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aaronspring/quick-start-big_data.ipynb

Last active April 7, 2022 11:36
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bitinformation_pipeline for mpiom_data_2d_mm
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quick-start-big_data.ipynb
{
"cells": [
{
"cell_type": "markdown",
"id": "3f2c9098",
"metadata": {},
"source": [
"# Example to retrieve bitinformation"
]
},
{
"cell_type": "code",
"execution_count": 1,
"id": "0f7e319d-8e1c-4116-8ea3-59349e26fdad",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<xarray.core.options.set_options at 0x7ffff048c790>"
]
},
"execution_count": 1,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"import bitinformation_pipeline as bp\n",
"\n",
"import xarray as xr\n",
"import matplotlib.pyplot as plt\n",
"import numpy as np\n",
"import shutil\n",
"import os\n",
"\n",
"xr.set_options(display_style=\"text\")"
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "b6f1bcc1-fb6b-47d5-9603-5a915a04f768",
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<pre>&lt;xarray.Dataset&gt;\n",
"Dimensions: (y: 220, x: 256, y_2: 220, x_2: 256, y_3: 220, x_3: 256,\n",
" depth: 1, depth_2: 1, depth_3: 1, time: 12)\n",
"Coordinates:\n",
" lon (y, x) float64 ...\n",
" lat (y, x) float64 ...\n",
" lon_2 (y_2, x_2) float64 ...\n",
" lat_2 (y_2, x_2) float64 ...\n",
" lon_3 (y_3, x_3) float64 ...\n",
" lat_3 (y_3, x_3) float64 ...\n",
" * depth (depth) float64 0.0\n",
" * depth_2 (depth_2) float64 0.0\n",
" * depth_3 (depth_3) float64 6.0\n",
" * time (time) datetime64[ns] 1892-01-31T23:15:00 ... 1892-12-31T...\n",
"Dimensions without coordinates: y, x, y_2, x_2, y_3, x_3\n",
"Data variables: (12/94)\n",
" zos (time, depth, y, x) float32 ...\n",
" zossq (time, depth, y, x) float32 ...\n",
" tos (time, depth, y, x) float32 ...\n",
" sivol (time, depth, y, x) float32 ...\n",
" tossq (time, depth, y, x) float32 ...\n",
" siconc (time, depth, y, x) float32 ...\n",
" ... ...\n",
" sndmassdyn (time, depth, y, x) float32 ...\n",
" sndmassth (time, depth, y, x) float32 ...\n",
" sndmasssnf (time, depth, y, x) float32 ...\n",
" siflcondsic (time, depth, y, x) float32 ...\n",
" siflsaltbotsic (time, depth, y, x) float32 ...\n",
" siflfwbotsic (time, depth, y, x) float32 ...\n",
"Attributes:\n",
" CDI: Climate Data Interface version 1.7.0rc3 (http://mpimet.mpg....\n",
" Conventions: CF-1.4\n",
" MPIOM: $Revision: mpiom/tags/mpiom-1.6.3p4 5222M $</pre>"
],
"text/plain": [
"<xarray.Dataset>\n",
"Dimensions: (y: 220, x: 256, y_2: 220, x_2: 256, y_3: 220, x_3: 256,\n",
" depth: 1, depth_2: 1, depth_3: 1, time: 12)\n",
"Coordinates:\n",
" lon (y, x) float64 ...\n",
" lat (y, x) float64 ...\n",
" lon_2 (y_2, x_2) float64 ...\n",
" lat_2 (y_2, x_2) float64 ...\n",
" lon_3 (y_3, x_3) float64 ...\n",
" lat_3 (y_3, x_3) float64 ...\n",
" * depth (depth) float64 0.0\n",
" * depth_2 (depth_2) float64 0.0\n",
" * depth_3 (depth_3) float64 6.0\n",
" * time (time) datetime64[ns] 1892-01-31T23:15:00 ... 1892-12-31T...\n",
"Dimensions without coordinates: y, x, y_2, x_2, y_3, x_3\n",
"Data variables: (12/94)\n",
" zos (time, depth, y, x) float32 ...\n",
" zossq (time, depth, y, x) float32 ...\n",
" tos (time, depth, y, x) float32 ...\n",
" sivol (time, depth, y, x) float32 ...\n",
" tossq (time, depth, y, x) float32 ...\n",
" siconc (time, depth, y, x) float32 ...\n",
" ... ...\n",
" sndmassdyn (time, depth, y, x) float32 ...\n",
" sndmassth (time, depth, y, x) float32 ...\n",
" sndmasssnf (time, depth, y, x) float32 ...\n",
" siflcondsic (time, depth, y, x) float32 ...\n",
" siflsaltbotsic (time, depth, y, x) float32 ...\n",
" siflfwbotsic (time, depth, y, x) float32 ...\n",
"Attributes:\n",
" CDI: Climate Data Interface version 1.7.0rc3 (http://mpimet.mpg....\n",
" Conventions: CF-1.4\n",
" MPIOM: $Revision: mpiom/tags/mpiom-1.6.3p4 5222M $"
]
},
"execution_count": 2,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"label = \"mpiom_data_2d_mm\"\n",
"v='tos'#'fgco2'#'tos'\n",
"path = f\"/work/mh0727/m300524/test_output/asp_PMassim_reconATMTSI3_init1892_m004_{label}_18920101_18921231.nc\"\n",
"ds = xr.open_dataset(path)\n",
"ds = ds.drop([\"lon_vertices\",\"lat_vertices\",\"lon_2_vertices\",\"lat_2_vertices\",\"lon_3_vertices\",\"lat_3_vertices\"], errors=\"ignore\")\n",
"ds"
]
},
{
"cell_type": "markdown",
"id": "822d7b08",
"metadata": {},
"source": [
"## Get information content per bit\n",
"\n",
"using `bp.get_bitinformation(ds)`"
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "f4fd451f-4853-498a-a029-364a62a9c2b0",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"CPU times: user 11.9 s, sys: 1.83 s, total: 13.7 s\n",
"Wall time: 13.9 s\n"
]
},
{
"data": {
"text/plain": [
"array([5.02968901e-01, 7.04607320e-01, 0.00000000e+00, 0.00000000e+00,\n",
" 0.00000000e+00, 4.87340048e-05, 5.79420439e-01, 5.89688622e-01,\n",
" 4.50576805e-01, 4.81346292e-01, 4.22378142e-01, 3.29752659e-01,\n",
" 1.73170880e-01, 1.13669747e-01, 1.29665349e-01, 9.61365677e-02,\n",
" 6.53606512e-02, 5.98389844e-02, 7.47101393e-02, 5.25432403e-02,\n",
" 4.86260615e-02, 4.57678791e-02, 4.39550536e-02, 4.26363796e-02,\n",
" 4.08884057e-02, 4.05677818e-02, 3.98140396e-02, 3.89997385e-02,\n",
" 3.95940228e-02, 3.97280591e-02, 3.96915497e-02, 3.90614215e-02])"
]
},
"execution_count": 3,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"%time info_per_bit = bp.get_bitinformation(ds, dim=\"x\", label=None)\n",
"\n",
"info_per_bit[v]"
]
},
{
"cell_type": "markdown",
"id": "bdfd9186",
"metadata": {},
"source": [
"## Visualize information content"
]
},
{
"cell_type": "code",
"execution_count": 4,
"id": "05d43ae8",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"CPU times: user 11.1 s, sys: 196 ms, total: 11.3 s\n",
"Wall time: 11.3 s\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 864x1497.6 with 3 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"%time fig = bp.plot_bitinformation(ds, info_per_bit)\n",
"plt.savefig(f\"bitinformation_{label}.png\")"
]
},
{
"cell_type": "markdown",
"id": "c14645a5",
"metadata": {},
"source": [
"## Get keepbits\n",
"\n",
"using `bp.get_bitinformation(ds, info_per_bit)`"
]
},
{
"cell_type": "code",
"execution_count": 5,
"id": "5385105d",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"CPU times: user 5.1 s, sys: 8.95 ms, total: 5.11 s\n",
"Wall time: 5.12 s\n"
]
},
{
"data": {
"text/plain": [
"14"
]
},
"execution_count": 5,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"%time keepbits = bp.get_keepbits(ds, info_per_bit, 0.99)\n",
"keepbits[v]"
]
},
{
"cell_type": "markdown",
"id": "ec3dd057-b634-48b8-b9f4-47b09b2f4599",
"metadata": {},
"source": [
"## Apply bitrounding\n",
"\n",
"using `bp.xr_bitround(ds, keepbits)`"
]
},
{
"cell_type": "markdown",
"id": "442f3b6b-4331-4713-9fbd-ee0b1189cf52",
"metadata": {
"tags": []
},
"source": [
"### single variable for full bitround range"
]
},
{
"cell_type": "code",
"execution_count": 6,
"id": "10e7514a-8ad4-4852-89c6-ece575fdb2a7",
"metadata": {},
"outputs": [],
"source": [
"xr.testing.assert_allclose(ds[v],bp.xr_bitround(ds[v],23))"
]
},
{
"cell_type": "code",
"execution_count": 7,
"id": "c4f45476-12f6-4783-853b-4b3384e244c8",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<xarray.plot.facetgrid.FacetGrid at 0x7fff87bc97e0>"
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 936x1296 with 25 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"ks = np.arange(1,24,1)\n",
"multi_bitround = xr.concat([bp.xr_bitround(ds[v].isel(depth=0, time=0),int(k)) for k in ks],\"bitround\").assign_coords(bitround=ks)\n",
"\n",
"multi_bitround.plot(col=\"bitround\",yincrease=False, robust=True, col_wrap=4)"
]
},
{
"cell_type": "markdown",
"id": "92b0c446-eb44-4940-b369-18fab1c0a7e2",
"metadata": {},
"source": [
"### whole dataset"
]
},
{
"cell_type": "code",
"execution_count": 8,
"id": "1e9789eb-c1cb-4b59-8ac7-429470ed49fb",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"CPU times: user 613 ms, sys: 239 ms, total: 852 ms\n",
"Wall time: 855 ms\n"
]
}
],
"source": [
"%time ds_bitrounded = bp.xr_bitround(ds, keepbits)"
]
},
{
"cell_type": "code",
"execution_count": 10,
"id": "37c8e27b-fa81-4fac-86f9-f45af399d2f3",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"CPU times: user 12.3 s, sys: 358 ms, total: 12.6 s\n",
"Wall time: 12.7 s\n"
]
}
],
"source": [
"%time ds_bitrounded = bp.jl_bitround(ds, keepbits)"
]
},
{
"cell_type": "code",
"execution_count": 9,
"id": "b2392e08-5289-423b-bac2-788767b8d2f4",
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<pre>&lt;xarray.DataArray &#x27;tos&#x27; ()&gt;\n",
"array(False)</pre>"
],
"text/plain": [
"<xarray.DataArray 'tos' ()>\n",
"array(False)"
]
},
"execution_count": 9,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"((ds[v]-ds_bitrounded[v])!=0).compute().all()"
]
},
{
"cell_type": "markdown",
"id": "c0b507c7-4261-4ff0-8d8e-617d874c6832",
"metadata": {},
"source": [
"## Save compressed\n",
"\n",
"using `ds_bitrounded.to_compressed_netcdf(path)`"
]
},
{
"cell_type": "code",
"execution_count": 12,
"id": "41604e42-f6ee-482c-b43f-fcf1252d6b5f",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"CPU times: user 1min 12s, sys: 100 ms, total: 1min 12s\n",
"Wall time: 1min 13s\n"
]
}
],
"source": [
"%time ds_bitrounded.to_compressed_netcdf(f\"{label}_bitrounded_compressed.nc\")"
]
},
{
"cell_type": "code",
"execution_count": 13,
"id": "f5d3be61-5694-4b17-a5f6-39a2e44d4ff6",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"CPU times: user 1min 5s, sys: 61.2 ms, total: 1min 5s\n",
"Wall time: 1min 6s\n"
]
}
],
"source": [
"%time ds_bitrounded.to_compressed_netcdf(f\"{label}_bitrounded_compressed_for_cdo.nc\", for_cdo=True)"
]
},
{
"cell_type": "code",
"execution_count": 14,
"id": "fd9be7d7-3e36-457f-9714-0afd94f85625",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"CPU times: user 49.7 s, sys: 102 ms, total: 49.8 s\n",
"Wall time: 49.9 s\n"
]
}
],
"source": [
"%time ds.to_compressed_netcdf(f\"{label}_compressed.nc\")"
]
},
{
"cell_type": "code",
"execution_count": 15,
"id": "e1f153a5-df6b-4646-a744-806d0b84612c",
"metadata": {},
"outputs": [],
"source": [
"_ = shutil.copyfile(path, f\"{label}_original.nc\")"
]
},
{
"cell_type": "code",
"execution_count": 16,
"id": "93f97c30-f76f-4eaf-a590-e5bb433f8626",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"original None\n",
"compressed (12, 1, 220, 256)\n",
"bitrounded_compressed (12, 1, 220, 256)\n",
"bitrounded_compressed_for_cdo (1, 1, 220, 256)\n"
]
}
],
"source": [
"# for_cdo=True enforces chunksizes time = 1\n",
"files = ['original','compressed','bitrounded_compressed','bitrounded_compressed_for_cdo']\n",
"for f in files:\n",
" print(f, xr.open_dataset(f\"{label}_{f}.nc\")[v].encoding.get(\"chunksizes\",None))"
]
},
{
"cell_type": "markdown",
"id": "e427874d-5471-4eb6-a991-f8b3678a464d",
"metadata": {},
"source": [
"## size analysis on a whole netcdf file"
]
},
{
"cell_type": "code",
"execution_count": 24,
"id": "5c4a0f91-c276-4b75-a854-4490d023ed60",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"49M\tmpiom_data_2d_mm_bitrounded_compressed_for_cdo.nc\n",
"47M\tmpiom_data_2d_mm_bitrounded_compressed.nc\n",
"85M\tmpiom_data_2d_mm_compressed.nc\n",
"256M\tmpiom_data_2d_mm_original.nc\n"
]
}
],
"source": [
"!du -hs mpiom_*.nc"
]
},
{
"cell_type": "code",
"execution_count": 22,
"id": "2f98b724-58c2-4756-97e7-080f4997bd43",
"metadata": {},
"outputs": [],
"source": [
"original_size = os.path.getsize(f\"{label}_original.nc\")\n",
"\n",
"new_sizes = xr.DataArray(np.array([os.path.getsize(f\"{label}_{l}.nc\") for l in files]),dims='file',coords={'file':files})"
]
},
{
"cell_type": "code",
"execution_count": 23,
"id": "2ebbb01f-b1a8-454e-8503-4152d6afdc22",
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>compression factor mpiom_data_2d_mm</th>\n",
" </tr>\n",
" <tr>\n",
" <th>file</th>\n",
" <th></th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>original</th>\n",
" <td>1.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>compressed</th>\n",
" <td>3.010804</td>\n",
" </tr>\n",
" <tr>\n",
" <th>bitrounded_compressed</th>\n",
" <td>5.523643</td>\n",
" </tr>\n",
" <tr>\n",
" <th>bitrounded_compressed_for_cdo</th>\n",
" <td>5.285546</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" compression factor mpiom_data_2d_mm\n",
"file \n",
"original 1.000000\n",
"compressed 3.010804\n",
"bitrounded_compressed 5.523643\n",
"bitrounded_compressed_for_cdo 5.285546"
]
},
"execution_count": 23,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# compression factors on disk\n",
"(original_size/new_sizes).to_dataframe(name=f'compression factor {label}')"
]
},
{
"cell_type": "markdown",
"id": "da737027-6895-4c01-83b2-87e9c0b4b2e2",
"metadata": {},
"source": [
"## analysis with `cdo`"
]
},
{
"cell_type": "code",
"execution_count": 11,
"id": "f902638e-99a6-4444-b0a4-8ce829c586c3",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"CPU times: user 13.5 ms, sys: 15 ms, total: 28.5 ms\n",
"Wall time: 2.03 s\n"
]
}
],
"source": [
"%time !cdo -s -fldmean -timmean mpiom_data_2d_mm_original.nc out.nc"
]
},
{
"cell_type": "code",
"execution_count": 12,
"id": "8e1a1e82-5ffb-4c4b-9814-a74d6b336cf4",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Warning (cdfScanVarAttr): NetCDF: Variable not found - lon_vertices\n",
"Warning (cdfScanVarAttr): NetCDF: Variable not found - lat_vertices\n",
"Warning (cdfScanVarAttr): NetCDF: Variable not found - lon_2_vertices\n",
"Warning (cdfScanVarAttr): NetCDF: Variable not found - lat_2_vertices\n",
"Warning (cdfScanVarAttr): NetCDF: Variable not found - lon_3_vertices\n",
"Warning (cdfScanVarAttr): NetCDF: Variable not found - lat_3_vertices\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable zos!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable sicuo!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable sicve!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable wfocorr!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable oxhtradv!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable oyhtradv!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable oxhtrdif!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable oyhtrdif!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable hfxba!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable hfyba!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable swsum!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable sidmasstranx!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable sidmasstrany!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable sossq!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable aofltxwo!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable aofltywe!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable aofltxio!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable aofltyie!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable aoflfrwo!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable strairx!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable strairy!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable strocx!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable strocy!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable mlotstsq!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable tauuo!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable tauvo!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable rsntds!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable siusic!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable sivsic!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable sispeedsic!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable sistrxdtopsic!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable sistryubotsic!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable sifbsic!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable sidconcdyn!\n",
"CPU times: user 16.1 ms, sys: 18.1 ms, total: 34.1 ms\n",
"Wall time: 1.95 s\n"
]
}
],
"source": [
"%time !cdo -s -fldmean -timmean mpiom_data_2d_mm_bitrounded_compressed.nc out.nc"
]
},
{
"cell_type": "code",
"execution_count": 13,
"id": "b9d342bf-0718-4771-b07f-63eb78e9a6cf",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Warning (cdfScanVarAttr): NetCDF: Variable not found - lon_vertices\n",
"Warning (cdfScanVarAttr): NetCDF: Variable not found - lat_vertices\n",
"Warning (cdfScanVarAttr): NetCDF: Variable not found - lon_2_vertices\n",
"Warning (cdfScanVarAttr): NetCDF: Variable not found - lat_2_vertices\n",
"Warning (cdfScanVarAttr): NetCDF: Variable not found - lon_3_vertices\n",
"Warning (cdfScanVarAttr): NetCDF: Variable not found - lat_3_vertices\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable zos!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable sicuo!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable sicve!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable wfocorr!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable oxhtradv!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable oyhtradv!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable oxhtrdif!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable oyhtrdif!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable hfxba!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable hfyba!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable swsum!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable sidmasstranx!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable sidmasstrany!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable sossq!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable aofltxwo!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable aofltywe!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable aofltxio!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable aofltyie!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable aoflfrwo!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable strairx!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable strairy!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable strocx!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable strocy!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable mlotstsq!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable tauuo!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable tauvo!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable rsntds!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable siusic!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable sivsic!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable sispeedsic!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable sistrxdtopsic!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable sistryubotsic!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable sifbsic!\n",
"\u001b[33mcdo fldmean (Warning): \u001b[0mGrid cell bounds not available, using constant grid cell area weights for variable sidconcdyn!\n",
"CPU times: user 19.3 ms, sys: 15.1 ms, total: 34.4 ms\n",
"Wall time: 1.69 s\n"
]
}
],
"source": [
"%time !cdo -s -fldmean -timmean mpiom_data_2d_mm_bitrounded_compressed_for_cdo.nc out.nc"
]
},
{
"cell_type": "code",
"execution_count": 14,
"id": "16bbc5ce-d141-4641-95db-e391bbea733b",
"metadata": {},
"outputs": [],
"source": [
"!rm out.nc"
]
},
{
"cell_type": "code",
"execution_count": 15,
"id": "ad4a2d80-d5dc-485a-9c95-1cc79ed57f2c",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Warning (cdfScanVarAttr): NetCDF: Variable not found - lon_vertices\n",
"Warning (cdfScanVarAttr): NetCDF: Variable not found - lat_vertices\n",
"Warning (cdfScanVarAttr): NetCDF: Variable not found - lon_2_vertices\n",
"Warning (cdfScanVarAttr): NetCDF: Variable not found - lat_2_vertices\n",
"Warning (cdfScanVarAttr): NetCDF: Variable not found - lon_3_vertices\n",
"Warning (cdfScanVarAttr): NetCDF: Variable not found - lat_3_vertices\n",
" Date Time Level Gridsize Miss Diff : S Z Max_Absdiff Max_Reldiff : Parameter ID\n",
" 1 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.062486 1.0000\u001b[0m : \u001b[32;1m1 \u001b[0m\n",
" 2 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.24999 1.0000\u001b[0m : \u001b[32;1m11 \u001b[0m\n",
" 3 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56315 \u001b[0m: F F \u001b[34m 0.015366 1.0000\u001b[0m : \u001b[32;1m12 \u001b[0m\n",
" 4 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27584 \u001b[0m: F T \u001b[34m 0.94789 1.0000\u001b[0m : \u001b[32;1m13 \u001b[0m\n",
" 5 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 1.2041 1.0000\u001b[0m : \u001b[32;1m14 \u001b[0m\n",
" 6 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27582 \u001b[0m: F T \u001b[34m 0.015625 1.0000\u001b[0m : \u001b[32;1m15 \u001b[0m\n",
" 7 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56318 \u001b[0m: F F \u001b[34m 0.031250 1.0000\u001b[0m : \u001b[32;1m16 \u001b[0m\n",
" 8 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 2.0969e+06 1.0000\u001b[0m : \u001b[32;1m17 \u001b[0m\n",
" 9 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.11188 1.0000\u001b[0m : \u001b[32;1m19 \u001b[0m\n",
" 10 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56173 \u001b[0m: F F \u001b[34m 0.00048828 1.0000\u001b[0m : \u001b[32;1m20 \u001b[0m\n",
" 11 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 8.5889e+09 1.0000\u001b[0m : \u001b[32;1m27 \u001b[0m\n",
" 12 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 35823 \u001b[0m: F T \u001b[34m 0.24915 0.33330\u001b[0m : \u001b[32;1m35 \u001b[0m\n",
" 13 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 56320 \u001b[0m: F F \u001b[34m 0.12229 1.0000\u001b[0m : \u001b[32;1m36 \u001b[0m\n",
" 14 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 6 56320 19529 19529 \u001b[0m: F T \u001b[34m 0.0000 1.0000\u001b[0m : \u001b[32;1m66 \u001b[0m\n",
" 15 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 31.944 1.0000\u001b[0m : \u001b[32;1m70 \u001b[0m\n",
" 16 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.00068247 1.0000\u001b[0m : \u001b[32;1m78 \u001b[0m\n",
" 17 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 4.0854e-07 1.0000\u001b[0m : \u001b[32;1m79 \u001b[0m\n",
" 18 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 31797 \u001b[0m: F T \u001b[34m 127.84 1.0000\u001b[0m : \u001b[32;1m104 \u001b[0m\n",
" 19 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28328 \u001b[0m: F T \u001b[34m 125.00 1.0000\u001b[0m : \u001b[32;1m109 \u001b[0m\n",
" 20 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 6 56320 0 35536 \u001b[0m: F T \u001b[34m 4.5494e+14 0.33331\u001b[0m : \u001b[32;1m123 \u001b[0m\n",
" 21 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 6 56320 20621 56039 \u001b[0m: F T \u001b[34m 2.4225e+14 1.0000\u001b[0m : \u001b[32;1m124 \u001b[0m\n",
" 22 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 6 56320 0 35823 \u001b[0m: F T \u001b[34m 2.7214e+11 0.33333\u001b[0m : \u001b[32;1m125 \u001b[0m\n",
" 23 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 6 56320 20621 56320 \u001b[0m: F F \u001b[34m 1.3639e+11 1.0000\u001b[0m : \u001b[32;1m126 \u001b[0m\n",
" 24 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 6 56320 0 35679 \u001b[0m: F T \u001b[34m 1.3399e+11 0.33330\u001b[0m : \u001b[32;1m127 \u001b[0m\n",
" 25 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 6 56320 20621 56178 \u001b[0m: F T \u001b[34m 1.3541e+11 1.0000\u001b[0m : \u001b[32;1m128 \u001b[0m\n",
" 26 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.050432 1.0000\u001b[0m : \u001b[32;1m134 \u001b[0m\n",
" 27 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 52290 \u001b[0m: F T \u001b[34m 1.9967 1.0000\u001b[0m : \u001b[32;1m136 \u001b[0m\n",
" 28 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 7623 \u001b[0m: F T \u001b[34m 7.9712e+06 0.33332\u001b[0m : \u001b[32;1m138 \u001b[0m\n",
" 29 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 28190 \u001b[0m: F T \u001b[34m 3.7607e+06 1.0000\u001b[0m : \u001b[32;1m139 \u001b[0m\n",
" 30 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56319 \u001b[0m: F F \u001b[34m 3.8125 1.0000\u001b[0m : \u001b[32;1m140 \u001b[0m\n",
" 31 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27520 \u001b[0m: F T \u001b[34m 0.10406 1.0000\u001b[0m : \u001b[32;1m141 \u001b[0m\n",
" 32 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27710 \u001b[0m: F T \u001b[34m 107.89 1.0000\u001b[0m : \u001b[32;1m149 \u001b[0m\n",
" 33 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56307 \u001b[0m: F T \u001b[34m 1.1087e-07 1.0000\u001b[0m : \u001b[32;1m150 \u001b[0m\n",
" 34 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56311 \u001b[0m: F T \u001b[34m 5.0235e-06 1.0000\u001b[0m : \u001b[32;1m151 \u001b[0m\n",
" 35 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.00016935 1.0000\u001b[0m : \u001b[32;1m153 \u001b[0m\n",
" 36 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.00068247 1.0000\u001b[0m : \u001b[32;1m165 \u001b[0m\n",
" 37 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 7.9525 1.0000\u001b[0m : \u001b[32;1m168 \u001b[0m\n",
" 38 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 37.747 1.0000\u001b[0m : \u001b[32;1m169 \u001b[0m\n",
" 39 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 31.944 1.0000\u001b[0m : \u001b[32;1m170 \u001b[0m\n",
" 40 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 1.0475e+06 1.0000\u001b[0m : \u001b[32;1m181 \u001b[0m\n",
" 41 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 252.55 1.0000\u001b[0m : \u001b[32;1m183 \u001b[0m\n",
" 42 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 35823 \u001b[0m: F T \u001b[34m 0.062065 0.19995\u001b[0m : \u001b[32;1m215 \u001b[0m\n",
" 43 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 56320 \u001b[0m: F F \u001b[34m 0.031176 1.0000\u001b[0m : \u001b[32;1m216 \u001b[0m\n",
" 44 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 35823 \u001b[0m: F T \u001b[34m 0.061861 0.19997\u001b[0m : \u001b[32;1m217 \u001b[0m\n",
" 45 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 56320 \u001b[0m: F F \u001b[34m 0.031234 1.0000\u001b[0m : \u001b[32;1m218 \u001b[0m\n",
" 46 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 4.0854e-07 1.0000\u001b[0m : \u001b[32;1m219 \u001b[0m\n",
" 47 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 2.9530e-08 1.0000\u001b[0m : \u001b[32;1m220 \u001b[0m\n",
" 48 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 51047 \u001b[0m: F T \u001b[34m 16.000 1.0000\u001b[0m : \u001b[32;1m221 \u001b[0m\n",
" 49 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 15.985 1.0000\u001b[0m : \u001b[32;1m222 \u001b[0m\n",
" 50 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 52291 \u001b[0m: F T \u001b[34m 7.9997 1.0000\u001b[0m : \u001b[32;1m223 \u001b[0m\n",
" 51 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 1.9893 1.0000\u001b[0m : \u001b[32;1m224 \u001b[0m\n",
" 52 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.12499 1.0000\u001b[0m : \u001b[32;1m225 \u001b[0m\n",
" 53 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 7767 \u001b[0m: F T \u001b[34m 0.033851 0.33321\u001b[0m : \u001b[32;1m226 \u001b[0m\n",
" 54 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 28330 \u001b[0m: F T \u001b[34m 0.030302 1.0000\u001b[0m : \u001b[32;1m227 \u001b[0m\n",
" 55 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 7731 \u001b[0m: F T \u001b[34m 0.033485 0.33332\u001b[0m : \u001b[32;1m228 \u001b[0m\n",
" 56 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 28293 \u001b[0m: F T \u001b[34m 0.030124 1.0000\u001b[0m : \u001b[32;1m229 \u001b[0m\n",
" 57 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 4.6689e+05 1.0000\u001b[0m : \u001b[32;1m275 \u001b[0m\n",
" 58 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 124.97 1.0000\u001b[0m : \u001b[32;1m276 \u001b[0m\n",
" 59 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 2.0882e+06 1.0000\u001b[0m : \u001b[32;1m277 \u001b[0m\n",
" 60 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 8.3883e+06 1.0000\u001b[0m : \u001b[32;1m278 \u001b[0m\n",
" 61 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56235 \u001b[0m: F F \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m285 \u001b[0m\n",
" 62 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56237 \u001b[0m: F F \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m286 \u001b[0m\n",
" 63 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56238 \u001b[0m: F F \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m287 \u001b[0m\n",
" 64 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56234 \u001b[0m: F F \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m288 \u001b[0m\n",
" 65 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 35536 \u001b[0m: F T \u001b[34m 0.062065 0.19995\u001b[0m : \u001b[32;1m548 \u001b[0m\n",
" 66 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 56039 \u001b[0m: F T \u001b[34m 0.031176 1.0000\u001b[0m : \u001b[32;1m549 \u001b[0m\n",
" 67 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 52290 \u001b[0m: F T \u001b[34m 7.9997 1.0000\u001b[0m : \u001b[32;1m521 \u001b[0m\n",
" 68 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27584 \u001b[0m: F T \u001b[34m 511.96 1.0000\u001b[0m : \u001b[32;1m1013 \u001b[0m\n",
" 69 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 21293 \u001b[0m: F T \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m1015 \u001b[0m\n",
" 70 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 21221 \u001b[0m: F T \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m1016 \u001b[0m\n",
" 71 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27520 \u001b[0m: F T \u001b[34m 31.007 1.0000\u001b[0m : \u001b[32;1m1018 \u001b[0m\n",
" 72 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27584 \u001b[0m: F T \u001b[34m 2.6466e+08 1.0000\u001b[0m : \u001b[32;1m1019 \u001b[0m\n",
" 73 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27520 \u001b[0m: F T \u001b[34m 8.3392e+06 1.0000\u001b[0m : \u001b[32;1m1020 \u001b[0m\n",
" 74 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27584 \u001b[0m: F T \u001b[34m 3.5931 1.0000\u001b[0m : \u001b[32;1m1021 \u001b[0m\n",
" 75 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 7773 \u001b[0m: F T \u001b[34m 0.12491 0.33331\u001b[0m : \u001b[32;1m1022 \u001b[0m\n",
" 76 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 8582 \u001b[0m: F T \u001b[34m 0.015623 0.030263\u001b[0m : \u001b[32;1m1023 \u001b[0m\n",
" 77 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 28290 \u001b[0m: F T \u001b[34m 0.060614 1.0000\u001b[0m : \u001b[32;1m1024 \u001b[0m\n",
" 78 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 28290 \u001b[0m: F T \u001b[34m 0.015625 1.0000\u001b[0m : \u001b[32;1m1025 \u001b[0m\n",
" 79 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27537 \u001b[0m: F T \u001b[34m 0.067688 1.0000\u001b[0m : \u001b[32;1m1026 \u001b[0m\n",
" 80 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 7773 \u001b[0m: F T \u001b[34m 0.031213 0.33318\u001b[0m : \u001b[32;1m1027 \u001b[0m\n",
" 81 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 7669 \u001b[0m: F T \u001b[34m 0.061290 0.33331\u001b[0m : \u001b[32;1m1028 \u001b[0m\n",
" 82 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 7572 \u001b[0m: F T \u001b[34m 0.031183 0.33332\u001b[0m : \u001b[32;1m1036 \u001b[0m\n",
" 83 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 28249 \u001b[0m: F T \u001b[34m 0.029213 1.0000\u001b[0m : \u001b[32;1m1037 \u001b[0m\n",
" 84 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 8008 \u001b[0m: F T \u001b[34m 0.12483 0.33327\u001b[0m : \u001b[32;1m1038 \u001b[0m\n",
" 85 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 29276 \u001b[0m: F T \u001b[34m 8.0527e-07 1.0000\u001b[0m : \u001b[32;1m1039 \u001b[0m\n",
" 86 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28952 \u001b[0m: F T \u001b[34m 5.9334e-08 1.0000\u001b[0m : \u001b[32;1m1040 \u001b[0m\n",
" 87 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 29278 \u001b[0m: F T \u001b[34m 0.00069977 1.0000\u001b[0m : \u001b[32;1m1041 \u001b[0m\n",
" 88 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28953 \u001b[0m: F T \u001b[34m 6.0908e-05 1.0000\u001b[0m : \u001b[32;1m1042 \u001b[0m\n",
" 89 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27944 \u001b[0m: F T \u001b[34m 2.9395e-05 1.0000\u001b[0m : \u001b[32;1m1043 \u001b[0m\n",
" 90 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27523 \u001b[0m: F T \u001b[34m 1.2565e-05 1.0000\u001b[0m : \u001b[32;1m1044 \u001b[0m\n",
" 91 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 3.0269e-05 1.0000\u001b[0m : \u001b[32;1m1045 \u001b[0m\n",
" 92 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27537 \u001b[0m: F T \u001b[34m 7.9947 1.0000\u001b[0m : \u001b[32;1m1046 \u001b[0m\n",
" 93 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27537 \u001b[0m: F T \u001b[34m 8.0965e-07 1.0000\u001b[0m : \u001b[32;1m1047 \u001b[0m\n",
" 94 :\u001b[35m 1892-01-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27537 \u001b[0m: F T \u001b[34m 0.00011246 1.0000\u001b[0m : \u001b[32;1m1048 \u001b[0m\n",
" 95 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.062490 1.0000\u001b[0m : \u001b[32;1m1 \u001b[0m\n",
" 96 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.24977 1.0000\u001b[0m : \u001b[32;1m11 \u001b[0m\n",
" 97 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56317 \u001b[0m: F F \u001b[34m 0.0078125 1.0000\u001b[0m : \u001b[32;1m12 \u001b[0m\n",
" 98 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 26952 \u001b[0m: F T \u001b[34m 0.99653 1.0000\u001b[0m : \u001b[32;1m13 \u001b[0m\n",
" 99 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56319 \u001b[0m: F F \u001b[34m 1.0000 1.0000\u001b[0m : \u001b[32;1m14 \u001b[0m\n",
" 100 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 26950 \u001b[0m: F T \u001b[34m 0.015625 1.0000\u001b[0m : \u001b[32;1m15 \u001b[0m\n",
" 101 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56319 \u001b[0m: F F \u001b[34m 0.031250 1.0000\u001b[0m : \u001b[32;1m16 \u001b[0m\n",
" 102 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 2.0970e+06 1.0000\u001b[0m : \u001b[32;1m17 \u001b[0m\n",
" 103 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56318 \u001b[0m: F F \u001b[34m 0.062494 1.0000\u001b[0m : \u001b[32;1m19 \u001b[0m\n",
" 104 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56184 \u001b[0m: F F \u001b[34m 0.00048828 1.0000\u001b[0m : \u001b[32;1m20 \u001b[0m\n",
" 105 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 8.5899e+09 1.0000\u001b[0m : \u001b[32;1m27 \u001b[0m\n",
" 106 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 0 35823 \u001b[0m: F T \u001b[34m 0.24485 0.33325\u001b[0m : \u001b[32;1m35 \u001b[0m\n",
" 107 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 56320 \u001b[0m: F F \u001b[34m 0.12412 1.0000\u001b[0m : \u001b[32;1m36 \u001b[0m\n",
" 108 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 6 56320 19529 19529 \u001b[0m: F T \u001b[34m 0.0000 1.0000\u001b[0m : \u001b[32;1m66 \u001b[0m\n",
" 109 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 31.033 1.0000\u001b[0m : \u001b[32;1m70 \u001b[0m\n",
" 110 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.00035015 1.0000\u001b[0m : \u001b[32;1m78 \u001b[0m\n",
" 111 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 4.6619e-07 1.0000\u001b[0m : \u001b[32;1m79 \u001b[0m\n",
" 112 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 31759 \u001b[0m: F T \u001b[34m 127.76 1.0000\u001b[0m : \u001b[32;1m104 \u001b[0m\n",
" 113 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28272 \u001b[0m: F T \u001b[34m 125.00 1.0000\u001b[0m : \u001b[32;1m109 \u001b[0m\n",
" 114 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 6 56320 0 35536 \u001b[0m: F T \u001b[34m 4.9019e+14 0.33328\u001b[0m : \u001b[32;1m123 \u001b[0m\n",
" 115 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 6 56320 20621 56039 \u001b[0m: F T \u001b[34m 2.7347e+14 1.0000\u001b[0m : \u001b[32;1m124 \u001b[0m\n",
" 116 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 6 56320 0 35823 \u001b[0m: F T \u001b[34m 2.4092e+11 0.33332\u001b[0m : \u001b[32;1m125 \u001b[0m\n",
" 117 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 6 56320 20621 56320 \u001b[0m: F F \u001b[34m 1.3072e+11 1.0000\u001b[0m : \u001b[32;1m126 \u001b[0m\n",
" 118 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 6 56320 0 35679 \u001b[0m: F T \u001b[34m 1.3551e+11 0.33333\u001b[0m : \u001b[32;1m127 \u001b[0m\n",
" 119 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 6 56320 20621 56178 \u001b[0m: F T \u001b[34m 1.3739e+11 1.0000\u001b[0m : \u001b[32;1m128 \u001b[0m\n",
" 120 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.050432 1.0000\u001b[0m : \u001b[32;1m134 \u001b[0m\n",
" 121 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 55317 \u001b[0m: F T \u001b[34m 1.3256 1.0000\u001b[0m : \u001b[32;1m136 \u001b[0m\n",
" 122 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 0 6963 \u001b[0m: F T \u001b[34m 1.5322e+07 0.33323\u001b[0m : \u001b[32;1m138 \u001b[0m\n",
" 123 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 27510 \u001b[0m: F T \u001b[34m 4.1503e+06 1.0000\u001b[0m : \u001b[32;1m139 \u001b[0m\n",
" 124 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 3.0281 1.0000\u001b[0m : \u001b[32;1m140 \u001b[0m\n",
" 125 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 26918 \u001b[0m: F T \u001b[34m 0.12171 1.0000\u001b[0m : \u001b[32;1m141 \u001b[0m\n",
" 126 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 26951 \u001b[0m: F T \u001b[34m 126.51 1.0000\u001b[0m : \u001b[32;1m149 \u001b[0m\n",
" 127 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56308 \u001b[0m: F T \u001b[34m 1.0723e-07 1.0000\u001b[0m : \u001b[32;1m150 \u001b[0m\n",
" 128 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56311 \u001b[0m: F T \u001b[34m 7.2210e-06 1.0000\u001b[0m : \u001b[32;1m151 \u001b[0m\n",
" 129 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.00012062 1.0000\u001b[0m : \u001b[32;1m153 \u001b[0m\n",
" 130 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.00035015 1.0000\u001b[0m : \u001b[32;1m165 \u001b[0m\n",
" 131 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 7.9276 1.0000\u001b[0m : \u001b[32;1m168 \u001b[0m\n",
" 132 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 51.617 1.0000\u001b[0m : \u001b[32;1m169 \u001b[0m\n",
" 133 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 31.033 1.0000\u001b[0m : \u001b[32;1m170 \u001b[0m\n",
" 134 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 2.0849e+06 1.0000\u001b[0m : \u001b[32;1m181 \u001b[0m\n",
" 135 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 253.50 1.0000\u001b[0m : \u001b[32;1m183 \u001b[0m\n",
" 136 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 0 35823 \u001b[0m: F T \u001b[34m 0.062368 0.20000\u001b[0m : \u001b[32;1m215 \u001b[0m\n",
" 137 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 56320 \u001b[0m: F F \u001b[34m 0.062307 1.0000\u001b[0m : \u001b[32;1m216 \u001b[0m\n",
" 138 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 0 35823 \u001b[0m: F T \u001b[34m 0.062484 0.20000\u001b[0m : \u001b[32;1m217 \u001b[0m\n",
" 139 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 56320 \u001b[0m: F F \u001b[34m 0.062479 1.0000\u001b[0m : \u001b[32;1m218 \u001b[0m\n",
" 140 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 4.6620e-07 1.0000\u001b[0m : \u001b[32;1m219 \u001b[0m\n",
" 141 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 2.9010e-08 1.0000\u001b[0m : \u001b[32;1m220 \u001b[0m\n",
" 142 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 49038 \u001b[0m: F T \u001b[34m 22.143 1.0000\u001b[0m : \u001b[32;1m221 \u001b[0m\n",
" 143 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 15.992 1.0000\u001b[0m : \u001b[32;1m222 \u001b[0m\n",
" 144 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 55317 \u001b[0m: F T \u001b[34m 7.9984 1.0000\u001b[0m : \u001b[32;1m223 \u001b[0m\n",
" 145 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56319 \u001b[0m: F F \u001b[34m 1.9992 1.0000\u001b[0m : \u001b[32;1m224 \u001b[0m\n",
" 146 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m225 \u001b[0m\n",
" 147 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 0 7093 \u001b[0m: F T \u001b[34m 0.062425 0.33330\u001b[0m : \u001b[32;1m226 \u001b[0m\n",
" 148 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 27640 \u001b[0m: F T \u001b[34m 0.031102 1.0000\u001b[0m : \u001b[32;1m227 \u001b[0m\n",
" 149 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 0 7051 \u001b[0m: F T \u001b[34m 0.062408 0.33328\u001b[0m : \u001b[32;1m228 \u001b[0m\n",
" 150 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 27592 \u001b[0m: F T \u001b[34m 0.049512 1.0000\u001b[0m : \u001b[32;1m229 \u001b[0m\n",
" 151 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 1.0359e+06 1.0000\u001b[0m : \u001b[32;1m275 \u001b[0m\n",
" 152 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 252.86 1.0000\u001b[0m : \u001b[32;1m276 \u001b[0m\n",
" 153 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 2.0930e+06 1.0000\u001b[0m : \u001b[32;1m277 \u001b[0m\n",
" 154 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 8.3877e+06 1.0000\u001b[0m : \u001b[32;1m278 \u001b[0m\n",
" 155 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56234 \u001b[0m: F F \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m285 \u001b[0m\n",
" 156 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56232 \u001b[0m: F F \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m286 \u001b[0m\n",
" 157 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56232 \u001b[0m: F F \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m287 \u001b[0m\n",
" 158 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56235 \u001b[0m: F F \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m288 \u001b[0m\n",
" 159 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 0 35536 \u001b[0m: F T \u001b[34m 0.062368 0.20000\u001b[0m : \u001b[32;1m548 \u001b[0m\n",
" 160 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 56039 \u001b[0m: F T \u001b[34m 0.062307 1.0000\u001b[0m : \u001b[32;1m549 \u001b[0m\n",
" 161 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 55317 \u001b[0m: F T \u001b[34m 7.9984 1.0000\u001b[0m : \u001b[32;1m521 \u001b[0m\n",
" 162 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 26952 \u001b[0m: F T \u001b[34m 912.05 1.0000\u001b[0m : \u001b[32;1m1013 \u001b[0m\n",
" 163 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 20440 \u001b[0m: F T \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m1015 \u001b[0m\n",
" 164 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 20423 \u001b[0m: F T \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m1016 \u001b[0m\n",
" 165 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 26918 \u001b[0m: F T \u001b[34m 63.480 1.0000\u001b[0m : \u001b[32;1m1018 \u001b[0m\n",
" 166 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 26952 \u001b[0m: F T \u001b[34m 2.5981e+08 1.0000\u001b[0m : \u001b[32;1m1019 \u001b[0m\n",
" 167 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 26918 \u001b[0m: F T \u001b[34m 1.6469e+07 1.0000\u001b[0m : \u001b[32;1m1020 \u001b[0m\n",
" 168 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 26952 \u001b[0m: F T \u001b[34m 3.7107 1.0000\u001b[0m : \u001b[32;1m1021 \u001b[0m\n",
" 169 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 0 7094 \u001b[0m: F T \u001b[34m 0.13045 0.33324\u001b[0m : \u001b[32;1m1022 \u001b[0m\n",
" 170 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 0 7897 \u001b[0m: F T \u001b[34m 0.015623 0.029911\u001b[0m : \u001b[32;1m1023 \u001b[0m\n",
" 171 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 27607 \u001b[0m: F T \u001b[34m 0.12056 1.0000\u001b[0m : \u001b[32;1m1024 \u001b[0m\n",
" 172 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 27607 \u001b[0m: F T \u001b[34m 0.015622 1.0000\u001b[0m : \u001b[32;1m1025 \u001b[0m\n",
" 173 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 26903 \u001b[0m: F T \u001b[34m 0.12442 1.0000\u001b[0m : \u001b[32;1m1026 \u001b[0m\n",
" 174 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 0 7094 \u001b[0m: F T \u001b[34m 0.062380 0.33333\u001b[0m : \u001b[32;1m1027 \u001b[0m\n",
" 175 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 0 6986 \u001b[0m: F T \u001b[34m 0.062300 0.33317\u001b[0m : \u001b[32;1m1028 \u001b[0m\n",
" 176 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 0 6929 \u001b[0m: F T \u001b[34m 0.062323 0.33333\u001b[0m : \u001b[32;1m1036 \u001b[0m\n",
" 177 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 27547 \u001b[0m: F T \u001b[34m 0.030400 1.0000\u001b[0m : \u001b[32;1m1037 \u001b[0m\n",
" 178 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 0 7375 \u001b[0m: F T \u001b[34m 0.12419 0.33331\u001b[0m : \u001b[32;1m1038 \u001b[0m\n",
" 179 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27217 \u001b[0m: F T \u001b[34m 4.6016e-07 1.0000\u001b[0m : \u001b[32;1m1039 \u001b[0m\n",
" 180 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 26951 \u001b[0m: F T \u001b[34m 5.9399e-08 1.0000\u001b[0m : \u001b[32;1m1040 \u001b[0m\n",
" 181 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27219 \u001b[0m: F T \u001b[34m 0.00077805 1.0000\u001b[0m : \u001b[32;1m1041 \u001b[0m\n",
" 182 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 26952 \u001b[0m: F T \u001b[34m 6.0323e-05 1.0000\u001b[0m : \u001b[32;1m1042 \u001b[0m\n",
" 183 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27179 \u001b[0m: F T \u001b[34m 0.00011042 1.0000\u001b[0m : \u001b[32;1m1043 \u001b[0m\n",
" 184 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 26917 \u001b[0m: F T \u001b[34m 7.2560e-06 1.0000\u001b[0m : \u001b[32;1m1044 \u001b[0m\n",
" 185 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 2.7579e-05 1.0000\u001b[0m : \u001b[32;1m1045 \u001b[0m\n",
" 186 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 26903 \u001b[0m: F T \u001b[34m 10.912 1.0000\u001b[0m : \u001b[32;1m1046 \u001b[0m\n",
" 187 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 26903 \u001b[0m: F T \u001b[34m 1.2769e-06 1.0000\u001b[0m : \u001b[32;1m1047 \u001b[0m\n",
" 188 :\u001b[35m 1892-02-29 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 26903 \u001b[0m: F T \u001b[34m 6.0908e-05 1.0000\u001b[0m : \u001b[32;1m1048 \u001b[0m\n",
" 189 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.062494 1.0000\u001b[0m : \u001b[32;1m1 \u001b[0m\n",
" 190 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.24993 1.0000\u001b[0m : \u001b[32;1m11 \u001b[0m\n",
" 191 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56315 \u001b[0m: F F \u001b[34m 0.0078125 1.0000\u001b[0m : \u001b[32;1m12 \u001b[0m\n",
" 192 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27350 \u001b[0m: F T \u001b[34m 0.99404 1.0000\u001b[0m : \u001b[32;1m13 \u001b[0m\n",
" 193 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56319 \u001b[0m: F F \u001b[34m 0.99988 1.0000\u001b[0m : \u001b[32;1m14 \u001b[0m\n",
" 194 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27350 \u001b[0m: F T \u001b[34m 0.015624 1.0000\u001b[0m : \u001b[32;1m15 \u001b[0m\n",
" 195 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56317 \u001b[0m: F F \u001b[34m 0.031250 1.0000\u001b[0m : \u001b[32;1m16 \u001b[0m\n",
" 196 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 2.0971e+06 1.0000\u001b[0m : \u001b[32;1m17 \u001b[0m\n",
" 197 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56318 \u001b[0m: F F \u001b[34m 0.062370 1.0000\u001b[0m : \u001b[32;1m19 \u001b[0m\n",
" 198 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56180 \u001b[0m: F F \u001b[34m 0.00048828 1.0000\u001b[0m : \u001b[32;1m20 \u001b[0m\n",
" 199 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 8.5894e+09 1.0000\u001b[0m : \u001b[32;1m27 \u001b[0m\n",
" 200 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 35823 \u001b[0m: F T \u001b[34m 0.24830 0.33333\u001b[0m : \u001b[32;1m35 \u001b[0m\n",
" 201 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 56320 \u001b[0m: F F \u001b[34m 0.087114 1.0000\u001b[0m : \u001b[32;1m36 \u001b[0m\n",
" 202 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 6 56320 19529 19529 \u001b[0m: F T \u001b[34m 0.0000 1.0000\u001b[0m : \u001b[32;1m66 \u001b[0m\n",
" 203 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 15.936 1.0000\u001b[0m : \u001b[32;1m70 \u001b[0m\n",
" 204 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.00013923 1.0000\u001b[0m : \u001b[32;1m78 \u001b[0m\n",
" 205 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 2.0790e-07 1.0000\u001b[0m : \u001b[32;1m79 \u001b[0m\n",
" 206 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 31582 \u001b[0m: F T \u001b[34m 127.85 1.0000\u001b[0m : \u001b[32;1m104 \u001b[0m\n",
" 207 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28231 \u001b[0m: F T \u001b[34m 125.00 1.0000\u001b[0m : \u001b[32;1m109 \u001b[0m\n",
" 208 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 6 56320 0 35536 \u001b[0m: F T \u001b[34m 4.7384e+14 0.33327\u001b[0m : \u001b[32;1m123 \u001b[0m\n",
" 209 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 6 56320 20621 56039 \u001b[0m: F T \u001b[34m 2.7695e+14 1.0000\u001b[0m : \u001b[32;1m124 \u001b[0m\n",
" 210 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 6 56320 0 35823 \u001b[0m: F T \u001b[34m 3.3887e+11 0.33333\u001b[0m : \u001b[32;1m125 \u001b[0m\n",
" 211 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 6 56320 20621 56320 \u001b[0m: F F \u001b[34m 1.3406e+11 1.0000\u001b[0m : \u001b[32;1m126 \u001b[0m\n",
" 212 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 6 56320 0 35679 \u001b[0m: F T \u001b[34m 1.3577e+11 0.33333\u001b[0m : \u001b[32;1m127 \u001b[0m\n",
" 213 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 6 56320 20621 56178 \u001b[0m: F T \u001b[34m 1.1552e+11 1.0000\u001b[0m : \u001b[32;1m128 \u001b[0m\n",
" 214 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.050432 1.0000\u001b[0m : \u001b[32;1m134 \u001b[0m\n",
" 215 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.99997 1.0000\u001b[0m : \u001b[32;1m136 \u001b[0m\n",
" 216 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 7345 \u001b[0m: F T \u001b[34m 7.2446e+06 0.33332\u001b[0m : \u001b[32;1m138 \u001b[0m\n",
" 217 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 27896 \u001b[0m: F T \u001b[34m 7.8972e+06 1.0000\u001b[0m : \u001b[32;1m139 \u001b[0m\n",
" 218 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56319 \u001b[0m: F F \u001b[34m 3.2053 1.0000\u001b[0m : \u001b[32;1m140 \u001b[0m\n",
" 219 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27238 \u001b[0m: F T \u001b[34m 0.11405 1.0000\u001b[0m : \u001b[32;1m141 \u001b[0m\n",
" 220 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27350 \u001b[0m: F T \u001b[34m 114.33 1.0000\u001b[0m : \u001b[32;1m149 \u001b[0m\n",
" 221 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56314 \u001b[0m: F T \u001b[34m 6.9893e-08 1.0000\u001b[0m : \u001b[32;1m150 \u001b[0m\n",
" 222 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 6.6352e-06 1.0000\u001b[0m : \u001b[32;1m151 \u001b[0m\n",
" 223 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.00020667 1.0000\u001b[0m : \u001b[32;1m153 \u001b[0m\n",
" 224 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.00013923 1.0000\u001b[0m : \u001b[32;1m165 \u001b[0m\n",
" 225 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 6.5386 1.0000\u001b[0m : \u001b[32;1m168 \u001b[0m\n",
" 226 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 40.496 1.0000\u001b[0m : \u001b[32;1m169 \u001b[0m\n",
" 227 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 15.936 1.0000\u001b[0m : \u001b[32;1m170 \u001b[0m\n",
" 228 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 1.9875e+06 1.0000\u001b[0m : \u001b[32;1m181 \u001b[0m\n",
" 229 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 255.37 1.0000\u001b[0m : \u001b[32;1m183 \u001b[0m\n",
" 230 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 35823 \u001b[0m: F T \u001b[34m 0.062146 0.19997\u001b[0m : \u001b[32;1m215 \u001b[0m\n",
" 231 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 56320 \u001b[0m: F F \u001b[34m 0.031239 1.0000\u001b[0m : \u001b[32;1m216 \u001b[0m\n",
" 232 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 35823 \u001b[0m: F T \u001b[34m 0.062067 0.19999\u001b[0m : \u001b[32;1m217 \u001b[0m\n",
" 233 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 56320 \u001b[0m: F F \u001b[34m 0.031212 1.0000\u001b[0m : \u001b[32;1m218 \u001b[0m\n",
" 234 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 2.0790e-07 1.0000\u001b[0m : \u001b[32;1m219 \u001b[0m\n",
" 235 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 1.4877e-08 1.0000\u001b[0m : \u001b[32;1m220 \u001b[0m\n",
" 236 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 50403 \u001b[0m: F T \u001b[34m 16.000 1.0000\u001b[0m : \u001b[32;1m221 \u001b[0m\n",
" 237 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 15.981 1.0000\u001b[0m : \u001b[32;1m222 \u001b[0m\n",
" 238 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 7.9995 1.0000\u001b[0m : \u001b[32;1m223 \u001b[0m\n",
" 239 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56319 \u001b[0m: F F \u001b[34m 2.7559 1.0000\u001b[0m : \u001b[32;1m224 \u001b[0m\n",
" 240 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.12499 1.0000\u001b[0m : \u001b[32;1m225 \u001b[0m\n",
" 241 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 7502 \u001b[0m: F T \u001b[34m 0.062440 0.33327\u001b[0m : \u001b[32;1m226 \u001b[0m\n",
" 242 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 28037 \u001b[0m: F T \u001b[34m 0.031191 1.0000\u001b[0m : \u001b[32;1m227 \u001b[0m\n",
" 243 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 7436 \u001b[0m: F T \u001b[34m 0.062358 0.33332\u001b[0m : \u001b[32;1m228 \u001b[0m\n",
" 244 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 27968 \u001b[0m: F T \u001b[34m 0.031073 1.0000\u001b[0m : \u001b[32;1m229 \u001b[0m\n",
" 245 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 1.0363e+06 1.0000\u001b[0m : \u001b[32;1m275 \u001b[0m\n",
" 246 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 232.97 1.0000\u001b[0m : \u001b[32;1m276 \u001b[0m\n",
" 247 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 2.0925e+06 1.0000\u001b[0m : \u001b[32;1m277 \u001b[0m\n",
" 248 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 8.3877e+06 1.0000\u001b[0m : \u001b[32;1m278 \u001b[0m\n",
" 249 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56290 \u001b[0m: F F \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m285 \u001b[0m\n",
" 250 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56296 \u001b[0m: F F \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m286 \u001b[0m\n",
" 251 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56295 \u001b[0m: F F \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m287 \u001b[0m\n",
" 252 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56292 \u001b[0m: F F \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m288 \u001b[0m\n",
" 253 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 35536 \u001b[0m: F T \u001b[34m 0.062146 0.19995\u001b[0m : \u001b[32;1m548 \u001b[0m\n",
" 254 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 56039 \u001b[0m: F T \u001b[34m 0.031239 1.0000\u001b[0m : \u001b[32;1m549 \u001b[0m\n",
" 255 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 7.9995 1.0000\u001b[0m : \u001b[32;1m521 \u001b[0m\n",
" 256 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27350 \u001b[0m: F T \u001b[34m 984.31 1.0000\u001b[0m : \u001b[32;1m1013 \u001b[0m\n",
" 257 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 20625 \u001b[0m: F T \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m1015 \u001b[0m\n",
" 258 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 20603 \u001b[0m: F T \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m1016 \u001b[0m\n",
" 259 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27238 \u001b[0m: F T \u001b[34m 49.635 1.0000\u001b[0m : \u001b[32;1m1018 \u001b[0m\n",
" 260 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27350 \u001b[0m: F T \u001b[34m 2.6786e+08 1.0000\u001b[0m : \u001b[32;1m1019 \u001b[0m\n",
" 261 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27238 \u001b[0m: F T \u001b[34m 1.6420e+07 1.0000\u001b[0m : \u001b[32;1m1020 \u001b[0m\n",
" 262 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27350 \u001b[0m: F T \u001b[34m 3.9490 1.0000\u001b[0m : \u001b[32;1m1021 \u001b[0m\n",
" 263 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 7509 \u001b[0m: F T \u001b[34m 0.12496 0.33332\u001b[0m : \u001b[32;1m1022 \u001b[0m\n",
" 264 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 8347 \u001b[0m: F T \u001b[34m 0.015624 0.030238\u001b[0m : \u001b[32;1m1023 \u001b[0m\n",
" 265 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 28001 \u001b[0m: F T \u001b[34m 0.061569 1.0000\u001b[0m : \u001b[32;1m1024 \u001b[0m\n",
" 266 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 28001 \u001b[0m: F T \u001b[34m 0.015625 1.0000\u001b[0m : \u001b[32;1m1025 \u001b[0m\n",
" 267 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27302 \u001b[0m: F T \u001b[34m 0.11571 1.0000\u001b[0m : \u001b[32;1m1026 \u001b[0m\n",
" 268 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 7509 \u001b[0m: F T \u001b[34m 0.062452 0.33311\u001b[0m : \u001b[32;1m1027 \u001b[0m\n",
" 269 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 7380 \u001b[0m: F T \u001b[34m 0.062460 0.33330\u001b[0m : \u001b[32;1m1028 \u001b[0m\n",
" 270 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 7302 \u001b[0m: F T \u001b[34m 0.062298 0.33318\u001b[0m : \u001b[32;1m1036 \u001b[0m\n",
" 271 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 27923 \u001b[0m: F T \u001b[34m 0.031089 1.0000\u001b[0m : \u001b[32;1m1037 \u001b[0m\n",
" 272 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 7773 \u001b[0m: F T \u001b[34m 0.12474 0.33318\u001b[0m : \u001b[32;1m1038 \u001b[0m\n",
" 273 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27655 \u001b[0m: F T \u001b[34m 4.5370e-07 1.0000\u001b[0m : \u001b[32;1m1039 \u001b[0m\n",
" 274 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27350 \u001b[0m: F T \u001b[34m 5.9584e-08 1.0000\u001b[0m : \u001b[32;1m1040 \u001b[0m\n",
" 275 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27655 \u001b[0m: F T \u001b[34m 0.00094268 1.0000\u001b[0m : \u001b[32;1m1041 \u001b[0m\n",
" 276 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27350 \u001b[0m: F T \u001b[34m 7.9768e-05 1.0000\u001b[0m : \u001b[32;1m1042 \u001b[0m\n",
" 277 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27535 \u001b[0m: F T \u001b[34m 0.00011955 1.0000\u001b[0m : \u001b[32;1m1043 \u001b[0m\n",
" 278 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27238 \u001b[0m: F T \u001b[34m 5.3081e-06 1.0000\u001b[0m : \u001b[32;1m1044 \u001b[0m\n",
" 279 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 1.5154e-05 1.0000\u001b[0m : \u001b[32;1m1045 \u001b[0m\n",
" 280 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27302 \u001b[0m: F T \u001b[34m 7.4782 1.0000\u001b[0m : \u001b[32;1m1046 \u001b[0m\n",
" 281 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27302 \u001b[0m: F T \u001b[34m 8.6859e-07 1.0000\u001b[0m : \u001b[32;1m1047 \u001b[0m\n",
" 282 :\u001b[35m 1892-03-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27302 \u001b[0m: F T \u001b[34m 9.4326e-05 1.0000\u001b[0m : \u001b[32;1m1048 \u001b[0m\n",
" 283 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.062500 1.0000\u001b[0m : \u001b[32;1m1 \u001b[0m\n",
" 284 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.24992 1.0000\u001b[0m : \u001b[32;1m11 \u001b[0m\n",
" 285 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56316 \u001b[0m: F F \u001b[34m 0.0078087 1.0000\u001b[0m : \u001b[32;1m12 \u001b[0m\n",
" 286 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27937 \u001b[0m: F T \u001b[34m 0.99575 1.0000\u001b[0m : \u001b[32;1m13 \u001b[0m\n",
" 287 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56317 \u001b[0m: F F \u001b[34m 1.1743 1.0000\u001b[0m : \u001b[32;1m14 \u001b[0m\n",
" 288 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27936 \u001b[0m: F T \u001b[34m 0.015622 1.0000\u001b[0m : \u001b[32;1m15 \u001b[0m\n",
" 289 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56317 \u001b[0m: F F \u001b[34m 0.031250 1.0000\u001b[0m : \u001b[32;1m16 \u001b[0m\n",
" 290 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 2.0970e+06 1.0000\u001b[0m : \u001b[32;1m17 \u001b[0m\n",
" 291 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.062487 1.0000\u001b[0m : \u001b[32;1m19 \u001b[0m\n",
" 292 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56178 \u001b[0m: F F \u001b[34m 0.00048828 1.0000\u001b[0m : \u001b[32;1m20 \u001b[0m\n",
" 293 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 8.5890e+09 1.0000\u001b[0m : \u001b[32;1m27 \u001b[0m\n",
" 294 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 0 35823 \u001b[0m: F T \u001b[34m 0.24814 0.33331\u001b[0m : \u001b[32;1m35 \u001b[0m\n",
" 295 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 56320 \u001b[0m: F F \u001b[34m 0.10207 1.0000\u001b[0m : \u001b[32;1m36 \u001b[0m\n",
" 296 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 6 56320 19529 19529 \u001b[0m: F T \u001b[34m 0.0000 1.0000\u001b[0m : \u001b[32;1m66 \u001b[0m\n",
" 297 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 15.894 1.0000\u001b[0m : \u001b[32;1m70 \u001b[0m\n",
" 298 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.00034905 1.0000\u001b[0m : \u001b[32;1m78 \u001b[0m\n",
" 299 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 2.1172e-07 1.0000\u001b[0m : \u001b[32;1m79 \u001b[0m\n",
" 300 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 31557 \u001b[0m: F T \u001b[34m 127.95 1.0000\u001b[0m : \u001b[32;1m104 \u001b[0m\n",
" 301 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28244 \u001b[0m: F T \u001b[34m 125.00 1.0000\u001b[0m : \u001b[32;1m109 \u001b[0m\n",
" 302 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 6 56320 0 35536 \u001b[0m: F T \u001b[34m 4.6931e+14 0.33333\u001b[0m : \u001b[32;1m123 \u001b[0m\n",
" 303 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 6 56320 20621 56039 \u001b[0m: F T \u001b[34m 2.6003e+14 1.0000\u001b[0m : \u001b[32;1m124 \u001b[0m\n",
" 304 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 6 56320 0 35823 \u001b[0m: F T \u001b[34m 2.7047e+11 0.33332\u001b[0m : \u001b[32;1m125 \u001b[0m\n",
" 305 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 6 56320 20621 56320 \u001b[0m: F F \u001b[34m 1.3375e+11 1.0000\u001b[0m : \u001b[32;1m126 \u001b[0m\n",
" 306 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 6 56320 0 35679 \u001b[0m: F T \u001b[34m 1.3196e+11 0.33331\u001b[0m : \u001b[32;1m127 \u001b[0m\n",
" 307 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 6 56320 20621 56178 \u001b[0m: F T \u001b[34m 1.3069e+11 1.0000\u001b[0m : \u001b[32;1m128 \u001b[0m\n",
" 308 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.050432 1.0000\u001b[0m : \u001b[32;1m134 \u001b[0m\n",
" 309 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.99987 1.0000\u001b[0m : \u001b[32;1m136 \u001b[0m\n",
" 310 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 0 7942 \u001b[0m: F T \u001b[34m 8.5883e+06 0.33332\u001b[0m : \u001b[32;1m138 \u001b[0m\n",
" 311 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 28487 \u001b[0m: F T \u001b[34m 3.4796e+06 1.0000\u001b[0m : \u001b[32;1m139 \u001b[0m\n",
" 312 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 3.4614 1.0000\u001b[0m : \u001b[32;1m140 \u001b[0m\n",
" 313 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27883 \u001b[0m: F T \u001b[34m 0.19010 1.0000\u001b[0m : \u001b[32;1m141 \u001b[0m\n",
" 314 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27937 \u001b[0m: F T \u001b[34m 229.69 1.0000\u001b[0m : \u001b[32;1m149 \u001b[0m\n",
" 315 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56318 \u001b[0m: F T \u001b[34m 9.8866e-08 1.0000\u001b[0m : \u001b[32;1m150 \u001b[0m\n",
" 316 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 7.0156e-06 1.0000\u001b[0m : \u001b[32;1m151 \u001b[0m\n",
" 317 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.00012205 1.0000\u001b[0m : \u001b[32;1m153 \u001b[0m\n",
" 318 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.00034905 1.0000\u001b[0m : \u001b[32;1m165 \u001b[0m\n",
" 319 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 7.5009 1.0000\u001b[0m : \u001b[32;1m168 \u001b[0m\n",
" 320 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 19.897 1.0000\u001b[0m : \u001b[32;1m169 \u001b[0m\n",
" 321 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 15.894 1.0000\u001b[0m : \u001b[32;1m170 \u001b[0m\n",
" 322 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 1.9589e+06 1.0000\u001b[0m : \u001b[32;1m181 \u001b[0m\n",
" 323 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 252.63 1.0000\u001b[0m : \u001b[32;1m183 \u001b[0m\n",
" 324 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 0 35823 \u001b[0m: F T \u001b[34m 0.062342 0.19999\u001b[0m : \u001b[32;1m215 \u001b[0m\n",
" 325 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 56320 \u001b[0m: F F \u001b[34m 0.056186 1.0000\u001b[0m : \u001b[32;1m216 \u001b[0m\n",
" 326 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 0 35823 \u001b[0m: F T \u001b[34m 0.060973 0.20000\u001b[0m : \u001b[32;1m217 \u001b[0m\n",
" 327 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 56320 \u001b[0m: F F \u001b[34m 0.058647 1.0000\u001b[0m : \u001b[32;1m218 \u001b[0m\n",
" 328 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 2.1172e-07 1.0000\u001b[0m : \u001b[32;1m219 \u001b[0m\n",
" 329 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 2.5434e-08 1.0000\u001b[0m : \u001b[32;1m220 \u001b[0m\n",
" 330 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 49977 \u001b[0m: F T \u001b[34m 18.704 1.0000\u001b[0m : \u001b[32;1m221 \u001b[0m\n",
" 331 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 14.771 1.0000\u001b[0m : \u001b[32;1m222 \u001b[0m\n",
" 332 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 7.9798 1.0000\u001b[0m : \u001b[32;1m223 \u001b[0m\n",
" 333 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 1.8670 1.0000\u001b[0m : \u001b[32;1m224 \u001b[0m\n",
" 334 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.12499 1.0000\u001b[0m : \u001b[32;1m225 \u001b[0m\n",
" 335 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 0 8072 \u001b[0m: F T \u001b[34m 0.062478 0.33325\u001b[0m : \u001b[32;1m226 \u001b[0m\n",
" 336 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 28621 \u001b[0m: F T \u001b[34m 0.058347 1.0000\u001b[0m : \u001b[32;1m227 \u001b[0m\n",
" 337 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 0 7985 \u001b[0m: F T \u001b[34m 0.073567 0.33331\u001b[0m : \u001b[32;1m228 \u001b[0m\n",
" 338 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 28532 \u001b[0m: F T \u001b[34m 0.046853 1.0000\u001b[0m : \u001b[32;1m229 \u001b[0m\n",
" 339 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 2.0016e+06 1.0000\u001b[0m : \u001b[32;1m275 \u001b[0m\n",
" 340 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 242.37 1.0000\u001b[0m : \u001b[32;1m276 \u001b[0m\n",
" 341 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 2.0966e+06 1.0000\u001b[0m : \u001b[32;1m277 \u001b[0m\n",
" 342 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 8.3881e+06 1.0000\u001b[0m : \u001b[32;1m278 \u001b[0m\n",
" 343 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56312 \u001b[0m: F F \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m285 \u001b[0m\n",
" 344 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56313 \u001b[0m: F F \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m286 \u001b[0m\n",
" 345 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56312 \u001b[0m: F F \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m287 \u001b[0m\n",
" 346 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56316 \u001b[0m: F F \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m288 \u001b[0m\n",
" 347 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 0 35536 \u001b[0m: F T \u001b[34m 0.062342 0.19999\u001b[0m : \u001b[32;1m548 \u001b[0m\n",
" 348 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 56039 \u001b[0m: F T \u001b[34m 0.043227 1.0000\u001b[0m : \u001b[32;1m549 \u001b[0m\n",
" 349 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 7.9798 1.0000\u001b[0m : \u001b[32;1m521 \u001b[0m\n",
" 350 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27937 \u001b[0m: F T \u001b[34m 837.47 1.0000\u001b[0m : \u001b[32;1m1013 \u001b[0m\n",
" 351 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 21476 \u001b[0m: F T \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m1015 \u001b[0m\n",
" 352 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 21134 \u001b[0m: F T \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m1016 \u001b[0m\n",
" 353 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27883 \u001b[0m: F T \u001b[34m 57.057 1.0000\u001b[0m : \u001b[32;1m1018 \u001b[0m\n",
" 354 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27937 \u001b[0m: F T \u001b[34m 2.6772e+08 1.0000\u001b[0m : \u001b[32;1m1019 \u001b[0m\n",
" 355 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27883 \u001b[0m: F T \u001b[34m 1.6667e+07 1.0000\u001b[0m : \u001b[32;1m1020 \u001b[0m\n",
" 356 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27937 \u001b[0m: F T \u001b[34m 3.9808 1.0000\u001b[0m : \u001b[32;1m1021 \u001b[0m\n",
" 357 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 0 8040 \u001b[0m: F T \u001b[34m 0.13074 0.33329\u001b[0m : \u001b[32;1m1022 \u001b[0m\n",
" 358 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 0 8930 \u001b[0m: F T \u001b[34m 0.015620 0.030283\u001b[0m : \u001b[32;1m1023 \u001b[0m\n",
" 359 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 28593 \u001b[0m: F T \u001b[34m 0.062214 1.0000\u001b[0m : \u001b[32;1m1024 \u001b[0m\n",
" 360 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 28593 \u001b[0m: F T \u001b[34m 0.015625 1.0000\u001b[0m : \u001b[32;1m1025 \u001b[0m\n",
" 361 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27889 \u001b[0m: F T \u001b[34m 0.10438 1.0000\u001b[0m : \u001b[32;1m1026 \u001b[0m\n",
" 362 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 0 8040 \u001b[0m: F T \u001b[34m 0.062295 0.33329\u001b[0m : \u001b[32;1m1027 \u001b[0m\n",
" 363 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 0 7972 \u001b[0m: F T \u001b[34m 0.062231 0.33331\u001b[0m : \u001b[32;1m1028 \u001b[0m\n",
" 364 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 0 7837 \u001b[0m: F T \u001b[34m 0.062446 0.33332\u001b[0m : \u001b[32;1m1036 \u001b[0m\n",
" 365 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 28488 \u001b[0m: F T \u001b[34m 0.030917 1.0000\u001b[0m : \u001b[32;1m1037 \u001b[0m\n",
" 366 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 0 8361 \u001b[0m: F T \u001b[34m 0.12459 0.33320\u001b[0m : \u001b[32;1m1038 \u001b[0m\n",
" 367 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28352 \u001b[0m: F T \u001b[34m 3.8796e-07 1.0000\u001b[0m : \u001b[32;1m1039 \u001b[0m\n",
" 368 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27937 \u001b[0m: F T \u001b[34m 5.9601e-08 1.0000\u001b[0m : \u001b[32;1m1040 \u001b[0m\n",
" 369 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28353 \u001b[0m: F T \u001b[34m 0.00060393 1.0000\u001b[0m : \u001b[32;1m1041 \u001b[0m\n",
" 370 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27938 \u001b[0m: F T \u001b[34m 7.9720e-05 1.0000\u001b[0m : \u001b[32;1m1042 \u001b[0m\n",
" 371 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28285 \u001b[0m: F T \u001b[34m 5.5953e-05 1.0000\u001b[0m : \u001b[32;1m1043 \u001b[0m\n",
" 372 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27884 \u001b[0m: F T \u001b[34m 7.6039e-06 1.0000\u001b[0m : \u001b[32;1m1044 \u001b[0m\n",
" 373 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 2.4004e-05 1.0000\u001b[0m : \u001b[32;1m1045 \u001b[0m\n",
" 374 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27889 \u001b[0m: F T \u001b[34m 7.8776 1.0000\u001b[0m : \u001b[32;1m1046 \u001b[0m\n",
" 375 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27889 \u001b[0m: F T \u001b[34m 9.2936e-07 1.0000\u001b[0m : \u001b[32;1m1047 \u001b[0m\n",
" 376 :\u001b[35m 1892-04-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27889 \u001b[0m: F T \u001b[34m 6.0889e-05 1.0000\u001b[0m : \u001b[32;1m1048 \u001b[0m\n",
" 377 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.062496 1.0000\u001b[0m : \u001b[32;1m1 \u001b[0m\n",
" 378 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.24977 1.0000\u001b[0m : \u001b[32;1m11 \u001b[0m\n",
" 379 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56319 \u001b[0m: F F \u001b[34m 0.014843 1.0000\u001b[0m : \u001b[32;1m12 \u001b[0m\n",
" 380 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28190 \u001b[0m: F T \u001b[34m 0.97772 1.0000\u001b[0m : \u001b[32;1m13 \u001b[0m\n",
" 381 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56318 \u001b[0m: F F \u001b[34m 0.99994 1.0000\u001b[0m : \u001b[32;1m14 \u001b[0m\n",
" 382 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28189 \u001b[0m: F T \u001b[34m 0.015624 1.0000\u001b[0m : \u001b[32;1m15 \u001b[0m\n",
" 383 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56318 \u001b[0m: F F \u001b[34m 0.031250 1.0000\u001b[0m : \u001b[32;1m16 \u001b[0m\n",
" 384 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56319 \u001b[0m: F F \u001b[34m 2.0971e+06 1.0000\u001b[0m : \u001b[32;1m17 \u001b[0m\n",
" 385 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.062450 1.0000\u001b[0m : \u001b[32;1m19 \u001b[0m\n",
" 386 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56151 \u001b[0m: F F \u001b[34m 0.00048828 1.0000\u001b[0m : \u001b[32;1m20 \u001b[0m\n",
" 387 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 8.5892e+09 1.0000\u001b[0m : \u001b[32;1m27 \u001b[0m\n",
" 388 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 35823 \u001b[0m: F T \u001b[34m 0.24992 0.33333\u001b[0m : \u001b[32;1m35 \u001b[0m\n",
" 389 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 56320 \u001b[0m: F F \u001b[34m 0.11127 1.0000\u001b[0m : \u001b[32;1m36 \u001b[0m\n",
" 390 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 6 56320 19529 19529 \u001b[0m: F T \u001b[34m 0.0000 1.0000\u001b[0m : \u001b[32;1m66 \u001b[0m\n",
" 391 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 14.905 1.0000\u001b[0m : \u001b[32;1m70 \u001b[0m\n",
" 392 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.00042181 1.0000\u001b[0m : \u001b[32;1m78 \u001b[0m\n",
" 393 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 2.8448e-07 1.0000\u001b[0m : \u001b[32;1m79 \u001b[0m\n",
" 394 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 31516 \u001b[0m: F T \u001b[34m 127.87 1.0000\u001b[0m : \u001b[32;1m104 \u001b[0m\n",
" 395 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28236 \u001b[0m: F T \u001b[34m 125.00 1.0000\u001b[0m : \u001b[32;1m109 \u001b[0m\n",
" 396 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 6 56320 0 35536 \u001b[0m: F T \u001b[34m 4.9061e+14 0.33333\u001b[0m : \u001b[32;1m123 \u001b[0m\n",
" 397 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 6 56320 20621 56039 \u001b[0m: F T \u001b[34m 2.7356e+14 1.0000\u001b[0m : \u001b[32;1m124 \u001b[0m\n",
" 398 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 6 56320 0 35823 \u001b[0m: F T \u001b[34m 2.5935e+11 0.33333\u001b[0m : \u001b[32;1m125 \u001b[0m\n",
" 399 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 6 56320 20621 56320 \u001b[0m: F F \u001b[34m 1.3662e+11 1.0000\u001b[0m : \u001b[32;1m126 \u001b[0m\n",
" 400 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 6 56320 0 35679 \u001b[0m: F T \u001b[34m 1.3339e+11 0.33331\u001b[0m : \u001b[32;1m127 \u001b[0m\n",
" 401 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 6 56320 20621 56178 \u001b[0m: F T \u001b[34m 1.3715e+11 1.0000\u001b[0m : \u001b[32;1m128 \u001b[0m\n",
" 402 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.050432 1.0000\u001b[0m : \u001b[32;1m134 \u001b[0m\n",
" 403 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 55931 \u001b[0m: F T \u001b[34m 0.99998 1.0000\u001b[0m : \u001b[32;1m136 \u001b[0m\n",
" 404 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 8213 \u001b[0m: F T \u001b[34m 9.3293e+06 0.33333\u001b[0m : \u001b[32;1m138 \u001b[0m\n",
" 405 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 28780 \u001b[0m: F T \u001b[34m 4.1784e+06 1.0000\u001b[0m : \u001b[32;1m139 \u001b[0m\n",
" 406 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56319 \u001b[0m: F F \u001b[34m 3.6245 1.0000\u001b[0m : \u001b[32;1m140 \u001b[0m\n",
" 407 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28139 \u001b[0m: F T \u001b[34m 0.12348 1.0000\u001b[0m : \u001b[32;1m141 \u001b[0m\n",
" 408 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28188 \u001b[0m: F T \u001b[34m 98.580 1.0000\u001b[0m : \u001b[32;1m149 \u001b[0m\n",
" 409 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56317 \u001b[0m: F T \u001b[34m 4.5140e-08 1.0000\u001b[0m : \u001b[32;1m150 \u001b[0m\n",
" 410 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 6.7396e-06 1.0000\u001b[0m : \u001b[32;1m151 \u001b[0m\n",
" 411 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.00012189 1.0000\u001b[0m : \u001b[32;1m153 \u001b[0m\n",
" 412 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.00042181 1.0000\u001b[0m : \u001b[32;1m165 \u001b[0m\n",
" 413 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 3.9755 1.0000\u001b[0m : \u001b[32;1m168 \u001b[0m\n",
" 414 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 44.730 1.0000\u001b[0m : \u001b[32;1m169 \u001b[0m\n",
" 415 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 14.905 1.0000\u001b[0m : \u001b[32;1m170 \u001b[0m\n",
" 416 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 3.7836e+06 1.0000\u001b[0m : \u001b[32;1m181 \u001b[0m\n",
" 417 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 469.18 1.0000\u001b[0m : \u001b[32;1m183 \u001b[0m\n",
" 418 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 35823 \u001b[0m: F T \u001b[34m 0.062450 0.19997\u001b[0m : \u001b[32;1m215 \u001b[0m\n",
" 419 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 56320 \u001b[0m: F F \u001b[34m 0.060864 1.0000\u001b[0m : \u001b[32;1m216 \u001b[0m\n",
" 420 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 35823 \u001b[0m: F T \u001b[34m 0.062433 0.19997\u001b[0m : \u001b[32;1m217 \u001b[0m\n",
" 421 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 56320 \u001b[0m: F F \u001b[34m 0.059622 1.0000\u001b[0m : \u001b[32;1m218 \u001b[0m\n",
" 422 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 2.8448e-07 1.0000\u001b[0m : \u001b[32;1m219 \u001b[0m\n",
" 423 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 8.0544e-09 1.0000\u001b[0m : \u001b[32;1m220 \u001b[0m\n",
" 424 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 51502 \u001b[0m: F T \u001b[34m 16.000 1.0000\u001b[0m : \u001b[32;1m221 \u001b[0m\n",
" 425 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 15.876 1.0000\u001b[0m : \u001b[32;1m222 \u001b[0m\n",
" 426 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 55931 \u001b[0m: F T \u001b[34m 7.9994 1.0000\u001b[0m : \u001b[32;1m223 \u001b[0m\n",
" 427 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 1.8000 1.0000\u001b[0m : \u001b[32;1m224 \u001b[0m\n",
" 428 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m225 \u001b[0m\n",
" 429 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 8364 \u001b[0m: F T \u001b[34m 0.062314 0.33331\u001b[0m : \u001b[32;1m226 \u001b[0m\n",
" 430 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 28927 \u001b[0m: F T \u001b[34m 0.059622 1.0000\u001b[0m : \u001b[32;1m227 \u001b[0m\n",
" 431 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 8297 \u001b[0m: F T \u001b[34m 0.062296 0.33332\u001b[0m : \u001b[32;1m228 \u001b[0m\n",
" 432 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 28859 \u001b[0m: F T \u001b[34m 0.061868 1.0000\u001b[0m : \u001b[32;1m229 \u001b[0m\n",
" 433 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 4.7905e+05 1.0000\u001b[0m : \u001b[32;1m275 \u001b[0m\n",
" 434 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 123.92 1.0000\u001b[0m : \u001b[32;1m276 \u001b[0m\n",
" 435 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 2.0918e+06 1.0000\u001b[0m : \u001b[32;1m277 \u001b[0m\n",
" 436 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 8.3873e+06 1.0000\u001b[0m : \u001b[32;1m278 \u001b[0m\n",
" 437 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56308 \u001b[0m: F F \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m285 \u001b[0m\n",
" 438 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56311 \u001b[0m: F F \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m286 \u001b[0m\n",
" 439 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56306 \u001b[0m: F F \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m287 \u001b[0m\n",
" 440 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56307 \u001b[0m: F F \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m288 \u001b[0m\n",
" 441 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 35536 \u001b[0m: F T \u001b[34m 0.062450 0.19997\u001b[0m : \u001b[32;1m548 \u001b[0m\n",
" 442 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 56039 \u001b[0m: F T \u001b[34m 0.058587 1.0000\u001b[0m : \u001b[32;1m549 \u001b[0m\n",
" 443 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 55931 \u001b[0m: F T \u001b[34m 7.9994 1.0000\u001b[0m : \u001b[32;1m521 \u001b[0m\n",
" 444 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28190 \u001b[0m: F T \u001b[34m 540.84 1.0000\u001b[0m : \u001b[32;1m1013 \u001b[0m\n",
" 445 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 22478 \u001b[0m: F T \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m1015 \u001b[0m\n",
" 446 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 21386 \u001b[0m: F T \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m1016 \u001b[0m\n",
" 447 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28139 \u001b[0m: F T \u001b[34m 33.253 1.0000\u001b[0m : \u001b[32;1m1018 \u001b[0m\n",
" 448 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28190 \u001b[0m: F T \u001b[34m 2.6710e+08 1.0000\u001b[0m : \u001b[32;1m1019 \u001b[0m\n",
" 449 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28139 \u001b[0m: F T \u001b[34m 1.6508e+07 1.0000\u001b[0m : \u001b[32;1m1020 \u001b[0m\n",
" 450 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28190 \u001b[0m: F T \u001b[34m 3.9907 1.0000\u001b[0m : \u001b[32;1m1021 \u001b[0m\n",
" 451 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 8337 \u001b[0m: F T \u001b[34m 0.12071 0.33329\u001b[0m : \u001b[32;1m1022 \u001b[0m\n",
" 452 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 9191 \u001b[0m: F T \u001b[34m 0.015624 0.030273\u001b[0m : \u001b[32;1m1023 \u001b[0m\n",
" 453 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 28895 \u001b[0m: F T \u001b[34m 0.062003 1.0000\u001b[0m : \u001b[32;1m1024 \u001b[0m\n",
" 454 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 28895 \u001b[0m: F T \u001b[34m 0.015624 1.0000\u001b[0m : \u001b[32;1m1025 \u001b[0m\n",
" 455 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28140 \u001b[0m: F T \u001b[34m 0.062460 1.0000\u001b[0m : \u001b[32;1m1026 \u001b[0m\n",
" 456 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 8337 \u001b[0m: F T \u001b[34m 0.057146 0.33333\u001b[0m : \u001b[32;1m1027 \u001b[0m\n",
" 457 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 8274 \u001b[0m: F T \u001b[34m 0.10316 0.33330\u001b[0m : \u001b[32;1m1028 \u001b[0m\n",
" 458 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 8128 \u001b[0m: F T \u001b[34m 0.031180 0.33331\u001b[0m : \u001b[32;1m1036 \u001b[0m\n",
" 459 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 28813 \u001b[0m: F T \u001b[34m 0.061140 1.0000\u001b[0m : \u001b[32;1m1037 \u001b[0m\n",
" 460 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 8612 \u001b[0m: F T \u001b[34m 0.12493 0.33328\u001b[0m : \u001b[32;1m1038 \u001b[0m\n",
" 461 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28639 \u001b[0m: F T \u001b[34m 4.3353e-07 1.0000\u001b[0m : \u001b[32;1m1039 \u001b[0m\n",
" 462 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28189 \u001b[0m: F T \u001b[34m 5.9432e-08 1.0000\u001b[0m : \u001b[32;1m1040 \u001b[0m\n",
" 463 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28640 \u001b[0m: F T \u001b[34m 0.00084935 1.0000\u001b[0m : \u001b[32;1m1041 \u001b[0m\n",
" 464 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28190 \u001b[0m: F T \u001b[34m 0.00010926 1.0000\u001b[0m : \u001b[32;1m1042 \u001b[0m\n",
" 465 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28594 \u001b[0m: F T \u001b[34m 3.0342e-05 1.0000\u001b[0m : \u001b[32;1m1043 \u001b[0m\n",
" 466 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28140 \u001b[0m: F T \u001b[34m 8.2982e-06 1.0000\u001b[0m : \u001b[32;1m1044 \u001b[0m\n",
" 467 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 7.5840e-06 1.0000\u001b[0m : \u001b[32;1m1045 \u001b[0m\n",
" 468 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28140 \u001b[0m: F T \u001b[34m 11.320 1.0000\u001b[0m : \u001b[32;1m1046 \u001b[0m\n",
" 469 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28140 \u001b[0m: F T \u001b[34m 8.8982e-07 1.0000\u001b[0m : \u001b[32;1m1047 \u001b[0m\n",
" 470 :\u001b[35m 1892-05-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28140 \u001b[0m: F T \u001b[34m 6.0307e-05 1.0000\u001b[0m : \u001b[32;1m1048 \u001b[0m\n",
" 471 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.062479 1.0000\u001b[0m : \u001b[32;1m1 \u001b[0m\n",
" 472 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.24960 1.0000\u001b[0m : \u001b[32;1m11 \u001b[0m\n",
" 473 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56312 \u001b[0m: F F \u001b[34m 0.0078125 1.0000\u001b[0m : \u001b[32;1m12 \u001b[0m\n",
" 474 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28351 \u001b[0m: F T \u001b[34m 0.65376 1.0000\u001b[0m : \u001b[32;1m13 \u001b[0m\n",
" 475 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56319 \u001b[0m: F F \u001b[34m 1.0000 1.0000\u001b[0m : \u001b[32;1m14 \u001b[0m\n",
" 476 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28351 \u001b[0m: F T \u001b[34m 0.015622 1.0000\u001b[0m : \u001b[32;1m15 \u001b[0m\n",
" 477 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56318 \u001b[0m: F F \u001b[34m 0.031250 1.0000\u001b[0m : \u001b[32;1m16 \u001b[0m\n",
" 478 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 2.0971e+06 1.0000\u001b[0m : \u001b[32;1m17 \u001b[0m\n",
" 479 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56318 \u001b[0m: F F \u001b[34m 0.062449 1.0000\u001b[0m : \u001b[32;1m19 \u001b[0m\n",
" 480 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56164 \u001b[0m: F F \u001b[34m 0.00048828 1.0000\u001b[0m : \u001b[32;1m20 \u001b[0m\n",
" 481 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 8.5880e+09 1.0000\u001b[0m : \u001b[32;1m27 \u001b[0m\n",
" 482 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 0 35823 \u001b[0m: F T \u001b[34m 0.24651 0.33332\u001b[0m : \u001b[32;1m35 \u001b[0m\n",
" 483 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 56319 \u001b[0m: F F \u001b[34m 0.11459 1.0000\u001b[0m : \u001b[32;1m36 \u001b[0m\n",
" 484 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 6 56320 19529 19529 \u001b[0m: F T \u001b[34m 0.0000 1.0000\u001b[0m : \u001b[32;1m66 \u001b[0m\n",
" 485 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 15.978 1.0000\u001b[0m : \u001b[32;1m70 \u001b[0m\n",
" 486 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.00055030 1.0000\u001b[0m : \u001b[32;1m78 \u001b[0m\n",
" 487 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 3.5576e-07 1.0000\u001b[0m : \u001b[32;1m79 \u001b[0m\n",
" 488 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 31646 \u001b[0m: F T \u001b[34m 127.94 1.0000\u001b[0m : \u001b[32;1m104 \u001b[0m\n",
" 489 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28381 \u001b[0m: F T \u001b[34m 125.00 1.0000\u001b[0m : \u001b[32;1m109 \u001b[0m\n",
" 490 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 6 56320 0 35536 \u001b[0m: F T \u001b[34m 4.3565e+14 0.33333\u001b[0m : \u001b[32;1m123 \u001b[0m\n",
" 491 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 6 56320 20621 56039 \u001b[0m: F T \u001b[34m 2.8026e+14 1.0000\u001b[0m : \u001b[32;1m124 \u001b[0m\n",
" 492 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 6 56320 0 35823 \u001b[0m: F T \u001b[34m 2.6471e+11 0.33333\u001b[0m : \u001b[32;1m125 \u001b[0m\n",
" 493 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 6 56320 20621 56320 \u001b[0m: F F \u001b[34m 1.3463e+11 1.0000\u001b[0m : \u001b[32;1m126 \u001b[0m\n",
" 494 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 6 56320 0 35679 \u001b[0m: F T \u001b[34m 1.3694e+11 0.33331\u001b[0m : \u001b[32;1m127 \u001b[0m\n",
" 495 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 6 56320 20621 56178 \u001b[0m: F T \u001b[34m 1.3535e+11 1.0000\u001b[0m : \u001b[32;1m128 \u001b[0m\n",
" 496 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.050432 1.0000\u001b[0m : \u001b[32;1m134 \u001b[0m\n",
" 497 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 54573 \u001b[0m: F T \u001b[34m 1.9376 1.0000\u001b[0m : \u001b[32;1m136 \u001b[0m\n",
" 498 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 0 8443 \u001b[0m: F T \u001b[34m 7.9737e+06 0.33332\u001b[0m : \u001b[32;1m138 \u001b[0m\n",
" 499 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 29007 \u001b[0m: F T \u001b[34m 2.1864e+06 1.0000\u001b[0m : \u001b[32;1m139 \u001b[0m\n",
" 500 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56317 \u001b[0m: F F \u001b[34m 2.4333 1.0000\u001b[0m : \u001b[32;1m140 \u001b[0m\n",
" 501 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27441 \u001b[0m: F T \u001b[34m 0.089482 1.0000\u001b[0m : \u001b[32;1m141 \u001b[0m\n",
" 502 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28351 \u001b[0m: F T \u001b[34m 45.671 1.0000\u001b[0m : \u001b[32;1m149 \u001b[0m\n",
" 503 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56290 \u001b[0m: F T \u001b[34m 3.9930e-08 1.0000\u001b[0m : \u001b[32;1m150 \u001b[0m\n",
" 504 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56294 \u001b[0m: F T \u001b[34m 6.5462e-06 1.0000\u001b[0m : \u001b[32;1m151 \u001b[0m\n",
" 505 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.00022153 1.0000\u001b[0m : \u001b[32;1m153 \u001b[0m\n",
" 506 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.00055030 1.0000\u001b[0m : \u001b[32;1m165 \u001b[0m\n",
" 507 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 3.9949 1.0000\u001b[0m : \u001b[32;1m168 \u001b[0m\n",
" 508 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 17.178 1.0000\u001b[0m : \u001b[32;1m169 \u001b[0m\n",
" 509 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 15.978 1.0000\u001b[0m : \u001b[32;1m170 \u001b[0m\n",
" 510 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 4.1866e+06 1.0000\u001b[0m : \u001b[32;1m181 \u001b[0m\n",
" 511 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 499.14 1.0000\u001b[0m : \u001b[32;1m183 \u001b[0m\n",
" 512 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 0 35823 \u001b[0m: F T \u001b[34m 0.062392 0.20000\u001b[0m : \u001b[32;1m215 \u001b[0m\n",
" 513 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 56320 \u001b[0m: F F \u001b[34m 0.031240 1.0000\u001b[0m : \u001b[32;1m216 \u001b[0m\n",
" 514 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 0 35823 \u001b[0m: F T \u001b[34m 0.062443 0.20000\u001b[0m : \u001b[32;1m217 \u001b[0m\n",
" 515 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 56320 \u001b[0m: F F \u001b[34m 0.031238 1.0000\u001b[0m : \u001b[32;1m218 \u001b[0m\n",
" 516 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 3.5576e-07 1.0000\u001b[0m : \u001b[32;1m219 \u001b[0m\n",
" 517 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 1.4474e-08 1.0000\u001b[0m : \u001b[32;1m220 \u001b[0m\n",
" 518 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 52481 \u001b[0m: F T \u001b[34m 31.516 1.0000\u001b[0m : \u001b[32;1m221 \u001b[0m\n",
" 519 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 15.062 1.0000\u001b[0m : \u001b[32;1m222 \u001b[0m\n",
" 520 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 54573 \u001b[0m: F T \u001b[34m 7.9966 1.0000\u001b[0m : \u001b[32;1m223 \u001b[0m\n",
" 521 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 1.8742 1.0000\u001b[0m : \u001b[32;1m224 \u001b[0m\n",
" 522 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.12498 1.0000\u001b[0m : \u001b[32;1m225 \u001b[0m\n",
" 523 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 0 8593 \u001b[0m: F T \u001b[34m 0.11993 0.33324\u001b[0m : \u001b[32;1m226 \u001b[0m\n",
" 524 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 29177 \u001b[0m: F T \u001b[34m 0.030943 1.0000\u001b[0m : \u001b[32;1m227 \u001b[0m\n",
" 525 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 0 8450 \u001b[0m: F T \u001b[34m 0.094863 0.33332\u001b[0m : \u001b[32;1m228 \u001b[0m\n",
" 526 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 29022 \u001b[0m: F T \u001b[34m 0.056900 1.0000\u001b[0m : \u001b[32;1m229 \u001b[0m\n",
" 527 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 96483. 1.0000\u001b[0m : \u001b[32;1m275 \u001b[0m\n",
" 528 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 52.601 1.0000\u001b[0m : \u001b[32;1m276 \u001b[0m\n",
" 529 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 2.0965e+06 1.0000\u001b[0m : \u001b[32;1m277 \u001b[0m\n",
" 530 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 8.3872e+06 1.0000\u001b[0m : \u001b[32;1m278 \u001b[0m\n",
" 531 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56296 \u001b[0m: F F \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m285 \u001b[0m\n",
" 532 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56295 \u001b[0m: F F \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m286 \u001b[0m\n",
" 533 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56293 \u001b[0m: F F \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m287 \u001b[0m\n",
" 534 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56296 \u001b[0m: F F \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m288 \u001b[0m\n",
" 535 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 0 35536 \u001b[0m: F T \u001b[34m 0.062392 0.20000\u001b[0m : \u001b[32;1m548 \u001b[0m\n",
" 536 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 56039 \u001b[0m: F T \u001b[34m 0.061424 1.0000\u001b[0m : \u001b[32;1m549 \u001b[0m\n",
" 537 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 54573 \u001b[0m: F T \u001b[34m 7.9966 1.0000\u001b[0m : \u001b[32;1m521 \u001b[0m\n",
" 538 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28351 \u001b[0m: F T \u001b[34m 511.93 1.0000\u001b[0m : \u001b[32;1m1013 \u001b[0m\n",
" 539 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 24873 \u001b[0m: F T \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m1015 \u001b[0m\n",
" 540 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 22629 \u001b[0m: F T \u001b[34m 0.12500 1.0000\u001b[0m : \u001b[32;1m1016 \u001b[0m\n",
" 541 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27441 \u001b[0m: F T \u001b[34m 30.425 1.0000\u001b[0m : \u001b[32;1m1018 \u001b[0m\n",
" 542 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28351 \u001b[0m: F T \u001b[34m 2.6655e+08 1.0000\u001b[0m : \u001b[32;1m1019 \u001b[0m\n",
" 543 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27441 \u001b[0m: F T \u001b[34m 1.2467e+07 1.0000\u001b[0m : \u001b[32;1m1020 \u001b[0m\n",
" 544 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28351 \u001b[0m: F T \u001b[34m 3.8939 1.0000\u001b[0m : \u001b[32;1m1021 \u001b[0m\n",
" 545 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 0 8482 \u001b[0m: F T \u001b[34m 0.12135 0.33325\u001b[0m : \u001b[32;1m1022 \u001b[0m\n",
" 546 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 0 9260 \u001b[0m: F T \u001b[34m 0.015617 0.029685\u001b[0m : \u001b[32;1m1023 \u001b[0m\n",
" 547 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 29153 \u001b[0m: F T \u001b[34m 0.062016 1.0000\u001b[0m : \u001b[32;1m1024 \u001b[0m\n",
" 548 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 29153 \u001b[0m: F T \u001b[34m 0.015624 1.0000\u001b[0m : \u001b[32;1m1025 \u001b[0m\n",
" 549 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28303 \u001b[0m: F T \u001b[34m 0.10960 1.0000\u001b[0m : \u001b[32;1m1026 \u001b[0m\n",
" 550 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 0 8482 \u001b[0m: F T \u001b[34m 0.10641 0.33328\u001b[0m : \u001b[32;1m1027 \u001b[0m\n",
" 551 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 0 8532 \u001b[0m: F T \u001b[34m 0.061025 0.33332\u001b[0m : \u001b[32;1m1028 \u001b[0m\n",
" 552 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 0 8257 \u001b[0m: F T \u001b[34m 0.060917 0.33332\u001b[0m : \u001b[32;1m1036 \u001b[0m\n",
" 553 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 28977 \u001b[0m: F T \u001b[34m 0.060284 1.0000\u001b[0m : \u001b[32;1m1037 \u001b[0m\n",
" 554 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 0 8774 \u001b[0m: F T \u001b[34m 0.12494 0.33330\u001b[0m : \u001b[32;1m1038 \u001b[0m\n",
" 555 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28891 \u001b[0m: F T \u001b[34m 3.8308e-07 1.0000\u001b[0m : \u001b[32;1m1039 \u001b[0m\n",
" 556 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28351 \u001b[0m: F T \u001b[34m 5.9591e-08 1.0000\u001b[0m : \u001b[32;1m1040 \u001b[0m\n",
" 557 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28891 \u001b[0m: F T \u001b[34m 0.00047350 1.0000\u001b[0m : \u001b[32;1m1041 \u001b[0m\n",
" 558 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28351 \u001b[0m: F T \u001b[34m 0.00012109 1.0000\u001b[0m : \u001b[32;1m1042 \u001b[0m\n",
" 559 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28096 \u001b[0m: F T \u001b[34m 1.3161e-05 1.0000\u001b[0m : \u001b[32;1m1043 \u001b[0m\n",
" 560 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27447 \u001b[0m: F T \u001b[34m 1.3797e-05 1.0000\u001b[0m : \u001b[32;1m1044 \u001b[0m\n",
" 561 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 1.5024e-05 1.0000\u001b[0m : \u001b[32;1m1045 \u001b[0m\n",
" 562 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28303 \u001b[0m: F T \u001b[34m 7.9995 1.0000\u001b[0m : \u001b[32;1m1046 \u001b[0m\n",
" 563 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28303 \u001b[0m: F T \u001b[34m 4.4305e-07 1.0000\u001b[0m : \u001b[32;1m1047 \u001b[0m\n",
" 564 :\u001b[35m 1892-06-30 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28303 \u001b[0m: F T \u001b[34m 9.5623e-05 1.0000\u001b[0m : \u001b[32;1m1048 \u001b[0m\n",
" 565 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.062499 1.0000\u001b[0m : \u001b[32;1m1 \u001b[0m\n",
" 566 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.24959 1.0000\u001b[0m : \u001b[32;1m11 \u001b[0m\n",
" 567 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56315 \u001b[0m: F F \u001b[34m 0.015339 1.0000\u001b[0m : \u001b[32;1m12 \u001b[0m\n",
" 568 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27550 \u001b[0m: F T \u001b[34m 0.49989 1.0000\u001b[0m : \u001b[32;1m13 \u001b[0m\n",
" 569 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56317 \u001b[0m: F F \u001b[34m 1.7886 1.0000\u001b[0m : \u001b[32;1m14 \u001b[0m\n",
" 570 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27550 \u001b[0m: F T \u001b[34m 0.015617 1.0000\u001b[0m : \u001b[32;1m15 \u001b[0m\n",
" 571 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56319 \u001b[0m: F F \u001b[34m 0.031250 1.0000\u001b[0m : \u001b[32;1m16 \u001b[0m\n",
" 572 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 2.0971e+06 1.0000\u001b[0m : \u001b[32;1m17 \u001b[0m\n",
" 573 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.062399 1.0000\u001b[0m : \u001b[32;1m19 \u001b[0m\n",
" 574 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56176 \u001b[0m: F F \u001b[34m 0.00048828 1.0000\u001b[0m : \u001b[32;1m20 \u001b[0m\n",
" 575 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 8.5898e+09 1.0000\u001b[0m : \u001b[32;1m27 \u001b[0m\n",
" 576 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 35823 \u001b[0m: F T \u001b[34m 0.24888 0.33333\u001b[0m : \u001b[32;1m35 \u001b[0m\n",
" 577 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 56320 \u001b[0m: F F \u001b[34m 0.12471 1.0000\u001b[0m : \u001b[32;1m36 \u001b[0m\n",
" 578 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 6 56320 19529 19529 \u001b[0m: F T \u001b[34m 0.0000 1.0000\u001b[0m : \u001b[32;1m66 \u001b[0m\n",
" 579 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 15.818 1.0000\u001b[0m : \u001b[32;1m70 \u001b[0m\n",
" 580 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.00055578 1.0000\u001b[0m : \u001b[32;1m78 \u001b[0m\n",
" 581 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 4.6022e-07 1.0000\u001b[0m : \u001b[32;1m79 \u001b[0m\n",
" 582 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 31981 \u001b[0m: F T \u001b[34m 127.94 1.0000\u001b[0m : \u001b[32;1m104 \u001b[0m\n",
" 583 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 28549 \u001b[0m: F T \u001b[34m 125.00 1.0000\u001b[0m : \u001b[32;1m109 \u001b[0m\n",
" 584 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 6 56320 0 35536 \u001b[0m: F T \u001b[34m 4.7540e+14 0.33332\u001b[0m : \u001b[32;1m123 \u001b[0m\n",
" 585 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 6 56320 20621 56039 \u001b[0m: F T \u001b[34m 2.6665e+14 1.0000\u001b[0m : \u001b[32;1m124 \u001b[0m\n",
" 586 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 6 56320 0 35823 \u001b[0m: F T \u001b[34m 2.5649e+11 0.33333\u001b[0m : \u001b[32;1m125 \u001b[0m\n",
" 587 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 6 56320 20621 56320 \u001b[0m: F F \u001b[34m 1.3595e+11 1.0000\u001b[0m : \u001b[32;1m126 \u001b[0m\n",
" 588 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 6 56320 0 35679 \u001b[0m: F T \u001b[34m 1.3405e+11 0.33332\u001b[0m : \u001b[32;1m127 \u001b[0m\n",
" 589 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 6 56320 20621 56177 \u001b[0m: F T \u001b[34m 1.3670e+11 1.0000\u001b[0m : \u001b[32;1m128 \u001b[0m\n",
" 590 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.050432 1.0000\u001b[0m : \u001b[32;1m134 \u001b[0m\n",
" 591 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 55312 \u001b[0m: F T \u001b[34m 1.9539 1.0000\u001b[0m : \u001b[32;1m136 \u001b[0m\n",
" 592 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 7721 \u001b[0m: F T \u001b[34m 1.1434e+07 0.33330\u001b[0m : \u001b[32;1m138 \u001b[0m\n",
" 593 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 28265 \u001b[0m: F T \u001b[34m 3.9528e+06 1.0000\u001b[0m : \u001b[32;1m139 \u001b[0m\n",
" 594 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56319 \u001b[0m: F F \u001b[34m 3.8918 1.0000\u001b[0m : \u001b[32;1m140 \u001b[0m\n",
" 595 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 24688 \u001b[0m: F T \u001b[34m 0.17629 1.0000\u001b[0m : \u001b[32;1m141 \u001b[0m\n",
" 596 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 27548 \u001b[0m: F T \u001b[34m 59.326 1.0000\u001b[0m : \u001b[32;1m149 \u001b[0m\n",
" 597 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56318 \u001b[0m: F T \u001b[34m 2.0773e-08 1.0000\u001b[0m : \u001b[32;1m150 \u001b[0m\n",
" 598 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56319 \u001b[0m: F T \u001b[34m 1.8825e-06 1.0000\u001b[0m : \u001b[32;1m151 \u001b[0m\n",
" 599 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.00024111 1.0000\u001b[0m : \u001b[32;1m153 \u001b[0m\n",
" 600 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 0.00055578 1.0000\u001b[0m : \u001b[32;1m165 \u001b[0m\n",
" 601 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 3.9977 1.0000\u001b[0m : \u001b[32;1m168 \u001b[0m\n",
" 602 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 29.685 1.0000\u001b[0m : \u001b[32;1m169 \u001b[0m\n",
" 603 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 15.818 1.0000\u001b[0m : \u001b[32;1m170 \u001b[0m\n",
" 604 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 3.9560e+06 1.0000\u001b[0m : \u001b[32;1m181 \u001b[0m\n",
" 605 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 508.65 1.0000\u001b[0m : \u001b[32;1m183 \u001b[0m\n",
" 606 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 35823 \u001b[0m: F T \u001b[34m 0.062465 0.20000\u001b[0m : \u001b[32;1m215 \u001b[0m\n",
" 607 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 56320 \u001b[0m: F F \u001b[34m 0.050200 1.0000\u001b[0m : \u001b[32;1m216 \u001b[0m\n",
" 608 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 0 35823 \u001b[0m: F T \u001b[34m 0.062310 0.19998\u001b[0m : \u001b[32;1m217 \u001b[0m\n",
" 609 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 20621 56320 \u001b[0m: F F \u001b[34m 0.031235 1.0000\u001b[0m : \u001b[32;1m218 \u001b[0m\n",
" 610 :\u001b[35m 1892-07-31 23:15:00 \u001b[0m\u001b[32m 0 56320 19529 56320 \u001b[0m: F F \u001b[34m 4.6099e-07 1.0000\u001b[0m : \u001b[32;1m219 \u001b[0m
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