
"2018-10-08 23:00:00 6605.224279 \n",
"2018-10-09 00:00:00 6605.327708 \n",
"2018-10-09 01:00:00 6604.550680 \n",
"2018-10-09 02:00:00 6604.343923 \n",
"2018-10-09 03:00:00 6603.964733 "
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"ema_term = 14 # EMA期間\n",
"\n",
"# 各時間足のOHLCV取得\n",
"for period, ohlcv in ohlcvs.items():\n",
" # 終値からEMAを計算して列追加\n",
" ohlcv[\"EMA\"] = ohlcv[\"close\"].ewm(span=ema_term).mean()\n",
" # データ確認\n",
" display(period, ohlcv.tail())"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"#### 1mに時間軸を合わせるため、5m/1hのEMAをUpsample"
]
},
{
"cell_type": "code",
"execution_count": 147,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"'5T'"
]
},
"metadata": {},
"output_type": "display_data"
},
{
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"</div>"
],
"text/plain": [
" close EMA_P EMA_B EMA_I\n",
"datetime \n",
"2018-10-09 02:54:00 6602.0 6600.072410 6600.462756 6600.384686\n",
"2018-10-09 02:55:00 6602.0 6600.462756 6600.462756 6600.462756\n",
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"2018-10-09 02:58:00 6603.0 6600.462756 6600.601055 6600.545735\n",
"2018-10-09 02:59:00 6603.0 6600.462756 6600.601055 6600.573395\n",
"2018-10-09 03:00:00 6603.5 6600.601055 6600.601055 6600.601055\n",
"2018-10-09 03:01:00 6603.0 6600.601055 6600.720914 6600.625027\n",
"2018-10-09 03:02:00 6603.0 6600.601055 6600.720914 6600.648999\n",
"2018-10-09 03:03:00 6601.5 6600.601055 6600.720914 6600.672970\n",
"2018-10-09 03:04:00 6601.5 6600.601055 6600.720914 6600.696942\n",
"2018-10-09 03:05:00 6601.5 6600.720914 6600.720914 6600.720914\n",
"2018-10-09 03:06:00 6602.0 6600.720914 6600.824792 6600.741690\n",
"2018-10-09 03:07:00 6601.5 6600.720914 6600.824792 6600.762465\n",
"2018-10-09 03:08:00 6602.0 6600.720914 6600.824792 6600.783241\n",
"2018-10-09 03:09:00 6601.5 6600.720914 6600.824792 6600.804017\n",
"2018-10-09 03:10:00 6602.0 6600.824792 6600.824792 6600.824792\n",
"2018-10-09 03:11:00 6602.0 NaN NaN NaN\n",
"2018-10-09 03:12:00 6601.5 NaN NaN NaN\n",
"2018-10-09 03:13:00 6601.5 NaN NaN NaN"
]
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"metadata": {},
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"</div>"
],
"text/plain": [
" close EMA_P EMA_B EMA_I\n",
"datetime \n",
"2018-10-09 02:54:00 6602.0 6604.343923 6603.964733 6604.002652\n",
"2018-10-09 02:55:00 6602.0 6604.343923 6603.964733 6603.996332\n",
"2018-10-09 02:56:00 6603.5 6604.343923 6603.964733 6603.990013\n",
"2018-10-09 02:57:00 6603.0 6604.343923 6603.964733 6603.983693\n",
"2018-10-09 02:58:00 6603.0 6604.343923 6603.964733 6603.977373\n",
"2018-10-09 02:59:00 6603.0 6604.343923 6603.964733 6603.971053\n",
"2018-10-09 03:00:00 6603.5 6603.964733 6603.964733 6603.964733\n",
"2018-10-09 03:01:00 6603.0 NaN NaN NaN\n",
"2018-10-09 03:02:00 6603.0 NaN NaN NaN\n",
"2018-10-09 03:03:00 6601.5 NaN NaN NaN\n",
"2018-10-09 03:04:00 6601.5 NaN NaN NaN\n",
"2018-10-09 03:05:00 6601.5 NaN NaN NaN\n",
"2018-10-09 03:06:00 6602.0 NaN NaN NaN\n",
"2018-10-09 03:07:00 6601.5 NaN NaN NaN\n",
"2018-10-09 03:08:00 6602.0 NaN NaN NaN\n",
"2018-10-09 03:09:00 6601.5 NaN NaN NaN\n",
"2018-10-09 03:10:00 6602.0 NaN NaN NaN\n",
"2018-10-09 03:11:00 6602.0 NaN NaN NaN\n",
"2018-10-09 03:12:00 6601.5 NaN NaN NaN\n",
"2018-10-09 03:13:00 6601.5 NaN NaN NaN"
]
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"metadata": {},
"output_type": "display_data"
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],
"source": [
"emas = {} # 各時間足を1mにアップサンプリングしたEMAディクショナリ\n",
"\n",
"# 5m/1hのEMAを1mにアップサンプリング\n",
"upsample = \"1T\"\n",
"for period, ohlcv in ohlcvs.items():\n",
" if period == upsample:\n",
" continue\n",
" df = pd.DataFrame(ohlcvs[upsample][\"close\"])\n",
" # 期間始まり価格で補間\n",
" df[\"EMA_P\"] = ohlcv[\"EMA\"].resample(upsample).pad()\n",
" # 期間終わり価格で補間\n",
" df[\"EMA_B\"] = ohlcv[\"EMA\"].resample(upsample).bfill()\n",
" # 線形補間\n",
" df[\"EMA_I\"] = ohlcv[\"EMA\"].resample(upsample).interpolate()\n",
" # 1mベースEMAディクショナリに格納\n",
" emas[period] = df\n",
" # データ確認\n",
" display(period, df.tail(20))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"#### 現在の時間足が補間できないため、5m/1hの最新終値を追加"
]
},
{
"cell_type": "code",
"execution_count": 148,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"'5T'"
]
},
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" <td>1.539055e+09</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>6601.5</td>\n",
" <td>0.0</td>\n",
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],
"text/plain": [
" unixtime open high low close volume \\\n",
"datetime \n",
"2018-10-09 02:55:00 1.539054e+09 6602.0 6603.5 6601.5 6603.0 2667055.0 \n",
"2018-10-09 03:00:00 1.539054e+09 6603.0 6603.5 6601.5 6601.5 1842106.0 \n",
"2018-10-09 03:05:00 1.539054e+09 6601.5 6602.0 6601.5 6601.5 527039.0 \n",
"2018-10-09 03:10:00 1.539055e+09 6601.5 6602.0 6601.5 6601.5 848554.0 \n",
"2018-10-09 03:15:00 1.539055e+09 0.0 0.0 0.0 6601.5 0.0 \n",
"\n",
" EMA \n",
"datetime \n",
"2018-10-09 02:55:00 6600.462756 \n",
"2018-10-09 03:00:00 6600.601055 \n",
"2018-10-09 03:05:00 6600.720914 \n",
"2018-10-09 03:10:00 6600.824792 \n",
"2018-10-09 03:15:00 6600.914820 "
]
},
"metadata": {},
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" <td>1.539058e+09</td>\n",
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" <td>0.0</td>\n",
" <td>0.0</td>\n",
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"text/plain": [
" unixtime open high low close volume \\\n",
"datetime \n",
"2018-10-09 00:00:00 1.539043e+09 6607.5 6614.0 6605.5 6606.0 29299854.0 \n",
"2018-10-09 01:00:00 1.539047e+09 6606.0 6607.0 6598.0 6599.5 42426957.0 \n",
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"2018-10-09 04:00:00 1.539058e+09 0.0 0.0 0.0 6601.5 0.0 \n",
"\n",
" EMA \n",
"datetime \n",
"2018-10-09 00:00:00 6605.327708 \n",
"2018-10-09 01:00:00 6604.550680 \n",
"2018-10-09 02:00:00 6604.343923 \n",
"2018-10-09 03:00:00 6603.964733 \n",
"2018-10-09 04:00:00 6603.636102 "
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# 現在の時間足が補間できないため、5m/1hの最新終値を追加する\n",
"for period, ohlcv in ohlcvs.items():\n",
" if period == upsample:\n",
" continue\n",
" # 追加するOHLCV行データ\n",
" series = pd.Series(\n",
" [ohlcv[\"unixtime\"].iloc[-1]+periods[period]*60, \\\n",
" 0, 0, 0, ohlcv[\"close\"].iloc[-1], 0, 0],\n",
" index=ohlcv.columns)\n",
" # OHLCVに追加\n",
" ohlcv = ohlcv.append(series, ignore_index=True)\n",
" # DatetimeIndex設定\n",
" ohlcv[\"datetime\"] = pd.to_datetime(ohlcv[\"unixtime\"], unit=\"s\")\n",
" ohlcv = ohlcv.set_index(\"datetime\")\n",
" # 終値からEMAを計算して列追加\n",
" ohlcv[\"EMA\"] = ohlcv[\"close\"].ewm(span=ema_term).mean()\n",
" # OHLCVディクショナリに格納\n",
" ohlcvs[period] = ohlcv\n",
" # データ確認\n",
" display(period, ohlcv.tail())"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"#### 再度、5m/1hのEMAをUpsample"
]
},
{
"cell_type": "code",
"execution_count": 149,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"'5T'"
]
},
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" <td>6600.601055</td>\n",
" <td>6600.601055</td>\n",
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" <th>2018-10-09 03:01:00</th>\n",
" <td>6603.0</td>\n",
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" <tr>\n",
" <th>2018-10-09 03:02:00</th>\n",
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" <td>6600.824792</td>\n",
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" <tr>\n",
" <th>2018-10-09 03:11:00</th>\n",
" <td>6602.0</td>\n",
" <td>6600.824792</td>\n",
" <td>6600.914820</td>\n",
" <td>6600.842798</td>\n",
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" <tr>\n",
" <th>2018-10-09 03:12:00</th>\n",
" <td>6601.5</td>\n",
" <td>6600.824792</td>\n",
" <td>6600.914820</td>\n",
" <td>6600.860803</td>\n",
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" <tr>\n",
" <th>2018-10-09 03:13:00</th>\n",
" <td>6601.5</td>\n",
" <td>6600.824792</td>\n",
" <td>6600.914820</td>\n",
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"text/plain": [
" close EMA_P EMA_B EMA_I\n",
"datetime \n",
"2018-10-09 02:54:00 6602.0 6600.072410 6600.462756 6600.384686\n",
"2018-10-09 02:55:00 6602.0 6600.462756 6600.462756 6600.462756\n",
"2018-10-09 02:56:00 6603.5 6600.462756 6600.601055 6600.490415\n",
"2018-10-09 02:57:00 6603.0 6600.462756 6600.601055 6600.518075\n",
"2018-10-09 02:58:00 6603.0 6600.462756 6600.601055 6600.545735\n",
"2018-10-09 02:59:00 6603.0 6600.462756 6600.601055 6600.573395\n",
"2018-10-09 03:00:00 6603.5 6600.601055 6600.601055 6600.601055\n",
"2018-10-09 03:01:00 6603.0 6600.601055 6600.720914 6600.625027\n",
"2018-10-09 03:02:00 6603.0 6600.601055 6600.720914 6600.648999\n",
"2018-10-09 03:03:00 6601.5 6600.601055 6600.720914 6600.672970\n",
"2018-10-09 03:04:00 6601.5 6600.601055 6600.720914 6600.696942\n",
"2018-10-09 03:05:00 6601.5 6600.720914 6600.720914 6600.720914\n",
"2018-10-09 03:06:00 6602.0 6600.720914 6600.824792 6600.741690\n",
"2018-10-09 03:07:00 6601.5 6600.720914 6600.824792 6600.762465\n",
"2018-10-09 03:08:00 6602.0 6600.720914 6600.824792 6600.783241\n",
"2018-10-09 03:09:00 6601.5 6600.720914 6600.824792 6600.804017\n",
"2018-10-09 03:10:00 6602.0 6600.824792 6600.824792 6600.824792\n",
"2018-10-09 03:11:00 6602.0 6600.824792 6600.914820 6600.842798\n",
"2018-10-09 03:12:00 6601.5 6600.824792 6600.914820 6600.860803\n",
"2018-10-09 03:13:00 6601.5 6600.824792 6600.914820 6600.878809"
]
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" <tr>\n",
" <th>2018-10-09 02:59:00</th>\n",
" <td>6603.0</td>\n",
" <td>6604.343923</td>\n",
" <td>6603.964733</td>\n",
" <td>6603.971053</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2018-10-09 03:00:00</th>\n",
" <td>6603.5</td>\n",
" <td>6603.964733</td>\n",
" <td>6603.964733</td>\n",
" <td>6603.964733</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2018-10-09 03:01:00</th>\n",
" <td>6603.0</td>\n",
" <td>6603.964733</td>\n",
" <td>6603.636102</td>\n",
" <td>6603.959256</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2018-10-09 03:02:00</th>\n",
" <td>6603.0</td>\n",
" <td>6603.964733</td>\n",
" <td>6603.636102</td>\n",
" <td>6603.953779</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2018-10-09 03:03:00</th>\n",
" <td>6601.5</td>\n",
" <td>6603.964733</td>\n",
" <td>6603.636102</td>\n",
" <td>6603.948302</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2018-10-09 03:04:00</th>\n",
" <td>6601.5</td>\n",
" <td>6603.964733</td>\n",
" <td>6603.636102</td>\n",
" <td>6603.942825</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2018-10-09 03:05:00</th>\n",
" <td>6601.5</td>\n",
" <td>6603.964733</td>\n",
" <td>6603.636102</td>\n",
" <td>6603.937347</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2018-10-09 03:06:00</th>\n",
" <td>6602.0</td>\n",
" <td>6603.964733</td>\n",
" <td>6603.636102</td>\n",
" <td>6603.931870</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2018-10-09 03:07:00</th>\n",
" <td>6601.5</td>\n",
" <td>6603.964733</td>\n",
" <td>6603.636102</td>\n",
" <td>6603.926393</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2018-10-09 03:08:00</th>\n",
" <td>6602.0</td>\n",
" <td>6603.964733</td>\n",
" <td>6603.636102</td>\n",
" <td>6603.920916</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2018-10-09 03:09:00</th>\n",
" <td>6601.5</td>\n",
" <td>6603.964733</td>\n",
" <td>6603.636102</td>\n",
" <td>6603.915439</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2018-10-09 03:10:00</th>\n",
" <td>6602.0</td>\n",
" <td>6603.964733</td>\n",
" <td>6603.636102</td>\n",
" <td>6603.909961</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2018-10-09 03:11:00</th>\n",
" <td>6602.0</td>\n",
" <td>6603.964733</td>\n",
" <td>6603.636102</td>\n",
" <td>6603.904484</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2018-10-09 03:12:00</th>\n",
" <td>6601.5</td>\n",
" <td>6603.964733</td>\n",
" <td>6603.636102</td>\n",
" <td>6603.899007</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2018-10-09 03:13:00</th>\n",
" <td>6601.5</td>\n",
" <td>6603.964733</td>\n",
" <td>6603.636102</td>\n",
" <td>6603.893530</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" close EMA_P EMA_B EMA_I\n",
"datetime \n",
"2018-10-09 02:54:00 6602.0 6604.343923 6603.964733 6604.002652\n",
"2018-10-09 02:55:00 6602.0 6604.343923 6603.964733 6603.996332\n",
"2018-10-09 02:56:00 6603.5 6604.343923 6603.964733 6603.990013\n",
"2018-10-09 02:57:00 6603.0 6604.343923 6603.964733 6603.983693\n",
"2018-10-09 02:58:00 6603.0 6604.343923 6603.964733 6603.977373\n",
"2018-10-09 02:59:00 6603.0 6604.343923 6603.964733 6603.971053\n",
"2018-10-09 03:00:00 6603.5 6603.964733 6603.964733 6603.964733\n",
"2018-10-09 03:01:00 6603.0 6603.964733 6603.636102 6603.959256\n",
"2018-10-09 03:02:00 6603.0 6603.964733 6603.636102 6603.953779\n",
"2018-10-09 03:03:00 6601.5 6603.964733 6603.636102 6603.948302\n",
"2018-10-09 03:04:00 6601.5 6603.964733 6603.636102 6603.942825\n",
"2018-10-09 03:05:00 6601.5 6603.964733 6603.636102 6603.937347\n",
"2018-10-09 03:06:00 6602.0 6603.964733 6603.636102 6603.931870\n",
"2018-10-09 03:07:00 6601.5 6603.964733 6603.636102 6603.926393\n",
"2018-10-09 03:08:00 6602.0 6603.964733 6603.636102 6603.920916\n",
"2018-10-09 03:09:00 6601.5 6603.964733 6603.636102 6603.915439\n",
"2018-10-09 03:10:00 6602.0 6603.964733 6603.636102 6603.909961\n",
"2018-10-09 03:11:00 6602.0 6603.964733 6603.636102 6603.904484\n",
"2018-10-09 03:12:00 6601.5 6603.964733 6603.636102 6603.899007\n",
"2018-10-09 03:13:00 6601.5 6603.964733 6603.636102 6603.893530"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"emas = {} # 各時間足を1mベースにアップサンプリングしたディクショナリ\n",
"\n",
"# 5m/1hのEMAを1mにアップサンプリング\n",
"upsample = \"1T\"\n",
"for period, ohlcv in ohlcvs.items():\n",
" df = pd.DataFrame(ohlcvs[upsample][\"close\"])\n",
" if period == upsample:\n",
" emas[period] = df\n",
" continue\n",
" # 期間始まり価格で補間\n",
" df[\"EMA_P\"] = ohlcv[\"EMA\"].resample(upsample).pad()\n",
" # 期間終わり価格で補間\n",
" df[\"EMA_B\"] = ohlcv[\"EMA\"].resample(upsample).bfill()\n",
" # 線形補間\n",
" df[\"EMA_I\"] = ohlcv[\"EMA\"].resample(upsample).interpolate()\n",
" # 1mベースEMAディクショナリに格納\n",
" emas[period] = df\n",
" # データ確認\n",
" display(period, df.tail(20))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"#### 1mチャートに1m/5m/1hのEMA表示"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"##### 期間始まり価格で補間(pad)"
]
},
{
"cell_type": "code",
"execution_count": 150,
"metadata": {},
"outputs": [
{
"data": {
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\n"
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"from chart_creator import ChartCreator as cc\n",
"from IPython.display import Image, display_png\n",
"\n",
"count = 500 # ローソクバー件数\n",
"ohlcv = ohlcvs[upsample].iloc[-count:]\n",
"# チャート情報初期化\n",
"cc.initialize()\n",
"# ローソクバー設定(OHLCV)\n",
"cc.set_ohlcv_df(ohlcv)\n",
"# メインチャートにEMA設定\n",
"# 1m EMA\n",
"unixtime = ohlcv[\"unixtime\"].values\n",
"ema = ohlcv[\"EMA\"].values\n",
"cc.set_line(unixtime, ema, ax=0, color=\"Magenta\", width=1.0)\n",
"# 5m EMA\n",
"ema = emas[\"5T\"][\"EMA_P\"].iloc[-count:].values\n",
"cc.set_line(unixtime, ema, ax=0, color=\"Green\", width=1.0)\n",
"# 1h EMA\n",
"ema = emas[\"1H\"][\"EMA_P\"].iloc[-count:].values\n",
"cc.set_line(unixtime, ema, ax=0, color=\"Blue\", width=1.0)\n",
"# チャート画像ファイルパス\n",
"file_path = \"data/image/chart1.png\"\n",
"# チャート生成\n",
"cc.create_chart(file_path)\n",
"# チャート画像表示\n",
"display_png(Image(file_path))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"##### 期間終わり価格で補間(bfill)"
]
},
{
"cell_type": "code",
"execution_count": 151,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n"
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# チャート情報初期化\n",
"cc.initialize()\n",
"# ローソクバー設定(OHLCV)\n",
"cc.set_ohlcv_df(ohlcv)\n",
"# メインチャートにEMA設定\n",
"# 1m EMA\n",
"unixtime = ohlcv[\"unixtime\"].values\n",
"ema = ohlcv[\"EMA\"].values\n",
"cc.set_line(unixtime, ema, ax=0, color=\"Magenta\", width=1.0)\n",
"# 5m EMA\n",
"ema = emas[\"5T\"][\"EMA_B\"].iloc[-count:].values\n",
"cc.set_line(unixtime, ema, ax=0, color=\"Green\", width=1.0)\n",
"# 1h EMA\n",
"ema = emas[\"1H\"][\"EMA_B\"].iloc[-count:].values\n",
"cc.set_line(unixtime, ema, ax=0, color=\"Blue\", width=1.0)\n",
"# チャート画像ファイルパス\n",
"file_path = \"data/image/chart2.png\"\n",
"# チャート生成\n",
"cc.create_chart(file_path)\n",
"# チャート画像表示\n",
"display_png(Image(file_path))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"##### 線形補間(interpolate)"
]
},
{
"cell_type": "code",
"execution_count": 152,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n"
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# チャート情報初期化\n",
"cc.initialize()\n",
"# ローソクバー設定(OHLCV)\n",
"cc.set_ohlcv_df(ohlcv)\n",
"# メインチャートにEMA設定\n",
"# 1m EMA\n",
"unixtime = ohlcv[\"unixtime\"].values\n",
"ema = ohlcv[\"EMA\"].values\n",
"cc.set_line(unixtime, ema, ax=0, color=\"Magenta\", width=1.0)\n",
"# 5m EMA\n",
"ema = emas[\"5T\"][\"EMA_I\"].iloc[-count:].values\n",
"cc.set_line(unixtime, ema, ax=0, color=\"Green\", width=1.0)\n",
"# 1h EMA\n",
"ema = emas[\"1H\"][\"EMA_I\"].iloc[-count:].values\n",
"cc.set_line(unixtime, ema, ax=0, color=\"Blue\", width=1.0)\n",
"# チャート画像ファイルパス\n",
"file_path = \"data/image/chart3.png\"\n",
"# チャート生成\n",
"cc.create_chart(file_path)\n",
"# チャート画像表示\n",
"display_png(Image(file_path))"
]
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3",
"language": "python",
"name": "python3"
},
"language_info": {
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