diff --git a/docs/source/conf.py b/docs/source/conf.py index 48af7309..1986086a 100644 --- a/docs/source/conf.py +++ b/docs/source/conf.py @@ -280,7 +280,7 @@ source_path / 'part1_flopy/data_project/', source_path / 'part1_flopy/solutions/03_Loading_and_visualizing_models-solutions.ipynb', source_path / 'part1_flopy/solutions/04_Modelgrid_and_intersection_solution.ipynb', - source_path / 'part1_flopy/05-unstructured-grids.ipynb', + source_path / 'part1_flopy/05_Unstructured_Grid_generation.ipynb', source_path / 'part1_flopy/basin.py', source_path / 'part1_flopy/solutions/06-Project-quadtree.ipynb', source_path / 'part1_flopy/solutions/06-Project-structured_completed.ipynb', diff --git a/notebooks/part0_python_intro/02_Namespace_objects_modules_packages.ipynb b/notebooks/part0_python_intro/02_Namespace_objects_modules_packages.ipynb index a5757ef9..9ffb568b 100644 --- a/notebooks/part0_python_intro/02_Namespace_objects_modules_packages.ipynb +++ b/notebooks/part0_python_intro/02_Namespace_objects_modules_packages.ipynb @@ -16,7 +16,9 @@ "cell_type": "code", "execution_count": null, "id": "b263fdce", - "metadata": {}, + "metadata": { + "scrolled": true + }, "outputs": [], "source": [ "import this" @@ -32,6 +34,32 @@ "Also, by importing `this`, it actually executed some code (printing out the Zen of Python). This means Python knew where to find a module called `this` and executed it upon import." ] }, + { + "cell_type": "markdown", + "id": "dea36f8c-3ec4-49e4-996c-46657360b45f", + "metadata": {}, + "source": [ + "Let's try another easter egg, just for fun." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c4ef38cd-5dfc-496c-b4be-eac49eab1bed", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "markdown", + "id": "aa2aca2a-c965-41ac-8ae1-e339ed74041f", + "metadata": {}, + "source": [ + "The goal of this notebook is to provide students with the skills needed to create resuable functions, objects, and python moduldes. \n", + "\n", + "By the end of this notebook the student will have the skills required to create a complex object in a seperate python script, import it's functionality into this notebook, and be able to work with it here." + ] + }, { "cell_type": "markdown", "id": "ccff90ef", @@ -183,10 +211,10 @@ "source": [ "a=[1.0, 2.0, 3.5, 4.9]\n", "print (f'{a=}')\n", - "b=a\n", + "b = a\n", "print (f'{b=}')\n", "print ('_'*15)\n", - "b[2]=999\n", + "b[2] = 999\n", "print (f'{a=}')\n", "print (f'{b=}')" ] @@ -486,7 +514,9 @@ "id": "a0ba121a", "metadata": {}, "outputs": [], - "source": [] + "source": [ + "# attrs" + ] }, { "cell_type": "code", @@ -494,7 +524,9 @@ "id": "efbd4d86", "metadata": {}, "outputs": [], - "source": [] + "source": [ + "# in a list" + ] }, { "cell_type": "code", @@ -502,7 +534,9 @@ "id": "b0a41016", "metadata": {}, "outputs": [], - "source": [] + "source": [ + "# attrs in list" + ] }, { "cell_type": "code", @@ -510,7 +544,9 @@ "id": "cde66e11", "metadata": {}, "outputs": [], - "source": [] + "source": [ + "# loop" + ] }, { "cell_type": "markdown", @@ -857,8 +893,7 @@ "metadata": {}, "outputs": [], "source": [ - "rr.length = 100\n", - "rr.__dict__" + "# what happens when we change the length?" ] }, { @@ -932,7 +967,7 @@ "source": [ "### Test your skills!!!\n", "\n", - "build a `Rectangle` class that includes an `area` and `perimiter_length` property method.\n" + "build an even better `Rectangle` class that includes an `area` and `perimiter_length` property method.\n" ] }, { @@ -1086,7 +1121,7 @@ "metadata": {}, "outputs": [], "source": [ - " print(rect)" + "print(rect)" ] }, { @@ -1096,7 +1131,9 @@ "source": [ "We can even overload other operators like `__add__` which will control what happens when this object is added to another.\n", "\n", - "A complete list of which special methods and operators can be overloaded is found [here](https://docs.python.org/3.9/reference/datamodel.html#special-method-names)." + "A complete list of which special methods and operators can be overloaded is found [here](https://docs.python.org/3.9/reference/datamodel.html#special-method-names). \n", + "\n", + "A short list of standard operators for mathematical functions can be found [here](https://docs.python.org/3/library/operator.html)." ] }, { @@ -1386,7 +1423,7 @@ " err = abs(i1 - i0)\n", " i0 = i1\n", " \n", - " print (f'my complicated function estimates sqrt as--> {i1}!')\n" + " print (f'my complicated function estimates sqrt as--> {i1}')\n" ] }, { @@ -1556,7 +1593,8 @@ "\n", "Open the python file \"circle_module.py\" in an IDE or text editor and create a class called `Circle`. Inputs to circle should be a radius and ID. Include in the `Circle` class a way to the calculate area and the circumference. After building the class, try importing into this notebook and using it.\n", "\n", - "**Bonus exercise:** Find a way to make the `Circle` objects divisible and compare the difference in area between a 12\" and 16\" pizza.\n" + "**Bonus exercise:** Find a way to make the `Circle` objects divisible and compare the difference in area between a 12\" and 16\" pizza. \n", + "**Bonus exercise 2:** Add additonal functionality to compare the price per square inch of the two pizzas. Ian's pizza in Madison, WI lists sizes and prices on their website which could be used as a reference." ] }, { @@ -1605,6 +1643,18 @@ "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.11" } }, "nbformat": 4, diff --git a/notebooks/part0_python_intro/08_pandas.ipynb b/notebooks/part0_python_intro/08_pandas.ipynb index 5efaa8c3..e6ac63ed 100644 --- a/notebooks/part0_python_intro/08_pandas.ipynb +++ b/notebooks/part0_python_intro/08_pandas.ipynb @@ -73,12 +73,23 @@ { "cell_type": "code", "execution_count": null, - "id": "9676391b", + "id": "23fa69c6-05d3-42ae-8944-3c714f46522b", "metadata": {}, "outputs": [], "source": [ "info, metadata = nwis.get_info(bBox=[str(i) for i in bbox])\n", - "info\n", + "if 'geometry' in list(info):\n", + " # dataretreival now returns as geopandas dataframe, drop \"geometry\" column for this example\n", + " info.drop(columns=[\"geometry\"], inplace=True)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "eab2a431-8cc2-4030-a1c0-41ca6d5a2454", + "metadata": {}, + "outputs": [], + "source": [ "info.to_csv(data_path / \"site_info.csv\", index=False)" ] }, @@ -399,7 +410,7 @@ "\n", "Now to start working with stream gage data from NWIS. We're going to send all surface water sites to NWIS and get only sites with daily discharge measurements.\n", "\n", - "([11467002](https://waterdata.usgs.gov/nwis/inventory?agency_code=USGS&site_no=11467002))" + "([11467000](https://waterdata.usgs.gov/nwis/inventory?agency_code=USGS&site_no=11467000))" ] }, { @@ -464,13 +475,21 @@ { "cell_type": "code", "execution_count": null, - "id": "1c75bbc4", + "id": "09e9daf8-c419-4ff8-9ca2-dc53f38b2c27", "metadata": {}, "outputs": [], "source": [ "tdf = df[df.site_no == unique_sites[-1]]\n", - "dfx = df[df.site_no == unique_sites[0]]\n", - "\n", + "dfx = df[df.site_no == unique_sites[0]]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3a8c3a87-3919-44f1-9b98-06e022606a05", + "metadata": {}, + "outputs": [], + "source": [ "dfm = pd.merge(dfx, tdf, how=\"outer\", left_index=True, right_index=True)\n", "dfm" ] @@ -535,7 +554,7 @@ "metadata": {}, "outputs": [], "source": [ - "info" + "info.head()" ] }, { @@ -610,7 +629,8 @@ "# now let's plot up discharge from 2018 - 2023\n", "dfplt = df2[(df2[\"year\"] >= 2018) & (df2[\"year\"] <= 2023)]\n", "ax = dfplt[\"russian_r_af\"].plot()\n", - "ax.set_yscale(\"log\")\n" + "ax.set_yscale(\"log\")\n", + "ax.set_ylabel(\"Q, in acre-ft per day\");\n" ] }, { @@ -620,7 +640,7 @@ "source": [ "## Class exercise 2:\n", "\n", - "Using the methods described in the notebook. Convert the discharge for `\"austin_c\"` from $\\frac{ft^3}{s}$ acre-ft by adding two additional fields to `df2` named `\"austin_c_cfs\"` and `\"austin_c_af\"`. \n", + "Using the methods described in the notebook. Convert the discharge for `\"austin_c\"` from $\\frac{ft^3}{s}$ acre-ft by adding two additional fields to `df2` named `\"austin_c_cfd\"` and `\"austin_c_af\"`. \n", "\n", "After these two fields have been added to df2 use boolean indexing to create a new dataframe from 2015 through 2020. Finally plot the discharge data (in acre-ft) for \"austin_cr\".\n", "\n", @@ -709,9 +729,9 @@ "id": "bb5edf3c", "metadata": {}, "source": [ - "### Joining two `DataFrames` with an inner join\n", + "### Merging two `DataFrames` with an inner join\n", "\n", - "Inner joins can be made in pandas with the `merge()` method. As inner join, joins two dataframes on a common key or values, when a key or value exists in one dataframe, but not the other that row of data will be excluded from the joined dataframe. \n", + "Inner joins can be made in pandas with the `merge()` method. An \"inner join\" joins two dataframes on a common key or values; when a key or value exists in one dataframe, but not the other, that row of data will be excluded from the joined dataframe. \n", "\n", "There are a number of other ways to join dataframes in pandas. Detailed examples and discussion of the different merging methods can be found [here](https://realpython.com/pandas-merge-join-and-concat/)" ] @@ -723,7 +743,7 @@ "metadata": {}, "outputs": [], "source": [ - "df_merged = pd.merge(df_mean_day, df_mean_clim, on=[\"day_of_year\",])\n", + "df_merged = pd.merge(df_mean_day, df_mean_clim, how=\"inner\", on=[\"day_of_year\",])\n", "df_merged.head()" ] }, @@ -747,12 +767,127 @@ "This starts to make a little more sense! We can see that this area gets most of it's precipitation in the winter and early spring. The evapotranspiration curve shows what we'd expect: that there is more evapotranspiration in the summer than the winter. " ] }, + { + "cell_type": "markdown", + "id": "030f53cb-8a5f-4f38-81c4-13a5d2f6ef7c", + "metadata": {}, + "source": [ + "## Stepping back for a minute: exploring Merge and Concat\n", + "\n", + "Merge and concat are very powerful and important methods for combining pandas DataFrames (and later geopandas GeoDataFrames). This section takes a moment, as an aside to explore some of the common funtions and options for performing merges and concatenation. \n" + ] + }, + { + "cell_type": "markdown", + "id": "eb30db38-1b8c-484d-902e-5eed7646cd82", + "metadata": {}, + "source": [ + "### The `merge` method\n", + "\n", + "Pandas `merge` method allows the user to join two dataframes based on column values. There are a few methods that can be used to control the type of merge and the result.\n", + "\n", + " - `inner`: operates as a intersection of the data and keeps rows from both dataframes if the row has a matching key in both dataframes.\n", + " - `outer`: operates as a union and joins all rows from both dataframes, fills columns with nan where data is not available for a row.\n", + " - `left`: keeps all rows from the 'left' dataframe and joins columns from the right\n", + " - `right`: keeps all rows from the 'right' dataframe and joins columns from the left" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "dbc476a4-6020-49fd-b359-411c82743cfd", + "metadata": {}, + "outputs": [], + "source": [ + "ex0 = {\n", + " \"name\": [], \n", + " \"childhood_dream_job\": []\n", + "}\n", + "ex1 = {\n", + " \"name\": [],\n", + " \"age\": []\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "07567f8d-55a2-446e-8cff-6721171074cd", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "41ac4c64-968d-4292-8d7d-cd35a7df832d", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "45078737-0ae2-4a62-b9e4-856c8585b625", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b0952c4b-272f-4d3b-93ed-b85fc420ed4e", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "markdown", + "id": "7a78757b-d72b-42c0-8b4d-8574edb733b3", + "metadata": {}, + "source": [ + "### The `concat` method\n", + "\n", + "Pandas `concat` method allows the user to concatenate dataframes together" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e76bb61a-8ad8-45c1-aedd-7c6145afef63", + "metadata": {}, + "outputs": [], + "source": [ + "gw = info[info.site_tp_cd == \"GW\"]\n", + "sw = info[info.site_tp_cd == \"ST\"]\n", + "sw = sw[list(sw)[0:8]]\n", + "sw.head()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "30bd0b91-9d40-49c4-bab3-04275f962aa3", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "markdown", + "id": "be67c555-75f9-4cbf-8a06-7fd36bfe6385", + "metadata": {}, + "source": [ + "## Back to working with our climate and stream data" + ] + }, { "cell_type": "markdown", "id": "0b486148", "metadata": {}, "source": [ - "Is there anything else we can look at that might give us more insights into this basin? Let's try looking at long term, yearly trends to see what's there." + "Is there anything else we can look at that might give us more insights into this basin? \n", + "\n", + "Let's try looking at long term, yearly trends to see what's there." ] }, { @@ -766,9 +901,9 @@ "for dstr in df_cimis.Date.values:\n", " mo, d, yr = [int(i) for i in dstr.split(\"/\")]\n", " if mo < 10:\n", - " year.append(yr - 1)\n", - " else:\n", " year.append(yr)\n", + " else:\n", + " year.append(yr + 1)\n", "df_cimis[\"year\"] = year\n", "df_cimis.head()" ] @@ -796,7 +931,7 @@ "\n", "```python\n", " \n", - " agdf = df2.groupby(by=[\"day_of_year\"], as_index=False)[\"austin_c_af\"].aggregate([np.min, np.max, np.mean, np.std])\n", + " agdf = df2.groupby(by=[\"day_of_year\"], as_index=False)[\"austin_c_af\"].aggregate([\"min\", \"max\", \"mean\", \"std\"])\n", "```\n", "\n", "And would return a dataframe grouped by the day of year and take the min, max, mean, and standard deviation of these data." @@ -815,7 +950,7 @@ " - `df2` and `df_cimis` are the dataframes these operations should be performed on \n", " - use `.groupby()` to group by the year and do `precip` and `ETo` in separate groupby routines\n", " - rename the columns in the ETo aggregated dataframe and the Precip dataframe to `mean_et`, `std_et`, `mean_precip`, `std_precip`\n", - " - `np.mean` and `np.std` can be used to calculate mean and std flows \n", + " - `mean` and `std` can be used to calculate mean and std flows \n", " \n", "Name your final joined dataframe `df_yearly`" ] @@ -843,7 +978,7 @@ "metadata": {}, "outputs": [], "source": [ - "df_y_flow = df2.groupby(by=[\"year\"], as_index=False)[\"russian_r_af\"].aggregate([np.mean, np.std])\n", + "df_y_flow = df2.groupby(by=[\"year\"], as_index=False)[\"russian_r_af\"].aggregate([\"mean\", \"std\"])\n", "\n", "fig = plt.figure(figsize=(12,4))\n", "\n", @@ -1000,7 +1135,7 @@ " streamflow baseflow separation\n", "\n", " T : int\n", - " number of recursive filtering passes to apply to the data\n", + " number of filtering passes to apply to the data\n", "\n", " enforce : bool\n", " enforce physical constraint of baseflow less than measured flow\n", @@ -1257,11 +1392,11 @@ "source": [ "## Class exercise 5: setting data\n", "\n", - "The russian river discharge in cubic feet per day highly variable and represented by large numbers. To make this data easier to read and plot, update it to a log10 representation.\n", + "1) The russian river discharge in cubic feet per day highly variable and represented by large numbers. To make this data easier to read and plot, update it to a log10 representation.\n", "\n", - "Then use either a location or position based method to change the value in austin_c on 10-4-1939 to 0.\n", + "2) Then use either a location or position based method to change the value in austin_c on 10-4-1939 to 0.\n", "\n", - "Finally display the first 5 records in the notebook." + "3) Finally display the first 5 records in the notebook." ] }, { @@ -1317,7 +1452,7 @@ "source": [ "#### Now we're going to detrend the data\n", "\n", - "But first let's also set the water year by date on this dataframe and drop the single nan value from the dataframe" + "But first let's also set the water year by date on this dataframe and drop nan values from the dataframe" ] }, { @@ -1527,6 +1662,18 @@ "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.11" } }, "nbformat": 4, diff --git a/notebooks/part0_python_intro/data/pandas/RR_gage_data.csv b/notebooks/part0_python_intro/data/pandas/RR_gage_data.csv index 9453815e..6ea2216b 100644 --- a/notebooks/part0_python_intro/data/pandas/RR_gage_data.csv +++ b/notebooks/part0_python_intro/data/pandas/RR_gage_data.csv @@ -40766,84 +40766,84 @@ datetime,site_no,00060_Mean,00060_Mean_cd 2023-11-20 00:00:00+00:00,11467200,22.7,A 2023-11-20 00:00:00+00:00,11467000,391.0,A 2023-11-21 00:00:00+00:00,11467000,347.0,A -2023-11-21 00:00:00+00:00,11467200,15.1,P -2023-11-22 00:00:00+00:00,11467200,12.0,P -2023-11-22 00:00:00+00:00,11467000,333.0,P -2023-11-23 00:00:00+00:00,11467200,10.4,P -2023-11-23 00:00:00+00:00,11467000,328.0,P -2023-11-24 00:00:00+00:00,11467200,9.06,P -2023-11-24 00:00:00+00:00,11467000,321.0,P -2023-11-25 00:00:00+00:00,11467200,7.97,P -2023-11-25 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a/notebooks/part0_python_intro/data/pandas/RussianRiverGWsites.csv +++ b/notebooks/part0_python_intro/data/pandas/RussianRiverGWsites.csv @@ -1,4 +1,6 @@ agency_cd,site_no,station_nm,site_tp_cd,lat_va,long_va,dec_lat_va,dec_long_va,coord_meth_cd,coord_acy_cd,coord_datum_cd,dec_coord_datum_cd,district_cd,state_cd,county_cd,country_cd,land_net_ds,map_nm,map_scale_fc,alt_va,alt_meth_cd,alt_acy_va,alt_datum_cd,huc_cd,basin_cd,topo_cd,instruments_cd,construction_dt,inventory_dt,drain_area_va,contrib_drain_area_va,tz_cd,local_time_fg,reliability_cd,gw_file_cd,nat_aqfr_cd,aqfr_cd,aqfr_type_cd,well_depth_va,hole_depth_va,depth_src_cd,project_no +USGS,382713123030401,007N011W14NU01M,GW,382712.5,1230303.5,38.45347222,-123.05097222,G,5,NAD83,NAD83,6,6,97,US,L 2 S14 T007N R011W,"DUNCANS MILLS, CA",24000.0,8.0,N,4.3,NAVD88,180101100904,,F,NNNNNNNNNNNNNNNNNNNNNNNNNNNNNN,,20170505.0,,,PST,Y,C,YY Y,,,,81.7,,S,GGMC200 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CA",24000.0,58.0,N,1.6,NAVD88,18010110,,V,NNNNNNNNNNNNNNNNNNNNNNNNNNNNNN,19860930.0,20040913.0,,,PST,Y,C,YY,N100CACSTL,,,80.0,80.0,D,9677BHM32 @@ -6,4 +8,5 @@ USGS,383003122540401,008N009W31C003M,GW,383003.3,1225404.4,38.50091667,-122.9012 USGS,383003122540402,008N009W31C004M,GW,383003.3,1225404.4,38.50091667,-122.9012222,G,1,NAD83,NAD83,6,6,97,US, S00 T08N R09W M,"GUERNEVILLE, CA",24000.0,48.0,N,1.6,NAVD88,18010110,,,NNNNNNNNNNNNNNNNNNNNNNNNNNNNNN,,20040916.0,,,PST,Y,C,Y,N100CACSTL,,,,,,967760420 USGS,383003122540403,008N009W31C005M,GW,383003.3,1225404.4,38.50091667,-122.9012222,G,1,NAD83,NAD83,6,6,97,US, S00 T08N R09W M,"GUERNEVILLE, CA",24000.0,48.0,N,1.6,NAVD88,18010110,,G,NNNNNNNNNNNNNNNNNNNNNNNNNNNNNN,,20040916.0,,,PST,Y,C,YY Y,N100CACSTL,,,25.0,,S,967760420 USGS,383016123041101,008N011W27N001M,GW,383016.3,1230411.0,38.50452778,-123.0697222,G,5,NAD83,NAD83,6,6,97,US, S27 T08N R11W M,"CAZADERO, 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USGS,11467002,RUSSIAN R A JOHNSONS BEACH A GUERNEVILLE CA,ST,382958.0,1225950.0,38.49935758,-122.9983325,M,F,NAD27,NAD83,6,6,97,US, NENWS32 T08N R10W,CAMP MEEKER,24000.0,8.79,L,0.1,NGVD29,18010110,,,NNNNYNNNNNNNNNNNNNNNNNNNNNNNNN,,,1353.0,,PST,Y,,NNNNNNNN,,,,,,,967760420 USGS,11467006,RUSSIAN R A VACATION BEACH CA,ST,382903.0,1230041.0,38.48408015,-123.0124997,M,F,NAD27,NAD83,6,6,97,US,,DUNCAN MILLS,24000.0,2.0,M,20.0,NGVD29,18010110,,,NNNNNNNNNNNNNNNNNNNNNNNNNNNNNN,,,1371.0,,PST,Y,,NNNNNNNN,,,,,,,967760420 USGS,11467050,BIG AUSTIN C A CAZADERO CA,ST,383215.0,1230518.0,38.5374126,-123.0894468,M,F,NAD27,NAD83,6,6,97,US,,,,,,,,18010110,,,NNNNNNNNNNNNNNNNNNNNNNNNNNNNNN,,,26.6,,PST,Y,,NNNNNNNN,,,,,,, -USGS,11467200,AUSTIN C NR CAZADERO CA,ST,383024.0,1230407.0,38.5065797,-123.0697239,M,S,NAD27,NAD83,6,6,97,US, NESWS27 T08N R11W,CAZADERO,24000.0,40.0,M,20.0,NGVD29,18010110,,,NNNNYNNNNNNNNNNNNNNNNNNNNNNNNN,,,62.8,,PST,Y,,NNNNNNNN,,,,,,,967700102 +USGS,11467200,AUSTIN C NR CAZADERO 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+USGS,382713123030403,007N011W14NU03M,GW,382712.5,1230303.5,38.45347222,-123.05097222,G,5,NAD83,NAD83,6,6,97,US,L 2 S14 T007N R011W,"DUNCANS MILLS, CA",24000.0,8.0,N,4.3,NAVD88,180101100904,,F,NNNNNNNNNNNNNNNNNNNNNNNNNNNNNN,,20170505.0,,,PST,Y,C,YY Y,,,,32.56,,S,GGMC200 USGS,382752123003401,DUTCH BILL C A MONTE RIO CA,ST,382752.0,1230034.0,38.46444444,-123.0094444,G,U,NAD83,NAD83,6,6,97,US,,DUNCANS MILLS,24000.0,45.0,M,20.0,NGVD29,18010110,,,NNNNNNNNNNNNNNNNNNNNNNNNNNNNNN,,,,,PST,Y,,,,,,,,,967760420 USGS,382754123030501,RUSSIAN R A CASINI RANCH NR DUNCANS MILLS CA,ST,382754.0,1230305.0,38.465,-123.0513889,G,F,NAD83,NAD83,6,6,97,US,,DUNCAN MILLS,24000.0,5.0,M,20.0,NGVD29,18010110,,,NNNNNNNNNNNNNNNNNNNNNNNNNNNNNN,,,,,PST,Y,,,,,,,,,967760420 USGS,382757123003801,RUSSIAN R A MONTE RIO CA,ST,382757.0,1230038.0,38.4658333,-123.0105556,G,F,NAD83,NAD83,6,6,97,US,,DUNCAN MILLS,24000.0,5.0,M,20.0,NGVD29,18010110,,,NNNNNNNNNNNNNNNNNNNNNNNNNNNNNN,,,,,PST,Y,,,,,,,,,967760420 @@ -22,5 +24,6 @@ USGS,383006123000601,FIFE C A GUERNEVILLE CA,ST,383006.0,1230006.0,38.50166667,- USGS,383009122543001,GREEN VALLEY C NR MIRABEL HEIGHTS CA,ST,383009.0,1225430.0,38.5025,-122.9083333,G,U,NAD83,NAD83,6,6,97,US,,GUERNEVILLE,24000.0,71.0,M,20.0,NGVD29,18010110,,,NNNNNNNNNNNNNNNNNNNNNNNNNNNNNN,,,,,PST,Y,,,,,,,,,967760420 USGS,383012122574501,RUSSIAN R A ODD FELLOWS PARK NR RIO NIDO CA,ST,383012.0,1225745.0,38.5033333,-122.9625,G,F,NAD83,NAD83,6,6,97,US,,GUERNEVILLE,24000.0,40.0,M,20.0,NGVD29,18010110,,,NNNNNNNNNNNNNNNNNNNNNNNNNNNNNN,,,,,PST,Y,,,,,,,,,967760420 USGS,383016123041101,008N011W27N001M,GW,383016.3,1230411.0,38.50452778,-123.0697222,G,5,NAD83,NAD83,6,6,97,US, S27 T08N R11W M,"CAZADERO, CA",24000.0,63.0,N,1.6,NAVD88,18010110,,U,NNNNNNNNNNNNNNNNNNNNNNNNNNNNNN,19840625.0,20120719.0,,,PST,Y,C,YY Y,,,,30.0,30.0,D,00BHM8187 +USGS,383017122580301,008N010W28RU01M,GW,383017.4,1225802.5,38.50483333,-122.96736111,G,5,NAD83,NAD83,6,6,97,US,SESES28 T08N R10W M,"GUERNEVILLE, CA",24000.0,45.0,N,4.3,NAVD88,180101100903,,F,NNNNNNNNNNNNNNNNNNNNNNNNNNNNNN,19830926.0,20170504.0,,,PST,Y,C,YY,,,,98.0,107.0,D, USGS,383028122554501,HOBSON C NR HACIENDA CA,ST,383028.0,1225545.0,38.50777778,-122.9291667,G,U,NAD83,NAD83,6,6,97,US,,GUERNEVILLE,24000.0,60.0,M,20.0,NGVD29,18010110,,,NNNNNNNNNNNNNNNNNNNNNNNNNNNNNN,,,,,PST,Y,,,,,,,,,967760420 USGS,383034122590701,008N010W29H004M,GW,383034.4,1225907.9,38.50955556,-122.9855278,G,5,NAD83,NAD83,6,6,97,US, SENES29 T08N R10W M,"GUERNEVILLE, CA",24000.0,43.0,N,1.6,NAVD88,18010110,,,NNNNNNNNNNNNNNNNNNNNNNNNNNNNNN,19941201.0,20040913.0,,,PST,Y,C,YY Y,N100CACSTL,,,99.0,110.0,D,9677BHM32 diff --git a/notebooks/part0_python_intro/solutions/02_Namespace_objects_modules_packages__solution.ipynb b/notebooks/part0_python_intro/solutions/02_Namespace_objects_modules_packages__solution.ipynb index a814cb64..56026e8b 100644 --- a/notebooks/part0_python_intro/solutions/02_Namespace_objects_modules_packages__solution.ipynb +++ b/notebooks/part0_python_intro/solutions/02_Namespace_objects_modules_packages__solution.ipynb @@ -60,6 +60,34 @@ "Also, by importing `this`, it actually executed some code (printing out the Zen of Python). This means Python knew where to find a module called `this` and executed it upon import." ] }, + { + "cell_type": "markdown", + "id": "a79b88db-bb2a-466b-a57e-421dc70630fe", + "metadata": {}, + "source": [ + "Let's try another easter egg, just for fun." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "54de4fff-549e-4629-8530-dbde2280d27b", + "metadata": {}, + "outputs": [], + "source": [ + "import antigravity" + ] + }, + { + "cell_type": "markdown", + "id": "1a40bb38-ed9d-453a-bf28-ce12147aa678", + "metadata": {}, + "source": [ + "The goal of this notebook is to provide students with the skills needed to create resuable functions, objects, and python moduldes. \n", + "\n", + "By the end of this notebook the student will have the skills required to create a complex object in a seperate python script, import it's functionality into this notebook, and be able to work with it here." + ] + }, { "cell_type": "markdown", "id": "ccff90ef", @@ -1638,7 +1666,9 @@ "source": [ "We can even overload other operators like `__add__` which will control what happens when this object is added to another.\n", "\n", - "A complete list of which special methods and operators can be overloaded is found [here](https://docs.python.org/3.9/reference/datamodel.html#special-method-names)." + "A complete list of which special methods and operators can be overloaded is found [here](https://docs.python.org/3.9/reference/datamodel.html#special-method-names).\n", + "\n", + "A short list of standard operators for mathematical functions can be found [here](https://docs.python.org/3/library/operator.html)." ] }, { @@ -2378,7 +2408,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.7" + "version": "3.12.3" } }, "nbformat": 4, diff --git a/notebooks/part0_python_intro/solutions/08_pandas.ipynb b/notebooks/part0_python_intro/solutions/08_pandas.ipynb index 852b91cc..243e4e0c 100644 --- a/notebooks/part0_python_intro/solutions/08_pandas.ipynb +++ b/notebooks/part0_python_intro/solutions/08_pandas.ipynb @@ -24,7 +24,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "id": "3b885ca2", "metadata": {}, "outputs": [], @@ -52,221 +52,25 @@ }, { "cell_type": "code", - "execution_count": 2, - "id": "54ae9a40", + "execution_count": null, + "id": "6d6d2451-5c5d-43ea-81d4-7daf3e757ad5", "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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agency_cdsite_nostation_nmsite_tp_cdlat_valong_vadec_lat_vadec_long_vacoord_meth_cdcoord_acy_cd...local_time_fgreliability_cdgw_file_cdnat_aqfr_cdaqfr_cdaqfr_type_cdwell_depth_vahole_depth_vadepth_src_cdproject_no
20USGS383009122543001GREEN VALLEY C NR MIRABEL HEIGHTS CAST383009.01225430.038.502500-122.908333GU...YNaNNaNNaNNaNNaNNaNNaNNaN967760420
21USGS383012122574501RUSSIAN R A ODD FELLOWS PARK NR RIO NIDO CAST383012.01225745.038.503333-122.962500GF...YNaNNaNNaNNaNNaNNaNNaNNaN967760420
22USGS383016123041101008N011W27N001MGW383016.31230411.038.504528-123.069722G5...YCYY YNaNNaNNaN30.030.0D00BHM8187
23USGS383028122554501HOBSON C NR HACIENDA CAST383028.01225545.038.507778-122.929167GU...YNaNNaNNaNNaNNaNNaNNaNNaN967760420
24USGS383034122590701008N010W29H004MGW383034.41225907.938.509556-122.985528G5...YCYY YN100CACSTLNaNNaN99.0110.0D9677BHM32
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5 rows × 42 columns

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" - ], - "text/plain": [ - " agency_cd site_no station_nm \\\n", - "20 USGS 383009122543001 GREEN VALLEY C NR MIRABEL HEIGHTS CA \n", - "21 USGS 383012122574501 RUSSIAN R A ODD FELLOWS PARK NR RIO NIDO CA \n", - "22 USGS 383016123041101 008N011W27N001M \n", - "23 USGS 383028122554501 HOBSON C NR HACIENDA CA \n", - "24 USGS 383034122590701 008N010W29H004M \n", - "\n", - " site_tp_cd lat_va long_va dec_lat_va dec_long_va coord_meth_cd \\\n", - "20 ST 383009.0 1225430.0 38.502500 -122.908333 G \n", - "21 ST 383012.0 1225745.0 38.503333 -122.962500 G \n", - "22 GW 383016.3 1230411.0 38.504528 -123.069722 G \n", - "23 ST 383028.0 1225545.0 38.507778 -122.929167 G \n", - "24 GW 383034.4 1225907.9 38.509556 -122.985528 G \n", - "\n", - " coord_acy_cd ... local_time_fg reliability_cd gw_file_cd nat_aqfr_cd \\\n", - "20 U ... Y NaN NaN NaN \n", - "21 F ... Y NaN NaN NaN \n", - "22 5 ... Y C YY Y NaN \n", - "23 U ... Y NaN NaN NaN \n", - "24 5 ... Y C YY Y N100CACSTL \n", - "\n", - " aqfr_cd aqfr_type_cd well_depth_va hole_depth_va depth_src_cd project_no \n", - "20 NaN NaN NaN NaN NaN 967760420 \n", - "21 NaN NaN NaN NaN NaN 967760420 \n", - "22 NaN NaN 30.0 30.0 D 00BHM8187 \n", - "23 NaN NaN NaN NaN NaN 967760420 \n", - "24 NaN NaN 99.0 110.0 D 9677BHM32 \n", - "\n", - "[5 rows x 42 columns]" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "info.tail()" ] }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "id": "40ec8e5e", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "RangeIndex(start=0, stop=25, step=1)\n" - ] - } - ], + "outputs": [], "source": [ "# print the index names\n", "print(info.index)" @@ -758,29 +140,10 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "id": "7a1c0d8a", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Index(['agency_cd', 'site_no', 'station_nm', 'site_tp_cd', 'lat_va', 'long_va',\n", - " 'dec_lat_va', 'dec_long_va', 'coord_meth_cd', 'coord_acy_cd',\n", - " 'coord_datum_cd', 'dec_coord_datum_cd', 'district_cd', 'state_cd',\n", - " 'county_cd', 'country_cd', 'land_net_ds', 'map_nm', 'map_scale_fc',\n", - " 'alt_va', 'alt_meth_cd', 'alt_acy_va', 'alt_datum_cd', 'huc_cd',\n", - " 'basin_cd', 'topo_cd', 'instruments_cd', 'construction_dt',\n", - " 'inventory_dt', 'drain_area_va', 'contrib_drain_area_va', 'tz_cd',\n", - " 'local_time_fg', 'reliability_cd', 'gw_file_cd', 'nat_aqfr_cd',\n", - " 'aqfr_cd', 'aqfr_type_cd', 'well_depth_va', 'hole_depth_va',\n", - " 'depth_src_cd', 'project_no'],\n", - " dtype='object')\n", - "['agency_cd', 'site_no', 'station_nm', 'site_tp_cd', 'lat_va', 'long_va', 'dec_lat_va', 'dec_long_va', 'coord_meth_cd', 'coord_acy_cd', 'coord_datum_cd', 'dec_coord_datum_cd', 'district_cd', 'state_cd', 'county_cd', 'country_cd', 'land_net_ds', 'map_nm', 'map_scale_fc', 'alt_va', 'alt_meth_cd', 'alt_acy_va', 'alt_datum_cd', 'huc_cd', 'basin_cd', 'topo_cd', 'instruments_cd', 'construction_dt', 'inventory_dt', 'drain_area_va', 'contrib_drain_area_va', 'tz_cd', 'local_time_fg', 'reliability_cd', 'gw_file_cd', 'nat_aqfr_cd', 'aqfr_cd', 'aqfr_type_cd', 'well_depth_va', 'hole_depth_va', 'depth_src_cd', 'project_no']\n" - ] - } - ], + "outputs": [], "source": [ "# print the column names\n", "print(info.columns)\n", @@ -799,299 +162,10 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "id": "f86033a1", "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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lat_valong_vadec_lat_vadec_long_vadistrict_cdstate_cdcounty_cdmap_scale_fcalt_vaalt_acy_vahuc_cdbasin_cdconstruction_dtinventory_dtdrain_area_vacontrib_drain_area_vaaqfr_cdaqfr_type_cdwell_depth_vahole_depth_va
count25.0000002.500000e+0125.00000025.00000025.025.025.022.023.00000023.00000025.00.05.000000e+008.000000e+006.0000000.00.00.06.0000005.000000
mean382930.7160001.227999e+0638.490956-122.9897986.06.097.024000.044.04043511.86565218010110.0NaN1.988489e+072.006084e+07935.400000NaNNaNNaN59.16666770.400000
std129.5491822.349959e+030.0212260.0603060.00.00.00.041.4493159.4921860.0NaN5.202210e+043.689536e+04691.350481NaNNaNNaN37.43483242.435834
min382701.0000001.225404e+0638.450278-123.0894476.06.097.024000.02.0000000.01000018010110.0NaN1.984061e+072.004091e+0726.600000NaNNaNNaN22.00000022.000000
25%382815.0000001.225545e+0638.470833-123.0461116.06.097.024000.021.5700001.60000018010110.0NaN1.984062e+072.004091e+07381.600000NaNNaNNaN26.25000030.000000
50%383001.9000001.230006e+0638.500528-123.0016676.06.097.024000.043.00000020.00000018010110.0NaN1.986093e+072.004092e+071345.500000NaNNaNNaN55.00000080.000000
75%383012.0000001.230246e+0638.503333-122.9291676.06.097.024000.048.00000020.00000018010110.0NaN1.994110e+072.006082e+071366.500000NaNNaNNaN94.250000110.000000
max383215.0000001.230518e+0638.537413-122.9012226.06.097.024000.0211.00000020.00000018010110.0NaN1.994120e+072.012072e+071461.000000NaNNaNNaN99.000000110.000000
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" - ], - "text/plain": [ - " lat_va long_va dec_lat_va dec_long_va district_cd \\\n", - "count 25.000000 2.500000e+01 25.000000 25.000000 25.0 \n", - "mean 382930.716000 1.227999e+06 38.490956 -122.989798 6.0 \n", - "std 129.549182 2.349959e+03 0.021226 0.060306 0.0 \n", - "min 382701.000000 1.225404e+06 38.450278 -123.089447 6.0 \n", - "25% 382815.000000 1.225545e+06 38.470833 -123.046111 6.0 \n", - "50% 383001.900000 1.230006e+06 38.500528 -123.001667 6.0 \n", - "75% 383012.000000 1.230246e+06 38.503333 -122.929167 6.0 \n", - "max 383215.000000 1.230518e+06 38.537413 -122.901222 6.0 \n", - "\n", - " state_cd county_cd map_scale_fc alt_va alt_acy_va huc_cd \\\n", - "count 25.0 25.0 22.0 23.000000 23.000000 25.0 \n", - "mean 6.0 97.0 24000.0 44.040435 11.865652 18010110.0 \n", - "std 0.0 0.0 0.0 41.449315 9.492186 0.0 \n", - "min 6.0 97.0 24000.0 2.000000 0.010000 18010110.0 \n", - "25% 6.0 97.0 24000.0 21.570000 1.600000 18010110.0 \n", - "50% 6.0 97.0 24000.0 43.000000 20.000000 18010110.0 \n", - "75% 6.0 97.0 24000.0 48.000000 20.000000 18010110.0 \n", - "max 6.0 97.0 24000.0 211.000000 20.000000 18010110.0 \n", - "\n", - " basin_cd construction_dt inventory_dt drain_area_va \\\n", - "count 0.0 5.000000e+00 8.000000e+00 6.000000 \n", - "mean NaN 1.988489e+07 2.006084e+07 935.400000 \n", - "std NaN 5.202210e+04 3.689536e+04 691.350481 \n", - "min NaN 1.984061e+07 2.004091e+07 26.600000 \n", - "25% NaN 1.984062e+07 2.004091e+07 381.600000 \n", - "50% NaN 1.986093e+07 2.004092e+07 1345.500000 \n", - "75% NaN 1.994110e+07 2.006082e+07 1366.500000 \n", - "max NaN 1.994120e+07 2.012072e+07 1461.000000 \n", - "\n", - " contrib_drain_area_va aqfr_cd aqfr_type_cd well_depth_va \\\n", - "count 0.0 0.0 0.0 6.000000 \n", - "mean NaN NaN NaN 59.166667 \n", - "std NaN NaN NaN 37.434832 \n", - "min NaN NaN NaN 22.000000 \n", - "25% NaN NaN NaN 26.250000 \n", - "50% NaN NaN NaN 55.000000 \n", - "75% NaN NaN NaN 94.250000 \n", - "max NaN NaN NaN 99.000000 \n", - "\n", - " hole_depth_va \n", - "count 5.000000 \n", - "mean 70.400000 \n", - "std 42.435834 \n", - "min 22.000000 \n", - "25% 30.000000 \n", - "50% 80.000000 \n", - "75% 110.000000 \n", - "max 110.000000 " - ] - }, - "execution_count": 7, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "info.describe()" ] @@ -1110,46 +184,10 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "id": "1e4d13e4", "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "0 11467000\n", - "1 11467002\n", - "2 11467006\n", - "3 11467050\n", - "4 11467200\n", - "5 11467210\n", - "6 382701123025801\n", - "7 382752123003401\n", - "8 382754123030501\n", - "9 382757123003801\n", - "10 382808122565401\n", - "11 382815123024601\n", - "12 382819123010001\n", - "13 382944123002901\n", - "14 382955122594101\n", - "15 383001122540701\n", - "16 383003122540401\n", - "17 383003122540402\n", - "18 383003122540403\n", - "19 383006123000601\n", - "20 383009122543001\n", - "21 383012122574501\n", - "22 383016123041101\n", - "23 383028122554501\n", - "24 383034122590701\n", - "Name: site_no, dtype: object" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "# get a series of site numbers by key\n", "info[\"site_no\"]" @@ -1157,46 +195,10 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": null, "id": "daff4fea", "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "0 RUSSIAN R A HACIENDA BRIDGE NR GUERNEVILLE CA\n", - "1 RUSSIAN R A JOHNSONS BEACH A GUERNEVILLE CA\n", - "2 RUSSIAN R A VACATION BEACH CA\n", - "3 BIG AUSTIN C A CAZADERO CA\n", - "4 AUSTIN C NR CAZADERO CA\n", - "5 RUSSIAN R A DUNCANS MILLS CA\n", - "6 FREEZEOUT C NR DUNCANS MILLS CA\n", - "7 DUTCH BILL C A MONTE RIO CA\n", - "8 RUSSIAN R A CASINI RANCH NR DUNCANS MILLS CA\n", - "9 RUSSIAN R A MONTE RIO CA\n", - "10 007N010W10H001M\n", - "11 AUSTIN C NR DUNCANS MILLS CA\n", - "12 007N010W07D001M\n", - "13 HULBERT C NR GUERNEVILLE CA\n", - "14 POCKET CYN C A GUERNEVILLE CA\n", - "15 008N009W31C002M\n", - "16 008N009W31C003M\n", - "17 008N009W31C004M\n", - "18 008N009W31C005M\n", - "19 FIFE C A GUERNEVILLE CA\n", - "20 GREEN VALLEY C NR MIRABEL HEIGHTS CA\n", - "21 RUSSIAN R A ODD FELLOWS PARK NR RIO NIDO CA\n", - "22 008N011W27N001M\n", - "23 HOBSON C NR HACIENDA CA\n", - "24 008N010W29H004M\n", - "Name: station_nm, dtype: object" - ] - }, - "execution_count": 9, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "# get station names by attribute\n", "info.station_nm" @@ -1212,34 +214,10 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "id": "d98d409c", "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "array(['RUSSIAN R A HACIENDA BRIDGE NR GUERNEVILLE CA',\n", - " 'RUSSIAN R A JOHNSONS BEACH A GUERNEVILLE CA',\n", - " 'RUSSIAN R A VACATION BEACH CA', 'BIG AUSTIN C A CAZADERO CA',\n", - " 'AUSTIN C NR CAZADERO CA', 'RUSSIAN R A DUNCANS MILLS CA',\n", - " 'FREEZEOUT C NR DUNCANS MILLS CA', 'DUTCH BILL C A MONTE RIO CA',\n", - " 'RUSSIAN R A CASINI RANCH NR DUNCANS MILLS CA',\n", - " 'RUSSIAN R A MONTE RIO CA', '007N010W10H001M',\n", - " 'AUSTIN C NR DUNCANS MILLS CA', '007N010W07D001M',\n", - " 'HULBERT C NR GUERNEVILLE CA', 'POCKET CYN C A GUERNEVILLE CA',\n", - " '008N009W31C002M', '008N009W31C003M', '008N009W31C004M',\n", - " '008N009W31C005M', 'FIFE C A GUERNEVILLE CA',\n", - " 'GREEN VALLEY C NR MIRABEL HEIGHTS CA',\n", - " 'RUSSIAN R A ODD FELLOWS PARK NR RIO NIDO CA', '008N011W27N001M',\n", - " 'HOBSON C NR HACIENDA CA', '008N010W29H004M'], dtype=object)" - ] - }, - "execution_count": 10, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "info.station_nm.values" ] @@ -1256,64 +234,10 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": null, "id": "730501c2", "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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site_nostation_nmsite_tp_cd
011467000RUSSIAN R A HACIENDA BRIDGE NR GUERNEVILLE CAST
111467002RUSSIAN R A JOHNSONS BEACH A GUERNEVILLE CAST
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site_nostation_nmsite_tp_cd
011467000RUSSIAN R A HACIENDA BRIDGE NR GUERNEVILLE CAST
111467002RUSSIAN R A JOHNSONS BEACH A GUERNEVILLE CAST
211467006RUSSIAN R A VACATION BEACH CAST
311467050BIG AUSTIN C A CAZADERO CAST
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" - ], - "text/plain": [ - " site_no station_nm site_tp_cd\n", - "0 11467000 RUSSIAN R A HACIENDA BRIDGE NR GUERNEVILLE CA ST\n", - "1 11467002 RUSSIAN R A JOHNSONS BEACH A GUERNEVILLE CA ST\n", - "2 11467006 RUSSIAN R A VACATION BEACH CA ST\n", - "3 11467050 BIG AUSTIN C A CAZADERO CA ST" - ] - }, - "execution_count": 12, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "info.loc[0:3, [\"site_no\", \"station_nm\", \"site_tp_cd\"]]" ] @@ -1420,301 +276,10 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": null, "id": "24ea2d22", "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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agency_cdsite_nostation_nmsite_tp_cdlat_valong_vadec_lat_vadec_long_vacoord_meth_cdcoord_acy_cd...local_time_fgreliability_cdgw_file_cdnat_aqfr_cdaqfr_cdaqfr_type_cdwell_depth_vahole_depth_vadepth_src_cdproject_no
10USGS382808122565401007N010W10H001MGW382808.51225654.238.469028-122.948389G5...YCYY YNaNNaNNaN22.022.0D00BHM8187
12USGS382819123010001007N010W07D001MGW382819.91230100.838.472194-123.016889G5...YCYYN100CACSTLNaNNaN99.0110.0D9677BHM32
15USGS383001122540701008N009W31C002MGW383001.91225407.738.500528-122.902139G5...YCYYN100CACSTLNaNNaN80.080.0D9677BHM32
16USGS383003122540401008N009W31C003MGW383003.31225404.438.500917-122.901222G1...YCYY YN100CACSTLNaNNaNNaNNaNNaN967760420
17USGS383003122540402008N009W31C004MGW383003.31225404.438.500917-122.901222G1...YCYN100CACSTLNaNNaNNaNNaNNaN967760420
18USGS383003122540403008N009W31C005MGW383003.31225404.438.500917-122.901222G1...YCYY YN100CACSTLNaNNaN25.0NaNS967760420
22USGS383016123041101008N011W27N001MGW383016.31230411.038.504528-123.069722G5...YCYY YNaNNaNNaN30.030.0D00BHM8187
24USGS383034122590701008N010W29H004MGW383034.41225907.938.509556-122.985528G5...YCYY YN100CACSTLNaNNaN99.0110.0D9677BHM32
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8 rows × 42 columns

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agency_cdsite_nostation_nmsite_tp_cdlat_valong_vadec_lat_vadec_long_vacoord_meth_cdcoord_acy_cd...local_time_fgreliability_cdgw_file_cdnat_aqfr_cdaqfr_cdaqfr_type_cdwell_depth_vahole_depth_vadepth_src_cdproject_no
0USGS382808122565401007N010W10H001MGW382808.51225654.238.469028-122.948389G5...YCYY YNaNNaNNaN22.022.0D00BHM8187
1USGS382819123010001007N010W07D001MGW382819.91230100.838.472194-123.016889G5...YCYYN100CACSTLNaNNaN99.0110.0D9677BHM32
2USGS383001122540701008N009W31C002MGW383001.91225407.738.500528-122.902139G5...YCYYN100CACSTLNaNNaN80.080.0D9677BHM32
3USGS383003122540401008N009W31C003MGW383003.31225404.438.500917-122.901222G1...YCYY YN100CACSTLNaNNaNNaNNaNNaN967760420
4USGS383003122540402008N009W31C004MGW383003.31225404.438.500917-122.901222G1...YCYN100CACSTLNaNNaNNaNNaNNaN967760420
5USGS383003122540403008N009W31C005MGW383003.31225404.438.500917-122.901222G1...YCYY YN100CACSTLNaNNaN25.0NaNS967760420
6USGS383016123041101008N011W27N001MGW383016.31230411.038.504528-123.069722G5...YCYY YNaNNaNNaN30.030.0D00BHM8187
7USGS383034122590701008N010W29H004MGW383034.41225907.938.509556-122.985528G5...YCYY YN100CACSTLNaNNaN99.0110.0D9677BHM32
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8 rows × 42 columns

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agency_cdsite_nostation_nmsite_tp_cdlat_valong_vadec_lat_vadec_long_vacoord_meth_cdcoord_acy_cd...local_time_fgreliability_cdgw_file_cdnat_aqfr_cdaqfr_cdaqfr_type_cdwell_depth_vahole_depth_vadepth_src_cdproject_no
0USGS11467000RUSSIAN R A HACIENDA BRIDGE NR GUERNEVILLE CAST383031.01225536.038.508523-122.927774MF...YNaNNNNNNNNNNaNNaNNaNNaNNaNNaNNaN
1USGS11467002RUSSIAN R A JOHNSONS BEACH A GUERNEVILLE CAST382958.01225950.038.499358-122.998333MF...YNaNNNNNNNNNNaNNaNNaNNaNNaNNaN967760420.0
2USGS11467006RUSSIAN R A VACATION BEACH CAST382903.01230041.038.484080-123.012500MF...YNaNNNNNNNNNNaNNaNNaNNaNNaNNaN967760420.0
3USGS11467050BIG AUSTIN C A CAZADERO CAST383215.01230518.038.537413-123.089447MF...YNaNNNNNNNNNNaNNaNNaNNaNNaNNaNNaN
4USGS11467200AUSTIN C NR CAZADERO CAST383024.01230407.038.506580-123.069724MS...YNaNNNNNNNNNNaNNaNNaNNaNNaNNaN967700102.0
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5 rows × 42 columns

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" - ], - "text/plain": [ - " agency_cd site_no station_nm \\\n", - "0 USGS 11467000 RUSSIAN R A HACIENDA BRIDGE NR GUERNEVILLE CA \n", - "1 USGS 11467002 RUSSIAN R A JOHNSONS BEACH A GUERNEVILLE CA \n", - "2 USGS 11467006 RUSSIAN R A VACATION BEACH CA \n", - "3 USGS 11467050 BIG AUSTIN C A CAZADERO CA \n", - "4 USGS 11467200 AUSTIN C NR CAZADERO CA \n", - "\n", - " site_tp_cd lat_va long_va dec_lat_va dec_long_va coord_meth_cd \\\n", - "0 ST 383031.0 1225536.0 38.508523 -122.927774 M \n", - "1 ST 382958.0 1225950.0 38.499358 -122.998333 M \n", - "2 ST 382903.0 1230041.0 38.484080 -123.012500 M \n", - "3 ST 383215.0 1230518.0 38.537413 -123.089447 M \n", - "4 ST 383024.0 1230407.0 38.506580 -123.069724 M \n", - "\n", - " coord_acy_cd ... local_time_fg reliability_cd gw_file_cd nat_aqfr_cd \\\n", - "0 F ... Y NaN NNNNNNNN NaN \n", - "1 F ... Y NaN NNNNNNNN NaN \n", - "2 F ... Y NaN NNNNNNNN NaN \n", - "3 F ... Y NaN NNNNNNNN NaN \n", - "4 S ... Y NaN NNNNNNNN NaN \n", - "\n", - " aqfr_cd aqfr_type_cd well_depth_va hole_depth_va depth_src_cd project_no \n", - "0 NaN NaN NaN NaN NaN NaN \n", - "1 NaN NaN NaN NaN NaN 967760420.0 \n", - "2 NaN NaN NaN NaN NaN 967760420.0 \n", - "3 NaN NaN NaN NaN NaN NaN \n", - "4 NaN NaN NaN NaN NaN 967700102.0 \n", - "\n", - "[5 rows x 42 columns]" - ] - }, - "execution_count": 16, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "csv_name = data_path / \"RussianRiverSWsites.csv\"\n", "dfsw = info[info.site_tp_cd == \"ST\"]\n", @@ -2307,92 +374,10 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": null, "id": "edd1afbc", "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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site_no00060_Mean00060_Mean_cd
datetime
1939-10-01 00:00:00+00:0011467000185.0A, e
1939-10-02 00:00:00+00:0011467000185.0A, e
1939-10-03 00:00:00+00:0011467000185.0A, e
1939-10-04 00:00:00+00:0011467000185.0A, e
1939-10-05 00:00:00+00:0011467000185.0A, e
\n", - "
" - ], - "text/plain": [ - " site_no 00060_Mean 00060_Mean_cd\n", - "datetime \n", - "1939-10-01 00:00:00+00:00 11467000 185.0 A, e\n", - "1939-10-02 00:00:00+00:00 11467000 185.0 A, e\n", - "1939-10-03 00:00:00+00:00 11467000 185.0 A, e\n", - "1939-10-04 00:00:00+00:00 11467000 185.0 A, e\n", - "1939-10-05 00:00:00+00:00 11467000 185.0 A, e" - ] - }, - "execution_count": 17, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "# filter for only SW sites\n", "dfsw = info[info.site_tp_cd == \"ST\"]\n", @@ -2424,21 +409,10 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": null, "id": "e2970f2e", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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site_no00060_Mean00060_Mean_cd
datetime
1939-10-01 00:00:00+00:0011467000185.0A, e
1939-10-02 00:00:00+00:0011467000185.0A, e
1939-10-03 00:00:00+00:0011467000185.0A, e
1939-10-04 00:00:00+00:0011467000185.0A, e
1939-10-05 00:00:00+00:0011467000185.0A, e
............
2023-12-29 00:00:00+00:00114670001970.0P
2023-12-30 00:00:00+00:00114670006170.0P
2023-12-30 00:00:00+00:00114672001430.0P
2023-12-31 00:00:00+00:00114670005970.0P
2023-12-31 00:00:00+00:0011467200680.0P
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40848 rows × 3 columns

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" - ], - "text/plain": [ - " site_no 00060_Mean 00060_Mean_cd\n", - "datetime \n", - "1939-10-01 00:00:00+00:00 11467000 185.0 A, e\n", - "1939-10-02 00:00:00+00:00 11467000 185.0 A, e\n", - "1939-10-03 00:00:00+00:00 11467000 185.0 A, e\n", - "1939-10-04 00:00:00+00:00 11467000 185.0 A, e\n", - "1939-10-05 00:00:00+00:00 11467000 185.0 A, e\n", - "... ... ... ...\n", - "2023-12-29 00:00:00+00:00 11467000 1970.0 P\n", - "2023-12-30 00:00:00+00:00 11467000 6170.0 P\n", - "2023-12-30 00:00:00+00:00 11467200 1430.0 P\n", - "2023-12-31 00:00:00+00:00 11467000 5970.0 P\n", - "2023-12-31 00:00:00+00:00 11467200 680.0 P\n", - "\n", - "[40848 rows x 3 columns]" - ] - }, - "execution_count": 19, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "df" ] }, { "cell_type": "code", - "execution_count": 20, + "execution_count": null, "id": "88b7dd45", "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 20, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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Djz32GB544AFs2rQJWVlZmDlzpp1Bc2hoqF3dmkwml8qnJCQIEYQH+ec3B/BF2jk89dU+b2eF8DB06CqhJK1btwbQsM3djLXhtHW4cePGYeXKlVi4cCG+/PJLy71mzZrhH//4B5YuXYq1a9di/fr1KCkpsYtjz549aN++PWbOnInevXujU6dOuHDhgvyF8hC0NEYQHuTUlYYdEzlXq7ycE4Ig/Inw8HDcfffdmDdvHjp06IBr165x7HgA4M0330SvXr1w2223Qa/XY9OmTRYD608++QRt2rRBz549ERQUhB9++AHx8fFo3ry5XVo333wz8vLysGbNGtx1113YvHkzNmzY4IliKgJphAiCIAjCD/j6669RV1eH3r174+WXX8Z7773HuR8WFoYZM2agR48e6N+/P4KDg7FmzRoAQNOmTfHBBx+gd+/euOuuu3D+/Hn8+uuvliU3ax566CG88sormDRpEnr27Im9e/di1qxZHimjEmiYknvS/IDy8nJER0dDp9PZGYIRhFQ6/Guz5ff5ecO9mBPCU5jf+W8v34cubXy/D2GMQVdTh+YRYd7OitvU1tYiNzcXHTt2RJMmTbydHcIFHL1DseM3aYQIgiAI0cz97SR6vrMFmw5f9nZWCEIWSBAiCIIgRPPlrnMAgHc3HfdyTghfJS8vD02bNhX8l5eX59H8kLE0oVpqDEaknb6K/re0kuRtlSAIglAvCQkJvDvarO97EhpdCNXy6ro/selwAR7oFo8lT/bydnYIgiAIGQgJCcHNN9/s7WxYoKUxQrVsOtzgD+O3o4VezglBuA9tSyEIdUKCEEEQBEEQAQsJQgRBEARBBCwkCBEEQRCSoaU+wl8gQYggCEIhyF8tQagfEoQIgiA8AB26SvgDAwcOxJQpU7ydDVmh7fMEQRAEQXDYuXMn7r//fpSWlnIOXv3xxx8RGhrqvYwpAAlCBEEQBEGIIiYmxttZkB1aGiMIgiAIM4wBhirv/JNoU5aSkoJ7770XzZs3R8uWLTFixAjk5OQAaNDoaDQalJWVWcJnZ2dDo9Hg/PnzAIALFy5g5MiRaNGiBSIjI3Hbbbfh119/xfnz53H//fcDAFq0aAGNRoNx48YBsF8a69ChA+bMmYNnnnkGUVFRaNeuHb788kvRZbh48SIee+wxxMTEIDIyEr1798a+ffsk1YO7kEaIIAiCIMzUVQNzPHvEg4V/XwbCIkUHr6qqwtSpU9G9e3dUVVXhzTffxN/+9jeHx1dYM3HiRBgMBuzatQuRkZE4fvw4mjZtisTERKxfvx5jxozBqVOn0KxZM4SHhwvGs2DBArz77rv497//jXXr1uGFF15A//79ceuttzpMv7KyEgMGDMANN9yAjRs3Ij4+HocOHYLJZBJdB3JAghBBEARB+CBjxozh/P3VV18hNjYWx4+LOxA3Ly8PY8aMQffu3QEAN954o+WeeQksNjaWYyPEx4MPPogXX3wRAPD666/jk08+wc6dO50KQqtXr8bVq1dx4MABS3reOHqDBCGCIAhCMn7rGCA0okEz4620JZCTk4NZs2YhIyMD165ds2hS8vLyEBHhPK7JkyfjhRdeQGpqKgYPHowxY8agR48ekrNt/YxGo0F8fDyKioqcPpednY077rjD63ZHZCNEEARBEGY0moblKW/8k+hjYeTIkSguLsbSpUuxb98+i22NwWBAUFDD8G7ty6quro7z/P/93//h3LlzSE5OxpEjR9C7d28sWrRIcpXZ7iLTaDSilrccLbd5EhKECIIgCMLHKC4uxokTJ/DGG29g0KBB6NKlC0pLSy33W7duDQAoKCiwXOOzHUpMTMTzzz+PH3/8EdOmTcPSpUsBAGFhYQAAo9GoWBl69OiB7OxslJSUKJaGGEgQIgiCIAgfo0WLFmjZsiW+/PJLnD17Ftu3b8fUqVMt92+++WYkJiZi9uzZOH36NDZv3owFCxZw4pgyZQp+//135Obm4tChQ9i+fTu6dOkCAGjfvj00Gg02bdqEq1evorKyUvYyPP7444iPj8fDDz+MPXv24Ny5c1i/fj3S09NlT8sRJAgRBEEQhI8RFBSENWvWIDMzE926dcMrr7yCDz/80HI/NDQU3333HU6ePInbb78dH3zwAd577z1OHEajERMnTkSXLl0wbNgwdO7cGf/9738BADfccAPefvtt/Otf/0JcXBwmTZokexnCwsKQmpqK2NhYPPjgg+jevTvmzZuH4OBg2dNyBBlLEwRBEIQPMnjwYLsdYtY2Qf369cPhw4cF7zuzB5o1axZmzZrFubZz507O32afRNaI3b4PNGie1q1bJzq8EpBGiCAIQiH8+czVQD46rbK2DhW1dc4DEj4BCUIEQRCEZPxYxnMIYwznrlUh91oV6o2edfzna8yZMwdNmzbl/ffAAw94O3sWaGmMIAiCIERireUz+bPKTwaef/55PProo7z31LJ1HiBBiCAIgiAIBYiJifG6s0Qx0NKYSI5cLMNr6/5EUUWtt7NCEARByIinz7Yi5EOOd0caIZE8vnQfgrQRuFZpwNfj7vJ2dgiCIAg3CQsLQ1BQEC5fvozWrVsjLCwMGifenU0mBlZvAADU1tbCFOLZrd5EA4wxGAwGXL16FUFBQRYHkK4guyBUX1+P2bNnY9WqVSgsLESbNm0wbtw4vPHGGxyX32+//Ta+/PJLlJaWok+fPvjss89w2223WeLR6/WYPn06vvvuO9TU1GDQoEH473//i7Zt21rClJaWYvLkydi4cSMAYNSoUVi0aBHngLi8vDxMnDgR27dvR3h4OMaOHYuPPvrI5Uo7WyS/UymCIAjC8wQFBaFjx44oKCjA5cvizhdjjKGorGFlIKhKi5AgWljxJhEREWjXrp1FvnAF2QWhDz74AJ9//jmWL1+O2267DQcPHsQ///lPREdH4+WXXwYAzJ8/Hx9//DGWLVuGW265Be+99x6GDBmCU6dOISoqCkCDx8tffvkFa9asQcuWLTFt2jSMGDECmZmZFmdLY8eOxcWLF5GSkgIAeO6555CcnIxffvkFQIOzqOHDh6N169bYvXs3iouL8fTTT4Mx5tJ5KgRBEIR/ERYWhnbt2qG+vl7UcRL6OiPGb/gDALDy2T5o01w9Rr+BRnBwMEJCQpxq8ZwhuyCUnp6Ohx56CMOHDwcAdOjQAd999x0OHjwIoEGaXrhwIWbOnInRo0cDAJYvX464uDisXr0aEyZMgE6nw1dffYUVK1Zg8ODBAICVK1ciMTERW7duxdChQ3HixAmkpKQgIyMDffr0AQAsXboUffv2xalTp9C5c2ekpqbi+PHjyM/PR0JCAgBgwYIFGDduHN5//300a9ZM7uITBEEEBP60YUqj0SA0NNTu8FBego24VNEgMIWEadGkSROFc0cojew6vXvvvRfbtm3D6dOnAQB//vkndu/ejQcffBAAkJubi8LCQiQlJVme0Wq1GDBgAPbu3QsAyMzMRF1dHSdMQkICunXrZgmTnp6O6OhoixAEAHfffTeio6M5Ybp162YRggBg6NCh0Ov1yMzM5M2/Xq9HeXk55x9BEARBEP6J7Bqh119/HTqdDrfeeiuCg4NhNBrx/vvv4/HHHwcAFBYWAgDi4uI4z8XFxeHChQuWMGFhYWjRooVdGPPzhYWFiI2NtUs/NjaWE8Y2nRYtWiAsLMwSxpa5c+fi7bffllpsgiAIgiB8ENk1QmvXrsXKlSuxevVqHDp0CMuXL8dHH32E5cuXc8LZrukxxpyu89mG4QvvShhrZsyYAZ1OZ/mXn5/vME8EQRAEQfgusmuEXn31VfzrX//CY489BgDo3r07Lly4gLlz5+Lpp59GfHw8AFh2lJkpKiqyaG/i4+NhMBhQWlrK0QoVFRXhnnvusYS5cuWKXfpXr17lxLNv3z7O/dLSUtTV1dlpisxotVpotVpXi08QBEEQhA8hu0aourrabhtbcHCwxelRx44dER8fjy1btljuGwwGpKWlWYScXr16ITQ0lBOmoKAAR48etYTp27cvdDod9u/fbwmzb98+6HQ6TpijR4+ioKDAEiY1NRVarRa9evWSueQEQRBc/MiemLiOPxmJEw3IrhEaOXIk3n//fbRr1w633XYbsrKy8PHHH+OZZ54B0LBUNWXKFMyZMwedOnVCp06dMGfOHERERGDs2LEAgOjoaDz77LOYNm0aWrZsiZiYGEyfPh3du3e37CLr0qULhg0bhvHjx+OLL74A0LB9fsSIEejcuTMAICkpCV27dkVycjI+/PBDlJSUYPr06Rg/fjztGCMIwqO4ucOXIAiFkF0QWrRoEWbNmoUXX3wRRUVFSEhIwIQJE/Dmm29awrz22muoqanBiy++aHGomJqaavEhBACffPIJQkJC8Oijj1ocKi5btsziQwgAVq1ahcmTJ1t2l40aNQqLFy+23A8ODsbmzZvx4osvol+/fhyHigRBEIQ7kGqE8A9kF4SioqKwcOFCLFy4UDCMRqPB7NmzMXv2bMEwTZo0waJFixw6PoyJicHKlSsd5qddu3bYtGmTs2wTBEEQBBGAkG9wgiAID0C2JQShTkgQIgiCIAgiYCFBiCAIgnABsv4m/AMShCTCyECQIAiCIPwGEoQIgiAIgghYSBAiCIIgXCAwtePkD8r/IEGIIAiCIIiAhQQhgiAIgiACFhKECIIgFIKR8yAwxmAy+U890Cv1P0gQIgiC8ACBalvy1Nf7kbRwF+qNJm9nhSB4IUGIIAiCUIw/zlzD2aJKnCio8HZWCIIXEoQIgiAIgghYSBAiCIIgJEO2MoS/QIIQQagAXU0dPttxFnnF1d7OCkEQREBBghBBqIA3fz6KD38/heH/+cPbWSEIgggoSBAiCBWQca4YAFChr/dyTgiCIAILEoQIgiAIgghYSBCSiAYB6gyEIAi3IONiglAnJAhJhAXoQYMEQRAE4Y+QIEQQBEFIJlCnhDQZ9j9IECIIgiAIFwjUY1P8DRKECEIFkP2If+LPr5VkAMJfIEGIIAjCAwS69iDQy0+oFxKECIIgCIIIWEgQIgiCIAgXoCVt/4AEIYIgCIIQCfmS8z9IECKIAKGs2uDtLBB+BClDCH+BBCGCUAFKDyqfbj2Dnu9swdoDeQqnRBAE4VuQIEQQAcAnW08DAGb8eMTLOSEIglAXJAgRBEEQBBGwkCBEEARBEETAQoIQQbhJlb4eGeeKYTSR+ag/sSL9PL5Iy/F2NgiVQWeN+R8kCBGEmzy+NAOPfZmBb/bkejsrhEwYTQyzfj6Gub+dRKGu1tvZIVQKecv2D0gQkgg50CJsOXxRBwBYl3nR5TioP1UXJqsPvabO6MWcqBdGnSHhJ5AgRBAqgIYU/4RkBYJQPyQIEQRBEAQRsJAgRBAEQRBEwEKCEEEEELRSQxCEN8i8UIp/fJGOY5d13s6KHSQIEX7F5bIa/HjoIuqMJm9nhSAIgrjOmCV7sS+3BE/8b5+3s2JHiLczEEjoauqQdvoqBneJRUQYVb0SDPxoJwz1Jlyt0GPCgJu8nR2CIAjCirLqOm9nwQ7SCHmQCSsOYvJ3WXjjp6PezorfYqhv0ATtPnvNyzmRBu0uIgiC8A4kCHmQjHMlAIAfD13yck4IgiAIggBIECKIgIIcNxJyQUpMwl8gQYggCMIGWqp0Tll1HU4VVng7GwThNiQIEQRBOIC0aMK8vv6wt7NAEG5DgpBExB6yd7G0GjUGOqOIINQMYww5VythMgmrgEg5JIyJVGeEH0CCkAKcLarEvR/swH3zt3s7KwTBgYYtLp/tOItBC9LwzqbjnOt0qjhBBA4kCCnAjpNFAIBrlQYv54TwHUhE8QYfpZ4GACzbe16R+Bm9V4JQPSQISYQ0wQRBuILGD62NqD8k/AEShAjCzyDbNIIgCPGQIEQQfsTHW06jy5sp2HGqyNtZIQiC8AlIECIIVSDPssl/tp0BALz18zFZ4iPkg+yFCEKdkCBEEARBuAQJd4Q/QIIQQagC/xxQtp+8gvc3H0e90eTtrBAEQfAS4u0MEAThvzyz7CAA4ObYpvjHXe28nBuCIAh7SCOkAKQuJtSKEhu464wmPPzZHszccEQwTIGuVoGUlYO2hRNCUNvwP0gQIogAQok+fNfpq8jOL8OqfXkKxO59/M/7j3wEulCgIRfkfgEJQgQRQCgxcBkdnNNFEAShdhQRhC5duoQnn3wSLVu2REREBHr27InMzEzLfcYYZs+ejYSEBISHh2PgwIE4doy73Vev1+Oll15Cq1atEBkZiVGjRuHixYucMKWlpUhOTkZ0dDSio6ORnJyMsrIyTpi8vDyMHDkSkZGRaNWqFSZPngyDgY6+8DVKq+idEd6BxDyC8G9kF4RKS0vRr18/hIaG4rfffsPx48exYMECNG/e3BJm/vz5+Pjjj7F48WIcOHAA8fHxGDJkCCoqKixhpkyZgg0bNmDNmjXYvXs3KisrMWLECBiNjV5zx44di+zsbKSkpCAlJQXZ2dlITk623DcajRg+fDiqqqqwe/durFmzBuvXr8e0adPkLjahMBNXH/J2FnwKslNzD1rxIIjAQfZdYx988AESExPxzTffWK516NDB8psxhoULF2LmzJkYPXo0AGD58uWIi4vD6tWrMWHCBOh0Onz11VdYsWIFBg8eDABYuXIlEhMTsXXrVgwdOhQnTpxASkoKMjIy0KdPHwDA0qVL0bdvX5w6dQqdO3dGamoqjh8/jvz8fCQkJAAAFixYgHHjxuH9999Hs2bN5C4+oRB7c4q9nQVFCXRbC3+F3qvv8EHKSdTVm/DGiK7ezgrhYWTXCG3cuBG9e/fGI488gtjYWNxxxx1YunSp5X5ubi4KCwuRlJRkuabVajFgwADs3bsXAJCZmYm6ujpOmISEBHTr1s0SJj09HdHR0RYhCADuvvtuREdHc8J069bNIgQBwNChQ6HX6zlLddbo9XqUl5dz/hEEQbgLHbqqXqr09ViyMwf/252Logrf2uFIuI/sgtC5c+ewZMkSdOrUCb///juef/55TJ48Gd9++y0AoLCwEAAQFxfHeS4uLs5yr7CwEGFhYWjRooXDMLGxsXbpx8bGcsLYptOiRQuEhYVZwtgyd+5ci81RdHQ0EhMTpVaBX3Z4BOEtjl7S4eU1WcgvqfZ2VgiJMB+RlIxW+aw3+kaeCfmQfWnMZDKhd+/emDNnDgDgjjvuwLFjx7BkyRI89dRTlnC22w4ZY063ItqG4QvvShhrZsyYgalTp1r+Li8v5whDPvJdE4QiiPlO+Z9zPc0Ri3YDAHKuVmLTS/e5HhFByIyvCHqEY2TXCLVp0wZdu3LXWLt06YK8vAYfI/Hx8QBgp5EpKiqyaG/i4+NhMBhQWlrqMMyVK1fs0r969SonjG06paWlqKurs9MUmdFqtWjWrBnnn1TIUJXwR+qNJjzw6R+YsOKgV9LPKarySroEYQ0Z0vsfsgtC/fr1w6lTpzjXTp8+jfbt2wMAOnbsiPj4eGzZssVy32AwIC0tDffccw8AoFevXggNDeWEKSgowNGjRy1h+vbtC51Oh/3791vC7Nu3DzqdjhPm6NGjKCgosIRJTU2FVqtFr169ZC45Qfg3h/LKcLKwAr8fs5+AOMOXB49fjxQ4DxSg0JSP8AdkF4ReeeUVZGRkYM6cOTh79ixWr16NL7/8EhMnTgTQsFQ1ZcoUzJkzBxs2bMDRo0cxbtw4REREYOzYsQCA6OhoPPvss5g2bRq2bduGrKwsPPnkk+jevbtlF1mXLl0wbNgwjB8/HhkZGcjIyMD48eMxYsQIdO7cGQCQlJSErl27Ijk5GVlZWdi2bRumT5+O8ePH044xgpAJf/eu++Hvp5wHIgjCZ5HdRuiuu+7Chg0bMGPGDLzzzjvo2LEjFi5ciCeeeMIS5rXXXkNNTQ1efPFFlJaWok+fPkhNTUVUVJQlzCeffIKQkBA8+uijqKmpwaBBg7Bs2TIEBwdbwqxatQqTJ0+27C4bNWoUFi9ebLkfHByMzZs348UXX0S/fv0QHh6OsWPH4qOPPpK72ARBAFifeRFjerX1djbchkw/5Mdf5GVqG/6HIqfPjxgxAiNGjBC8r9FoMHv2bMyePVswTJMmTbBo0SIsWrRIMExMTAxWrlzpMC/t2rXDpk2bnOaZIPwJJTprMQPZtB/+xD03t0Sb6HD5M+DjkO2g/+Hv2tBAgc4aIwhCVnQ1dd7OAuEhaNcU4Q+QIEQQhCiE5r40GBIE4cuQIEQQBEEENNZCPon1gQcJQgQRwNQZTaLDkjkEYYtzJ7geyghBuAEJQhIRMxjQx09IxRtNZtPhy+g08zdsyLrohdQJf4CWRQl/gAQhgghQJq3OAgC8svZPkU94VyXk6xopOoOQINQJCUI+BmMM2fllKK+lnTmOoImq57A/N1CZdOidEgShBCQIKYCSM9fU41fw8Gd7MPSTXcolQhA8+IpGpqzagJyrld7OBmEDCbKEWiFByMcwn3tUoKv1ck4IQp30fGcLBi1II2GIEI21jOYj8j4hIyQISYRmNQThG+zPLXH5WfICLT++olF0BrUM/4MEIYJQMbqaOvx9yV6sSD/v7awQBEH4JSQIEQGLvt6If36zH0t3nfN2VgS3IX+eloODF0ox6+djHs4RQRDO8BMlV8BDgpAC0PKZb/Bz1mXsOHUV7/96wttZEaRaX+/tLFjw906/gnZiBizkWTqwIUHIxyAhSz6qDfIKGfRufJtXfzjs7Sz4HNTmCX+ABCGCIETh7DgFM746OKYcK/R2FvwOH20KovH38jli7m8n8HlajrezIQsh3s4AQRDyc7G0xttZkB1/2XVEEL5O7rUqfJHWYFv5/ICbvJwb9yGNEEEQouDYUfiq2seLqHlLPr1PQgo1BqO3syArJAgRAQt1/f6NGsZ2NeTBGeW1dej/4Q68/Yv0nYlqFu4IQiwkCBGETCixdCPWLscTWGfFGwO8LwgVjlDroatr9uchv6QG3+w57+2sEIRXIEGI8Chpp6/if3+cI1U8QagEE32KRIBDghAhistlNTDUm9yO5+mv9+O9zSeQcc714w8I70NjJyGVo5d0nL8ZY8grrqZJkQ/ib0uiJAgRTjlyUYd75m3HyEW7ZYuzQOf9XU3U/yqDP3SS1DbEIaWeXl9/hPP3ZzvOov+HOzAv5aTMuVIWEtz8DxKECKf8nH0JAHDqSoWXc+K/qMkWSAi12rgIsf7QRW9nwSfw1rj+UeppALBsw/Ymrn5/vvVFEEKQIEQQhGSkzoq9MdhmXij1fKIEQfgcJAj5GKSU9U98Qd3ubaWVt9MnpOML7ZqQjq9ph51BghDhFah/9G2sX5+YLpGEGELNkMAmDX+wA7SGBCEiYJH7U/aFvjQshD55gos7g5oPNHmCcAr1igQhEsYY9ueWQFddJ3vcvmAsbY0vCH0EQRBiIEGIIESy6XABHv0iHcM+3eXtrLiMHL6gCIIg/AkShAin+JiyQjF+O1oAACjQ1Xo5J96Bc8SGg0URpbRFvqiF8jdbCoLwR0gQUgAluz4y6hOHrw1A9F79H7VOKKjpEYEOCUKEV6C+1/cQ2jJL75IgCF+GBCEfw9eMagn/xJEWgZoo4WtQvxrYkCBEECqAOmL/h5agfANny9T0Gv0PEoQIgvAJSFZUH2TbRvgDJAgRTiFtBQEICyLUOgghSEwifAEShBRAyYHBX2ZgaiiH1Dw4O18nkORFR1WngldLSEAN3yLhW/hbkyFBiCAIUQSSoEcQROBAghBBqBi1Ch++5qeJUAZqBYQ/QIKQAlDn4J84G/z9TV1si7OlQcI38fd2KxWyiQw8SBAiCIIgCMIl/MHGjAQhH8MbTc6V+VGVvh6Xy2pkzwuhDrzR96mhvzWaGM5drfR2NgiZIR1QYEOCEKEIvd/binvmbUd+SbW3s0LIBK0YAC99dwh/XZCGtQfyRIVXg/BGOIdeU2BDghDhFFc6iZo6IwBgX26JvJnxIkrayJCM4Rv8eqQQAPBF2jnJz6pVkHRLCPBDCcIflnoIaZAg5GOotC9VHXVG3+rMhHLrCwbKnhrgPSlI0FhIEOI4W+T7S8UkCBF+yX4/0kSpEWs5gYQGQgh/bBv+WCZ3GP/tQW9nwW1IECICFl/o0Mhfjzqht0IA6l3u9CRFFXpvZ8FtSBCSgX3ninH+WpXlbyUHWF/ZNeYMGkgIQh2401/52necc7USB8+TtpjgEuLtDPg6Z65U4B9fZgAAzs8b7uXcEL4KTSwJf4AxpmqHhIMWpAEAdr16P9q1jPBybvwDX9CsO4M0Qm5yvKDc21lQNbQDwz8J9Pca6OXnI6+4Gne9vxWf7Tjr7aw4Jeea7xv4EvJBgpAblNfWYfvJIrvrKp4QEVao6T3xDauMMXyz57ynsyKIiqrLJ/F32emDlJO4VmnAh7+f8nZWCA+ipn7UVWhpzA36z9+Bsuo6b2dDdfjKbFnubMpt2Hyx1Dc9c/vI6yeu4067tf7Wfdmw3w/GcsINSCPkBiQE8bNs73nLb6XsBfJLqvHp1jMoqTIoEj8hLyQcEQShVkgj5Gv4wLaxL3eJ8LrrZjnGLNmLogo9/rxYhq/H3eVeZCrA12ak/irXiDX29dfyE9IgAd8/II0Q4ZOYfVek5xR7OSeN+IIXaHcQkg/EKP18xY5g99lr3s6CxwnIwTwQy0wIQoKQRHzF/oUgCOmcL5b3kOBA7y182W6ICBxIEFIARWUlH5lZm1Gz4EidtOfIuVrlPJCKUKJtqFUrVm8yeTsLBOFVSBAiCEIyUuXbX/68rExGvISK5XvJ/JztX+9Gcfzo3VtTZwxcgVhxQWju3LnQaDSYMmWK5RpjDLNnz0ZCQgLCw8MxcOBAHDt2jPOcXq/HSy+9hFatWiEyMhKjRo3CxYsXOWFKS0uRnJyM6OhoREdHIzk5GWVlZZwweXl5GDlyJCIjI9GqVStMnjwZBoMP7zRS2UfIGIPJJD1TPqmNUemMnpARf5JwRFJRWy9LPP5uI8eHWrV8Ujl2WYdOM3/D3N9OeDsrXkFRQejAgQP48ssv0aNHD871+fPn4+OPP8bixYtx4MABxMfHY8iQIaioqLCEmTJlCjZs2IA1a9Zg9+7dqKysxIgRI2A0Gi1hxo4di+zsbKSkpCAlJQXZ2dlITk623DcajRg+fDiqqqqwe/durFmzBuvXr8e0adOULHbAwBjDo1+kY9inu2C0EobU2DesyLiAT7ee8XY2AgKfFHKJgCbQW+z8lAYnmF+kidjxa4M/zB0U2z5fWVmJJ554AkuXLsV7771nuc4Yw8KFCzFz5kyMHj0aALB8+XLExcVh9erVmDBhAnQ6Hb766iusWLECgwcPBgCsXLkSiYmJ2Lp1K4YOHYoTJ04gJSUFGRkZ6NOnDwBg6dKl6Nu3L06dOoXOnTsjNTUVx48fR35+PhISEgAACxYswLhx4/D++++jWbNmdvnW6/XQ6xtP0y0v5x6hoeZzdJRCaKZnYsCB86UAgPPFVbipdVP7ZxWuL7GD7qyfjgIARt7eBjdez6c/fMBqgOoxcKFXT/gDimmEJk6ciOHDh1sEGTO5ubkoLCxEUlKS5ZpWq8WAAQOwd+9eAEBmZibq6uo4YRISEtCtWzdLmPT0dERHR1uEIAC4++67ER0dzQnTrVs3ixAEAEOHDoVer0dmZiZvvufOnWtZaouOjkZiYqKbNUGoiSq90XkgIajXb4TqQtUwxnD0kg5VenmWvfydwJveyoc/6AYUEYTWrFmDQ4cOYe7cuXb3CgsLAQBxcXGc63FxcZZ7hYWFCAsLQ4sWLRyGiY2NtYs/NjaWE8Y2nRYtWiAsLMwSxpYZM2ZAp9NZ/uXn54spMkEEAH7Q4znBX+S71ONXMGLRboxcvNvbWSEI1SP70lh+fj5efvllpKamokmTJoLhbJdMxHh0tQ3DF96VMNZotVpotVqH+SDEo+bt84Q8+MOM0N/4OfsSAOCcB90WkG0Y4avIrhHKzMxEUVERevXqhZCQEISEhCAtLQ3/+c9/EBISYtHQ2GpkioqKLPfi4+NhMBhQWlrqMMyVK1fs0r969SonjG06paWlqKurs9MU+QrU2agXejcNKLV7SE3yFr3rBvxxnuOPZSIcI7sgNGjQIBw5cgTZ2dmWf71798YTTzyB7Oxs3HjjjYiPj8eWLVsszxgMBqSlpeGee+4BAPTq1QuhoaGcMAUFBTh69KglTN++faHT6bB//35LmH379kGn03HCHD16FAUFBZYwqamp0Gq16NWrl9xFD2isOw81G5RbD2CS+zv1FsvjeEMQoPFJ3fjS9nkSZLmouMv2CLIvjUVFRaFbt26ca5GRkWjZsqXl+pQpUzBnzhx06tQJnTp1wpw5cxAREYGxY8cCAKKjo/Hss89i2rRpaNmyJWJiYjB9+nR0797dYnzdpUsXDBs2DOPHj8cXX3wBAHjuuecwYsQIdO7cGQCQlJSErl27Ijk5GR9++CFKSkowffp0jB8/nnfHmBj83QurycQw9fts3NS6KV4a1MlhWDV8O77U+fo6YjtLXx5kAlEboOTydSDWJ+F7eOX0+ddeew01NTV48cUXUVpaij59+iA1NRVRUVGWMJ988glCQkLw6KOPoqamBoMGDcKyZcsQHBxsCbNq1SpMnjzZsrts1KhRWLx4seV+cHAwNm/ejBdffBH9+vVDeHg4xo4di48++sjlvF8p1zsP5MPsP1+Cn657mnUmCBEEAJwsrHAeyMdQYgAnoYDwR/yhXXtEENq5cyfnb41Gg9mzZ2P27NmCzzRp0gSLFi3CokWLBMPExMRg5cqVDtNu164dNm3aJCW7qkZpDUhNnRvby72AL2sf/IUPfz/l7Sx4HLGdv79vFqDvj/AH6KwxQlGE7IXUMD6oaVHN22v0BboaSeHV8P6UpMogv/8db79jQh5I+PM/SBDyMXztI1TbjNg6O2rKmber6dv0C97NgEowt9eJqw45DHexVJrgSPgOUgRWpTT0Ry/pkF9SrUjcfAS6jO4VGyHCH1GTWEEQ7mE+OsZXoU0EvsvF0mqMWNTgCPP8vOFezk1gQBohBThZWO48kA9BKn1x0OBD+CLuuLvgaDKp+cvCmSuV3s5CwEGCkAL8fH3XlS9CfRkhBkf6P28v8xHSUNvytTeoNri2SUQJUwVfm3j6Wn75IEGIIFSAL3Qm3s6it9P3V0gMAu7/aKflt7flwiBf6Az8DBKEfAxvf6TWuJMVJYpRXCnNx5Oa6tIVrlboUW/0bwefnsbHmwThIpV6+XcJuoqvyUG+3o8CJAgRMmGo5/8aPPmNePt7dEdNLrUzOX65HHe9vxVjlux1OU13MC+n6Ot9y+8UIS+cduvtD1ACcg3eVQoIUKQR8jwkCBGSENK6LEnLsfz21nccSN3Hj4cuAgD+vKjzWJp8RrU/ZV3yWPqeGGfrAlHD5kMCjNoY/PEu1LhoXyQEyUGehwShAOZCcRWeXXYAB8+XOAxn/V0+9fV+3jD7zhU7fVZp1HzYq79SpfcvjdCSnTnOAxE+Qa2HvOTnXJV3lxdphDwPCUIBzMTVh7DtZBH+/nm65ZozYeLYZfW6BlC6+1AyfiX7vmoFvCT7K6XVdd7OgudRsO3JaT9SVm1AytECGOqda+3WZV7ErbNSsPZAnnwZ8BByvQ7GGNkQioQEIR9DzgFTKe+4Yjo/JQzsxNQN16QhMNYElHAOaK45mrwSFhRuC2OX7sPzKw9hwRbnZ9tN/+FPAMDr64/Ing+ljYOtJ6PuuDZ46uv9+MucbaImQr6uTS+qqMXuM9dcri8ShHwMf7DQJ/wHvu5TzU3U0z5z1FwXFnwik8DxggZt9EYf9tMmhiCrj8qd5vrHmWsoqTJg71l+swV/ou/c7Xjyq33YcvyKS8+TIET4DYHk2VnKBE6uwd/XHe99tuMs7p67DRdLPXeGkzWB0zoDC7mVKdbaGaOPf3OewmhqqKc/zlxz6XkShAhZ4Hja1/BfVyRdD7r4py6pEXO9+5JK/cPfT+FKuR4f/e58aSWgUNJGKAC+GrllFUeflK6mDn9dsBMf/n5S3kQDHBKECFlQw8TFh8ZkwgVkMyKVKR5fSdcpqs0YYcuK9PM4d7UKn+1Qz+7GGg/tzhODq4I3CUIBjNiBRYyAcU2iV2clEFMe6+UdNQhvnsBfilkls78Wv8aPJwVq+26VnIDZlrXepEzh/bi5iIIEIR/DG52AO2n60wfmT2Vxl0BY8iDcR21Cixm15guQv59RcVFVAwlCAUygfyC+vJSmFtsclWRDEt7KspoHXznwwaagSvy8magSEoQIwt/xcM/q67vLAo0KN87LonftWVzZGUsCqnNIECJkx5NaAl/USPAjrSBqGYDUVv1qPissEJcTlSix/3zzzgnENuMOKzPyUF4r3Ts8CUIBDF9/4u/r057Mz//+OIf3Nx8XGVrBnCkxcKjtxV5nwyHPHQJLcPFUk1DJHEAxHH2uJBg559OtZyQ/Q4IQ4RShGZg7Wgm5Pmg1d4rvbT6BpX/k4kSBd89nO3+tSrnIVTY919UE4FlhfohJod1R3iLzQgnyS7zjyDPQcGUHMwlChN8gpuv0xrBdrcC2bynG0kqkT0jHk0K7p9q5syK5Mln6OfsSbn8nFek56jwawrZEzux2ThaWY8ySdNw3f4f0tGRoM/4lUioDCUKEy/jZpM0patmppQYC7NUTHuTlNdmoqK3HP5ft93ZWZOHwRZ2k8I76mdRjrp2lRTiGBCGZqVWRl02lWbY319tZcAupOzBcXwr0D7HBP0rhWby1dOuNZOWeJvjK2YGetNs57uVldl/AlVZDgpDMlPuQjYK7Go6VGXn88Vo1RbV1ZYzzW01Du9pqShxqy7WYJk2aPc+hxBemru9W/Yhp7YH+SZAgFMDwaTgC/YPwHr7VuavZSJ3wHNQOfEdzRQhDghDhFHc+dKF+UokOVGqcvtyBScm5kj6HfFFw9pYPJhIapCGk+ZHju/Xkq/DBT8SncUXjS4KQj6G0WtjXOmtH2VWL00GVZEMRfFmYJJTHn9u+J6BdY9Jxpd8nQYhwGV/RBmReKJUlHkN9o9diV7yXqhkfeZWyoGYboc92nMX0H/5UjRDvTXxFyJa7OflGqf0LEoQCGDUPCHIyZsley293xheD1fENlbWun8/Ej3ffhdRqMWsmA6QJyYIYbe6Hv5/CusyLOOim8O45P0KeF9iUTrOkyiAp/JXyWoVy4kkC+0MmQYjgIMfA5tGzxjyXlFM8OolXU8EJ2fEbNxw+qNjacapIUvhx3xxweN8fJ5ybDhd4OwuCkI0Q4TP4YP/olDNFlbxLGoqUVUKktMqiDvz9Pcg94NM2eXnqQAkx7PO0HAVi9R4kCKmYEwXl+PeGIyjysupVqH8T5Z9C1pw4wabPcDbwSO23xQxkW4676vnVu52+1PfkqC7UPnz53/xcHZBdE+GrkCCkYh749A+s3peHKWuzvZ0Vl1Fz1+hOvy0kRKWdvmof1vVkVI8vlk3NbdKMr8gUzvLpi1odp2Vy4+V4apNFnZU9o++9Afcgz9J+ysnCCm9nwSfh7wDUeuq9ciJFIHWE/miPEagouWus2iC82UHJ72X1Pn5v/EK42s+sOZDv2oMBCglCckP9sEerwJ1Oy1NjpiIdq9xbdkXEZ90pm3/6otzhzeVaQh18f9A7goJJhGQjxzeVX1LtfiQBBAlCcuNix7f1+BX88udl/ig9qCeXMgtTex/vDY/Kaq8TIjBQi2bMnU9QyWU1o4m8ixONhHg7AwRgMjH837cHAQB339gSraO0Xs6RP6OOAUJtuNpB+4rTO2+hc/EQZl8ZL30ln7ZknCvxdhZE4av162uQRkgFWDd2Z8Z0vjCj8FYWbWeQaqkqX3hn/oLaxLJXvs+2/PYb30ACqEUL5U0q9fVYte8CrlboLdek1orckwt6K84hQcgHUGocDcwPRFxtOjKmNJN7rQpPf72fG7uPCj3SXQn4aEEBjzZ86+NdPvz9lMfS9dT7cVaVSuRCzU1v1k9HMXPDUYxdmsF73xvfjZgUA12GJUFIbgKoQflrUX8/Voiub/6OxdvPOAz3wspM3u3ynkCSLZeH+141D1QAvKYq3JfrG8sxasFry65uNODUY4UAGpyrypMVdXxM2fllyLzgI+3XhWZDglAAw/eJyXLEhvtRyJKWU4eKAtdn/HgEAPBR6mmHz18uq3GcQCCgMmlYHcOG+yg5ADoyFD5RUC4pLiXr2xd9EDlDJXKNJAz1Jjz82R6MWZKOSr3cZyyqAxKE5MbNhu6LH4pLyFRQX6gutczq5MQPi+QQf3mH36afR5dZKdgvoJ36dKtjLahUlKg3X1vGsc6vL7Yi68Omiyv1DkL6LiQIqQA1fde+3N/b5l3JGaWw2t43K9DVZQhPt11nBsei8qOmD04hhAyX3/z5GAxGE14R8Fbvj1qYQKC2zoi3fzmG3WeuyR63dUs6ckkne/xy40pfRoKQD6CUcOLueCBml4jadsqoVdBTcpbrT4Pb13tyvZKuWttNIKLmd+GsT5Sad7HBv96Ti2/2nMeTX+2TlsB1HOXa1zRwrkCCkApQ8XcNwD2BaclO751SrHSHKed2YW937q4KS57eMn2x1Dt2WZ5+PUqnJ7RkJXmgtgrP1xLU3re5gjtlEvOdufJJ5ZeQvaI7kCAkNy404qy8UueBVIiY9f8CXa0HcuIZfLVTV1LICoDJIiESa1cBgQpfn8ixEfLBTiQQnKaSIKQCxv7PsTrTo0dsyLFrTEQkSpTogsTzdQSPyVBpbyWUL2fHBdzQItxp3PJ2dkraZskRh/RY1NomXEU+TV5jvVzi2UW5/USRTOn4Lm4dM6KCZufrgpwYSBBSAYZ6k/NAKkRtnmT/kOjTx9c+6lfXHea9vuesYwPJtiIEIXE4nu16AmfpiTo81kd1e0t3nUPyV/tksbuTS7C7VmlweH/lvguypONJlHUJoAzufoe++UXIBwlCcqNAi1JK4FCZHCM7fH29OC+rrleM62lax8H/xLrMi7zX602eF6R9TYh0F48XlyfB9389gT/OXMMPAu1AoWRdwnRdSxlo7cRp36ESj9+u4mru9fWe2zTjSvdNgpAPoJRa3i86KS+VQaNRTpD886LzLapyp+0rQrG37BXU9K3UGpwPKq7WklzlZJb/5a+4ogrHvmzU5vTPrW/LxeqzfkzM+CE2i+1iIlzKj9AkTi2QICQ3bvfTKupxzfjKKCkRqTZCtsHlHByt45K6VOrNQVrppmH7LuTxfK6O9myoNwkPUurIost406aqslZdgpA1vnhupPWrbKoNdikONb8TgAQhwgZf7n9tB0m+2ahsJqIqlFfdQbp/k4YHlBYqDtnsqHSWmnJLAvK+cF1NHW5/OxXjvjng9bz4G0rXT5UbGiel+g1H0cprWuHLI4QwJAj5AL7W7Yn5VGTrEBT4Lt3pOM7yHLaovD8jZePno6y6ziPpVOrV5ZBTLn4/VoiaOqPwob2+9tF7GWsNlNLf2y4FvDcLoT6h11V/YzJnQ2ZIEApg1N44pWIrwLhquCzobI6TFv+zB130peLOu5Cj45ea/nubj7v0nLvIMbs1RyHl3CR/0wAKI29BPVFvf+aXodd7W/H9gXzlE3MBa62pUg4VbR+R1xmG/zd+EoRUh59JJ36MNwVJk4gR5mxRhWLp516rEryndqHBnD+9StxWVBvkt59QyyvwRFt46bsslFQZ8Nr6BvcS7ibpNM8KF0ooeiV3XvnbpFgqsgtCc+fOxV133YWoqCjExsbi4YcfxqlTpzhhGGOYPXs2EhISEB4ejoEDB+LYsWOcMHq9Hi+99BJatWqFyMhIjBo1Chcvci3PS0tLkZycjOjoaERHRyM5ORllZWWcMHl5eRg5ciQiIyPRqlUrTJ48GQaDY98X3kX+j6zOaMLf/rsHMzcckTVetX87ahkMpCKmU/oi7ZzTMIfyytzPjJdRexuTg0Xbz0oK78R/piqQI4ti5Q0xkwJJ6SrYc9gdDM0YThaWCzpFtQ4/cVWW+HRs0pAPVw9n9tyX7EpxZReE0tLSMHHiRGRkZGDLli2or69HUlISqqoaZ5Dz58/Hxx9/jMWLF+PAgQOIj4/HkCFDUFHROIOdMmUKNmzYgDVr1mD37t2orKzEiBEjYDQ2SsVjx45FdnY2UlJSkJKSguzsbCQnJ1vuG41GDB8+HFVVVdi9ezfWrFmD9evXY9q0aXIX22M48yLMx+4z15CVV4ZV+/JcSlPV56y7kQl3Pk5P7dIQQyDN5pw7VFSmMuRWAljn8swVHrsyBw37ZEG5vJmRAbUdruwr/GfbWQxb+AdnkirUhLeeuCIYj6KHNquio1eWELkjTElJ4fz9zTffIDY2FpmZmejfvz8YY1i4cCFmzpyJ0aNHAwCWL1+OuLg4rF69GhMmTIBOp8NXX32FFStWYPDgwQCAlStXIjExEVu3bsXQoUNx4sQJpKSkICMjA3369AEALF26FH379sWpU6fQuXNnpKam4vjx48jPz0dCQgIAYMGCBRg3bhzef/99NGvWzC7/er0een2j7UB5ubo6nW0npbuslyQ8eWhQ9cT2WmdpuDPzkzv3irjhV/S1NzzBJ3go2SnLMbP0dcFRlINOV+N2sR3+nH2JNx53vhOxS5d2u0WVXrpylBe+a9bOUm3ufbL1NABgzYF8zBvTw92sqRa1f3OK2wjpdA3O4WJiYgAAubm5KCwsRFJSkiWMVqvFgAEDsHfvXgBAZmYm6urqOGESEhLQrVs3S5j09HRER0dbhCAAuPvuuxEdHc0J061bN4sQBABDhw6FXq9HZmYmb37nzp1rWWqLjo5GYmKiHNXgHp6UyF00MOYgotF/m37BrW2oruILsxtvdBorMi5I9F/kIQ+5Gsd/yxm3I9RkMCpHFVyW+TBkg1E99aNmbPsfpb5162ilakl3nPLt8+Fc+VYVFYQYY5g6dSruvfdedOvWDQBQWFgIAIiLi+OEjYuLs9wrLCxEWFgYWrRo4TBMbGysXZqxsbGcMLbptGjRAmFhYZYwtsyYMQM6nc7yLz9fnTsRpOCJj00q565VWXYeyYW9HyEn4a1KYD4SoMZgRKnIreFiyy91p4g3hLXS6jp8uSvHYRjrfJl/q3yi51He+eU43vr5qKiwajunT27Mbd4bjhW9OdnhS9pRfpy1ArFFcVdTav38P218W6lFxD1yUYeUowWKxK2oIDRp0iQcPnwY3333nd09+63OzGnnYBuGL7wrYazRarVo1qwZ558ncfcj9qW1+l2n5fXH4U7dmV3Az/n1hKjwGqing5CLA+elb/33+PZ5Z/cVyo+ztqWrqcPXe3KxPP0CrknYlu9qekrhi21abkNc6/iOXNThjzPSDnN2hKhJkQvlsY3XF9+jM0Yu3o3nVx7CsctOjiBSg7G0mZdeegkbN27Ejh070LZtW8v1+Ph4ALDTyBQVFVm0N/Hx8TAYDCgtLXUY5soVe+Oxq1evcsLYplNaWoq6ujo7TZGaEfte5/56ArfOSsH+3BJF8+OMS6U1osJ50w2/LWYPxo4MEus8tN1aSeEiOjxUuch9DCkDjrOWarKywzOpbFvXlXJ5l8H48Ff91sjFu5H81X5cKhPXpzmzEbJtSJ5oKXL2s2pQZJ6/Vi17nLILQowxTJo0CT/++CO2b9+Ojh07cu537NgR8fHx2LJli+WawWBAWloa7rnnHgBAr169EBoayglTUFCAo0ePWsL07dsXOp0O+/fvt4TZt28fdDodJ8zRo0dRUNCoTktNTYVWq0WvXr3kLrrX+WJXw5bqub9xtRruNl6pj3vLP4u90aS88aefK5Y3QoWxzBI5S1rClSKlusxhld4Waxt/UJAKemIZkFoK6/cmdVmtUII9kFyDpormOJLh09oUiBSE5Ebs+3D3OxRrV+Pqe1X7UrDsu8YmTpyI1atX4+eff0ZUVJRFIxMdHY3w8HBoNBpMmTIFc+bMQadOndCpUyfMmTMHERERGDt2rCXss88+i2nTpqFly5aIiYnB9OnT0b17d8susi5dumDYsGEYP348vvjiCwDAc889hxEjRqBz584AgKSkJHTt2hXJycn48MMPUVJSgunTp2P8+PEeX/ISC197Ua4JuZmYGtq2xDwIeo124QMXnbTCg4KUvPvw+ASAW+eMMcz//RRubt0UY3q1vX5NmXSdDUiOdgZ5Oi9qwhNZ9cQYK1cxPPXmZPUszXmJ3m97zoQ2V3IouyC0ZMkSAMDAgQM517/55huMGzcOAPDaa6+hpqYGL774IkpLS9GnTx+kpqYiKirKEv6TTz5BSEgIHn30UdTU1GDQoEFYtmwZgoMbT79dtWoVJk+ebNldNmrUKCxevNhyPzg4GJs3b8aLL76Ifv36ITw8HGPHjsVHH30kd7Flw9VjIZzFoUZkyaZVJHazIiWFG1/CgWreGl8aYAFgf24JluxsMPA2C0L+gr3jPWnPe1IwU5JqQz0iwqQNU+42Y94+WKZKrFDpKeyedHioRmQXhMR0phqNBrNnz8bs2bMFwzRp0gSLFi3CokWLBMPExMRg5cqVDtNq164dNm3a5DRP/ox1I//jzFXc16m1F3OjHlSurRWN03IoOBIqXYd28Vv9zbe7T0x+zEGkbZ+XF3fqTe3LDECDN/smocFuux349Ugh/u5hIVdJwfG7/XmYO7q77Hlx1CTcbS+6msbvzMfmSqKhs8ZkRu2S9dbj1sbAftqqr+NUhary4u8+67lTrgn34BysqUC7so5Sag8jJbxcWc8457kNG57ocR/9Ih1/5pc5DyhDZuSQc+Vsgvd+sEPG2NzH2fflimabBCGZUcLxmtQXq/Lx3as4mx2Jnj15QJuw6fBlcfELJGC5ruAyiafFfmuBw90BQ5JtlZc/KneWLb2RdfmMrp3H46nyPbv8YEN6jhJUYeerhiVvdasHSBAKOLgDPc/xCJ4Y4RVCzK4x7u4bq+suFMZXzrUSu2tMUpTX4+GvAgXN+62iXplxwaU4XKoBBhy95MR/iSWo+3XsMAYVjipCn4I3xmB361+oevUK+Ghzrt1wLV6lmojKunxeXMkjCUIqQx4DYnmba41CThpVMFFRDe50XIKDkBtxuodyKVsX9Y8z4pcOOQKw+X+Jlf7h76fEZUwBPPUu5f4m3Y1OzPO2Ve+2sbQbeeHDesI07LZ4F2NRFrHfgr/22SQIBTAmka363FX707HViF2H6JVcuAZfXsVq5+TaPu9aJ+dZ9YTT0+cFrr+zqfE4F1eKycBQoPOOLxl38YYCyRcMuhXBSbFbRDp3aOqPwobamwMJQjKjSmNpgSyVVBlkjVfSKfeQawnBi3oPN3ssoeNQ5Fq+krsl8gprSu8akymeb/act/xWeqARE791vYnxHeaOKxdXHGUSyqBE2zOaGDYfVuYMLlvUdPiwEK7UMQlCKkOOjt9bTfW7/XleStk3uXVWCjIvCO+ucdsYmOdatUF4mVNKJ+etNibnREPSbionBZZbIPQ5GyGBTHnCUPd8sWtHLkz+LgsVteIOWLbGk8bHYr7JFennUSxxUltndM37vxpslpSofRKEZEaRXWMyxqXkDH6PyrZ783VYzupSSv3Iof6f99tJt+MQwnsqdhWO1DLg3VPN+RM/faVCtBG3kiimKVCwzjf+eRmLt5+1T1JwF6YMGmwFyiPFVg4ALpfV4LY3f8eMHw/LnxkVQMbSKkbsMpQS372UYSmb11eG/LYqakOy514pB3aKWSqxDi8tK8LpekBvo7TIY7va6lT2FCGculIvci8vSdVsWbch87OMMSR9sgsjFu3mOL1TE2rvEooq9JKf8aT906ELpbLH+fXuXBiMJny3P99yTe02PEpDgpCHMHjpIFKpfJAiXkNhb5zs+W7P0YDiSm7U1CG42+H6smBqxtappLdeD2PMYds4VVjhsbyY82EtJF6rlD6g8+Gq1kPwO/SDNmjG/D16cmns+ZWHkJ6jnsOe1XDoqhL1T4KQh3CnHbj73q0boZLG3FLzKXd7du/Ygob/bfOUX8JvfyCX0GdOj/FcUxuXeE7g5u/g5CvA52k5tgk6DG+SYrAv06dwtqgCj3yeLmu0anCCpwa8MbkSSrNSX+/2e3GlPLvPXnUrTTnxDWNp6XkkQUhmhAQNT2oavCVgqO0TkcNz8LtW265tkfeEZ75r7na67ufBTLWhHv/85oBdWBUp0AAAhy+KsJdxoVrTzwnPyg+c5y5fiFoak9u4Wm0fnxm1NRA3+W5/vmTthnXoOqMLy7IeeLdKp6HRADfgKl4J+QGt4J5NmxJLkyQIeQglfMK4wt4c6QbN7uYpw8EgojZsvzFBlwCSfPd4aZSSsTFdtbGlcCykKehZ2sl9pY5kmLQ6y4Wn5IOvWGqWMRifqtNDuDtOOuqrV2ZccGuCsiHrktMwata6uFp0xoC12nfxcsgGLAoVPkhdXFy0NKZ6hBqxJzVCto4SrZPmW96QC6H2+XM2/5lZSn/ufO9CslG0F0wfXO0IbZfxmM3/cmKelXnapmp/rpPDPL0gHSiRpK0Rr/M2IfzNewLbdmCxp/FwPgBlJ5MMjsukRL3LudNVyTic0VbTMAnvGyysZZcD2jWmYsS2Mzka5LHL5Zy/rRuGNN8pkhdXJF231TK4izL2T0L+URRIyjZlkY3BnBV3HWQ6KpNt3Xprl5KjJSpAWhtQyl5Ojhmro00L5lw7SsV2uU4stlk/ekmH9ZkXJZdJrs0hvnhWGWGPmjah8BHi7QwQznH3w6zW11t+u7K+WmX1vCO8badgVzQX8iM0OP7vj3M2UctkLO0wL/Kg8j7I4/iCIbLtN+c8y9y3LJfmd8Si3QCAVlFaDLiltejnNmRdxPAebWTJg1SUHHSdtR2+u2oTAtSWH9lx4fMmjZCMMMYcGEt7p/XtO1eMF1YdcisOZ7NwM4L6IBWNO1KXuszh39t8ghte9jIxu59im4xQME+YaailU5Ui3DQuGaqoYdoQJLlilS3LaYnuAar0DR7MPW3w74/IfhCuG/GpwbO0EpAg5CHENgS5G/2CLafljVBteOkLk+s1KXmkitRBSD7BwAtbniUKj3Jim6a4s8YcZ9QuTgf3nOENDZiahUwlUfuA7y6+8F5dySMJQjLi0MbCjS+kts7kemfmwXbr7SUHO60NTxiOh16elyLaVYCLZb0lrik3HpdiEYc5bjk6Z6F6Ucshw66UVa68uxKPdfvhe9o2Tm54+yfk+vTkGugiwkKux6dueN+c2jNth+P2Z1sc/kN+1fEdewsShDyEu0tjvx+7IlNOxCPZQaJM8agJZ8tOYuA7HsFRGFery/Y588GKYuNz6T3xFMcb79vWA7UjXFfvKztYnLtaaZ2YIFKFFTmW5aWm2appmKTwb/x0BOUuHICqBO40X+90dU7slrzmvYMz6/ROJkRCgpCMKNne0k7L411UWUNC5eJ2BVfyc8HmJGu560uJ+heK0tWdQ+7ijWbw9Nf7ea/zGfrLnT9bdxVi4BNOrJ13BjlYGrNcU+CDk8sGRGo8KzPy8IFMBxC7Wy3mepW6862itg4VteI2ljhO3+Zvt1usfO1EbN0uSD2Fez/YIdvRL1Jw5f2TIKQwr6+T64Rf1xqzkmu6tp258OZ5x3lYsz8P936wHWeLKh2GUxOMORZqyqr5t7IrYTSfXypwDIjZbkb2FBvhPWBDRQKxWSvGh1yv4n+7c+WJyApH2qetJ4okxeUdGyHpnLtaZR+PF9vSiowLdtcc5Wd95kUFc+MI3rUuC+4ZR7v28KLtZ3GprAZf2B6Ro1JIEJIRvkaz9mA+T0hX4pYlGjQPD5UnIhn5149HcLG0Bv/+8Yis8UoRAoXqV3Apy0ncPd/ZIhCfQPoi8iLE278IOShjdnE74kp5rbSEVYg3NPBKCPCODLDd9RflCbwpwLitP7keQV6xvWDmCBdOzxCHK/HKsNQOAIU2fYLUuEwKTMactS1XNLQkCMmIooavrtpK2zz3UM8b3M+MYFru1UCdSboTNsk7o2TaSSXJRkjgt9JIOX8UAM4X82uWpOJto3lnKJ0/OU7orjYYZcqNNC2k63l37TlO2nye4F34Ytx9v0aZ24e3DZHFCAaCbkVsl+lcrBtHmlm5ccWelgShACM0WPxHufFP/qMx1ISjQwx5DzK1+i2mJoQ1Qq5hqOcOcHwdi7nzl+5LxiYegU7rlESfMICDXWM8N9QkBjlrA1KQU9skOSonmXZ0Ww7Bz1kUQnYt6jaR5afRFYP3vMrLiW1++col1Nc4cuMghaW7bBzSqqwSSRCSEZW9W16kzA6nrM2WFLdQ+dVUL3LszmqIh8GVbl6ow+HrGGwNZuXCVt3tDmq3EeKj+LoBpy8N0p7y3yKbx3QfXhpzpEFxVD9qG9zN2JZH6b7G2j6y/rom6LJOvj5HiW+BBCGZUarDknPwUgrBZSSRz8s9MPHutPHA0RiOkKblcVMjJGOskpZXvKgTErMMkXHOycGtXkJdvqSFEdMUXNnl6hU5gqcsRgdryox5vt5dSk9iYxJ9rqGIzFjvnKsTqEu1yYwkCLmAkOTvcAAQ+eKF4nB1+7wn25vaGjcfXJ8+7sYjrsDm9lJjMOLUFf5lKXeMpYXTlSceR6jNPYhcmxOURrp3aMf3F28/i4c+2yP6XEB34HUAaXPRbNDtjaOFpLZ723PZnNnUSNX8KF0FvPFba75FLI2Jz6P3O/mDCrgFIUHIBXxhwFcTaqovqTsKhIVb6YVaeyBP8jPu4MruCanwamCuJ6vEUoFSy4W+zsY/L+PP/DJ8t9+zbUxubLUxrjUhaQ/pqrmOHB1phACgeYQ0Z5HucqKg3OF9p/ZbIupDrKZaspNdIXMJadFwWLUvT/a+hQQhFxAcGlU04HsCd52oycn0H/60u8ZviCwPUspqnoHV1DnwacP7nP01KQ7KbmgeLpAf0VG4hJLN4LG/tJMU3lFe3NVWnL/Gv71aiaVBsTHqJToBtEtHxMClpJbnuW8PKha3ELbvy9luy46tIvnjUajhF1fyu0sQKwyI2YwrNMHIvMDVvqhliJO7rkkQcgF5dmF4yPjRJp3aOvm25dql5eZW15yrVZi46hCOXtJJjmedWGdmgh29VE0RIHZxzVxGvvGDXb9fajUrdZSTz3eKd1DW7Ybo6+mLfkQQoZLylolx/2+87n5GgmUchN3Nz8/Z/LsqV+9zrpWx1qSJKZLYvHqiXxFzNpqjsEIwANtOFtldk4qkKuAJa3JkIyQ9O4rRuLuN56a1Q0URcQm9vx8PXeJNUzz8D3hCWy0FEoRcQI5XmHrc82eHAQ0eP5XClbZdXtNo06CrqcPmIwUYtXi3Yvnxxq4Yc1ChQWFvTrFN3MJilhTfQEKDotJ+TdTUySkpGAi1pS9stgoTIuGpznUK23wx2H8PUU0aDoyVbMflYTHJobbTqkxivoEgkZKAUFzOlhPt45EU3I4zMjsxJUHIBeTo6I9clK71UDvC1jTS6kuqI0ApuPPqwlCHJ4O3oL2mUKLXauGwGjQettkSOljXorvVYPHqqhK7GjlkEjkHG3eXeOSWsRxlhy8pJWQ8V6I8d7VSMSHgTxf6SSk54evLe3WIAcA/YWCMAcyEpaEf4ZvQDySmJi8O+xWJR2wEwYT+QX+iObibOcR+ITtO8h/7IrzU6l69nSx0bDclFRKEXMCRvxy9gB2I7Yv3nF8QzyH4YTqeungUzq4xiWlPCP4F74V+gzTtVGkaIQdh2fV/o4N2IbPJC/h3yGrHcUnwY2Lu5D2toDEnl3Gu2GE4l+L2QFnqRXrBdScrSgmn3lDG/ZR1yXkgG5RcopeCifH0zU4qMdhQgSHBh3B/8J9ojTIFc3c9PxKvA9xu1bZ8fE3v7uKf8G3YB/gl7A2X8mJtmyZGCHO3nZKNkMpZyXtQH4/RrnpWD2RDaM3akRpTjgEhv0T80RCcamcMjwbvQHeN8FKG9XvqE3SC97ozxGhmZoWuBAA8F7LZ4VKalHSF1NXO6pwxhm0nruCi1WGuUt6Tub2P/d8+7nXxUciGK2keyisTGbnrJZJr941dOOlZERWBswmE1OXWonLlTiWXNklxpW8WmOx6esLhID1HwgjfY911OwAAiUFcNy2OzrzjxunZpTG5l99DZI0tQBB6CQyM1/Ehv60KP+bBq9QHDla0xVwvGnDLd8SB8bMcE+P75u/gvc5b71YXb7i2G/8MXQoAuD/vZ0lpMjDRwkFjvbhfWsfqcG78rnYWW08UYfz13Tvn5w2X/LzgDNZFb9xi4pYTQdsqm/r1qLbVQ6lZtxmhbdsauy9cOvwbB2Sy35OybM1zzdl3w1UYOm/PSim9HR1jwrEREhWbyI0fkjeVCI+V7kAaIRUgVd0nZX3frDL+327fM7hs1HyI//RdsdNwR61uXe0tKhsNx3MFtkJbw1E3W0V0o+Yyng/eiHDwe/+2Dnun5jQ2hL2J2zVco3Wx37WjcPZLY+ZnnKvGreFb0pIkxCk4Zjva0SMVoRIFiXRWtMrJ7rCcq8pqQsUipcasDxwVe9YgX/wRYcENPwTPqJOQKQXhE3odaXAZgCU7zyicJ/fDWTdhW8GO3/+i4L5Q24AWJgT/gr8HpwHgepMW06e7+xmLfTztNL/tki0kCLmAVJMXRwdrCmFrppDUNU5UvPZhnAZxGXu1qfAMRU6+2p0rKhzvadYcHb+0dDUC72y7djr+FboG00J+sE/D5u8ftbNxR9BZfB/2jtV9m47IkU2RDEtjSuPuUSuO8IyTSHGUONHaphwtdD8zZni1yuKWdSQt41q1GcG6drJdW0yaSvoictd+z1kbs/ZszMRoXhhDcnAq/qI5IRSCG1yOL8Wqfh0VZ8epItvgDjFHdaPmMmaEfoePQr8AAMz5taFs+nojXlyZ6TRtc594sbQaZ13YASZm7EvPKcbEVVmi4iNByAWEl8YEtD9CgXlpaJFhNqfEJ8ZE2Ech4ntRYtgwN0Jbb6SeGncvltY4DyQAt87k3TXUK+gM73W+GaZW0ziDYow5mJFxMUro5V3dOq5m+7XvD4r0F+UiQs7yPIMMS6fieyBe6q0+4osljd+ZwdoY1uV8NMKndHO4qUChRsnXlzuc0DHhCZFQFlsW7cW7ocvwvfZdkXniz4/Y9ABb7bVwwH9+c4DnCat4BF52NBo16DEot2iE1h7IF7XTz1zGez/YgcEfp9l593aGmOaQnV8mOj4ShFxA6jdpYkyUwRoANAlteCXHC/jPpLKN1xuYNQ1y2KS40vW7M5lkDv5yFl5oaazxPuON1eFp1pblK574eMp5odj5Ep4Zs1bRLnkZJ+NSNBDeaK5S02zfMsIj52NJTcGdqpMyQak3Nga2rgbJR9OYhX+B+7xb00XEJyVtMZRdH4BjUI57g44gGpVO64u7I8s5kVXSjj0R7TxTZKsQFUqgzQudHmAtDL4X+rXld3kNV6AR1pJx/7yscz65fTVkDb4K/RBBMPG2Ry0M6KgpsPxdUSteuCJByBUcqPvEDgxCtg5R2lAAwNYTzh0uStEOyIn5YEvbWZ3QrjFHuDLmiD1vyt1lAtvwGk3jH46Mpe2WxpylYfe38BOOlrtsB3BX24d1+mXV5sMzJTwv9H14Zd8YP1l5pYJeseWSg+S0Z3LnU5eSj3qT9TZo/mUf22M8+PLm7KgPqWfGSRHEpLQzXU0dGAMONXkeK8Pm4s8mzwFG8QOoGE1ukEbaMCs290JVYjIxjrZezpWDxo0fjU901jQ6vbTbUOCgL7DuJ8V8cxNDNmJQcBbuDTrCm99NYTOxQzsNfYOOAQCKKsTvTCRByAWEPkqhM10kzWak7HjwgioZaDx/xn5pzBWNkPRRp1SiGtUa6zyWVUs7qdv64+cvKr9GqPGIDf6ySlkjdzSm2b5zOY6jeH39YcnPqEfcESavpBoXiu3dLjA40mJIwxv1wG/zIv55QUFb7v5EsiDEf71S7/wbrnPgF4qvzwoxNCztCH0+1v3AE8Fb0VbTsOVcqO/WSJT6xFa1UH9bUm2w2T7vPMKCMv6NHrZ1YJ5caTXi+mChOjExm0mmhAYRhnreOuoU1ODPalTQXgBWBvsiIEHIBYSaldAMnO+61G6Fr5lYfwjvbjrOuXfYvE6rgEBkjtL2+zaIdETnLuk54hz18ZXc+trB8yWW38E2hQlGw840oZ0/vEtZ5nt2a/yO89nQmYubwYVI6FRvaNFw6KrdUp2T12Sdvu3xH2JwxaZBKQQHJ40GNTy7DxljggJrlzbNJKXtaGKg1PEN/G1efMXXWS2N/WK1a8zVVydUl1InQEJ1Wc0jCNkGXb73vIN4edqlo6Vsm7+nha7DtrBpguEBVzSMDPEovu5p3lEoB2miYakoEjWi3p1RIJDtezJeDzgn5CsRsQrDGOO8U0mrCGCOzQ2u5zk0WLx4Q4KQC0g9b4Xvuhz2PZbt0YzZ7aSy3s4oNxb1qE3rPXe1wX5F6bOs3Ild6N3d37m15fc9QUdxWvsUngzeIrit3tEsS8iLuOB2bY2Go2LfdfqqQEggOjxU8J4tQm1sy3EJu5kcNFMxs3GvI9jBS9f83BofJS1pB3WXJcGQ05X4rZGye/BSGb+thrktiXEzIQbJgqAb3aX1Li9bTCbG8706xjbr1hsf+JC6NAZDJTKavITMJi8A4De3ABzb4gVpGE41GYdjTZ5FUL1z+xupmzU6BPGbbti9V6HlO8a9JUVpprFZVrOL+3pZpLQZEoRcQKhfEepw+NboXfmwD18s4/zt6JR2JQ2pzcWRus6/6bC9XxJX7EbEGrM6UwkL3V0UugjBGob3Qr/hpmu9NAb7DtFiLG0TsTMNjK17uuXpF65fty+nlPdqbne29VBlEO+Hqc5B5gt1An6TRMYtpw2NEEIpCB16LKeNkKP290Vao5+wmuvH8jg8a8yNqqqXoZ7Nyl4+lwDi9zw2ItbNiCV9oXtuvisTY3bfmcPT5xlzuGvsds1ZbAl7FQODshuzKLGjDCu3srlx6Evjehg7Vz8MtxSlWP5uXuH6Qdt2S2NO2pJtXQqFZnZaHfF1pLHJh227Mbog1pAg5AJCg7eR8d+Rw6hZowG22HTej32ZIRie2fwvJ+aOwtZGqDFt/lQnrc6SJX13BiqOOtbquhynJwt1Wo0aNAfx8e6i4dMkissfINzu/nprrOg4as2DNO9doQHB+dLY8r3n0fOdVIfCvBwIvdczVyrQOkrLe08ujabYV+VIA8hHr/YtHCTK02ZkEYSEhTWx27it+fVIgcAdfiQZS9suTTvafMAYauu5EwNXHMOaWRY2H52CLmFZ2HzLNY1UjZCp0f7GUQ6YwMQLANqVpDeGsw3gRvN2KgjZbaAR7gu4G1Gk5cORcG+6LtZImWSTIOQKQuo+B0tjYl+Jw11BQtnheUTJ2fbmIwVgjAkKQkovjYmdYPFVgVB/2tqQz3/DCq6g42jWKC5NVzCZmMVY3WlYgXRt7aFsEb19V6LK3pq3Nh5DeW09Xl0n3RhbCvUCxg8ajQZNtfYnDDnaDejucs5frp9qLob2Lbl+w/jmznxG9nylbSZhOVUIs0aI31ZR+DmhW7N+PiY6LCDcn7nb15hMwM/Z3ENjGRMW/s8XV8NRTpuicRlKyN+aMzSmRsHMkT2MvXxj9pcBm8bqXAMsemlM6oRR4HpeSbWNsbS0WLkaIe5dE2mEPINQW6g38a9dSmk8cnkDtj73Swk2HymQb3uNRMR2fnx12SS0cSeB9d3+FZstv1tqnPtw4tcImeO1tTlw7V3wlbNJWLDoQ2YtS2M21827aITkId4WyKcJEEjXkTrc7prCFtT1Akt7UiYVYu7xhrcprxSB5N6bW1l+/5lfhn7ztlv+rrv+XvmMvflQWiNUZzTxak+sD+11F6EiiDmzzFF/wRjjOItsuCY5e1Zp28cjWbNksjquAkxQs2u+qtEAbTVXkaWdgGkh3zdc52wbk5a8NbZZ59PEtNQ0nklnZyIkkPYjn6dz3tP8lFPi8wR7bfeTwVssv2lpzEMILo1JMJauNvAb2Amp/Ex2Ur5jXP4IRXL8Mv+BjJ5AbJH4ts1aa0OsozEPyEOD9nPCmx1c2obnO16hW9B5hKFO0LM0H4wxQMM/I6viaSN9OsZIPuzVFnPHHyJhVwVfk2fMNRsvT+JIhc53R14bITEp8vP7scZl8Ic+28O51/y6QCVWMyrH0rxZ+OITKuqNJt7djK+vPyzbnMi2D3V0jpukeBnj8eTs2KhPbJnM31+BlS3dDXC+DGqdvgYNWk3eY5qsrk0N+QHNNVV4KeQnSbvgLEGEPEuLsJ9qrhE2oHeo5bO6mXJM/AYODZhl95o5DWt7ztjo67tlJTR7EoRcQKiCTQJbb02MoaSK69zp+4MXJWmPpGqKzB+hs2UQV/Hm8CdW1cwnCAm9u/LrjgNnh37Lud4+hv/IhY9S+WcwTwZvtd+uLrDLDmgcpPiy9ceZa/yZFYlQmzELQq5oRTjhYD+IOHqedwlXYY2QkA+Znu2a815ncLDkK3Vi70AgdvZZXqsUdgZ3940tBe+ZqzPcWvN5/Zqt5kOIAl2NvQGq0dyG7cMbjIz3oNor5Xp7jYIDFxuOtXHcm8+vaDjPiv+IDOF4bDGaeJZWzH8zEx4J3ombNJfQVXMe/wr5Dk0hrOUSOvT4x6zGpbeHgvc6zxRHEGpYBjpntVsv6PoSGHeh3sr9hs1WDpMTwc42Lkc4M7y3ve9wd5eL374GjJOOvQNb0gh5BHO1N4/gqrqNAktj9SaGx77cZ3ed78wsoYZWZzQJD1w818zRCDnV23lK3Km8QlxXZPAitsN1FfEaId45P8+vxhPtg8HNO8fTrtUTZo1QM3BnprGaUosAcl/QYTwYlIEDuSWC+a43Ngy84vZaNMzIxO+a44/O7PW3+w3RouIRQqi9K3noqlSEnFV2S4jmHTCNJmEbIanY1oN1x299J/K64zexy4SN8Qgb2CfGhNuFX/rHObvwfKxIv2BXN44GwDqjibef4RvoVu2TdtyEGVutlnnH4oZDl+zCSmln/KfPN1y7reR3fBj6JbZpX8Wv2n/j+ZBfMCPkO8G4NDZuMPjKH2TTvyREN7GPyKbPqTeZMOTjNABAe00hsrXjMTXke847MjH7PawWbPIRaqzBR6GfY1CQ1eGoTvRcH4f+F9+GzoXR5Hg51n4HmzDuzIEcKQaER0phSBByAUdG0XykHC3kneHxfSj1RhO/MGXk76CFdpyYB/AggTc8znLYnmswMJyxGWTimvHvwnEYjwsfgzsaIWs0nN8NGbHtqKzfqbUgZGLAA6adONzkObtYze1jRdg8/DfsP9iXfUQwD/Wmhi6ojabRuWMPjfCAZXIggNryU7b9IAE0Oho7IrBjy3YAFzq8sLbOxNvR/SkQnq9dn74ifYlDinb05TXZ/HE4WDaUatwqiAONkHXyHVtH2t13RJ3RhKKKWoxZYq9dMMdrXQZzvGKN7Pl2v5r7Kr4+y1BvAt8qK18/eeqKc/s7PmyjMgtmYtqPo2WXhrJyI08oaxAQEirtDbpvCzovuDvUVvturiprIcN2onVvyAmkayfhr0GHcKKg/Hp4bvxXyvUwMaA5KpCmnYpmmhpMDvnJ8h2EGyvxSMguTrrWgmuZzWrE3QUr8ffgXfgqbAFvOWwZGJSN0cG70T/4CKJ0Z0Q905iZhv+CeQy2XbUP1IBbPttY6hlphDyCvp5fKhbqoIUOyuQL32BwbR+2zmTiXZ/fk8O/fGIWAhRbGmP2djL33txaILS8RrFixykpnq7NnVsrDdf2iV+rBJRW1WKG8Qu7690151BvYha3+w1xCm8Rrzea7N5RiINdHlI0FscE7LjM9hxC50HZCgJ/5xlwgYY2xvdehQQnPrsqALgq4UwgoFF7Z4sUAUloiaaitt6h40spHC/g1r/QN6C/7qJA7FKB0cTwcepp0fmQunHii7Rzdnkx9yd876rOaEIwz4zLyOx99Dh2RCqMrVDVePAzTzwS+hqjkdklHKEXtuPRgPF+n4wxnLOxWzLXIbPS1jTXcMPMr5qJNpoSfB32ER749I/rkfFroVeHzeE8a/4OHi75mnPdxBjHU3SdzXfe1GC/GuBII2TtCsBkMokWqIHGPnh08B/2abo4JDjzLB3MpB/BRIKQC9QY+DvRaoOR92MWWiri67eNJv6XLGg7JDBQmwdw287bejeK3DgSPOQ0BRHbodt2AIA0PzwAwKwOYIxGFec3X+fRL/gY6k0m7Na+bLlm1jLx5bvexBASbLswJlzCKkO95C3DtjNMvRMBMcRmUKs3MZTzeCo3MX6hfUjXON54hZZmzAe7ikVot5SU5V4jj0dhoOEQTiF5J1Ir/uwiwH5ZTugbMJdHrCBXb2JOd4yFh1nbCDXEa+tt3uHygq2NkNl3GM/EKv1cMa+xdF29fR07SpOvnxx9xw28+TFrvPlelRSv+vp6E0KMNnY/zHg9bvvYNWBICj5od722zoTvD17kXOPrx/8Z8rvl92qBZUJms33eTNegC5xw5jbQsp6r8aozMpwoaNS86Y22bYVvSZX/r2b13CN2jADSHPi9Mhf5Js0ltNUUofL6u2iNMruwzgT/FennsZvHTlID7k4/2zY1qubn63kR39mTIOQC5gZoW8/Tf/iTN/yvR/hVs0L2RHxqe6GlMaEt+41bpDU24fkHQaEOStghlv31itoGocF6p5UZOYxizcuLYmfmfHYNVQLHQgipu0fX/woA6KHJwU1BXCdwQgLL/rPcATnIHDdPvuuNDDfU5tjFazQxDLjFXsO2cOsZiSfB25eL73wma0JD7BMI41n7qK0z8gqWQhOF7/Y799UkBiGN0JVy8ZolIaE9UhvCa4PVvmUEryBztkh4qcdWmyiUZo2Bvz8RwmgSNug2RzHmzrZW4Rv+3291th7gWBNXrefWsflb4rMFKquu4xWQ9PVGu6UrRzI4305a8241R4bntiwQ2MjAx42tI9HSYLOEzMzGyPZlCgLDX4JO2l2v1NcjDHWc4zYaPfDzF3rhVudavZDrk6hxwSl294SEYX09d0Ieadcf80zgghqXAd8OWWb53aye22bqmYbX0H+QlZPWKFRjm/ZV7NZOQUWtgVMOaxw198wLpZj18zE8+ZW9be0jwWkcwfuHTK4AGoaGcSjYWIsfwmY7SKUREoRcoFRgBnuprAahPK1EqAM0MfuBKq+4irdDFOr8heI2ewS2XXYR0k4JxS9kJMmXx52nGmYKj/+lnd09sT5PHDF26XVP2k4EgVZNwwAA5TX2KtJDeWWW312tDtEMEvgse9Y3CLfrRX5QAHAhl9vBmYWsJiaucfyE4F9gNBrx16pNnOsMDQdeCgmPUozm80vsDfLLeOrFms2H7b3+8gnnNQYTbx5r642COyIZY3juW/sZtRSqBY4ISTstXiPUsCXZ/npUkxDe+hVKMztfxxE6zDDG0NRGg3SJZ3ME0PhtiJ0sGOodbJy4HoU2pLFrF5rkOBIYqm2+V2dL7XwaodJq+3bmaJZ+odh+R5Z5CbNA5/y8LEs8Iv1sAUCPttF2u4xOXC4TDB8EhgeC7e0rK/X1eDR4J+eaWcCdErKePy6hGY1VHWVrx6MldHa7WYHG/s12EK+r59ZxjYH7Hkw8nq7DNY1j2tMhjT55HihZzn3WxP+uq2sajNc1MOEd66OJassAAFND19k9Y2IMraBDPOwPdhY6vgcA+gcfQXSTxm/rosD7vrdoNboEiZt8kSDkAhNWZAreCwsRX6V1RpPdzGbWz8d4O8Ty2jrezk/IuV6Vvh7rMi9i+0nu4HCtkl+IE+roy3g6M6Ah74O72C+B1BiMvB9Kld59Qej0lUrkXK20HO4qRFyzhp0YheX2H9N3+xvV0T0NjQOyBoz3uAfLScYabv41NltUrTGYuNeDYYLJxNDp0gbO9Rmh32GkaSsim4TZxA3OdllbbE9VjmoSYnnOLi9Go92A72wpim83I1+brKitwydb7Ge1pQK2QEDDO7E950vIDksInYAgJ2W3YnhoMKfN39epYcm4Sl+Py2X27eZqhZ53UvC/P86hg40XaKBhAmE7IRA60NScD2sh406B7f0AsC+3RHDnoPk9WS8PCWlBr1ToBQWTGhvtjDmPQhMmsVraaw7aBh+/HS2EycQwdqm9ZgDgtxES2inLR3lNPTq15O7+NbvS4ItGSHNcVm3gLJ0DwIP/abCLuUFjP9AD9obTlriqGttfsIZhbPA23nDjvjnQ4OHfZsiprTcixEoLlXGuGF/bHMotloha7rcq5CrhlsqG93NzUSr+Ftzo92pk9c8Cm4sY6utNONjkBWQ0eQnhqOV8v9bmAnxttMrg/BiShOoTAnfsCQhB6L///S86duyIJk2aoFevXvjjD3vDLbnQhoi3IyitNoi2BzogcIKykAHqf7ad4V2qyyup5o1fyAvsqn0XeK9nX9TxntW0/tBF3pn2i6v4hUcp6/lAo/8QR8RfF4R2nHLsvKx9eWNcN2ku4yqv7xYN78AeqRFeVrAd2IPAGnZoGe3jua3+GBi4baa5phIXS6s56mZrbGfljuwu+ITG0iphjZDQjsgjF+2FxLySapwsbFwamvHArQCA8wJaTQDIttLImbHefPBnfhnGLs3gFUpbRjYIjMUCPnYqnSz52ab53x2Nh1G+NfK2hrirDHjl+2zeZ1Zm2H8LLZuG8S8P1hnRIiLM7npJlYFX4wZwff8cyisTNEo9UVAuuDxq1ty8s+m45dpmgXO9LpVWCy4xZdm8p/25JTCZGJb+YT+g/u2OG0RvypB6rhrA71jUEXxCYrWhHjqeSd3RyzoMPs/dPRWMhk0AfMp2212lZl5bd9hOsBHqm8tr66CvN2JEFVdT9ELwRgDAz3u5u0w7BfHv/gQaNP9lNulU6uvx9+DGXWTBMHHaQ5CVRsh6C701ZuGjuo5bplX7LvAKmnW1VTCZGM4dSedcDzZW253lBgBfhH6C6trGMSdWU4Y9ZxvtgbLzy6CFAQDDBzxep3/clY2ZG45cL4/9OzlzpcKpSwBr/F4QWrt2LaZMmYKZM2ciKysL9913Hx544AHk5bnmz8LMvnPFlpmptXFo0yaN5xeNuj3BYRwLUk/zCkJCM8cdVsagZh9Gxy6X83Zmjvx+5F6z33IqdPilkDDRtnm4peFOuv9my/U3fjrKO2M/xDMAAsDdc/lnO3ydFgDkOtCUmGl5fWnsz/wyFFfqEWVzplT2gd3Y/uZAzrV7go/jdZ5zr1ppdLjj3S121ycE/yLor6LCRvsVpDHhQkk19ufYL93EoALFNdzwy8LmY9+5EsElrP+zWVqqNhhRXKnHOpu1cqDBKeMra7M514qr9IICz94c/tnrFJs4AOC/O7m2TWa/RBnnSvD0N/vtwgPAC6sO2V0zC46bDxfgoc/2YG9OMR75PN0unHnG+NXuXBTxaPuEBAe+7fyXymo53olbN20Q6itq6zm2M79Ovs/y21roMxMSFMT7DZ+/VoVDefb5mZ9yEhNX29dB1zdTkH6OW/djluwV1NjwvWugQdCw/UZstcJmgjQa5AlolPnOgFu1n7/P3JB1SZLBu63gzutLxwohrXRZtcHOQLlQV8trw/Lgp39g+jr7ieHF0hqElnC3hAdpGHKuVuLYZfs+UWgJ/UxRpZ0xsxCpx65gRfoFTAj5hXP99dA1WJhyDB+Hfc65fouG/10DQNc3f0VflsW5ZrsEG4GGb8X8zYdYrVoIbaGf9n1DXfXQcAXfIDBE1tu366fqfsCWE1fs6ic2QoNantWGocEHcepiY3t/Lngz/rnsgGWSc+zYnziknYAFoUvweVqO3fNvhK7Eqn15KNDV4JZSe8VGVn4ZKvQSdg0zpQ/78TJ9+vTBnXfeiSVLlliudenSBQ8//DDmzp3r9Pny8nJER0cjccr3CNLaq8AB4Ntn/oKnvrbv+A/MHIy73t9qd71FRCjv+jkfvdu3wEGeDv7HF+/B6P+K8FIqgb/3aivYwQINp16bBxuNpnEp+5Febe0M1gCgVVOtQw+5Ypk9sitm/3LcecDr7Pv3IPSZYy9gNUU1OmkuYYP2Ld7n/qr/CNu10+2uD9PPQ4r2X6LTTzP2wIDgxoEk23QTZtY9g83amXZhjUyDPaZu6B/MnQUO0n8IPUJRz4JRiJaYMOBGfJEmziEeALSO0kreli6WB7vH824AEGrvrvJMv474eo9rKv2xfdoJ7srhI3fug+g441e76+fnDUeHf222u/7uQ7fxHhzqy3wwpjteXy/s88qWFc/+Bclf2fd7PRObC7pQsGXu6O64v3Os4IRIKb6f0BePfpEOLQw41WQc556ORWCU4T2kaaeKjm+4/n2773u98T4sqn8YO7XTONcH6T9EM1Tz9kPnTXHoEHTF7jofzxumYFjwfjxs4636Yf07+En7Jufa44aZuMwaPJLPDFmFpOBGTdB9+k/wh/YVTvjB+vkY2+8WPHPwYc71T+v/hls1+RjKs3Pufv0C7LAp6wHTLZhZ9yxSta/bhbfN5wd1jyHN1AMP390Fz2X9zXJ9bt3jaN/v7xi7fwzn+Z3G25F566t48vQkxGnK7PK/VfsayvUM0fMqoNPp0KxZMwjh1xohg8GAzMxMJCUlca4nJSVh715+IUKv16O8vJzzz8yix+/gfeYOnvX8x//SjnfpaOE/emLr1AG88Tw/4CbO30EaYN0L92BC/xvt00y0T9MR/37wVrw5oqvd9ew3h6DV9dmwtRD0dN/2dmE/euR27P3XX9FUG8JZ+niqbwd8mdzLLnz/W1rh/Lzh6NKG2wDPvP8AXhh4k13414Z15s37mF5t8Y/eibz33h51G+fv8/OGI65ZE4vNhzXdg3IFhSAAvEIQAElCEACOEAQAPYNyeIUgoMEGwFYIAmDZdbFV+yrmju6O6UmdseCR2+3CJd9t/54e7B6PV4fa1+XdN/Kffv7NuLt464uPTrFN8elj9t/B3TfGoHWUlmOAbuanif1ExW2LrRC0bRr/d8P3fcz5W3e8+9BtPKH50Wg0+L97O/Le46vjpNvi7a7964Fbeb11R2lD8PmTd4rOy8DOwv64lOTvvRLROS5KVNiQIA2vK45uNzTD+hfusbu+cRJ/G3i45w2Ij25itysx843BvLsmlz/zF7RtEW53XQi+fglomNQFB2nQN8h+ghWtqZYkBAHg/b7HBP9hJwQBDd+2UD8kVggCgM/DFtoJQQDshCAA+C7sfaRppyJNO5UjBAGwE4IAYKv2NTshCABeDtnAKwQBsBOCAOCuoNO8QhBfPl8PXYNftf/mCEFAgy2lrRAEAAOD/8S0M0/aCUHm/EvBrzVCly9fxg033IA9e/bgnnsaP845c+Zg+fLlOHXKfu1x9uzZePvtt+2ur9t7CmP63oKcq5UYtCANYSFBeLJPezzSuy26tGkGQ70J4789iLNFlfhu/N1od92Askpfj9veavAd0VQbgiOzk6DRaJB7rQrbTxYhWNNgEDjprzfjvk6tkXGuGJkXShERFoz7OrXGzbFNATT4SMm9VoUmocF4oFs8mkeEobbOiIcW78GpKxV49t6O6HdzS/z11jj8eOgiZv10FPd2aoXBXeLwyHUhwlBvwmvr/kSb5uE4UVCOKYNvQc/E5th1+iq+Tb+A2GZaNA8PxZTBtyAsJAgf/n4Sn+3IwRN92uGlv3ZC/HUV9tmiSnx/MB9HL+kwdcgt6N2hYYAt1NVi9sZj6Ng6ElX6evzrgVsREdawLHX0kg7XKvXo0bY5YiLDwBjDwq1ncLG0Bv+4KxE9E5sjLCQIhnoTvtyVg3NXqxAUpMG7D3VDeFgwauuMWLIzB8VVerSJDkdkWDAe6N4Gcc2a4NUf/kTmhVIsfbo3bmrdUF8mE8O0H/7EhqxL6JnYHNHhofjvXVdR+9NktDRKO8OLRcZCU+XekSQFLAZxKEWQhvu56SPiUVVrQIyJu021EuEI0zBotE0R+q9G1fDpKxWoMRjRJDQYHVtFQl9vxP0fpVk0b8/1vxH/frALgAZ3A//7IxdHLpVh6G3xGNEjAVcr9Pjbf/egT8cYVOmNeKR3W0v7+Oj3U1h83W6mT8cYrPq/Pvgp+7LF1mze6O547LoB8Gvr/sT3By+iqTYE7/+tGx7q2eDvhTGGtQfy0aVNM3S7IRpBmgYho7hSj17vbcUrg2/BxPtvQtrpq/hufx62nhBXr9OTbsGkv3bCheIqTFqdhSOXGnZr9b2pJcbceQPGf3sQmRdKUVpdh92v34+2LRq+v4xzxdhxsgi/HyvES3/thDG92uLA+RL8+8cjFs/oP0/sh9uvTywWpJ7Cou1ncWe75lj2zF/QrEmopd6TPtmFe29uhWX/vAshwUF4ZtkBy7JTTGQYMmYMgkYDDPxwp2V5OyG6CXa+ej/CQoJw9JIOWfllSIhugu43RCO2WRPUG03Iym+wj1i49Qw2vXQvut0QjZIqA8YuzUBTbQgOXijF1CG34KW/NixBmzVXsVFavD3qNtx9Y0vO8m1EWKMh+ORBnfCfbdyln5PvDsP/LT+I3deXtls1DcP26QMtZd179hrG/m8fJt5/E14deitKqwx2y8PH3xmKiLAQ1BtNWLDlNJbszMGE/jdixvW2d/5aFV5bdxhniirw/YS+6BQXhRqDEVPWZlkOlP38yV4Y1q1BoDTUm/DQZ3vwcM8EjL/vRgQFacAYwyOfp+PghVI81bc9/v1gFzQJDUa1oR5Jn+yyGPWffu8BhIUEod+87Ryzgp8m9kPPxOZIO30VT1/X2N8aH4WlT/VGYkwEGGPYumkNhmQ+b9feKlkTNNXYL7/WhLZAeJ2Vhj6qDWqCIlBTqUMMT79SzsLRTNOYJwYNylgkWmjszRPkQqdphmhm70y1kjX03waEIkbTuMxbxbS8No+1CEMTcJc8i4LjEWu00ga3ugW4dhr68FjUVZfb1Vk5i0AQTLx1Wa2JQASzX5qthRZNwM1PGYt0eLirhZBw1DeNh6GyBBH1OtEaoYAQhPbu3Yu+fftarr///vtYsWIFTp609weh1+uh1ze+hPLyciQmJjqtSIIgCIIg1IPZtMXZ+B0ieMcPaNWqFYKDg1FYyLVnKCoqQlwcv/dbrVYLrVb6mVkEQRAEQfgefm0jFBYWhl69emHLFq5ad8uWLZylMoIgCIIgAhO/1ggBwNSpU5GcnIzevXujb9+++PLLL5GXl4fnn7dfFyYIgiAIIrDwe0HoH//4B4qLi/HOO++goKAA3bp1w6+//or27e13ghAEQRAEEVj4tbG0HIg1tiIIgiAIQj2IHb/92kaIIAiCIAjCESQIEQRBEAQRsJAgRBAEQRBEwEKCEEEQBEEQAQsJQgRBEARBBCwkCBEEQRAEEbCQIEQQBEEQRMBCghBBEARBEAELCUIEQRAEQQQsfn/EhruYHW+Xl5d7OScEQRAEQYjFPG47O0CDBCEnFBcXAwASExO9nBOCIAiCIKRSXFyM6OhowfskCDkhJibG8js/P9/j543dddddOHDggMfSKy8vR2JiIpVVYaisyuGtsnq6nACV1RNQWZVD6XLqdDq0a9eOM47zQYKQE4KCGs2omjVr5vFBJDg42CuHvVJZlYXKqjyeLqu3yglQWZWEyqo8SpfTehznva9YyoQsTJw40dtZ8BhUVv8kUMoaKOUEqKz+SiCV1RoNc2ZFFOCUl5db1hZ1Op3XZgaewlxeKqt/QWX1T6is/kmglFXpcoqNn5bGnKDVajFz5kzLb39Hq9XirbfeorL6GVRW/4TK6p8ESlmVLqfY+EkjRBAEQRBEwEI2QgRBEARBBCwkCBEEQRAEEbCQIEQQBEEQRMBCghBBEARBEAFLwAhCu3btwsiRI5GQkACNRoOffvqJc//KlSsYN24cEhISEBERgWHDhuHMmTO8cTHG8MADD/DGU1paiuTkZERHRyM6OhrJyckoKytTplACyFHWgQMHQqPRcP499thjnDD+UlYASE9Px1//+ldERkaiefPmGDhwIGpqaiz3/aGs58+ft3un5n8//PCDJZw/lBUACgsLkZycjPj4eERGRuLOO+/EunXrOGH8paw5OTn429/+htatW6NZs2Z49NFHceXKFU4Yb5d17ty5uOuuuxAVFYXY2Fg8/PDDOHXqFCcMYwyzZ89GQkICwsPDMXDgQBw7dowTRq/X46WXXkKrVq0QGRmJUaNG4eLFi5ww/lLWL7/8EgMHDkSzZs2g0Wh4y+APZS0pKcFLL72Ezp07IyIiAu3atcPkyZOh0+k48ShV1oARhKqqqnD77bdj8eLFdvcYY3j44Ydx7tw5/Pzzz8jKykL79u0xePBgVFVV2YVfuHAhNBoNbzpjx45FdnY2UlJSkJKSguzsbCQnJ8teHkfIVdbx48ejoKDA8u+LL77g3PeXsqanp2PYsGFISkrC/v37ceDAAUyaNInjjdQfypqYmMh5nwUFBXj77bcRGRmJBx54wBKXP5QVAJKTk3Hq1Cls3LgRR44cwejRo/GPf/wDWVlZljD+UNaqqiokJSVBo9Fg+/bt2LNnDwwGA0aOHAmTyWSJy9tlTUtLw8SJE5GRkYEtW7agvr4eSUlJnHc2f/58fPzxx1i8eDEOHDiA+Ph4DBkyBBUVFZYwU6ZMwYYNG7BmzRrs3r0blZWVGDFiBIxGo9+Vtbq6GsOGDcO///1vwbT8oayXL1/G5cuX8dFHH+HIkSNYtmwZUlJS8Oyzz3qmrCwAAcA2bNhg+fvUqVMMADt69KjlWn19PYuJiWFLly7lPJudnc3atm3LCgoK7OI5fvw4A8AyMjIs19LT0xkAdvLkScXK4whXyzpgwAD28ssvC8brT2Xt06cPe+ONNwTj9aey2tKzZ0/2zDPPWP72p7JGRkayb7/9lhNXTEwM+9///scY85+y/v777ywoKIjpdDpLmJKSEgaAbdmyhTGmzrIWFRUxACwtLY0xxpjJZGLx8fFs3rx5ljC1tbUsOjqaff7554wxxsrKylhoaChbs2aNJcylS5dYUFAQS0lJYYz5T1mt2bFjBwPASktLOdf9saxmvv/+exYWFsbq6uoYY8qWNWA0Qo7Q6/UAgCZNmliuBQcHIywsDLt377Zcq66uxuOPP47FixcjPj7eLp709HRER0ejT58+lmt33303oqOjsXfvXgVLIB6xZQWAVatWoVWrVrjtttswffp0zkzFX8paVFSEffv2ITY2Fvfccw/i4uIwYMAATl34S1ltyczMRHZ2NmfW5U9lvffee7F27VqUlJTAZDJhzZo10Ov1GDhwIAD/Kater4dGo+E4jWvSpAmCgoIsYdRYVvOyh/lAzNzcXBQWFiIpKckSRqvVYsCAAZY8ZmZmoq6ujhMmISEB3bp1s4Txl7KKwZ/LavYGHRLS4PdZybKSIATg1ltvRfv27TFjxgyUlpbCYDBg3rx5KCwsREFBgSXcK6+8gnvuuQcPPfQQbzyFhYWIjY21ux4bG4vCwkLF8i8FsWV94okn8N1332Hnzp2YNWsW1q9fj9GjR1vu+0tZz507BwCYPXs2xo8fj5SUFNx5550YNGiQxQ7DX8pqy1dffYUuXbrgnnvusVzzp7KuXbsW9fX1aNmyJbRaLSZMmIANGzbgpptuAuA/Zb377rsRGRmJ119/HdXV1aiqqsKrr74Kk8lkCaO2sjLGMHXqVNx7773o1q0bAFjyERcXxwkbFxdnuVdYWIiwsDC0aNHCYRh/KKsY/LWsxcXFePfddzFhwgTLNSXLSoIQgNDQUKxfvx6nT59GTEwMIiIisHPnTjzwwAMIDg4GAGzcuBHbt2/HwoULHcbFZzvEGBO0KfI0YsoKNNgHDR48GN26dcNjjz2GdevWYevWrTh06JAljD+U1WxDMWHCBPzzn//EHXfcgU8++QSdO3fG119/bYnLH8pqTU1NDVavXm23Bg/4T1nfeOMNlJaWYuvWrTh48CCmTp2KRx55BEeOHLGE8Yeytm7dGj/88AN++eUXNG3a1HK20p133smpDzWVddKkSTh8+DC+++47u3u2+RGTR9sw/lxWZ3G4Go8cyFHW8vJyDB8+HF27dsVbb73lMA5H8UiBzhq7Tq9evZCdnQ2dTgeDwYDWrVujT58+6N27NwBg+/btyMnJQfPmzTnPjRkzBvfddx927tyJ+Ph4u50aAHD16lU7adibOCsrH3feeSdCQ0Nx5swZ3HnnnX5T1jZt2gAAunbtynmuS5cuyMvLAwC/Kas169atQ3V1NZ566inOdX8pa05ODhYvXoyjR4/itttuAwDcfvvt+OOPP/DZZ5/h888/95uyAkBSUhJycnJw7do1hISEoHnz5oiPj0fHjh0BqOu9vvTSS9i4cSN27dqFtm3bWq6bzQ0KCwst3yXQsHxtzmN8fDwMBgNKS0s5WqGioiKLZtNfyioGfytrRUUFhg0bhqZNm2LDhg0IDQ3lxKNYWd2yMPJRYGOQyMfp06dZUFAQ+/333xljjBUUFLAjR45w/gFgn376KTt37hxjrNGYa9++fZZ4MjIyVGV8yYdtWfkwl9dsAOcvZTWZTCwhIcHOWLpnz55sxowZjDH/Kas1AwYMYGPGjLG77i9lPXz4MAPAjh8/zgmXlJTExo8fzxjzn7LysW3bNqbRaCzlUENZTSYTmzhxIktISGCnT5/mvR8fH88++OADyzW9Xs9rLL127VpLmMuXL/MaS/t6Wa1xZiztD2XV6XTs7rvvZgMGDGBVVVV28ShZ1oARhCoqKlhWVhbLyspiANjHH3/MsrKy2IULFxhjDRbqO3bsYDk5Oeynn35i7du3Z6NHj3YYJ1+nNWzYMNajRw+Wnp7O0tPTWffu3dmIESOUKhYv7pb17Nmz7O2332YHDhxgubm5bPPmzezWW29ld9xxB6uvr/ersjLG2CeffMKaNWvGfvjhB3bmzBn2xhtvsCZNmrCzZ8/6XVkZY+zMmTNMo9Gw3377jTcdfyirwWBgN998M7vvvvvYvn372NmzZ9lHH33ENBoN27x5s1+VlTHGvv76a5aens7Onj3LVqxYwWJiYtjUqVM5Ybxd1hdeeIFFR0eznTt3soKCAsu/6upqS5h58+ax6Oho9uOPP7IjR46wxx9/nLVp04aVl5dbwjz//POsbdu2bOvWrezQoUPsr3/9K7v99ttV1TfJVdaCggKWlZXFli5dygCwXbt2saysLFZcXOxXZS0vL2d9+vRh3bt3Z2fPnuXE44n3GjCCkFmitv339NNPM8YY+/TTT1nbtm1ZaGgoa9euHXvjjTeYXq93GCefIFRcXMyeeOIJFhUVxaKiotgTTzxhJ8UrjbtlzcvLY/3792cxMTEsLCyM3XTTTWzy5Mmcj48x/yirmblz57K2bduyiIgI1rdvX/bHH39w7vtTWWfMmMHatm3LjEYjbzr+UtbTp0+z0aNHs9jYWBYREcF69Ohht53eX8r6+uuvs7i4OBYaGso6derEFixYwEwmEyeMt8vKV0YA7JtvvrGEMZlM7K233mLx8fFMq9Wy/v37syNHjnDiqampYZMmTWIxMTEsPDycjRgxguXl5XHC+EtZ33rrLafx+ENZhb4BACw3N1fxsmquF4QgCIIgCCLgoF1jBEEQBEEELCQIEQRBEAQRsJAgRBAEQRBEwEKCEEEQBEEQAQsJQgRBEARBBCwkCBEEQRAEEbCQIEQQBEEQRMBCghBBEARBEAELCUIEQaiWgQMHYsqUKQGXNkEQnoMEIYIg/IKdO3dCo9GgrKxMlud+/PFHvPvuu/JlkCAIVRLi7QwQBEGokZiYGG9ngSAID0AaIYIgVEFVVRWeeuopNG3aFG3atMGCBQs491euXInevXsjKioK8fHxGDt2LIqKigAA58+fx/333w8AaNGiBTQaDcaNGwcAYIxh/vz5uPHGGxEeHo7bb78d69atc/qc7dJYhw4d8N5771ny2L59e/z888+4evUqHnroITRt2hTdu3fHwYMHOfneu3cv+vfvj/DwcCQmJmLy5MmoqqqSu/oIgnAREoQIglAFr776Knbs2IENGzYgNTUVO3fuRGZmpuW+wWDAu+++iz///BM//fQTcnNzLUJLYmIi1q9fDwA4deoUCgoK8OmnnwIA3njjDXzzzTdYsmQJjh07hldeeQVPPvkk0tLSHD7HxyeffIJ+/fohKysLw4cPR3JyMp566ik8+eSTOHToEG6++WY89dRTMJ9lfeTIEQwdOhSjR4/G4cOHsXbtWuzevRuTJk1SogoJgnAFt8+vJwiCcJOKigoWFhbG1qxZY7lWXFzMwsPD2csvv8z7zP79+xkAVlFRwRhjbMeOHQwAKy0ttYSprKxkTZo0YXv37uU8++yzz7LHH39c8DnGGBswYAAn7fbt27Mnn3zS8ndBQQEDwGbNmmW5lp6ezgCwgoICxhhjycnJ7LnnnuPE+8cff7CgoCBWU1PjuFIIgvAIZCNEEITXycnJgcFgQN++fS3XYmJi0LlzZ8vfWVlZmD17NrKzs1FSUgKTyQQAyMvLQ9euXXnjPX78OGprazFkyBDOdYPBgDvuuENyPnv06GH5HRcXBwDo3r273bWioiLEx8cjMzMTZ8+exapVqyxhGGMwmUzIzc1Fly5dJOeBIAh5IUGIIAivw64vJQlRVVWFpKQkJCUlYeXKlWjdujXy8vIwdOhQGAwGwefMwtLmzZtxww03cO5ptVrJ+QwNDbX81mg0gtfM6ZpMJkyYMAGTJ0+2i6tdu3aS0ycIQn5IECIIwuvcfPPNCA0NRUZGhkVAKC0txenTpzFgwACcPHkS165dw7x585CYmAgAdkbJYWFhAACj0Wi51rVrV2i1WuTl5WHAgAG8afM9Jxd33nknjh07hptvvln2uAmCkAcyliYIwus0bdoUzz77LF599VVs27YNR48exbhx4xAU1NBFtWvXDmFhYVi0aBHOnTuHjRs32vn4ad++PTQaDTZt2oSrV6+isrISUVFRmD59Ol555RUsX74cOTk5yMrKwmeffYbly5cLPicXr7/+OtLT0zFx4kRkZ2fjzJkz2LhxI1566SXZ0iAIwj1IECIIQhV8+OGH6N+/P0aNGoXBgwfj3nvvRa9evQA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site_norussian_raustin_cyear
datetime
1939-10-01 00:00:00+00:00185.0NaN1939
1939-10-02 00:00:00+00:00185.0NaN1939
1939-10-03 00:00:00+00:00185.0NaN1939
1939-10-04 00:00:00+00:00185.0NaN1939
1939-10-05 00:00:00+00:00185.0NaN1939
............
2023-12-27 00:00:00+00:00888.0967.02023
2023-12-28 00:00:00+00:001640.0913.02023
2023-12-29 00:00:00+00:001970.01490.02023
2023-12-30 00:00:00+00:006170.01430.02023
2023-12-31 00:00:00+00:005970.0680.02023
\n", - "

30773 rows × 3 columns

\n", - "
" - ], - "text/plain": [ - "site_no russian_r austin_c year\n", - "datetime \n", - "1939-10-01 00:00:00+00:00 185.0 NaN 1939\n", - "1939-10-02 00:00:00+00:00 185.0 NaN 1939\n", - "1939-10-03 00:00:00+00:00 185.0 NaN 1939\n", - "1939-10-04 00:00:00+00:00 185.0 NaN 1939\n", - "1939-10-05 00:00:00+00:00 185.0 NaN 1939\n", - "... ... ... ...\n", - "2023-12-27 00:00:00+00:00 888.0 967.0 2023\n", - "2023-12-28 00:00:00+00:00 1640.0 913.0 2023\n", - "2023-12-29 00:00:00+00:00 1970.0 1490.0 2023\n", - "2023-12-30 00:00:00+00:00 6170.0 1430.0 2023\n", - "2023-12-31 00:00:00+00:00 5970.0 680.0 2023\n", - "\n", - "[30773 rows x 3 columns]" - ] - }, - "execution_count": 22, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "df2" ] }, { "cell_type": "code", - "execution_count": 23, + "execution_count": null, "id": "81980161", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "conv = 60 * 60 * 24\n", "df2[\"russian_r_cfd\"] = df2.russian_r * conv\n", @@ -2851,21 +539,10 @@ }, { "cell_type": "code", - "execution_count": 24, + "execution_count": null, "id": "e92c3bc7", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "conv = 60 * 60 * 24\n", "df2[\"austin_c_cfd\"] = df2.austin_c * conv\n", @@ -2880,21 +557,10 @@ }, { "cell_type": "code", - "execution_count": 25, + "execution_count": null, "id": "6f349f19", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# now let's plot up discharge from 2018 - 2020\n", "dfplt = df2[(df2[\"year\"] >= 2015) & (df2[\"year\"] <= 2020)]\n", @@ -2916,21 +582,10 @@ }, { "cell_type": "code", - "execution_count": 26, + "execution_count": null, "id": "61938c67", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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083Santa RosaNorth Coast Valleys1/1/199010.000.3042.07.748.7...0.030.020.060.060.040.100.150.1432.146.3
183Santa RosaNorth Coast Valleys1/2/199020.060.00236.06.158.4...0.060.010.040.030.030.060.451.53121.044.9
283Santa RosaNorth Coast Valleys1/3/199030.040.00225.05.863.0...0.080.040.100.040.060.050.210.2344.543.3
383Santa RosaNorth Coast Valleys1/4/199040.030.01190.06.356.7...0.070.070.110.070.030.030.080.0930.242.8
483Santa RosaNorth Coast Valleys1/5/199050.040.00192.07.259.1...0.080.130.330.080.040.080.070.0545.243.7
..................................................................
1194883Santa RosaNorth Coast Valleys9/18/20222610.030.77113.016.466.8...0.010.040.290.510.140.010.000.00197.465.2
1194983Santa RosaNorth Coast Valleys9/19/20222620.140.02424.015.673.9...0.090.070.080.170.090.280.150.07108.965.9
1195083Santa RosaNorth Coast Valleys9/20/20222630.100.00330.013.972.6...0.080.040.100.110.180.250.150.1079.665.8
1195183Santa RosaNorth Coast Valleys9/21/20222640.150.07458.014.875.5...0.090.050.130.160.180.220.080.09103.366.7
1195283Santa RosaNorth Coast Valleys9/22/20222650.170.00494.013.182.9...0.140.060.090.100.110.200.120.1983.766.3
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11953 rows × 27 columns

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" - ], - "text/plain": [ - " Stn Id Stn Name CIMIS Region Date Jul ETo (in) \\\n", - "0 83 Santa Rosa North Coast Valleys 1/1/1990 1 0.00 \n", - "1 83 Santa Rosa North Coast Valleys 1/2/1990 2 0.06 \n", - "2 83 Santa Rosa North Coast Valleys 1/3/1990 3 0.04 \n", - "3 83 Santa Rosa North Coast Valleys 1/4/1990 4 0.03 \n", - "4 83 Santa Rosa North Coast Valleys 1/5/1990 5 0.04 \n", - "... ... ... ... ... ... ... \n", - "11948 83 Santa Rosa North Coast Valleys 9/18/2022 261 0.03 \n", - "11949 83 Santa Rosa North Coast Valleys 9/19/2022 262 0.14 \n", - "11950 83 Santa Rosa North Coast Valleys 9/20/2022 263 0.10 \n", - "11951 83 Santa Rosa North Coast Valleys 9/21/2022 264 0.15 \n", - "11952 83 Santa Rosa North Coast Valleys 9/22/2022 265 0.17 \n", - "\n", - " Precip (in) Sol Rad (Ly/day) Avg Vap Pres (mBars) Max Air Temp (F) \\\n", - "0 0.30 42.0 7.7 48.7 \n", - "1 0.00 236.0 6.1 58.4 \n", - "2 0.00 225.0 5.8 63.0 \n", - "3 0.01 190.0 6.3 56.7 \n", - "4 0.00 192.0 7.2 59.1 \n", - "... ... ... ... ... \n", - "11948 0.77 113.0 16.4 66.8 \n", - "11949 0.02 424.0 15.6 73.9 \n", - "11950 0.00 330.0 13.9 72.6 \n", - "11951 0.07 458.0 14.8 75.5 \n", - "11952 0.00 494.0 13.1 82.9 \n", - "\n", - " ... Rose NNE Rose ENE Rose ESE Rose SSE Rose SSW Rose WSW \\\n", - "0 ... 0.03 0.02 0.06 0.06 0.04 0.10 \n", - "1 ... 0.06 0.01 0.04 0.03 0.03 0.06 \n", - "2 ... 0.08 0.04 0.10 0.04 0.06 0.05 \n", - "3 ... 0.07 0.07 0.11 0.07 0.03 0.03 \n", - "4 ... 0.08 0.13 0.33 0.08 0.04 0.08 \n", - "... ... ... ... ... ... ... ... \n", - "11948 ... 0.01 0.04 0.29 0.51 0.14 0.01 \n", - "11949 ... 0.09 0.07 0.08 0.17 0.09 0.28 \n", - "11950 ... 0.08 0.04 0.10 0.11 0.18 0.25 \n", - "11951 ... 0.09 0.05 0.13 0.16 0.18 0.22 \n", - "11952 ... 0.14 0.06 0.09 0.10 0.11 0.20 \n", - "\n", - " Rose WNW Rose NNW Wind Run (miles) Avg Soil Temp (F) \n", - "0 0.15 0.14 32.1 46.3 \n", - "1 0.45 1.53 121.0 44.9 \n", - "2 0.21 0.23 44.5 43.3 \n", - "3 0.08 0.09 30.2 42.8 \n", - "4 0.07 0.05 45.2 43.7 \n", - "... ... ... ... ... \n", - "11948 0.00 0.00 197.4 65.2 \n", - "11949 0.15 0.07 108.9 65.9 \n", - "11950 0.15 0.10 79.6 65.8 \n", - "11951 0.08 0.09 103.3 66.7 \n", - "11952 0.12 0.19 83.7 66.3 \n", - "\n", - "[11953 rows x 27 columns]" - ] - }, - "execution_count": 27, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "cimis_file = data_path / \"santa_rosa_CIMIS_83.csv\"\n", "df_cimis = pd.read_csv(cimis_file)\n", @@ -3338,85 +618,10 @@ }, { "cell_type": "code", - "execution_count": 28, + "execution_count": null, "id": "072f50f4", "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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day_of_yearETo (in)Precip (in)
010.0312120.335455
120.0312120.155152
230.0303030.195484
340.0309090.190303
450.0342420.150000
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" - ], - "text/plain": [ - " day_of_year ETo (in) Precip (in)\n", - "0 1 0.031212 0.335455\n", - "1 2 0.031212 0.155152\n", - "2 3 0.030303 0.195484\n", - "3 4 0.030909 0.190303\n", - "4 5 0.034242 0.150000" - ] - }, - "execution_count": 28, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "df_mean_clim = df_cimis.groupby(by=[\"Jul\"], as_index=False)[[\"ETo (in)\", \"Precip (in)\"]].mean()\n", "df_mean_clim = df_mean_clim.rename(columns={\"Jul\": \"day_of_year\"})\n", @@ -3437,97 +642,10 @@ }, { "cell_type": "code", - "execution_count": 29, + "execution_count": null, "id": "d2b055b6", "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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day_of_yearrussian_r_afaustin_c_afETo (in)Precip (in)
0111169.447129982.2479850.0312120.335455
1210601.346651648.5186610.0312120.155152
238662.758966777.4783690.0303030.195484
349604.1542801831.4943790.0309090.190303
4511811.9515561508.2671910.0342420.150000
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" - ], - "text/plain": [ - " day_of_year russian_r_af austin_c_af ETo (in) Precip (in)\n", - "0 1 11169.447129 982.247985 0.031212 0.335455\n", - "1 2 10601.346651 648.518661 0.031212 0.155152\n", - "2 3 8662.758966 777.478369 0.030303 0.195484\n", - "3 4 9604.154280 1831.494379 0.030909 0.190303\n", - "4 5 11811.951556 1508.267191 0.034242 0.150000" - ] - }, - "execution_count": 29, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "df_merged = pd.merge(df_mean_day, df_mean_clim, on=[\"day_of_year\",])\n", "df_merged.head()" @@ -3535,21 +653,10 @@ }, { "cell_type": "code", - "execution_count": 30, + "execution_count": null, "id": "1915d1b9", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "cols = [i for i in list(df_merged) if i != \"day_of_year\"]\n", "ax = df_merged[cols].plot()\n", @@ -3564,227 +671,130 @@ "This starts to make a little more sense! We can see that this area gets most of it's precipitation in the winter and early spring. The evapotranspiration curve shows what we'd expect: that there is more evapotranspiration in the summer than the winter. " ] }, + { + "cell_type": "markdown", + "id": "47d9ca7e-fafe-4280-a2a1-7a87fb1ef3b5", + "metadata": {}, + "source": [ + "## Stepping back for a minute: exploring Merge and Concat\n", + "\n", + "Merge and concat are very powerful and important methods for combining pandas DataFrames (and later geopandas GeoDataFrames). This section takes a moment, as an aside to explore some of the common funtions and options for performing merges and concatenation. " + ] + }, + { + "cell_type": "markdown", + "id": "893e3dab-72c4-4702-a50b-d9ee832af85f", + "metadata": {}, + "source": [ + "### The `merge` method\n", + "\n", + "Pandas `merge` method allows the user to join two dataframes based on column values. There are a few methods that can be used to control the type of merge and the result.\n", + "\n", + " - `inner`: operates as a intersection of the data and keeps rows from both dataframes if the row has a matching key in both dataframes.\n", + " - `outer`: operates as a union and joins all rows from both dataframes, fills columns with nan where data is not available for a row.\n", + " - `left`: keeps all rows from the 'left' dataframe and joins columns from the right\n", + " - `right`: keeps all rows from the 'right' dataframe and joins columns from the left" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1472f91c-6cd7-429a-8203-9ba2648c5aae", + "metadata": {}, + "outputs": [], + "source": [ + "ex0 = {\n", + " \"name\": [], \n", + " \"childhood_dream_job\": []\n", + "}\n", + "ex1 = {\n", + " \"name\": [],\n", + " \"age\": []\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e873668d-b867-498e-bf4a-66c465bc90b3", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4ac4b420-0be1-400c-b725-4d914a761889", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "97d66c72-fe0a-42d0-a6cd-a8613db2da75", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "markdown", + "id": "4c998ffd-f62b-4b0a-8f16-55f814ea15b7", + "metadata": {}, + "source": [ + "### The `concat` method\n", + "\n", + "Pandas `concat` method allows the user to concatenate dataframes together" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "aa7f3542-38eb-4082-a6f3-e8baa5bdac29", + "metadata": {}, + "outputs": [], + "source": [ + "gw = info[info.site_tp_cd == \"GW\"]\n", + "sw = info[info.site_tp_cd == \"ST\"]\n", + "sw = sw[list(sw)[0:8]]\n", + "sw.head()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "fc81aead-4d2c-48b0-a868-46c546c0901c", + "metadata": {}, + "outputs": [], + "source": [ + "newdf = pd.concat((gw, sw), ignore_index=True)\n", + "newdf" + ] + }, + { + "cell_type": "markdown", + "id": "835dd7c5-bce8-434b-889e-5ef837fac152", + "metadata": {}, + "source": [ + "## Back to working with our climate and stream data" + ] + }, { "cell_type": "markdown", "id": "0b486148", "metadata": {}, "source": [ - "Is there anything else we can look at that might give us more insights into this basin? Let's try looking at long term, yearly trends to see what's there." + "Is there anything else we can look at that might give us more insights into this basin? \n", + "\n", + "Let's try looking at long term, yearly trends to see what's there." ] }, { "cell_type": "code", - "execution_count": 31, + "execution_count": null, "id": "e62109ef", "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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Stn IdStn NameCIMIS RegionDateJulETo (in)Precip (in)Sol Rad (Ly/day)Avg Vap Pres (mBars)Max Air Temp (F)...Rose ENERose ESERose SSERose SSWRose WSWRose WNWRose NNWWind Run (miles)Avg Soil Temp (F)year
083Santa RosaNorth Coast Valleys1/1/199010.000.3042.07.748.7...0.020.060.060.040.100.150.1432.146.31989
183Santa RosaNorth Coast Valleys1/2/199020.060.00236.06.158.4...0.010.040.030.030.060.451.53121.044.91989
283Santa RosaNorth Coast Valleys1/3/199030.040.00225.05.863.0...0.040.100.040.060.050.210.2344.543.31989
383Santa RosaNorth Coast Valleys1/4/199040.030.01190.06.356.7...0.070.110.070.030.030.080.0930.242.81989
483Santa RosaNorth Coast Valleys1/5/199050.040.00192.07.259.1...0.130.330.080.040.080.070.0545.243.71989
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5 rows × 28 columns

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" - ], - "text/plain": [ - " Stn Id Stn Name CIMIS Region Date Jul ETo (in) \\\n", - "0 83 Santa Rosa North Coast Valleys 1/1/1990 1 0.00 \n", - "1 83 Santa Rosa North Coast Valleys 1/2/1990 2 0.06 \n", - "2 83 Santa Rosa North Coast Valleys 1/3/1990 3 0.04 \n", - "3 83 Santa Rosa North Coast Valleys 1/4/1990 4 0.03 \n", - "4 83 Santa Rosa North Coast Valleys 1/5/1990 5 0.04 \n", - "\n", - " Precip (in) Sol Rad (Ly/day) Avg Vap Pres (mBars) Max Air Temp (F) ... \\\n", - "0 0.30 42.0 7.7 48.7 ... \n", - "1 0.00 236.0 6.1 58.4 ... \n", - "2 0.00 225.0 5.8 63.0 ... \n", - "3 0.01 190.0 6.3 56.7 ... \n", - "4 0.00 192.0 7.2 59.1 ... \n", - "\n", - " Rose ENE Rose ESE Rose SSE Rose SSW Rose WSW Rose WNW Rose NNW \\\n", - "0 0.02 0.06 0.06 0.04 0.10 0.15 0.14 \n", - "1 0.01 0.04 0.03 0.03 0.06 0.45 1.53 \n", - "2 0.04 0.10 0.04 0.06 0.05 0.21 0.23 \n", - "3 0.07 0.11 0.07 0.03 0.03 0.08 0.09 \n", - "4 0.13 0.33 0.08 0.04 0.08 0.07 0.05 \n", - "\n", - " Wind Run (miles) Avg Soil Temp (F) year \n", - "0 32.1 46.3 1989 \n", - "1 121.0 44.9 1989 \n", - "2 44.5 43.3 1989 \n", - "3 30.2 42.8 1989 \n", - "4 45.2 43.7 1989 \n", - "\n", - "[5 rows x 28 columns]" - ] - }, - "execution_count": 31, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "year = []\n", "for dstr in df_cimis.Date.values:\n", @@ -3799,143 +809,10 @@ }, { "cell_type": "code", - "execution_count": 32, + "execution_count": null, "id": "826df4a9", "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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site_norussian_raustin_cyearrussian_r_cfdrussian_r_afaustin_c_cfdaustin_c_afday_of_year
datetime
1939-10-01 00:00:00+00:00185.0NaN193915984000.0366.942991NaNNaN274
1939-10-02 00:00:00+00:00185.0NaN193915984000.0366.942991NaNNaN275
1939-10-03 00:00:00+00:00185.0NaN193915984000.0366.942991NaNNaN276
1939-10-04 00:00:00+00:00185.0NaN193915984000.0366.942991NaNNaN277
1939-10-05 00:00:00+00:00185.0NaN193915984000.0366.942991NaNNaN278
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yearmeanstdmean_etstd_etmean_precipstd_precip
019891388.1340602703.3983150.1605130.0805390.0674730.284019
119902105.1306117210.5391380.1136710.0674190.0816420.353434
219912180.2624235581.1733150.1172680.0675210.0869400.233645
319925746.24844611726.3146690.1227120.0776760.1283290.312310
419931528.0913603052.8714640.1217810.0731950.0601680.225893
519949581.53495922426.3462940.1131780.0767060.1514790.433991
619955575.84805310440.1143530.1228140.0786910.1125960.416613
719965600.84066316501.5103100.1296990.0771050.1029590.348520
819978587.94409016139.6484960.1115890.0759970.1530680.383740
919984271.6728887810.4051430.1234790.0771840.0869860.287404
1019993510.8114747712.6774050.1205460.0749410.0734250.254732
1120001736.4106434474.3542760.1275620.0775900.0586580.180318
1220013625.2962207794.1429710.1247120.0779070.1110440.355845
1320025257.49288010816.7661810.1230960.0747600.1032050.394435
1420034723.32259011718.6296590.1305460.0785220.0819950.327512
1520043989.1096676020.1341200.1170680.0730380.0959450.292390
1620059004.49027417931.4974700.1166580.0737110.1231230.384322
1720061775.9698424655.1255260.1238900.0734900.0569470.204511
1820072696.2749887169.9833260.1273770.0762490.0660660.270427
1920081591.0794824437.1483850.1194250.0712210.0527950.195192
2020093869.0300538304.9311110.1082190.0702220.0964110.308841
2120105179.6754259723.9816600.1141920.0731080.1016160.276342
2220111877.2599664587.9838350.1239620.0711810.0612330.278723
2320122669.0147997632.7400200.1221640.0712720.0669040.263863
2420131062.2370592976.1936030.1288490.0680120.0507400.297342
2520142086.7304786661.3369550.1282740.0719130.0615070.270112
2620153395.3580187587.2882870.1060110.0592320.0654950.233080
2720168686.85703016763.9801720.1196990.0779310.1080270.329238
2820171443.4170582746.9646680.1280550.0751720.0616160.272836
2920186129.49397614070.4398800.1303010.0791870.1150140.385471
302019928.7548761323.8938080.1378960.0780000.0390160.148017
312020410.464250515.1264260.1409590.0737830.0320270.126727
3220211435.6211833601.8958520.1340900.0772790.0786270.411521
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" - ], - "text/plain": [ - " year mean std mean_et std_et mean_precip \\\n", - "0 1989 1388.134060 2703.398315 0.160513 0.080539 0.067473 \n", - "1 1990 2105.130611 7210.539138 0.113671 0.067419 0.081642 \n", - "2 1991 2180.262423 5581.173315 0.117268 0.067521 0.086940 \n", - "3 1992 5746.248446 11726.314669 0.122712 0.077676 0.128329 \n", - "4 1993 1528.091360 3052.871464 0.121781 0.073195 0.060168 \n", - "5 1994 9581.534959 22426.346294 0.113178 0.076706 0.151479 \n", - "6 1995 5575.848053 10440.114353 0.122814 0.078691 0.112596 \n", - "7 1996 5600.840663 16501.510310 0.129699 0.077105 0.102959 \n", - "8 1997 8587.944090 16139.648496 0.111589 0.075997 0.153068 \n", - "9 1998 4271.672888 7810.405143 0.123479 0.077184 0.086986 \n", - "10 1999 3510.811474 7712.677405 0.120546 0.074941 0.073425 \n", - "11 2000 1736.410643 4474.354276 0.127562 0.077590 0.058658 \n", - "12 2001 3625.296220 7794.142971 0.124712 0.077907 0.111044 \n", - "13 2002 5257.492880 10816.766181 0.123096 0.074760 0.103205 \n", - "14 2003 4723.322590 11718.629659 0.130546 0.078522 0.081995 \n", - "15 2004 3989.109667 6020.134120 0.117068 0.073038 0.095945 \n", - "16 2005 9004.490274 17931.497470 0.116658 0.073711 0.123123 \n", - "17 2006 1775.969842 4655.125526 0.123890 0.073490 0.056947 \n", - "18 2007 2696.274988 7169.983326 0.127377 0.076249 0.066066 \n", - "19 2008 1591.079482 4437.148385 0.119425 0.071221 0.052795 \n", - "20 2009 3869.030053 8304.931111 0.108219 0.070222 0.096411 \n", - "21 2010 5179.675425 9723.981660 0.114192 0.073108 0.101616 \n", - "22 2011 1877.259966 4587.983835 0.123962 0.071181 0.061233 \n", - "23 2012 2669.014799 7632.740020 0.122164 0.071272 0.066904 \n", - "24 2013 1062.237059 2976.193603 0.128849 0.068012 0.050740 \n", - "25 2014 2086.730478 6661.336955 0.128274 0.071913 0.061507 \n", - "26 2015 3395.358018 7587.288287 0.106011 0.059232 0.065495 \n", - "27 2016 8686.857030 16763.980172 0.119699 0.077931 0.108027 \n", - "28 2017 1443.417058 2746.964668 0.128055 0.075172 0.061616 \n", - "29 2018 6129.493976 14070.439880 0.130301 0.079187 0.115014 \n", - "30 2019 928.754876 1323.893808 0.137896 0.078000 0.039016 \n", - "31 2020 410.464250 515.126426 0.140959 0.073783 0.032027 \n", - "32 2021 1435.621183 3601.895852 0.134090 0.077279 0.078627 \n", - "\n", - " std_precip \n", - "0 0.284019 \n", - "1 0.353434 \n", - "2 0.233645 \n", - "3 0.312310 \n", - "4 0.225893 \n", - "5 0.433991 \n", - "6 0.416613 \n", - "7 0.348520 \n", - "8 0.383740 \n", - "9 0.287404 \n", - "10 0.254732 \n", - "11 0.180318 \n", - "12 0.355845 \n", - "13 0.394435 \n", - "14 0.327512 \n", - "15 0.292390 \n", - "16 0.384322 \n", - "17 0.204511 \n", - "18 0.270427 \n", - "19 0.195192 \n", - "20 0.308841 \n", - "21 0.276342 \n", - "22 0.278723 \n", - "23 0.263863 \n", - "24 0.297342 \n", - "25 0.270112 \n", - "26 0.233080 \n", - "27 0.329238 \n", - "28 0.272836 \n", - "29 0.385471 \n", - "30 0.148017 \n", - "31 0.126727 \n", - "32 0.411521 " - ] - }, - "execution_count": 33, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "dfg0 = df2.groupby(by=[\"year\"], as_index=False)[\"russian_r_af\"].aggregate(['mean', 'std'])\n", "dfg1 = df_cimis.groupby(by=[\"year\"], as_index=False)[\"ETo (in)\"].aggregate(['mean', 'std'])\n", @@ -4446,21 +881,10 @@ }, { "cell_type": "code", - "execution_count": 34, + "execution_count": null, "id": "31bcbf39", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "df_y_flow = df2.groupby(by=[\"year\"], as_index=False)[\"russian_r_af\"].aggregate(['mean', 'std'])\n", "\n", @@ -4485,21 +909,10 @@ }, { "cell_type": "code", - "execution_count": 35, + "execution_count": null, "id": "06406208", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "dfg0 = df2.groupby(by=[\"year\"], as_index=False)[\"russian_r_af\"].aggregate(['mean', 'std', 'sum'])\n", "dfg1 = df_cimis.groupby(by=[\"year\"], as_index=False)[\"ETo (in)\"].aggregate(['mean', 'std', 'sum'])\n", @@ -4541,7 +954,7 @@ }, { "cell_type": "code", - "execution_count": 36, + "execution_count": null, "id": "21356a99", "metadata": {}, "outputs": [], @@ -4664,30 +1077,10 @@ }, { "cell_type": "code", - "execution_count": 37, + "execution_count": null, "id": "99dee893", "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "baseflow = baseflow_low_pass_filter(df2[\"russian_r_af\"].values, beta=0.90, T=5)\n", "df2[\"russian_bf_af\"] = baseflow\n", @@ -4712,21 +1105,10 @@ }, { "cell_type": "code", - "execution_count": 38, + "execution_count": null, "id": "3be15037", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "df2[\"russian_bf_af\"] = baseflow_low_pass_filter(df2[\"russian_r_af\"].values, beta=0.9, T=5)\n", "# drop nan values prior to running decomposition\n", @@ -4750,21 +1132,10 @@ }, { "cell_type": "code", - "execution_count": 39, + "execution_count": null, "id": "5aea97b2", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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site_noQyear
count30773.00000030773.000000
mean4255.0429691980.626036
std11328.39055624.322069
min1.4876071939.000000
25%345.1247591960.000000
50%672.3982381981.000000
75%2657.8573412002.000000
max193785.5688372023.000000
\n", - "
" - ], - "text/plain": [ - "site_no Q year\n", - "count 30773.000000 30773.000000\n", - "mean 4255.042969 1980.626036\n", - "std 11328.390556 24.322069\n", - "min 1.487607 1939.000000\n", - "25% 345.124759 1960.000000\n", - "50% 672.398238 1981.000000\n", - "75% 2657.857341 2002.000000\n", - "max 193785.568837 2023.000000" - ] - }, - "execution_count": 45, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "df_data = df2[[\"russian_r_af\", \"year\"]]\n", "df_data = df_data.rename(columns={\"russian_r_af\": \"Q\"})\n", @@ -5678,7 +1374,7 @@ }, { "cell_type": "code", - "execution_count": 46, + "execution_count": null, "id": "1520c21c", "metadata": {}, "outputs": [], @@ -5690,21 +1386,10 @@ }, { "cell_type": "code", - "execution_count": 47, + "execution_count": null, "id": "e8104b3e", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "fig = plt.figure(figsize=(12,6))\n", "ax = plt.subplot(3,1,1)\n", @@ -5734,7 +1419,7 @@ }, { "cell_type": "code", - "execution_count": 48, + "execution_count": null, "id": "d2b002d4", "metadata": {}, "outputs": [], @@ -5784,21 +1469,10 @@ }, { "cell_type": "code", - "execution_count": 49, + "execution_count": null, "id": "ae061a46", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "fft_and_plot(df_data)" ] @@ -5823,21 +1497,10 @@ }, { "cell_type": "code", - "execution_count": 50, + "execution_count": null, "id": "ed01ace9", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "fft_and_plot(df_data[df_data.index.year < 1954])" ] @@ -5860,21 +1523,10 @@ }, { "cell_type": "code", - "execution_count": 51, + "execution_count": null, "id": "b71e84e3", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "fft_and_plot(df_data[(df_data.index.year > 1954)])" ] @@ -5906,7 +1558,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.7" + "version": "3.12.11" } }, "nbformat": 4, diff --git a/notebooks/part0_python_intro/solutions/circle_module.py b/notebooks/part0_python_intro/solutions/circle_module.py index 054c8d8d..3d24c5e9 100644 --- a/notebooks/part0_python_intro/solutions/circle_module.py +++ b/notebooks/part0_python_intro/solutions/circle_module.py @@ -19,4 +19,24 @@ def __repr__(self): f"area: {self.area}, circumference: {self.circumference}" def __truediv__(self, other): - return self.area / other.area \ No newline at end of file + return self.area / other.area + + + +class Pizza(Circle): + def __init__(self, x, ID, cost): + super().__init__(x, ID) + self.cost = cost + + @property + def price_per_sq_inch(self): + return self.cost / self.area + + def __floordiv__(self, other): + """ + Using floor division to add another option for diving pizza price per sq inch. + + This is because there really isn't another good option + """ + return self.price_per_sq_inch / other.price_per_sq_inch + diff --git a/notebooks/part1_flopy/04_Modelgrid_and_intersection.ipynb b/notebooks/part1_flopy/04_Modelgrid_and_intersection.ipynb index 84d59fb9..3b00b907 100644 --- a/notebooks/part1_flopy/04_Modelgrid_and_intersection.ipynb +++ b/notebooks/part1_flopy/04_Modelgrid_and_intersection.ipynb @@ -360,11 +360,11 @@ "source": [ "fig, ax = plt.subplots(figsize=(8, 8))\n", "\n", - "pmv = flopy.plot.PlotMapView(modelgrid=modelgrid)\n", + "pmv = flopy.plot.PlotMapView(ax=ax, modelgrid=modelgrid)\n", "pmv.plot_grid()\n", "# active.geometry.to_list()\n", - "pmv.plot_shapes(active.geometry.to_list(), alpha=0.5, cmap='plasma')\n", - "pmv.plot_shapes(refined.geometry.to_list(), alpha=0.5, cmap='magma');" + "active.plot(ax=ax, facecolor=\"b\", alpha=0.5)\n", + "refined.plot(ax=ax, facecolor=\"g\", alpha=0.5);" ] }, { @@ -569,11 +569,12 @@ "source": [ "cellsize = 90 # 90 m grid\n", "bounds = basin.bounds\n", + "buffer = 1\n", "print(bounds)\n", - "xmin = bounds.loc[station_id, \"minx\"] - (cellsize * 1)\n", - "ymin = bounds.loc[station_id, \"miny\"] - (cellsize * 1)\n", - "xmax = bounds.loc[station_id, \"maxx\"] + (cellsize * 1)\n", - "ymax = bounds.loc[station_id, \"maxy\"] + (cellsize * 1)" + "xmin = bounds.loc[station_id, \"minx\"] - (cellsize * buffer)\n", + "ymin = bounds.loc[station_id, \"miny\"] - (cellsize * buffer)\n", + "xmax = bounds.loc[station_id, \"maxx\"] + (cellsize * buffer)\n", + "ymax = bounds.loc[station_id, \"maxy\"] + (cellsize * buffer)" ] }, { @@ -746,11 +747,11 @@ "metadata": {}, "outputs": [], "source": [ - "# let's get the nearest neighbor elevations\n", + "# let's get the minimum elevations\n", "dem_data = raster.resample_to_grid(\n", " modelgrid,\n", " band=raster.bands[0],\n", - " method=\"nearest\"\n", + " method=\"min\"\n", ")\n", "dem_data" ] @@ -806,7 +807,8 @@ " sim,\n", " nper=12,\n", " perioddata=period_data,\n", - " time_units=\"days\"\n", + " time_units=\"days\",\n", + " start_date_time=\"2024-01-01\"\n", ")" ] }, @@ -1073,7 +1075,7 @@ "\n", "For the package data we are making some basic assumptions. `landflag=1` and `ivertcon=0` meaning that the cell is at the surface and is not connected to an underlying uzf cell. The `surfdep=1.0` which means that we have a surface depression (variable land surface) of 1 meter for all cells. `thtr=0.1`, `thts=0.38` meaning the soil is fairly porous and transmits water readily. `thti=0.1` which means initial conditions are residual water content. And finally a brooks-corey epsilon `eps=3.5`. \n", "\n", - "For the stress period data, some additional assumptions are made. `extdp=0.5` which means that the evapotranspiration extinction depth is 0.5 m below the surface. `extwc=0.2` which means that the extinction water content (low end of field capacity) is 0.2 (unitless or m^3/m^3). All other values are placeholders and are not used with the current simulation options. \n", + "For the stress period data, some additional assumptions are made. `extdp=0.5` which means that the evapotranspiration extinction depth is 0.5 m below the surface. `extwc=0.15` which means that the extinction water content (low end of field capacity) is 0.15 (unitless or m^3/m^3). All other values are placeholders and are not used with the current simulation options. \n", "\n", "For more information about the UZF input options please see [UZF: online guide to MF6](https://modflow6.readthedocs.io/en/latest/_mf6io/gwf-uzf.html)" ] @@ -1106,7 +1108,7 @@ " if modelgrid.idomain.ravel()[i] == 0:\n", " continue\n", " # ifno, finf, pet, extdp, extwc, [ha, hroot, rootact] in record, but not simulated\n", - " rec = (cnt, prcp_monthly[per].ravel()[i], pet_monthly[per].ravel()[i], 0.5, 0.2, -1.1, -75, 1.0)\n", + " rec = (cnt, prcp_monthly[per].ravel()[i], pet_monthly[per].ravel()[i], 0.5, 0.15, -1.1, -75, 1.0)\n", " spd.append(rec)\n", " cnt += 1\n", " \n", @@ -1200,10 +1202,10 @@ "outputs": [], "source": [ "main_stem = []\n", - "gx = GridIntersect(modelgrid)\n", + "gx = GridIntersect(modelgrid, method=\"vertex\")\n", "for iloc, row in flw_main.iterrows():\n", " results = gx.intersect(row.geometry)\n", - " main_stem += list(results.cellids)\n", + " main_stem.extend(results.cellids)\n", "main_stem[0:5]" ] }, @@ -1268,9 +1270,14 @@ "outputs": [], "source": [ "import dataretrieval.nwis as nwis\n", + "try:\n", + " gage = nwis.get_record(sites=station_id, service='iv', start=\"2024-01-01\", end=\"2024-12-31\", parameterCd=\"00065\")\n", + " gage.reset_index(inplace=True)\n", + " gage.to_csv(data_path / \"sagehen_gage_data.csv\")\n", + "except (ValueError, ConnectionError, NameError):\n", + " gage = pd.read_csv(data_path / \"sagehen_gage_data.csv\")\n", "\n", - "gage = nwis.get_record(sites=station_id, service='iv', start=\"2023-01-01\", end=\"2023-12-31\", parameterCd=\"00065\")\n", - "gage.to_csv(data_path / \"sagehen_gage_data.csv\")" + "gage.head()" ] }, { @@ -1280,7 +1287,6 @@ "metadata": {}, "outputs": [], "source": [ - "gage = pd.read_csv(data_path / \"sagehen_gage_data.csv\")\n", "gage[\"datetime\"] = pd.to_datetime(gage[\"datetime\"])\n", "gage = gage.set_index(\"datetime\")\n", "\n", @@ -1302,14 +1308,60 @@ { "cell_type": "code", "execution_count": null, - "id": "4ed1d203", + "id": "1562527d-d8a2-466f-921c-62072eed5877", "metadata": {}, "outputs": [], "source": [ "gage[\"month\"] = gage.index.month\n", - "gage_mmo = gage.groupby(by=[\"month\"], as_index=False)[\"stage\"].mean()\n", - "ax = gage_mmo.stage.plot()\n", - "ax.set_ylabel(\"mean stage, in feet\");" + "gage.reset_index(inplace=True)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "952a268e-4904-4b21-9530-f68d7ff43324", + "metadata": {}, + "outputs": [], + "source": [ + "gage_mmo = gage.groupby(by=[\"month\"], as_index=False)[[\"stage\", \"datetime\"]].mean()\n", + "gage_mmo\n", + "# ax = gage_mmo.stage.plot()\n", + "# ax.set_ylabel(\"mean stage, in feet\");" + ] + }, + { + "cell_type": "markdown", + "id": "7d378093-ace3-4483-b872-7326efdd33cf", + "metadata": {}, + "source": [ + "## ModelTime class\n", + "\n", + "The `ModelTime` class can be used to perform transformations between dates and model time (total time or stress period and time step number). The `intersect()` method can be used to determine the stress period and time step of a given date/date time" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3b9698c9-5096-471e-8f28-eb50795b6a83", + "metadata": {}, + "outputs": [], + "source": [ + "modeltime = gwf.modeltime" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "df954893-791c-425b-848b-ff041cf8610a", + "metadata": {}, + "outputs": [], + "source": [ + "kpers = []\n", + "for dt in gage_mmo.datetime.values:\n", + " per, stp = modeltime.intersect(dt)\n", + " kpers.append(per)\n", + "gage_mmo[\"kpers\"] = kpers\n", + "gage_mmo" ] }, { @@ -1323,7 +1375,7 @@ { "cell_type": "code", "execution_count": null, - "id": "d0d82e1f", + "id": "8afe7785-5285-437f-811e-1b09b960b31d", "metadata": {}, "outputs": [], "source": [ @@ -1332,18 +1384,18 @@ "stage_adj = 0.33\n", "\n", "perioddata = {}\n", - "for kper, row in gage_mmo.iterrows():\n", + "for kper, stage in zip(gage_mmo[\"kpers\"], gage_mmo[\"stage\"]):\n", " spd = []\n", " for (i, j) in main_stem:\n", " ctop = modelgrid.top[i, j]\n", " rbed = ctop - rbadj\n", - " rec = ((0, i, j), row.stage + rbed, cond, rbed)\n", + " rec = ((0, i, j), stage + rbed, cond, rbed)\n", " spd.append(rec)\n", " \n", " for (i, j) in tributaries:\n", " ctop = modelgrid.top[i, j]\n", " rbed = ctop - (rbadj / 2)\n", - " rec = ((0, i, j), row.stage + rbed, cond, rbed)\n", + " rec = ((0, i, j), stage + rbed, cond, rbed)\n", " spd.append(rec)\n", " \n", " perioddata[kper] = spd\n", @@ -1366,6 +1418,14 @@ ")\n" ] }, + { + "cell_type": "code", + "execution_count": null, + "id": "67deeb1b-ceb6-411c-8aa0-35fae6b99fd9", + "metadata": {}, + "outputs": [], + "source": [] + }, { "cell_type": "markdown", "id": "ca7a957f", @@ -1435,6 +1495,18 @@ "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.11" } }, "nbformat": 4, diff --git a/notebooks/part1_flopy/05-unstructured-grids.ipynb b/notebooks/part1_flopy/05-unstructured-grids.ipynb deleted file mode 100644 index 47548d8d..00000000 --- a/notebooks/part1_flopy/05-unstructured-grids.ipynb +++ /dev/null @@ -1,480 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# 05: Unstructred Grids\n", - "\n", - "This notebook demonstrates FloPy functionality for creating different types of model grids. Six different model grids are constructed for the same domain. The domain is defined by a polygon intended to represent a hydrologic basin.\n", - "\n", - "The grids generated in this notebook include the following:\n", - "\n", - "* Regular MODFLOW grid\n", - "* Irregular MODFLOW grid with variable row and column spacings\n", - "* Nested grid, consisting of parent and child grids\n", - "* Quadtree grid created using the FloPy wrapper for the [USGS Gridgen program](https://www.usgs.gov/software/gridgen-program-generating-unstructured-finite-volume-grids)\n", - "* Triangular grid created using the FloPy wrapper for the [Triangle program](https://www.cs.cmu.edu/~quake/triangle.html).\n", - "* Voronoi grid created using the [Triangle program](https://www.cs.cmu.edu/~quake/triangle.html) and the [Scipy voronoi class](https://docs.scipy.org/doc/scipy/reference/generated/scipy.spatial.Voronoi.html#scipy.spatial.Voronoi) " - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Notebook Setup" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "import pathlib as pl\n", - "import numpy as np\n", - "import matplotlib.pyplot as plt\n", - "from shapely.geometry import Polygon\n", - "import flopy\n", - "from flopy.discretization import StructuredGrid, VertexGrid\n", - "from flopy.utils.triangle import Triangle\n", - "from flopy.utils.voronoi import VoronoiGrid\n", - "from flopy.utils.gridgen import Gridgen" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# import basin data and utilities from basin.py\n", - "import basin" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "temp_path = pl.Path(\"./temp\")\n", - "temp_path.mkdir(exist_ok=True, parents=True)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Basin Example" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "boundary_polygon = basin.string2geom(basin.boundary)\n", - "print(\"len boundary\", len(boundary_polygon))\n", - "bp = np.array(boundary_polygon)\n", - "\n", - "sgs = [\n", - " basin.string2geom(sg) for sg in (\n", - " basin.streamseg1, basin.streamseg2, basin.streamseg3, basin.streamseg4\n", - " )\n", - "]\n", - "\n", - "fig = plt.figure()\n", - "ax = fig.add_subplot()\n", - "ax.set_aspect(\"equal\")\n", - "\n", - "ax.plot(bp[:, 0], bp[:, 1], \"ks-\")\n", - "colors = (\"blue\", \"cyan\", \"green\", \"limegreen\")\n", - "for idx, sg in enumerate(sgs):\n", - " print(\"Len segment: \", len(sg))\n", - " sa = np.array(sg)\n", - " ax.plot(sa[:, 0], sa[:, 1], marker=\"o\", color=colors[idx])" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## FloPy `StructuredGrid`" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# Create a regular MODFLOW grid\n", - "Lx = 180000\n", - "Ly = 100000\n", - "dx = dy = 2000\n", - "nrow = int(Ly / dy)\n", - "ncol = int(Lx / dx)\n", - "print(Lx, Ly, nrow, ncol)\n", - "delr = np.array(ncol * [dx])\n", - "delc = np.array(nrow * [dy])\n", - "regular_grid = StructuredGrid(delr=delr, delc=delc, xoff=0.0, yoff=0.0)\n", - "\n", - "fig = plt.figure()\n", - "ax = fig.add_subplot()\n", - "ax.set_aspect(\"equal\")\n", - "regular_grid.plot(ax=ax)\n", - "ax.plot(bp[:, 0], bp[:, 1], \"k-\")\n", - "for sg in sgs:\n", - " sa = np.array(sg)\n", - " ax.plot(sa[:, 0], sa[:, 1], \"b-\")" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "def set_idomain(grid, boundary):\n", - " from flopy.utils.gridintersect import GridIntersect\n", - " from shapely.geometry import Polygon\n", - "\n", - " ix = GridIntersect(grid, method=\"vertex\", rtree=True)\n", - " result = ix.intersect(Polygon(boundary))\n", - " idx = [coords for coords in result.cellids]\n", - " idx = np.array(idx, dtype=int)\n", - " nr = idx.shape[0]\n", - " if idx.ndim == 1:\n", - " idx = idx.reshape((nr, 1))\n", - " print(idx.shape, idx.ndim)\n", - " idx = tuple([idx[:, i] for i in range(idx.shape[1])])\n", - " # idx = (idx[:, 0], idx[:, 1])\n", - " idomain = np.zeros(grid.shape[1:], dtype=int)\n", - " idomain[idx] = 1\n", - " idomain = idomain.reshape(grid.shape)\n", - " grid.idomain = idomain" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Regular MODFLOW Grid (DIS)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# Create a regular MODFLOW grid\n", - "Lx = 180000\n", - "Ly = 100000\n", - "dx = dy = 2000\n", - "nrow = int(Ly / dy)\n", - "ncol = int(Lx / dx)\n", - "print(Lx, Ly, nrow, ncol)\n", - "delr = np.array(ncol * [dx])\n", - "delc = np.array(nrow * [dy])\n", - "regular_grid = StructuredGrid(nlay=1, delr=delr, delc=delc, xoff=0.0, yoff=0.0)\n", - "\n", - "set_idomain(regular_grid, boundary_polygon)\n", - "\n", - "fig = plt.figure()\n", - "ax = fig.add_subplot()\n", - "pmv = flopy.plot.PlotMapView(modelgrid=regular_grid)\n", - "ax.set_aspect(\"equal\")\n", - "pmv.plot_grid()\n", - "pmv.plot_inactive()\n", - "# regular_grid.plot(ax=ax, )\n", - "ax.plot(bp[:, 0], bp[:, 1], \"k-\")\n", - "for sg in sgs:\n", - " sa = np.array(sg)\n", - " ax.plot(sa[:, 0], sa[:, 1], \"b-\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Irregular Grid (DIS)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# Create an irregular MODFLOW grid\n", - "Lx = 180000\n", - "Ly = 100000\n", - "dx = dy = 5000\n", - "\n", - "smooth = [5000 / 1.2**i for i in range(9)]\n", - "smoothr = smooth.copy()\n", - "smoothr.reverse()\n", - "dx = 12 * [5000] + smooth + 12 * [1000] + smoothr + 12 * [5000]\n", - "dy = 4 * [5000] + smooth + 12 * [1000] + smoothr + 4 * [5000]\n", - "\n", - "ncol = len(dx)\n", - "nrow = len(dy)\n", - "\n", - "delr = np.array(dx)\n", - "delc = np.array(dy)\n", - "irregular_grid = StructuredGrid(\n", - " nlay=1, delr=delr, delc=delc, xoff=0.0, yoff=0.0\n", - ")\n", - "set_idomain(irregular_grid, boundary_polygon)\n", - "\n", - "fig = plt.figure()\n", - "ax = fig.add_subplot()\n", - "pmv = flopy.plot.PlotMapView(modelgrid=irregular_grid)\n", - "ax.set_aspect(\"equal\")\n", - "pmv.plot_grid()\n", - "pmv.plot_inactive()\n", - "ax.plot(bp[:, 0], bp[:, 1], \"k-\")\n", - "for sg in sgs:\n", - " sa = np.array(sg)\n", - " ax.plot(sa[:, 0], sa[:, 1], \"b-\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Nested grid - two regular grids (DIS)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# nested grid\n", - "from flopy.utils.lgrutil import Lgr\n", - "\n", - "# define parent grid information\n", - "nlayp = 1\n", - "dx = 5000\n", - "nrowp = int(Ly / dx)\n", - "ncolp = int(Lx / dx)\n", - "delrp = dx\n", - "delcp = dx\n", - "topp = 1.0\n", - "botmp = [0.0]\n", - "idomainp = np.ones((nlayp, nrowp, ncolp), dtype=int)\n", - "idomainp[0, 8:12, 13:18] = 0\n", - "\n", - "# define child grid resolution parameters\n", - "ncpp = 3\n", - "ncppl = [1]\n", - "\n", - "lgr = Lgr(\n", - " nlayp,\n", - " nrowp,\n", - " ncolp,\n", - " delrp,\n", - " delcp,\n", - " topp,\n", - " botmp,\n", - " idomainp,\n", - " ncpp=ncpp,\n", - " ncppl=ncppl,\n", - " xllp=0.0,\n", - " yllp=0.0,\n", - ")\n", - "\n", - "delr = np.array(ncolp * [dx])\n", - "delc = np.array(nrowp * [dx])\n", - "regular_gridp = StructuredGrid(nlay=1, delr=delr, delc=delc, idomain=idomainp)\n", - "set_idomain(regular_gridp, boundary_polygon)\n", - "\n", - "delr, delc = lgr.get_delr_delc()\n", - "xoff, yoff = lgr.get_lower_left()\n", - "regular_gridc = StructuredGrid(\n", - " delr=delr, delc=delc, xoff=xoff, yoff=yoff, idomain=idomainp\n", - ")\n", - "\n", - "nested_grid = [regular_gridp, regular_gridc]\n", - "\n", - "fig = plt.figure()\n", - "ax = fig.add_subplot()\n", - "pmv = flopy.plot.PlotMapView(modelgrid=regular_gridp)\n", - "pmv.plot_inactive()\n", - "ax.set_aspect(\"equal\")\n", - "regular_gridc.plot(ax=ax)\n", - "pmv.plot_grid()\n", - "\n", - "# regular_gridp.plot(ax=ax)\n", - "\n", - "ax.plot(bp[:, 0], bp[:, 1], \"k-\")\n", - "for sg in sgs:\n", - " sa = np.array(sg)\n", - " ax.plot(sa[:, 0], sa[:, 1], \"b-\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## FloPy `VertexGrid`\n", - "\n", - "### Quadtree Grid (DISV)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# quadtree grid\n", - "sim = flopy.mf6.MFSimulation()\n", - "gwf = flopy.mf6.ModflowGwf(sim)\n", - "dx = dy = 5000.0\n", - "nr = int(Ly / dy)\n", - "nc = int(Lx / dx)\n", - "dis6 = flopy.mf6.ModflowGwfdis(\n", - " gwf,\n", - " nrow=nr,\n", - " ncol=nc,\n", - " delr=dy,\n", - " delc=dx,\n", - ")\n", - "\n", - "# Create gridgen object, add refinement features, and build grid\n", - "g = Gridgen(gwf.modelgrid, model_ws=temp_path)\n", - "refine_line = sgs\n", - "g.add_refinement_features(refine_line, \"line\", 2, range(1))\n", - "g.build(verbose=False)\n", - "\n", - "gridprops_vg = g.get_gridprops_vertexgrid()\n", - "quadtree_grid = flopy.discretization.VertexGrid(**gridprops_vg)\n", - "set_idomain(quadtree_grid, boundary_polygon)\n", - "\n", - "fig = plt.figure()\n", - "ax = fig.add_subplot()\n", - "pmv = flopy.plot.PlotMapView(modelgrid=quadtree_grid)\n", - "pmv.plot_grid()\n", - "pmv.plot_inactive()\n", - "ax.set_aspect(\"equal\")\n", - "\n", - "ax.plot(bp[:, 0], bp[:, 1], \"k-\")\n", - "for sg in sgs:\n", - " sa = np.array(sg)\n", - " ax.plot(sa[:, 0], sa[:, 1], \"b-\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Triangular grid (DISV)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# Set maximum cell area\n", - "maximum_area = 5000 * 5000\n", - "\n", - "nodes = []\n", - "for sg in sgs:\n", - " sg_densify = basin.densify_geometry(sg, 2000)\n", - " nodes += sg_densify\n", - "nodes = np.array(nodes)\n", - "\n", - "# Use the flopy Triangle class to build a triangular mesh\n", - "tri = Triangle(angle=30, maximum_area=maximum_area, nodes=nodes, model_ws=temp_path)\n", - "poly = bp\n", - "tri.add_polygon(poly)\n", - "tri.build(verbose=False)\n", - "\n", - "# Create a flopy VertexGrid\n", - "cell2d = tri.get_cell2d()\n", - "vertices = tri.get_vertices()\n", - "idomain = np.ones((1, tri.ncpl), dtype=int)\n", - "triangular_grid = VertexGrid(vertices=vertices, cell2d=cell2d, idomain=idomain)\n", - "\n", - "fig = plt.figure()\n", - "ax = fig.add_subplot()\n", - "ax.set_aspect(\"equal\")\n", - "triangular_grid.plot(ax=ax)\n", - "\n", - "if False:\n", - " ax.plot(bp[:, 0], bp[:, 1], \"k-\")\n", - " for sg in sgs:\n", - " sa = np.array(sg)\n", - " ax.plot(sa[:, 0], sa[:, 1], \"b-\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Voronoi Grid (DISV)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "maximum_area = 5000 * 5000\n", - "\n", - "nodes = []\n", - "for sg in sgs:\n", - " sg_densify = basin.densify_geometry(sg, 2000)\n", - " nodes += sg_densify\n", - "nodes = np.array(nodes)\n", - "\n", - "# Use the flopy Triangle class to build a triangular mesh\n", - "tri = Triangle(angle=30, maximum_area=maximum_area / 1, nodes=nodes, model_ws=temp_path)\n", - "poly = bp\n", - "tri.add_polygon(poly)\n", - "tri.build(verbose=False)\n", - "\n", - "# Create the flopy Voronoi grid object and the flopy VertexGrid\n", - "vor = VoronoiGrid(tri)\n", - "gridprops = vor.get_gridprops_vertexgrid()\n", - "idomain = np.ones((1, vor.ncpl), dtype=int)\n", - "voronoi_grid = VertexGrid(**gridprops, nlay=1, idomain=idomain)\n", - "\n", - "fig = plt.figure()\n", - "ax = fig.add_subplot()\n", - "ax.set_aspect(\"equal\")\n", - "voronoi_grid.plot(ax=ax)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/notebooks/part1_flopy/05_Unstructured_Grid_generation.ipynb b/notebooks/part1_flopy/05_Unstructured_Grid_generation.ipynb new file mode 100644 index 00000000..83519639 --- /dev/null +++ b/notebooks/part1_flopy/05_Unstructured_Grid_generation.ipynb @@ -0,0 +1,1818 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "81c052ce-0ca3-4f8c-a6e3-f626433018b3", + "metadata": {}, + "source": [ + "# Unstructured grid and general mesh generation with FloPy\n", + "\n", + "In this notebook we'll cover how to build Structured and Unstructured Meshes (Grids) with FloPy for use in MODFLOW models. \n", + "\n", + "This notebook will start with generating a simple Structured Grid and we will use this grid object to begin developing Unstructured Meshes. The grids generated in theis notebook include the following:\n", + "\n", + " - Regular structured grid (review)\n", + " - Irregular structured grid with variable row and column spacings\n", + " - Local Grid Refinement (LGR): A locally refined mesh that can be subsetted into a second model within a MODFLOW simulation\n", + " - Quadtree Mesh: A mesh with a four fold (quad) refinement for each grid cell in a given refinement area\n", + " - Triangular Mesh: A triangular mesh generated using Delaunay triangulation\n", + " - Voronoi Mesh: A mesh generated from the connected centers of the Delaunay triangulation circumcircles\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "296be634-fa9e-4373-805c-15952a73baa4", + "metadata": {}, + "outputs": [], + "source": [ + "import warnings\n", + "from pathlib import Path\n", + "\n", + "import flopy\n", + "import geopandas as gpd\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import pandas as pd\n", + "import contextily as ctx\n", + "from dataretrieval import nldi, nwis\n", + "from flopy.discretization import StructuredGrid, VertexGrid\n", + "from flopy.plot import PlotMapView\n", + "from flopy.utils.gridgen import Gridgen\n", + "from flopy.utils.gridintersect import GridIntersect\n", + "from flopy.utils.lgrutil import Lgr\n", + "from flopy.utils.rasters import Raster\n", + "from flopy.utils.triangle import Triangle\n", + "from flopy.utils.voronoi import VoronoiGrid\n", + "from shapely.errors import ShapelyDeprecationWarning\n", + "\n", + "warnings.simplefilter(\"ignore\", DeprecationWarning)\n", + "warnings.simplefilter(\"ignore\", ShapelyDeprecationWarning)" + ] + }, + { + "cell_type": "markdown", + "id": "96fbc012-0c27-4335-9cc6-2314b5e445e5", + "metadata": {}, + "source": [ + "## Creating a regular structured (rectilinear) grid\n", + "\n", + "This activity will start by creating a simple sturctured (rectilinear) grid from a 1/3 arc second Digital Elevation Model of the Sagehen Creek watershed as an illustration of how we can create an initial mesh that can be used to develop a model from.\n", + "\n", + "This is a quick review for more information, see the previous activity `04_Modelgrid_and_intersection.ipynb`" + ] + }, + { + "cell_type": "markdown", + "id": "a140b317-5a20-4af5-9e1e-07392acdeb2a", + "metadata": {}, + "source": [ + "Load the Digital Elevation Model and visualize it" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "32163ef9-ede0-4cdd-a238-c64b8bef43da", + "metadata": {}, + "outputs": [], + "source": [ + "data_ws = Path(\"./data\")\n", + "geospatial_ws = data_ws / \"unstructured_grid_data\"\n", + "dem = geospatial_ws / \"dem.img\"\n", + "rstr = Raster.load(dem)\n", + "rstr.plot();" + ] + }, + { + "cell_type": "markdown", + "id": "3e09da28-5aac-43c4-b248-98488e783bb2", + "metadata": {}, + "source": [ + "Get the DEM boundaries" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "11714a91-b05b-4586-b1c2-278faa625bdb", + "metadata": {}, + "outputs": [], + "source": [ + "xmin, xmax, ymin, ymax = rstr.bounds\n", + "epsg = rstr.crs.to_epsg()\n", + "print(f\"{xmin=}, {xmax=}\")\n", + "print(f\"{epsg=}\")" + ] + }, + { + "cell_type": "markdown", + "id": "5b234f85-67ed-4ef0-b6b7-6f4d6cddb9de", + "metadata": {}, + "source": [ + "And begin developing an initial mesh for the model" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "29b63ada-d57b-4254-beb0-e03d7ec9322e", + "metadata": {}, + "outputs": [], + "source": [ + "# live code modelgrid creation\n", + "cellsize = 200\n" + ] + }, + { + "cell_type": "markdown", + "id": "998ebaa1-7304-4cbb-b506-7536a91a0a34", + "metadata": {}, + "source": [ + "Finally create a fake top, bottom, and idomain for the model for now. These will be refined in a subsequent step." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "562186f7-e3a8-47ef-9fc8-7202f98be7ae", + "metadata": {}, + "outputs": [], + "source": [ + "# live code modelgrid creation\n" + ] + }, + { + "cell_type": "markdown", + "id": "7d9a5b38-de02-45ed-85ea-57d596c7e0eb", + "metadata": {}, + "source": [ + "And now we can generate a `StructuredGrid` object (called `sgrid`) that can be used for developing model inputs" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7b52fe9c-991a-4c1e-a088-cd080c13af5c", + "metadata": {}, + "outputs": [], + "source": [ + "# live code modelgrid creation\n" + ] + }, + { + "cell_type": "markdown", + "id": "9232a243-d892-4aac-8af1-191346429ecd", + "metadata": {}, + "source": [ + "We can plot our `SturcturedGrid` object over the existing raster data to check that it is correctly orientied in space" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "88b9c624-fae6-4ebc-8686-11d4bd159da2", + "metadata": {}, + "outputs": [], + "source": [ + "fig, ax = plt.subplots(figsize=(6, 6))\n", + "rstr.plot(ax=ax)\n", + "pmv = PlotMapView(modelgrid=sgrid, ax=ax)\n", + "pmv.plot_grid(lw=0.5);" + ] + }, + { + "cell_type": "markdown", + "id": "b5d6c8c1-bdc9-488d-936d-11cace8c2024", + "metadata": {}, + "source": [ + "### Resampling data to finish creating our initial grid.\n", + "\n", + "Once we have an initial grid, raster and vector data can be resampled or intersected with the grid to begin building a model domain. Although the focus of this notebook is to generate different types of meshes for modeling, the resampling and intersection process in this notebook can be applied many different data types and be used to generate boundary conditions within a MODFLOW model." + ] + }, + { + "cell_type": "markdown", + "id": "c3e392d0-6c07-4d97-b3be-f29902094081", + "metadata": {}, + "source": [ + "#### Raster resampling\n", + "We'll use FloPy's built in raster resampling method to generate values for land surface elevation (`top`) using the existing `StructuredGrid` object. For more information on raster resampling, please see this [example](https://flopy.readthedocs.io/en/latest/Notebooks/raster_intersection_example.html)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "369ee997-04f2-4618-94a5-e6fd51458627", + "metadata": {}, + "outputs": [], + "source": [ + "top = rstr.resample_to_grid(\n", + " sgrid, rstr.bands[0], method=\"min\", extrapolate_edges=True\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7d639180-2dda-48f0-abff-f9b90ae718cf", + "metadata": {}, + "outputs": [], + "source": [ + "fig, ax = plt.subplots(figsize=(7, 7))\n", + "pmv = PlotMapView(modelgrid=sgrid)\n", + "pc = pmv.plot_array(top)\n", + "pmv.plot_grid(lw=0.5)\n", + "plt.colorbar(pc, shrink=0.7);" + ] + }, + { + "cell_type": "markdown", + "id": "e714343a-2d99-44e8-b245-5a3a6dea62d4", + "metadata": {}, + "source": [ + "### Vector (shapefile) intersection review\n", + "\n", + "We can also intersect lines, points, and polygons with an existing modelgrid object. In this example, we'll load up the watershed boundary and get the active and inactive areas of the grid. For more information on intersecting shapefiles with a modelgrid/model see this [example](https://flopy.readthedocs.io/en/latest/Notebooks/grid_intersection_example.html)" + ] + }, + { + "cell_type": "markdown", + "id": "0aaa3503-a6f0-47c5-9092-454baeedf233", + "metadata": {}, + "source": [ + "Our first step in this process is to get the watershed boundary. We can use the `dataretrieval` package to begin downloading information about the watershed from NWIS.\n", + "\n", + "**Note**: this information has been stored in the repository as shapefiles if internet access is not available." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a53d258e", + "metadata": {}, + "outputs": [], + "source": [ + "# the get_info() call accepts a decimal lat/lon bounding box\n", + "griddf = sgrid.geo_dataframe.set_crs(epsg=26911)\n", + "grid_wgs = griddf.to_crs(epsg=4326)\n", + "\n", + "wxmin, wxmax, wymin, wymax = grid_wgs.total_bounds\n", + "wgs_bounds = [wxmin, wymin, wxmax, wymax]\n", + "\n", + "try:\n", + " info, metadata = nwis.get_info(bBox=[f\"{i :.2f}\" for i in wgs_bounds])\n", + "except (ValueError, ConnectionError, NameError):\n", + " info = gpd.read_file(geospatial_ws / \"gage_info.shp\")\n", + "\n", + "info.head()" + ] + }, + { + "cell_type": "markdown", + "id": "d83035a3", + "metadata": {}, + "source": [ + "Reproject the gage data into UTM Zone 11 N" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3abe3530", + "metadata": {}, + "outputs": [], + "source": [ + "info = info.to_crs(epsg=epsg)" + ] + }, + { + "cell_type": "markdown", + "id": "80e102e3", + "metadata": {}, + "source": [ + "And plot the gage data on the raster" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0c451f3e", + "metadata": {}, + "outputs": [], + "source": [ + "fig, ax = plt.subplots()\n", + "\n", + "rstr.plot(ax=ax)\n", + "info.plot(\n", + " column=\"site_no\",\n", + " ax=ax,\n", + " cmap=\"tab20\",\n", + " legend=True,\n", + " legend_kwds={\"fontsize\": 6},\n", + ");" + ] + }, + { + "cell_type": "markdown", + "id": "1d1ba528", + "metadata": {}, + "source": [ + "Grab the site record for gage number 10343500" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "36ed5138", + "metadata": {}, + "outputs": [], + "source": [ + "sitedf = info.loc[info.site_no == \"10343500\"]\n", + "sitedf" + ] + }, + { + "cell_type": "markdown", + "id": "28eb81e2", + "metadata": {}, + "source": [ + "Get the upstream basin from nldi using the NWIS stream gage station code" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "27c167f8", + "metadata": {}, + "outputs": [], + "source": [ + "try:\n", + " basindf = nldi.get_basin(\n", + " feature_source=\"nwissite\",\n", + " feature_id=f\"USGS-{sitedf.site_no.values[0]}\",\n", + " )\n", + " basindf = basindf.to_crs(epsg=epsg)\n", + "except (ValueError, ConnectionError, NameError):\n", + " basindf = gpd.read_file(geospatial_ws / \"basin_boundary.shp\")" + ] + }, + { + "cell_type": "markdown", + "id": "e5a29e7b", + "metadata": {}, + "source": [ + "Plot up the basin boundary with the existing raster" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "099710ee", + "metadata": {}, + "outputs": [], + "source": [ + "fig, ax = plt.subplots()\n", + "rstr.plot(ax=ax)\n", + "basindf.plot(ax=ax, facecolor=\"None\", edgecolor=\"k\", lw=1.5)\n", + "info.plot(\n", + " column=\"site_no\",\n", + " ax=ax,\n", + " cmap=\"tab20\",\n", + " legend=True,\n", + " legend_kwds={\"fontsize\": 6},\n", + ");" + ] + }, + { + "cell_type": "markdown", + "id": "cce0613c-1187-4739-b316-61ae03bf0237", + "metadata": {}, + "source": [ + "Doing the intersection" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8720cab6-8f03-401d-8150-216a4f6b8a71", + "metadata": {}, + "outputs": [], + "source": [ + "ix = GridIntersect(sgrid, method=\"vertex\")\n", + "result = ix.intersect(basindf.geometry.values[0], contains_centroid=True)\n", + "rowcol = result[\"cellids\"]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ce6c3715-0a4a-456c-a833-b2830a6cf764", + "metadata": {}, + "outputs": [], + "source": [ + "row, col = list(zip(*rowcol))" + ] + }, + { + "cell_type": "markdown", + "id": "0a9e6f47-527f-4356-8873-a28c59faf095", + "metadata": {}, + "source": [ + "Building idomain from the intersection" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "12287849-a3ef-4efd-9950-7c544b5e0c79", + "metadata": {}, + "outputs": [], + "source": [ + "idomain = np.zeros((nlay, nrow, ncol), dtype=int)\n", + "idomain[:, row, col] = 1" + ] + }, + { + "cell_type": "markdown", + "id": "de193428-71a0-4e32-b6de-e5ba9c04e221", + "metadata": {}, + "source": [ + "#### Putting it all together into a completed `StructuredGrid`" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2b911cd2-cabe-4ff3-8a48-5ae23c9dbc67", + "metadata": {}, + "outputs": [], + "source": [ + "sgrid = StructuredGrid(\n", + " delc=sgrid.delc,\n", + " delr=sgrid.delr,\n", + " top=top,\n", + " botm=sgrid.botm,\n", + " idomain=idomain,\n", + " nlay=sgrid.nlay,\n", + " nrow=sgrid.nrow,\n", + " ncol=sgrid.ncol,\n", + " xoff=sgrid.xoffset,\n", + " yoff=sgrid.yoffset,\n", + " crs=sgrid.crs,\n", + ")\n", + "sgrid" + ] + }, + { + "cell_type": "markdown", + "id": "a329bace", + "metadata": {}, + "source": [ + "Plotting the completed grid with gage locations and the watershed boundary" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "db12ad0b-d15e-4cd3-87c3-6c13cef9fdf9", + "metadata": {}, + "outputs": [], + "source": [ + "fig, ax = plt.subplots(figsize=(5, 5))\n", + "pmv = PlotMapView(modelgrid=sgrid)\n", + "pc = pmv.plot_array(sgrid.top)\n", + "ib = pmv.plot_inactive()\n", + "pmv.plot_grid(lw=0.5)\n", + "plt.colorbar(pc, shrink=0.7)\n", + "\n", + "basindf.plot(ax=ax, facecolor=\"None\", edgecolor=\"r\", lw=1.5)\n", + "sitedf.plot(\n", + " column=\"site_no\",\n", + " ax=ax,\n", + " cmap=\"tab20\",\n", + " legend=True,\n", + " legend_kwds={\"fontsize\": 6},\n", + " zorder=6\n", + ");" + ] + }, + { + "cell_type": "markdown", + "id": "7c512728-fc6e-4e83-8fd8-b8e13b0e844a", + "metadata": {}, + "source": [ + "Because this is a watershed, we can also overlay a shapefile of the streams and get the stream cells using `GridIntersect`" + ] + }, + { + "cell_type": "markdown", + "id": "1b4155d8", + "metadata": {}, + "source": [ + "NHD-Plus stream lines can be downloaded using streamgage information with the `dataretrieval` package" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9557e678-89de-475d-b2ac-f138373a0648", + "metadata": {}, + "outputs": [], + "source": [ + "try:\n", + " nhddf = nldi.get_flowlines(\n", + " navigation_mode=\"UT\",\n", + " distance=999,\n", + " feature_source=\"nwissite\",\n", + " feature_id=f\"USGS-{sitedf.site_no.values[0]}\",\n", + " )\n", + " nhddf = nhddf.to_crs(epsg=epsg)\n", + "except (ValueError, ConnectionError, NameError):\n", + " nhddf = gpd.read_file(geospatial_ws / \"nhd_streams.shp\")\n", + "\n", + "nhddf.head()" + ] + }, + { + "cell_type": "markdown", + "id": "8da12304", + "metadata": {}, + "source": [ + "Intersect stream lines with the existing modelgrid" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f3285925-ce26-48ec-b9ce-ffeb2c1f6249", + "metadata": {}, + "outputs": [], + "source": [ + "rowcols = []\n", + "ix = GridIntersect(sgrid, method=\"vertex\")\n", + "for geom in nhddf.geometry.values:\n", + " rcs = ix.intersects(geom)[\"cellids\"]\n", + " rowcols.extend(list(rcs))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c3a12d60-e5d7-4dad-bb7e-edead8697191", + "metadata": {}, + "outputs": [], + "source": [ + "row, col = list(zip(*rowcols))\n", + "strms = np.zeros((nrow, ncol))\n", + "strms[row, col] = 1\n", + "strms" + ] + }, + { + "cell_type": "markdown", + "id": "12c3ae47-a03b-4ee2-b879-47a39bf9c1b8", + "metadata": {}, + "source": [ + "Plot the intersection results" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1d8b1e04-1590-4acd-a89b-ee3283220e43", + "metadata": {}, + "outputs": [], + "source": [ + "fig, ax = plt.subplots(figsize=(5, 5))\n", + "pmv = PlotMapView(modelgrid=sgrid, ax=ax)\n", + "pc = pmv.plot_array(sgrid.top, cmap=\"viridis\")\n", + "pmv.plot_array(strms, masked_values=[0,], alpha=0.3, cmap=\"Reds_r\")\n", + "pmv.plot_inactive()\n", + "pmv.plot_grid(lw=0.5)\n", + "plt.colorbar(pc, shrink=0.7)\n", + "nhddf.plot(ax=ax);" + ] + }, + { + "cell_type": "markdown", + "id": "3548e80e-aacc-4df5-8850-f8643431bf6f", + "metadata": {}, + "source": [ + "Information from the grid we've created here can now be used for generating more complex meshes." + ] + }, + { + "cell_type": "markdown", + "id": "2afa63f8-4086-437f-80e6-d49c976ff7aa", + "metadata": {}, + "source": [ + "## Irregular structured Grid (DIS)\n", + "\n", + "In this example, an irregular structured grid is created to demonstrate how to add local refinement to an area of the model using a structured (rectilinear) grid. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "13244acf-3649-4d98-9e9c-5cc9621509cb", + "metadata": {}, + "outputs": [], + "source": [ + "lx = xmax - xmin\n", + "ly = ymax - ymin\n", + "cellsize = 200\n", + "rcellsize = 100\n", + "\n", + "smooth = np.linspace(100, 200, 10).tolist()\n", + "delr = 9 * [cellsize] + smooth[::-1] + 8 * [rcellsize] + smooth + 9 * [cellsize] \n", + "delc = 8 * [cellsize] + smooth[::-1] + 7 * [rcellsize] + smooth + 8 * [cellsize]\n", + "nlay = 1\n", + "nrow = len(delc)\n", + "ncol = len(delr)\n", + "\n", + "# create some fake data for the moment\n", + "top = np.ones((nrow, ncol))\n", + "botm = np.zeros((nlay, nrow, ncol))\n", + "idomain = np.ones(botm.shape, dtype=int)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e10e99f1-cd5b-40f4-aab9-9b7c9a8e95cf", + "metadata": {}, + "outputs": [], + "source": [ + "rfgrid = StructuredGrid(\n", + " delc=np.array(delc),\n", + " delr=np.array(delr),\n", + " nlay=nlay,\n", + " top=top,\n", + " botm=botm,\n", + " idomain=idomain,\n", + " xoff=xmin,\n", + " yoff=ymin\n", + ")\n", + "print(nlay, nrow, ncol)\n", + "print(rfgrid.nrow, rfgrid.ncol)" + ] + }, + { + "cell_type": "markdown", + "id": "737b140f-a786-473c-9632-f76f3b2ae440", + "metadata": {}, + "source": [ + "Intersect the basin boundary with the grid to set active and inactive cells (idomain)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4820e68f-dd08-4530-88fb-0f841ae58ab9", + "metadata": {}, + "outputs": [], + "source": [ + "ix = GridIntersect(rfgrid, method=\"vertex\")\n", + "result = ix.intersect(basindf.geometry.values[0], contains_centroid=True)\n", + "rowcol = result[\"cellids\"]\n", + "\n", + "row, col = list(zip(*rowcol))\n", + "idomain = np.zeros((nlay, nrow, ncol), dtype=int)\n", + "idomain[:, row, col] = 1\n", + "\n", + "# tricky way so we don't have to recreate the grid\n", + "rfgrid._idomain = idomain" + ] + }, + { + "cell_type": "markdown", + "id": "f2d24d71-6b47-4caf-b9a0-dbc651cc7c94", + "metadata": {}, + "source": [ + "Resample the top elevation" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "89b48168-809f-422f-9943-6bdc796927dd", + "metadata": {}, + "outputs": [], + "source": [ + "top = rstr.resample_to_grid(\n", + " rfgrid, rstr.bands[0], method=\"min\", extrapolate_edges=True\n", + ")\n", + "\n", + "# tricky way so we don't have to recreate the grid\n", + "rfgrid._top = top" + ] + }, + { + "cell_type": "markdown", + "id": "0814ada3-16ac-481b-b129-49d241b3ea26", + "metadata": {}, + "source": [ + "Now we can plot the grid" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4d450173-15f0-43b7-abbd-c9946cd885bb", + "metadata": {}, + "outputs": [], + "source": [ + "fig, ax = plt.subplots(figsize=(5, 5))\n", + "pmv = PlotMapView(modelgrid=rfgrid)\n", + "pc = pmv.plot_array(rfgrid.top, cmap=\"viridis\")\n", + "ib = pmv.plot_inactive()\n", + "pmv.plot_grid(lw=0.5)\n", + "plt.colorbar(pc, shrink=0.7)\n", + "\n", + "basindf.plot(ax=ax, facecolor=\"None\", edgecolor=\"r\", lw=1.5)\n", + "sitedf.plot(\n", + " column=\"site_no\",\n", + " ax=ax,\n", + " cmap=\"tab20\",\n", + " legend=True,\n", + " legend_kwds={\"fontsize\": 6},\n", + " zorder=6\n", + ");" + ] + }, + { + "cell_type": "markdown", + "id": "e31adf58-9a3e-4b03-ab42-1d1a247bc8ce", + "metadata": {}, + "source": [ + "## Local Grid Refinement (LGR) mesh\n", + "\n", + "A Local Grid Refinement (LGR) mesh can be created in an area of interest to get finer discretization than the existing/surrounding mesh. FloPy's `Lgr` utility, creates the refined mesh as a seperate modelgrid, and calculates the exchanges between the multi-model simulation mesh that results from refinement. \n", + "\n", + "The `Lgr` utility has a number of input parameters:\n", + " - `nlayp`: the number of parent model layers\n", + " - `nrowp`: the number of parent model rows\n", + " - `ncolp`: the number of parent model columns\n", + " - `delrp`: the parent model delr array\n", + " - `delcp`: the parent model delc array\n", + " - `topp`: the parent model top array\n", + " - `botmp`: the parent model botm array\n", + " - `idomainp`: an idomain array that is used to create the child grid. Values of 1 indicate parent model cells, values of 0 indicate child model cells. The child model must be a rectangular region that is continuous.\n", + " - `ncpp`: number of child cells along the face of a parent cell\n", + " - `ncppl`: number of child cells per parent layer\n", + " - `xllp`: (optional) x location of parent grid lower left corner\n", + " - `yllp`: (optional) y-location of parent grid lower left corner" + ] + }, + { + "cell_type": "markdown", + "id": "6729b854-0fd2-4595-8fbc-5411f80adf86", + "metadata": {}, + "source": [ + "**Load up the refinement area polygon**" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e2764262-3604-4314-96fd-0f6e7b16b209", + "metadata": {}, + "outputs": [], + "source": [ + "lgr_gdf = gpd.read_file(geospatial_ws / \"lgr_bound.shp\")" + ] + }, + { + "cell_type": "markdown", + "id": "5c81271d-5554-448f-bc4d-464ce5617b8a", + "metadata": {}, + "source": [ + "Plot it to see if it lines up properly with our model" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5b143c4c-a4b5-4fe6-825b-6e540568ac6f", + "metadata": {}, + "outputs": [], + "source": [ + "fig, ax = plt.subplots(figsize=(5, 5))\n", + "pmv = PlotMapView(modelgrid=sgrid, ax=ax)\n", + "pc = pmv.plot_array(sgrid.top, cmap=\"viridis\")\n", + "pmv.plot_array(strms, masked_values=[0,], alpha=0.3, cmap=\"Reds_r\")\n", + "pmv.plot_inactive()\n", + "pmv.plot_grid(lw=0.5)\n", + "nhddf.plot(ax=ax)\n", + "lgr_gdf.plot(ax=ax, alpha=0.5)\n", + "plt.colorbar(pc, shrink=0.7);" + ] + }, + { + "cell_type": "markdown", + "id": "058053a4-d54c-4dea-bdae-52cbe110c6af", + "metadata": {}, + "source": [ + "Creating the parent/child idomainp array for `Lgr` using `GridIntersect`" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "55b19ebb-3baa-4718-83a9-a965b3f79ead", + "metadata": {}, + "outputs": [], + "source": [ + "lgr_gdf" + ] + }, + { + "cell_type": "markdown", + "id": "fe0e95b8", + "metadata": {}, + "source": [ + "## Activity: Create the `idomainp` (parent, child) array from the polygon provided by the lgr geodataframe\n", + "\n", + "`idomainp` should be the same shape as the existing modelgrid's `idomain` array. The child model extent should be represented with the value 0 and the parent 1.\n", + "\n", + "*Hint*: `GridIntersect()` can be used to find the cellids where the lgr polygon intersects with the existing modelgrid" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ccd7f65c-911e-409c-8382-4fe1655b5caf", + "metadata": {}, + "outputs": [], + "source": [ + "# live code this/give it as an activity\n", + "idomainp = np.ones(sgrid.idomain.shape, dtype=int)\n", + "\n", + "gix = GridIntersect(sgrid, method=\"vertex\")\n", + "result = gix.intersect(lgr_gdf.geometry.values[0])\n", + "cid = result[\"cellids\"]\n", + "\n", + "crow, ccol = list(zip(*cid))\n", + "idomainp[:, crow, ccol] = 0" + ] + }, + { + "cell_type": "markdown", + "id": "21d37cdb-96f0-4deb-95cf-755416422091", + "metadata": {}, + "source": [ + "Creating the `Lgr` object/child grid" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7552cda5-806e-4e86-aaa5-0e9351fc875b", + "metadata": {}, + "outputs": [], + "source": [ + "lgr = Lgr(\n", + " nlayp=sgrid.nlay,\n", + " nrowp=sgrid.nrow,\n", + " ncolp=sgrid.ncol,\n", + " delrp=sgrid.delr,\n", + " delcp=sgrid.delc,\n", + " topp=sgrid.top,\n", + " botmp=sgrid.botm,\n", + " idomainp=idomainp,\n", + " ncpp=4,\n", + " xllp=sgrid.xoffset,\n", + " yllp=sgrid.yoffset,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "36bab4ba-d52d-4e15-8f68-4f389775fd34", + "metadata": {}, + "source": [ + "Get a `StructuredGrid` of the child model" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6860ee97-09eb-41d7-a614-d413217cc031", + "metadata": {}, + "outputs": [], + "source": [ + "childgrid = lgr.child.modelgrid\n", + "childgrid" + ] + }, + { + "cell_type": "markdown", + "id": "8742de05-8964-4bc6-aa9a-4c8df0cc1825", + "metadata": {}, + "source": [ + "Resample top elevations to the child grid" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "fb559103-4392-44a2-8aba-bf68ae03e8c9", + "metadata": {}, + "outputs": [], + "source": [ + "childtop = rstr.resample_to_grid(childgrid, band=rstr.bands[0], method=\"min\")\n", + "print(childtop.shape)\n", + "print(childgrid.shape)" + ] + }, + { + "cell_type": "markdown", + "id": "b820dced-8c11-428a-adec-95a76887d8f8", + "metadata": {}, + "source": [ + "Reset the top elevations in the `childgrid` object" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a8621ac6-067d-47b4-bffd-9f5ff71a42d8", + "metadata": {}, + "outputs": [], + "source": [ + "childgrid._top = childtop" + ] + }, + { + "cell_type": "markdown", + "id": "8b21c6fa-cf67-4ba0-bc9d-225a403a5d5a", + "metadata": {}, + "source": [ + "Intersect streams with the Child mesh to define stream cells" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f2bef21c-e3cd-4377-b4e4-ac3545ea626e", + "metadata": {}, + "outputs": [], + "source": [ + "ix = GridIntersect(childgrid, method=\"vertex\")\n", + "cstrmcells = []\n", + "for geom in nhddf.geometry.values:\n", + " rcs = ix.intersects(geom)[\"cellids\"]\n", + " if len(rowcol) > 0:\n", + " cstrmcells.extend(list(rcs))\n", + "\n", + "cstrms = np.zeros((childgrid.nrow, childgrid.ncol), dtype=int)\n", + "row, col = list(zip(*cstrmcells))\n", + "cstrms[row, col] = 1" + ] + }, + { + "cell_type": "markdown", + "id": "a6deba6b-ff4b-4fe0-ad63-e90bed6623a4", + "metadata": {}, + "source": [ + "And now we can visualize the new LGR mesh" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "99f30580-98eb-44c4-bb24-837373be5bdb", + "metadata": {}, + "outputs": [], + "source": [ + "fig, ax = plt.subplots(figsize=(10, 10))\n", + "vmin, vmax = np.min(sgrid.top), np.max(sgrid.top)\n", + "\n", + "# plot the parent\n", + "pmvp = PlotMapView(modelgrid=sgrid, ax=ax)\n", + "ptop = sgrid.top.copy()\n", + "ptop[crow, ccol] = np.nan\n", + "strms[crow, ccol] = np.nan\n", + "pc = pmvp.plot_array(ptop, cmap=\"viridis\", vmin=vmin, vmax=vmax)\n", + "pmvp.plot_array(strms, masked_values=[0,], alpha=0.3, cmap=\"Reds_r\")\n", + "pmvp.plot_inactive()\n", + "pmvp.plot_grid(lw=0.3)\n", + "nhddf.plot(ax=ax)\n", + "\n", + "# plot the child\n", + "pmvc = PlotMapView(modelgrid=childgrid, ax=ax, extent=sgrid.extent)\n", + "pmvc.plot_array(childtop, cmap=\"viridis\", vmin=vmin, vmax=vmax)\n", + "pmvc.plot_array(cstrms, masked_values=[0,], alpha=0.3, cmap=\"Reds_r\")\n", + "pmvc.plot_grid(lw=0.3)\n", + "plt.colorbar(pc, shrink=0.7);" + ] + }, + { + "attachments": { + "Quadmesh.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "6af4c1c2-3fea-4aac-824d-422deebf8899", + "metadata": {}, + "source": [ + "## Quadtree Mesh\n", + "\n", + "A quadtree mesh is an unstructured refinement to a rectilinear modelgrid. In a quadtree mesh each node is split into 4 child nodes per level of refinement. The figure below is from [Lien and others, 2019](https://pubs.usgs.gov/of/2014/1109/pdf/ofr2014-1109.pdf) and shows multiple levels of recursive refinement.\n", + "\n", + "![Quadmesh.png](attachment:Quadmesh.png)\n", + "\n", + "For this example, we will be using GRIDGEN and the FloPy utility `Gridgen` to create quadtree refinement around the streams in our example." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f7ab3319-2555-40cb-bc40-35760cb059e8", + "metadata": {}, + "outputs": [], + "source": [ + "gridgen_dir = data_ws / \"sagehen_gridgen\"\n", + "gridgen_dir.mkdir(exist_ok=True)" + ] + }, + { + "cell_type": "markdown", + "id": "b7f86d9b-9e30-44ab-8a3b-ae8160ed76cb", + "metadata": {}, + "source": [ + "The `Gridgen` class a number of input parameters and further documentation/examples of the class can be found [here](https://flopy.readthedocs.io/en/latest/Notebooks/gridgen_example.html). For our example, we will be refining the area around the stream channels." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "950682df-493e-4d17-b7eb-5ad49341da0a", + "metadata": {}, + "outputs": [], + "source": [ + "g = Gridgen(sgrid, model_ws=gridgen_dir)\n", + "for geom in nhddf.geometry.values:\n", + " xy = list(zip(*geom.coords.xy))\n", + " g.add_refinement_features([xy,], \"line\", 2, [0,])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "45024b09-8e86-4ea3-a77d-23fcd5870bd4", + "metadata": {}, + "outputs": [], + "source": [ + "g.build()" + ] + }, + { + "cell_type": "markdown", + "id": "afe3071c-6fa8-4411-8461-de554810f186", + "metadata": {}, + "source": [ + "After gridgen builds the mesh, it can be used to create a `VertexGrid` (or DISV) that represents the basin" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3d06162e-b420-4435-b616-d4b0f08759a3", + "metadata": {}, + "outputs": [], + "source": [ + "gridprops = g.get_gridprops_disv()\n", + "gridprops.pop(\"nvert\")\n", + "\n", + "quadgrid = VertexGrid(**gridprops)\n", + "quadgrid.extent" + ] + }, + { + "cell_type": "markdown", + "id": "845ea4b5-2e51-4d45-a311-45e727f1c9dc", + "metadata": {}, + "source": [ + "Resample top elevations to the quadtree mesh and intersect the basin boundary and stream vectors" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "cb60bb16-8381-4c72-a97b-61e0c362170f", + "metadata": {}, + "outputs": [], + "source": [ + "# create the top array\n", + "top = rstr.resample_to_grid(quadgrid, band=rstr.bands[0], method=\"min\")\n", + "quadgrid._top = top" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8f977f97-38dd-40aa-8cf1-b9f89824f0ca", + "metadata": {}, + "outputs": [], + "source": [ + "# create the idomain array\n", + "idomain = np.zeros(quadgrid.shape, dtype=int)\n", + "ix = GridIntersect(quadgrid, method=\"vertex\")\n", + "nodes = ix.intersect(basindf.geometry.values[0], contains_centroid=True)[\"cellids\"]\n", + "\n", + "idomain[:, list(nodes)] = 1\n", + "quadgrid._idomain = idomain" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9dfaa463-e79f-451d-855a-d033e1957552", + "metadata": {}, + "outputs": [], + "source": [ + "# create an array of stream cells\n", + "qstr = []\n", + "ix = GridIntersect(quadgrid, method=\"vertex\")\n", + "for geom in nhddf.geometry.values:\n", + " nodes = ix.intersects(geom)[\"cellids\"]\n", + " qstr.extend(list(nodes))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0d004d92-1e98-43d6-8034-7e3f4e73451a", + "metadata": {}, + "outputs": [], + "source": [ + "qstrms = np.zeros((quadgrid.ncpl,), dtype=int)\n", + "qstrms[qstr] = 1" + ] + }, + { + "cell_type": "markdown", + "id": "18574f1f-46f1-4343-82b7-c61debc16655", + "metadata": {}, + "source": [ + "Plot the quadtree mesh with top elevations and streams" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "73679f36-5d8d-427c-9706-75b57bf5d4f8", + "metadata": {}, + "outputs": [], + "source": [ + "fig, ax = plt.subplots(figsize=(5, 5))\n", + "\n", + "pmv = PlotMapView(modelgrid=quadgrid)\n", + "pc = pmv.plot_array(quadgrid.top)\n", + "pmv.plot_array(qstrms, masked_values=[0,], alpha=0.3, cmap=\"Reds_r\")\n", + "pmv.plot_inactive()\n", + "pmv.plot_grid(lw=0.3)\n", + "nhddf.plot(ax=ax)\n", + "plt.colorbar(pc, shrink=0.7);" + ] + }, + { + "cell_type": "markdown", + "id": "aa833f5b-ce9a-4d68-9e4b-832aea1c09f9", + "metadata": {}, + "source": [ + "## Triangular Mesh\n", + "\n", + "An unstructured/vertex based triangular mesh can be generated using the code \"triangle\"([Shewchuk, 2002](https://www.sciencedirect.com/science/article/pii/S0925772101000475)). And the FloPy utility, `Triangle` that creates inputs for and translates the outputs from \"triangle\". \n", + "\n", + "For this example, we will be using triangle to generate a mesh and add refinement around the streams." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "dc3ab2b7-378e-4eb8-8a9a-fa1ea7ae9bdd", + "metadata": {}, + "outputs": [], + "source": [ + "tri_dir = data_ws / \"sagehen_tri\"\n", + "tri_dir.mkdir(exist_ok=True)" + ] + }, + { + "cell_type": "markdown", + "id": "1e8987ed-1970-480a-a796-7bd71c86af09", + "metadata": {}, + "source": [ + "For this example, we will use the watershed boundary we downloaded from NLDI and create a dissovled polygon of stream segments to generate our triangulation regions." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6ffe2440-b82c-448e-8735-d89651b562ea", + "metadata": {}, + "outputs": [], + "source": [ + "basindf.head()" + ] + }, + { + "cell_type": "markdown", + "id": "1fa96714-8444-427e-97df-a435b9d4a7f9", + "metadata": {}, + "source": [ + "We will also dissolve and buffer the stream network into a single polygon that defines our area of refinement" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e75ec798-9cc4-4e3b-8712-030d54e168dd", + "metadata": {}, + "outputs": [], + "source": [ + "bufgdf = nhddf.dissolve()\n", + "bufgdf[\"geometry\"] = bufgdf.geometry.buffer(100, cap_style=2, join_style=3)\n", + "bufgdf.plot();" + ] + }, + { + "cell_type": "markdown", + "id": "e8571d37-71fd-4324-9905-13565b2c8835", + "metadata": {}, + "source": [ + "These two polygons can now be used to generate a triangular mesh with the `Triangle` utility. The `Triangle` class has a number of input parameters. For more detail on the inputs and additional examples please see this [notebook](https://flopy.readthedocs.io/en/latest/Notebooks/dis_voronoi_example.html)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1668863c-03fe-46d7-9f1e-ede287eacb36", + "metadata": {}, + "outputs": [], + "source": [ + "# define point locations within the watershed and the stream for adding regions\n", + "wsloc = (220000, 4368000)\n", + "stloc = (219250, 4370000)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3da8bd04-c9cf-4b59-af7a-b54073aa9be9", + "metadata": {}, + "outputs": [], + "source": [ + "tri = Triangle(angle=30, model_ws=tri_dir)\n", + "\n", + "# define the model/mesh boundary\n", + "tri.add_polygon(basindf.geometry.values[0])\n", + "tri.add_region(wsloc, 0, maximum_area=100 * 300)\n", + "\n", + "# define the stream refinement area\n", + "tri.add_polygon(bufgdf.geometry.values[0])\n", + "tri.add_region(stloc, 1, maximum_area=40 * 40)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a8a020c5-0878-4a19-aab0-3aa2ff0bac68", + "metadata": {}, + "outputs": [], + "source": [ + "tri.build()" + ] + }, + { + "cell_type": "markdown", + "id": "a5bbe12a-d44c-479f-b76a-6d17f1f88128", + "metadata": {}, + "source": [ + "Visualize the triangular mesh" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0cd510b8-901c-4648-af86-1986434017fa", + "metadata": {}, + "outputs": [], + "source": [ + "fig, ax = plt.subplots(figsize=(6, 6))\n", + "tri.plot(ax=ax)\n", + "nhddf.plot(ax=ax);" + ] + }, + { + "cell_type": "markdown", + "id": "22c159b8-185b-41b4-85a9-5dd57b65d7aa", + "metadata": {}, + "source": [ + "Create a `VertexGrid` from the triangular mesh and resample the land surface elevations" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "647735f0-4544-4e3a-b207-be3970661a71", + "metadata": {}, + "outputs": [], + "source": [ + "cell2d = tri.get_cell2d()\n", + "vertices = tri.get_vertices()\n", + "ncpl = len(cell2d)\n", + "nlay = 1\n", + "idomain = np.ones((nlay, ncpl), dtype=int)\n", + "\n", + "# set fake values for top and botm for now)\n", + "top = np.ones((ncpl,))\n", + "botm = np.zeros((nlay, ncpl))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0934cc74-7c65-4546-9707-51643f0b1d85", + "metadata": {}, + "outputs": [], + "source": [ + "trigrid = VertexGrid(\n", + " vertices=vertices,\n", + " cell2d=cell2d,\n", + " ncpl=ncpl,\n", + " nlay=nlay,\n", + " idomain=idomain,\n", + " top=top,\n", + " botm=botm,\n", + " crs=\"EPSG:26911\",\n", + ")\n", + "trigrid.extent" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3fe7d3e9-4bfa-454d-9ff3-2e54aaa18a39", + "metadata": {}, + "outputs": [], + "source": [ + "top = rstr.resample_to_grid(\n", + " trigrid, band=rstr.bands[0], method=\"min\", extrapolate_edges=True\n", + ")\n", + "trigrid._top = top" + ] + }, + { + "cell_type": "markdown", + "id": "8522ed38-a10a-42ff-82cf-2dba5d91e56f", + "metadata": {}, + "source": [ + "And perform intersection to identify stream cells" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d870c5cf-8ce1-4692-93cc-49e18b90b05f", + "metadata": {}, + "outputs": [], + "source": [ + "tristr = []\n", + "ix = GridIntersect(trigrid, method=\"vertex\")\n", + "for geom in nhddf.geometry.values:\n", + " nodes = ix.intersects(geom)[\"cellids\"]\n", + " tristr.extend(list(nodes))\n", + "\n", + "tristrms = np.zeros((trigrid.ncpl,), dtype=int)\n", + "tristrms[tristr] = 1" + ] + }, + { + "cell_type": "markdown", + "id": "54e52bc2-ee4a-42c5-ad20-68656c78896e", + "metadata": {}, + "source": [ + "Now to plot up the triangular grid" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "cb064b04-fd24-4830-9eb3-69a67a2f61eb", + "metadata": {}, + "outputs": [], + "source": [ + "fig, ax = plt.subplots(figsize=(7, 7))\n", + "\n", + "pmv = PlotMapView(modelgrid=trigrid)\n", + "pc = pmv.plot_array(trigrid.top)\n", + "pmv.plot_array(tristrms, masked_values=[0,], alpha=0.3, cmap=\"Reds_r\")\n", + "pmv.plot_inactive()\n", + "pmv.plot_grid(lw=0.3)\n", + "nhddf.plot(ax=ax)\n", + "plt.colorbar(pc, shrink=0.7);" + ] + }, + { + "cell_type": "markdown", + "id": "34736781-43ea-483c-acbf-962bb0b507ef", + "metadata": {}, + "source": [ + "## Voronoi Mesh\n", + "\n", + "A voronoi mesh can be generated from the circumcirle centroids of each triangular node in a Delaunay triangulation. The centroid of each circumcirle produces a vertex for the voronoi mesh and these vertices are connected via adjacency relationships of the triangulation. \n", + "\n", + "FloPy has a built in utility `VoronoiGrid` that produces voronoi meshes from Delaunay triangulations. For more information and additional examples on `VoronoiGrid`'s usage, see this [notebook](https://flopy.readthedocs.io/en/latest/Notebooks/dis_voronoi_example.html)" + ] + }, + { + "cell_type": "markdown", + "id": "6c0852aa-8d11-4c7c-b449-30921ca11216", + "metadata": {}, + "source": [ + "To generate a voronoi mesh, we just need to pass our triangluation object (`tri`) to the `VoronoiGrid` utility" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ed25dcc4-8b4a-4162-b603-35f605fe45e2", + "metadata": {}, + "outputs": [], + "source": [ + "vor = VoronoiGrid(tri)" + ] + }, + { + "cell_type": "markdown", + "id": "345a997b-9584-4a4f-8f5d-4b5c657efbf2", + "metadata": {}, + "source": [ + "Build a `VertexGrid`" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9bba5fd7-8a3e-4ff0-8002-1ee521c040f3", + "metadata": {}, + "outputs": [], + "source": [ + "gridprops = vor.get_gridprops_vertexgrid()\n", + "nlay = 1\n", + "idomain = np.ones(gridprops[\"ncpl\"], dtype=int)\n", + "top = idomain.copy().astype(float)\n", + "botm = np.zeros((nlay, gridprops[\"ncpl\"]))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c87424f9-d9e1-4798-b5a1-99ec2b35f87d", + "metadata": {}, + "outputs": [], + "source": [ + "vorgrid = VertexGrid(\n", + " nlay=nlay, idomain=idomain, top=top, botm=botm, **gridprops\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "d2cd1136-11ba-46d2-ad45-80db9408368e", + "metadata": {}, + "source": [ + "Resample the land surface elevation from the DEM to the voronoi grid" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c42a08d0-71b2-4f38-95d4-be4b9e3356bf", + "metadata": {}, + "outputs": [], + "source": [ + "top = rstr.resample_to_grid(\n", + " vorgrid, band=rstr.bands[0], method=\"min\", extrapolate_edges=True\n", + ")\n", + "vorgrid._top = top" + ] + }, + { + "cell_type": "markdown", + "id": "997be18a-d2b7-42a1-ad8f-49285d36de49", + "metadata": {}, + "source": [ + "Identify stream cells with `GridIntersect`" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "93dd9221-4f32-4b90-9adb-13426ef4dcaa", + "metadata": {}, + "outputs": [], + "source": [ + "vorst = []\n", + "ix = GridIntersect(vorgrid, method=\"vertex\")\n", + "for geom in nhddf.geometry.values:\n", + " nodes = ix.intersects(geom)[\"cellids\"]\n", + " vorst.extend(list(nodes))\n", + "\n", + "vorstrms = np.zeros((vorgrid.ncpl,), dtype=int)\n", + "vorstrms[vorst] = 1" + ] + }, + { + "cell_type": "markdown", + "id": "0f749c17-6db8-49d3-9e35-7309f183f8db", + "metadata": {}, + "source": [ + "Finally plot the voronoi mesh with the DEM data and stream locations" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a6ba684f-498a-4e7e-b10c-ad61ba8a9f1f", + "metadata": {}, + "outputs": [], + "source": [ + "fig, ax = plt.subplots(figsize=(7, 7))\n", + "\n", + "pmv = PlotMapView(modelgrid=vorgrid)\n", + "pc = pmv.plot_array(vorgrid.top)\n", + "pmv.plot_array(vorstrms, masked_values=[0], alpha=0.3, cmap=\"Reds_r\")\n", + "pmv.plot_inactive()\n", + "pmv.plot_grid(lw=0.3)\n", + "nhddf.plot(ax=ax)\n", + "plt.colorbar(pc, shrink=0.7);" + ] + }, + { + "cell_type": "markdown", + "id": "82758f91-a8dc-43f4-a729-83023ef5c4a8", + "metadata": {}, + "source": [ + "### plot the meshes we produced side by side for comparison!" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c106ccf9-8950-4164-a398-d15db0daecac", + "metadata": {}, + "outputs": [], + "source": [ + "from flopy.plot import styles\n", + "from matplotlib.gridspec import GridSpec\n", + "\n", + "with styles.USGSMap():\n", + " fig, axm = plt.subplots(nrows=3, ncols=2, figsize=(10,12))\n", + " axs = axm.ravel()\n", + " \n", + " # structured grid\n", + " pmv = PlotMapView(modelgrid=sgrid, ax=axs[0])\n", + " pmv.plot_array(sgrid.top, cmap=\"viridis\")\n", + " pmv.plot_array(strms, masked_values=[0,], alpha=0.3, cmap=\"Reds_r\")\n", + " pmv.plot_inactive()\n", + " pmv.plot_grid(lw=0.3)\n", + " nhddf.plot(ax=axs[0])\n", + " styles.heading(axs[0], \"A. \", heading=\"Structured Grid\", x=0.08)\n", + "\n", + " # non-uniform DIS\n", + " pmv = PlotMapView(modelgrid=rfgrid, ax=axs[1])\n", + " pmv.plot_array(rfgrid.top, cmap=\"viridis\")\n", + " pmv.plot_inactive()\n", + " pmv.plot_grid(lw=0.3)\n", + " nhddf.plot(ax=axs[1])\n", + " styles.heading(axs[1], \"B.\", heading=\"Structured Grid: non-uniform\", x=0.08)\n", + "\n", + " # LGR grid\n", + " pmvp = PlotMapView(modelgrid=sgrid, ax=axs[2])\n", + " ptop = sgrid.top.copy()\n", + " ptop[crow, ccol] = np.nan\n", + " strms[crow, ccol] = np.nan\n", + " pc = pmvp.plot_array(ptop, cmap=\"viridis\", vmin=vmin, vmax=vmax)\n", + " pmvp.plot_array(strms, masked_values=[0], alpha=0.3, cmap=\"Reds_r\")\n", + " pmvp.plot_inactive()\n", + " pmvp.plot_grid(lw=0.3)\n", + " nhddf.plot(ax=axs[2])\n", + "\n", + " pmvc = PlotMapView(modelgrid=childgrid, ax=axs[2])\n", + " pmvc.plot_array(childtop, cmap=\"viridis\", vmin=vmin, vmax=vmax)\n", + " pmvc.plot_array(cstrms, masked_values=[0], alpha=0.3, cmap=\"Reds_r\")\n", + " pmvc.plot_grid(lw=0.3)\n", + " styles.heading(axs[2], \"C. \", heading=\"LGR Grid\", x=0.08)\n", + "\n", + " # Quadtree grid\n", + " pmv = PlotMapView(modelgrid=quadgrid, ax=axs[3])\n", + " pc = pmv.plot_array(quadgrid.top)\n", + " pmv.plot_array(qstrms, masked_values=[0,], alpha=0.3, cmap=\"Reds_r\")\n", + " pmv.plot_inactive()\n", + " pmv.plot_grid(lw=0.2)\n", + " nhddf.plot(ax=axs[3])\n", + " styles.heading(axs[3], \"D. \", heading=\"Quadtree Grid\", x=0.08)\n", + "\n", + " # Triangular grid\n", + " pmv = PlotMapView(modelgrid=trigrid, ax=axs[4])\n", + " pc = pmv.plot_array(trigrid.top)\n", + " pmv.plot_array(tristrms, masked_values=[0,], alpha=0.3, cmap=\"Reds_r\")\n", + " pmv.plot_inactive()\n", + " pmv.plot_grid(lw=0.3)\n", + " nhddf.plot(ax=axs[4])\n", + " styles.heading(axs[4], \"E. \", heading=\"Triangular Grid\", x=0.08)\n", + "\n", + " # Voronoi grid\n", + " pmv = PlotMapView(modelgrid=vorgrid, ax=axs[5])\n", + " pc = pmv.plot_array(vorgrid.top)\n", + " pmv.plot_array(vorstrms, masked_values=[0,], alpha=0.3, cmap=\"Reds_r\")\n", + " pmv.plot_inactive()\n", + " pmv.plot_grid(lw=0.3)\n", + " nhddf.plot(ax=axs[5])\n", + " styles.heading(axs[5], \"F. \", heading=\"Voronoi Grid\", x=0.08)\n", + "\n", + " # colorbar\n", + "\n", + " \n", + " # ax5.spines[[\"left\", \"right\", \"top\", \"bottom\"]].set_visible(False)\n", + " fig.colorbar(\n", + " pc,\n", + " ax=axm,\n", + " location=\"top\",\n", + " label=\"Land surface elevation, in meters\",\n", + " shrink=0.5,\n", + " fraction=.05\n", + " )\n" + ] + }, + { + "cell_type": "markdown", + "id": "be66dfa8-8e48-4614-b1f3-86baafc73b14", + "metadata": {}, + "source": [ + "### More information \n", + "For more inforation and and examples on how to use the utilities presented in this notebook please see:\n", + "\n", + "#### Examples\n", + " - [FloPy Examples Gallery](https://flopy.readthedocs.io/en/latest/examples.html)\n", + "\n", + "#### API reference\n", + " - [FloPy utils API reference](https://flopy.readthedocs.io/en/latest/code.html#flopy-utilities)\n", + " - [FloPy lgrutil API reference](https://flopy.readthedocs.io/en/latest/source/flopy.utils.lgrutil.html)\n", + " - [FloPy gridgen API reference](https://flopy.readthedocs.io/en/latest/source/flopy.utils.gridgen.html)\n", + " - [FloPy triangle API reference](https://flopy.readthedocs.io/en/latest/source/flopy.utils.triangle.html)\n", + " - [FloPy voronoi API reference](https://flopy.readthedocs.io/en/latest/source/flopy.utils.voronoi.html)" + ] + }, + { + "cell_type": "markdown", + "id": "67c62f41", + "metadata": {}, + "source": [ + "## Activity (If time permits); Build a Voronoi mesh/Vertex Grid:\n", + "\n", + "Define a voronoi grid for the basin upstream of the Black Earth Creek streamgauge near Cross Plains, WI. The upstream basin information is supplied by NLDI and has been saved to the class repo in case of internet connectivity or NLDI service issues.\n", + "\n", + "Some of the previous code can be re-used to create a voronoi mesh and subsequent `VertexGrid` representation of the basin. See the Triangular and Voronoi grid sections of the notebook.\n", + "\n", + "**Optional**, use the Upstream Main segment of Black Earth Creek to refine the voronoi mesh around the stream location. Refinement control points have been pre-defined below." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d58d2db7", + "metadata": {}, + "outputs": [], + "source": [ + "epsg = 5070 # NAD83 CONUS Albers\n", + "# try:\n", + " # todo: update this for black earth creek near cross plains WI site-no 05406479\n", + "be_cr_nr_cp = \"05406479\"\n", + "basindf = nldi.get_basin(\n", + " feature_source=\"nwissite\", feature_id=f\"USGS-{be_cr_nr_cp}\"\n", + ")\n", + "basindf = basindf.to_crs(epsg=epsg)\n", + "basindf.to_file(geospatial_ws / \"black_earth_basin.shp\")\n", + "# except (ValueError, ConnectionError, NameError):\n", + "# basindf = gpd.read_file(geospatial_ws / \"black_earth_basin.shp\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "47c81ac1-e436-4685-a943-dffe9e023f1a", + "metadata": {}, + "outputs": [], + "source": [ + "try:\n", + " nhddf = nldi.get_flowlines(\n", + " navigation_mode=\"UM\",\n", + " distance=9999,\n", + " feature_source=\"nwissite\",\n", + " feature_id=f\"USGS-{be_cr_nr_cp}\",\n", + " )\n", + " nhddf = nhddf.to_crs(epsg=epsg)\n", + " nhddf.to_file(geospatial_ws / \"black_earth_creek_main.shp\")\n", + "except (ValueError, ConnectionError, NameError):\n", + " nhddf = gpd.read_file(geospatial_ws / \"black_earth_creek_main.shp\")" + ] + }, + { + "cell_type": "markdown", + "id": "dcb74970-e19d-40b0-8443-f68f11e5a615", + "metadata": {}, + "source": [ + "Visualize the example \"study area\"" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "32c1f501-88e3-41e4-90fb-1f5d4299e984", + "metadata": {}, + "outputs": [], + "source": [ + "fig, ax = plt.subplots()\n", + "\n", + "basindf.plot(ax=ax, facecolor=\"None\", edgecolor=\"k\")\n", + "nhddf.plot(ax=ax)\n", + "ctx.add_basemap(\n", + " ax=ax,\n", + " crs=basindf.crs,\n", + " source=ctx.providers.USGS.USTopo\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "cc6b79b0-198a-410c-9428-13fa814d3052", + "metadata": {}, + "source": [ + "Grid refinement control points are defined here for the optional part of this exercise" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4bacc5c8-6b0e-436f-8c67-42ae6e393bf5", + "metadata": {}, + "outputs": [], + "source": [ + "wsloc = basindf.centroid.values[0]\n", + "stloc = list(zip(*nhddf.geometry.values[10].xy))[0]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6b6d8a83-e226-4020-8889-0e6c35bd3af3", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f5bb2150-fe6e-4fe1-918b-7e09239d3694", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ccecfea2-121b-442f-bfca-0e345ccc5173", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/part1_flopy/data/modelgrid_intersection/sagehen_gage_data.csv b/notebooks/part1_flopy/data/modelgrid_intersection/sagehen_gage_data.csv index 7ac99add..a5ca5f8b 100644 --- a/notebooks/part1_flopy/data/modelgrid_intersection/sagehen_gage_data.csv +++ b/notebooks/part1_flopy/data/modelgrid_intersection/sagehen_gage_data.csv @@ -1,35035 +1,35135 @@ -datetime,site_no,00065,00065_cd -2023-01-01 08:00:00+00:00,10343500,2.28,A -2023-01-01 08:15:00+00:00,10343500,2.28,A -2023-01-01 08:30:00+00:00,10343500,2.28,A -2023-01-01 08:45:00+00:00,10343500,2.28,A -2023-01-01 09:00:00+00:00,10343500,2.28,A -2023-01-01 09:15:00+00:00,10343500,2.28,A -2023-01-01 09:30:00+00:00,10343500,2.27,A -2023-01-01 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20:15:00+00:00,10343500,1.74,A -2023-01-08 20:30:00+00:00,10343500,1.74,A -2023-01-08 20:45:00+00:00,10343500,1.74,A -2023-01-08 21:00:00+00:00,10343500,1.73,A -2023-01-08 21:15:00+00:00,10343500,1.73,A -2023-01-08 21:30:00+00:00,10343500,1.73,A -2023-01-08 21:45:00+00:00,10343500,1.73,A -2023-01-08 22:00:00+00:00,10343500,1.73,A -2023-01-08 22:15:00+00:00,10343500,1.76,A -2023-01-08 22:30:00+00:00,10343500,1.76,A -2023-01-08 22:45:00+00:00,10343500,1.74,A -2023-01-08 23:00:00+00:00,10343500,1.73,A -2023-01-08 23:15:00+00:00,10343500,1.74,A -2023-01-08 23:30:00+00:00,10343500,1.73,A -2023-01-08 23:45:00+00:00,10343500,1.73,A -2023-01-09 00:00:00+00:00,10343500,1.73,A -2023-01-09 00:15:00+00:00,10343500,1.73,A -2023-01-09 00:30:00+00:00,10343500,1.74,A -2023-01-09 00:45:00+00:00,10343500,1.73,A -2023-01-09 01:00:00+00:00,10343500,1.73,A -2023-01-09 01:15:00+00:00,10343500,1.73,A -2023-01-09 01:30:00+00:00,10343500,1.73,A -2023-01-09 01:45:00+00:00,10343500,1.73,A -2023-01-09 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07:45:00+00:00,10343500,1.73,A -2023-01-09 08:00:00+00:00,10343500,1.72,A -2023-01-09 08:15:00+00:00,10343500,1.73,A -2023-01-09 08:30:00+00:00,10343500,1.73,A -2023-01-09 08:45:00+00:00,10343500,1.73,A -2023-01-09 09:00:00+00:00,10343500,1.74,A -2023-01-09 09:15:00+00:00,10343500,1.74,A -2023-01-09 09:30:00+00:00,10343500,1.74,A -2023-01-09 09:45:00+00:00,10343500,1.74,A -2023-01-09 10:00:00+00:00,10343500,1.74,A -2023-01-09 10:15:00+00:00,10343500,1.74,A -2023-01-09 10:30:00+00:00,10343500,1.74,A -2023-01-09 10:45:00+00:00,10343500,1.74,A -2023-01-09 11:00:00+00:00,10343500,1.74,A -2023-01-09 11:15:00+00:00,10343500,1.74,A -2023-01-09 11:30:00+00:00,10343500,1.74,A -2023-01-09 11:45:00+00:00,10343500,1.74,A -2023-01-09 12:00:00+00:00,10343500,1.74,A -2023-01-09 12:15:00+00:00,10343500,1.75,A -2023-01-09 12:30:00+00:00,10343500,1.74,A -2023-01-09 12:45:00+00:00,10343500,1.74,A -2023-01-09 13:00:00+00:00,10343500,1.74,A -2023-01-09 13:15:00+00:00,10343500,1.75,A -2023-01-09 13:30:00+00:00,10343500,1.74,A -2023-01-09 13:45:00+00:00,10343500,1.75,A -2023-01-09 14:00:00+00:00,10343500,1.75,A -2023-01-09 14:15:00+00:00,10343500,1.74,A -2023-01-09 14:30:00+00:00,10343500,1.74,A -2023-01-09 14:45:00+00:00,10343500,1.75,A -2023-01-09 15:00:00+00:00,10343500,1.75,A -2023-01-09 15:15:00+00:00,10343500,1.75,A -2023-01-09 15:30:00+00:00,10343500,1.75,A -2023-01-09 15:45:00+00:00,10343500,1.77,A -2023-01-09 16:00:00+00:00,10343500,1.77,A -2023-01-09 16:15:00+00:00,10343500,1.78,A -2023-01-09 16:30:00+00:00,10343500,1.8,A -2023-01-09 16:45:00+00:00,10343500,1.81,A -2023-01-09 17:00:00+00:00,10343500,1.82,A -2023-01-09 17:15:00+00:00,10343500,1.84,A -2023-01-09 17:30:00+00:00,10343500,1.86,A -2023-01-09 17:45:00+00:00,10343500,1.88,A -2023-01-09 18:00:00+00:00,10343500,1.9,A -2023-01-09 18:15:00+00:00,10343500,1.91,A -2023-01-09 18:30:00+00:00,10343500,1.93,A -2023-01-09 18:45:00+00:00,10343500,1.94,A -2023-01-09 19:00:00+00:00,10343500,1.95,A -2023-01-09 19:15:00+00:00,10343500,1.97,A -2023-01-09 19:30:00+00:00,10343500,1.98,A -2023-01-09 19:45:00+00:00,10343500,1.99,A -2023-01-09 20:00:00+00:00,10343500,2.0,A -2023-01-09 20:15:00+00:00,10343500,2.0,A -2023-01-09 20:30:00+00:00,10343500,2.01,A -2023-01-09 20:45:00+00:00,10343500,2.01,A -2023-01-09 21:00:00+00:00,10343500,2.01,A -2023-01-09 21:15:00+00:00,10343500,2.02,A -2023-01-09 21:30:00+00:00,10343500,2.02,A -2023-01-09 21:45:00+00:00,10343500,2.02,A -2023-01-09 22:00:00+00:00,10343500,2.02,A -2023-01-09 22:15:00+00:00,10343500,2.02,A -2023-01-09 22:30:00+00:00,10343500,2.02,A -2023-01-09 22:45:00+00:00,10343500,2.02,A -2023-01-09 23:00:00+00:00,10343500,2.02,A -2023-01-09 23:15:00+00:00,10343500,2.02,A -2023-01-09 23:30:00+00:00,10343500,2.01,A -2023-01-09 23:45:00+00:00,10343500,2.02,A -2023-01-10 00:00:00+00:00,10343500,2.01,A -2023-01-10 00:15:00+00:00,10343500,2.01,A -2023-01-10 00:30:00+00:00,10343500,2.01,A -2023-01-10 00:45:00+00:00,10343500,2.01,A -2023-01-10 01:00:00+00:00,10343500,1.99,A -2023-01-10 01:15:00+00:00,10343500,2.0,A -2023-01-10 01:30:00+00:00,10343500,2.0,A -2023-01-10 01:45:00+00:00,10343500,1.99,A -2023-01-10 02:00:00+00:00,10343500,1.99,A -2023-01-10 02:15:00+00:00,10343500,1.99,A -2023-01-10 02:30:00+00:00,10343500,1.99,A -2023-01-10 02:45:00+00:00,10343500,1.98,A -2023-01-10 03:00:00+00:00,10343500,1.98,A -2023-01-10 03:15:00+00:00,10343500,1.98,A -2023-01-10 03:30:00+00:00,10343500,1.97,A -2023-01-10 03:45:00+00:00,10343500,1.98,A -2023-01-10 04:00:00+00:00,10343500,1.97,A -2023-01-10 04:15:00+00:00,10343500,1.97,A -2023-01-10 04:30:00+00:00,10343500,1.97,A -2023-01-10 04:45:00+00:00,10343500,1.97,A -2023-01-10 05:00:00+00:00,10343500,1.96,A -2023-01-10 05:15:00+00:00,10343500,1.96,A -2023-01-10 05:30:00+00:00,10343500,1.96,A -2023-01-10 05:45:00+00:00,10343500,1.96,A -2023-01-10 06:00:00+00:00,10343500,1.96,A -2023-01-10 06:15:00+00:00,10343500,1.95,A -2023-01-10 06:30:00+00:00,10343500,1.95,A -2023-01-10 06:45:00+00:00,10343500,1.95,A -2023-01-10 07:00:00+00:00,10343500,1.94,A -2023-01-10 07:15:00+00:00,10343500,1.94,A -2023-01-10 07:30:00+00:00,10343500,1.94,A -2023-01-10 07:45:00+00:00,10343500,1.93,A -2023-01-10 08:00:00+00:00,10343500,1.93,A -2023-01-10 08:15:00+00:00,10343500,1.94,A -2023-01-10 08:30:00+00:00,10343500,1.93,A -2023-01-10 08:45:00+00:00,10343500,1.93,A -2023-01-10 09:00:00+00:00,10343500,1.93,A -2023-01-10 09:15:00+00:00,10343500,1.92,A -2023-01-10 09:30:00+00:00,10343500,1.92,A -2023-01-10 09:45:00+00:00,10343500,1.92,A -2023-01-10 10:00:00+00:00,10343500,1.92,A -2023-01-10 10:15:00+00:00,10343500,1.92,A -2023-01-10 10:30:00+00:00,10343500,1.92,A -2023-01-10 10:45:00+00:00,10343500,1.91,A -2023-01-10 11:00:00+00:00,10343500,1.91,A -2023-01-10 11:15:00+00:00,10343500,1.92,A -2023-01-10 11:30:00+00:00,10343500,1.91,A -2023-01-10 11:45:00+00:00,10343500,1.91,A -2023-01-10 12:00:00+00:00,10343500,1.91,A -2023-01-10 12:15:00+00:00,10343500,1.91,A -2023-01-10 12:30:00+00:00,10343500,1.91,A -2023-01-10 12:45:00+00:00,10343500,1.9,A -2023-01-10 13:00:00+00:00,10343500,1.9,A -2023-01-10 13:15:00+00:00,10343500,1.9,A -2023-01-10 13:30:00+00:00,10343500,1.9,A -2023-01-10 13:45:00+00:00,10343500,1.9,A -2023-01-10 14:00:00+00:00,10343500,1.9,A -2023-01-10 14:15:00+00:00,10343500,1.89,A -2023-01-10 14:30:00+00:00,10343500,1.89,A -2023-01-10 14:45:00+00:00,10343500,1.89,A -2023-01-10 15:00:00+00:00,10343500,1.89,A -2023-01-10 15:15:00+00:00,10343500,1.89,A -2023-01-10 15:30:00+00:00,10343500,1.89,A -2023-01-10 15:45:00+00:00,10343500,1.89,A -2023-01-10 16:00:00+00:00,10343500,1.88,A -2023-01-10 16:15:00+00:00,10343500,1.88,A -2023-01-10 16:30:00+00:00,10343500,1.88,A -2023-01-10 16:45:00+00:00,10343500,1.88,A -2023-01-10 17:00:00+00:00,10343500,1.88,A -2023-01-10 17:15:00+00:00,10343500,1.88,A -2023-01-10 17:30:00+00:00,10343500,1.88,A -2023-01-10 17:45:00+00:00,10343500,1.88,A -2023-01-10 18:00:00+00:00,10343500,1.88,A -2023-01-10 18:15:00+00:00,10343500,1.87,A -2023-01-10 18:30:00+00:00,10343500,1.87,A -2023-01-10 18:45:00+00:00,10343500,1.87,A -2023-01-10 19:00:00+00:00,10343500,1.88,A -2023-01-10 19:15:00+00:00,10343500,1.87,A -2023-01-10 19:30:00+00:00,10343500,1.87,A -2023-01-10 19:45:00+00:00,10343500,1.86,A -2023-01-10 20:00:00+00:00,10343500,1.88,A -2023-01-10 20:15:00+00:00,10343500,1.87,A -2023-01-10 20:30:00+00:00,10343500,1.86,A -2023-01-10 20:45:00+00:00,10343500,1.86,A -2023-01-10 21:00:00+00:00,10343500,1.86,A -2023-01-10 21:15:00+00:00,10343500,1.85,A -2023-01-10 21:30:00+00:00,10343500,1.85,A -2023-01-10 21:45:00+00:00,10343500,1.86,A -2023-01-10 22:00:00+00:00,10343500,1.86,A -2023-01-10 22:15:00+00:00,10343500,1.85,A -2023-01-10 22:30:00+00:00,10343500,1.85,A -2023-01-10 22:45:00+00:00,10343500,1.85,A -2023-01-10 23:00:00+00:00,10343500,1.85,A -2023-01-10 23:15:00+00:00,10343500,1.85,A -2023-01-10 23:30:00+00:00,10343500,1.84,A -2023-01-10 23:45:00+00:00,10343500,1.84,A -2023-01-11 00:00:00+00:00,10343500,1.84,A -2023-01-11 00:15:00+00:00,10343500,1.85,A -2023-01-11 00:30:00+00:00,10343500,1.84,A -2023-01-11 00:45:00+00:00,10343500,1.84,A -2023-01-11 01:00:00+00:00,10343500,1.84,A -2023-01-11 01:15:00+00:00,10343500,1.84,A -2023-01-11 01:30:00+00:00,10343500,1.83,A -2023-01-11 01:45:00+00:00,10343500,1.83,A -2023-01-11 02:00:00+00:00,10343500,1.84,A -2023-01-11 02:15:00+00:00,10343500,1.84,A -2023-01-11 02:30:00+00:00,10343500,1.85,A -2023-01-11 02:45:00+00:00,10343500,1.84,A -2023-01-11 03:00:00+00:00,10343500,1.84,A -2023-01-11 03:15:00+00:00,10343500,1.83,A -2023-01-11 03:30:00+00:00,10343500,1.84,A -2023-01-11 03:45:00+00:00,10343500,1.83,A -2023-01-11 04:00:00+00:00,10343500,1.83,A -2023-01-11 04:15:00+00:00,10343500,1.83,A -2023-01-11 04:30:00+00:00,10343500,1.83,A -2023-01-11 04:45:00+00:00,10343500,1.83,A -2023-01-11 05:00:00+00:00,10343500,1.83,A -2023-01-11 05:15:00+00:00,10343500,1.83,A -2023-01-11 05:30:00+00:00,10343500,1.82,A -2023-01-11 05:45:00+00:00,10343500,1.82,A -2023-01-11 06:00:00+00:00,10343500,1.82,A -2023-01-11 06:15:00+00:00,10343500,1.82,A -2023-01-11 06:30:00+00:00,10343500,1.82,A -2023-01-11 06:45:00+00:00,10343500,1.82,A -2023-01-11 07:00:00+00:00,10343500,1.82,A -2023-01-11 07:15:00+00:00,10343500,1.83,A -2023-01-11 07:30:00+00:00,10343500,1.83,A -2023-01-11 07:45:00+00:00,10343500,1.82,A -2023-01-11 08:00:00+00:00,10343500,1.82,A -2023-01-11 08:15:00+00:00,10343500,1.82,A -2023-01-11 08:30:00+00:00,10343500,1.81,A -2023-01-11 08:45:00+00:00,10343500,1.81,A -2023-01-11 09:00:00+00:00,10343500,1.81,A -2023-01-11 09:15:00+00:00,10343500,1.81,A -2023-01-11 09:30:00+00:00,10343500,1.81,A -2023-01-11 09:45:00+00:00,10343500,1.81,A -2023-01-11 10:00:00+00:00,10343500,1.81,A -2023-01-11 10:15:00+00:00,10343500,1.81,A -2023-01-11 10:30:00+00:00,10343500,1.81,A -2023-01-11 10:45:00+00:00,10343500,1.81,A -2023-01-11 11:00:00+00:00,10343500,1.81,A -2023-01-11 11:15:00+00:00,10343500,1.81,A -2023-01-11 11:30:00+00:00,10343500,1.8,A -2023-01-11 11:45:00+00:00,10343500,1.8,A -2023-01-11 12:00:00+00:00,10343500,1.8,A -2023-01-11 12:15:00+00:00,10343500,1.8,A -2023-01-11 12:30:00+00:00,10343500,1.8,A -2023-01-11 12:45:00+00:00,10343500,1.8,A -2023-01-11 13:00:00+00:00,10343500,1.8,A -2023-01-11 13:15:00+00:00,10343500,1.8,A -2023-01-11 13:30:00+00:00,10343500,1.8,A -2023-01-11 13:45:00+00:00,10343500,1.8,A -2023-01-11 14:00:00+00:00,10343500,1.8,A -2023-01-11 14:15:00+00:00,10343500,1.79,A -2023-01-11 14:30:00+00:00,10343500,1.79,A -2023-01-11 14:45:00+00:00,10343500,1.8,A -2023-01-11 15:00:00+00:00,10343500,1.79,A -2023-01-11 15:15:00+00:00,10343500,1.79,A -2023-01-11 15:30:00+00:00,10343500,1.79,A -2023-01-11 15:45:00+00:00,10343500,1.79,A -2023-01-11 16:00:00+00:00,10343500,1.79,A -2023-01-11 16:15:00+00:00,10343500,1.79,A -2023-01-11 16:30:00+00:00,10343500,1.79,A -2023-01-11 16:45:00+00:00,10343500,1.79,A -2023-01-11 17:00:00+00:00,10343500,1.79,A -2023-01-11 17:15:00+00:00,10343500,1.79,A -2023-01-11 17:30:00+00:00,10343500,1.79,A -2023-01-11 17:45:00+00:00,10343500,1.77,A -2023-01-11 18:00:00+00:00,10343500,1.79,A -2023-01-11 18:15:00+00:00,10343500,1.78,A -2023-01-11 18:30:00+00:00,10343500,1.78,A -2023-01-11 18:45:00+00:00,10343500,1.78,A -2023-01-11 19:00:00+00:00,10343500,1.78,A -2023-01-11 19:15:00+00:00,10343500,1.78,A -2023-01-11 19:30:00+00:00,10343500,1.78,A -2023-01-11 19:45:00+00:00,10343500,1.78,A -2023-01-11 20:00:00+00:00,10343500,1.78,A -2023-01-11 20:15:00+00:00,10343500,1.78,A -2023-01-11 20:30:00+00:00,10343500,1.78,A -2023-01-11 20:45:00+00:00,10343500,1.78,A -2023-01-11 21:00:00+00:00,10343500,1.79,A -2023-01-11 21:15:00+00:00,10343500,1.79,A -2023-01-11 21:30:00+00:00,10343500,1.79,A -2023-01-11 21:45:00+00:00,10343500,1.79,A -2023-01-11 22:00:00+00:00,10343500,1.79,A -2023-01-11 22:15:00+00:00,10343500,1.79,A -2023-01-11 22:30:00+00:00,10343500,1.79,A -2023-01-11 22:45:00+00:00,10343500,1.8,A -2023-01-11 23:00:00+00:00,10343500,1.8,A -2023-01-11 23:15:00+00:00,10343500,1.78,A -2023-01-11 23:30:00+00:00,10343500,1.79,A -2023-01-11 23:45:00+00:00,10343500,1.78,A -2023-01-12 00:00:00+00:00,10343500,1.79,A -2023-01-12 00:15:00+00:00,10343500,1.79,A -2023-01-12 00:30:00+00:00,10343500,1.78,A -2023-01-12 00:45:00+00:00,10343500,1.78,A -2023-01-12 01:00:00+00:00,10343500,1.78,A -2023-01-12 01:15:00+00:00,10343500,1.78,A -2023-01-12 01:30:00+00:00,10343500,1.79,A -2023-01-12 01:45:00+00:00,10343500,1.78,A -2023-01-12 02:00:00+00:00,10343500,1.78,A -2023-01-12 02:15:00+00:00,10343500,1.78,A -2023-01-12 02:30:00+00:00,10343500,1.78,A -2023-01-12 02:45:00+00:00,10343500,1.78,A -2023-01-12 03:00:00+00:00,10343500,1.78,A -2023-01-12 03:15:00+00:00,10343500,1.79,A -2023-01-12 03:30:00+00:00,10343500,1.79,A -2023-01-12 03:45:00+00:00,10343500,1.78,A -2023-01-12 04:00:00+00:00,10343500,1.79,A -2023-01-12 04:15:00+00:00,10343500,1.79,A -2023-01-12 04:30:00+00:00,10343500,1.79,A -2023-01-12 04:45:00+00:00,10343500,1.79,A -2023-01-12 05:00:00+00:00,10343500,1.8,A -2023-01-12 05:15:00+00:00,10343500,1.8,A -2023-01-12 05:30:00+00:00,10343500,1.81,A -2023-01-12 05:45:00+00:00,10343500,1.82,A -2023-01-12 06:00:00+00:00,10343500,1.82,A -2023-01-12 06:15:00+00:00,10343500,1.82,A -2023-01-12 06:30:00+00:00,10343500,1.83,A -2023-01-12 06:45:00+00:00,10343500,1.84,A -2023-01-12 07:00:00+00:00,10343500,1.84,A -2023-01-12 07:15:00+00:00,10343500,1.85,A -2023-01-12 07:30:00+00:00,10343500,1.86,A -2023-01-12 07:45:00+00:00,10343500,1.86,A -2023-01-12 08:00:00+00:00,10343500,1.87,A -2023-01-12 08:15:00+00:00,10343500,1.87,A -2023-01-12 08:30:00+00:00,10343500,1.88,A -2023-01-12 08:45:00+00:00,10343500,1.88,A -2023-01-12 09:00:00+00:00,10343500,1.88,A -2023-01-12 09:15:00+00:00,10343500,1.89,A -2023-01-12 09:30:00+00:00,10343500,1.89,A -2023-01-12 09:45:00+00:00,10343500,1.89,A -2023-01-12 10:00:00+00:00,10343500,1.89,A -2023-01-12 10:15:00+00:00,10343500,1.89,A -2023-01-12 10:30:00+00:00,10343500,1.89,A -2023-01-12 10:45:00+00:00,10343500,1.89,A -2023-01-12 11:00:00+00:00,10343500,1.89,A -2023-01-12 11:15:00+00:00,10343500,1.89,A -2023-01-12 11:30:00+00:00,10343500,1.89,A -2023-01-12 11:45:00+00:00,10343500,1.9,A -2023-01-12 12:00:00+00:00,10343500,1.89,A -2023-01-12 12:15:00+00:00,10343500,1.89,A -2023-01-12 12:30:00+00:00,10343500,1.89,A -2023-01-12 12:45:00+00:00,10343500,1.89,A -2023-01-12 13:00:00+00:00,10343500,1.9,A -2023-01-12 13:15:00+00:00,10343500,1.89,A -2023-01-12 13:30:00+00:00,10343500,1.89,A -2023-01-12 13:45:00+00:00,10343500,1.9,A -2023-01-12 14:00:00+00:00,10343500,1.9,A -2023-01-12 14:15:00+00:00,10343500,1.89,A -2023-01-12 14:30:00+00:00,10343500,1.9,A -2023-01-12 14:45:00+00:00,10343500,1.9,A -2023-01-12 15:00:00+00:00,10343500,1.9,A -2023-01-12 15:15:00+00:00,10343500,1.9,A -2023-01-12 15:30:00+00:00,10343500,1.9,A -2023-01-12 15:45:00+00:00,10343500,1.9,A -2023-01-12 16:00:00+00:00,10343500,1.89,A -2023-01-12 16:15:00+00:00,10343500,1.9,A -2023-01-12 16:30:00+00:00,10343500,1.9,A -2023-01-12 16:45:00+00:00,10343500,1.9,A -2023-01-12 17:00:00+00:00,10343500,1.9,A -2023-01-12 17:15:00+00:00,10343500,1.9,A -2023-01-12 17:30:00+00:00,10343500,1.9,A -2023-01-12 17:45:00+00:00,10343500,1.9,A -2023-01-12 18:00:00+00:00,10343500,1.9,A -2023-01-12 18:15:00+00:00,10343500,1.89,A -2023-01-12 18:30:00+00:00,10343500,1.9,A -2023-01-12 18:45:00+00:00,10343500,1.9,A -2023-01-12 19:00:00+00:00,10343500,1.9,A -2023-01-12 19:15:00+00:00,10343500,1.9,A -2023-01-12 19:30:00+00:00,10343500,1.9,A -2023-01-12 19:45:00+00:00,10343500,1.9,A -2023-01-12 20:00:00+00:00,10343500,1.9,A -2023-01-12 20:15:00+00:00,10343500,1.9,A -2023-01-12 20:30:00+00:00,10343500,1.9,A -2023-01-12 20:45:00+00:00,10343500,1.9,A -2023-01-12 21:00:00+00:00,10343500,1.9,A -2023-01-12 21:15:00+00:00,10343500,1.9,A -2023-01-12 21:30:00+00:00,10343500,1.9,A -2023-01-12 21:45:00+00:00,10343500,1.9,A -2023-01-12 22:00:00+00:00,10343500,1.9,A 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04:00:00+00:00,10343500,1.93,A -2023-01-13 04:15:00+00:00,10343500,1.94,A -2023-01-13 04:30:00+00:00,10343500,1.94,A -2023-01-13 04:45:00+00:00,10343500,1.93,A -2023-01-13 05:00:00+00:00,10343500,1.93,A -2023-01-13 05:15:00+00:00,10343500,1.93,A -2023-01-13 05:30:00+00:00,10343500,1.94,A -2023-01-13 05:45:00+00:00,10343500,1.93,A -2023-01-13 06:00:00+00:00,10343500,1.93,A -2023-01-13 06:15:00+00:00,10343500,1.93,A -2023-01-13 06:30:00+00:00,10343500,1.93,A -2023-01-13 06:45:00+00:00,10343500,1.94,A -2023-01-13 07:00:00+00:00,10343500,1.94,A -2023-01-13 07:15:00+00:00,10343500,1.93,A -2023-01-13 07:30:00+00:00,10343500,1.93,A -2023-01-13 07:45:00+00:00,10343500,1.93,A -2023-01-13 08:00:00+00:00,10343500,1.93,A -2023-01-13 08:15:00+00:00,10343500,1.93,A -2023-01-13 08:30:00+00:00,10343500,1.93,A -2023-01-13 08:45:00+00:00,10343500,1.93,A -2023-01-13 09:00:00+00:00,10343500,1.93,A -2023-01-13 09:15:00+00:00,10343500,1.93,A -2023-01-13 09:30:00+00:00,10343500,1.93,A -2023-01-13 09:45:00+00:00,10343500,1.93,A -2023-01-13 10:00:00+00:00,10343500,1.93,A -2023-01-13 10:15:00+00:00,10343500,1.93,A -2023-01-13 10:30:00+00:00,10343500,1.93,A -2023-01-13 10:45:00+00:00,10343500,1.93,A -2023-01-13 11:00:00+00:00,10343500,1.93,A -2023-01-13 11:15:00+00:00,10343500,1.92,A -2023-01-13 11:30:00+00:00,10343500,1.92,A -2023-01-13 11:45:00+00:00,10343500,1.92,A -2023-01-13 12:00:00+00:00,10343500,1.92,A -2023-01-13 12:15:00+00:00,10343500,1.92,A -2023-01-13 12:30:00+00:00,10343500,1.92,A -2023-01-13 12:45:00+00:00,10343500,1.92,A -2023-01-13 13:00:00+00:00,10343500,1.92,A -2023-01-13 13:15:00+00:00,10343500,1.92,A -2023-01-13 13:30:00+00:00,10343500,1.92,A -2023-01-13 13:45:00+00:00,10343500,1.92,A -2023-01-13 14:00:00+00:00,10343500,1.92,A -2023-01-13 14:15:00+00:00,10343500,1.92,A -2023-01-13 14:30:00+00:00,10343500,1.92,A -2023-01-13 14:45:00+00:00,10343500,1.91,A -2023-01-13 15:00:00+00:00,10343500,1.91,A -2023-01-13 15:15:00+00:00,10343500,1.91,A -2023-01-13 15:30:00+00:00,10343500,1.91,A -2023-01-13 15:45:00+00:00,10343500,1.91,A -2023-01-13 16:00:00+00:00,10343500,1.91,A -2023-01-13 16:15:00+00:00,10343500,1.91,A -2023-01-13 16:30:00+00:00,10343500,1.91,A -2023-01-13 16:45:00+00:00,10343500,1.91,A -2023-01-13 17:00:00+00:00,10343500,1.91,A -2023-01-13 17:15:00+00:00,10343500,1.91,A -2023-01-13 17:30:00+00:00,10343500,1.91,A -2023-01-13 17:45:00+00:00,10343500,1.91,A -2023-01-13 18:00:00+00:00,10343500,1.91,A -2023-01-13 18:15:00+00:00,10343500,1.91,A -2023-01-13 18:30:00+00:00,10343500,1.91,A -2023-01-13 18:45:00+00:00,10343500,1.91,A -2023-01-13 19:00:00+00:00,10343500,1.91,A -2023-01-13 19:15:00+00:00,10343500,1.91,A -2023-01-13 19:30:00+00:00,10343500,1.91,A -2023-01-13 19:45:00+00:00,10343500,1.91,A -2023-01-13 20:00:00+00:00,10343500,1.91,A -2023-01-13 20:15:00+00:00,10343500,1.91,A -2023-01-13 20:30:00+00:00,10343500,1.91,A -2023-01-13 20:45:00+00:00,10343500,1.91,A -2023-01-13 21:00:00+00:00,10343500,1.91,A -2023-01-13 21:15:00+00:00,10343500,1.91,A -2023-01-13 21:30:00+00:00,10343500,1.9,A -2023-01-13 21:45:00+00:00,10343500,1.91,A -2023-01-13 22:00:00+00:00,10343500,1.9,A -2023-01-13 22:15:00+00:00,10343500,1.91,A -2023-01-13 22:30:00+00:00,10343500,1.9,A -2023-01-13 22:45:00+00:00,10343500,1.9,A -2023-01-13 23:00:00+00:00,10343500,1.9,A -2023-01-13 23:15:00+00:00,10343500,1.9,A -2023-01-13 23:30:00+00:00,10343500,1.9,A -2023-01-13 23:45:00+00:00,10343500,1.9,A -2023-01-14 00:00:00+00:00,10343500,1.9,A -2023-01-14 00:15:00+00:00,10343500,1.91,A -2023-01-14 00:30:00+00:00,10343500,1.91,A -2023-01-14 00:45:00+00:00,10343500,1.9,A -2023-01-14 01:00:00+00:00,10343500,1.9,A -2023-01-14 01:15:00+00:00,10343500,1.9,A -2023-01-14 01:30:00+00:00,10343500,1.9,A -2023-01-14 01:45:00+00:00,10343500,1.9,A -2023-01-14 02:00:00+00:00,10343500,1.9,A -2023-01-14 02:15:00+00:00,10343500,1.9,A -2023-01-14 02:30:00+00:00,10343500,1.9,A -2023-01-14 02:45:00+00:00,10343500,1.9,A -2023-01-14 03:00:00+00:00,10343500,1.9,A 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00:15:00+00:00,10343500,1.81,A -2023-01-17 00:30:00+00:00,10343500,1.81,A -2023-01-17 00:45:00+00:00,10343500,1.81,A -2023-01-17 01:00:00+00:00,10343500,1.81,A -2023-01-17 01:15:00+00:00,10343500,1.81,A -2023-01-17 01:30:00+00:00,10343500,1.81,A -2023-01-17 01:45:00+00:00,10343500,1.81,A -2023-01-17 02:00:00+00:00,10343500,1.81,A -2023-01-17 02:15:00+00:00,10343500,1.81,A -2023-01-17 02:30:00+00:00,10343500,1.81,A -2023-01-17 02:45:00+00:00,10343500,1.81,A -2023-01-17 03:00:00+00:00,10343500,1.81,A -2023-01-17 03:15:00+00:00,10343500,1.81,A -2023-01-17 03:30:00+00:00,10343500,1.8,A -2023-01-17 03:45:00+00:00,10343500,1.8,A -2023-01-17 04:00:00+00:00,10343500,1.81,A -2023-01-17 04:15:00+00:00,10343500,1.8,A -2023-01-17 04:30:00+00:00,10343500,1.8,A -2023-01-17 04:45:00+00:00,10343500,1.8,A -2023-01-17 05:00:00+00:00,10343500,1.8,A -2023-01-17 05:15:00+00:00,10343500,1.8,A -2023-01-17 05:30:00+00:00,10343500,1.8,A -2023-01-17 05:45:00+00:00,10343500,1.8,A -2023-01-17 06:00:00+00:00,10343500,1.8,A -2023-01-17 06:15:00+00:00,10343500,1.8,A -2023-01-17 06:30:00+00:00,10343500,1.8,A -2023-01-17 06:45:00+00:00,10343500,1.8,A -2023-01-17 07:00:00+00:00,10343500,1.8,A -2023-01-17 07:15:00+00:00,10343500,1.8,A -2023-01-17 07:30:00+00:00,10343500,1.8,A -2023-01-17 07:45:00+00:00,10343500,1.8,A -2023-01-17 08:00:00+00:00,10343500,1.8,A -2023-01-17 08:15:00+00:00,10343500,1.8,A -2023-01-17 08:30:00+00:00,10343500,1.8,A -2023-01-17 08:45:00+00:00,10343500,1.8,A -2023-01-17 09:00:00+00:00,10343500,1.8,A -2023-01-17 09:15:00+00:00,10343500,1.8,A -2023-01-17 09:30:00+00:00,10343500,1.8,A -2023-01-17 09:45:00+00:00,10343500,1.8,A -2023-01-17 10:00:00+00:00,10343500,1.8,A -2023-01-17 10:15:00+00:00,10343500,1.79,A -2023-01-17 10:30:00+00:00,10343500,1.8,A -2023-01-17 10:45:00+00:00,10343500,1.79,A -2023-01-17 11:00:00+00:00,10343500,1.79,A -2023-01-17 11:15:00+00:00,10343500,1.79,A -2023-01-17 11:30:00+00:00,10343500,1.79,A -2023-01-17 11:45:00+00:00,10343500,1.79,A -2023-01-17 12:00:00+00:00,10343500,1.79,A -2023-01-17 12:15:00+00:00,10343500,1.79,A -2023-01-17 12:30:00+00:00,10343500,1.79,A -2023-01-17 12:45:00+00:00,10343500,1.79,A -2023-01-17 13:00:00+00:00,10343500,1.8,A -2023-01-17 13:15:00+00:00,10343500,1.79,A -2023-01-17 13:30:00+00:00,10343500,1.79,A -2023-01-17 13:45:00+00:00,10343500,1.79,A -2023-01-17 14:00:00+00:00,10343500,1.79,A -2023-01-17 14:15:00+00:00,10343500,1.79,A -2023-01-17 14:30:00+00:00,10343500,1.79,A -2023-01-17 14:45:00+00:00,10343500,1.79,A -2023-01-17 15:00:00+00:00,10343500,1.79,A -2023-01-17 15:15:00+00:00,10343500,1.79,A -2023-01-17 15:30:00+00:00,10343500,1.79,A -2023-01-17 15:45:00+00:00,10343500,1.79,A -2023-01-17 16:00:00+00:00,10343500,1.79,A -2023-01-17 16:15:00+00:00,10343500,1.79,A -2023-01-17 16:30:00+00:00,10343500,1.79,A -2023-01-17 16:45:00+00:00,10343500,1.79,A -2023-01-17 17:00:00+00:00,10343500,1.79,A -2023-01-17 17:15:00+00:00,10343500,1.79,A -2023-01-17 17:30:00+00:00,10343500,1.78,A -2023-01-17 17:45:00+00:00,10343500,1.79,A -2023-01-17 18:00:00+00:00,10343500,1.78,A -2023-01-17 18:15:00+00:00,10343500,1.78,A -2023-01-17 18:30:00+00:00,10343500,1.79,A -2023-01-17 18:45:00+00:00,10343500,1.78,A -2023-01-17 19:00:00+00:00,10343500,1.78,A -2023-01-17 19:15:00+00:00,10343500,1.78,A -2023-01-17 19:30:00+00:00,10343500,1.78,A -2023-01-17 19:45:00+00:00,10343500,1.78,A -2023-01-17 20:00:00+00:00,10343500,1.78,A -2023-01-17 20:15:00+00:00,10343500,1.78,A -2023-01-17 20:30:00+00:00,10343500,1.78,A -2023-01-17 20:45:00+00:00,10343500,1.78,A -2023-01-17 21:00:00+00:00,10343500,1.78,A -2023-01-17 21:15:00+00:00,10343500,1.78,A -2023-01-17 21:30:00+00:00,10343500,1.78,A -2023-01-17 21:45:00+00:00,10343500,1.78,A -2023-01-17 22:00:00+00:00,10343500,1.78,A -2023-01-17 22:15:00+00:00,10343500,1.78,A -2023-01-17 22:30:00+00:00,10343500,1.78,A -2023-01-17 22:45:00+00:00,10343500,1.78,A -2023-01-17 23:00:00+00:00,10343500,1.78,A -2023-01-17 23:15:00+00:00,10343500,1.79,A -2023-01-17 23:30:00+00:00,10343500,1.79,A -2023-01-17 23:45:00+00:00,10343500,1.78,A -2023-01-18 00:00:00+00:00,10343500,1.78,A -2023-01-18 00:15:00+00:00,10343500,1.79,A -2023-01-18 00:30:00+00:00,10343500,1.78,A -2023-01-18 00:45:00+00:00,10343500,1.78,A -2023-01-18 01:00:00+00:00,10343500,1.78,A -2023-01-18 01:15:00+00:00,10343500,1.78,A -2023-01-18 01:30:00+00:00,10343500,1.78,A -2023-01-18 01:45:00+00:00,10343500,1.78,A -2023-01-18 02:00:00+00:00,10343500,1.78,A -2023-01-18 02:15:00+00:00,10343500,1.78,A -2023-01-18 02:30:00+00:00,10343500,1.78,A -2023-01-18 02:45:00+00:00,10343500,1.78,A -2023-01-18 03:00:00+00:00,10343500,1.78,A -2023-01-18 03:15:00+00:00,10343500,1.78,A -2023-01-18 03:30:00+00:00,10343500,1.78,A -2023-01-18 03:45:00+00:00,10343500,1.78,A -2023-01-18 04:00:00+00:00,10343500,1.78,A -2023-01-18 04:15:00+00:00,10343500,1.78,A -2023-01-18 04:30:00+00:00,10343500,1.78,A -2023-01-18 04:45:00+00:00,10343500,1.78,A -2023-01-18 05:00:00+00:00,10343500,1.78,A -2023-01-18 05:15:00+00:00,10343500,1.78,A -2023-01-18 05:30:00+00:00,10343500,1.77,A -2023-01-18 05:45:00+00:00,10343500,1.77,A -2023-01-18 06:00:00+00:00,10343500,1.77,A -2023-01-18 06:15:00+00:00,10343500,1.77,A -2023-01-18 06:30:00+00:00,10343500,1.77,A -2023-01-18 06:45:00+00:00,10343500,1.77,A -2023-01-18 07:00:00+00:00,10343500,1.77,A -2023-01-18 07:15:00+00:00,10343500,1.77,A -2023-01-18 07:30:00+00:00,10343500,1.77,A -2023-01-18 07:45:00+00:00,10343500,1.77,A -2023-01-18 08:00:00+00:00,10343500,1.77,A -2023-01-18 08:15:00+00:00,10343500,1.77,A -2023-01-18 08:30:00+00:00,10343500,1.77,A -2023-01-18 08:45:00+00:00,10343500,1.77,A -2023-01-18 09:00:00+00:00,10343500,1.77,A -2023-01-18 09:15:00+00:00,10343500,1.77,A -2023-01-18 09:30:00+00:00,10343500,1.77,A -2023-01-18 09:45:00+00:00,10343500,1.77,A -2023-01-18 10:00:00+00:00,10343500,1.77,A -2023-01-18 10:15:00+00:00,10343500,1.77,A -2023-01-18 10:30:00+00:00,10343500,1.77,A -2023-01-18 10:45:00+00:00,10343500,1.77,A -2023-01-18 11:00:00+00:00,10343500,1.77,A -2023-01-18 11:15:00+00:00,10343500,1.77,A -2023-01-18 11:30:00+00:00,10343500,1.77,A -2023-01-18 11:45:00+00:00,10343500,1.77,A -2023-01-18 12:00:00+00:00,10343500,1.77,A -2023-01-18 12:15:00+00:00,10343500,1.77,A -2023-01-18 12:30:00+00:00,10343500,1.77,A -2023-01-18 12:45:00+00:00,10343500,1.77,A -2023-01-18 13:00:00+00:00,10343500,1.77,A -2023-01-18 13:15:00+00:00,10343500,1.77,A -2023-01-18 13:30:00+00:00,10343500,1.77,A -2023-01-18 13:45:00+00:00,10343500,1.77,A -2023-01-18 14:00:00+00:00,10343500,1.78,A -2023-01-18 14:15:00+00:00,10343500,1.78,A -2023-01-18 14:30:00+00:00,10343500,1.79,A -2023-01-18 14:45:00+00:00,10343500,1.79,A -2023-01-18 15:00:00+00:00,10343500,1.79,A -2023-01-18 15:15:00+00:00,10343500,1.79,A -2023-01-18 15:30:00+00:00,10343500,1.8,A -2023-01-18 15:45:00+00:00,10343500,1.8,A -2023-01-18 16:00:00+00:00,10343500,1.8,A -2023-01-18 16:15:00+00:00,10343500,1.8,A -2023-01-18 16:30:00+00:00,10343500,1.81,A -2023-01-18 16:45:00+00:00,10343500,1.81,A -2023-01-18 17:00:00+00:00,10343500,1.81,A -2023-01-18 17:15:00+00:00,10343500,1.79,A -2023-01-18 17:30:00+00:00,10343500,1.79,A -2023-01-18 17:45:00+00:00,10343500,1.79,A -2023-01-18 18:00:00+00:00,10343500,1.79,A -2023-01-18 18:15:00+00:00,10343500,1.75,A -2023-01-18 18:30:00+00:00,10343500,1.79,A -2023-01-18 18:45:00+00:00,10343500,1.78,A -2023-01-18 19:00:00+00:00,10343500,1.77,A -2023-01-18 19:15:00+00:00,10343500,1.76,A -2023-01-18 19:30:00+00:00,10343500,1.77,A -2023-01-18 19:45:00+00:00,10343500,1.76,A -2023-01-18 20:00:00+00:00,10343500,1.76,A -2023-01-18 20:15:00+00:00,10343500,1.76,A -2023-01-18 20:30:00+00:00,10343500,1.76,A -2023-01-18 20:45:00+00:00,10343500,1.76,A -2023-01-18 21:00:00+00:00,10343500,1.76,A -2023-01-18 21:15:00+00:00,10343500,1.76,A -2023-01-18 21:30:00+00:00,10343500,1.76,A -2023-01-18 21:45:00+00:00,10343500,1.76,A -2023-01-18 22:00:00+00:00,10343500,1.77,A -2023-01-18 22:15:00+00:00,10343500,1.77,A -2023-01-18 22:30:00+00:00,10343500,1.76,A -2023-01-18 22:45:00+00:00,10343500,1.76,A -2023-01-18 23:00:00+00:00,10343500,1.77,A -2023-01-18 23:15:00+00:00,10343500,1.76,A -2023-01-18 23:30:00+00:00,10343500,1.76,A -2023-01-18 23:45:00+00:00,10343500,1.76,A -2023-01-19 00:00:00+00:00,10343500,1.76,A -2023-01-19 00:15:00+00:00,10343500,1.76,A -2023-01-19 00:30:00+00:00,10343500,1.76,A -2023-01-19 00:45:00+00:00,10343500,1.76,A -2023-01-19 01:00:00+00:00,10343500,1.76,A -2023-01-19 01:15:00+00:00,10343500,1.76,A -2023-01-19 01:30:00+00:00,10343500,1.76,A -2023-01-19 01:45:00+00:00,10343500,1.76,A -2023-01-19 02:00:00+00:00,10343500,1.76,A -2023-01-19 02:15:00+00:00,10343500,1.76,A -2023-01-19 02:30:00+00:00,10343500,1.76,A -2023-01-19 02:45:00+00:00,10343500,1.76,A -2023-01-19 03:00:00+00:00,10343500,1.76,A -2023-01-19 03:15:00+00:00,10343500,1.76,A -2023-01-19 03:30:00+00:00,10343500,1.76,A -2023-01-19 03:45:00+00:00,10343500,1.76,A -2023-01-19 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09:45:00+00:00,10343500,1.76,A -2023-01-19 10:00:00+00:00,10343500,1.76,A -2023-01-19 10:15:00+00:00,10343500,1.76,A -2023-01-19 10:30:00+00:00,10343500,1.76,A -2023-01-19 10:45:00+00:00,10343500,1.76,A -2023-01-19 11:00:00+00:00,10343500,1.76,A -2023-01-19 11:15:00+00:00,10343500,1.76,A -2023-01-19 11:30:00+00:00,10343500,1.76,A -2023-01-19 11:45:00+00:00,10343500,1.76,A -2023-01-19 12:00:00+00:00,10343500,1.76,A -2023-01-19 12:15:00+00:00,10343500,1.75,A -2023-01-19 12:30:00+00:00,10343500,1.76,A -2023-01-19 12:45:00+00:00,10343500,1.76,A -2023-01-19 13:00:00+00:00,10343500,1.76,A -2023-01-19 13:15:00+00:00,10343500,1.76,A -2023-01-19 13:30:00+00:00,10343500,1.76,A -2023-01-19 13:45:00+00:00,10343500,1.76,A -2023-01-19 14:00:00+00:00,10343500,1.76,A -2023-01-19 14:15:00+00:00,10343500,1.76,A -2023-01-19 14:30:00+00:00,10343500,1.76,A -2023-01-19 14:45:00+00:00,10343500,1.76,A -2023-01-19 15:00:00+00:00,10343500,1.75,A -2023-01-19 15:15:00+00:00,10343500,1.75,A -2023-01-19 15:30:00+00:00,10343500,1.75,A -2023-01-19 15:45:00+00:00,10343500,1.75,A -2023-01-19 16:00:00+00:00,10343500,1.75,A -2023-01-19 16:15:00+00:00,10343500,1.75,A -2023-01-19 16:30:00+00:00,10343500,1.75,A -2023-01-19 16:45:00+00:00,10343500,1.75,A -2023-01-19 17:00:00+00:00,10343500,1.75,A -2023-01-19 17:15:00+00:00,10343500,1.75,A -2023-01-19 17:30:00+00:00,10343500,1.75,A -2023-01-19 17:45:00+00:00,10343500,1.75,A -2023-01-19 18:00:00+00:00,10343500,1.75,A -2023-01-19 18:15:00+00:00,10343500,1.75,A -2023-01-19 18:30:00+00:00,10343500,1.75,A -2023-01-19 18:45:00+00:00,10343500,1.75,A -2023-01-19 19:00:00+00:00,10343500,1.75,A -2023-01-19 19:15:00+00:00,10343500,1.75,A -2023-01-19 19:30:00+00:00,10343500,1.75,A -2023-01-19 19:45:00+00:00,10343500,1.75,A -2023-01-19 20:00:00+00:00,10343500,1.75,A -2023-01-19 20:15:00+00:00,10343500,1.75,A -2023-01-19 20:30:00+00:00,10343500,1.75,A -2023-01-19 20:45:00+00:00,10343500,1.75,A -2023-01-19 21:00:00+00:00,10343500,1.75,A -2023-01-19 21:15:00+00:00,10343500,1.75,A -2023-01-19 21:30:00+00:00,10343500,1.75,A -2023-01-19 21:45:00+00:00,10343500,1.75,A -2023-01-19 22:00:00+00:00,10343500,1.75,A -2023-01-19 22:15:00+00:00,10343500,1.75,A -2023-01-19 22:30:00+00:00,10343500,1.75,A -2023-01-19 22:45:00+00:00,10343500,1.75,A -2023-01-19 23:00:00+00:00,10343500,1.76,A -2023-01-19 23:15:00+00:00,10343500,1.76,A -2023-01-19 23:30:00+00:00,10343500,1.76,A -2023-01-19 23:45:00+00:00,10343500,1.76,A -2023-01-20 00:00:00+00:00,10343500,1.76,A -2023-01-20 00:15:00+00:00,10343500,1.76,A -2023-01-20 00:30:00+00:00,10343500,1.76,A -2023-01-20 00:45:00+00:00,10343500,1.76,A -2023-01-20 01:00:00+00:00,10343500,1.76,A -2023-01-20 01:15:00+00:00,10343500,1.76,A -2023-01-20 01:30:00+00:00,10343500,1.76,A -2023-01-20 01:45:00+00:00,10343500,1.76,A -2023-01-20 02:00:00+00:00,10343500,1.76,A -2023-01-20 02:15:00+00:00,10343500,1.76,A -2023-01-20 02:30:00+00:00,10343500,1.76,A -2023-01-20 02:45:00+00:00,10343500,1.75,A -2023-01-20 03:00:00+00:00,10343500,1.75,A -2023-01-20 03:15:00+00:00,10343500,1.75,A -2023-01-20 03:30:00+00:00,10343500,1.75,A -2023-01-20 03:45:00+00:00,10343500,1.75,A -2023-01-20 04:00:00+00:00,10343500,1.75,A -2023-01-20 04:15:00+00:00,10343500,1.75,A -2023-01-20 04:30:00+00:00,10343500,1.75,A -2023-01-20 04:45:00+00:00,10343500,1.75,A -2023-01-20 05:00:00+00:00,10343500,1.75,A -2023-01-20 05:15:00+00:00,10343500,1.75,A -2023-01-20 05:30:00+00:00,10343500,1.75,A -2023-01-20 05:45:00+00:00,10343500,1.75,A -2023-01-20 06:00:00+00:00,10343500,1.75,A -2023-01-20 06:15:00+00:00,10343500,1.75,A -2023-01-20 06:30:00+00:00,10343500,1.75,A -2023-01-20 06:45:00+00:00,10343500,1.75,A -2023-01-20 07:00:00+00:00,10343500,1.75,A -2023-01-20 07:15:00+00:00,10343500,1.75,A -2023-01-20 07:30:00+00:00,10343500,1.75,A -2023-01-20 07:45:00+00:00,10343500,1.75,A -2023-01-20 08:00:00+00:00,10343500,1.75,A -2023-01-20 08:15:00+00:00,10343500,1.75,A -2023-01-20 08:30:00+00:00,10343500,1.75,A -2023-01-20 08:45:00+00:00,10343500,1.75,A -2023-01-20 09:00:00+00:00,10343500,1.75,A -2023-01-20 09:15:00+00:00,10343500,1.76,A -2023-01-20 09:30:00+00:00,10343500,1.76,A -2023-01-20 09:45:00+00:00,10343500,1.76,A -2023-01-20 10:00:00+00:00,10343500,1.76,A -2023-01-20 10:15:00+00:00,10343500,1.77,A -2023-01-20 10:30:00+00:00,10343500,1.77,A -2023-01-20 10:45:00+00:00,10343500,1.77,A -2023-01-20 11:00:00+00:00,10343500,1.77,A -2023-01-20 11:15:00+00:00,10343500,1.77,A -2023-01-20 11:30:00+00:00,10343500,1.78,A -2023-01-20 11:45:00+00:00,10343500,1.78,A -2023-01-20 12:00:00+00:00,10343500,1.78,A -2023-01-20 12:15:00+00:00,10343500,1.78,A -2023-01-20 12:30:00+00:00,10343500,1.79,A -2023-01-20 12:45:00+00:00,10343500,1.79,A -2023-01-20 13:00:00+00:00,10343500,1.79,A -2023-01-20 13:15:00+00:00,10343500,1.8,A -2023-01-20 13:30:00+00:00,10343500,1.81,A -2023-01-20 13:45:00+00:00,10343500,1.81,A -2023-01-20 14:00:00+00:00,10343500,1.82,A -2023-01-20 14:15:00+00:00,10343500,1.81,A -2023-01-20 14:30:00+00:00,10343500,1.82,A -2023-01-20 14:45:00+00:00,10343500,1.82,A -2023-01-20 15:00:00+00:00,10343500,1.83,A -2023-01-20 15:15:00+00:00,10343500,1.85,A -2023-01-20 15:30:00+00:00,10343500,1.86,A -2023-01-20 15:45:00+00:00,10343500,1.87,A -2023-01-20 16:00:00+00:00,10343500,1.88,A -2023-01-20 16:15:00+00:00,10343500,1.89,A -2023-01-20 16:30:00+00:00,10343500,1.9,A -2023-01-20 16:45:00+00:00,10343500,1.9,A -2023-01-20 17:00:00+00:00,10343500,1.9,A -2023-01-20 17:15:00+00:00,10343500,1.9,A -2023-01-20 17:30:00+00:00,10343500,1.89,A -2023-01-20 17:45:00+00:00,10343500,1.86,A -2023-01-20 18:00:00+00:00,10343500,1.84,A -2023-01-20 18:15:00+00:00,10343500,1.81,A -2023-01-20 18:30:00+00:00,10343500,1.79,A -2023-01-20 18:45:00+00:00,10343500,1.78,A -2023-01-20 19:00:00+00:00,10343500,1.77,A -2023-01-20 19:15:00+00:00,10343500,1.76,A -2023-01-20 19:30:00+00:00,10343500,1.75,A -2023-01-20 19:45:00+00:00,10343500,1.75,A -2023-01-20 20:00:00+00:00,10343500,1.75,A -2023-01-20 20:15:00+00:00,10343500,1.75,A -2023-01-20 20:30:00+00:00,10343500,1.75,A -2023-01-20 20:45:00+00:00,10343500,1.75,A -2023-01-20 21:00:00+00:00,10343500,1.75,A -2023-01-20 21:15:00+00:00,10343500,1.75,A -2023-01-20 21:30:00+00:00,10343500,1.74,A -2023-01-20 21:45:00+00:00,10343500,1.75,A -2023-01-20 22:00:00+00:00,10343500,1.74,A -2023-01-20 22:15:00+00:00,10343500,1.74,A -2023-01-20 22:30:00+00:00,10343500,1.74,A -2023-01-20 22:45:00+00:00,10343500,1.74,A -2023-01-20 23:00:00+00:00,10343500,1.74,A -2023-01-20 23:15:00+00:00,10343500,1.74,A -2023-01-20 23:30:00+00:00,10343500,1.74,A -2023-01-20 23:45:00+00:00,10343500,1.74,A -2023-01-21 00:00:00+00:00,10343500,1.74,A -2023-01-21 00:15:00+00:00,10343500,1.74,A -2023-01-21 00:30:00+00:00,10343500,1.74,A -2023-01-21 00:45:00+00:00,10343500,1.74,A -2023-01-21 01:00:00+00:00,10343500,1.74,A -2023-01-21 01:15:00+00:00,10343500,1.74,A -2023-01-21 01:30:00+00:00,10343500,1.74,A -2023-01-21 01:45:00+00:00,10343500,1.74,A -2023-01-21 02:00:00+00:00,10343500,1.74,A -2023-01-21 02:15:00+00:00,10343500,1.74,A -2023-01-21 02:30:00+00:00,10343500,1.74,A -2023-01-21 02:45:00+00:00,10343500,1.74,A -2023-01-21 03:00:00+00:00,10343500,1.74,A -2023-01-21 03:15:00+00:00,10343500,1.74,A -2023-01-21 03:30:00+00:00,10343500,1.74,A -2023-01-21 03:45:00+00:00,10343500,1.74,A -2023-01-21 04:00:00+00:00,10343500,1.74,A -2023-01-21 04:15:00+00:00,10343500,1.74,A -2023-01-21 04:30:00+00:00,10343500,1.74,A -2023-01-21 04:45:00+00:00,10343500,1.74,A -2023-01-21 05:00:00+00:00,10343500,1.74,A -2023-01-21 05:15:00+00:00,10343500,1.74,A -2023-01-21 05:30:00+00:00,10343500,1.73,A -2023-01-21 05:45:00+00:00,10343500,1.73,A -2023-01-21 06:00:00+00:00,10343500,1.74,A -2023-01-21 06:15:00+00:00,10343500,1.74,A -2023-01-21 06:30:00+00:00,10343500,1.74,A -2023-01-21 06:45:00+00:00,10343500,1.74,A -2023-01-21 07:00:00+00:00,10343500,1.73,A -2023-01-21 07:15:00+00:00,10343500,1.74,A -2023-01-21 07:30:00+00:00,10343500,1.74,A -2023-01-21 07:45:00+00:00,10343500,1.74,A -2023-01-21 08:00:00+00:00,10343500,1.73,A -2023-01-21 08:15:00+00:00,10343500,1.74,A -2023-01-21 08:30:00+00:00,10343500,1.73,A -2023-01-21 08:45:00+00:00,10343500,1.73,A -2023-01-21 09:00:00+00:00,10343500,1.73,A -2023-01-21 09:15:00+00:00,10343500,1.73,A -2023-01-21 09:30:00+00:00,10343500,1.73,A -2023-01-21 09:45:00+00:00,10343500,1.73,A -2023-01-21 10:00:00+00:00,10343500,1.73,A -2023-01-21 10:15:00+00:00,10343500,1.73,A -2023-01-21 10:30:00+00:00,10343500,1.73,A -2023-01-21 10:45:00+00:00,10343500,1.73,A -2023-01-21 11:00:00+00:00,10343500,1.73,A -2023-01-21 11:15:00+00:00,10343500,1.73,A -2023-01-21 11:30:00+00:00,10343500,1.74,A -2023-01-21 11:45:00+00:00,10343500,1.74,A -2023-01-21 12:00:00+00:00,10343500,1.74,A -2023-01-21 12:15:00+00:00,10343500,1.75,A -2023-01-21 12:30:00+00:00,10343500,1.75,A -2023-01-21 12:45:00+00:00,10343500,1.75,A -2023-01-21 13:00:00+00:00,10343500,1.75,A -2023-01-21 13:15:00+00:00,10343500,1.76,A -2023-01-21 13:30:00+00:00,10343500,1.75,A -2023-01-21 13:45:00+00:00,10343500,1.75,A -2023-01-21 14:00:00+00:00,10343500,1.77,A -2023-01-21 14:15:00+00:00,10343500,1.78,A -2023-01-21 14:30:00+00:00,10343500,1.81,A -2023-01-21 14:45:00+00:00,10343500,1.82,A -2023-01-21 15:00:00+00:00,10343500,1.84,A -2023-01-21 15:15:00+00:00,10343500,1.86,A -2023-01-21 15:30:00+00:00,10343500,1.89,A -2023-01-21 15:45:00+00:00,10343500,1.91,A -2023-01-21 16:00:00+00:00,10343500,1.92,A -2023-01-21 16:15:00+00:00,10343500,1.93,A -2023-01-21 16:30:00+00:00,10343500,1.95,A -2023-01-21 16:45:00+00:00,10343500,1.96,A -2023-01-21 17:00:00+00:00,10343500,1.96,A -2023-01-21 17:15:00+00:00,10343500,1.95,A -2023-01-21 17:30:00+00:00,10343500,1.93,A -2023-01-21 17:45:00+00:00,10343500,1.89,A -2023-01-21 18:00:00+00:00,10343500,1.85,A -2023-01-21 18:15:00+00:00,10343500,1.8,A -2023-01-21 18:30:00+00:00,10343500,1.75,A -2023-01-21 18:45:00+00:00,10343500,1.74,A -2023-01-21 19:00:00+00:00,10343500,1.74,A -2023-01-21 19:15:00+00:00,10343500,1.73,A -2023-01-21 19:30:00+00:00,10343500,1.73,A -2023-01-21 19:45:00+00:00,10343500,1.73,A -2023-01-21 20:00:00+00:00,10343500,1.73,A -2023-01-21 20:15:00+00:00,10343500,1.73,A -2023-01-21 20:30:00+00:00,10343500,1.73,A -2023-01-21 20:45:00+00:00,10343500,1.74,A -2023-01-21 21:00:00+00:00,10343500,1.73,A -2023-01-21 21:15:00+00:00,10343500,1.73,A -2023-01-21 21:30:00+00:00,10343500,1.73,A -2023-01-21 21:45:00+00:00,10343500,1.74,A -2023-01-21 22:00:00+00:00,10343500,1.73,A -2023-01-21 22:15:00+00:00,10343500,1.73,A -2023-01-21 22:30:00+00:00,10343500,1.73,A -2023-01-21 22:45:00+00:00,10343500,1.73,A -2023-01-21 23:00:00+00:00,10343500,1.73,A -2023-01-21 23:15:00+00:00,10343500,1.73,A -2023-01-21 23:30:00+00:00,10343500,1.73,A -2023-01-21 23:45:00+00:00,10343500,1.73,A -2023-01-22 00:00:00+00:00,10343500,1.73,A -2023-01-22 00:15:00+00:00,10343500,1.74,A -2023-01-22 00:30:00+00:00,10343500,1.74,A -2023-01-22 00:45:00+00:00,10343500,1.73,A -2023-01-22 01:00:00+00:00,10343500,1.73,A -2023-01-22 01:15:00+00:00,10343500,1.73,A -2023-01-22 01:30:00+00:00,10343500,1.73,A -2023-01-22 01:45:00+00:00,10343500,1.73,A -2023-01-22 02:00:00+00:00,10343500,1.74,A -2023-01-22 02:15:00+00:00,10343500,1.74,A -2023-01-22 02:30:00+00:00,10343500,1.73,A -2023-01-22 02:45:00+00:00,10343500,1.73,A -2023-01-22 03:00:00+00:00,10343500,1.73,A -2023-01-22 03:15:00+00:00,10343500,1.73,A -2023-01-22 03:30:00+00:00,10343500,1.73,A -2023-01-22 03:45:00+00:00,10343500,1.73,A -2023-01-22 04:00:00+00:00,10343500,1.73,A -2023-01-22 04:15:00+00:00,10343500,1.73,A -2023-01-22 04:30:00+00:00,10343500,1.73,A -2023-01-22 04:45:00+00:00,10343500,1.73,A -2023-01-22 05:00:00+00:00,10343500,1.73,A -2023-01-22 05:15:00+00:00,10343500,1.73,A -2023-01-22 05:30:00+00:00,10343500,1.73,A -2023-01-22 05:45:00+00:00,10343500,1.73,A -2023-01-22 06:00:00+00:00,10343500,1.73,A -2023-01-22 06:15:00+00:00,10343500,1.73,A -2023-01-22 06:30:00+00:00,10343500,1.73,A -2023-01-22 06:45:00+00:00,10343500,1.73,A -2023-01-22 07:00:00+00:00,10343500,1.73,A -2023-01-22 07:15:00+00:00,10343500,1.73,A -2023-01-22 07:30:00+00:00,10343500,1.73,A -2023-01-22 07:45:00+00:00,10343500,1.73,A -2023-01-22 08:00:00+00:00,10343500,1.73,A -2023-01-22 08:15:00+00:00,10343500,1.73,A -2023-01-22 08:30:00+00:00,10343500,1.73,A -2023-01-22 08:45:00+00:00,10343500,1.73,A -2023-01-22 09:00:00+00:00,10343500,1.73,A -2023-01-22 09:15:00+00:00,10343500,1.73,A -2023-01-22 09:30:00+00:00,10343500,1.73,A -2023-01-22 09:45:00+00:00,10343500,1.73,A -2023-01-22 10:00:00+00:00,10343500,1.73,A -2023-01-22 10:15:00+00:00,10343500,1.73,A -2023-01-22 10:30:00+00:00,10343500,1.73,A -2023-01-22 10:45:00+00:00,10343500,1.73,A -2023-01-22 11:00:00+00:00,10343500,1.73,A -2023-01-22 11:15:00+00:00,10343500,1.73,A -2023-01-22 11:30:00+00:00,10343500,1.73,A -2023-01-22 11:45:00+00:00,10343500,1.72,A -2023-01-22 12:00:00+00:00,10343500,1.73,A -2023-01-22 12:15:00+00:00,10343500,1.73,A -2023-01-22 12:30:00+00:00,10343500,1.73,A -2023-01-22 12:45:00+00:00,10343500,1.73,A -2023-01-22 13:00:00+00:00,10343500,1.73,A -2023-01-22 13:15:00+00:00,10343500,1.73,A -2023-01-22 13:30:00+00:00,10343500,1.73,A -2023-01-22 13:45:00+00:00,10343500,1.73,A -2023-01-22 14:00:00+00:00,10343500,1.73,A -2023-01-22 14:15:00+00:00,10343500,1.73,A -2023-01-22 14:30:00+00:00,10343500,1.73,A -2023-01-22 14:45:00+00:00,10343500,1.73,A -2023-01-22 15:00:00+00:00,10343500,1.73,A -2023-01-22 15:15:00+00:00,10343500,1.73,A -2023-01-22 15:30:00+00:00,10343500,1.72,A -2023-01-22 15:45:00+00:00,10343500,1.73,A -2023-01-22 16:00:00+00:00,10343500,1.73,A -2023-01-22 16:15:00+00:00,10343500,1.73,A -2023-01-22 16:30:00+00:00,10343500,1.73,A -2023-01-22 16:45:00+00:00,10343500,1.73,A -2023-01-22 17:00:00+00:00,10343500,1.73,A -2023-01-22 17:15:00+00:00,10343500,1.73,A -2023-01-22 17:30:00+00:00,10343500,1.73,A -2023-01-22 17:45:00+00:00,10343500,1.73,A -2023-01-22 18:00:00+00:00,10343500,1.73,A -2023-01-22 18:15:00+00:00,10343500,1.73,A -2023-01-22 18:30:00+00:00,10343500,1.73,A -2023-01-22 18:45:00+00:00,10343500,1.73,A -2023-01-22 19:00:00+00:00,10343500,1.73,A -2023-01-22 19:15:00+00:00,10343500,1.73,A -2023-01-22 19:30:00+00:00,10343500,1.73,A -2023-01-22 19:45:00+00:00,10343500,1.73,A -2023-01-22 20:00:00+00:00,10343500,1.73,A -2023-01-22 20:15:00+00:00,10343500,1.73,A -2023-01-22 20:30:00+00:00,10343500,1.73,A -2023-01-22 20:45:00+00:00,10343500,1.73,A -2023-01-22 21:00:00+00:00,10343500,1.73,A -2023-01-22 21:15:00+00:00,10343500,1.73,A -2023-01-22 21:30:00+00:00,10343500,1.73,A -2023-01-22 21:45:00+00:00,10343500,1.73,A -2023-01-22 22:00:00+00:00,10343500,1.73,A -2023-01-22 22:15:00+00:00,10343500,1.73,A -2023-01-22 22:30:00+00:00,10343500,1.73,A -2023-01-22 22:45:00+00:00,10343500,1.73,A -2023-01-22 23:00:00+00:00,10343500,1.73,A -2023-01-22 23:15:00+00:00,10343500,1.73,A -2023-01-22 23:30:00+00:00,10343500,1.73,A -2023-01-22 23:45:00+00:00,10343500,1.73,A -2023-01-23 00:00:00+00:00,10343500,1.73,A -2023-01-23 00:15:00+00:00,10343500,1.72,A -2023-01-23 00:30:00+00:00,10343500,1.72,A -2023-01-23 00:45:00+00:00,10343500,1.72,A -2023-01-23 01:00:00+00:00,10343500,1.72,A -2023-01-23 01:15:00+00:00,10343500,1.72,A -2023-01-23 01:30:00+00:00,10343500,1.72,A -2023-01-23 01:45:00+00:00,10343500,1.72,A -2023-01-23 02:00:00+00:00,10343500,1.72,A -2023-01-23 02:15:00+00:00,10343500,1.72,A -2023-01-23 02:30:00+00:00,10343500,1.72,A -2023-01-23 02:45:00+00:00,10343500,1.72,A -2023-01-23 03:00:00+00:00,10343500,1.72,A -2023-01-23 03:15:00+00:00,10343500,1.72,A -2023-01-23 03:30:00+00:00,10343500,1.72,A -2023-01-23 03:45:00+00:00,10343500,1.73,A -2023-01-23 04:00:00+00:00,10343500,1.72,A -2023-01-23 04:15:00+00:00,10343500,1.72,A -2023-01-23 04:30:00+00:00,10343500,1.72,A -2023-01-23 04:45:00+00:00,10343500,1.72,A -2023-01-23 05:00:00+00:00,10343500,1.72,A -2023-01-23 05:15:00+00:00,10343500,1.72,A -2023-01-23 05:30:00+00:00,10343500,1.72,A -2023-01-23 05:45:00+00:00,10343500,1.73,A -2023-01-23 06:00:00+00:00,10343500,1.72,A -2023-01-23 06:15:00+00:00,10343500,1.72,A -2023-01-23 06:30:00+00:00,10343500,1.72,A -2023-01-23 06:45:00+00:00,10343500,1.72,A -2023-01-23 07:00:00+00:00,10343500,1.72,A -2023-01-23 07:15:00+00:00,10343500,1.72,A -2023-01-23 07:30:00+00:00,10343500,1.72,A -2023-01-23 07:45:00+00:00,10343500,1.72,A -2023-01-23 08:00:00+00:00,10343500,1.72,A -2023-01-23 08:15:00+00:00,10343500,1.72,A -2023-01-23 08:30:00+00:00,10343500,1.72,A -2023-01-23 08:45:00+00:00,10343500,1.72,A -2023-01-23 09:00:00+00:00,10343500,1.72,A -2023-01-23 09:15:00+00:00,10343500,1.72,A -2023-01-23 09:30:00+00:00,10343500,1.72,A -2023-01-23 09:45:00+00:00,10343500,1.72,A -2023-01-23 10:00:00+00:00,10343500,1.72,A -2023-01-23 10:15:00+00:00,10343500,1.72,A -2023-01-23 10:30:00+00:00,10343500,1.72,A -2023-01-23 10:45:00+00:00,10343500,1.71,A -2023-01-23 11:00:00+00:00,10343500,1.72,A -2023-01-23 11:15:00+00:00,10343500,1.72,A -2023-01-23 11:30:00+00:00,10343500,1.72,A -2023-01-23 11:45:00+00:00,10343500,1.72,A -2023-01-23 12:00:00+00:00,10343500,1.71,A -2023-01-23 12:15:00+00:00,10343500,1.72,A -2023-01-23 12:30:00+00:00,10343500,1.72,A -2023-01-23 12:45:00+00:00,10343500,1.72,A -2023-01-23 13:00:00+00:00,10343500,1.72,A -2023-01-23 13:15:00+00:00,10343500,1.72,A -2023-01-23 13:30:00+00:00,10343500,1.71,A -2023-01-23 13:45:00+00:00,10343500,1.72,A -2023-01-23 14:00:00+00:00,10343500,1.72,A -2023-01-23 14:15:00+00:00,10343500,1.72,A -2023-01-23 14:30:00+00:00,10343500,1.72,A -2023-01-23 14:45:00+00:00,10343500,1.72,A -2023-01-23 15:00:00+00:00,10343500,1.72,A -2023-01-23 15:15:00+00:00,10343500,1.72,A -2023-01-23 15:30:00+00:00,10343500,1.72,A -2023-01-23 15:45:00+00:00,10343500,1.72,A -2023-01-23 16:00:00+00:00,10343500,1.72,A -2023-01-23 16:15:00+00:00,10343500,1.72,A -2023-01-23 16:30:00+00:00,10343500,1.72,A -2023-01-23 16:45:00+00:00,10343500,1.72,A -2023-01-23 17:00:00+00:00,10343500,1.72,A -2023-01-23 17:15:00+00:00,10343500,1.72,A -2023-01-23 17:30:00+00:00,10343500,1.72,A -2023-01-23 17:45:00+00:00,10343500,1.71,A -2023-01-23 18:00:00+00:00,10343500,1.72,A -2023-01-23 18:15:00+00:00,10343500,1.72,A -2023-01-23 18:30:00+00:00,10343500,1.72,A -2023-01-23 18:45:00+00:00,10343500,1.72,A -2023-01-23 19:00:00+00:00,10343500,1.72,A -2023-01-23 19:15:00+00:00,10343500,1.72,A -2023-01-23 19:30:00+00:00,10343500,1.72,A -2023-01-23 19:45:00+00:00,10343500,1.72,A -2023-01-23 20:00:00+00:00,10343500,1.72,A -2023-01-23 20:15:00+00:00,10343500,1.72,A -2023-01-23 20:30:00+00:00,10343500,1.71,A -2023-01-23 20:45:00+00:00,10343500,1.72,A -2023-01-23 21:00:00+00:00,10343500,1.72,A -2023-01-23 21:15:00+00:00,10343500,1.72,A -2023-01-23 21:30:00+00:00,10343500,1.72,A -2023-01-23 21:45:00+00:00,10343500,1.71,A -2023-01-23 22:00:00+00:00,10343500,1.72,A -2023-01-23 22:15:00+00:00,10343500,1.72,A -2023-01-23 22:30:00+00:00,10343500,1.72,A -2023-01-23 22:45:00+00:00,10343500,1.72,A -2023-01-23 23:00:00+00:00,10343500,1.72,A -2023-01-23 23:15:00+00:00,10343500,1.72,A -2023-01-23 23:30:00+00:00,10343500,1.72,A -2023-01-23 23:45:00+00:00,10343500,1.72,A -2023-01-24 00:00:00+00:00,10343500,1.72,A -2023-01-24 00:15:00+00:00,10343500,1.72,A -2023-01-24 00:30:00+00:00,10343500,1.72,A -2023-01-24 00:45:00+00:00,10343500,1.72,A -2023-01-24 01:00:00+00:00,10343500,1.72,A -2023-01-24 01:15:00+00:00,10343500,1.72,A -2023-01-24 01:30:00+00:00,10343500,1.72,A -2023-01-24 01:45:00+00:00,10343500,1.72,A -2023-01-24 02:00:00+00:00,10343500,1.72,A -2023-01-24 02:15:00+00:00,10343500,1.72,A -2023-01-24 02:30:00+00:00,10343500,1.72,A -2023-01-24 02:45:00+00:00,10343500,1.72,A -2023-01-24 03:00:00+00:00,10343500,1.72,A -2023-01-24 03:15:00+00:00,10343500,1.72,A -2023-01-24 03:30:00+00:00,10343500,1.72,A -2023-01-24 03:45:00+00:00,10343500,1.72,A -2023-01-24 04:00:00+00:00,10343500,1.72,A -2023-01-24 04:15:00+00:00,10343500,1.72,A -2023-01-24 04:30:00+00:00,10343500,1.72,A -2023-01-24 04:45:00+00:00,10343500,1.71,A -2023-01-24 05:00:00+00:00,10343500,1.72,A -2023-01-24 05:15:00+00:00,10343500,1.72,A -2023-01-24 05:30:00+00:00,10343500,1.71,A -2023-01-24 05:45:00+00:00,10343500,1.71,A -2023-01-24 06:00:00+00:00,10343500,1.71,A -2023-01-24 06:15:00+00:00,10343500,1.71,A -2023-01-24 06:30:00+00:00,10343500,1.71,A -2023-01-24 06:45:00+00:00,10343500,1.71,A -2023-01-24 07:00:00+00:00,10343500,1.71,A -2023-01-24 07:15:00+00:00,10343500,1.71,A -2023-01-24 07:30:00+00:00,10343500,1.71,A -2023-01-24 07:45:00+00:00,10343500,1.71,A -2023-01-24 08:00:00+00:00,10343500,1.71,A -2023-01-24 08:15:00+00:00,10343500,1.71,A -2023-01-24 08:30:00+00:00,10343500,1.71,A -2023-01-24 08:45:00+00:00,10343500,1.71,A -2023-01-24 09:00:00+00:00,10343500,1.71,A -2023-01-24 09:15:00+00:00,10343500,1.71,A -2023-01-24 09:30:00+00:00,10343500,1.71,A -2023-01-24 09:45:00+00:00,10343500,1.71,A -2023-01-24 10:00:00+00:00,10343500,1.71,A -2023-01-24 10:15:00+00:00,10343500,1.71,A -2023-01-24 10:30:00+00:00,10343500,1.71,A -2023-01-24 10:45:00+00:00,10343500,1.71,A -2023-01-24 11:00:00+00:00,10343500,1.71,A -2023-01-24 11:15:00+00:00,10343500,1.71,A -2023-01-24 11:30:00+00:00,10343500,1.71,A -2023-01-24 11:45:00+00:00,10343500,1.71,A -2023-01-24 12:00:00+00:00,10343500,1.71,A -2023-01-24 12:15:00+00:00,10343500,1.71,A -2023-01-24 12:30:00+00:00,10343500,1.71,A -2023-01-24 12:45:00+00:00,10343500,1.71,A -2023-01-24 13:00:00+00:00,10343500,1.71,A -2023-01-24 13:15:00+00:00,10343500,1.71,A -2023-01-24 13:30:00+00:00,10343500,1.71,A -2023-01-24 13:45:00+00:00,10343500,1.71,A -2023-01-24 14:00:00+00:00,10343500,1.71,A -2023-01-24 14:15:00+00:00,10343500,1.71,A -2023-01-24 14:30:00+00:00,10343500,1.71,A -2023-01-24 14:45:00+00:00,10343500,1.71,A -2023-01-24 15:00:00+00:00,10343500,1.71,A -2023-01-24 15:15:00+00:00,10343500,1.71,A -2023-01-24 15:30:00+00:00,10343500,1.71,A -2023-01-24 15:45:00+00:00,10343500,1.71,A -2023-01-24 16:00:00+00:00,10343500,1.71,A -2023-01-24 16:15:00+00:00,10343500,1.71,A -2023-01-24 16:30:00+00:00,10343500,1.71,A -2023-01-24 16:45:00+00:00,10343500,1.71,A -2023-01-24 17:00:00+00:00,10343500,1.71,A -2023-01-24 17:15:00+00:00,10343500,1.71,A -2023-01-24 17:30:00+00:00,10343500,1.71,A -2023-01-24 17:45:00+00:00,10343500,1.71,A -2023-01-24 18:00:00+00:00,10343500,1.71,A -2023-01-24 18:15:00+00:00,10343500,1.71,A -2023-01-24 18:30:00+00:00,10343500,1.71,A -2023-01-24 18:45:00+00:00,10343500,1.71,A -2023-01-24 19:00:00+00:00,10343500,1.71,A -2023-01-24 19:15:00+00:00,10343500,1.71,A -2023-01-24 19:30:00+00:00,10343500,1.71,A -2023-01-24 19:45:00+00:00,10343500,1.71,A -2023-01-24 20:00:00+00:00,10343500,1.71,A -2023-01-24 20:15:00+00:00,10343500,1.71,A -2023-01-24 20:30:00+00:00,10343500,1.71,A -2023-01-24 20:45:00+00:00,10343500,1.71,A -2023-01-24 21:00:00+00:00,10343500,1.71,A -2023-01-24 21:15:00+00:00,10343500,1.71,A -2023-01-24 21:30:00+00:00,10343500,1.71,A -2023-01-24 21:45:00+00:00,10343500,1.71,A -2023-01-24 22:00:00+00:00,10343500,1.71,A -2023-01-24 22:15:00+00:00,10343500,1.71,A -2023-01-24 22:30:00+00:00,10343500,1.71,A -2023-01-24 22:45:00+00:00,10343500,1.71,A -2023-01-24 23:00:00+00:00,10343500,1.71,A -2023-01-24 23:15:00+00:00,10343500,1.71,A -2023-01-24 23:30:00+00:00,10343500,1.71,A -2023-01-24 23:45:00+00:00,10343500,1.71,A -2023-01-25 00:00:00+00:00,10343500,1.71,A -2023-01-25 00:15:00+00:00,10343500,1.71,A -2023-01-25 00:30:00+00:00,10343500,1.71,A -2023-01-25 00:45:00+00:00,10343500,1.71,A -2023-01-25 01:00:00+00:00,10343500,1.71,A -2023-01-25 01:15:00+00:00,10343500,1.71,A -2023-01-25 01:30:00+00:00,10343500,1.71,A -2023-01-25 01:45:00+00:00,10343500,1.71,A -2023-01-25 02:00:00+00:00,10343500,1.71,A -2023-01-25 02:15:00+00:00,10343500,1.71,A -2023-01-25 02:30:00+00:00,10343500,1.71,A -2023-01-25 02:45:00+00:00,10343500,1.71,A -2023-01-25 03:00:00+00:00,10343500,1.71,A -2023-01-25 03:15:00+00:00,10343500,1.71,A -2023-01-25 03:30:00+00:00,10343500,1.71,A -2023-01-25 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09:30:00+00:00,10343500,1.69,A -2023-01-25 09:45:00+00:00,10343500,1.69,A -2023-01-25 10:00:00+00:00,10343500,1.69,A -2023-01-25 10:15:00+00:00,10343500,1.69,A -2023-01-25 10:30:00+00:00,10343500,1.69,A -2023-01-25 10:45:00+00:00,10343500,1.69,A -2023-01-25 11:00:00+00:00,10343500,1.69,A -2023-01-25 11:15:00+00:00,10343500,1.69,A -2023-01-25 11:30:00+00:00,10343500,1.69,A -2023-01-25 11:45:00+00:00,10343500,1.69,A -2023-01-25 12:00:00+00:00,10343500,1.7,A -2023-01-25 12:15:00+00:00,10343500,1.69,A -2023-01-25 12:30:00+00:00,10343500,1.69,A -2023-01-25 12:45:00+00:00,10343500,1.69,A -2023-01-25 13:00:00+00:00,10343500,1.69,A -2023-01-25 13:15:00+00:00,10343500,1.69,A -2023-01-25 13:30:00+00:00,10343500,1.69,A -2023-01-25 13:45:00+00:00,10343500,1.69,A -2023-01-25 14:00:00+00:00,10343500,1.69,A -2023-01-25 14:15:00+00:00,10343500,1.69,A -2023-01-25 14:30:00+00:00,10343500,1.69,A -2023-01-25 14:45:00+00:00,10343500,1.69,A -2023-01-25 15:00:00+00:00,10343500,1.69,A -2023-01-25 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07:45:00+00:00,10343500,1.69,A -2023-01-27 08:00:00+00:00,10343500,1.69,A -2023-01-27 08:15:00+00:00,10343500,1.69,A -2023-01-27 08:30:00+00:00,10343500,1.69,A -2023-01-27 08:45:00+00:00,10343500,1.69,A -2023-01-27 09:00:00+00:00,10343500,1.69,A -2023-01-27 09:15:00+00:00,10343500,1.69,A -2023-01-27 09:30:00+00:00,10343500,1.69,A -2023-01-27 09:45:00+00:00,10343500,1.69,A -2023-01-27 10:00:00+00:00,10343500,1.69,A -2023-01-27 10:15:00+00:00,10343500,1.69,A -2023-01-27 10:30:00+00:00,10343500,1.69,A -2023-01-27 10:45:00+00:00,10343500,1.69,A -2023-01-27 11:00:00+00:00,10343500,1.69,A -2023-01-27 11:15:00+00:00,10343500,1.69,A -2023-01-27 11:30:00+00:00,10343500,1.69,A -2023-01-27 11:45:00+00:00,10343500,1.69,A -2023-01-27 12:00:00+00:00,10343500,1.69,A -2023-01-27 12:15:00+00:00,10343500,1.69,A -2023-01-27 12:30:00+00:00,10343500,1.69,A -2023-01-27 12:45:00+00:00,10343500,1.69,A -2023-01-27 13:00:00+00:00,10343500,1.69,A -2023-01-27 13:15:00+00:00,10343500,1.69,A -2023-01-27 13:30:00+00:00,10343500,1.69,A -2023-01-27 13:45:00+00:00,10343500,1.69,A -2023-01-27 14:00:00+00:00,10343500,1.69,A -2023-01-27 14:15:00+00:00,10343500,1.69,A -2023-01-27 14:30:00+00:00,10343500,1.69,A -2023-01-27 14:45:00+00:00,10343500,1.69,A -2023-01-27 15:00:00+00:00,10343500,1.69,A -2023-01-27 15:15:00+00:00,10343500,1.69,A -2023-01-27 15:30:00+00:00,10343500,1.69,A -2023-01-27 15:45:00+00:00,10343500,1.69,A -2023-01-27 16:00:00+00:00,10343500,1.69,A -2023-01-27 16:15:00+00:00,10343500,1.69,A -2023-01-27 16:30:00+00:00,10343500,1.69,A -2023-01-27 16:45:00+00:00,10343500,1.69,A -2023-01-27 17:00:00+00:00,10343500,1.69,A -2023-01-27 17:15:00+00:00,10343500,1.69,A -2023-01-27 17:30:00+00:00,10343500,1.69,A -2023-01-27 17:45:00+00:00,10343500,1.69,A -2023-01-27 18:00:00+00:00,10343500,1.69,A -2023-01-27 18:15:00+00:00,10343500,1.69,A -2023-01-27 18:30:00+00:00,10343500,1.69,A -2023-01-27 18:45:00+00:00,10343500,1.69,A -2023-01-27 19:00:00+00:00,10343500,1.69,A -2023-01-27 19:15:00+00:00,10343500,1.69,A -2023-01-27 19:30:00+00:00,10343500,1.69,A -2023-01-27 19:45:00+00:00,10343500,1.69,A -2023-01-27 20:00:00+00:00,10343500,1.69,A -2023-01-27 20:15:00+00:00,10343500,1.69,A -2023-01-27 20:30:00+00:00,10343500,1.69,A -2023-01-27 20:45:00+00:00,10343500,1.69,A -2023-01-27 21:00:00+00:00,10343500,1.69,A -2023-01-27 21:15:00+00:00,10343500,1.69,A -2023-01-27 21:30:00+00:00,10343500,1.69,A -2023-01-27 21:45:00+00:00,10343500,1.69,A -2023-01-27 22:00:00+00:00,10343500,1.69,A -2023-01-27 22:15:00+00:00,10343500,1.69,A -2023-01-27 22:30:00+00:00,10343500,1.69,A -2023-01-27 22:45:00+00:00,10343500,1.69,A -2023-01-27 23:00:00+00:00,10343500,1.69,A -2023-01-27 23:15:00+00:00,10343500,1.7,A -2023-01-27 23:30:00+00:00,10343500,1.7,A -2023-01-27 23:45:00+00:00,10343500,1.7,A -2023-01-28 00:00:00+00:00,10343500,1.7,A -2023-01-28 00:15:00+00:00,10343500,1.72,A -2023-01-28 00:30:00+00:00,10343500,1.71,A -2023-01-28 00:45:00+00:00,10343500,1.71,A -2023-01-28 01:00:00+00:00,10343500,1.7,A -2023-01-28 01:15:00+00:00,10343500,1.71,A -2023-01-28 01:30:00+00:00,10343500,1.71,A -2023-01-28 01:45:00+00:00,10343500,1.71,A -2023-01-28 02:00:00+00:00,10343500,1.71,A -2023-01-28 02:15:00+00:00,10343500,1.71,A -2023-01-28 02:30:00+00:00,10343500,1.71,A -2023-01-28 02:45:00+00:00,10343500,1.71,A -2023-01-28 03:00:00+00:00,10343500,1.71,A -2023-01-28 03:15:00+00:00,10343500,1.71,A -2023-01-28 03:30:00+00:00,10343500,1.71,A -2023-01-28 03:45:00+00:00,10343500,1.71,A -2023-01-28 04:00:00+00:00,10343500,1.71,A -2023-01-28 04:15:00+00:00,10343500,1.72,A -2023-01-28 04:30:00+00:00,10343500,1.71,A -2023-01-28 04:45:00+00:00,10343500,1.71,A -2023-01-28 05:00:00+00:00,10343500,1.71,A -2023-01-28 05:15:00+00:00,10343500,1.71,A -2023-01-28 05:30:00+00:00,10343500,1.71,A -2023-01-28 05:45:00+00:00,10343500,1.71,A -2023-01-28 06:00:00+00:00,10343500,1.71,A -2023-01-28 06:15:00+00:00,10343500,1.71,A -2023-01-28 06:30:00+00:00,10343500,1.71,A -2023-01-28 06:45:00+00:00,10343500,1.71,A -2023-01-28 07:00:00+00:00,10343500,1.71,A -2023-01-28 07:15:00+00:00,10343500,1.71,A -2023-01-28 07:30:00+00:00,10343500,1.71,A -2023-01-28 07:45:00+00:00,10343500,1.71,A -2023-01-28 08:00:00+00:00,10343500,1.71,A -2023-01-28 08:15:00+00:00,10343500,1.71,A -2023-01-28 08:30:00+00:00,10343500,1.71,A -2023-01-28 08:45:00+00:00,10343500,1.71,A -2023-01-28 09:00:00+00:00,10343500,1.71,A -2023-01-28 09:15:00+00:00,10343500,1.71,A -2023-01-28 09:30:00+00:00,10343500,1.71,A -2023-01-28 09:45:00+00:00,10343500,1.71,A -2023-01-28 10:00:00+00:00,10343500,1.71,A -2023-01-28 10:15:00+00:00,10343500,1.71,A -2023-01-28 10:30:00+00:00,10343500,1.71,A -2023-01-28 10:45:00+00:00,10343500,1.7,A -2023-01-28 11:00:00+00:00,10343500,1.7,A -2023-01-28 11:15:00+00:00,10343500,1.71,A -2023-01-28 11:30:00+00:00,10343500,1.7,A -2023-01-28 11:45:00+00:00,10343500,1.71,A -2023-01-28 12:00:00+00:00,10343500,1.71,A -2023-01-28 12:15:00+00:00,10343500,1.71,A -2023-01-28 12:30:00+00:00,10343500,1.71,A -2023-01-28 12:45:00+00:00,10343500,1.71,A -2023-01-28 13:00:00+00:00,10343500,1.71,A -2023-01-28 13:15:00+00:00,10343500,1.71,A -2023-01-28 13:30:00+00:00,10343500,1.71,A -2023-01-28 13:45:00+00:00,10343500,1.7,A -2023-01-28 14:00:00+00:00,10343500,1.71,A -2023-01-28 14:15:00+00:00,10343500,1.71,A -2023-01-28 14:30:00+00:00,10343500,1.71,A -2023-01-28 14:45:00+00:00,10343500,1.71,A -2023-01-28 15:00:00+00:00,10343500,1.71,A -2023-01-28 15:15:00+00:00,10343500,1.71,A -2023-01-28 15:30:00+00:00,10343500,1.71,A -2023-01-28 15:45:00+00:00,10343500,1.7,A -2023-01-28 16:00:00+00:00,10343500,1.71,A -2023-01-28 16:15:00+00:00,10343500,1.7,A -2023-01-28 16:30:00+00:00,10343500,1.71,A -2023-01-28 16:45:00+00:00,10343500,1.7,A -2023-01-28 17:00:00+00:00,10343500,1.71,A -2023-01-28 17:15:00+00:00,10343500,1.71,A -2023-01-28 17:30:00+00:00,10343500,1.71,A -2023-01-28 17:45:00+00:00,10343500,1.71,A -2023-01-28 18:00:00+00:00,10343500,1.71,A -2023-01-28 18:15:00+00:00,10343500,1.7,A -2023-01-28 18:30:00+00:00,10343500,1.71,A -2023-01-28 18:45:00+00:00,10343500,1.71,A -2023-01-28 19:00:00+00:00,10343500,1.71,A -2023-01-28 19:15:00+00:00,10343500,1.71,A -2023-01-28 19:30:00+00:00,10343500,1.7,A -2023-01-28 19:45:00+00:00,10343500,1.7,A -2023-01-28 20:00:00+00:00,10343500,1.7,A -2023-01-28 20:15:00+00:00,10343500,1.7,A -2023-01-28 20:30:00+00:00,10343500,1.71,A -2023-01-28 20:45:00+00:00,10343500,1.7,A -2023-01-28 21:00:00+00:00,10343500,1.7,A -2023-01-28 21:15:00+00:00,10343500,1.7,A -2023-01-28 21:30:00+00:00,10343500,1.7,A -2023-01-28 21:45:00+00:00,10343500,1.71,A -2023-01-28 22:00:00+00:00,10343500,1.71,A -2023-01-28 22:15:00+00:00,10343500,1.7,A -2023-01-28 22:30:00+00:00,10343500,1.71,A -2023-01-28 22:45:00+00:00,10343500,1.71,A -2023-01-28 23:00:00+00:00,10343500,1.7,A -2023-01-28 23:15:00+00:00,10343500,1.71,A -2023-01-28 23:30:00+00:00,10343500,1.7,A -2023-01-28 23:45:00+00:00,10343500,1.71,A -2023-01-29 00:00:00+00:00,10343500,1.71,A -2023-01-29 00:15:00+00:00,10343500,1.7,A -2023-01-29 00:30:00+00:00,10343500,1.7,A -2023-01-29 00:45:00+00:00,10343500,1.7,A -2023-01-29 01:00:00+00:00,10343500,1.71,A -2023-01-29 01:15:00+00:00,10343500,1.71,A -2023-01-29 01:30:00+00:00,10343500,1.71,A -2023-01-29 01:45:00+00:00,10343500,1.7,A -2023-01-29 02:00:00+00:00,10343500,1.7,A -2023-01-29 02:15:00+00:00,10343500,1.7,A -2023-01-29 02:30:00+00:00,10343500,1.7,A -2023-01-29 02:45:00+00:00,10343500,1.7,A -2023-01-29 03:00:00+00:00,10343500,1.7,A -2023-01-29 03:15:00+00:00,10343500,1.7,A -2023-01-29 03:30:00+00:00,10343500,1.7,A -2023-01-29 03:45:00+00:00,10343500,1.7,A -2023-01-29 04:00:00+00:00,10343500,1.7,A -2023-01-29 04:15:00+00:00,10343500,1.7,A -2023-01-29 04:30:00+00:00,10343500,1.71,A -2023-01-29 04:45:00+00:00,10343500,1.7,A -2023-01-29 05:00:00+00:00,10343500,1.7,A -2023-01-29 05:15:00+00:00,10343500,1.7,A -2023-01-29 05:30:00+00:00,10343500,1.7,A -2023-01-29 05:45:00+00:00,10343500,1.7,A 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11:45:00+00:00,10343500,1.7,A -2023-01-29 12:00:00+00:00,10343500,1.7,A -2023-01-29 12:15:00+00:00,10343500,1.69,A -2023-01-29 12:30:00+00:00,10343500,1.69,A -2023-01-29 12:45:00+00:00,10343500,1.69,A -2023-01-29 13:00:00+00:00,10343500,1.69,A -2023-01-29 13:15:00+00:00,10343500,1.7,A -2023-01-29 13:30:00+00:00,10343500,1.69,A -2023-01-29 13:45:00+00:00,10343500,1.7,A -2023-01-29 14:00:00+00:00,10343500,1.7,A -2023-01-29 14:15:00+00:00,10343500,1.69,A -2023-01-29 14:30:00+00:00,10343500,1.69,A -2023-01-29 14:45:00+00:00,10343500,1.69,A -2023-01-29 15:00:00+00:00,10343500,1.69,A -2023-01-29 15:15:00+00:00,10343500,1.7,A -2023-01-29 15:30:00+00:00,10343500,1.7,A -2023-01-29 15:45:00+00:00,10343500,1.69,A -2023-01-29 16:00:00+00:00,10343500,1.69,A -2023-01-29 16:15:00+00:00,10343500,1.69,A -2023-01-29 16:30:00+00:00,10343500,1.69,A -2023-01-29 16:45:00+00:00,10343500,1.7,A -2023-01-29 17:00:00+00:00,10343500,1.7,A -2023-01-29 17:15:00+00:00,10343500,1.7,A -2023-01-29 17:30:00+00:00,10343500,1.7,A -2023-01-29 17:45:00+00:00,10343500,1.69,A -2023-01-29 18:00:00+00:00,10343500,1.7,A -2023-01-29 18:15:00+00:00,10343500,1.69,A -2023-01-29 18:30:00+00:00,10343500,1.69,A -2023-01-29 18:45:00+00:00,10343500,1.7,A -2023-01-29 19:00:00+00:00,10343500,1.69,A -2023-01-29 19:15:00+00:00,10343500,1.7,A -2023-01-29 19:30:00+00:00,10343500,1.69,A -2023-01-29 19:45:00+00:00,10343500,1.69,A -2023-01-29 20:00:00+00:00,10343500,1.69,A -2023-01-29 20:15:00+00:00,10343500,1.69,A -2023-01-29 20:30:00+00:00,10343500,1.69,A -2023-01-29 20:45:00+00:00,10343500,1.69,A -2023-01-29 21:00:00+00:00,10343500,1.69,A -2023-01-29 21:15:00+00:00,10343500,1.69,A -2023-01-29 21:30:00+00:00,10343500,1.69,A -2023-01-29 21:45:00+00:00,10343500,1.69,A -2023-01-29 22:00:00+00:00,10343500,1.69,A -2023-01-29 22:15:00+00:00,10343500,1.69,A -2023-01-29 22:30:00+00:00,10343500,1.69,A -2023-01-29 22:45:00+00:00,10343500,1.69,A -2023-01-29 23:00:00+00:00,10343500,1.69,A -2023-01-29 23:15:00+00:00,10343500,1.69,A -2023-01-29 23:30:00+00:00,10343500,1.69,A -2023-01-29 23:45:00+00:00,10343500,1.69,A -2023-01-30 00:00:00+00:00,10343500,1.69,A -2023-01-30 00:15:00+00:00,10343500,1.69,A -2023-01-30 00:30:00+00:00,10343500,1.69,A -2023-01-30 00:45:00+00:00,10343500,1.69,A -2023-01-30 01:00:00+00:00,10343500,1.69,A -2023-01-30 01:15:00+00:00,10343500,1.69,A -2023-01-30 01:30:00+00:00,10343500,1.69,A -2023-01-30 01:45:00+00:00,10343500,1.69,A -2023-01-30 02:00:00+00:00,10343500,1.69,A -2023-01-30 02:15:00+00:00,10343500,1.69,A -2023-01-30 02:30:00+00:00,10343500,1.68,A -2023-01-30 02:45:00+00:00,10343500,1.69,A -2023-01-30 03:00:00+00:00,10343500,1.69,A -2023-01-30 03:15:00+00:00,10343500,1.69,A -2023-01-30 03:30:00+00:00,10343500,1.69,A -2023-01-30 03:45:00+00:00,10343500,1.69,A -2023-01-30 04:00:00+00:00,10343500,1.68,A -2023-01-30 04:15:00+00:00,10343500,1.69,A -2023-01-30 04:30:00+00:00,10343500,1.69,A -2023-01-30 04:45:00+00:00,10343500,1.69,A -2023-01-30 05:00:00+00:00,10343500,1.69,A -2023-01-30 05:15:00+00:00,10343500,1.69,A -2023-01-30 05:30:00+00:00,10343500,1.69,A -2023-01-30 05:45:00+00:00,10343500,1.68,A -2023-01-30 06:00:00+00:00,10343500,1.69,A -2023-01-30 06:15:00+00:00,10343500,1.68,A -2023-01-30 06:30:00+00:00,10343500,1.69,A -2023-01-30 06:45:00+00:00,10343500,1.69,A -2023-01-30 07:00:00+00:00,10343500,1.69,A -2023-01-30 07:15:00+00:00,10343500,1.68,A -2023-01-30 07:30:00+00:00,10343500,1.68,A -2023-01-30 07:45:00+00:00,10343500,1.68,A -2023-01-30 08:00:00+00:00,10343500,1.68,A -2023-01-30 08:15:00+00:00,10343500,1.68,A -2023-01-30 08:30:00+00:00,10343500,1.68,A -2023-01-30 08:45:00+00:00,10343500,1.68,A -2023-01-30 09:00:00+00:00,10343500,1.68,A -2023-01-30 09:15:00+00:00,10343500,1.68,A -2023-01-30 09:30:00+00:00,10343500,1.68,A -2023-01-30 09:45:00+00:00,10343500,1.68,A -2023-01-30 10:00:00+00:00,10343500,1.68,A -2023-01-30 10:15:00+00:00,10343500,1.68,A -2023-01-30 10:30:00+00:00,10343500,1.68,A -2023-01-30 10:45:00+00:00,10343500,1.68,A -2023-01-30 11:00:00+00:00,10343500,1.68,A -2023-01-30 11:15:00+00:00,10343500,1.68,A -2023-01-30 11:30:00+00:00,10343500,1.68,A -2023-01-30 11:45:00+00:00,10343500,1.68,A -2023-01-30 12:00:00+00:00,10343500,1.68,A -2023-01-30 12:15:00+00:00,10343500,1.68,A -2023-01-30 12:30:00+00:00,10343500,1.68,A -2023-01-30 12:45:00+00:00,10343500,1.68,A -2023-01-30 13:00:00+00:00,10343500,1.68,A -2023-01-30 13:15:00+00:00,10343500,1.68,A -2023-01-30 13:30:00+00:00,10343500,1.68,A -2023-01-30 13:45:00+00:00,10343500,1.68,A -2023-01-30 14:00:00+00:00,10343500,1.68,A -2023-01-30 14:15:00+00:00,10343500,1.67,A -2023-01-30 14:30:00+00:00,10343500,1.68,A -2023-01-30 14:45:00+00:00,10343500,1.68,A -2023-01-30 15:00:00+00:00,10343500,1.68,A -2023-01-30 15:15:00+00:00,10343500,1.68,A -2023-01-30 15:30:00+00:00,10343500,1.68,A -2023-01-30 15:45:00+00:00,10343500,1.68,A -2023-01-30 16:00:00+00:00,10343500,1.68,A -2023-01-30 16:15:00+00:00,10343500,1.68,A -2023-01-30 16:30:00+00:00,10343500,1.69,A -2023-01-30 16:45:00+00:00,10343500,1.69,A -2023-01-30 17:00:00+00:00,10343500,1.69,A -2023-01-30 17:15:00+00:00,10343500,1.7,A -2023-01-30 17:30:00+00:00,10343500,1.7,A -2023-01-30 17:45:00+00:00,10343500,1.71,A -2023-01-30 18:00:00+00:00,10343500,1.72,A -2023-01-30 18:15:00+00:00,10343500,1.72,A -2023-01-30 18:30:00+00:00,10343500,1.72,A -2023-01-30 18:45:00+00:00,10343500,1.72,A -2023-01-30 19:00:00+00:00,10343500,1.72,A -2023-01-30 19:15:00+00:00,10343500,1.72,A -2023-01-30 19:30:00+00:00,10343500,1.72,A -2023-01-30 19:45:00+00:00,10343500,1.71,A -2023-01-30 20:00:00+00:00,10343500,1.71,A -2023-01-30 20:15:00+00:00,10343500,1.71,A -2023-01-30 20:30:00+00:00,10343500,1.7,A -2023-01-30 20:45:00+00:00,10343500,1.7,A -2023-01-30 21:00:00+00:00,10343500,1.69,A -2023-01-30 21:15:00+00:00,10343500,1.69,A -2023-01-30 21:30:00+00:00,10343500,1.69,A -2023-01-30 21:45:00+00:00,10343500,1.69,A -2023-01-30 22:00:00+00:00,10343500,1.69,A -2023-01-30 22:15:00+00:00,10343500,1.69,A -2023-01-30 22:30:00+00:00,10343500,1.68,A -2023-01-30 22:45:00+00:00,10343500,1.68,A -2023-01-30 23:00:00+00:00,10343500,1.68,A -2023-01-30 23:15:00+00:00,10343500,1.68,A -2023-01-30 23:30:00+00:00,10343500,1.68,A -2023-01-30 23:45:00+00:00,10343500,1.68,A -2023-01-31 00:00:00+00:00,10343500,1.68,A -2023-01-31 00:15:00+00:00,10343500,1.68,A -2023-01-31 00:30:00+00:00,10343500,1.68,A -2023-01-31 00:45:00+00:00,10343500,1.68,A -2023-01-31 01:00:00+00:00,10343500,1.68,A -2023-01-31 01:15:00+00:00,10343500,1.68,A -2023-01-31 01:30:00+00:00,10343500,1.68,A -2023-01-31 01:45:00+00:00,10343500,1.68,A -2023-01-31 02:00:00+00:00,10343500,1.68,A -2023-01-31 02:15:00+00:00,10343500,1.68,A -2023-01-31 02:30:00+00:00,10343500,1.68,A -2023-01-31 02:45:00+00:00,10343500,1.68,A -2023-01-31 03:00:00+00:00,10343500,1.68,A -2023-01-31 03:15:00+00:00,10343500,1.67,A -2023-01-31 03:30:00+00:00,10343500,1.68,A -2023-01-31 03:45:00+00:00,10343500,1.68,A -2023-01-31 04:00:00+00:00,10343500,1.68,A -2023-01-31 04:15:00+00:00,10343500,1.68,A -2023-01-31 04:30:00+00:00,10343500,1.68,A -2023-01-31 04:45:00+00:00,10343500,1.67,A -2023-01-31 05:00:00+00:00,10343500,1.68,A -2023-01-31 05:15:00+00:00,10343500,1.67,A -2023-01-31 05:30:00+00:00,10343500,1.67,A -2023-01-31 05:45:00+00:00,10343500,1.67,A -2023-01-31 06:00:00+00:00,10343500,1.67,A -2023-01-31 06:15:00+00:00,10343500,1.67,A -2023-01-31 06:30:00+00:00,10343500,1.67,A -2023-01-31 06:45:00+00:00,10343500,1.67,A -2023-01-31 07:00:00+00:00,10343500,1.68,A -2023-01-31 07:15:00+00:00,10343500,1.67,A -2023-01-31 07:30:00+00:00,10343500,1.68,A -2023-01-31 07:45:00+00:00,10343500,1.67,A -2023-01-31 08:00:00+00:00,10343500,1.67,A -2023-01-31 08:15:00+00:00,10343500,1.67,A -2023-01-31 08:30:00+00:00,10343500,1.67,A -2023-01-31 08:45:00+00:00,10343500,1.67,A -2023-01-31 09:00:00+00:00,10343500,1.67,A -2023-01-31 09:15:00+00:00,10343500,1.67,A -2023-01-31 09:30:00+00:00,10343500,1.67,A -2023-01-31 09:45:00+00:00,10343500,1.68,A -2023-01-31 10:00:00+00:00,10343500,1.68,A -2023-01-31 10:15:00+00:00,10343500,1.68,A -2023-01-31 10:30:00+00:00,10343500,1.68,A -2023-01-31 10:45:00+00:00,10343500,1.69,A -2023-01-31 11:00:00+00:00,10343500,1.69,A -2023-01-31 11:15:00+00:00,10343500,1.7,A -2023-01-31 11:30:00+00:00,10343500,1.69,A -2023-01-31 11:45:00+00:00,10343500,1.7,A -2023-01-31 12:00:00+00:00,10343500,1.71,A -2023-01-31 12:15:00+00:00,10343500,1.7,A -2023-01-31 12:30:00+00:00,10343500,1.7,A -2023-01-31 12:45:00+00:00,10343500,1.71,A -2023-01-31 13:00:00+00:00,10343500,1.72,A -2023-01-31 13:15:00+00:00,10343500,1.76,A -2023-01-31 13:30:00+00:00,10343500,1.77,A -2023-01-31 13:45:00+00:00,10343500,1.75,A -2023-01-31 14:00:00+00:00,10343500,1.76,A -2023-01-31 14:15:00+00:00,10343500,1.74,A -2023-01-31 14:30:00+00:00,10343500,1.74,A -2023-01-31 14:45:00+00:00,10343500,1.74,A -2023-01-31 15:00:00+00:00,10343500,1.76,A -2023-01-31 15:15:00+00:00,10343500,1.76,A -2023-01-31 15:30:00+00:00,10343500,1.74,A -2023-01-31 15:45:00+00:00,10343500,1.74,A -2023-01-31 16:00:00+00:00,10343500,1.74,A -2023-01-31 16:15:00+00:00,10343500,1.75,A -2023-01-31 16:30:00+00:00,10343500,1.78,A -2023-01-31 16:45:00+00:00,10343500,1.78,A -2023-01-31 17:00:00+00:00,10343500,1.78,A -2023-01-31 17:15:00+00:00,10343500,1.78,A -2023-01-31 17:30:00+00:00,10343500,1.78,A -2023-01-31 17:45:00+00:00,10343500,1.78,A -2023-01-31 18:00:00+00:00,10343500,1.78,A -2023-01-31 18:15:00+00:00,10343500,1.76,A -2023-01-31 18:30:00+00:00,10343500,1.78,A -2023-01-31 18:45:00+00:00,10343500,1.77,A -2023-01-31 19:00:00+00:00,10343500,1.75,A -2023-01-31 19:15:00+00:00,10343500,1.74,A -2023-01-31 19:30:00+00:00,10343500,1.73,A -2023-01-31 19:45:00+00:00,10343500,1.72,A -2023-01-31 20:00:00+00:00,10343500,1.72,A -2023-01-31 20:15:00+00:00,10343500,1.72,A -2023-01-31 20:30:00+00:00,10343500,1.71,A -2023-01-31 20:45:00+00:00,10343500,1.71,A -2023-01-31 21:00:00+00:00,10343500,1.7,A -2023-01-31 21:15:00+00:00,10343500,1.7,A -2023-01-31 21:30:00+00:00,10343500,1.69,A -2023-01-31 21:45:00+00:00,10343500,1.7,A -2023-01-31 22:00:00+00:00,10343500,1.69,A -2023-01-31 22:15:00+00:00,10343500,1.69,A -2023-01-31 22:30:00+00:00,10343500,1.68,A -2023-01-31 22:45:00+00:00,10343500,1.68,A -2023-01-31 23:00:00+00:00,10343500,1.68,A -2023-01-31 23:15:00+00:00,10343500,1.68,A -2023-01-31 23:30:00+00:00,10343500,1.68,A -2023-01-31 23:45:00+00:00,10343500,1.68,A -2023-02-01 00:00:00+00:00,10343500,1.68,A -2023-02-01 00:15:00+00:00,10343500,1.68,A -2023-02-01 00:30:00+00:00,10343500,1.68,A -2023-02-01 00:45:00+00:00,10343500,1.67,A -2023-02-01 01:00:00+00:00,10343500,1.68,A -2023-02-01 01:15:00+00:00,10343500,1.67,A -2023-02-01 01:30:00+00:00,10343500,1.67,A -2023-02-01 01:45:00+00:00,10343500,1.67,A -2023-02-01 02:00:00+00:00,10343500,1.67,A -2023-02-01 02:15:00+00:00,10343500,1.67,A -2023-02-01 02:30:00+00:00,10343500,1.67,A -2023-02-01 02:45:00+00:00,10343500,1.67,A -2023-02-01 03:00:00+00:00,10343500,1.67,A -2023-02-01 03:15:00+00:00,10343500,1.67,A -2023-02-01 03:30:00+00:00,10343500,1.68,A -2023-02-01 03:45:00+00:00,10343500,1.67,A -2023-02-01 04:00:00+00:00,10343500,1.68,A -2023-02-01 04:15:00+00:00,10343500,1.67,A -2023-02-01 04:30:00+00:00,10343500,1.67,A -2023-02-01 04:45:00+00:00,10343500,1.67,A -2023-02-01 05:00:00+00:00,10343500,1.67,A -2023-02-01 05:15:00+00:00,10343500,1.67,A -2023-02-01 05:30:00+00:00,10343500,1.67,A -2023-02-01 05:45:00+00:00,10343500,1.67,A -2023-02-01 06:00:00+00:00,10343500,1.67,A -2023-02-01 06:15:00+00:00,10343500,1.67,A -2023-02-01 06:30:00+00:00,10343500,1.67,A -2023-02-01 06:45:00+00:00,10343500,1.67,A -2023-02-01 07:00:00+00:00,10343500,1.67,A -2023-02-01 07:15:00+00:00,10343500,1.67,A -2023-02-01 07:30:00+00:00,10343500,1.67,A -2023-02-01 07:45:00+00:00,10343500,1.67,A -2023-02-01 08:00:00+00:00,10343500,1.67,A -2023-02-01 08:15:00+00:00,10343500,1.66,A -2023-02-01 08:30:00+00:00,10343500,1.67,A -2023-02-01 08:45:00+00:00,10343500,1.67,A -2023-02-01 09:00:00+00:00,10343500,1.67,A -2023-02-01 09:15:00+00:00,10343500,1.67,A -2023-02-01 09:30:00+00:00,10343500,1.67,A -2023-02-01 09:45:00+00:00,10343500,1.67,A -2023-02-01 10:00:00+00:00,10343500,1.67,A -2023-02-01 10:15:00+00:00,10343500,1.67,A -2023-02-01 10:30:00+00:00,10343500,1.66,A -2023-02-01 10:45:00+00:00,10343500,1.67,A -2023-02-01 11:00:00+00:00,10343500,1.67,A -2023-02-01 11:15:00+00:00,10343500,1.67,A -2023-02-01 11:30:00+00:00,10343500,1.66,A -2023-02-01 11:45:00+00:00,10343500,1.67,A -2023-02-01 12:00:00+00:00,10343500,1.67,A -2023-02-01 12:15:00+00:00,10343500,1.66,A -2023-02-01 12:30:00+00:00,10343500,1.66,A -2023-02-01 12:45:00+00:00,10343500,1.67,A -2023-02-01 13:00:00+00:00,10343500,1.66,A -2023-02-01 13:15:00+00:00,10343500,1.67,A -2023-02-01 13:30:00+00:00,10343500,1.66,A -2023-02-01 13:45:00+00:00,10343500,1.66,A -2023-02-01 14:00:00+00:00,10343500,1.67,A -2023-02-01 14:15:00+00:00,10343500,1.67,A -2023-02-01 14:30:00+00:00,10343500,1.66,A -2023-02-01 14:45:00+00:00,10343500,1.66,A -2023-02-01 15:00:00+00:00,10343500,1.66,A -2023-02-01 15:15:00+00:00,10343500,1.66,A -2023-02-01 15:30:00+00:00,10343500,1.66,A -2023-02-01 15:45:00+00:00,10343500,1.66,A -2023-02-01 16:00:00+00:00,10343500,1.66,A -2023-02-01 16:15:00+00:00,10343500,1.66,A -2023-02-01 16:30:00+00:00,10343500,1.66,A -2023-02-01 16:45:00+00:00,10343500,1.66,A -2023-02-01 17:00:00+00:00,10343500,1.67,A -2023-02-01 17:15:00+00:00,10343500,1.66,A -2023-02-01 17:30:00+00:00,10343500,1.67,A -2023-02-01 17:45:00+00:00,10343500,1.67,A -2023-02-01 18:00:00+00:00,10343500,1.67,A -2023-02-01 18:15:00+00:00,10343500,1.66,A -2023-02-01 18:30:00+00:00,10343500,1.67,A -2023-02-01 18:45:00+00:00,10343500,1.66,A -2023-02-01 19:00:00+00:00,10343500,1.67,A -2023-02-01 19:15:00+00:00,10343500,1.67,A -2023-02-01 19:30:00+00:00,10343500,1.67,A -2023-02-01 19:45:00+00:00,10343500,1.67,A -2023-02-01 20:00:00+00:00,10343500,1.67,A -2023-02-01 20:15:00+00:00,10343500,1.67,A -2023-02-01 20:30:00+00:00,10343500,1.66,A -2023-02-01 20:45:00+00:00,10343500,1.67,A -2023-02-01 21:00:00+00:00,10343500,1.67,A -2023-02-01 21:15:00+00:00,10343500,1.67,A -2023-02-01 21:30:00+00:00,10343500,1.67,A -2023-02-01 21:45:00+00:00,10343500,1.66,A -2023-02-01 22:00:00+00:00,10343500,1.67,A -2023-02-01 22:15:00+00:00,10343500,1.67,A -2023-02-01 22:30:00+00:00,10343500,1.67,A -2023-02-01 22:45:00+00:00,10343500,1.67,A -2023-02-01 23:00:00+00:00,10343500,1.67,A -2023-02-01 23:15:00+00:00,10343500,1.67,A -2023-02-01 23:30:00+00:00,10343500,1.67,A -2023-02-01 23:45:00+00:00,10343500,1.67,A -2023-02-02 00:00:00+00:00,10343500,1.67,A -2023-02-02 00:15:00+00:00,10343500,1.67,A -2023-02-02 00:30:00+00:00,10343500,1.67,A -2023-02-02 00:45:00+00:00,10343500,1.67,A -2023-02-02 01:00:00+00:00,10343500,1.67,A -2023-02-02 01:15:00+00:00,10343500,1.67,A -2023-02-02 01:30:00+00:00,10343500,1.67,A -2023-02-02 01:45:00+00:00,10343500,1.67,A -2023-02-02 02:00:00+00:00,10343500,1.67,A -2023-02-02 02:15:00+00:00,10343500,1.67,A -2023-02-02 02:30:00+00:00,10343500,1.67,A -2023-02-02 02:45:00+00:00,10343500,1.66,A -2023-02-02 03:00:00+00:00,10343500,1.67,A -2023-02-02 03:15:00+00:00,10343500,1.67,A -2023-02-02 03:30:00+00:00,10343500,1.67,A -2023-02-02 03:45:00+00:00,10343500,1.67,A -2023-02-02 04:00:00+00:00,10343500,1.67,A -2023-02-02 04:15:00+00:00,10343500,1.67,A -2023-02-02 04:30:00+00:00,10343500,1.66,A -2023-02-02 04:45:00+00:00,10343500,1.67,A -2023-02-02 05:00:00+00:00,10343500,1.67,A -2023-02-02 05:15:00+00:00,10343500,1.67,A -2023-02-02 05:30:00+00:00,10343500,1.67,A -2023-02-02 05:45:00+00:00,10343500,1.66,A -2023-02-02 06:00:00+00:00,10343500,1.66,A -2023-02-02 06:15:00+00:00,10343500,1.66,A -2023-02-02 06:30:00+00:00,10343500,1.67,A -2023-02-02 06:45:00+00:00,10343500,1.66,A -2023-02-02 07:00:00+00:00,10343500,1.66,A -2023-02-02 07:15:00+00:00,10343500,1.66,A -2023-02-02 07:30:00+00:00,10343500,1.66,A -2023-02-02 07:45:00+00:00,10343500,1.66,A -2023-02-02 08:00:00+00:00,10343500,1.66,A -2023-02-02 08:15:00+00:00,10343500,1.66,A -2023-02-02 08:30:00+00:00,10343500,1.66,A -2023-02-02 08:45:00+00:00,10343500,1.67,A -2023-02-02 09:00:00+00:00,10343500,1.66,A -2023-02-02 09:15:00+00:00,10343500,1.66,A -2023-02-02 09:30:00+00:00,10343500,1.66,A -2023-02-02 09:45:00+00:00,10343500,1.66,A -2023-02-02 10:00:00+00:00,10343500,1.66,A -2023-02-02 10:15:00+00:00,10343500,1.66,A -2023-02-02 10:30:00+00:00,10343500,1.66,A -2023-02-02 10:45:00+00:00,10343500,1.66,A -2023-02-02 11:00:00+00:00,10343500,1.66,A -2023-02-02 11:15:00+00:00,10343500,1.66,A -2023-02-02 11:30:00+00:00,10343500,1.66,A -2023-02-02 11:45:00+00:00,10343500,1.66,A -2023-02-02 12:00:00+00:00,10343500,1.67,A -2023-02-02 12:15:00+00:00,10343500,1.67,A -2023-02-02 12:30:00+00:00,10343500,1.66,A -2023-02-02 12:45:00+00:00,10343500,1.67,A -2023-02-02 13:00:00+00:00,10343500,1.67,A -2023-02-02 13:15:00+00:00,10343500,1.67,A -2023-02-02 13:30:00+00:00,10343500,1.66,A -2023-02-02 13:45:00+00:00,10343500,1.66,A -2023-02-02 14:00:00+00:00,10343500,1.66,A -2023-02-02 14:15:00+00:00,10343500,1.66,A -2023-02-02 14:30:00+00:00,10343500,1.66,A -2023-02-02 14:45:00+00:00,10343500,1.66,A -2023-02-02 15:00:00+00:00,10343500,1.66,A -2023-02-02 15:15:00+00:00,10343500,1.66,A -2023-02-02 15:30:00+00:00,10343500,1.66,A -2023-02-02 15:45:00+00:00,10343500,1.66,A -2023-02-02 16:00:00+00:00,10343500,1.66,A -2023-02-02 16:15:00+00:00,10343500,1.66,A -2023-02-02 16:30:00+00:00,10343500,1.66,A -2023-02-02 16:45:00+00:00,10343500,1.66,A -2023-02-02 17:00:00+00:00,10343500,1.66,A -2023-02-02 17:15:00+00:00,10343500,1.66,A -2023-02-02 17:30:00+00:00,10343500,1.66,A -2023-02-02 17:45:00+00:00,10343500,1.66,A -2023-02-02 18:00:00+00:00,10343500,1.66,A -2023-02-02 18:15:00+00:00,10343500,1.66,A -2023-02-02 18:30:00+00:00,10343500,1.66,A -2023-02-02 18:45:00+00:00,10343500,1.66,A -2023-02-02 19:00:00+00:00,10343500,1.66,A -2023-02-02 19:15:00+00:00,10343500,1.66,A -2023-02-02 19:30:00+00:00,10343500,1.66,A -2023-02-02 19:45:00+00:00,10343500,1.66,A -2023-02-02 20:00:00+00:00,10343500,1.66,A -2023-02-02 20:15:00+00:00,10343500,1.66,A -2023-02-02 20:30:00+00:00,10343500,1.66,A -2023-02-02 20:45:00+00:00,10343500,1.66,A -2023-02-02 21:00:00+00:00,10343500,1.66,A -2023-02-02 21:15:00+00:00,10343500,1.66,A -2023-02-02 21:30:00+00:00,10343500,1.66,A -2023-02-02 21:45:00+00:00,10343500,1.66,A -2023-02-02 22:00:00+00:00,10343500,1.66,A -2023-02-02 22:15:00+00:00,10343500,1.66,A -2023-02-02 22:30:00+00:00,10343500,1.66,A -2023-02-02 22:45:00+00:00,10343500,1.66,A -2023-02-02 23:00:00+00:00,10343500,1.66,A -2023-02-02 23:15:00+00:00,10343500,1.66,A -2023-02-02 23:30:00+00:00,10343500,1.66,A -2023-02-02 23:45:00+00:00,10343500,1.66,A -2023-02-03 00:00:00+00:00,10343500,1.66,A -2023-02-03 00:15:00+00:00,10343500,1.66,A -2023-02-03 00:30:00+00:00,10343500,1.66,A -2023-02-03 00:45:00+00:00,10343500,1.66,A -2023-02-03 01:00:00+00:00,10343500,1.66,A -2023-02-03 01:15:00+00:00,10343500,1.66,A -2023-02-03 01:30:00+00:00,10343500,1.66,A -2023-02-03 01:45:00+00:00,10343500,1.66,A -2023-02-03 02:00:00+00:00,10343500,1.66,A -2023-02-03 02:15:00+00:00,10343500,1.66,A -2023-02-03 02:30:00+00:00,10343500,1.66,A -2023-02-03 02:45:00+00:00,10343500,1.66,A -2023-02-03 03:00:00+00:00,10343500,1.66,A -2023-02-03 03:15:00+00:00,10343500,1.66,A -2023-02-03 03:30:00+00:00,10343500,1.66,A -2023-02-03 03:45:00+00:00,10343500,1.66,A -2023-02-03 04:00:00+00:00,10343500,1.66,A -2023-02-03 04:15:00+00:00,10343500,1.67,A -2023-02-03 04:30:00+00:00,10343500,1.66,A -2023-02-03 04:45:00+00:00,10343500,1.66,A -2023-02-03 05:00:00+00:00,10343500,1.66,A -2023-02-03 05:15:00+00:00,10343500,1.66,A -2023-02-03 05:30:00+00:00,10343500,1.66,A -2023-02-03 05:45:00+00:00,10343500,1.66,A -2023-02-03 06:00:00+00:00,10343500,1.66,A -2023-02-03 06:15:00+00:00,10343500,1.66,A -2023-02-03 06:30:00+00:00,10343500,1.66,A -2023-02-03 06:45:00+00:00,10343500,1.66,A -2023-02-03 07:00:00+00:00,10343500,1.66,A -2023-02-03 07:15:00+00:00,10343500,1.66,A -2023-02-03 07:30:00+00:00,10343500,1.66,A -2023-02-03 07:45:00+00:00,10343500,1.66,A -2023-02-03 08:00:00+00:00,10343500,1.66,A -2023-02-03 08:15:00+00:00,10343500,1.66,A -2023-02-03 08:30:00+00:00,10343500,1.66,A -2023-02-03 08:45:00+00:00,10343500,1.66,A -2023-02-03 09:00:00+00:00,10343500,1.66,A -2023-02-03 09:15:00+00:00,10343500,1.66,A -2023-02-03 09:30:00+00:00,10343500,1.66,A -2023-02-03 09:45:00+00:00,10343500,1.66,A -2023-02-03 10:00:00+00:00,10343500,1.66,A -2023-02-03 10:15:00+00:00,10343500,1.66,A -2023-02-03 10:30:00+00:00,10343500,1.66,A -2023-02-03 10:45:00+00:00,10343500,1.66,A -2023-02-03 11:00:00+00:00,10343500,1.66,A -2023-02-03 11:15:00+00:00,10343500,1.66,A -2023-02-03 11:30:00+00:00,10343500,1.66,A -2023-02-03 11:45:00+00:00,10343500,1.66,A -2023-02-03 12:00:00+00:00,10343500,1.66,A -2023-02-03 12:15:00+00:00,10343500,1.66,A -2023-02-03 12:30:00+00:00,10343500,1.66,A -2023-02-03 12:45:00+00:00,10343500,1.66,A -2023-02-03 13:00:00+00:00,10343500,1.66,A -2023-02-03 13:15:00+00:00,10343500,1.66,A -2023-02-03 13:30:00+00:00,10343500,1.66,A -2023-02-03 13:45:00+00:00,10343500,1.66,A -2023-02-03 14:00:00+00:00,10343500,1.66,A -2023-02-03 14:15:00+00:00,10343500,1.66,A -2023-02-03 14:30:00+00:00,10343500,1.66,A -2023-02-03 14:45:00+00:00,10343500,1.66,A -2023-02-03 15:00:00+00:00,10343500,1.66,A -2023-02-03 15:15:00+00:00,10343500,1.66,A -2023-02-03 15:30:00+00:00,10343500,1.66,A -2023-02-03 15:45:00+00:00,10343500,1.66,A -2023-02-03 16:00:00+00:00,10343500,1.66,A -2023-02-03 16:15:00+00:00,10343500,1.66,A -2023-02-03 16:30:00+00:00,10343500,1.66,A -2023-02-03 16:45:00+00:00,10343500,1.66,A -2023-02-03 17:00:00+00:00,10343500,1.66,A -2023-02-03 17:15:00+00:00,10343500,1.66,A -2023-02-03 17:30:00+00:00,10343500,1.66,A -2023-02-03 17:45:00+00:00,10343500,1.66,A -2023-02-03 18:00:00+00:00,10343500,1.66,A -2023-02-03 18:15:00+00:00,10343500,1.66,A -2023-02-03 18:30:00+00:00,10343500,1.66,A -2023-02-03 18:45:00+00:00,10343500,1.66,A -2023-02-03 19:00:00+00:00,10343500,1.66,A -2023-02-03 19:15:00+00:00,10343500,1.66,A -2023-02-03 19:30:00+00:00,10343500,1.66,A -2023-02-03 19:45:00+00:00,10343500,1.66,A -2023-02-03 20:00:00+00:00,10343500,1.66,A -2023-02-03 20:15:00+00:00,10343500,1.66,A -2023-02-03 20:30:00+00:00,10343500,1.66,A -2023-02-03 20:45:00+00:00,10343500,1.66,A -2023-02-03 21:00:00+00:00,10343500,1.66,A -2023-02-03 21:15:00+00:00,10343500,1.66,A -2023-02-03 21:30:00+00:00,10343500,1.66,A -2023-02-03 21:45:00+00:00,10343500,1.66,A -2023-02-03 22:00:00+00:00,10343500,1.66,A -2023-02-03 22:15:00+00:00,10343500,1.66,A -2023-02-03 22:30:00+00:00,10343500,1.66,A -2023-02-03 22:45:00+00:00,10343500,1.66,A -2023-02-03 23:00:00+00:00,10343500,1.66,A -2023-02-03 23:15:00+00:00,10343500,1.66,A -2023-02-03 23:30:00+00:00,10343500,1.66,A -2023-02-03 23:45:00+00:00,10343500,1.66,A -2023-02-04 00:00:00+00:00,10343500,1.66,A -2023-02-04 00:15:00+00:00,10343500,1.66,A -2023-02-04 00:30:00+00:00,10343500,1.66,A -2023-02-04 00:45:00+00:00,10343500,1.66,A -2023-02-04 01:00:00+00:00,10343500,1.66,A -2023-02-04 01:15:00+00:00,10343500,1.66,A -2023-02-04 01:30:00+00:00,10343500,1.66,A -2023-02-04 01:45:00+00:00,10343500,1.66,A -2023-02-04 02:00:00+00:00,10343500,1.66,A -2023-02-04 02:15:00+00:00,10343500,1.66,A -2023-02-04 02:30:00+00:00,10343500,1.66,A -2023-02-04 02:45:00+00:00,10343500,1.66,A -2023-02-04 03:00:00+00:00,10343500,1.66,A -2023-02-04 03:15:00+00:00,10343500,1.66,A -2023-02-04 03:30:00+00:00,10343500,1.66,A -2023-02-04 03:45:00+00:00,10343500,1.66,A -2023-02-04 04:00:00+00:00,10343500,1.66,A -2023-02-04 04:15:00+00:00,10343500,1.66,A -2023-02-04 04:30:00+00:00,10343500,1.66,A -2023-02-04 04:45:00+00:00,10343500,1.66,A -2023-02-04 05:00:00+00:00,10343500,1.66,A -2023-02-04 05:15:00+00:00,10343500,1.66,A -2023-02-04 05:30:00+00:00,10343500,1.66,A -2023-02-04 05:45:00+00:00,10343500,1.66,A -2023-02-04 06:00:00+00:00,10343500,1.66,A -2023-02-04 06:15:00+00:00,10343500,1.66,A -2023-02-04 06:30:00+00:00,10343500,1.66,A -2023-02-04 06:45:00+00:00,10343500,1.66,A -2023-02-04 07:00:00+00:00,10343500,1.66,A -2023-02-04 07:15:00+00:00,10343500,1.66,A -2023-02-04 07:30:00+00:00,10343500,1.66,A -2023-02-04 07:45:00+00:00,10343500,1.66,A -2023-02-04 08:00:00+00:00,10343500,1.66,A -2023-02-04 08:15:00+00:00,10343500,1.66,A -2023-02-04 08:30:00+00:00,10343500,1.66,A -2023-02-04 08:45:00+00:00,10343500,1.66,A -2023-02-04 09:00:00+00:00,10343500,1.66,A -2023-02-04 09:15:00+00:00,10343500,1.66,A -2023-02-04 09:30:00+00:00,10343500,1.66,A -2023-02-04 09:45:00+00:00,10343500,1.66,A -2023-02-04 10:00:00+00:00,10343500,1.66,A -2023-02-04 10:15:00+00:00,10343500,1.66,A -2023-02-04 10:30:00+00:00,10343500,1.66,A -2023-02-04 10:45:00+00:00,10343500,1.66,A -2023-02-04 11:00:00+00:00,10343500,1.66,A -2023-02-04 11:15:00+00:00,10343500,1.66,A -2023-02-04 11:30:00+00:00,10343500,1.66,A -2023-02-04 11:45:00+00:00,10343500,1.66,A -2023-02-04 12:00:00+00:00,10343500,1.66,A -2023-02-04 12:15:00+00:00,10343500,1.66,A -2023-02-04 12:30:00+00:00,10343500,1.66,A -2023-02-04 12:45:00+00:00,10343500,1.66,A -2023-02-04 13:00:00+00:00,10343500,1.66,A -2023-02-04 13:15:00+00:00,10343500,1.66,A -2023-02-04 13:30:00+00:00,10343500,1.66,A -2023-02-04 13:45:00+00:00,10343500,1.66,A -2023-02-04 14:00:00+00:00,10343500,1.66,A -2023-02-04 14:15:00+00:00,10343500,1.66,A -2023-02-04 14:30:00+00:00,10343500,1.66,A -2023-02-04 14:45:00+00:00,10343500,1.66,A -2023-02-04 15:00:00+00:00,10343500,1.66,A -2023-02-04 15:15:00+00:00,10343500,1.65,A -2023-02-04 15:30:00+00:00,10343500,1.66,A -2023-02-04 15:45:00+00:00,10343500,1.66,A -2023-02-04 16:00:00+00:00,10343500,1.66,A -2023-02-04 16:15:00+00:00,10343500,1.66,A -2023-02-04 16:30:00+00:00,10343500,1.66,A -2023-02-04 16:45:00+00:00,10343500,1.66,A -2023-02-04 17:00:00+00:00,10343500,1.66,A -2023-02-04 17:15:00+00:00,10343500,1.66,A -2023-02-04 17:30:00+00:00,10343500,1.66,A -2023-02-04 17:45:00+00:00,10343500,1.66,A -2023-02-04 18:00:00+00:00,10343500,1.66,A -2023-02-04 18:15:00+00:00,10343500,1.66,A -2023-02-04 18:30:00+00:00,10343500,1.66,A -2023-02-04 18:45:00+00:00,10343500,1.66,A -2023-02-04 19:00:00+00:00,10343500,1.65,A -2023-02-04 19:15:00+00:00,10343500,1.66,A -2023-02-04 19:30:00+00:00,10343500,1.66,A -2023-02-04 19:45:00+00:00,10343500,1.66,A -2023-02-04 20:00:00+00:00,10343500,1.66,A -2023-02-04 20:15:00+00:00,10343500,1.66,A -2023-02-04 20:30:00+00:00,10343500,1.66,A -2023-02-04 20:45:00+00:00,10343500,1.66,A -2023-02-04 21:00:00+00:00,10343500,1.66,A -2023-02-04 21:15:00+00:00,10343500,1.66,A -2023-02-04 21:30:00+00:00,10343500,1.66,A -2023-02-04 21:45:00+00:00,10343500,1.66,A -2023-02-04 22:00:00+00:00,10343500,1.66,A -2023-02-04 22:15:00+00:00,10343500,1.66,A -2023-02-04 22:30:00+00:00,10343500,1.66,A -2023-02-04 22:45:00+00:00,10343500,1.66,A -2023-02-04 23:00:00+00:00,10343500,1.66,A -2023-02-04 23:15:00+00:00,10343500,1.66,A -2023-02-04 23:30:00+00:00,10343500,1.66,A -2023-02-04 23:45:00+00:00,10343500,1.66,A -2023-02-05 00:00:00+00:00,10343500,1.66,A -2023-02-05 00:15:00+00:00,10343500,1.66,A -2023-02-05 00:30:00+00:00,10343500,1.66,A -2023-02-05 00:45:00+00:00,10343500,1.66,A -2023-02-05 01:00:00+00:00,10343500,1.66,A -2023-02-05 01:15:00+00:00,10343500,1.66,A -2023-02-05 01:30:00+00:00,10343500,1.66,A -2023-02-05 01:45:00+00:00,10343500,1.66,A -2023-02-05 02:00:00+00:00,10343500,1.66,A -2023-02-05 02:15:00+00:00,10343500,1.66,A -2023-02-05 02:30:00+00:00,10343500,1.66,A -2023-02-05 02:45:00+00:00,10343500,1.66,A -2023-02-05 03:00:00+00:00,10343500,1.66,A -2023-02-05 03:15:00+00:00,10343500,1.67,A -2023-02-05 03:30:00+00:00,10343500,1.66,A -2023-02-05 03:45:00+00:00,10343500,1.67,A -2023-02-05 04:00:00+00:00,10343500,1.67,A -2023-02-05 04:15:00+00:00,10343500,1.67,A -2023-02-05 04:30:00+00:00,10343500,1.67,A -2023-02-05 04:45:00+00:00,10343500,1.67,A -2023-02-05 05:00:00+00:00,10343500,1.68,A -2023-02-05 05:15:00+00:00,10343500,1.68,A -2023-02-05 05:30:00+00:00,10343500,1.68,A -2023-02-05 05:45:00+00:00,10343500,1.68,A -2023-02-05 06:00:00+00:00,10343500,1.68,A -2023-02-05 06:15:00+00:00,10343500,1.69,A -2023-02-05 06:30:00+00:00,10343500,1.69,A -2023-02-05 06:45:00+00:00,10343500,1.69,A -2023-02-05 07:00:00+00:00,10343500,1.7,A -2023-02-05 07:15:00+00:00,10343500,1.69,A -2023-02-05 07:30:00+00:00,10343500,1.69,A -2023-02-05 07:45:00+00:00,10343500,1.69,A -2023-02-05 08:00:00+00:00,10343500,1.69,A -2023-02-05 08:15:00+00:00,10343500,1.69,A -2023-02-05 08:30:00+00:00,10343500,1.69,A -2023-02-05 08:45:00+00:00,10343500,1.69,A -2023-02-05 09:00:00+00:00,10343500,1.69,A -2023-02-05 09:15:00+00:00,10343500,1.7,A -2023-02-05 09:30:00+00:00,10343500,1.69,A -2023-02-05 09:45:00+00:00,10343500,1.69,A -2023-02-05 10:00:00+00:00,10343500,1.69,A -2023-02-05 10:15:00+00:00,10343500,1.69,A -2023-02-05 10:30:00+00:00,10343500,1.69,A -2023-02-05 10:45:00+00:00,10343500,1.68,A -2023-02-05 11:00:00+00:00,10343500,1.68,A -2023-02-05 11:15:00+00:00,10343500,1.69,A -2023-02-05 11:30:00+00:00,10343500,1.68,A -2023-02-05 11:45:00+00:00,10343500,1.69,A -2023-02-05 12:00:00+00:00,10343500,1.68,A -2023-02-05 12:15:00+00:00,10343500,1.68,A -2023-02-05 12:30:00+00:00,10343500,1.68,A -2023-02-05 12:45:00+00:00,10343500,1.68,A -2023-02-05 13:00:00+00:00,10343500,1.68,A -2023-02-05 13:15:00+00:00,10343500,1.68,A -2023-02-05 13:30:00+00:00,10343500,1.68,A -2023-02-05 13:45:00+00:00,10343500,1.68,A -2023-02-05 14:00:00+00:00,10343500,1.68,A -2023-02-05 14:15:00+00:00,10343500,1.68,A -2023-02-05 14:30:00+00:00,10343500,1.68,A -2023-02-05 14:45:00+00:00,10343500,1.68,A -2023-02-05 15:00:00+00:00,10343500,1.68,A -2023-02-05 15:15:00+00:00,10343500,1.68,A -2023-02-05 15:30:00+00:00,10343500,1.68,A -2023-02-05 15:45:00+00:00,10343500,1.68,A -2023-02-05 16:00:00+00:00,10343500,1.68,A -2023-02-05 16:15:00+00:00,10343500,1.68,A -2023-02-05 16:30:00+00:00,10343500,1.68,A -2023-02-05 16:45:00+00:00,10343500,1.68,A -2023-02-05 17:00:00+00:00,10343500,1.68,A -2023-02-05 17:15:00+00:00,10343500,1.68,A -2023-02-05 17:30:00+00:00,10343500,1.68,A -2023-02-05 17:45:00+00:00,10343500,1.68,A -2023-02-05 18:00:00+00:00,10343500,1.68,A -2023-02-05 18:15:00+00:00,10343500,1.68,A -2023-02-05 18:30:00+00:00,10343500,1.68,A -2023-02-05 18:45:00+00:00,10343500,1.68,A -2023-02-05 19:00:00+00:00,10343500,1.68,A -2023-02-05 19:15:00+00:00,10343500,1.67,A -2023-02-05 19:30:00+00:00,10343500,1.68,A -2023-02-05 19:45:00+00:00,10343500,1.68,A -2023-02-05 20:00:00+00:00,10343500,1.68,A -2023-02-05 20:15:00+00:00,10343500,1.67,A -2023-02-05 20:30:00+00:00,10343500,1.68,A -2023-02-05 20:45:00+00:00,10343500,1.68,A -2023-02-05 21:00:00+00:00,10343500,1.67,A -2023-02-05 21:15:00+00:00,10343500,1.67,A -2023-02-05 21:30:00+00:00,10343500,1.67,A -2023-02-05 21:45:00+00:00,10343500,1.67,A -2023-02-05 22:00:00+00:00,10343500,1.67,A -2023-02-05 22:15:00+00:00,10343500,1.67,A -2023-02-05 22:30:00+00:00,10343500,1.67,A -2023-02-05 22:45:00+00:00,10343500,1.67,A -2023-02-05 23:00:00+00:00,10343500,1.67,A -2023-02-05 23:15:00+00:00,10343500,1.67,A -2023-02-05 23:30:00+00:00,10343500,1.67,A -2023-02-05 23:45:00+00:00,10343500,1.68,A -2023-02-06 00:00:00+00:00,10343500,1.67,A -2023-02-06 00:15:00+00:00,10343500,1.68,A -2023-02-06 00:30:00+00:00,10343500,1.67,A -2023-02-06 00:45:00+00:00,10343500,1.67,A -2023-02-06 01:00:00+00:00,10343500,1.67,A -2023-02-06 01:15:00+00:00,10343500,1.68,A -2023-02-06 01:30:00+00:00,10343500,1.67,A -2023-02-06 01:45:00+00:00,10343500,1.67,A -2023-02-06 02:00:00+00:00,10343500,1.67,A -2023-02-06 02:15:00+00:00,10343500,1.67,A -2023-02-06 02:30:00+00:00,10343500,1.67,A -2023-02-06 02:45:00+00:00,10343500,1.67,A -2023-02-06 03:00:00+00:00,10343500,1.67,A -2023-02-06 03:15:00+00:00,10343500,1.67,A -2023-02-06 03:30:00+00:00,10343500,1.66,A -2023-02-06 03:45:00+00:00,10343500,1.66,A -2023-02-06 04:00:00+00:00,10343500,1.67,A -2023-02-06 04:15:00+00:00,10343500,1.66,A -2023-02-06 04:30:00+00:00,10343500,1.66,A -2023-02-06 04:45:00+00:00,10343500,1.66,A -2023-02-06 05:00:00+00:00,10343500,1.67,A -2023-02-06 05:15:00+00:00,10343500,1.66,A -2023-02-06 05:30:00+00:00,10343500,1.66,A -2023-02-06 05:45:00+00:00,10343500,1.66,A -2023-02-06 06:00:00+00:00,10343500,1.66,A -2023-02-06 06:15:00+00:00,10343500,1.66,A -2023-02-06 06:30:00+00:00,10343500,1.66,A -2023-02-06 06:45:00+00:00,10343500,1.66,A -2023-02-06 07:00:00+00:00,10343500,1.67,A -2023-02-06 07:15:00+00:00,10343500,1.66,A -2023-02-06 07:30:00+00:00,10343500,1.66,A -2023-02-06 07:45:00+00:00,10343500,1.66,A -2023-02-06 08:00:00+00:00,10343500,1.66,A -2023-02-06 08:15:00+00:00,10343500,1.66,A -2023-02-06 08:30:00+00:00,10343500,1.66,A -2023-02-06 08:45:00+00:00,10343500,1.66,A -2023-02-06 09:00:00+00:00,10343500,1.66,A -2023-02-06 09:15:00+00:00,10343500,1.66,A -2023-02-06 09:30:00+00:00,10343500,1.66,A -2023-02-06 09:45:00+00:00,10343500,1.66,A -2023-02-06 10:00:00+00:00,10343500,1.66,A -2023-02-06 10:15:00+00:00,10343500,1.66,A -2023-02-06 10:30:00+00:00,10343500,1.66,A -2023-02-06 10:45:00+00:00,10343500,1.66,A -2023-02-06 11:00:00+00:00,10343500,1.66,A -2023-02-06 11:15:00+00:00,10343500,1.66,A -2023-02-06 11:30:00+00:00,10343500,1.66,A -2023-02-06 11:45:00+00:00,10343500,1.66,A -2023-02-06 12:00:00+00:00,10343500,1.66,A -2023-02-06 12:15:00+00:00,10343500,1.66,A -2023-02-06 12:30:00+00:00,10343500,1.66,A -2023-02-06 12:45:00+00:00,10343500,1.66,A -2023-02-06 13:00:00+00:00,10343500,1.66,A -2023-02-06 13:15:00+00:00,10343500,1.66,A -2023-02-06 13:30:00+00:00,10343500,1.66,A -2023-02-06 13:45:00+00:00,10343500,1.66,A -2023-02-06 14:00:00+00:00,10343500,1.66,A -2023-02-06 14:15:00+00:00,10343500,1.66,A -2023-02-06 14:30:00+00:00,10343500,1.66,A -2023-02-06 14:45:00+00:00,10343500,1.66,A -2023-02-06 15:00:00+00:00,10343500,1.66,A -2023-02-06 15:15:00+00:00,10343500,1.66,A -2023-02-06 15:30:00+00:00,10343500,1.66,A -2023-02-06 15:45:00+00:00,10343500,1.66,A -2023-02-06 16:00:00+00:00,10343500,1.66,A -2023-02-06 16:15:00+00:00,10343500,1.66,A -2023-02-06 16:30:00+00:00,10343500,1.65,A -2023-02-06 16:45:00+00:00,10343500,1.67,A -2023-02-06 17:00:00+00:00,10343500,1.66,A -2023-02-06 17:15:00+00:00,10343500,1.66,A -2023-02-06 17:30:00+00:00,10343500,1.65,A -2023-02-06 17:45:00+00:00,10343500,1.66,A -2023-02-06 18:00:00+00:00,10343500,1.66,A -2023-02-06 18:15:00+00:00,10343500,1.66,A -2023-02-06 18:30:00+00:00,10343500,1.66,A -2023-02-06 18:45:00+00:00,10343500,1.66,A -2023-02-06 19:00:00+00:00,10343500,1.66,A -2023-02-06 19:15:00+00:00,10343500,1.66,A -2023-02-06 19:30:00+00:00,10343500,1.66,A -2023-02-06 19:45:00+00:00,10343500,1.66,A -2023-02-06 20:00:00+00:00,10343500,1.66,A -2023-02-06 20:15:00+00:00,10343500,1.66,A -2023-02-06 20:30:00+00:00,10343500,1.66,A -2023-02-06 20:45:00+00:00,10343500,1.66,A -2023-02-06 21:00:00+00:00,10343500,1.66,A -2023-02-06 21:15:00+00:00,10343500,1.66,A -2023-02-06 21:30:00+00:00,10343500,1.66,A -2023-02-06 21:45:00+00:00,10343500,1.66,A -2023-02-06 22:00:00+00:00,10343500,1.66,A -2023-02-06 22:15:00+00:00,10343500,1.66,A -2023-02-06 22:30:00+00:00,10343500,1.66,A -2023-02-06 22:45:00+00:00,10343500,1.66,A -2023-02-06 23:00:00+00:00,10343500,1.66,A -2023-02-06 23:15:00+00:00,10343500,1.66,A -2023-02-06 23:30:00+00:00,10343500,1.66,A -2023-02-06 23:45:00+00:00,10343500,1.66,A -2023-02-07 00:00:00+00:00,10343500,1.66,A -2023-02-07 00:15:00+00:00,10343500,1.66,A -2023-02-07 00:30:00+00:00,10343500,1.66,A -2023-02-07 00:45:00+00:00,10343500,1.66,A -2023-02-07 01:00:00+00:00,10343500,1.66,A -2023-02-07 01:15:00+00:00,10343500,1.66,A -2023-02-07 01:30:00+00:00,10343500,1.66,A -2023-02-07 01:45:00+00:00,10343500,1.66,A -2023-02-07 02:00:00+00:00,10343500,1.66,A -2023-02-07 02:15:00+00:00,10343500,1.66,A -2023-02-07 02:30:00+00:00,10343500,1.66,A -2023-02-07 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12:15:00+00:00,10343500,1.65,A -2023-02-09 12:30:00+00:00,10343500,1.65,A -2023-02-09 12:45:00+00:00,10343500,1.65,A -2023-02-09 13:00:00+00:00,10343500,1.65,A -2023-02-09 13:15:00+00:00,10343500,1.65,A -2023-02-09 13:30:00+00:00,10343500,1.65,A -2023-02-09 13:45:00+00:00,10343500,1.65,A -2023-02-09 14:00:00+00:00,10343500,1.65,A -2023-02-09 14:15:00+00:00,10343500,1.65,A -2023-02-09 14:30:00+00:00,10343500,1.65,A -2023-02-09 14:45:00+00:00,10343500,1.65,A -2023-02-09 15:00:00+00:00,10343500,1.65,A -2023-02-09 15:15:00+00:00,10343500,1.65,A -2023-02-09 15:30:00+00:00,10343500,1.65,A -2023-02-09 15:45:00+00:00,10343500,1.65,A -2023-02-09 16:00:00+00:00,10343500,1.65,A -2023-02-09 16:15:00+00:00,10343500,1.65,A -2023-02-09 16:30:00+00:00,10343500,1.65,A -2023-02-09 16:45:00+00:00,10343500,1.65,A -2023-02-09 17:00:00+00:00,10343500,1.65,A -2023-02-09 17:15:00+00:00,10343500,1.65,A -2023-02-09 17:30:00+00:00,10343500,1.65,A -2023-02-09 17:45:00+00:00,10343500,1.65,A -2023-02-09 18:00:00+00:00,10343500,1.65,A -2023-02-09 18:15:00+00:00,10343500,1.65,A -2023-02-09 18:30:00+00:00,10343500,1.65,A -2023-02-09 18:45:00+00:00,10343500,1.65,A -2023-02-09 19:00:00+00:00,10343500,1.65,A -2023-02-09 19:15:00+00:00,10343500,1.65,A -2023-02-09 19:30:00+00:00,10343500,1.65,A -2023-02-09 19:45:00+00:00,10343500,1.65,A -2023-02-09 20:00:00+00:00,10343500,1.65,A -2023-02-09 20:15:00+00:00,10343500,1.65,A -2023-02-09 20:30:00+00:00,10343500,1.65,A -2023-02-09 20:45:00+00:00,10343500,1.65,A -2023-02-09 21:00:00+00:00,10343500,1.65,A -2023-02-09 21:15:00+00:00,10343500,1.65,A -2023-02-09 21:30:00+00:00,10343500,1.65,A -2023-02-09 21:45:00+00:00,10343500,1.65,A -2023-02-09 22:00:00+00:00,10343500,1.65,A -2023-02-09 22:15:00+00:00,10343500,1.65,A -2023-02-09 22:30:00+00:00,10343500,1.65,A -2023-02-09 22:45:00+00:00,10343500,1.65,A -2023-02-09 23:00:00+00:00,10343500,1.65,A -2023-02-09 23:15:00+00:00,10343500,1.65,A -2023-02-09 23:30:00+00:00,10343500,1.65,A -2023-02-09 23:45:00+00:00,10343500,1.65,A -2023-02-10 00:00:00+00:00,10343500,1.66,A -2023-02-10 00:15:00+00:00,10343500,1.66,A -2023-02-10 00:30:00+00:00,10343500,1.66,A -2023-02-10 00:45:00+00:00,10343500,1.66,A -2023-02-10 01:00:00+00:00,10343500,1.66,A -2023-02-10 01:15:00+00:00,10343500,1.66,A -2023-02-10 01:30:00+00:00,10343500,1.66,A -2023-02-10 01:45:00+00:00,10343500,1.66,A -2023-02-10 02:00:00+00:00,10343500,1.66,A -2023-02-10 02:15:00+00:00,10343500,1.66,A -2023-02-10 02:30:00+00:00,10343500,1.66,A -2023-02-10 02:45:00+00:00,10343500,1.66,A -2023-02-10 03:00:00+00:00,10343500,1.66,A -2023-02-10 03:15:00+00:00,10343500,1.66,A -2023-02-10 03:30:00+00:00,10343500,1.66,A -2023-02-10 03:45:00+00:00,10343500,1.66,A -2023-02-10 04:00:00+00:00,10343500,1.66,A -2023-02-10 04:15:00+00:00,10343500,1.66,A -2023-02-10 04:30:00+00:00,10343500,1.66,A -2023-02-10 04:45:00+00:00,10343500,1.66,A -2023-02-10 05:00:00+00:00,10343500,1.66,A -2023-02-10 05:15:00+00:00,10343500,1.66,A -2023-02-10 05:30:00+00:00,10343500,1.66,A -2023-02-10 05:45:00+00:00,10343500,1.65,A -2023-02-10 06:00:00+00:00,10343500,1.66,A -2023-02-10 06:15:00+00:00,10343500,1.65,A -2023-02-10 06:30:00+00:00,10343500,1.66,A -2023-02-10 06:45:00+00:00,10343500,1.66,A -2023-02-10 07:00:00+00:00,10343500,1.66,A -2023-02-10 07:15:00+00:00,10343500,1.66,A -2023-02-10 07:30:00+00:00,10343500,1.66,A -2023-02-10 07:45:00+00:00,10343500,1.66,A -2023-02-10 08:00:00+00:00,10343500,1.66,A -2023-02-10 08:15:00+00:00,10343500,1.65,A -2023-02-10 08:30:00+00:00,10343500,1.66,A -2023-02-10 08:45:00+00:00,10343500,1.66,A -2023-02-10 09:00:00+00:00,10343500,1.66,A -2023-02-10 09:15:00+00:00,10343500,1.66,A -2023-02-10 09:30:00+00:00,10343500,1.66,A -2023-02-10 09:45:00+00:00,10343500,1.65,A -2023-02-10 10:00:00+00:00,10343500,1.66,A -2023-02-10 10:15:00+00:00,10343500,1.66,A -2023-02-10 10:30:00+00:00,10343500,1.66,A -2023-02-10 10:45:00+00:00,10343500,1.65,A -2023-02-10 11:00:00+00:00,10343500,1.66,A -2023-02-10 11:15:00+00:00,10343500,1.65,A -2023-02-10 11:30:00+00:00,10343500,1.65,A -2023-02-10 11:45:00+00:00,10343500,1.65,A -2023-02-10 12:00:00+00:00,10343500,1.65,A -2023-02-10 12:15:00+00:00,10343500,1.66,A -2023-02-10 12:30:00+00:00,10343500,1.65,A -2023-02-10 12:45:00+00:00,10343500,1.65,A -2023-02-10 13:00:00+00:00,10343500,1.65,A -2023-02-10 13:15:00+00:00,10343500,1.65,A -2023-02-10 13:30:00+00:00,10343500,1.66,A -2023-02-10 13:45:00+00:00,10343500,1.66,A -2023-02-10 14:00:00+00:00,10343500,1.65,A -2023-02-10 14:15:00+00:00,10343500,1.65,A -2023-02-10 14:30:00+00:00,10343500,1.65,A -2023-02-10 14:45:00+00:00,10343500,1.65,A -2023-02-10 15:00:00+00:00,10343500,1.66,A -2023-02-10 15:15:00+00:00,10343500,1.66,A -2023-02-10 15:30:00+00:00,10343500,1.66,A -2023-02-10 15:45:00+00:00,10343500,1.65,A -2023-02-10 16:00:00+00:00,10343500,1.65,A -2023-02-10 16:15:00+00:00,10343500,1.66,A -2023-02-10 16:30:00+00:00,10343500,1.66,A -2023-02-10 16:45:00+00:00,10343500,1.66,A -2023-02-10 17:00:00+00:00,10343500,1.65,A -2023-02-10 17:15:00+00:00,10343500,1.66,A -2023-02-10 17:30:00+00:00,10343500,1.65,A -2023-02-10 17:45:00+00:00,10343500,1.65,A -2023-02-10 18:00:00+00:00,10343500,1.65,A -2023-02-10 18:15:00+00:00,10343500,1.65,A -2023-02-10 18:30:00+00:00,10343500,1.65,A -2023-02-10 18:45:00+00:00,10343500,1.65,A -2023-02-10 19:00:00+00:00,10343500,1.65,A -2023-02-10 19:15:00+00:00,10343500,1.65,A -2023-02-10 19:30:00+00:00,10343500,1.65,A -2023-02-10 19:45:00+00:00,10343500,1.65,A -2023-02-10 20:00:00+00:00,10343500,1.65,A -2023-02-10 20:15:00+00:00,10343500,1.65,A -2023-02-10 20:30:00+00:00,10343500,1.65,A -2023-02-10 20:45:00+00:00,10343500,1.65,A -2023-02-10 21:00:00+00:00,10343500,1.65,A -2023-02-10 21:15:00+00:00,10343500,1.65,A -2023-02-10 21:30:00+00:00,10343500,1.66,A -2023-02-10 21:45:00+00:00,10343500,1.66,A -2023-02-10 22:00:00+00:00,10343500,1.65,A -2023-02-10 22:15:00+00:00,10343500,1.66,A -2023-02-10 22:30:00+00:00,10343500,1.66,A -2023-02-10 22:45:00+00:00,10343500,1.66,A -2023-02-10 23:00:00+00:00,10343500,1.66,A -2023-02-10 23:15:00+00:00,10343500,1.66,A -2023-02-10 23:30:00+00:00,10343500,1.66,A -2023-02-10 23:45:00+00:00,10343500,1.66,A -2023-02-11 00:00:00+00:00,10343500,1.66,A -2023-02-11 00:15:00+00:00,10343500,1.66,A -2023-02-11 00:30:00+00:00,10343500,1.66,A -2023-02-11 00:45:00+00:00,10343500,1.66,A -2023-02-11 01:00:00+00:00,10343500,1.66,A -2023-02-11 01:15:00+00:00,10343500,1.66,A -2023-02-11 01:30:00+00:00,10343500,1.66,A -2023-02-11 01:45:00+00:00,10343500,1.66,A -2023-02-11 02:00:00+00:00,10343500,1.66,A -2023-02-11 02:15:00+00:00,10343500,1.66,A -2023-02-11 02:30:00+00:00,10343500,1.67,A -2023-02-11 02:45:00+00:00,10343500,1.66,A -2023-02-11 03:00:00+00:00,10343500,1.66,A -2023-02-11 03:15:00+00:00,10343500,1.66,A -2023-02-11 03:30:00+00:00,10343500,1.67,A -2023-02-11 03:45:00+00:00,10343500,1.67,A -2023-02-11 04:00:00+00:00,10343500,1.66,A -2023-02-11 04:15:00+00:00,10343500,1.66,A -2023-02-11 04:30:00+00:00,10343500,1.66,A -2023-02-11 04:45:00+00:00,10343500,1.67,A -2023-02-11 05:00:00+00:00,10343500,1.66,A -2023-02-11 05:15:00+00:00,10343500,1.66,A -2023-02-11 05:30:00+00:00,10343500,1.66,A -2023-02-11 05:45:00+00:00,10343500,1.66,A -2023-02-11 06:00:00+00:00,10343500,1.66,A -2023-02-11 06:15:00+00:00,10343500,1.66,A -2023-02-11 06:30:00+00:00,10343500,1.66,A -2023-02-11 06:45:00+00:00,10343500,1.66,A -2023-02-11 07:00:00+00:00,10343500,1.66,A -2023-02-11 07:15:00+00:00,10343500,1.66,A -2023-02-11 07:30:00+00:00,10343500,1.66,A -2023-02-11 07:45:00+00:00,10343500,1.66,A -2023-02-11 08:00:00+00:00,10343500,1.66,A -2023-02-11 08:15:00+00:00,10343500,1.66,A -2023-02-11 08:30:00+00:00,10343500,1.66,A -2023-02-11 08:45:00+00:00,10343500,1.66,A -2023-02-11 09:00:00+00:00,10343500,1.66,A -2023-02-11 09:15:00+00:00,10343500,1.66,A -2023-02-11 09:30:00+00:00,10343500,1.66,A -2023-02-11 09:45:00+00:00,10343500,1.66,A -2023-02-11 10:00:00+00:00,10343500,1.66,A -2023-02-11 10:15:00+00:00,10343500,1.66,A -2023-02-11 10:30:00+00:00,10343500,1.66,A -2023-02-11 10:45:00+00:00,10343500,1.66,A -2023-02-11 11:00:00+00:00,10343500,1.66,A -2023-02-11 11:15:00+00:00,10343500,1.66,A -2023-02-11 11:30:00+00:00,10343500,1.66,A -2023-02-11 11:45:00+00:00,10343500,1.66,A -2023-02-11 12:00:00+00:00,10343500,1.66,A -2023-02-11 12:15:00+00:00,10343500,1.66,A -2023-02-11 12:30:00+00:00,10343500,1.66,A -2023-02-11 12:45:00+00:00,10343500,1.66,A -2023-02-11 13:00:00+00:00,10343500,1.66,A -2023-02-11 13:15:00+00:00,10343500,1.66,A -2023-02-11 13:30:00+00:00,10343500,1.66,A -2023-02-11 13:45:00+00:00,10343500,1.66,A -2023-02-11 14:00:00+00:00,10343500,1.66,A -2023-02-11 14:15:00+00:00,10343500,1.66,A -2023-02-11 14:30:00+00:00,10343500,1.66,A -2023-02-11 14:45:00+00:00,10343500,1.66,A -2023-02-11 15:00:00+00:00,10343500,1.66,A -2023-02-11 15:15:00+00:00,10343500,1.66,A -2023-02-11 15:30:00+00:00,10343500,1.66,A -2023-02-11 15:45:00+00:00,10343500,1.66,A -2023-02-11 16:00:00+00:00,10343500,1.66,A -2023-02-11 16:15:00+00:00,10343500,1.66,A -2023-02-11 16:30:00+00:00,10343500,1.66,A -2023-02-11 16:45:00+00:00,10343500,1.66,A -2023-02-11 17:00:00+00:00,10343500,1.66,A -2023-02-11 17:15:00+00:00,10343500,1.66,A -2023-02-11 17:30:00+00:00,10343500,1.66,A -2023-02-11 17:45:00+00:00,10343500,1.66,A -2023-02-11 18:00:00+00:00,10343500,1.66,A -2023-02-11 18:15:00+00:00,10343500,1.66,A -2023-02-11 18:30:00+00:00,10343500,1.66,A -2023-02-11 18:45:00+00:00,10343500,1.66,A -2023-02-11 19:00:00+00:00,10343500,1.66,A -2023-02-11 19:15:00+00:00,10343500,1.66,A -2023-02-11 19:30:00+00:00,10343500,1.66,A -2023-02-11 19:45:00+00:00,10343500,1.66,A -2023-02-11 20:00:00+00:00,10343500,1.66,A -2023-02-11 20:15:00+00:00,10343500,1.66,A -2023-02-11 20:30:00+00:00,10343500,1.66,A -2023-02-11 20:45:00+00:00,10343500,1.66,A -2023-02-11 21:00:00+00:00,10343500,1.66,A -2023-02-11 21:15:00+00:00,10343500,1.66,A -2023-02-11 21:30:00+00:00,10343500,1.66,A -2023-02-11 21:45:00+00:00,10343500,1.66,A -2023-02-11 22:00:00+00:00,10343500,1.66,A -2023-02-11 22:15:00+00:00,10343500,1.66,A -2023-02-11 22:30:00+00:00,10343500,1.66,A -2023-02-11 22:45:00+00:00,10343500,1.66,A -2023-02-11 23:00:00+00:00,10343500,1.66,A -2023-02-11 23:15:00+00:00,10343500,1.66,A -2023-02-11 23:30:00+00:00,10343500,1.66,A -2023-02-11 23:45:00+00:00,10343500,1.66,A -2023-02-12 00:00:00+00:00,10343500,1.66,A -2023-02-12 00:15:00+00:00,10343500,1.66,A -2023-02-12 00:30:00+00:00,10343500,1.66,A -2023-02-12 00:45:00+00:00,10343500,1.66,A -2023-02-12 01:00:00+00:00,10343500,1.66,A -2023-02-12 01:15:00+00:00,10343500,1.66,A -2023-02-12 01:30:00+00:00,10343500,1.66,A -2023-02-12 01:45:00+00:00,10343500,1.66,A -2023-02-12 02:00:00+00:00,10343500,1.66,A -2023-02-12 02:15:00+00:00,10343500,1.66,A -2023-02-12 02:30:00+00:00,10343500,1.66,A -2023-02-12 02:45:00+00:00,10343500,1.66,A -2023-02-12 03:00:00+00:00,10343500,1.66,A -2023-02-12 03:15:00+00:00,10343500,1.66,A -2023-02-12 03:30:00+00:00,10343500,1.66,A -2023-02-12 03:45:00+00:00,10343500,1.65,A -2023-02-12 04:00:00+00:00,10343500,1.66,A -2023-02-12 04:15:00+00:00,10343500,1.66,A -2023-02-12 04:30:00+00:00,10343500,1.66,A -2023-02-12 04:45:00+00:00,10343500,1.65,A -2023-02-12 05:00:00+00:00,10343500,1.65,A -2023-02-12 05:15:00+00:00,10343500,1.66,A -2023-02-12 05:30:00+00:00,10343500,1.66,A -2023-02-12 05:45:00+00:00,10343500,1.65,A -2023-02-12 06:00:00+00:00,10343500,1.65,A -2023-02-12 06:15:00+00:00,10343500,1.65,A -2023-02-12 06:30:00+00:00,10343500,1.65,A -2023-02-12 06:45:00+00:00,10343500,1.65,A -2023-02-12 07:00:00+00:00,10343500,1.65,A -2023-02-12 07:15:00+00:00,10343500,1.65,A -2023-02-12 07:30:00+00:00,10343500,1.66,A -2023-02-12 07:45:00+00:00,10343500,1.66,A -2023-02-12 08:00:00+00:00,10343500,1.65,A -2023-02-12 08:15:00+00:00,10343500,1.66,A -2023-02-12 08:30:00+00:00,10343500,1.66,A -2023-02-12 08:45:00+00:00,10343500,1.66,A -2023-02-12 09:00:00+00:00,10343500,1.65,A -2023-02-12 09:15:00+00:00,10343500,1.65,A -2023-02-12 09:30:00+00:00,10343500,1.65,A -2023-02-12 09:45:00+00:00,10343500,1.65,A -2023-02-12 10:00:00+00:00,10343500,1.65,A -2023-02-12 10:15:00+00:00,10343500,1.65,A -2023-02-12 10:30:00+00:00,10343500,1.65,A -2023-02-12 10:45:00+00:00,10343500,1.65,A -2023-02-12 11:00:00+00:00,10343500,1.65,A -2023-02-12 11:15:00+00:00,10343500,1.66,A -2023-02-12 11:30:00+00:00,10343500,1.65,A -2023-02-12 11:45:00+00:00,10343500,1.66,A -2023-02-12 12:00:00+00:00,10343500,1.65,A -2023-02-12 12:15:00+00:00,10343500,1.65,A -2023-02-12 12:30:00+00:00,10343500,1.65,A -2023-02-12 12:45:00+00:00,10343500,1.65,A -2023-02-12 13:00:00+00:00,10343500,1.65,A -2023-02-12 13:15:00+00:00,10343500,1.66,A -2023-02-12 13:30:00+00:00,10343500,1.65,A -2023-02-12 13:45:00+00:00,10343500,1.65,A -2023-02-12 14:00:00+00:00,10343500,1.65,A -2023-02-12 14:15:00+00:00,10343500,1.65,A -2023-02-12 14:30:00+00:00,10343500,1.65,A -2023-02-12 14:45:00+00:00,10343500,1.65,A -2023-02-12 15:00:00+00:00,10343500,1.66,A -2023-02-12 15:15:00+00:00,10343500,1.65,A -2023-02-12 15:30:00+00:00,10343500,1.65,A -2023-02-12 15:45:00+00:00,10343500,1.65,A -2023-02-12 16:00:00+00:00,10343500,1.65,A -2023-02-12 16:15:00+00:00,10343500,1.65,A -2023-02-12 16:30:00+00:00,10343500,1.65,A -2023-02-12 16:45:00+00:00,10343500,1.65,A -2023-02-12 17:00:00+00:00,10343500,1.65,A -2023-02-12 17:15:00+00:00,10343500,1.65,A -2023-02-12 17:30:00+00:00,10343500,1.65,A -2023-02-12 17:45:00+00:00,10343500,1.65,A -2023-02-12 18:00:00+00:00,10343500,1.65,A -2023-02-12 18:15:00+00:00,10343500,1.66,A -2023-02-12 18:30:00+00:00,10343500,1.65,A -2023-02-12 18:45:00+00:00,10343500,1.65,A -2023-02-12 19:00:00+00:00,10343500,1.65,A -2023-02-12 19:15:00+00:00,10343500,1.65,A -2023-02-12 19:30:00+00:00,10343500,1.65,A -2023-02-12 19:45:00+00:00,10343500,1.65,A -2023-02-12 20:00:00+00:00,10343500,1.65,A -2023-02-12 20:15:00+00:00,10343500,1.65,A -2023-02-12 20:30:00+00:00,10343500,1.65,A -2023-02-12 20:45:00+00:00,10343500,1.65,A -2023-02-12 21:00:00+00:00,10343500,1.65,A -2023-02-12 21:15:00+00:00,10343500,1.65,A -2023-02-12 21:30:00+00:00,10343500,1.65,A -2023-02-12 21:45:00+00:00,10343500,1.65,A -2023-02-12 22:00:00+00:00,10343500,1.65,A -2023-02-12 22:15:00+00:00,10343500,1.65,A -2023-02-12 22:30:00+00:00,10343500,1.65,A -2023-02-12 22:45:00+00:00,10343500,1.65,A -2023-02-12 23:00:00+00:00,10343500,1.65,A -2023-02-12 23:15:00+00:00,10343500,1.65,A -2023-02-12 23:30:00+00:00,10343500,1.65,A -2023-02-12 23:45:00+00:00,10343500,1.65,A -2023-02-13 00:00:00+00:00,10343500,1.66,A -2023-02-13 00:15:00+00:00,10343500,1.65,A -2023-02-13 00:30:00+00:00,10343500,1.65,A -2023-02-13 00:45:00+00:00,10343500,1.65,A -2023-02-13 01:00:00+00:00,10343500,1.65,A -2023-02-13 01:15:00+00:00,10343500,1.65,A -2023-02-13 01:30:00+00:00,10343500,1.66,A -2023-02-13 01:45:00+00:00,10343500,1.65,A -2023-02-13 02:00:00+00:00,10343500,1.65,A -2023-02-13 02:15:00+00:00,10343500,1.65,A -2023-02-13 02:30:00+00:00,10343500,1.65,A -2023-02-13 02:45:00+00:00,10343500,1.66,A -2023-02-13 03:00:00+00:00,10343500,1.65,A -2023-02-13 03:15:00+00:00,10343500,1.65,A -2023-02-13 03:30:00+00:00,10343500,1.65,A -2023-02-13 03:45:00+00:00,10343500,1.66,A -2023-02-13 04:00:00+00:00,10343500,1.65,A -2023-02-13 04:15:00+00:00,10343500,1.65,A -2023-02-13 04:30:00+00:00,10343500,1.65,A -2023-02-13 04:45:00+00:00,10343500,1.65,A -2023-02-13 05:00:00+00:00,10343500,1.65,A -2023-02-13 05:15:00+00:00,10343500,1.65,A -2023-02-13 05:30:00+00:00,10343500,1.65,A -2023-02-13 05:45:00+00:00,10343500,1.65,A -2023-02-13 06:00:00+00:00,10343500,1.65,A -2023-02-13 06:15:00+00:00,10343500,1.65,A -2023-02-13 06:30:00+00:00,10343500,1.65,A -2023-02-13 06:45:00+00:00,10343500,1.65,A -2023-02-13 07:00:00+00:00,10343500,1.65,A -2023-02-13 07:15:00+00:00,10343500,1.65,A -2023-02-13 07:30:00+00:00,10343500,1.65,A -2023-02-13 07:45:00+00:00,10343500,1.65,A -2023-02-13 08:00:00+00:00,10343500,1.65,A -2023-02-13 08:15:00+00:00,10343500,1.65,A -2023-02-13 08:30:00+00:00,10343500,1.65,A -2023-02-13 08:45:00+00:00,10343500,1.65,A -2023-02-13 09:00:00+00:00,10343500,1.65,A -2023-02-13 09:15:00+00:00,10343500,1.65,A -2023-02-13 09:30:00+00:00,10343500,1.65,A -2023-02-13 09:45:00+00:00,10343500,1.65,A -2023-02-13 10:00:00+00:00,10343500,1.65,A -2023-02-13 10:15:00+00:00,10343500,1.65,A -2023-02-13 10:30:00+00:00,10343500,1.65,A -2023-02-13 10:45:00+00:00,10343500,1.65,A -2023-02-13 11:00:00+00:00,10343500,1.65,A -2023-02-13 11:15:00+00:00,10343500,1.65,A -2023-02-13 11:30:00+00:00,10343500,1.65,A -2023-02-13 11:45:00+00:00,10343500,1.65,A -2023-02-13 12:00:00+00:00,10343500,1.65,A -2023-02-13 12:15:00+00:00,10343500,1.65,A -2023-02-13 12:30:00+00:00,10343500,1.65,A -2023-02-13 12:45:00+00:00,10343500,1.65,A -2023-02-13 13:00:00+00:00,10343500,1.65,A -2023-02-13 13:15:00+00:00,10343500,1.65,A -2023-02-13 13:30:00+00:00,10343500,1.65,A -2023-02-13 13:45:00+00:00,10343500,1.65,A -2023-02-13 14:00:00+00:00,10343500,1.65,A -2023-02-13 14:15:00+00:00,10343500,1.65,A -2023-02-13 14:30:00+00:00,10343500,1.65,A -2023-02-13 14:45:00+00:00,10343500,1.65,A -2023-02-13 15:00:00+00:00,10343500,1.65,A -2023-02-13 15:15:00+00:00,10343500,1.65,A -2023-02-13 15:30:00+00:00,10343500,1.65,A -2023-02-13 15:45:00+00:00,10343500,1.65,A -2023-02-13 16:00:00+00:00,10343500,1.65,A -2023-02-13 16:15:00+00:00,10343500,1.65,A -2023-02-13 16:30:00+00:00,10343500,1.65,A -2023-02-13 16:45:00+00:00,10343500,1.65,A -2023-02-13 17:00:00+00:00,10343500,1.65,A -2023-02-13 17:15:00+00:00,10343500,1.65,A -2023-02-13 17:30:00+00:00,10343500,1.65,A -2023-02-13 17:45:00+00:00,10343500,1.65,A -2023-02-13 18:00:00+00:00,10343500,1.65,A -2023-02-13 18:15:00+00:00,10343500,1.65,A -2023-02-13 18:30:00+00:00,10343500,1.65,A -2023-02-13 18:45:00+00:00,10343500,1.65,A -2023-02-13 19:00:00+00:00,10343500,1.65,A -2023-02-13 19:15:00+00:00,10343500,1.65,A -2023-02-13 19:30:00+00:00,10343500,1.65,A -2023-02-13 19:45:00+00:00,10343500,1.61,A -2023-02-13 20:00:00+00:00,10343500,1.65,A -2023-02-13 20:15:00+00:00,10343500,1.66,A -2023-02-13 20:30:00+00:00,10343500,1.65,A -2023-02-13 20:45:00+00:00,10343500,1.65,A -2023-02-13 21:00:00+00:00,10343500,1.65,A -2023-02-13 21:15:00+00:00,10343500,1.65,A -2023-02-13 21:30:00+00:00,10343500,1.65,A -2023-02-13 21:45:00+00:00,10343500,1.65,A -2023-02-13 22:00:00+00:00,10343500,1.65,A -2023-02-13 22:15:00+00:00,10343500,1.65,A -2023-02-13 22:30:00+00:00,10343500,1.65,A -2023-02-13 22:45:00+00:00,10343500,1.65,A -2023-02-13 23:00:00+00:00,10343500,1.66,A -2023-02-13 23:15:00+00:00,10343500,1.65,A -2023-02-13 23:30:00+00:00,10343500,1.66,A -2023-02-13 23:45:00+00:00,10343500,1.65,A -2023-02-14 00:00:00+00:00,10343500,1.65,A -2023-02-14 00:15:00+00:00,10343500,1.66,A -2023-02-14 00:30:00+00:00,10343500,1.66,A -2023-02-14 00:45:00+00:00,10343500,1.65,A -2023-02-14 01:00:00+00:00,10343500,1.65,A -2023-02-14 01:15:00+00:00,10343500,1.65,A -2023-02-14 01:30:00+00:00,10343500,1.65,A -2023-02-14 01:45:00+00:00,10343500,1.66,A -2023-02-14 02:00:00+00:00,10343500,1.66,A -2023-02-14 02:15:00+00:00,10343500,1.66,A -2023-02-14 02:30:00+00:00,10343500,1.65,A -2023-02-14 02:45:00+00:00,10343500,1.66,A -2023-02-14 03:00:00+00:00,10343500,1.65,A -2023-02-14 03:15:00+00:00,10343500,1.66,A -2023-02-14 03:30:00+00:00,10343500,1.66,A -2023-02-14 03:45:00+00:00,10343500,1.65,A -2023-02-14 04:00:00+00:00,10343500,1.65,A -2023-02-14 04:15:00+00:00,10343500,1.65,A -2023-02-14 04:30:00+00:00,10343500,1.65,A -2023-02-14 04:45:00+00:00,10343500,1.65,A -2023-02-14 05:00:00+00:00,10343500,1.65,A -2023-02-14 05:15:00+00:00,10343500,1.65,A -2023-02-14 05:30:00+00:00,10343500,1.65,A -2023-02-14 05:45:00+00:00,10343500,1.65,A -2023-02-14 06:00:00+00:00,10343500,1.65,A -2023-02-14 06:15:00+00:00,10343500,1.65,A -2023-02-14 06:30:00+00:00,10343500,1.65,A -2023-02-14 06:45:00+00:00,10343500,1.65,A -2023-02-14 07:00:00+00:00,10343500,1.65,A -2023-02-14 07:15:00+00:00,10343500,1.65,A -2023-02-14 07:30:00+00:00,10343500,1.65,A -2023-02-14 07:45:00+00:00,10343500,1.65,A -2023-02-14 08:00:00+00:00,10343500,1.65,A -2023-02-14 08:15:00+00:00,10343500,1.65,A -2023-02-14 08:30:00+00:00,10343500,1.65,A -2023-02-14 08:45:00+00:00,10343500,1.65,A -2023-02-14 09:00:00+00:00,10343500,1.65,A -2023-02-14 09:15:00+00:00,10343500,1.65,A -2023-02-14 09:30:00+00:00,10343500,1.65,A -2023-02-14 09:45:00+00:00,10343500,1.65,A -2023-02-14 10:00:00+00:00,10343500,1.65,A -2023-02-14 10:15:00+00:00,10343500,1.65,A -2023-02-14 10:30:00+00:00,10343500,1.65,A -2023-02-14 10:45:00+00:00,10343500,1.65,A -2023-02-14 11:00:00+00:00,10343500,1.66,A -2023-02-14 11:15:00+00:00,10343500,1.65,A -2023-02-14 11:30:00+00:00,10343500,1.65,A -2023-02-14 11:45:00+00:00,10343500,1.65,A -2023-02-14 12:00:00+00:00,10343500,1.65,A -2023-02-14 12:15:00+00:00,10343500,1.65,A -2023-02-14 12:30:00+00:00,10343500,1.65,A -2023-02-14 12:45:00+00:00,10343500,1.65,A -2023-02-14 13:00:00+00:00,10343500,1.65,A -2023-02-14 13:15:00+00:00,10343500,1.65,A -2023-02-14 13:30:00+00:00,10343500,1.65,A -2023-02-14 13:45:00+00:00,10343500,1.65,A -2023-02-14 14:00:00+00:00,10343500,1.65,A -2023-02-14 14:15:00+00:00,10343500,1.65,A -2023-02-14 14:30:00+00:00,10343500,1.65,A -2023-02-14 14:45:00+00:00,10343500,1.65,A -2023-02-14 15:00:00+00:00,10343500,1.65,A -2023-02-14 15:15:00+00:00,10343500,1.65,A -2023-02-14 15:30:00+00:00,10343500,1.65,A -2023-02-14 15:45:00+00:00,10343500,1.65,A -2023-02-14 16:00:00+00:00,10343500,1.65,A -2023-02-14 16:15:00+00:00,10343500,1.65,A -2023-02-14 16:30:00+00:00,10343500,1.65,A -2023-02-14 16:45:00+00:00,10343500,1.65,A -2023-02-14 17:00:00+00:00,10343500,1.65,A -2023-02-14 17:15:00+00:00,10343500,1.65,A -2023-02-14 17:30:00+00:00,10343500,1.65,A -2023-02-14 17:45:00+00:00,10343500,1.65,A -2023-02-14 18:00:00+00:00,10343500,1.65,A -2023-02-14 18:15:00+00:00,10343500,1.65,A -2023-02-14 18:30:00+00:00,10343500,1.65,A -2023-02-14 18:45:00+00:00,10343500,1.65,A -2023-02-14 19:00:00+00:00,10343500,1.65,A -2023-02-14 19:15:00+00:00,10343500,1.65,A -2023-02-14 19:30:00+00:00,10343500,1.65,A -2023-02-14 19:45:00+00:00,10343500,1.65,A -2023-02-14 20:00:00+00:00,10343500,1.65,A -2023-02-14 20:15:00+00:00,10343500,1.65,A -2023-02-14 20:30:00+00:00,10343500,1.65,A -2023-02-14 20:45:00+00:00,10343500,1.65,A -2023-02-14 21:00:00+00:00,10343500,1.65,A -2023-02-14 21:15:00+00:00,10343500,1.65,A -2023-02-14 21:30:00+00:00,10343500,1.65,A -2023-02-14 21:45:00+00:00,10343500,1.65,A -2023-02-14 22:00:00+00:00,10343500,1.65,A -2023-02-14 22:15:00+00:00,10343500,1.65,A -2023-02-14 22:30:00+00:00,10343500,1.65,A -2023-02-14 22:45:00+00:00,10343500,1.65,A -2023-02-14 23:00:00+00:00,10343500,1.65,A -2023-02-14 23:15:00+00:00,10343500,1.65,A -2023-02-14 23:30:00+00:00,10343500,1.65,A -2023-02-14 23:45:00+00:00,10343500,1.65,A -2023-02-15 00:00:00+00:00,10343500,1.65,A -2023-02-15 00:15:00+00:00,10343500,1.65,A -2023-02-15 00:30:00+00:00,10343500,1.65,A -2023-02-15 00:45:00+00:00,10343500,1.65,A -2023-02-15 01:00:00+00:00,10343500,1.65,A -2023-02-15 01:15:00+00:00,10343500,1.65,A -2023-02-15 01:30:00+00:00,10343500,1.65,A -2023-02-15 01:45:00+00:00,10343500,1.65,A -2023-02-15 02:00:00+00:00,10343500,1.65,A -2023-02-15 02:15:00+00:00,10343500,1.65,A -2023-02-15 02:30:00+00:00,10343500,1.65,A -2023-02-15 02:45:00+00:00,10343500,1.65,A -2023-02-15 03:00:00+00:00,10343500,1.65,A -2023-02-15 03:15:00+00:00,10343500,1.65,A -2023-02-15 03:30:00+00:00,10343500,1.65,A -2023-02-15 03:45:00+00:00,10343500,1.65,A -2023-02-15 04:00:00+00:00,10343500,1.65,A -2023-02-15 04:15:00+00:00,10343500,1.65,A -2023-02-15 04:30:00+00:00,10343500,1.65,A -2023-02-15 04:45:00+00:00,10343500,1.65,A -2023-02-15 05:00:00+00:00,10343500,1.65,A -2023-02-15 05:15:00+00:00,10343500,1.65,A -2023-02-15 05:30:00+00:00,10343500,1.65,A -2023-02-15 05:45:00+00:00,10343500,1.65,A -2023-02-15 06:00:00+00:00,10343500,1.65,A -2023-02-15 06:15:00+00:00,10343500,1.64,A -2023-02-15 06:30:00+00:00,10343500,1.64,A -2023-02-15 06:45:00+00:00,10343500,1.64,A -2023-02-15 07:00:00+00:00,10343500,1.65,A -2023-02-15 07:15:00+00:00,10343500,1.65,A -2023-02-15 07:30:00+00:00,10343500,1.65,A -2023-02-15 07:45:00+00:00,10343500,1.64,A -2023-02-15 08:00:00+00:00,10343500,1.65,A -2023-02-15 08:15:00+00:00,10343500,1.64,A -2023-02-15 08:30:00+00:00,10343500,1.65,A -2023-02-15 08:45:00+00:00,10343500,1.64,A -2023-02-15 09:00:00+00:00,10343500,1.64,A -2023-02-15 09:15:00+00:00,10343500,1.65,A -2023-02-15 09:30:00+00:00,10343500,1.64,A -2023-02-15 09:45:00+00:00,10343500,1.64,A -2023-02-15 10:00:00+00:00,10343500,1.64,A -2023-02-15 10:15:00+00:00,10343500,1.64,A -2023-02-15 10:30:00+00:00,10343500,1.64,A -2023-02-15 10:45:00+00:00,10343500,1.64,A -2023-02-15 11:00:00+00:00,10343500,1.64,A -2023-02-15 11:15:00+00:00,10343500,1.65,A -2023-02-15 11:30:00+00:00,10343500,1.64,A -2023-02-15 11:45:00+00:00,10343500,1.64,A -2023-02-15 12:00:00+00:00,10343500,1.64,A -2023-02-15 12:15:00+00:00,10343500,1.64,A -2023-02-15 12:30:00+00:00,10343500,1.64,A -2023-02-15 12:45:00+00:00,10343500,1.64,A -2023-02-15 13:00:00+00:00,10343500,1.64,A -2023-02-15 13:15:00+00:00,10343500,1.64,A -2023-02-15 13:30:00+00:00,10343500,1.64,A -2023-02-15 13:45:00+00:00,10343500,1.64,A -2023-02-15 14:00:00+00:00,10343500,1.64,A -2023-02-15 14:15:00+00:00,10343500,1.64,A -2023-02-15 14:30:00+00:00,10343500,1.64,A -2023-02-15 14:45:00+00:00,10343500,1.64,A -2023-02-15 15:00:00+00:00,10343500,1.64,A -2023-02-15 15:15:00+00:00,10343500,1.64,A -2023-02-15 15:30:00+00:00,10343500,1.64,A -2023-02-15 15:45:00+00:00,10343500,1.64,A -2023-02-15 16:00:00+00:00,10343500,1.64,A -2023-02-15 16:15:00+00:00,10343500,1.64,A -2023-02-15 16:30:00+00:00,10343500,1.64,A -2023-02-15 16:45:00+00:00,10343500,1.64,A -2023-02-15 17:00:00+00:00,10343500,1.64,A -2023-02-15 17:15:00+00:00,10343500,1.65,A -2023-02-15 17:30:00+00:00,10343500,1.65,A -2023-02-15 17:45:00+00:00,10343500,1.65,A -2023-02-15 18:00:00+00:00,10343500,1.64,A -2023-02-15 18:15:00+00:00,10343500,1.65,A -2023-02-15 18:30:00+00:00,10343500,1.64,A -2023-02-15 18:45:00+00:00,10343500,1.64,A -2023-02-15 19:00:00+00:00,10343500,1.64,A -2023-02-15 19:15:00+00:00,10343500,1.64,A -2023-02-15 19:30:00+00:00,10343500,1.64,A -2023-02-15 19:45:00+00:00,10343500,1.64,A -2023-02-15 20:00:00+00:00,10343500,1.64,A -2023-02-15 20:15:00+00:00,10343500,1.64,A -2023-02-15 20:30:00+00:00,10343500,1.64,A -2023-02-15 20:45:00+00:00,10343500,1.64,A -2023-02-15 21:00:00+00:00,10343500,1.64,A -2023-02-15 21:15:00+00:00,10343500,1.64,A -2023-02-15 21:30:00+00:00,10343500,1.64,A -2023-02-15 21:45:00+00:00,10343500,1.64,A -2023-02-15 22:00:00+00:00,10343500,1.64,A -2023-02-15 22:15:00+00:00,10343500,1.64,A -2023-02-15 22:30:00+00:00,10343500,1.64,A -2023-02-15 22:45:00+00:00,10343500,1.64,A -2023-02-15 23:00:00+00:00,10343500,1.64,A -2023-02-15 23:15:00+00:00,10343500,1.64,A -2023-02-15 23:30:00+00:00,10343500,1.64,A -2023-02-15 23:45:00+00:00,10343500,1.64,A -2023-02-16 00:00:00+00:00,10343500,1.64,A -2023-02-16 00:15:00+00:00,10343500,1.64,A -2023-02-16 00:30:00+00:00,10343500,1.64,A -2023-02-16 00:45:00+00:00,10343500,1.64,A -2023-02-16 01:00:00+00:00,10343500,1.64,A -2023-02-16 01:15:00+00:00,10343500,1.64,A -2023-02-16 01:30:00+00:00,10343500,1.64,A -2023-02-16 01:45:00+00:00,10343500,1.64,A -2023-02-16 02:00:00+00:00,10343500,1.64,A -2023-02-16 02:15:00+00:00,10343500,1.64,A -2023-02-16 02:30:00+00:00,10343500,1.64,A -2023-02-16 02:45:00+00:00,10343500,1.64,A -2023-02-16 03:00:00+00:00,10343500,1.64,A -2023-02-16 03:15:00+00:00,10343500,1.64,A -2023-02-16 03:30:00+00:00,10343500,1.64,A -2023-02-16 03:45:00+00:00,10343500,1.64,A -2023-02-16 04:00:00+00:00,10343500,1.64,A -2023-02-16 04:15:00+00:00,10343500,1.64,A -2023-02-16 04:30:00+00:00,10343500,1.64,A -2023-02-16 04:45:00+00:00,10343500,1.64,A -2023-02-16 05:00:00+00:00,10343500,1.64,A -2023-02-16 05:15:00+00:00,10343500,1.64,A -2023-02-16 05:30:00+00:00,10343500,1.64,A -2023-02-16 05:45:00+00:00,10343500,1.64,A -2023-02-16 06:00:00+00:00,10343500,1.64,A -2023-02-16 06:15:00+00:00,10343500,1.64,A -2023-02-16 06:30:00+00:00,10343500,1.64,A -2023-02-16 06:45:00+00:00,10343500,1.64,A -2023-02-16 07:00:00+00:00,10343500,1.64,A -2023-02-16 07:15:00+00:00,10343500,1.64,A -2023-02-16 07:30:00+00:00,10343500,1.64,A -2023-02-16 07:45:00+00:00,10343500,1.64,A -2023-02-16 08:00:00+00:00,10343500,1.64,A -2023-02-16 08:15:00+00:00,10343500,1.64,A -2023-02-16 08:30:00+00:00,10343500,1.64,A -2023-02-16 08:45:00+00:00,10343500,1.64,A -2023-02-16 09:00:00+00:00,10343500,1.64,A -2023-02-16 09:15:00+00:00,10343500,1.64,A -2023-02-16 09:30:00+00:00,10343500,1.64,A -2023-02-16 09:45:00+00:00,10343500,1.63,A -2023-02-16 10:00:00+00:00,10343500,1.63,A -2023-02-16 10:15:00+00:00,10343500,1.63,A -2023-02-16 10:30:00+00:00,10343500,1.63,A -2023-02-16 10:45:00+00:00,10343500,1.63,A -2023-02-16 11:00:00+00:00,10343500,1.63,A -2023-02-16 11:15:00+00:00,10343500,1.63,A -2023-02-16 11:30:00+00:00,10343500,1.64,A -2023-02-16 11:45:00+00:00,10343500,1.63,A -2023-02-16 12:00:00+00:00,10343500,1.63,A -2023-02-16 12:15:00+00:00,10343500,1.63,A -2023-02-16 12:30:00+00:00,10343500,1.63,A -2023-02-16 12:45:00+00:00,10343500,1.63,A -2023-02-16 13:00:00+00:00,10343500,1.63,A -2023-02-16 13:15:00+00:00,10343500,1.63,A -2023-02-16 13:30:00+00:00,10343500,1.63,A -2023-02-16 13:45:00+00:00,10343500,1.63,A -2023-02-16 14:00:00+00:00,10343500,1.63,A -2023-02-16 14:15:00+00:00,10343500,1.64,A -2023-02-16 14:30:00+00:00,10343500,1.64,A -2023-02-16 14:45:00+00:00,10343500,1.64,A -2023-02-16 15:00:00+00:00,10343500,1.64,A -2023-02-16 15:15:00+00:00,10343500,1.64,A -2023-02-16 15:30:00+00:00,10343500,1.64,A -2023-02-16 15:45:00+00:00,10343500,1.64,A -2023-02-16 16:00:00+00:00,10343500,1.64,A -2023-02-16 16:15:00+00:00,10343500,1.65,A -2023-02-16 16:30:00+00:00,10343500,1.66,A -2023-02-16 16:45:00+00:00,10343500,1.66,A -2023-02-16 17:00:00+00:00,10343500,1.67,A -2023-02-16 17:15:00+00:00,10343500,1.68,A -2023-02-16 17:30:00+00:00,10343500,1.69,A -2023-02-16 17:45:00+00:00,10343500,1.7,A -2023-02-16 18:00:00+00:00,10343500,1.69,A -2023-02-16 18:15:00+00:00,10343500,1.69,A -2023-02-16 18:30:00+00:00,10343500,1.69,A -2023-02-16 18:45:00+00:00,10343500,1.69,A -2023-02-16 19:00:00+00:00,10343500,1.68,A -2023-02-16 19:15:00+00:00,10343500,1.68,A -2023-02-16 19:30:00+00:00,10343500,1.66,A -2023-02-16 19:45:00+00:00,10343500,1.66,A -2023-02-16 20:00:00+00:00,10343500,1.66,A -2023-02-16 20:15:00+00:00,10343500,1.65,A -2023-02-16 20:30:00+00:00,10343500,1.65,A -2023-02-16 20:45:00+00:00,10343500,1.65,A -2023-02-16 21:00:00+00:00,10343500,1.64,A -2023-02-16 21:15:00+00:00,10343500,1.64,A -2023-02-16 21:30:00+00:00,10343500,1.64,A -2023-02-16 21:45:00+00:00,10343500,1.64,A -2023-02-16 22:00:00+00:00,10343500,1.64,A -2023-02-16 22:15:00+00:00,10343500,1.64,A -2023-02-16 22:30:00+00:00,10343500,1.64,A -2023-02-16 22:45:00+00:00,10343500,1.64,A -2023-02-16 23:00:00+00:00,10343500,1.64,A -2023-02-16 23:15:00+00:00,10343500,1.64,A -2023-02-16 23:30:00+00:00,10343500,1.64,A -2023-02-16 23:45:00+00:00,10343500,1.64,A -2023-02-17 00:00:00+00:00,10343500,1.64,A -2023-02-17 00:15:00+00:00,10343500,1.64,A -2023-02-17 00:30:00+00:00,10343500,1.64,A -2023-02-17 00:45:00+00:00,10343500,1.64,A -2023-02-17 01:00:00+00:00,10343500,1.64,A -2023-02-17 01:15:00+00:00,10343500,1.64,A -2023-02-17 01:30:00+00:00,10343500,1.64,A -2023-02-17 01:45:00+00:00,10343500,1.64,A -2023-02-17 02:00:00+00:00,10343500,1.64,A -2023-02-17 02:15:00+00:00,10343500,1.64,A -2023-02-17 02:30:00+00:00,10343500,1.64,A -2023-02-17 02:45:00+00:00,10343500,1.64,A -2023-02-17 03:00:00+00:00,10343500,1.64,A -2023-02-17 03:15:00+00:00,10343500,1.64,A -2023-02-17 03:30:00+00:00,10343500,1.64,A -2023-02-17 03:45:00+00:00,10343500,1.64,A -2023-02-17 04:00:00+00:00,10343500,1.64,A -2023-02-17 04:15:00+00:00,10343500,1.64,A -2023-02-17 04:30:00+00:00,10343500,1.64,A -2023-02-17 04:45:00+00:00,10343500,1.64,A -2023-02-17 05:00:00+00:00,10343500,1.64,A -2023-02-17 05:15:00+00:00,10343500,1.64,A -2023-02-17 05:30:00+00:00,10343500,1.64,A -2023-02-17 05:45:00+00:00,10343500,1.64,A -2023-02-17 06:00:00+00:00,10343500,1.64,A -2023-02-17 06:15:00+00:00,10343500,1.64,A -2023-02-17 06:30:00+00:00,10343500,1.64,A -2023-02-17 06:45:00+00:00,10343500,1.64,A -2023-02-17 07:00:00+00:00,10343500,1.64,A -2023-02-17 07:15:00+00:00,10343500,1.64,A -2023-02-17 07:30:00+00:00,10343500,1.64,A -2023-02-17 07:45:00+00:00,10343500,1.64,A -2023-02-17 08:00:00+00:00,10343500,1.64,A -2023-02-17 08:15:00+00:00,10343500,1.64,A -2023-02-17 08:30:00+00:00,10343500,1.64,A -2023-02-17 08:45:00+00:00,10343500,1.64,A -2023-02-17 09:00:00+00:00,10343500,1.64,A -2023-02-17 09:15:00+00:00,10343500,1.64,A -2023-02-17 09:30:00+00:00,10343500,1.64,A -2023-02-17 09:45:00+00:00,10343500,1.64,A -2023-02-17 10:00:00+00:00,10343500,1.64,A -2023-02-17 10:15:00+00:00,10343500,1.64,A -2023-02-17 10:30:00+00:00,10343500,1.64,A -2023-02-17 10:45:00+00:00,10343500,1.64,A -2023-02-17 11:00:00+00:00,10343500,1.64,A -2023-02-17 11:15:00+00:00,10343500,1.64,A -2023-02-17 11:30:00+00:00,10343500,1.64,A -2023-02-17 11:45:00+00:00,10343500,1.64,A -2023-02-17 12:00:00+00:00,10343500,1.64,A -2023-02-17 12:15:00+00:00,10343500,1.64,A -2023-02-17 12:30:00+00:00,10343500,1.64,A -2023-02-17 12:45:00+00:00,10343500,1.64,A -2023-02-17 13:00:00+00:00,10343500,1.64,A -2023-02-17 13:15:00+00:00,10343500,1.64,A -2023-02-17 13:30:00+00:00,10343500,1.64,A -2023-02-17 13:45:00+00:00,10343500,1.64,A -2023-02-17 14:00:00+00:00,10343500,1.64,A -2023-02-17 14:15:00+00:00,10343500,1.64,A -2023-02-17 14:30:00+00:00,10343500,1.64,A -2023-02-17 14:45:00+00:00,10343500,1.65,A -2023-02-17 15:00:00+00:00,10343500,1.64,A -2023-02-17 15:15:00+00:00,10343500,1.64,A -2023-02-17 15:30:00+00:00,10343500,1.64,A -2023-02-17 15:45:00+00:00,10343500,1.64,A -2023-02-17 16:00:00+00:00,10343500,1.64,A -2023-02-17 16:15:00+00:00,10343500,1.64,A -2023-02-17 16:30:00+00:00,10343500,1.64,A -2023-02-17 16:45:00+00:00,10343500,1.64,A -2023-02-17 17:00:00+00:00,10343500,1.64,A -2023-02-17 17:15:00+00:00,10343500,1.64,A -2023-02-17 17:30:00+00:00,10343500,1.64,A -2023-02-17 17:45:00+00:00,10343500,1.64,A -2023-02-17 18:00:00+00:00,10343500,1.64,A -2023-02-17 18:15:00+00:00,10343500,1.64,A -2023-02-17 18:30:00+00:00,10343500,1.64,A -2023-02-17 18:45:00+00:00,10343500,1.64,A -2023-02-17 19:00:00+00:00,10343500,1.64,A -2023-02-17 19:15:00+00:00,10343500,1.64,A -2023-02-17 19:30:00+00:00,10343500,1.64,A -2023-02-17 19:45:00+00:00,10343500,1.64,A -2023-02-17 20:00:00+00:00,10343500,1.64,A -2023-02-17 20:15:00+00:00,10343500,1.64,A -2023-02-17 20:30:00+00:00,10343500,1.64,A -2023-02-17 20:45:00+00:00,10343500,1.64,A -2023-02-17 21:00:00+00:00,10343500,1.64,A -2023-02-17 21:15:00+00:00,10343500,1.64,A -2023-02-17 21:30:00+00:00,10343500,1.64,A -2023-02-17 21:45:00+00:00,10343500,1.64,A -2023-02-17 22:00:00+00:00,10343500,1.64,A -2023-02-17 22:15:00+00:00,10343500,1.64,A -2023-02-17 22:30:00+00:00,10343500,1.64,A -2023-02-17 22:45:00+00:00,10343500,1.65,A -2023-02-17 23:00:00+00:00,10343500,1.64,A -2023-02-17 23:15:00+00:00,10343500,1.64,A -2023-02-17 23:30:00+00:00,10343500,1.64,A -2023-02-17 23:45:00+00:00,10343500,1.64,A -2023-02-18 00:00:00+00:00,10343500,1.64,A -2023-02-18 00:15:00+00:00,10343500,1.64,A -2023-02-18 00:30:00+00:00,10343500,1.64,A -2023-02-18 00:45:00+00:00,10343500,1.64,A -2023-02-18 01:00:00+00:00,10343500,1.64,A -2023-02-18 01:15:00+00:00,10343500,1.64,A -2023-02-18 01:30:00+00:00,10343500,1.64,A -2023-02-18 01:45:00+00:00,10343500,1.64,A -2023-02-18 02:00:00+00:00,10343500,1.64,A -2023-02-18 02:15:00+00:00,10343500,1.64,A -2023-02-18 02:30:00+00:00,10343500,1.64,A -2023-02-18 02:45:00+00:00,10343500,1.64,A -2023-02-18 03:00:00+00:00,10343500,1.64,A -2023-02-18 03:15:00+00:00,10343500,1.64,A -2023-02-18 03:30:00+00:00,10343500,1.64,A -2023-02-18 03:45:00+00:00,10343500,1.64,A -2023-02-18 04:00:00+00:00,10343500,1.64,A -2023-02-18 04:15:00+00:00,10343500,1.64,A -2023-02-18 04:30:00+00:00,10343500,1.64,A -2023-02-18 04:45:00+00:00,10343500,1.64,A -2023-02-18 05:00:00+00:00,10343500,1.64,A -2023-02-18 05:15:00+00:00,10343500,1.64,A -2023-02-18 05:30:00+00:00,10343500,1.64,A -2023-02-18 05:45:00+00:00,10343500,1.64,A -2023-02-18 06:00:00+00:00,10343500,1.64,A -2023-02-18 06:15:00+00:00,10343500,1.64,A -2023-02-18 06:30:00+00:00,10343500,1.64,A -2023-02-18 06:45:00+00:00,10343500,1.64,A -2023-02-18 07:00:00+00:00,10343500,1.64,A -2023-02-18 07:15:00+00:00,10343500,1.64,A -2023-02-18 07:30:00+00:00,10343500,1.64,A -2023-02-18 07:45:00+00:00,10343500,1.64,A -2023-02-18 08:00:00+00:00,10343500,1.64,A -2023-02-18 08:15:00+00:00,10343500,1.64,A -2023-02-18 08:30:00+00:00,10343500,1.64,A -2023-02-18 08:45:00+00:00,10343500,1.64,A -2023-02-18 09:00:00+00:00,10343500,1.64,A -2023-02-18 09:15:00+00:00,10343500,1.64,A -2023-02-18 09:30:00+00:00,10343500,1.64,A -2023-02-18 09:45:00+00:00,10343500,1.64,A -2023-02-18 10:00:00+00:00,10343500,1.64,A -2023-02-18 10:15:00+00:00,10343500,1.64,A -2023-02-18 10:30:00+00:00,10343500,1.64,A -2023-02-18 10:45:00+00:00,10343500,1.64,A -2023-02-18 11:00:00+00:00,10343500,1.64,A -2023-02-18 11:15:00+00:00,10343500,1.64,A -2023-02-18 11:30:00+00:00,10343500,1.64,A -2023-02-18 11:45:00+00:00,10343500,1.64,A -2023-02-18 12:00:00+00:00,10343500,1.64,A -2023-02-18 12:15:00+00:00,10343500,1.63,A -2023-02-18 12:30:00+00:00,10343500,1.64,A -2023-02-18 12:45:00+00:00,10343500,1.64,A -2023-02-18 13:00:00+00:00,10343500,1.64,A -2023-02-18 13:15:00+00:00,10343500,1.63,A -2023-02-18 13:30:00+00:00,10343500,1.64,A -2023-02-18 13:45:00+00:00,10343500,1.64,A -2023-02-18 14:00:00+00:00,10343500,1.64,A -2023-02-18 14:15:00+00:00,10343500,1.64,A -2023-02-18 14:30:00+00:00,10343500,1.64,A -2023-02-18 14:45:00+00:00,10343500,1.64,A -2023-02-18 15:00:00+00:00,10343500,1.64,A -2023-02-18 15:15:00+00:00,10343500,1.64,A -2023-02-18 15:30:00+00:00,10343500,1.64,A -2023-02-18 15:45:00+00:00,10343500,1.63,A -2023-02-18 16:00:00+00:00,10343500,1.64,A -2023-02-18 16:15:00+00:00,10343500,1.64,A -2023-02-18 16:30:00+00:00,10343500,1.64,A -2023-02-18 16:45:00+00:00,10343500,1.64,A -2023-02-18 17:00:00+00:00,10343500,1.64,A -2023-02-18 17:15:00+00:00,10343500,1.64,A -2023-02-18 17:30:00+00:00,10343500,1.64,A -2023-02-18 17:45:00+00:00,10343500,1.64,A -2023-02-18 18:00:00+00:00,10343500,1.64,A -2023-02-18 18:15:00+00:00,10343500,1.64,A -2023-02-18 18:30:00+00:00,10343500,1.64,A -2023-02-18 18:45:00+00:00,10343500,1.64,A -2023-02-18 19:00:00+00:00,10343500,1.64,A -2023-02-18 19:15:00+00:00,10343500,1.64,A -2023-02-18 19:30:00+00:00,10343500,1.64,A -2023-02-18 19:45:00+00:00,10343500,1.64,A -2023-02-18 20:00:00+00:00,10343500,1.64,A -2023-02-18 20:15:00+00:00,10343500,1.64,A -2023-02-18 20:30:00+00:00,10343500,1.64,A -2023-02-18 20:45:00+00:00,10343500,1.64,A -2023-02-18 21:00:00+00:00,10343500,1.64,A -2023-02-18 21:15:00+00:00,10343500,1.64,A -2023-02-18 21:30:00+00:00,10343500,1.64,A -2023-02-18 21:45:00+00:00,10343500,1.64,A -2023-02-18 22:00:00+00:00,10343500,1.64,A -2023-02-18 22:15:00+00:00,10343500,1.64,A -2023-02-18 22:30:00+00:00,10343500,1.64,A -2023-02-18 22:45:00+00:00,10343500,1.64,A -2023-02-18 23:00:00+00:00,10343500,1.64,A -2023-02-18 23:15:00+00:00,10343500,1.64,A -2023-02-18 23:30:00+00:00,10343500,1.64,A -2023-02-18 23:45:00+00:00,10343500,1.64,A -2023-02-19 00:00:00+00:00,10343500,1.64,A -2023-02-19 00:15:00+00:00,10343500,1.64,A -2023-02-19 00:30:00+00:00,10343500,1.64,A -2023-02-19 00:45:00+00:00,10343500,1.64,A -2023-02-19 01:00:00+00:00,10343500,1.64,A -2023-02-19 01:15:00+00:00,10343500,1.64,A -2023-02-19 01:30:00+00:00,10343500,1.64,A -2023-02-19 01:45:00+00:00,10343500,1.64,A -2023-02-19 02:00:00+00:00,10343500,1.64,A -2023-02-19 02:15:00+00:00,10343500,1.64,A -2023-02-19 02:30:00+00:00,10343500,1.64,A -2023-02-19 02:45:00+00:00,10343500,1.64,A -2023-02-19 03:00:00+00:00,10343500,1.64,A -2023-02-19 03:15:00+00:00,10343500,1.64,A -2023-02-19 03:30:00+00:00,10343500,1.64,A -2023-02-19 03:45:00+00:00,10343500,1.64,A -2023-02-19 04:00:00+00:00,10343500,1.64,A -2023-02-19 04:15:00+00:00,10343500,1.64,A -2023-02-19 04:30:00+00:00,10343500,1.64,A -2023-02-19 04:45:00+00:00,10343500,1.64,A -2023-02-19 05:00:00+00:00,10343500,1.64,A -2023-02-19 05:15:00+00:00,10343500,1.64,A -2023-02-19 05:30:00+00:00,10343500,1.64,A -2023-02-19 05:45:00+00:00,10343500,1.64,A -2023-02-19 06:00:00+00:00,10343500,1.64,A -2023-02-19 06:15:00+00:00,10343500,1.64,A -2023-02-19 06:30:00+00:00,10343500,1.64,A -2023-02-19 06:45:00+00:00,10343500,1.64,A -2023-02-19 07:00:00+00:00,10343500,1.63,A -2023-02-19 07:15:00+00:00,10343500,1.64,A -2023-02-19 07:30:00+00:00,10343500,1.64,A -2023-02-19 07:45:00+00:00,10343500,1.63,A -2023-02-19 08:00:00+00:00,10343500,1.64,A -2023-02-19 08:15:00+00:00,10343500,1.64,A -2023-02-19 08:30:00+00:00,10343500,1.64,A -2023-02-19 08:45:00+00:00,10343500,1.64,A -2023-02-19 09:00:00+00:00,10343500,1.63,A -2023-02-19 09:15:00+00:00,10343500,1.63,A -2023-02-19 09:30:00+00:00,10343500,1.63,A -2023-02-19 09:45:00+00:00,10343500,1.64,A -2023-02-19 10:00:00+00:00,10343500,1.63,A -2023-02-19 10:15:00+00:00,10343500,1.64,A -2023-02-19 10:30:00+00:00,10343500,1.64,A -2023-02-19 10:45:00+00:00,10343500,1.64,A -2023-02-19 11:00:00+00:00,10343500,1.63,A -2023-02-19 11:15:00+00:00,10343500,1.64,A -2023-02-19 11:30:00+00:00,10343500,1.64,A -2023-02-19 11:45:00+00:00,10343500,1.63,A -2023-02-19 12:00:00+00:00,10343500,1.64,A -2023-02-19 12:15:00+00:00,10343500,1.64,A -2023-02-19 12:30:00+00:00,10343500,1.64,A -2023-02-19 12:45:00+00:00,10343500,1.63,A -2023-02-19 13:00:00+00:00,10343500,1.64,A -2023-02-19 13:15:00+00:00,10343500,1.64,A -2023-02-19 13:30:00+00:00,10343500,1.64,A -2023-02-19 13:45:00+00:00,10343500,1.63,A -2023-02-19 14:00:00+00:00,10343500,1.64,A -2023-02-19 14:15:00+00:00,10343500,1.64,A -2023-02-19 14:30:00+00:00,10343500,1.63,A -2023-02-19 14:45:00+00:00,10343500,1.63,A -2023-02-19 15:00:00+00:00,10343500,1.64,A -2023-02-19 15:15:00+00:00,10343500,1.63,A -2023-02-19 15:30:00+00:00,10343500,1.63,A -2023-02-19 15:45:00+00:00,10343500,1.63,A -2023-02-19 16:00:00+00:00,10343500,1.64,A -2023-02-19 16:15:00+00:00,10343500,1.63,A -2023-02-19 16:30:00+00:00,10343500,1.63,A -2023-02-19 16:45:00+00:00,10343500,1.63,A -2023-02-19 17:00:00+00:00,10343500,1.63,A -2023-02-19 17:15:00+00:00,10343500,1.64,A -2023-02-19 17:30:00+00:00,10343500,1.63,A -2023-02-19 17:45:00+00:00,10343500,1.64,A -2023-02-19 18:00:00+00:00,10343500,1.63,A -2023-02-19 18:15:00+00:00,10343500,1.63,A -2023-02-19 18:30:00+00:00,10343500,1.63,A -2023-02-19 18:45:00+00:00,10343500,1.63,A -2023-02-19 19:00:00+00:00,10343500,1.63,A -2023-02-19 19:15:00+00:00,10343500,1.63,A -2023-02-19 19:30:00+00:00,10343500,1.63,A -2023-02-19 19:45:00+00:00,10343500,1.63,A -2023-02-19 20:00:00+00:00,10343500,1.63,A -2023-02-19 20:15:00+00:00,10343500,1.64,A -2023-02-19 20:30:00+00:00,10343500,1.64,A -2023-02-19 20:45:00+00:00,10343500,1.64,A -2023-02-19 21:00:00+00:00,10343500,1.64,A -2023-02-19 21:15:00+00:00,10343500,1.63,A -2023-02-19 21:30:00+00:00,10343500,1.63,A -2023-02-19 21:45:00+00:00,10343500,1.63,A -2023-02-19 22:00:00+00:00,10343500,1.64,A -2023-02-19 22:15:00+00:00,10343500,1.64,A -2023-02-19 22:30:00+00:00,10343500,1.64,A -2023-02-19 22:45:00+00:00,10343500,1.64,A -2023-02-19 23:00:00+00:00,10343500,1.64,A -2023-02-19 23:15:00+00:00,10343500,1.63,A -2023-02-19 23:30:00+00:00,10343500,1.64,A -2023-02-19 23:45:00+00:00,10343500,1.63,A -2023-02-20 00:00:00+00:00,10343500,1.64,A -2023-02-20 00:15:00+00:00,10343500,1.64,A -2023-02-20 00:30:00+00:00,10343500,1.64,A -2023-02-20 00:45:00+00:00,10343500,1.64,A -2023-02-20 01:00:00+00:00,10343500,1.64,A -2023-02-20 01:15:00+00:00,10343500,1.64,A -2023-02-20 01:30:00+00:00,10343500,1.64,A -2023-02-20 01:45:00+00:00,10343500,1.64,A -2023-02-20 02:00:00+00:00,10343500,1.64,A -2023-02-20 02:15:00+00:00,10343500,1.64,A -2023-02-20 02:30:00+00:00,10343500,1.64,A -2023-02-20 02:45:00+00:00,10343500,1.64,A -2023-02-20 03:00:00+00:00,10343500,1.64,A -2023-02-20 03:15:00+00:00,10343500,1.64,A -2023-02-20 03:30:00+00:00,10343500,1.64,A -2023-02-20 03:45:00+00:00,10343500,1.64,A -2023-02-20 04:00:00+00:00,10343500,1.64,A -2023-02-20 04:15:00+00:00,10343500,1.64,A -2023-02-20 04:30:00+00:00,10343500,1.63,A -2023-02-20 04:45:00+00:00,10343500,1.63,A -2023-02-20 05:00:00+00:00,10343500,1.64,A -2023-02-20 05:15:00+00:00,10343500,1.63,A -2023-02-20 05:30:00+00:00,10343500,1.63,A -2023-02-20 05:45:00+00:00,10343500,1.63,A -2023-02-20 06:00:00+00:00,10343500,1.64,A -2023-02-20 06:15:00+00:00,10343500,1.63,A -2023-02-20 06:30:00+00:00,10343500,1.63,A -2023-02-20 06:45:00+00:00,10343500,1.63,A -2023-02-20 07:00:00+00:00,10343500,1.64,A -2023-02-20 07:15:00+00:00,10343500,1.63,A -2023-02-20 07:30:00+00:00,10343500,1.63,A -2023-02-20 07:45:00+00:00,10343500,1.63,A -2023-02-20 08:00:00+00:00,10343500,1.63,A -2023-02-20 08:15:00+00:00,10343500,1.63,A -2023-02-20 08:30:00+00:00,10343500,1.63,A -2023-02-20 08:45:00+00:00,10343500,1.63,A -2023-02-20 09:00:00+00:00,10343500,1.63,A -2023-02-20 09:15:00+00:00,10343500,1.63,A -2023-02-20 09:30:00+00:00,10343500,1.63,A -2023-02-20 09:45:00+00:00,10343500,1.63,A -2023-02-20 10:00:00+00:00,10343500,1.64,A -2023-02-20 10:15:00+00:00,10343500,1.63,A -2023-02-20 10:30:00+00:00,10343500,1.63,A -2023-02-20 10:45:00+00:00,10343500,1.63,A -2023-02-20 11:00:00+00:00,10343500,1.63,A -2023-02-20 11:15:00+00:00,10343500,1.63,A -2023-02-20 11:30:00+00:00,10343500,1.63,A -2023-02-20 11:45:00+00:00,10343500,1.63,A -2023-02-20 12:00:00+00:00,10343500,1.63,A -2023-02-20 12:15:00+00:00,10343500,1.63,A -2023-02-20 12:30:00+00:00,10343500,1.63,A -2023-02-20 12:45:00+00:00,10343500,1.63,A -2023-02-20 13:00:00+00:00,10343500,1.63,A -2023-02-20 13:15:00+00:00,10343500,1.63,A -2023-02-20 13:30:00+00:00,10343500,1.63,A -2023-02-20 13:45:00+00:00,10343500,1.63,A -2023-02-20 14:00:00+00:00,10343500,1.63,A -2023-02-20 14:15:00+00:00,10343500,1.63,A -2023-02-20 14:30:00+00:00,10343500,1.63,A -2023-02-20 14:45:00+00:00,10343500,1.63,A -2023-02-20 15:00:00+00:00,10343500,1.63,A -2023-02-20 15:15:00+00:00,10343500,1.63,A -2023-02-20 15:30:00+00:00,10343500,1.63,A -2023-02-20 15:45:00+00:00,10343500,1.63,A -2023-02-20 16:00:00+00:00,10343500,1.63,A -2023-02-20 16:15:00+00:00,10343500,1.63,A -2023-02-20 16:30:00+00:00,10343500,1.63,A -2023-02-20 16:45:00+00:00,10343500,1.63,A -2023-02-20 17:00:00+00:00,10343500,1.63,A -2023-02-20 17:15:00+00:00,10343500,1.63,A -2023-02-20 17:30:00+00:00,10343500,1.63,A -2023-02-20 17:45:00+00:00,10343500,1.63,A -2023-02-20 18:00:00+00:00,10343500,1.63,A -2023-02-20 18:15:00+00:00,10343500,1.63,A -2023-02-20 18:30:00+00:00,10343500,1.63,A -2023-02-20 18:45:00+00:00,10343500,1.63,A -2023-02-20 19:00:00+00:00,10343500,1.63,A -2023-02-20 19:15:00+00:00,10343500,1.63,A -2023-02-20 19:30:00+00:00,10343500,1.63,A -2023-02-20 19:45:00+00:00,10343500,1.63,A -2023-02-20 20:00:00+00:00,10343500,1.63,A -2023-02-20 20:15:00+00:00,10343500,1.63,A -2023-02-20 20:30:00+00:00,10343500,1.63,A -2023-02-20 20:45:00+00:00,10343500,1.63,A -2023-02-20 21:00:00+00:00,10343500,1.63,A -2023-02-20 21:15:00+00:00,10343500,1.63,A -2023-02-20 21:30:00+00:00,10343500,1.63,A -2023-02-20 21:45:00+00:00,10343500,1.63,A -2023-02-20 22:00:00+00:00,10343500,1.63,A -2023-02-20 22:15:00+00:00,10343500,1.63,A -2023-02-20 22:30:00+00:00,10343500,1.64,A -2023-02-20 22:45:00+00:00,10343500,1.64,A -2023-02-20 23:00:00+00:00,10343500,1.63,A -2023-02-20 23:15:00+00:00,10343500,1.64,A -2023-02-20 23:30:00+00:00,10343500,1.64,A -2023-02-20 23:45:00+00:00,10343500,1.64,A -2023-02-21 00:00:00+00:00,10343500,1.64,A -2023-02-21 00:15:00+00:00,10343500,1.64,A -2023-02-21 00:30:00+00:00,10343500,1.64,A -2023-02-21 00:45:00+00:00,10343500,1.64,A -2023-02-21 01:00:00+00:00,10343500,1.64,A -2023-02-21 01:15:00+00:00,10343500,1.64,A -2023-02-21 01:30:00+00:00,10343500,1.64,A -2023-02-21 01:45:00+00:00,10343500,1.64,A -2023-02-21 02:00:00+00:00,10343500,1.64,A -2023-02-21 02:15:00+00:00,10343500,1.64,A -2023-02-21 02:30:00+00:00,10343500,1.64,A -2023-02-21 02:45:00+00:00,10343500,1.64,A -2023-02-21 03:00:00+00:00,10343500,1.64,A -2023-02-21 03:15:00+00:00,10343500,1.64,A -2023-02-21 03:30:00+00:00,10343500,1.64,A -2023-02-21 03:45:00+00:00,10343500,1.64,A -2023-02-21 04:00:00+00:00,10343500,1.64,A -2023-02-21 04:15:00+00:00,10343500,1.64,A -2023-02-21 04:30:00+00:00,10343500,1.64,A -2023-02-21 04:45:00+00:00,10343500,1.64,A -2023-02-21 05:00:00+00:00,10343500,1.64,A -2023-02-21 05:15:00+00:00,10343500,1.64,A -2023-02-21 05:30:00+00:00,10343500,1.64,A -2023-02-21 05:45:00+00:00,10343500,1.64,A -2023-02-21 06:00:00+00:00,10343500,1.64,A -2023-02-21 06:15:00+00:00,10343500,1.64,A -2023-02-21 06:30:00+00:00,10343500,1.64,A -2023-02-21 06:45:00+00:00,10343500,1.64,A -2023-02-21 07:00:00+00:00,10343500,1.64,A -2023-02-21 07:15:00+00:00,10343500,1.64,A -2023-02-21 07:30:00+00:00,10343500,1.64,A -2023-02-21 07:45:00+00:00,10343500,1.64,A -2023-02-21 08:00:00+00:00,10343500,1.64,A -2023-02-21 08:15:00+00:00,10343500,1.64,A -2023-02-21 08:30:00+00:00,10343500,1.64,A -2023-02-21 08:45:00+00:00,10343500,1.64,A -2023-02-21 09:00:00+00:00,10343500,1.64,A -2023-02-21 09:15:00+00:00,10343500,1.64,A -2023-02-21 09:30:00+00:00,10343500,1.64,A -2023-02-21 09:45:00+00:00,10343500,1.64,A -2023-02-21 10:00:00+00:00,10343500,1.64,A -2023-02-21 10:15:00+00:00,10343500,1.64,A -2023-02-21 10:30:00+00:00,10343500,1.64,A -2023-02-21 10:45:00+00:00,10343500,1.64,A -2023-02-21 11:00:00+00:00,10343500,1.64,A -2023-02-21 11:15:00+00:00,10343500,1.64,A -2023-02-21 11:30:00+00:00,10343500,1.64,A -2023-02-21 11:45:00+00:00,10343500,1.64,A -2023-02-21 12:00:00+00:00,10343500,1.64,A -2023-02-21 12:15:00+00:00,10343500,1.64,A -2023-02-21 12:30:00+00:00,10343500,1.64,A -2023-02-21 12:45:00+00:00,10343500,1.64,A -2023-02-21 13:00:00+00:00,10343500,1.64,A -2023-02-21 13:15:00+00:00,10343500,1.64,A -2023-02-21 13:30:00+00:00,10343500,1.64,A -2023-02-21 13:45:00+00:00,10343500,1.64,A -2023-02-21 14:00:00+00:00,10343500,1.64,A -2023-02-21 14:15:00+00:00,10343500,1.64,A -2023-02-21 14:30:00+00:00,10343500,1.64,A -2023-02-21 14:45:00+00:00,10343500,1.64,A -2023-02-21 15:00:00+00:00,10343500,1.64,A -2023-02-21 15:15:00+00:00,10343500,1.64,A -2023-02-21 15:30:00+00:00,10343500,1.64,A -2023-02-21 15:45:00+00:00,10343500,1.64,A -2023-02-21 16:00:00+00:00,10343500,1.64,A -2023-02-21 16:15:00+00:00,10343500,1.64,A -2023-02-21 16:30:00+00:00,10343500,1.64,A -2023-02-21 16:45:00+00:00,10343500,1.64,A -2023-02-21 17:00:00+00:00,10343500,1.64,A -2023-02-21 17:15:00+00:00,10343500,1.64,A -2023-02-21 17:30:00+00:00,10343500,1.64,A -2023-02-21 17:45:00+00:00,10343500,1.64,A -2023-02-21 18:00:00+00:00,10343500,1.64,A -2023-02-21 18:15:00+00:00,10343500,1.64,A -2023-02-21 18:30:00+00:00,10343500,1.64,A -2023-02-21 18:45:00+00:00,10343500,1.64,A -2023-02-21 19:00:00+00:00,10343500,1.64,A -2023-02-21 19:15:00+00:00,10343500,1.65,A -2023-02-21 19:30:00+00:00,10343500,1.64,A -2023-02-21 19:45:00+00:00,10343500,1.64,A -2023-02-21 20:00:00+00:00,10343500,1.64,A -2023-02-21 20:15:00+00:00,10343500,1.64,A -2023-02-21 20:30:00+00:00,10343500,1.64,A -2023-02-21 20:45:00+00:00,10343500,1.64,A -2023-02-21 21:00:00+00:00,10343500,1.64,A -2023-02-21 21:15:00+00:00,10343500,1.64,A -2023-02-21 21:30:00+00:00,10343500,1.65,A -2023-02-21 21:45:00+00:00,10343500,1.65,A -2023-02-21 22:00:00+00:00,10343500,1.64,A -2023-02-21 22:15:00+00:00,10343500,1.64,A -2023-02-21 22:30:00+00:00,10343500,1.64,A -2023-02-21 22:45:00+00:00,10343500,1.65,A -2023-02-21 23:00:00+00:00,10343500,1.65,A -2023-02-21 23:15:00+00:00,10343500,1.65,A -2023-02-21 23:30:00+00:00,10343500,1.65,A -2023-02-21 23:45:00+00:00,10343500,1.65,A -2023-02-22 00:00:00+00:00,10343500,1.65,A -2023-02-22 00:15:00+00:00,10343500,1.65,A -2023-02-22 00:30:00+00:00,10343500,1.65,A -2023-02-22 00:45:00+00:00,10343500,1.65,A -2023-02-22 01:00:00+00:00,10343500,1.65,A -2023-02-22 01:15:00+00:00,10343500,1.65,A -2023-02-22 01:30:00+00:00,10343500,1.65,A -2023-02-22 01:45:00+00:00,10343500,1.65,A -2023-02-22 02:00:00+00:00,10343500,1.65,A -2023-02-22 02:15:00+00:00,10343500,1.65,A -2023-02-22 02:30:00+00:00,10343500,1.65,A -2023-02-22 02:45:00+00:00,10343500,1.65,A -2023-02-22 03:00:00+00:00,10343500,1.65,A -2023-02-22 03:15:00+00:00,10343500,1.65,A -2023-02-22 03:30:00+00:00,10343500,1.65,A -2023-02-22 03:45:00+00:00,10343500,1.65,A -2023-02-22 04:00:00+00:00,10343500,1.65,A -2023-02-22 04:15:00+00:00,10343500,1.64,A -2023-02-22 04:30:00+00:00,10343500,1.64,A -2023-02-22 04:45:00+00:00,10343500,1.64,A -2023-02-22 05:00:00+00:00,10343500,1.64,A -2023-02-22 05:15:00+00:00,10343500,1.64,A -2023-02-22 05:30:00+00:00,10343500,1.64,A -2023-02-22 05:45:00+00:00,10343500,1.64,A -2023-02-22 06:00:00+00:00,10343500,1.64,A -2023-02-22 06:15:00+00:00,10343500,1.64,A -2023-02-22 06:30:00+00:00,10343500,1.64,A -2023-02-22 06:45:00+00:00,10343500,1.64,A -2023-02-22 07:00:00+00:00,10343500,1.64,A -2023-02-22 07:15:00+00:00,10343500,1.64,A -2023-02-22 07:30:00+00:00,10343500,1.64,A -2023-02-22 07:45:00+00:00,10343500,1.64,A -2023-02-22 08:00:00+00:00,10343500,1.64,A -2023-02-22 08:15:00+00:00,10343500,1.64,A -2023-02-22 08:30:00+00:00,10343500,1.64,A -2023-02-22 08:45:00+00:00,10343500,1.64,A -2023-02-22 09:00:00+00:00,10343500,1.64,A -2023-02-22 09:15:00+00:00,10343500,1.64,A -2023-02-22 09:30:00+00:00,10343500,1.64,A -2023-02-22 09:45:00+00:00,10343500,1.64,A -2023-02-22 10:00:00+00:00,10343500,1.64,A -2023-02-22 10:15:00+00:00,10343500,1.64,A -2023-02-22 10:30:00+00:00,10343500,1.64,A -2023-02-22 10:45:00+00:00,10343500,1.64,A -2023-02-22 11:00:00+00:00,10343500,1.64,A -2023-02-22 11:15:00+00:00,10343500,1.64,A -2023-02-22 11:30:00+00:00,10343500,1.64,A -2023-02-22 11:45:00+00:00,10343500,1.64,A -2023-02-22 12:00:00+00:00,10343500,1.64,A -2023-02-22 12:15:00+00:00,10343500,1.64,A -2023-02-22 12:30:00+00:00,10343500,1.64,A -2023-02-22 12:45:00+00:00,10343500,1.64,A -2023-02-22 13:00:00+00:00,10343500,1.64,A -2023-02-22 13:15:00+00:00,10343500,1.64,A -2023-02-22 13:30:00+00:00,10343500,1.64,A -2023-02-22 13:45:00+00:00,10343500,1.64,A -2023-02-22 14:00:00+00:00,10343500,1.64,A -2023-02-22 14:15:00+00:00,10343500,1.64,A -2023-02-22 14:30:00+00:00,10343500,1.64,A -2023-02-22 14:45:00+00:00,10343500,1.64,A -2023-02-22 15:00:00+00:00,10343500,1.64,A -2023-02-22 15:15:00+00:00,10343500,1.64,A -2023-02-22 15:30:00+00:00,10343500,1.64,A -2023-02-22 15:45:00+00:00,10343500,1.64,A -2023-02-22 16:00:00+00:00,10343500,1.64,A -2023-02-22 16:15:00+00:00,10343500,1.64,A -2023-02-22 16:30:00+00:00,10343500,1.64,A -2023-02-22 16:45:00+00:00,10343500,1.64,A -2023-02-22 17:00:00+00:00,10343500,1.64,A -2023-02-22 17:15:00+00:00,10343500,1.64,A -2023-02-22 17:30:00+00:00,10343500,1.64,A -2023-02-22 17:45:00+00:00,10343500,1.64,A -2023-02-22 18:00:00+00:00,10343500,1.64,A -2023-02-22 18:15:00+00:00,10343500,1.64,A -2023-02-22 18:30:00+00:00,10343500,1.64,A -2023-02-22 18:45:00+00:00,10343500,1.64,A -2023-02-22 19:00:00+00:00,10343500,1.64,A -2023-02-22 19:15:00+00:00,10343500,1.64,A -2023-02-22 19:30:00+00:00,10343500,1.64,A -2023-02-22 19:45:00+00:00,10343500,1.64,A -2023-02-22 20:00:00+00:00,10343500,1.64,A -2023-02-22 20:15:00+00:00,10343500,1.64,A -2023-02-22 20:30:00+00:00,10343500,1.64,A -2023-02-22 20:45:00+00:00,10343500,1.64,A -2023-02-22 21:00:00+00:00,10343500,1.64,A -2023-02-22 21:15:00+00:00,10343500,1.64,A -2023-02-22 21:30:00+00:00,10343500,1.64,A -2023-02-22 21:45:00+00:00,10343500,1.64,A -2023-02-22 22:00:00+00:00,10343500,1.64,A -2023-02-22 22:15:00+00:00,10343500,1.64,A -2023-02-22 22:30:00+00:00,10343500,1.64,A -2023-02-22 22:45:00+00:00,10343500,1.64,A -2023-02-22 23:00:00+00:00,10343500,1.64,A -2023-02-22 23:15:00+00:00,10343500,1.64,A -2023-02-22 23:30:00+00:00,10343500,1.64,A -2023-02-22 23:45:00+00:00,10343500,1.64,A -2023-02-23 00:00:00+00:00,10343500,1.64,A -2023-02-23 00:15:00+00:00,10343500,1.64,A -2023-02-23 00:30:00+00:00,10343500,1.64,A -2023-02-23 00:45:00+00:00,10343500,1.64,A -2023-02-23 01:00:00+00:00,10343500,1.64,A -2023-02-23 01:15:00+00:00,10343500,1.64,A -2023-02-23 01:30:00+00:00,10343500,1.64,A -2023-02-23 01:45:00+00:00,10343500,1.64,A -2023-02-23 02:00:00+00:00,10343500,1.64,A -2023-02-23 02:15:00+00:00,10343500,1.64,A -2023-02-23 02:30:00+00:00,10343500,1.64,A -2023-02-23 02:45:00+00:00,10343500,1.64,A -2023-02-23 03:00:00+00:00,10343500,1.64,A -2023-02-23 03:15:00+00:00,10343500,1.64,A -2023-02-23 03:30:00+00:00,10343500,1.64,A -2023-02-23 03:45:00+00:00,10343500,1.64,A -2023-02-23 04:00:00+00:00,10343500,1.64,A -2023-02-23 04:15:00+00:00,10343500,1.64,A -2023-02-23 04:30:00+00:00,10343500,1.64,A -2023-02-23 04:45:00+00:00,10343500,1.64,A -2023-02-23 05:00:00+00:00,10343500,1.64,A -2023-02-23 05:15:00+00:00,10343500,1.64,A -2023-02-23 05:30:00+00:00,10343500,1.64,A -2023-02-23 05:45:00+00:00,10343500,1.64,A -2023-02-23 06:00:00+00:00,10343500,1.64,A -2023-02-23 06:15:00+00:00,10343500,1.64,A -2023-02-23 06:30:00+00:00,10343500,1.64,A -2023-02-23 06:45:00+00:00,10343500,1.64,A -2023-02-23 07:00:00+00:00,10343500,1.64,A -2023-02-23 07:15:00+00:00,10343500,1.64,A -2023-02-23 07:30:00+00:00,10343500,1.64,A -2023-02-23 07:45:00+00:00,10343500,1.64,A -2023-02-23 08:00:00+00:00,10343500,1.64,A -2023-02-23 08:15:00+00:00,10343500,1.64,A -2023-02-23 08:30:00+00:00,10343500,1.64,A -2023-02-23 08:45:00+00:00,10343500,1.64,A -2023-02-23 09:00:00+00:00,10343500,1.64,A -2023-02-23 09:15:00+00:00,10343500,1.64,A -2023-02-23 09:30:00+00:00,10343500,1.64,A -2023-02-23 09:45:00+00:00,10343500,1.64,A -2023-02-23 10:00:00+00:00,10343500,1.64,A -2023-02-23 10:15:00+00:00,10343500,1.64,A -2023-02-23 10:30:00+00:00,10343500,1.64,A -2023-02-23 10:45:00+00:00,10343500,1.64,A -2023-02-23 11:00:00+00:00,10343500,1.64,A -2023-02-23 11:15:00+00:00,10343500,1.64,A -2023-02-23 11:30:00+00:00,10343500,1.64,A -2023-02-23 11:45:00+00:00,10343500,1.64,A -2023-02-23 12:00:00+00:00,10343500,1.64,A -2023-02-23 12:15:00+00:00,10343500,1.64,A -2023-02-23 12:30:00+00:00,10343500,1.64,A -2023-02-23 12:45:00+00:00,10343500,1.64,A -2023-02-23 13:00:00+00:00,10343500,1.64,A -2023-02-23 13:15:00+00:00,10343500,1.64,A -2023-02-23 13:30:00+00:00,10343500,1.64,A -2023-02-23 13:45:00+00:00,10343500,1.64,A -2023-02-23 14:00:00+00:00,10343500,1.64,A -2023-02-23 14:15:00+00:00,10343500,1.64,A -2023-02-23 14:30:00+00:00,10343500,1.64,A -2023-02-23 14:45:00+00:00,10343500,1.64,A -2023-02-23 15:00:00+00:00,10343500,1.64,A -2023-02-23 15:15:00+00:00,10343500,1.64,A -2023-02-23 15:30:00+00:00,10343500,1.64,A -2023-02-23 15:45:00+00:00,10343500,1.64,A -2023-02-23 16:00:00+00:00,10343500,1.64,A -2023-02-23 16:15:00+00:00,10343500,1.64,A -2023-02-23 16:30:00+00:00,10343500,1.64,A -2023-02-23 16:45:00+00:00,10343500,1.64,A -2023-02-23 17:00:00+00:00,10343500,1.64,A -2023-02-23 17:15:00+00:00,10343500,1.64,A -2023-02-23 17:30:00+00:00,10343500,1.64,A -2023-02-23 17:45:00+00:00,10343500,1.64,A -2023-02-23 18:00:00+00:00,10343500,1.64,A -2023-02-23 18:15:00+00:00,10343500,1.64,A -2023-02-23 18:30:00+00:00,10343500,1.64,A -2023-02-23 18:45:00+00:00,10343500,1.64,A -2023-02-23 19:00:00+00:00,10343500,1.64,A -2023-02-23 19:15:00+00:00,10343500,1.64,A -2023-02-23 19:30:00+00:00,10343500,1.64,A -2023-02-23 19:45:00+00:00,10343500,1.64,A -2023-02-23 20:00:00+00:00,10343500,1.64,A -2023-02-23 20:15:00+00:00,10343500,1.64,A -2023-02-23 20:30:00+00:00,10343500,1.64,A -2023-02-23 20:45:00+00:00,10343500,1.64,A -2023-02-23 21:00:00+00:00,10343500,1.64,A -2023-02-23 21:15:00+00:00,10343500,1.64,A -2023-02-23 21:30:00+00:00,10343500,1.64,A -2023-02-23 21:45:00+00:00,10343500,1.64,A -2023-02-23 22:00:00+00:00,10343500,1.64,A -2023-02-23 22:15:00+00:00,10343500,1.64,A -2023-02-23 22:30:00+00:00,10343500,1.64,A -2023-02-23 22:45:00+00:00,10343500,1.64,A -2023-02-23 23:00:00+00:00,10343500,1.64,A -2023-02-23 23:15:00+00:00,10343500,1.64,A -2023-02-23 23:45:00+00:00,10343500,1.64,A -2023-02-24 00:00:00+00:00,10343500,1.64,A -2023-02-24 00:15:00+00:00,10343500,1.65,A -2023-02-24 00:30:00+00:00,10343500,1.66,A -2023-02-24 00:45:00+00:00,10343500,1.64,A -2023-02-24 01:00:00+00:00,10343500,1.64,A -2023-02-24 01:15:00+00:00,10343500,1.64,A -2023-02-24 01:30:00+00:00,10343500,1.64,A -2023-02-24 01:45:00+00:00,10343500,1.64,A -2023-02-24 02:00:00+00:00,10343500,1.64,A -2023-02-24 02:15:00+00:00,10343500,1.64,A -2023-02-24 02:30:00+00:00,10343500,1.64,A -2023-02-24 02:45:00+00:00,10343500,1.64,A -2023-02-24 03:00:00+00:00,10343500,1.63,A -2023-02-24 03:15:00+00:00,10343500,1.64,A -2023-02-24 03:30:00+00:00,10343500,1.63,A -2023-02-24 03:45:00+00:00,10343500,1.64,A -2023-02-24 04:00:00+00:00,10343500,1.64,A -2023-02-24 04:15:00+00:00,10343500,1.64,A -2023-02-24 04:30:00+00:00,10343500,1.64,A -2023-02-24 04:45:00+00:00,10343500,1.64,A -2023-02-24 05:00:00+00:00,10343500,1.64,A -2023-02-24 05:15:00+00:00,10343500,1.64,A -2023-02-24 05:30:00+00:00,10343500,1.64,A -2023-02-24 05:45:00+00:00,10343500,1.64,A -2023-02-24 06:00:00+00:00,10343500,1.64,A -2023-02-24 06:15:00+00:00,10343500,1.64,A -2023-02-24 06:30:00+00:00,10343500,1.63,A -2023-02-24 06:45:00+00:00,10343500,1.64,A -2023-02-24 07:00:00+00:00,10343500,1.63,A -2023-02-24 07:15:00+00:00,10343500,1.63,A -2023-02-24 07:30:00+00:00,10343500,1.63,A -2023-02-24 07:45:00+00:00,10343500,1.64,A -2023-02-24 08:00:00+00:00,10343500,1.63,A -2023-02-24 08:15:00+00:00,10343500,1.63,A -2023-02-24 08:30:00+00:00,10343500,1.63,A -2023-02-24 08:45:00+00:00,10343500,1.63,A -2023-02-24 09:00:00+00:00,10343500,1.63,A -2023-02-24 09:15:00+00:00,10343500,1.63,A -2023-02-24 09:30:00+00:00,10343500,1.63,A -2023-02-24 09:45:00+00:00,10343500,1.63,A -2023-02-24 10:00:00+00:00,10343500,1.63,A -2023-02-24 10:15:00+00:00,10343500,1.63,A -2023-02-24 10:30:00+00:00,10343500,1.63,A -2023-02-24 10:45:00+00:00,10343500,1.63,A -2023-02-24 11:00:00+00:00,10343500,1.63,A -2023-02-24 11:15:00+00:00,10343500,1.63,A -2023-02-24 11:30:00+00:00,10343500,1.63,A -2023-02-24 11:45:00+00:00,10343500,1.63,A -2023-02-24 12:00:00+00:00,10343500,1.63,A -2023-02-24 12:15:00+00:00,10343500,1.63,A -2023-02-24 12:30:00+00:00,10343500,1.63,A -2023-02-24 12:45:00+00:00,10343500,1.63,A -2023-02-24 13:00:00+00:00,10343500,1.63,A -2023-02-24 13:15:00+00:00,10343500,1.63,A -2023-02-24 13:30:00+00:00,10343500,1.63,A -2023-02-24 13:45:00+00:00,10343500,1.63,A -2023-02-24 14:00:00+00:00,10343500,1.64,A -2023-02-24 14:15:00+00:00,10343500,1.64,A -2023-02-24 14:30:00+00:00,10343500,1.63,A -2023-02-24 14:45:00+00:00,10343500,1.64,A -2023-02-24 15:00:00+00:00,10343500,1.64,A -2023-02-24 15:15:00+00:00,10343500,1.64,A -2023-02-24 15:30:00+00:00,10343500,1.64,A -2023-02-24 15:45:00+00:00,10343500,1.64,A -2023-02-24 16:00:00+00:00,10343500,1.64,A -2023-02-24 16:15:00+00:00,10343500,1.64,A -2023-02-24 16:30:00+00:00,10343500,1.64,A -2023-02-24 16:45:00+00:00,10343500,1.61,A -2023-02-24 17:00:00+00:00,10343500,1.63,A -2023-02-24 17:15:00+00:00,10343500,1.63,A -2023-02-24 17:30:00+00:00,10343500,1.63,A -2023-02-24 17:45:00+00:00,10343500,1.6,A -2023-02-24 18:00:00+00:00,10343500,1.61,A -2023-02-24 18:15:00+00:00,10343500,1.61,A -2023-02-24 18:30:00+00:00,10343500,1.61,A -2023-02-24 18:45:00+00:00,10343500,1.63,A -2023-02-24 19:00:00+00:00,10343500,1.63,A -2023-02-24 19:15:00+00:00,10343500,1.65,A -2023-02-24 19:30:00+00:00,10343500,1.63,A -2023-02-24 19:45:00+00:00,10343500,1.64,A -2023-02-24 20:00:00+00:00,10343500,1.62,A -2023-02-24 20:15:00+00:00,10343500,1.64,A -2023-02-24 20:30:00+00:00,10343500,1.64,A -2023-02-24 20:45:00+00:00,10343500,1.65,A -2023-02-24 21:00:00+00:00,10343500,1.65,A -2023-02-24 21:15:00+00:00,10343500,1.65,A -2023-02-24 21:30:00+00:00,10343500,1.65,A -2023-02-24 21:45:00+00:00,10343500,1.63,A -2023-02-24 22:00:00+00:00,10343500,1.62,A -2023-02-24 22:15:00+00:00,10343500,1.64,A -2023-02-24 22:30:00+00:00,10343500,1.65,A -2023-02-24 22:45:00+00:00,10343500,1.66,A -2023-02-24 23:00:00+00:00,10343500,1.65,A -2023-02-24 23:15:00+00:00,10343500,1.64,A -2023-02-24 23:30:00+00:00,10343500,1.65,A -2023-02-24 23:45:00+00:00,10343500,1.65,A -2023-02-25 00:00:00+00:00,10343500,1.64,A -2023-02-25 00:15:00+00:00,10343500,1.64,A -2023-02-25 00:30:00+00:00,10343500,1.65,A -2023-02-25 00:45:00+00:00,10343500,1.65,A -2023-02-25 01:00:00+00:00,10343500,1.65,A -2023-02-25 01:15:00+00:00,10343500,1.64,A -2023-02-25 01:30:00+00:00,10343500,1.64,A -2023-02-25 01:45:00+00:00,10343500,1.64,A -2023-02-25 02:00:00+00:00,10343500,1.65,A -2023-02-25 02:15:00+00:00,10343500,1.65,A -2023-02-25 02:30:00+00:00,10343500,1.64,A -2023-02-25 02:45:00+00:00,10343500,1.64,A -2023-02-25 03:00:00+00:00,10343500,1.64,A -2023-02-25 03:15:00+00:00,10343500,1.64,A -2023-02-25 03:30:00+00:00,10343500,1.64,A -2023-02-25 03:45:00+00:00,10343500,1.64,A -2023-02-25 04:00:00+00:00,10343500,1.64,A -2023-02-25 04:15:00+00:00,10343500,1.63,A -2023-02-25 04:30:00+00:00,10343500,1.64,A -2023-02-25 04:45:00+00:00,10343500,1.64,A -2023-02-25 05:00:00+00:00,10343500,1.63,A -2023-02-25 05:15:00+00:00,10343500,1.63,A -2023-02-25 05:30:00+00:00,10343500,1.64,A -2023-02-25 05:45:00+00:00,10343500,1.64,A -2023-02-25 06:00:00+00:00,10343500,1.64,A -2023-02-25 06:15:00+00:00,10343500,1.64,A -2023-02-25 06:30:00+00:00,10343500,1.64,A -2023-02-25 06:45:00+00:00,10343500,1.64,A -2023-02-25 07:00:00+00:00,10343500,1.63,A -2023-02-25 07:15:00+00:00,10343500,1.63,A -2023-02-25 07:30:00+00:00,10343500,1.63,A -2023-02-25 07:45:00+00:00,10343500,1.63,A -2023-02-25 08:00:00+00:00,10343500,1.63,A -2023-02-25 08:15:00+00:00,10343500,1.63,A -2023-02-25 08:30:00+00:00,10343500,1.63,A -2023-02-25 08:45:00+00:00,10343500,1.63,A -2023-02-25 09:00:00+00:00,10343500,1.63,A -2023-02-25 09:15:00+00:00,10343500,1.63,A -2023-02-25 09:30:00+00:00,10343500,1.63,A -2023-02-25 09:45:00+00:00,10343500,1.63,A -2023-02-25 10:00:00+00:00,10343500,1.63,A -2023-02-25 10:15:00+00:00,10343500,1.63,A -2023-02-25 10:30:00+00:00,10343500,1.63,A -2023-02-25 10:45:00+00:00,10343500,1.63,A -2023-02-25 11:00:00+00:00,10343500,1.63,A -2023-02-25 11:15:00+00:00,10343500,1.63,A -2023-02-25 11:30:00+00:00,10343500,1.63,A -2023-02-25 11:45:00+00:00,10343500,1.63,A -2023-02-25 12:00:00+00:00,10343500,1.63,A -2023-02-25 12:15:00+00:00,10343500,1.63,A -2023-02-25 12:30:00+00:00,10343500,1.63,A -2023-02-25 12:45:00+00:00,10343500,1.63,A -2023-02-25 13:00:00+00:00,10343500,1.63,A -2023-02-25 13:15:00+00:00,10343500,1.63,A -2023-02-25 13:30:00+00:00,10343500,1.63,A -2023-02-25 13:45:00+00:00,10343500,1.63,A -2023-02-25 14:00:00+00:00,10343500,1.63,A -2023-02-25 14:15:00+00:00,10343500,1.63,A -2023-02-25 14:30:00+00:00,10343500,1.63,A -2023-02-25 14:45:00+00:00,10343500,1.63,A -2023-02-25 15:00:00+00:00,10343500,1.63,A -2023-02-25 15:15:00+00:00,10343500,1.63,A -2023-02-25 15:30:00+00:00,10343500,1.63,A -2023-02-25 15:45:00+00:00,10343500,1.63,A -2023-02-25 16:00:00+00:00,10343500,1.63,A -2023-02-25 16:15:00+00:00,10343500,1.63,A -2023-02-25 16:30:00+00:00,10343500,1.63,A -2023-02-25 16:45:00+00:00,10343500,1.63,A -2023-02-25 17:00:00+00:00,10343500,1.63,A -2023-02-25 17:15:00+00:00,10343500,1.63,A -2023-02-25 17:30:00+00:00,10343500,1.63,A -2023-02-25 17:45:00+00:00,10343500,1.63,A -2023-02-25 18:00:00+00:00,10343500,1.63,A -2023-02-25 18:15:00+00:00,10343500,1.63,A -2023-02-25 18:30:00+00:00,10343500,1.63,A -2023-02-25 18:45:00+00:00,10343500,1.63,A -2023-02-25 19:00:00+00:00,10343500,1.63,A -2023-02-25 19:15:00+00:00,10343500,1.63,A -2023-02-25 19:30:00+00:00,10343500,1.63,A -2023-02-25 19:45:00+00:00,10343500,1.63,A -2023-02-25 20:00:00+00:00,10343500,1.63,A -2023-02-25 20:15:00+00:00,10343500,1.63,A -2023-02-25 20:30:00+00:00,10343500,1.63,A -2023-02-25 20:45:00+00:00,10343500,1.63,A -2023-02-25 21:00:00+00:00,10343500,1.63,A -2023-02-25 21:15:00+00:00,10343500,1.63,A -2023-02-25 21:30:00+00:00,10343500,1.63,A -2023-02-25 21:45:00+00:00,10343500,1.63,A -2023-02-25 22:00:00+00:00,10343500,1.63,A -2023-02-25 22:15:00+00:00,10343500,1.63,A -2023-02-25 22:30:00+00:00,10343500,1.63,A -2023-02-25 22:45:00+00:00,10343500,1.63,A -2023-02-25 23:00:00+00:00,10343500,1.63,A -2023-02-25 23:15:00+00:00,10343500,1.63,A -2023-02-25 23:30:00+00:00,10343500,1.64,A -2023-02-25 23:45:00+00:00,10343500,1.64,A -2023-02-26 00:00:00+00:00,10343500,1.63,A -2023-02-26 00:15:00+00:00,10343500,1.64,A -2023-02-26 00:30:00+00:00,10343500,1.63,A -2023-02-26 00:45:00+00:00,10343500,1.63,A -2023-02-26 01:00:00+00:00,10343500,1.63,A -2023-02-26 01:15:00+00:00,10343500,1.63,A -2023-02-26 01:30:00+00:00,10343500,1.63,A -2023-02-26 01:45:00+00:00,10343500,1.63,A -2023-02-26 02:00:00+00:00,10343500,1.63,A -2023-02-26 02:15:00+00:00,10343500,1.64,A -2023-02-26 02:30:00+00:00,10343500,1.63,A -2023-02-26 02:45:00+00:00,10343500,1.63,A -2023-02-26 03:00:00+00:00,10343500,1.63,A -2023-02-26 03:15:00+00:00,10343500,1.63,A -2023-02-26 03:30:00+00:00,10343500,1.63,A -2023-02-26 03:45:00+00:00,10343500,1.63,A -2023-02-26 04:00:00+00:00,10343500,1.63,A -2023-02-26 04:15:00+00:00,10343500,1.63,A -2023-02-26 04:30:00+00:00,10343500,1.63,A -2023-02-26 04:45:00+00:00,10343500,1.63,A -2023-02-26 05:00:00+00:00,10343500,1.63,A -2023-02-26 05:15:00+00:00,10343500,1.63,A -2023-02-26 05:30:00+00:00,10343500,1.63,A -2023-02-26 05:45:00+00:00,10343500,1.63,A -2023-02-26 06:00:00+00:00,10343500,1.63,A -2023-02-26 06:15:00+00:00,10343500,1.63,A -2023-02-26 06:30:00+00:00,10343500,1.63,A -2023-02-26 06:45:00+00:00,10343500,1.63,A -2023-02-26 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12:45:00+00:00,10343500,1.63,A -2023-02-26 13:00:00+00:00,10343500,1.63,A -2023-02-26 13:15:00+00:00,10343500,1.63,A -2023-02-26 13:30:00+00:00,10343500,1.63,A -2023-02-26 13:45:00+00:00,10343500,1.63,A -2023-02-26 14:00:00+00:00,10343500,1.63,A -2023-02-26 14:15:00+00:00,10343500,1.63,A -2023-02-26 14:30:00+00:00,10343500,1.63,A -2023-02-26 14:45:00+00:00,10343500,1.63,A -2023-02-26 15:00:00+00:00,10343500,1.63,A -2023-02-26 15:15:00+00:00,10343500,1.63,A -2023-02-26 15:30:00+00:00,10343500,1.63,A -2023-02-26 15:45:00+00:00,10343500,1.63,A -2023-02-26 16:00:00+00:00,10343500,1.63,A -2023-02-26 16:15:00+00:00,10343500,1.63,A -2023-02-26 16:30:00+00:00,10343500,1.63,A -2023-02-26 16:45:00+00:00,10343500,1.63,A -2023-02-26 17:00:00+00:00,10343500,1.63,A -2023-02-26 17:15:00+00:00,10343500,1.63,A -2023-02-26 17:30:00+00:00,10343500,1.63,A -2023-02-26 17:45:00+00:00,10343500,1.63,A -2023-02-26 18:00:00+00:00,10343500,1.63,A -2023-02-26 18:15:00+00:00,10343500,1.63,A -2023-02-26 18:30:00+00:00,10343500,1.63,A -2023-02-26 18:45:00+00:00,10343500,1.63,A -2023-02-26 19:00:00+00:00,10343500,1.63,A -2023-02-26 19:15:00+00:00,10343500,1.63,A -2023-02-26 19:30:00+00:00,10343500,1.63,A -2023-02-26 19:45:00+00:00,10343500,1.63,A -2023-02-26 20:00:00+00:00,10343500,1.63,A -2023-02-26 20:15:00+00:00,10343500,1.63,A -2023-02-26 20:30:00+00:00,10343500,1.63,A -2023-02-26 20:45:00+00:00,10343500,1.63,A -2023-02-26 21:00:00+00:00,10343500,1.63,A -2023-02-26 21:15:00+00:00,10343500,1.63,A -2023-02-26 21:30:00+00:00,10343500,1.63,A -2023-02-26 21:45:00+00:00,10343500,1.63,A -2023-02-26 22:00:00+00:00,10343500,1.63,A -2023-02-26 22:15:00+00:00,10343500,1.63,A -2023-02-26 22:30:00+00:00,10343500,1.63,A -2023-02-26 22:45:00+00:00,10343500,1.63,A -2023-02-26 23:00:00+00:00,10343500,1.63,A -2023-02-26 23:15:00+00:00,10343500,1.63,A -2023-02-26 23:30:00+00:00,10343500,1.63,A -2023-02-26 23:45:00+00:00,10343500,1.63,A -2023-02-27 00:00:00+00:00,10343500,1.63,A -2023-02-27 00:15:00+00:00,10343500,1.63,A -2023-02-27 00:30:00+00:00,10343500,1.63,A -2023-02-27 00:45:00+00:00,10343500,1.63,A -2023-02-27 01:00:00+00:00,10343500,1.63,A -2023-02-27 01:15:00+00:00,10343500,1.63,A -2023-02-27 01:30:00+00:00,10343500,1.63,A -2023-02-27 01:45:00+00:00,10343500,1.63,A -2023-02-27 02:00:00+00:00,10343500,1.63,A -2023-02-27 02:15:00+00:00,10343500,1.63,A -2023-02-27 02:30:00+00:00,10343500,1.63,A -2023-02-27 02:45:00+00:00,10343500,1.63,A -2023-02-27 03:00:00+00:00,10343500,1.63,A -2023-02-27 03:15:00+00:00,10343500,1.63,A -2023-02-27 03:30:00+00:00,10343500,1.63,A -2023-02-27 03:45:00+00:00,10343500,1.63,A -2023-02-27 04:00:00+00:00,10343500,1.63,A -2023-02-27 04:15:00+00:00,10343500,1.63,A -2023-02-27 04:30:00+00:00,10343500,1.63,A -2023-02-27 04:45:00+00:00,10343500,1.63,A -2023-02-27 05:00:00+00:00,10343500,1.63,A -2023-02-27 05:15:00+00:00,10343500,1.63,A -2023-02-27 05:30:00+00:00,10343500,1.63,A -2023-02-27 05:45:00+00:00,10343500,1.63,A -2023-02-27 06:00:00+00:00,10343500,1.63,A -2023-02-27 06:15:00+00:00,10343500,1.63,A -2023-02-27 06:30:00+00:00,10343500,1.63,A -2023-02-27 06:45:00+00:00,10343500,1.63,A -2023-02-27 07:00:00+00:00,10343500,1.63,A -2023-02-27 07:15:00+00:00,10343500,1.63,A -2023-02-27 07:30:00+00:00,10343500,1.63,A -2023-02-27 07:45:00+00:00,10343500,1.63,A -2023-02-27 08:00:00+00:00,10343500,1.63,A -2023-02-27 08:15:00+00:00,10343500,1.63,A -2023-02-27 08:30:00+00:00,10343500,1.63,A -2023-02-27 08:45:00+00:00,10343500,1.63,A -2023-02-27 09:00:00+00:00,10343500,1.63,A -2023-02-27 09:15:00+00:00,10343500,1.63,A -2023-02-27 09:30:00+00:00,10343500,1.63,A -2023-02-27 09:45:00+00:00,10343500,1.63,A -2023-02-27 10:00:00+00:00,10343500,1.63,A -2023-02-27 10:15:00+00:00,10343500,1.63,A -2023-02-27 10:30:00+00:00,10343500,1.63,A -2023-02-27 10:45:00+00:00,10343500,1.63,A -2023-02-27 11:00:00+00:00,10343500,1.63,A -2023-02-27 11:15:00+00:00,10343500,1.63,A -2023-02-27 11:30:00+00:00,10343500,1.63,A -2023-02-27 11:45:00+00:00,10343500,1.63,A -2023-02-27 12:00:00+00:00,10343500,1.63,A -2023-02-27 12:15:00+00:00,10343500,1.63,A -2023-02-27 12:30:00+00:00,10343500,1.63,A -2023-02-27 12:45:00+00:00,10343500,1.63,A -2023-02-27 13:00:00+00:00,10343500,1.63,A -2023-02-27 13:15:00+00:00,10343500,1.63,A -2023-02-27 13:30:00+00:00,10343500,1.63,A -2023-02-27 13:45:00+00:00,10343500,1.63,A -2023-02-27 14:00:00+00:00,10343500,1.63,A -2023-02-27 14:15:00+00:00,10343500,1.63,A -2023-02-27 14:30:00+00:00,10343500,1.63,A -2023-02-27 14:45:00+00:00,10343500,1.63,A -2023-02-27 15:00:00+00:00,10343500,1.63,A -2023-02-27 15:15:00+00:00,10343500,1.63,A -2023-02-27 15:30:00+00:00,10343500,1.63,A -2023-02-27 15:45:00+00:00,10343500,1.63,A -2023-02-27 16:00:00+00:00,10343500,1.63,A -2023-02-27 16:15:00+00:00,10343500,1.63,A -2023-02-27 16:30:00+00:00,10343500,1.63,A -2023-02-27 16:45:00+00:00,10343500,1.63,A -2023-02-27 17:00:00+00:00,10343500,1.63,A -2023-02-27 17:15:00+00:00,10343500,1.63,A -2023-02-27 17:30:00+00:00,10343500,1.63,A -2023-02-27 17:45:00+00:00,10343500,1.63,A -2023-02-27 18:00:00+00:00,10343500,1.63,A -2023-02-27 18:15:00+00:00,10343500,1.63,A -2023-02-27 18:30:00+00:00,10343500,1.63,A -2023-02-27 18:45:00+00:00,10343500,1.63,A -2023-02-27 19:00:00+00:00,10343500,1.63,A -2023-02-27 19:15:00+00:00,10343500,1.63,A -2023-02-27 19:30:00+00:00,10343500,1.63,A -2023-02-27 19:45:00+00:00,10343500,1.63,A -2023-02-27 20:00:00+00:00,10343500,1.63,A -2023-02-27 20:15:00+00:00,10343500,1.63,A -2023-02-27 20:30:00+00:00,10343500,1.63,A -2023-02-27 20:45:00+00:00,10343500,1.63,A -2023-02-27 21:00:00+00:00,10343500,1.63,A -2023-02-27 21:15:00+00:00,10343500,1.63,A -2023-02-27 21:30:00+00:00,10343500,1.63,A -2023-02-27 21:45:00+00:00,10343500,1.64,A -2023-02-27 22:00:00+00:00,10343500,1.64,A -2023-02-27 22:15:00+00:00,10343500,1.63,A -2023-02-27 22:30:00+00:00,10343500,1.64,A -2023-02-27 22:45:00+00:00,10343500,1.63,A -2023-02-27 23:00:00+00:00,10343500,1.62,A -2023-02-27 23:15:00+00:00,10343500,1.63,A -2023-02-27 23:30:00+00:00,10343500,1.64,A -2023-02-27 23:45:00+00:00,10343500,1.64,A -2023-02-28 00:00:00+00:00,10343500,1.63,A -2023-02-28 00:15:00+00:00,10343500,1.63,A -2023-02-28 00:30:00+00:00,10343500,1.63,A -2023-02-28 00:45:00+00:00,10343500,1.63,A -2023-02-28 01:00:00+00:00,10343500,1.62,A -2023-02-28 01:15:00+00:00,10343500,1.63,A -2023-02-28 01:30:00+00:00,10343500,1.63,A -2023-02-28 01:45:00+00:00,10343500,1.64,A -2023-02-28 02:00:00+00:00,10343500,1.61,A -2023-02-28 02:15:00+00:00,10343500,1.62,A -2023-02-28 02:30:00+00:00,10343500,1.83,A -2023-02-28 02:45:00+00:00,10343500,1.71,A -2023-02-28 03:00:00+00:00,10343500,1.71,A -2023-02-28 03:15:00+00:00,10343500,1.71,A -2023-02-28 03:30:00+00:00,10343500,1.71,A -2023-02-28 03:45:00+00:00,10343500,1.7,A -2023-02-28 04:00:00+00:00,10343500,1.68,A -2023-02-28 04:15:00+00:00,10343500,1.69,A -2023-02-28 04:30:00+00:00,10343500,1.7,A -2023-02-28 04:45:00+00:00,10343500,1.7,A -2023-02-28 05:00:00+00:00,10343500,1.68,A -2023-02-28 05:15:00+00:00,10343500,1.69,A -2023-02-28 05:30:00+00:00,10343500,1.7,A -2023-02-28 05:45:00+00:00,10343500,1.7,A -2023-02-28 06:00:00+00:00,10343500,1.71,A -2023-02-28 06:15:00+00:00,10343500,1.72,A -2023-02-28 06:30:00+00:00,10343500,1.71,A -2023-02-28 06:45:00+00:00,10343500,1.7,A -2023-02-28 07:00:00+00:00,10343500,1.64,A -2023-02-28 07:15:00+00:00,10343500,1.64,A -2023-02-28 07:30:00+00:00,10343500,1.64,A -2023-02-28 07:45:00+00:00,10343500,1.64,A -2023-02-28 08:00:00+00:00,10343500,1.63,A -2023-02-28 08:15:00+00:00,10343500,1.63,A -2023-02-28 08:30:00+00:00,10343500,1.63,A -2023-02-28 08:45:00+00:00,10343500,1.63,A -2023-02-28 09:00:00+00:00,10343500,1.63,A -2023-02-28 09:15:00+00:00,10343500,1.63,A -2023-02-28 09:30:00+00:00,10343500,1.63,A -2023-02-28 09:45:00+00:00,10343500,1.63,A -2023-02-28 10:00:00+00:00,10343500,1.63,A -2023-02-28 10:15:00+00:00,10343500,1.63,A -2023-02-28 10:30:00+00:00,10343500,1.63,A -2023-02-28 10:45:00+00:00,10343500,1.63,A -2023-02-28 11:00:00+00:00,10343500,1.63,A -2023-02-28 11:15:00+00:00,10343500,1.63,A -2023-02-28 11:30:00+00:00,10343500,1.63,A -2023-02-28 11:45:00+00:00,10343500,1.63,A -2023-02-28 12:00:00+00:00,10343500,1.63,A -2023-02-28 12:15:00+00:00,10343500,1.63,A -2023-02-28 12:30:00+00:00,10343500,1.63,A -2023-02-28 12:45:00+00:00,10343500,1.63,A -2023-02-28 13:00:00+00:00,10343500,1.63,A -2023-02-28 13:15:00+00:00,10343500,1.63,A -2023-02-28 13:30:00+00:00,10343500,1.63,A -2023-02-28 13:45:00+00:00,10343500,1.63,A -2023-02-28 14:00:00+00:00,10343500,1.63,A -2023-02-28 14:15:00+00:00,10343500,1.63,A -2023-02-28 14:30:00+00:00,10343500,1.63,A -2023-02-28 14:45:00+00:00,10343500,1.63,A -2023-02-28 15:00:00+00:00,10343500,1.63,A -2023-02-28 15:15:00+00:00,10343500,1.63,A -2023-02-28 15:30:00+00:00,10343500,1.63,A -2023-02-28 15:45:00+00:00,10343500,1.63,A -2023-02-28 16:00:00+00:00,10343500,1.63,A -2023-02-28 16:15:00+00:00,10343500,1.63,A -2023-02-28 16:30:00+00:00,10343500,1.63,A -2023-02-28 16:45:00+00:00,10343500,1.63,A -2023-02-28 17:00:00+00:00,10343500,1.63,A -2023-02-28 17:15:00+00:00,10343500,1.62,A -2023-02-28 17:30:00+00:00,10343500,1.62,A -2023-02-28 17:45:00+00:00,10343500,1.64,A -2023-02-28 18:00:00+00:00,10343500,1.59,A -2023-02-28 18:15:00+00:00,10343500,1.61,A -2023-02-28 18:30:00+00:00,10343500,1.62,A -2023-02-28 18:45:00+00:00,10343500,1.63,A -2023-02-28 19:00:00+00:00,10343500,1.62,A -2023-02-28 19:15:00+00:00,10343500,1.62,A -2023-02-28 19:30:00+00:00,10343500,1.61,A -2023-02-28 19:45:00+00:00,10343500,1.6,A -2023-02-28 20:00:00+00:00,10343500,1.58,A -2023-02-28 20:15:00+00:00,10343500,1.56,A -2023-02-28 20:30:00+00:00,10343500,1.58,A -2023-02-28 20:45:00+00:00,10343500,1.59,A -2023-02-28 21:00:00+00:00,10343500,1.59,A -2023-02-28 21:15:00+00:00,10343500,1.6,A -2023-02-28 21:30:00+00:00,10343500,1.6,A -2023-02-28 21:45:00+00:00,10343500,1.6,A -2023-02-28 22:00:00+00:00,10343500,1.61,A -2023-02-28 22:15:00+00:00,10343500,1.61,A -2023-02-28 22:30:00+00:00,10343500,1.6,A -2023-02-28 22:45:00+00:00,10343500,1.59,A -2023-02-28 23:00:00+00:00,10343500,1.6,A -2023-02-28 23:15:00+00:00,10343500,1.6,A -2023-02-28 23:30:00+00:00,10343500,1.6,A -2023-02-28 23:45:00+00:00,10343500,1.59,A -2023-03-01 00:00:00+00:00,10343500,1.61,A -2023-03-01 00:15:00+00:00,10343500,1.62,A -2023-03-01 00:30:00+00:00,10343500,1.64,A -2023-03-01 00:45:00+00:00,10343500,1.66,A -2023-03-01 01:00:00+00:00,10343500,1.68,A -2023-03-01 01:15:00+00:00,10343500,1.66,A -2023-03-01 01:30:00+00:00,10343500,1.64,A -2023-03-01 01:45:00+00:00,10343500,1.66,A -2023-03-01 02:00:00+00:00,10343500,1.65,A -2023-03-01 02:15:00+00:00,10343500,1.64,A -2023-03-01 02:30:00+00:00,10343500,1.63,A -2023-03-01 02:45:00+00:00,10343500,1.61,A -2023-03-01 03:00:00+00:00,10343500,1.6,A -2023-03-01 03:15:00+00:00,10343500,1.6,A -2023-03-01 03:30:00+00:00,10343500,1.64,A -2023-03-01 03:45:00+00:00,10343500,1.66,A -2023-03-01 04:00:00+00:00,10343500,1.67,A -2023-03-01 04:15:00+00:00,10343500,1.67,A -2023-03-01 04:30:00+00:00,10343500,1.69,A -2023-03-01 04:45:00+00:00,10343500,1.7,A -2023-03-01 05:00:00+00:00,10343500,1.67,A -2023-03-01 05:15:00+00:00,10343500,1.66,A -2023-03-01 05:30:00+00:00,10343500,1.71,A -2023-03-01 05:45:00+00:00,10343500,1.75,A -2023-03-01 06:00:00+00:00,10343500,1.76,A -2023-03-01 06:15:00+00:00,10343500,1.76,A -2023-03-01 06:30:00+00:00,10343500,1.77,A -2023-03-01 06:45:00+00:00,10343500,1.78,A -2023-03-01 07:00:00+00:00,10343500,1.77,A -2023-03-01 07:15:00+00:00,10343500,1.76,A -2023-03-01 07:30:00+00:00,10343500,1.75,A -2023-03-01 07:45:00+00:00,10343500,1.75,A -2023-03-01 08:00:00+00:00,10343500,1.73,A -2023-03-01 08:15:00+00:00,10343500,1.72,A -2023-03-01 08:30:00+00:00,10343500,1.72,A -2023-03-01 08:45:00+00:00,10343500,1.72,A -2023-03-01 09:00:00+00:00,10343500,1.72,A -2023-03-01 09:15:00+00:00,10343500,1.72,A -2023-03-01 09:30:00+00:00,10343500,1.73,A -2023-03-01 09:45:00+00:00,10343500,1.71,A -2023-03-01 10:00:00+00:00,10343500,1.7,A -2023-03-01 10:15:00+00:00,10343500,1.69,A -2023-03-01 10:30:00+00:00,10343500,1.69,A -2023-03-01 10:45:00+00:00,10343500,1.68,A -2023-03-01 11:00:00+00:00,10343500,1.68,A -2023-03-01 11:15:00+00:00,10343500,1.67,A -2023-03-01 11:30:00+00:00,10343500,1.68,A -2023-03-01 11:45:00+00:00,10343500,1.67,A -2023-03-01 12:00:00+00:00,10343500,1.66,A -2023-03-01 12:15:00+00:00,10343500,1.66,A -2023-03-01 12:30:00+00:00,10343500,1.66,A -2023-03-01 12:45:00+00:00,10343500,1.66,A -2023-03-01 13:00:00+00:00,10343500,1.66,A -2023-03-01 13:15:00+00:00,10343500,1.66,A -2023-03-01 13:30:00+00:00,10343500,1.66,A -2023-03-01 13:45:00+00:00,10343500,1.66,A -2023-03-01 14:00:00+00:00,10343500,1.66,A -2023-03-01 14:15:00+00:00,10343500,1.65,A -2023-03-01 14:30:00+00:00,10343500,1.65,A -2023-03-01 14:45:00+00:00,10343500,1.65,A -2023-03-01 15:00:00+00:00,10343500,1.65,A -2023-03-01 15:15:00+00:00,10343500,1.65,A -2023-03-01 15:30:00+00:00,10343500,1.65,A -2023-03-01 15:45:00+00:00,10343500,1.65,A -2023-03-01 16:00:00+00:00,10343500,1.65,A -2023-03-01 16:15:00+00:00,10343500,1.65,A -2023-03-01 16:30:00+00:00,10343500,1.65,A -2023-03-01 16:45:00+00:00,10343500,1.64,A -2023-03-01 17:00:00+00:00,10343500,1.64,A -2023-03-01 17:15:00+00:00,10343500,1.63,A -2023-03-01 17:30:00+00:00,10343500,1.63,A -2023-03-01 17:45:00+00:00,10343500,1.63,A -2023-03-01 18:00:00+00:00,10343500,1.63,A -2023-03-01 18:15:00+00:00,10343500,1.63,A -2023-03-01 18:30:00+00:00,10343500,1.63,A -2023-03-01 18:45:00+00:00,10343500,1.64,A -2023-03-01 19:00:00+00:00,10343500,1.63,A -2023-03-01 19:15:00+00:00,10343500,1.63,A -2023-03-01 19:30:00+00:00,10343500,1.63,A -2023-03-01 20:00:00+00:00,10343500,1.66,A -2023-03-01 20:15:00+00:00,10343500,1.65,A -2023-03-01 20:30:00+00:00,10343500,1.64,A -2023-03-01 20:45:00+00:00,10343500,1.63,A -2023-03-01 21:00:00+00:00,10343500,1.63,A -2023-03-01 21:15:00+00:00,10343500,1.63,A -2023-03-01 21:30:00+00:00,10343500,1.63,A -2023-03-01 21:45:00+00:00,10343500,1.63,A -2023-03-01 22:00:00+00:00,10343500,1.63,A -2023-03-01 22:15:00+00:00,10343500,1.63,A -2023-03-01 22:30:00+00:00,10343500,1.63,A -2023-03-01 22:45:00+00:00,10343500,1.63,A -2023-03-01 23:00:00+00:00,10343500,1.63,A -2023-03-01 23:15:00+00:00,10343500,1.63,A -2023-03-01 23:30:00+00:00,10343500,1.63,A -2023-03-01 23:45:00+00:00,10343500,1.63,A -2023-03-02 00:00:00+00:00,10343500,1.62,A -2023-03-02 00:15:00+00:00,10343500,1.63,A -2023-03-02 00:30:00+00:00,10343500,1.63,A -2023-03-02 00:45:00+00:00,10343500,1.63,A -2023-03-02 01:00:00+00:00,10343500,1.63,A -2023-03-02 01:15:00+00:00,10343500,1.63,A -2023-03-02 01:30:00+00:00,10343500,1.63,A -2023-03-02 01:45:00+00:00,10343500,1.63,A -2023-03-02 02:00:00+00:00,10343500,1.63,A -2023-03-02 02:15:00+00:00,10343500,1.63,A -2023-03-02 02:30:00+00:00,10343500,1.63,A -2023-03-02 02:45:00+00:00,10343500,1.63,A -2023-03-02 03:00:00+00:00,10343500,1.62,A -2023-03-02 03:15:00+00:00,10343500,1.62,A -2023-03-02 03:30:00+00:00,10343500,1.63,A -2023-03-02 03:45:00+00:00,10343500,1.62,A -2023-03-02 04:00:00+00:00,10343500,1.62,A -2023-03-02 04:15:00+00:00,10343500,1.62,A -2023-03-02 04:30:00+00:00,10343500,1.62,A -2023-03-02 04:45:00+00:00,10343500,1.62,A -2023-03-02 05:00:00+00:00,10343500,1.63,A -2023-03-02 05:15:00+00:00,10343500,1.63,A -2023-03-02 05:30:00+00:00,10343500,1.62,A -2023-03-02 05:45:00+00:00,10343500,1.62,A -2023-03-02 06:00:00+00:00,10343500,1.62,A -2023-03-02 06:15:00+00:00,10343500,1.62,A -2023-03-02 06:30:00+00:00,10343500,1.62,A -2023-03-02 06:45:00+00:00,10343500,1.62,A -2023-03-02 07:00:00+00:00,10343500,1.62,A -2023-03-02 07:15:00+00:00,10343500,1.62,A -2023-03-02 07:30:00+00:00,10343500,1.62,A -2023-03-02 07:45:00+00:00,10343500,1.63,A -2023-03-02 08:00:00+00:00,10343500,1.62,A -2023-03-02 08:15:00+00:00,10343500,1.62,A -2023-03-02 08:30:00+00:00,10343500,1.62,A -2023-03-02 08:45:00+00:00,10343500,1.62,A -2023-03-02 09:00:00+00:00,10343500,1.62,A -2023-03-02 09:15:00+00:00,10343500,1.62,A -2023-03-02 09:30:00+00:00,10343500,1.62,A -2023-03-02 09:45:00+00:00,10343500,1.62,A -2023-03-02 10:00:00+00:00,10343500,1.62,A -2023-03-02 10:15:00+00:00,10343500,1.62,A -2023-03-02 10:30:00+00:00,10343500,1.62,A -2023-03-02 10:45:00+00:00,10343500,1.62,A -2023-03-02 11:00:00+00:00,10343500,1.62,A -2023-03-02 11:15:00+00:00,10343500,1.62,A -2023-03-02 11:30:00+00:00,10343500,1.62,A -2023-03-02 11:45:00+00:00,10343500,1.62,A -2023-03-02 12:00:00+00:00,10343500,1.62,A -2023-03-02 12:15:00+00:00,10343500,1.62,A -2023-03-02 12:30:00+00:00,10343500,1.62,A -2023-03-02 12:45:00+00:00,10343500,1.62,A -2023-03-02 13:00:00+00:00,10343500,1.62,A -2023-03-02 13:15:00+00:00,10343500,1.62,A -2023-03-02 13:30:00+00:00,10343500,1.62,A -2023-03-02 13:45:00+00:00,10343500,1.62,A -2023-03-02 14:00:00+00:00,10343500,1.62,A -2023-03-02 14:15:00+00:00,10343500,1.62,A -2023-03-02 14:30:00+00:00,10343500,1.62,A -2023-03-02 14:45:00+00:00,10343500,1.62,A -2023-03-02 15:00:00+00:00,10343500,1.62,A -2023-03-02 15:15:00+00:00,10343500,1.62,A -2023-03-02 15:30:00+00:00,10343500,1.62,A -2023-03-02 15:45:00+00:00,10343500,1.62,A -2023-03-02 16:00:00+00:00,10343500,1.62,A -2023-03-02 16:15:00+00:00,10343500,1.62,A -2023-03-02 16:30:00+00:00,10343500,1.62,A -2023-03-02 16:45:00+00:00,10343500,1.62,A -2023-03-02 17:00:00+00:00,10343500,1.62,A -2023-03-02 17:15:00+00:00,10343500,1.62,A -2023-03-02 17:30:00+00:00,10343500,1.62,A -2023-03-02 17:45:00+00:00,10343500,1.62,A -2023-03-02 18:00:00+00:00,10343500,1.62,A -2023-03-02 18:15:00+00:00,10343500,1.62,A -2023-03-02 18:30:00+00:00,10343500,1.62,A -2023-03-02 18:45:00+00:00,10343500,1.62,A -2023-03-02 19:00:00+00:00,10343500,1.62,A -2023-03-02 19:15:00+00:00,10343500,1.62,A -2023-03-02 19:30:00+00:00,10343500,1.62,A -2023-03-02 19:45:00+00:00,10343500,1.62,A -2023-03-02 20:00:00+00:00,10343500,1.62,A -2023-03-02 20:15:00+00:00,10343500,1.62,A -2023-03-02 20:30:00+00:00,10343500,1.62,A -2023-03-02 20:45:00+00:00,10343500,1.62,A -2023-03-02 21:00:00+00:00,10343500,1.63,A -2023-03-02 21:15:00+00:00,10343500,1.62,A -2023-03-02 21:30:00+00:00,10343500,1.62,A -2023-03-02 21:45:00+00:00,10343500,1.63,A -2023-03-02 22:00:00+00:00,10343500,1.62,A -2023-03-02 22:15:00+00:00,10343500,1.61,A -2023-03-02 22:30:00+00:00,10343500,1.62,A -2023-03-02 22:45:00+00:00,10343500,1.62,A -2023-03-02 23:00:00+00:00,10343500,1.63,A -2023-03-02 23:15:00+00:00,10343500,1.63,A -2023-03-02 23:30:00+00:00,10343500,1.63,A -2023-03-02 23:45:00+00:00,10343500,1.63,A -2023-03-03 00:00:00+00:00,10343500,1.63,A -2023-03-03 00:15:00+00:00,10343500,1.63,A -2023-03-03 00:30:00+00:00,10343500,1.63,A -2023-03-03 00:45:00+00:00,10343500,1.62,A -2023-03-03 01:00:00+00:00,10343500,1.63,A -2023-03-03 01:15:00+00:00,10343500,1.63,A -2023-03-03 01:30:00+00:00,10343500,1.63,A -2023-03-03 01:45:00+00:00,10343500,1.63,A -2023-03-03 02:00:00+00:00,10343500,1.63,A -2023-03-03 02:15:00+00:00,10343500,1.63,A -2023-03-03 02:30:00+00:00,10343500,1.63,A -2023-03-03 02:45:00+00:00,10343500,1.63,A -2023-03-03 03:00:00+00:00,10343500,1.63,A -2023-03-03 03:15:00+00:00,10343500,1.63,A -2023-03-03 03:30:00+00:00,10343500,1.63,A -2023-03-03 03:45:00+00:00,10343500,1.63,A -2023-03-03 04:00:00+00:00,10343500,1.63,A -2023-03-03 04:15:00+00:00,10343500,1.63,A -2023-03-03 04:30:00+00:00,10343500,1.63,A -2023-03-03 04:45:00+00:00,10343500,1.63,A -2023-03-03 05:00:00+00:00,10343500,1.63,A -2023-03-03 05:15:00+00:00,10343500,1.63,A -2023-03-03 05:30:00+00:00,10343500,1.63,A -2023-03-03 05:45:00+00:00,10343500,1.63,A -2023-03-03 06:00:00+00:00,10343500,1.63,A -2023-03-03 06:15:00+00:00,10343500,1.63,A -2023-03-03 06:30:00+00:00,10343500,1.63,A -2023-03-03 06:45:00+00:00,10343500,1.63,A -2023-03-03 07:00:00+00:00,10343500,1.63,A -2023-03-03 07:15:00+00:00,10343500,1.63,A -2023-03-03 07:30:00+00:00,10343500,1.63,A -2023-03-03 07:45:00+00:00,10343500,1.63,A -2023-03-03 08:00:00+00:00,10343500,1.63,A -2023-03-03 08:15:00+00:00,10343500,1.63,A -2023-03-03 08:30:00+00:00,10343500,1.63,A -2023-03-03 08:45:00+00:00,10343500,1.63,A -2023-03-03 09:00:00+00:00,10343500,1.63,A -2023-03-03 09:15:00+00:00,10343500,1.63,A -2023-03-03 09:30:00+00:00,10343500,1.63,A -2023-03-03 09:45:00+00:00,10343500,1.63,A -2023-03-03 10:00:00+00:00,10343500,1.63,A -2023-03-03 10:15:00+00:00,10343500,1.63,A -2023-03-03 10:30:00+00:00,10343500,1.63,A -2023-03-03 10:45:00+00:00,10343500,1.63,A -2023-03-03 11:00:00+00:00,10343500,1.63,A -2023-03-03 11:15:00+00:00,10343500,1.63,A -2023-03-03 11:30:00+00:00,10343500,1.63,A -2023-03-03 11:45:00+00:00,10343500,1.63,A -2023-03-03 12:00:00+00:00,10343500,1.63,A -2023-03-03 12:15:00+00:00,10343500,1.63,A -2023-03-03 12:30:00+00:00,10343500,1.63,A -2023-03-03 12:45:00+00:00,10343500,1.63,A -2023-03-03 13:00:00+00:00,10343500,1.63,A -2023-03-03 13:15:00+00:00,10343500,1.63,A -2023-03-03 13:30:00+00:00,10343500,1.63,A -2023-03-03 13:45:00+00:00,10343500,1.63,A -2023-03-03 14:00:00+00:00,10343500,1.63,A -2023-03-03 14:15:00+00:00,10343500,1.63,A -2023-03-03 14:30:00+00:00,10343500,1.63,A -2023-03-03 14:45:00+00:00,10343500,1.63,A -2023-03-03 15:00:00+00:00,10343500,1.63,A -2023-03-03 15:15:00+00:00,10343500,1.63,A -2023-03-03 15:30:00+00:00,10343500,1.62,A -2023-03-03 15:45:00+00:00,10343500,1.63,A -2023-03-03 16:00:00+00:00,10343500,1.62,A -2023-03-03 16:15:00+00:00,10343500,1.63,A -2023-03-03 16:30:00+00:00,10343500,1.62,A -2023-03-03 16:45:00+00:00,10343500,1.63,A -2023-03-03 17:00:00+00:00,10343500,1.62,A -2023-03-03 17:15:00+00:00,10343500,1.62,A -2023-03-03 17:30:00+00:00,10343500,1.62,A -2023-03-03 17:45:00+00:00,10343500,1.63,A -2023-03-03 18:00:00+00:00,10343500,1.62,A -2023-03-03 18:15:00+00:00,10343500,1.63,A -2023-03-03 18:30:00+00:00,10343500,1.63,A -2023-03-03 18:45:00+00:00,10343500,1.62,A -2023-03-03 19:00:00+00:00,10343500,1.62,A -2023-03-03 19:15:00+00:00,10343500,1.63,A -2023-03-03 19:30:00+00:00,10343500,1.62,A -2023-03-03 19:45:00+00:00,10343500,1.62,A -2023-03-03 20:00:00+00:00,10343500,1.62,A -2023-03-03 20:15:00+00:00,10343500,1.62,A -2023-03-03 20:30:00+00:00,10343500,1.62,A -2023-03-03 20:45:00+00:00,10343500,1.62,A -2023-03-03 21:00:00+00:00,10343500,1.63,A -2023-03-03 21:15:00+00:00,10343500,1.63,A -2023-03-03 21:30:00+00:00,10343500,1.63,A -2023-03-03 21:45:00+00:00,10343500,1.62,A -2023-03-03 22:00:00+00:00,10343500,1.62,A -2023-03-03 22:15:00+00:00,10343500,1.62,A -2023-03-03 22:30:00+00:00,10343500,1.63,A -2023-03-03 22:45:00+00:00,10343500,1.63,A -2023-03-03 23:00:00+00:00,10343500,1.63,A -2023-03-03 23:15:00+00:00,10343500,1.63,A -2023-03-03 23:30:00+00:00,10343500,1.63,A -2023-03-03 23:45:00+00:00,10343500,1.63,A -2023-03-04 00:00:00+00:00,10343500,1.63,A -2023-03-04 00:15:00+00:00,10343500,1.63,A -2023-03-04 00:30:00+00:00,10343500,1.63,A -2023-03-04 00:45:00+00:00,10343500,1.63,A -2023-03-04 01:00:00+00:00,10343500,1.63,A -2023-03-04 01:15:00+00:00,10343500,1.63,A -2023-03-04 01:30:00+00:00,10343500,1.63,A -2023-03-04 01:45:00+00:00,10343500,1.63,A -2023-03-04 02:00:00+00:00,10343500,1.63,A -2023-03-04 02:15:00+00:00,10343500,1.63,A -2023-03-04 02:30:00+00:00,10343500,1.63,A -2023-03-04 02:45:00+00:00,10343500,1.63,A -2023-03-04 03:00:00+00:00,10343500,1.63,A -2023-03-04 03:15:00+00:00,10343500,1.63,A -2023-03-04 03:30:00+00:00,10343500,1.63,A -2023-03-04 03:45:00+00:00,10343500,1.63,A -2023-03-04 04:00:00+00:00,10343500,1.63,A -2023-03-04 04:15:00+00:00,10343500,1.63,A -2023-03-04 04:30:00+00:00,10343500,1.63,A -2023-03-04 04:45:00+00:00,10343500,1.63,A -2023-03-04 05:00:00+00:00,10343500,1.63,A -2023-03-04 05:15:00+00:00,10343500,1.63,A -2023-03-04 05:30:00+00:00,10343500,1.63,A -2023-03-04 05:45:00+00:00,10343500,1.63,A -2023-03-04 06:00:00+00:00,10343500,1.63,A -2023-03-04 06:15:00+00:00,10343500,1.63,A -2023-03-04 06:30:00+00:00,10343500,1.63,A -2023-03-04 06:45:00+00:00,10343500,1.63,A -2023-03-04 07:00:00+00:00,10343500,1.63,A -2023-03-04 07:15:00+00:00,10343500,1.63,A -2023-03-04 07:30:00+00:00,10343500,1.63,A -2023-03-04 07:45:00+00:00,10343500,1.63,A -2023-03-04 08:00:00+00:00,10343500,1.63,A -2023-03-04 08:15:00+00:00,10343500,1.63,A -2023-03-04 08:30:00+00:00,10343500,1.63,A -2023-03-04 08:45:00+00:00,10343500,1.63,A -2023-03-04 09:00:00+00:00,10343500,1.63,A -2023-03-04 09:15:00+00:00,10343500,1.63,A -2023-03-04 09:30:00+00:00,10343500,1.63,A -2023-03-04 09:45:00+00:00,10343500,1.63,A -2023-03-04 10:00:00+00:00,10343500,1.63,A -2023-03-04 10:15:00+00:00,10343500,1.63,A -2023-03-04 10:30:00+00:00,10343500,1.63,A -2023-03-04 10:45:00+00:00,10343500,1.62,A -2023-03-04 11:00:00+00:00,10343500,1.63,A -2023-03-04 11:15:00+00:00,10343500,1.63,A -2023-03-04 11:30:00+00:00,10343500,1.63,A -2023-03-04 11:45:00+00:00,10343500,1.63,A -2023-03-04 12:00:00+00:00,10343500,1.63,A -2023-03-04 12:15:00+00:00,10343500,1.63,A -2023-03-04 12:30:00+00:00,10343500,1.63,A -2023-03-04 12:45:00+00:00,10343500,1.63,A -2023-03-04 13:00:00+00:00,10343500,1.63,A -2023-03-04 13:15:00+00:00,10343500,1.63,A -2023-03-04 13:30:00+00:00,10343500,1.62,A -2023-03-04 13:45:00+00:00,10343500,1.63,A -2023-03-04 14:00:00+00:00,10343500,1.63,A -2023-03-04 14:15:00+00:00,10343500,1.63,A -2023-03-04 14:30:00+00:00,10343500,1.63,A -2023-03-04 14:45:00+00:00,10343500,1.62,A -2023-03-04 15:00:00+00:00,10343500,1.63,A -2023-03-04 15:15:00+00:00,10343500,1.63,A -2023-03-04 15:30:00+00:00,10343500,1.63,A -2023-03-04 15:45:00+00:00,10343500,1.63,A -2023-03-04 16:00:00+00:00,10343500,1.63,A -2023-03-04 16:15:00+00:00,10343500,1.63,A -2023-03-04 16:30:00+00:00,10343500,1.63,A -2023-03-04 16:45:00+00:00,10343500,1.62,A -2023-03-04 17:00:00+00:00,10343500,1.63,A -2023-03-04 17:15:00+00:00,10343500,1.63,A -2023-03-04 17:30:00+00:00,10343500,1.63,A -2023-03-04 17:45:00+00:00,10343500,1.63,A -2023-03-04 18:00:00+00:00,10343500,1.63,A -2023-03-04 18:15:00+00:00,10343500,1.63,A -2023-03-04 18:30:00+00:00,10343500,1.63,A -2023-03-04 18:45:00+00:00,10343500,1.63,A -2023-03-04 19:00:00+00:00,10343500,1.63,A -2023-03-04 19:15:00+00:00,10343500,1.62,A -2023-03-04 19:30:00+00:00,10343500,1.62,A -2023-03-04 19:45:00+00:00,10343500,1.63,A -2023-03-04 20:00:00+00:00,10343500,1.63,A -2023-03-04 20:15:00+00:00,10343500,1.62,A -2023-03-04 20:30:00+00:00,10343500,1.63,A -2023-03-04 20:45:00+00:00,10343500,1.63,A -2023-03-04 21:00:00+00:00,10343500,1.63,A -2023-03-04 21:15:00+00:00,10343500,1.63,A -2023-03-04 21:30:00+00:00,10343500,1.63,A -2023-03-04 21:45:00+00:00,10343500,1.63,A -2023-03-04 22:00:00+00:00,10343500,1.63,A -2023-03-04 22:15:00+00:00,10343500,1.63,A -2023-03-04 22:30:00+00:00,10343500,1.63,A -2023-03-04 22:45:00+00:00,10343500,1.63,A -2023-03-04 23:00:00+00:00,10343500,1.63,A -2023-03-04 23:15:00+00:00,10343500,1.63,A -2023-03-04 23:30:00+00:00,10343500,1.63,A -2023-03-04 23:45:00+00:00,10343500,1.63,A -2023-03-05 00:00:00+00:00,10343500,1.63,A -2023-03-05 00:15:00+00:00,10343500,1.63,A -2023-03-05 00:30:00+00:00,10343500,1.63,A -2023-03-05 00:45:00+00:00,10343500,1.63,A -2023-03-05 01:00:00+00:00,10343500,1.63,A -2023-03-05 01:15:00+00:00,10343500,1.63,A -2023-03-05 01:30:00+00:00,10343500,1.63,A -2023-03-05 01:45:00+00:00,10343500,1.63,A -2023-03-05 02:00:00+00:00,10343500,1.63,A -2023-03-05 02:15:00+00:00,10343500,1.63,A -2023-03-05 02:30:00+00:00,10343500,1.63,A -2023-03-05 02:45:00+00:00,10343500,1.63,A -2023-03-05 03:00:00+00:00,10343500,1.63,A -2023-03-05 03:15:00+00:00,10343500,1.63,A -2023-03-05 03:30:00+00:00,10343500,1.63,A -2023-03-05 03:45:00+00:00,10343500,1.63,A -2023-03-05 04:00:00+00:00,10343500,1.63,A -2023-03-05 04:15:00+00:00,10343500,1.63,A -2023-03-05 04:30:00+00:00,10343500,1.63,A -2023-03-05 04:45:00+00:00,10343500,1.64,A -2023-03-05 05:00:00+00:00,10343500,1.63,A -2023-03-05 05:15:00+00:00,10343500,1.63,A -2023-03-05 05:30:00+00:00,10343500,1.63,A -2023-03-05 05:45:00+00:00,10343500,1.63,A -2023-03-05 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11:45:00+00:00,10343500,1.63,A -2023-03-05 12:00:00+00:00,10343500,1.63,A -2023-03-05 12:15:00+00:00,10343500,1.63,A -2023-03-05 12:30:00+00:00,10343500,1.63,A -2023-03-05 12:45:00+00:00,10343500,1.63,A -2023-03-05 13:00:00+00:00,10343500,1.62,A -2023-03-05 13:15:00+00:00,10343500,1.6,A -2023-03-05 13:30:00+00:00,10343500,1.63,A -2023-03-05 13:45:00+00:00,10343500,1.63,A -2023-03-05 14:00:00+00:00,10343500,1.64,A -2023-03-05 14:15:00+00:00,10343500,1.63,A -2023-03-05 14:30:00+00:00,10343500,1.63,A -2023-03-05 14:45:00+00:00,10343500,1.63,A -2023-03-05 15:00:00+00:00,10343500,1.62,A -2023-03-05 15:15:00+00:00,10343500,1.62,A -2023-03-05 15:30:00+00:00,10343500,1.63,A -2023-03-05 15:45:00+00:00,10343500,1.63,A -2023-03-05 16:00:00+00:00,10343500,1.63,A -2023-03-05 16:15:00+00:00,10343500,1.63,A -2023-03-05 16:30:00+00:00,10343500,1.64,A -2023-03-05 16:45:00+00:00,10343500,1.64,A -2023-03-05 17:00:00+00:00,10343500,1.64,A -2023-03-05 17:15:00+00:00,10343500,1.64,A -2023-03-05 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08:45:00+00:00,10343500,1.62,A -2023-03-08 09:00:00+00:00,10343500,1.62,A -2023-03-08 09:15:00+00:00,10343500,1.62,A -2023-03-08 09:30:00+00:00,10343500,1.62,A -2023-03-08 09:45:00+00:00,10343500,1.62,A -2023-03-08 10:00:00+00:00,10343500,1.62,A -2023-03-08 10:15:00+00:00,10343500,1.62,A -2023-03-08 10:30:00+00:00,10343500,1.62,A -2023-03-08 10:45:00+00:00,10343500,1.62,A -2023-03-08 11:00:00+00:00,10343500,1.62,A -2023-03-08 11:15:00+00:00,10343500,1.62,A -2023-03-08 11:30:00+00:00,10343500,1.62,A -2023-03-08 11:45:00+00:00,10343500,1.62,A -2023-03-08 12:00:00+00:00,10343500,1.62,A -2023-03-08 12:15:00+00:00,10343500,1.62,A -2023-03-08 12:30:00+00:00,10343500,1.62,A -2023-03-08 12:45:00+00:00,10343500,1.62,A -2023-03-08 13:00:00+00:00,10343500,1.62,A -2023-03-08 13:15:00+00:00,10343500,1.62,A -2023-03-08 13:30:00+00:00,10343500,1.62,A -2023-03-08 13:45:00+00:00,10343500,1.62,A -2023-03-08 14:00:00+00:00,10343500,1.62,A -2023-03-08 14:15:00+00:00,10343500,1.62,A -2023-03-08 14:30:00+00:00,10343500,1.62,A -2023-03-08 14:45:00+00:00,10343500,1.62,A -2023-03-08 15:00:00+00:00,10343500,1.62,A -2023-03-08 15:15:00+00:00,10343500,1.62,A -2023-03-08 15:30:00+00:00,10343500,1.62,A -2023-03-08 15:45:00+00:00,10343500,1.62,A -2023-03-08 16:00:00+00:00,10343500,1.62,A -2023-03-08 16:15:00+00:00,10343500,1.62,A -2023-03-08 16:30:00+00:00,10343500,1.62,A -2023-03-08 16:45:00+00:00,10343500,1.62,A -2023-03-08 17:00:00+00:00,10343500,1.62,A -2023-03-08 17:15:00+00:00,10343500,1.62,A -2023-03-08 17:30:00+00:00,10343500,1.63,A -2023-03-08 17:45:00+00:00,10343500,1.63,A -2023-03-08 18:00:00+00:00,10343500,1.62,A -2023-03-08 18:15:00+00:00,10343500,1.62,A -2023-03-08 18:30:00+00:00,10343500,1.62,A -2023-03-08 18:45:00+00:00,10343500,1.62,A -2023-03-08 19:00:00+00:00,10343500,1.62,A -2023-03-08 19:15:00+00:00,10343500,1.62,A -2023-03-08 19:30:00+00:00,10343500,1.62,A -2023-03-08 19:45:00+00:00,10343500,1.62,A -2023-03-08 20:00:00+00:00,10343500,1.62,A -2023-03-08 20:15:00+00:00,10343500,1.62,A -2023-03-08 20:30:00+00:00,10343500,1.62,A -2023-03-08 20:45:00+00:00,10343500,1.62,A -2023-03-08 21:00:00+00:00,10343500,1.62,A -2023-03-08 21:15:00+00:00,10343500,1.62,A -2023-03-08 21:30:00+00:00,10343500,1.62,A -2023-03-08 21:45:00+00:00,10343500,1.62,A -2023-03-08 22:00:00+00:00,10343500,1.62,A -2023-03-08 22:15:00+00:00,10343500,1.62,A -2023-03-08 22:30:00+00:00,10343500,1.62,A -2023-03-08 22:45:00+00:00,10343500,1.61,A -2023-03-08 23:00:00+00:00,10343500,1.61,A -2023-03-08 23:15:00+00:00,10343500,1.61,A -2023-03-08 23:30:00+00:00,10343500,1.61,A -2023-03-08 23:45:00+00:00,10343500,1.62,A -2023-03-09 00:00:00+00:00,10343500,1.61,A -2023-03-09 00:15:00+00:00,10343500,1.61,A -2023-03-09 00:30:00+00:00,10343500,1.61,A -2023-03-09 00:45:00+00:00,10343500,1.61,A -2023-03-09 01:00:00+00:00,10343500,1.62,A -2023-03-09 01:15:00+00:00,10343500,1.61,A -2023-03-09 01:30:00+00:00,10343500,1.61,A -2023-03-09 01:45:00+00:00,10343500,1.61,A -2023-03-09 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07:45:00+00:00,10343500,1.61,A -2023-03-09 08:00:00+00:00,10343500,1.61,A -2023-03-09 08:15:00+00:00,10343500,1.61,A -2023-03-09 08:30:00+00:00,10343500,1.61,A -2023-03-09 08:45:00+00:00,10343500,1.61,A -2023-03-09 09:00:00+00:00,10343500,1.61,A -2023-03-09 09:15:00+00:00,10343500,1.61,A -2023-03-09 09:30:00+00:00,10343500,1.61,A -2023-03-09 09:45:00+00:00,10343500,1.61,A -2023-03-09 10:00:00+00:00,10343500,1.61,A -2023-03-09 10:15:00+00:00,10343500,1.61,A -2023-03-09 10:30:00+00:00,10343500,1.61,A -2023-03-09 10:45:00+00:00,10343500,1.61,A -2023-03-09 11:00:00+00:00,10343500,1.61,A -2023-03-09 11:15:00+00:00,10343500,1.61,A -2023-03-09 11:30:00+00:00,10343500,1.61,A -2023-03-09 11:45:00+00:00,10343500,1.61,A -2023-03-09 12:00:00+00:00,10343500,1.61,A -2023-03-09 12:15:00+00:00,10343500,1.61,A -2023-03-09 12:30:00+00:00,10343500,1.61,A -2023-03-09 12:45:00+00:00,10343500,1.61,A -2023-03-09 13:00:00+00:00,10343500,1.61,A -2023-03-09 13:15:00+00:00,10343500,1.61,A -2023-03-09 13:30:00+00:00,10343500,1.61,A -2023-03-09 13:45:00+00:00,10343500,1.61,A -2023-03-09 14:00:00+00:00,10343500,1.61,A -2023-03-09 14:15:00+00:00,10343500,1.61,A -2023-03-09 14:30:00+00:00,10343500,1.61,A -2023-03-09 14:45:00+00:00,10343500,1.61,A -2023-03-09 15:00:00+00:00,10343500,1.61,A -2023-03-09 15:15:00+00:00,10343500,1.61,A -2023-03-09 15:30:00+00:00,10343500,1.61,A -2023-03-09 15:45:00+00:00,10343500,1.61,A -2023-03-09 16:00:00+00:00,10343500,1.61,A -2023-03-09 16:15:00+00:00,10343500,1.61,A -2023-03-09 16:30:00+00:00,10343500,1.61,A -2023-03-09 16:45:00+00:00,10343500,1.61,A -2023-03-09 17:00:00+00:00,10343500,1.61,A -2023-03-09 17:15:00+00:00,10343500,1.61,A -2023-03-09 17:30:00+00:00,10343500,1.61,A -2023-03-09 17:45:00+00:00,10343500,1.61,A -2023-03-09 18:00:00+00:00,10343500,1.61,A -2023-03-09 18:15:00+00:00,10343500,1.61,A -2023-03-09 18:30:00+00:00,10343500,1.61,A -2023-03-09 18:45:00+00:00,10343500,1.61,A -2023-03-09 19:00:00+00:00,10343500,1.61,A -2023-03-09 19:15:00+00:00,10343500,1.61,A -2023-03-09 19:30:00+00:00,10343500,1.61,A -2023-03-09 19:45:00+00:00,10343500,1.61,A -2023-03-09 20:00:00+00:00,10343500,1.61,A -2023-03-09 20:15:00+00:00,10343500,1.61,A -2023-03-09 20:30:00+00:00,10343500,1.61,A -2023-03-09 20:45:00+00:00,10343500,1.61,A -2023-03-09 21:00:00+00:00,10343500,1.61,A -2023-03-09 21:15:00+00:00,10343500,1.61,A -2023-03-09 21:30:00+00:00,10343500,1.61,A -2023-03-09 21:45:00+00:00,10343500,1.61,A -2023-03-09 22:00:00+00:00,10343500,1.62,A -2023-03-09 22:15:00+00:00,10343500,1.61,A -2023-03-09 22:30:00+00:00,10343500,1.62,A -2023-03-09 22:45:00+00:00,10343500,1.61,A -2023-03-09 23:00:00+00:00,10343500,1.61,A -2023-03-09 23:15:00+00:00,10343500,1.61,A -2023-03-09 23:30:00+00:00,10343500,1.62,A -2023-03-09 23:45:00+00:00,10343500,1.62,A -2023-03-10 00:00:00+00:00,10343500,1.62,A -2023-03-10 00:15:00+00:00,10343500,1.62,A -2023-03-10 00:30:00+00:00,10343500,1.62,A -2023-03-10 00:45:00+00:00,10343500,1.62,A -2023-03-10 01:00:00+00:00,10343500,1.62,A -2023-03-10 01:15:00+00:00,10343500,1.62,A -2023-03-10 01:30:00+00:00,10343500,1.62,A -2023-03-10 01:45:00+00:00,10343500,1.62,A -2023-03-10 02:00:00+00:00,10343500,1.62,A -2023-03-10 02:15:00+00:00,10343500,1.62,A -2023-03-10 02:30:00+00:00,10343500,1.62,A -2023-03-10 02:45:00+00:00,10343500,1.62,A -2023-03-10 03:00:00+00:00,10343500,1.62,A -2023-03-10 03:15:00+00:00,10343500,1.62,A -2023-03-10 03:30:00+00:00,10343500,1.62,A -2023-03-10 03:45:00+00:00,10343500,1.62,A -2023-03-10 04:00:00+00:00,10343500,1.62,A -2023-03-10 04:15:00+00:00,10343500,1.62,A -2023-03-10 04:30:00+00:00,10343500,1.62,A -2023-03-10 04:45:00+00:00,10343500,1.62,A -2023-03-10 05:00:00+00:00,10343500,1.62,A -2023-03-10 05:15:00+00:00,10343500,1.62,A -2023-03-10 05:30:00+00:00,10343500,1.62,A -2023-03-10 05:45:00+00:00,10343500,1.62,A -2023-03-10 06:00:00+00:00,10343500,1.62,A -2023-03-10 06:15:00+00:00,10343500,1.62,A -2023-03-10 06:30:00+00:00,10343500,1.63,A -2023-03-10 06:45:00+00:00,10343500,1.63,A -2023-03-10 07:00:00+00:00,10343500,1.63,A -2023-03-10 07:15:00+00:00,10343500,1.63,A -2023-03-10 07:30:00+00:00,10343500,1.63,A -2023-03-10 07:45:00+00:00,10343500,1.64,A -2023-03-10 08:00:00+00:00,10343500,1.64,A -2023-03-10 08:15:00+00:00,10343500,1.65,A -2023-03-10 08:30:00+00:00,10343500,1.65,A -2023-03-10 08:45:00+00:00,10343500,1.65,A -2023-03-10 09:00:00+00:00,10343500,1.66,A -2023-03-10 09:15:00+00:00,10343500,1.66,A -2023-03-10 09:30:00+00:00,10343500,1.67,A -2023-03-10 09:45:00+00:00,10343500,1.68,A -2023-03-10 10:00:00+00:00,10343500,1.69,A -2023-03-10 10:15:00+00:00,10343500,1.71,A -2023-03-10 10:30:00+00:00,10343500,1.72,A -2023-03-10 10:45:00+00:00,10343500,1.73,A -2023-03-10 11:00:00+00:00,10343500,1.74,A -2023-03-10 11:15:00+00:00,10343500,1.76,A -2023-03-10 11:30:00+00:00,10343500,1.77,A -2023-03-10 11:45:00+00:00,10343500,1.79,A -2023-03-10 12:00:00+00:00,10343500,1.82,A -2023-03-10 12:15:00+00:00,10343500,1.81,A -2023-03-10 12:30:00+00:00,10343500,1.84,A -2023-03-10 12:45:00+00:00,10343500,1.86,A -2023-03-10 13:00:00+00:00,10343500,1.88,A -2023-03-10 13:30:00+00:00,10343500,1.91,A -2023-03-10 13:45:00+00:00,10343500,1.91,A -2023-03-10 14:00:00+00:00,10343500,1.93,A -2023-03-10 14:15:00+00:00,10343500,1.93,A -2023-03-10 14:30:00+00:00,10343500,1.96,A -2023-03-10 14:45:00+00:00,10343500,1.96,A -2023-03-10 15:00:00+00:00,10343500,1.97,A -2023-03-10 15:15:00+00:00,10343500,1.97,A -2023-03-10 15:30:00+00:00,10343500,1.98,A -2023-03-10 15:45:00+00:00,10343500,2.0,A -2023-03-10 16:00:00+00:00,10343500,2.0,A -2023-03-10 16:15:00+00:00,10343500,2.0,A -2023-03-10 16:30:00+00:00,10343500,2.03,A -2023-03-10 16:45:00+00:00,10343500,2.02,A -2023-03-10 17:00:00+00:00,10343500,2.04,A -2023-03-10 17:15:00+00:00,10343500,2.02,A -2023-03-10 17:30:00+00:00,10343500,2.05,A -2023-03-10 17:45:00+00:00,10343500,2.05,A -2023-03-10 18:00:00+00:00,10343500,2.06,A -2023-03-10 18:15:00+00:00,10343500,2.05,A -2023-03-10 18:30:00+00:00,10343500,2.05,A -2023-03-10 18:45:00+00:00,10343500,2.06,A -2023-03-10 19:00:00+00:00,10343500,2.06,A -2023-03-10 19:15:00+00:00,10343500,2.07,A -2023-03-10 19:30:00+00:00,10343500,2.06,A -2023-03-10 19:45:00+00:00,10343500,2.06,A -2023-03-10 20:00:00+00:00,10343500,2.08,A -2023-03-10 20:15:00+00:00,10343500,2.06,A -2023-03-10 20:30:00+00:00,10343500,2.07,A -2023-03-10 20:45:00+00:00,10343500,2.07,A -2023-03-10 21:00:00+00:00,10343500,2.07,A -2023-03-10 21:15:00+00:00,10343500,2.07,A -2023-03-10 21:30:00+00:00,10343500,2.06,A -2023-03-10 21:45:00+00:00,10343500,2.06,A -2023-03-10 22:00:00+00:00,10343500,2.07,A -2023-03-10 22:15:00+00:00,10343500,2.06,A -2023-03-10 22:30:00+00:00,10343500,2.07,A -2023-03-10 22:45:00+00:00,10343500,2.06,A -2023-03-10 23:00:00+00:00,10343500,2.06,A -2023-03-10 23:15:00+00:00,10343500,2.06,A -2023-03-10 23:30:00+00:00,10343500,2.06,A -2023-03-10 23:45:00+00:00,10343500,2.06,A -2023-03-11 00:00:00+00:00,10343500,2.06,A -2023-03-11 00:15:00+00:00,10343500,2.05,A -2023-03-11 00:30:00+00:00,10343500,2.05,A -2023-03-11 00:45:00+00:00,10343500,2.05,A -2023-03-11 01:00:00+00:00,10343500,2.04,A -2023-03-11 01:15:00+00:00,10343500,2.04,A -2023-03-11 01:30:00+00:00,10343500,2.04,A -2023-03-11 01:45:00+00:00,10343500,2.03,A -2023-03-11 02:00:00+00:00,10343500,2.03,A -2023-03-11 02:15:00+00:00,10343500,2.03,A -2023-03-11 02:30:00+00:00,10343500,2.03,A -2023-03-11 02:45:00+00:00,10343500,2.02,A -2023-03-11 03:00:00+00:00,10343500,2.03,A -2023-03-11 03:15:00+00:00,10343500,2.02,A -2023-03-11 03:30:00+00:00,10343500,2.02,A -2023-03-11 03:45:00+00:00,10343500,2.02,A -2023-03-11 04:00:00+00:00,10343500,2.02,A -2023-03-11 04:15:00+00:00,10343500,2.02,A -2023-03-11 04:30:00+00:00,10343500,2.02,A -2023-03-11 04:45:00+00:00,10343500,2.01,A -2023-03-11 05:00:00+00:00,10343500,2.01,A -2023-03-11 05:15:00+00:00,10343500,2.01,A -2023-03-11 05:30:00+00:00,10343500,2.01,A -2023-03-11 05:45:00+00:00,10343500,2.01,A -2023-03-11 06:00:00+00:00,10343500,2.0,A -2023-03-11 06:15:00+00:00,10343500,2.0,A -2023-03-11 06:30:00+00:00,10343500,2.0,A -2023-03-11 06:45:00+00:00,10343500,2.0,A -2023-03-11 07:00:00+00:00,10343500,2.0,A -2023-03-11 07:15:00+00:00,10343500,2.0,A -2023-03-11 07:30:00+00:00,10343500,2.0,A -2023-03-11 07:45:00+00:00,10343500,1.99,A -2023-03-11 08:00:00+00:00,10343500,1.99,A -2023-03-11 08:15:00+00:00,10343500,1.99,A -2023-03-11 08:30:00+00:00,10343500,1.98,A -2023-03-11 08:45:00+00:00,10343500,1.97,A -2023-03-11 09:00:00+00:00,10343500,1.97,A -2023-03-11 09:15:00+00:00,10343500,1.97,A -2023-03-11 09:30:00+00:00,10343500,1.96,A -2023-03-11 09:45:00+00:00,10343500,1.96,A -2023-03-11 10:00:00+00:00,10343500,1.96,A -2023-03-11 10:15:00+00:00,10343500,1.95,A -2023-03-11 10:30:00+00:00,10343500,1.96,A -2023-03-11 10:45:00+00:00,10343500,1.95,A -2023-03-11 11:00:00+00:00,10343500,1.95,A -2023-03-11 11:15:00+00:00,10343500,1.95,A -2023-03-11 11:30:00+00:00,10343500,1.95,A -2023-03-11 11:45:00+00:00,10343500,1.94,A -2023-03-11 12:00:00+00:00,10343500,1.94,A -2023-03-11 12:15:00+00:00,10343500,1.94,A -2023-03-11 12:30:00+00:00,10343500,1.94,A -2023-03-11 12:45:00+00:00,10343500,1.93,A -2023-03-11 13:00:00+00:00,10343500,1.93,A -2023-03-11 13:15:00+00:00,10343500,1.93,A -2023-03-11 13:30:00+00:00,10343500,1.93,A -2023-03-11 13:45:00+00:00,10343500,1.93,A -2023-03-11 14:00:00+00:00,10343500,1.92,A -2023-03-11 14:15:00+00:00,10343500,1.92,A -2023-03-11 14:30:00+00:00,10343500,1.92,A -2023-03-11 14:45:00+00:00,10343500,1.92,A -2023-03-11 15:00:00+00:00,10343500,1.92,A -2023-03-11 15:15:00+00:00,10343500,1.91,A -2023-03-11 15:30:00+00:00,10343500,1.91,A -2023-03-11 15:45:00+00:00,10343500,1.91,A -2023-03-11 16:00:00+00:00,10343500,1.91,A -2023-03-11 16:15:00+00:00,10343500,1.91,A -2023-03-11 16:30:00+00:00,10343500,1.91,A -2023-03-11 16:45:00+00:00,10343500,1.91,A -2023-03-11 17:00:00+00:00,10343500,1.9,A -2023-03-11 17:15:00+00:00,10343500,1.9,A -2023-03-11 17:30:00+00:00,10343500,1.9,A -2023-03-11 17:45:00+00:00,10343500,1.9,A -2023-03-11 18:00:00+00:00,10343500,1.9,A -2023-03-11 18:15:00+00:00,10343500,1.9,A -2023-03-11 18:30:00+00:00,10343500,1.9,A -2023-03-11 18:45:00+00:00,10343500,1.9,A -2023-03-11 19:00:00+00:00,10343500,1.9,A -2023-03-11 19:15:00+00:00,10343500,1.89,A -2023-03-11 19:30:00+00:00,10343500,1.89,A -2023-03-11 19:45:00+00:00,10343500,1.89,A -2023-03-11 20:00:00+00:00,10343500,1.89,A -2023-03-11 20:15:00+00:00,10343500,1.88,A -2023-03-11 20:30:00+00:00,10343500,1.89,A -2023-03-11 20:45:00+00:00,10343500,1.89,A -2023-03-11 21:00:00+00:00,10343500,1.89,A -2023-03-11 21:15:00+00:00,10343500,1.88,A -2023-03-11 21:30:00+00:00,10343500,1.88,A -2023-03-11 21:45:00+00:00,10343500,1.88,A -2023-03-11 22:00:00+00:00,10343500,1.88,A -2023-03-11 22:15:00+00:00,10343500,1.88,A -2023-03-11 22:30:00+00:00,10343500,1.88,A -2023-03-11 22:45:00+00:00,10343500,1.88,A -2023-03-11 23:00:00+00:00,10343500,1.88,A -2023-03-11 23:15:00+00:00,10343500,1.88,A -2023-03-11 23:30:00+00:00,10343500,1.88,A -2023-03-11 23:45:00+00:00,10343500,1.87,A -2023-03-12 00:00:00+00:00,10343500,1.87,A -2023-03-12 00:15:00+00:00,10343500,1.87,A -2023-03-12 00:30:00+00:00,10343500,1.87,A -2023-03-12 00:45:00+00:00,10343500,1.87,A -2023-03-12 01:00:00+00:00,10343500,1.87,A -2023-03-12 01:15:00+00:00,10343500,1.87,A -2023-03-12 01:30:00+00:00,10343500,1.88,A -2023-03-12 01:45:00+00:00,10343500,1.87,A -2023-03-12 02:00:00+00:00,10343500,1.88,A -2023-03-12 02:15:00+00:00,10343500,1.88,A -2023-03-12 02:30:00+00:00,10343500,1.88,A -2023-03-12 02:45:00+00:00,10343500,1.88,A -2023-03-12 03:00:00+00:00,10343500,1.88,A -2023-03-12 03:15:00+00:00,10343500,1.88,A -2023-03-12 03:30:00+00:00,10343500,1.88,A -2023-03-12 03:45:00+00:00,10343500,1.88,A -2023-03-12 04:00:00+00:00,10343500,1.88,A -2023-03-12 04:15:00+00:00,10343500,1.88,A -2023-03-12 04:30:00+00:00,10343500,1.88,A -2023-03-12 04:45:00+00:00,10343500,1.88,A -2023-03-12 05:00:00+00:00,10343500,1.88,A -2023-03-12 05:15:00+00:00,10343500,1.88,A -2023-03-12 05:30:00+00:00,10343500,1.89,A -2023-03-12 05:45:00+00:00,10343500,1.88,A -2023-03-12 06:00:00+00:00,10343500,1.88,A -2023-03-12 06:15:00+00:00,10343500,1.88,A -2023-03-12 06:30:00+00:00,10343500,1.89,A -2023-03-12 06:45:00+00:00,10343500,1.88,A -2023-03-12 07:00:00+00:00,10343500,1.88,A -2023-03-12 07:15:00+00:00,10343500,1.88,A -2023-03-12 07:30:00+00:00,10343500,1.89,A -2023-03-12 07:45:00+00:00,10343500,1.88,A -2023-03-12 08:00:00+00:00,10343500,1.88,A -2023-03-12 08:15:00+00:00,10343500,1.88,A -2023-03-12 08:30:00+00:00,10343500,1.89,A -2023-03-12 08:45:00+00:00,10343500,1.88,A -2023-03-12 09:00:00+00:00,10343500,1.88,A -2023-03-12 09:15:00+00:00,10343500,1.88,A -2023-03-12 09:30:00+00:00,10343500,1.88,A -2023-03-12 09:45:00+00:00,10343500,1.88,A -2023-03-12 10:00:00+00:00,10343500,1.88,A -2023-03-12 10:15:00+00:00,10343500,1.88,A -2023-03-12 10:30:00+00:00,10343500,1.88,A -2023-03-12 10:45:00+00:00,10343500,1.88,A -2023-03-12 11:00:00+00:00,10343500,1.88,A -2023-03-12 11:15:00+00:00,10343500,1.88,A -2023-03-12 11:30:00+00:00,10343500,1.88,A -2023-03-12 11:45:00+00:00,10343500,1.87,A -2023-03-12 12:00:00+00:00,10343500,1.87,A -2023-03-12 12:15:00+00:00,10343500,1.87,A -2023-03-12 12:30:00+00:00,10343500,1.88,A -2023-03-12 12:45:00+00:00,10343500,1.87,A -2023-03-12 13:00:00+00:00,10343500,1.87,A -2023-03-12 13:15:00+00:00,10343500,1.87,A -2023-03-12 13:30:00+00:00,10343500,1.87,A -2023-03-12 13:45:00+00:00,10343500,1.87,A -2023-03-12 14:00:00+00:00,10343500,1.87,A -2023-03-12 14:15:00+00:00,10343500,1.87,A -2023-03-12 14:30:00+00:00,10343500,1.86,A -2023-03-12 14:45:00+00:00,10343500,1.86,A -2023-03-12 15:00:00+00:00,10343500,1.86,A -2023-03-12 15:15:00+00:00,10343500,1.86,A -2023-03-12 15:30:00+00:00,10343500,1.86,A -2023-03-12 15:45:00+00:00,10343500,1.86,A -2023-03-12 16:00:00+00:00,10343500,1.86,A -2023-03-12 16:15:00+00:00,10343500,1.86,A -2023-03-12 16:30:00+00:00,10343500,1.86,A -2023-03-12 16:45:00+00:00,10343500,1.86,A -2023-03-12 17:00:00+00:00,10343500,1.86,A -2023-03-12 17:15:00+00:00,10343500,1.86,A -2023-03-12 17:30:00+00:00,10343500,1.86,A -2023-03-12 17:45:00+00:00,10343500,1.86,A -2023-03-12 18:00:00+00:00,10343500,1.86,A -2023-03-12 18:15:00+00:00,10343500,1.86,A -2023-03-12 18:30:00+00:00,10343500,1.86,A -2023-03-12 18:45:00+00:00,10343500,1.86,A -2023-03-12 19:00:00+00:00,10343500,1.86,A -2023-03-12 19:15:00+00:00,10343500,1.86,A -2023-03-12 19:30:00+00:00,10343500,1.86,A -2023-03-12 20:00:00+00:00,10343500,1.87,A -2023-03-12 20:15:00+00:00,10343500,1.86,A -2023-03-12 20:30:00+00:00,10343500,1.86,A -2023-03-12 20:45:00+00:00,10343500,1.87,A -2023-03-12 21:00:00+00:00,10343500,1.86,A -2023-03-12 21:15:00+00:00,10343500,1.86,A -2023-03-12 21:45:00+00:00,10343500,1.88,A -2023-03-12 22:00:00+00:00,10343500,1.87,A -2023-03-12 22:15:00+00:00,10343500,1.87,A -2023-03-12 22:30:00+00:00,10343500,1.87,A -2023-03-12 22:45:00+00:00,10343500,1.86,A -2023-03-12 23:00:00+00:00,10343500,1.86,A -2023-03-12 23:15:00+00:00,10343500,1.86,A -2023-03-12 23:30:00+00:00,10343500,1.86,A -2023-03-12 23:45:00+00:00,10343500,1.86,A -2023-03-13 00:00:00+00:00,10343500,1.86,A -2023-03-13 00:15:00+00:00,10343500,1.86,A -2023-03-13 00:30:00+00:00,10343500,1.87,A -2023-03-13 00:45:00+00:00,10343500,1.86,A -2023-03-13 01:00:00+00:00,10343500,1.86,A -2023-03-13 01:15:00+00:00,10343500,1.86,A -2023-03-13 01:30:00+00:00,10343500,1.86,A -2023-03-13 01:45:00+00:00,10343500,1.86,A -2023-03-13 02:00:00+00:00,10343500,1.87,A -2023-03-13 02:15:00+00:00,10343500,1.87,A -2023-03-13 02:30:00+00:00,10343500,1.87,A -2023-03-13 02:45:00+00:00,10343500,1.87,A -2023-03-13 03:00:00+00:00,10343500,1.87,A -2023-03-13 03:15:00+00:00,10343500,1.87,A -2023-03-13 03:30:00+00:00,10343500,1.87,A -2023-03-13 03:45:00+00:00,10343500,1.87,A -2023-03-13 04:00:00+00:00,10343500,1.87,A -2023-03-13 04:15:00+00:00,10343500,1.87,A -2023-03-13 04:30:00+00:00,10343500,1.87,A -2023-03-13 04:45:00+00:00,10343500,1.87,A -2023-03-13 05:00:00+00:00,10343500,1.87,A -2023-03-13 05:15:00+00:00,10343500,1.87,A -2023-03-13 05:30:00+00:00,10343500,1.87,A -2023-03-13 05:45:00+00:00,10343500,1.87,A -2023-03-13 06:00:00+00:00,10343500,1.87,A -2023-03-13 06:15:00+00:00,10343500,1.87,A -2023-03-13 06:30:00+00:00,10343500,1.87,A -2023-03-13 06:45:00+00:00,10343500,1.87,A -2023-03-13 07:00:00+00:00,10343500,1.87,A -2023-03-13 07:15:00+00:00,10343500,1.87,A -2023-03-13 07:30:00+00:00,10343500,1.87,A -2023-03-13 07:45:00+00:00,10343500,1.87,A -2023-03-13 08:00:00+00:00,10343500,1.87,A -2023-03-13 08:15:00+00:00,10343500,1.87,A -2023-03-13 08:30:00+00:00,10343500,1.87,A -2023-03-13 08:45:00+00:00,10343500,1.87,A -2023-03-13 09:00:00+00:00,10343500,1.87,A -2023-03-13 09:15:00+00:00,10343500,1.87,A -2023-03-13 09:30:00+00:00,10343500,1.87,A -2023-03-13 09:45:00+00:00,10343500,1.86,A -2023-03-13 10:00:00+00:00,10343500,1.86,A -2023-03-13 10:15:00+00:00,10343500,1.86,A -2023-03-13 10:30:00+00:00,10343500,1.86,A -2023-03-13 10:45:00+00:00,10343500,1.86,A -2023-03-13 11:00:00+00:00,10343500,1.86,A -2023-03-13 11:15:00+00:00,10343500,1.86,A -2023-03-13 11:30:00+00:00,10343500,1.86,A -2023-03-13 11:45:00+00:00,10343500,1.86,A -2023-03-13 12:00:00+00:00,10343500,1.86,A -2023-03-13 12:15:00+00:00,10343500,1.86,A -2023-03-13 12:30:00+00:00,10343500,1.86,A -2023-03-13 12:45:00+00:00,10343500,1.86,A -2023-03-13 13:00:00+00:00,10343500,1.86,A -2023-03-13 13:15:00+00:00,10343500,1.85,A -2023-03-13 13:30:00+00:00,10343500,1.85,A -2023-03-13 13:45:00+00:00,10343500,1.85,A -2023-03-13 14:00:00+00:00,10343500,1.85,A -2023-03-13 14:15:00+00:00,10343500,1.85,A -2023-03-13 14:30:00+00:00,10343500,1.85,A -2023-03-13 14:45:00+00:00,10343500,1.85,A -2023-03-13 15:00:00+00:00,10343500,1.85,A -2023-03-13 15:15:00+00:00,10343500,1.85,A -2023-03-13 15:30:00+00:00,10343500,1.85,A -2023-03-13 15:45:00+00:00,10343500,1.85,A -2023-03-13 16:00:00+00:00,10343500,1.85,A -2023-03-13 16:15:00+00:00,10343500,1.85,A -2023-03-13 16:30:00+00:00,10343500,1.85,A -2023-03-13 16:45:00+00:00,10343500,1.85,A -2023-03-13 17:00:00+00:00,10343500,1.85,A -2023-03-13 17:15:00+00:00,10343500,1.85,A -2023-03-13 17:30:00+00:00,10343500,1.85,A -2023-03-13 17:45:00+00:00,10343500,1.85,A -2023-03-13 18:00:00+00:00,10343500,1.85,A -2023-03-13 18:15:00+00:00,10343500,1.85,A -2023-03-13 18:30:00+00:00,10343500,1.85,A -2023-03-13 18:45:00+00:00,10343500,1.85,A -2023-03-13 19:00:00+00:00,10343500,1.85,A -2023-03-13 19:15:00+00:00,10343500,1.85,A -2023-03-13 19:30:00+00:00,10343500,1.85,A -2023-03-13 19:45:00+00:00,10343500,1.85,A -2023-03-13 20:00:00+00:00,10343500,1.85,A -2023-03-13 20:15:00+00:00,10343500,1.85,A -2023-03-13 20:30:00+00:00,10343500,1.85,A -2023-03-13 20:45:00+00:00,10343500,1.85,A -2023-03-13 21:00:00+00:00,10343500,1.85,A -2023-03-13 21:15:00+00:00,10343500,1.85,A -2023-03-13 21:30:00+00:00,10343500,1.85,A -2023-03-13 21:45:00+00:00,10343500,1.86,A -2023-03-13 22:00:00+00:00,10343500,1.86,A -2023-03-13 22:15:00+00:00,10343500,1.86,A -2023-03-13 22:30:00+00:00,10343500,1.86,A -2023-03-13 22:45:00+00:00,10343500,1.86,A -2023-03-13 23:00:00+00:00,10343500,1.86,A -2023-03-13 23:15:00+00:00,10343500,1.86,A -2023-03-13 23:30:00+00:00,10343500,1.87,A -2023-03-13 23:45:00+00:00,10343500,1.87,A -2023-03-14 00:00:00+00:00,10343500,1.87,A -2023-03-14 00:15:00+00:00,10343500,1.87,A -2023-03-14 00:30:00+00:00,10343500,1.87,A -2023-03-14 00:45:00+00:00,10343500,1.88,A -2023-03-14 01:00:00+00:00,10343500,1.88,A -2023-03-14 01:15:00+00:00,10343500,1.88,A -2023-03-14 01:30:00+00:00,10343500,1.88,A -2023-03-14 01:45:00+00:00,10343500,1.88,A -2023-03-14 02:00:00+00:00,10343500,1.88,A -2023-03-14 02:15:00+00:00,10343500,1.88,A -2023-03-14 02:30:00+00:00,10343500,1.88,A -2023-03-14 02:45:00+00:00,10343500,1.88,A -2023-03-14 03:00:00+00:00,10343500,1.88,A -2023-03-14 03:15:00+00:00,10343500,1.89,A -2023-03-14 03:30:00+00:00,10343500,1.89,A -2023-03-14 03:45:00+00:00,10343500,1.89,A -2023-03-14 04:00:00+00:00,10343500,1.89,A -2023-03-14 04:15:00+00:00,10343500,1.89,A -2023-03-14 04:30:00+00:00,10343500,1.89,A -2023-03-14 04:45:00+00:00,10343500,1.89,A -2023-03-14 05:00:00+00:00,10343500,1.89,A -2023-03-14 05:15:00+00:00,10343500,1.89,A -2023-03-14 05:30:00+00:00,10343500,1.89,A -2023-03-14 05:45:00+00:00,10343500,1.89,A -2023-03-14 06:00:00+00:00,10343500,1.89,A -2023-03-14 06:15:00+00:00,10343500,1.89,A -2023-03-14 06:30:00+00:00,10343500,1.88,A -2023-03-14 06:45:00+00:00,10343500,1.89,A -2023-03-14 07:00:00+00:00,10343500,1.89,A -2023-03-14 07:15:00+00:00,10343500,1.89,A -2023-03-14 07:30:00+00:00,10343500,1.89,A -2023-03-14 07:45:00+00:00,10343500,1.89,A -2023-03-14 08:00:00+00:00,10343500,1.89,A -2023-03-14 08:15:00+00:00,10343500,1.89,A -2023-03-14 08:30:00+00:00,10343500,1.88,A -2023-03-14 08:45:00+00:00,10343500,1.89,A -2023-03-14 09:00:00+00:00,10343500,1.88,A -2023-03-14 09:15:00+00:00,10343500,1.88,A -2023-03-14 09:30:00+00:00,10343500,1.88,A -2023-03-14 09:45:00+00:00,10343500,1.88,A -2023-03-14 10:00:00+00:00,10343500,1.88,A -2023-03-14 10:15:00+00:00,10343500,1.88,A -2023-03-14 10:30:00+00:00,10343500,1.88,A -2023-03-14 10:45:00+00:00,10343500,1.88,A -2023-03-14 11:00:00+00:00,10343500,1.88,A -2023-03-14 11:15:00+00:00,10343500,1.88,A -2023-03-14 11:30:00+00:00,10343500,1.88,A -2023-03-14 11:45:00+00:00,10343500,1.88,A -2023-03-14 12:00:00+00:00,10343500,1.88,A -2023-03-14 12:15:00+00:00,10343500,1.88,A -2023-03-14 12:30:00+00:00,10343500,1.88,A -2023-03-14 12:45:00+00:00,10343500,1.88,A -2023-03-14 13:00:00+00:00,10343500,1.88,A -2023-03-14 13:15:00+00:00,10343500,1.88,A -2023-03-14 13:30:00+00:00,10343500,1.88,A -2023-03-14 13:45:00+00:00,10343500,1.89,A -2023-03-14 14:00:00+00:00,10343500,1.88,A -2023-03-14 14:15:00+00:00,10343500,1.88,A -2023-03-14 14:30:00+00:00,10343500,1.88,A -2023-03-14 14:45:00+00:00,10343500,1.88,A -2023-03-14 15:00:00+00:00,10343500,1.88,A -2023-03-14 15:15:00+00:00,10343500,1.88,A -2023-03-14 15:30:00+00:00,10343500,1.88,A -2023-03-14 15:45:00+00:00,10343500,1.88,A -2023-03-14 16:00:00+00:00,10343500,1.88,A -2023-03-14 16:15:00+00:00,10343500,1.88,A -2023-03-14 16:30:00+00:00,10343500,1.88,A -2023-03-14 16:45:00+00:00,10343500,1.88,A -2023-03-14 17:00:00+00:00,10343500,1.88,A -2023-03-14 17:15:00+00:00,10343500,1.88,A -2023-03-14 17:30:00+00:00,10343500,1.89,A -2023-03-14 17:45:00+00:00,10343500,1.89,A -2023-03-14 18:00:00+00:00,10343500,1.89,A -2023-03-14 18:15:00+00:00,10343500,1.89,A -2023-03-14 18:30:00+00:00,10343500,1.89,A -2023-03-14 18:45:00+00:00,10343500,1.89,A -2023-03-14 19:00:00+00:00,10343500,1.89,A -2023-03-14 19:15:00+00:00,10343500,1.9,A -2023-03-14 19:30:00+00:00,10343500,1.9,A -2023-03-14 19:45:00+00:00,10343500,1.9,A -2023-03-14 20:00:00+00:00,10343500,1.91,A -2023-03-14 20:15:00+00:00,10343500,1.91,A -2023-03-14 20:30:00+00:00,10343500,1.91,A -2023-03-14 20:45:00+00:00,10343500,1.92,A -2023-03-14 21:00:00+00:00,10343500,1.92,A -2023-03-14 21:15:00+00:00,10343500,1.93,A -2023-03-14 21:30:00+00:00,10343500,1.93,A -2023-03-14 21:45:00+00:00,10343500,1.93,A -2023-03-14 22:00:00+00:00,10343500,1.94,A -2023-03-14 22:15:00+00:00,10343500,1.94,A -2023-03-14 22:30:00+00:00,10343500,1.95,A -2023-03-14 22:45:00+00:00,10343500,1.95,A -2023-03-14 23:00:00+00:00,10343500,1.96,A -2023-03-14 23:15:00+00:00,10343500,1.96,A -2023-03-14 23:30:00+00:00,10343500,1.97,A -2023-03-14 23:45:00+00:00,10343500,1.97,A -2023-03-15 00:00:00+00:00,10343500,1.98,A -2023-03-15 00:15:00+00:00,10343500,1.98,A -2023-03-15 00:30:00+00:00,10343500,1.99,A -2023-03-15 00:45:00+00:00,10343500,1.99,A -2023-03-15 01:00:00+00:00,10343500,2.0,A -2023-03-15 01:15:00+00:00,10343500,2.0,A -2023-03-15 01:30:00+00:00,10343500,2.01,A -2023-03-15 01:45:00+00:00,10343500,2.02,A -2023-03-15 02:00:00+00:00,10343500,2.03,A -2023-03-15 02:15:00+00:00,10343500,2.04,A -2023-03-15 02:30:00+00:00,10343500,2.05,A -2023-03-15 02:45:00+00:00,10343500,2.06,A -2023-03-15 03:00:00+00:00,10343500,2.07,A -2023-03-15 03:15:00+00:00,10343500,2.07,A -2023-03-15 03:30:00+00:00,10343500,2.09,A -2023-03-15 03:45:00+00:00,10343500,2.09,A -2023-03-15 04:00:00+00:00,10343500,2.1,A -2023-03-15 04:15:00+00:00,10343500,2.11,A -2023-03-15 04:30:00+00:00,10343500,2.13,A -2023-03-15 04:45:00+00:00,10343500,2.14,A -2023-03-15 05:00:00+00:00,10343500,2.14,A -2023-03-15 05:15:00+00:00,10343500,2.15,A -2023-03-15 05:30:00+00:00,10343500,2.16,A -2023-03-15 05:45:00+00:00,10343500,2.15,A -2023-03-15 06:00:00+00:00,10343500,2.16,A -2023-03-15 06:15:00+00:00,10343500,2.17,A -2023-03-15 06:30:00+00:00,10343500,2.17,A -2023-03-15 06:45:00+00:00,10343500,2.19,A -2023-03-15 07:00:00+00:00,10343500,2.2,A -2023-03-15 07:15:00+00:00,10343500,2.19,A -2023-03-15 07:30:00+00:00,10343500,2.2,A -2023-03-15 07:45:00+00:00,10343500,2.2,A -2023-03-15 08:00:00+00:00,10343500,2.21,A -2023-03-15 08:15:00+00:00,10343500,2.21,A -2023-03-15 08:30:00+00:00,10343500,2.2,A -2023-03-15 08:45:00+00:00,10343500,2.2,A -2023-03-15 09:00:00+00:00,10343500,2.21,A -2023-03-15 09:15:00+00:00,10343500,2.2,A -2023-03-15 09:30:00+00:00,10343500,2.2,A -2023-03-15 09:45:00+00:00,10343500,2.2,A -2023-03-15 10:00:00+00:00,10343500,2.2,A -2023-03-15 10:15:00+00:00,10343500,2.2,A -2023-03-15 10:30:00+00:00,10343500,2.2,A -2023-03-15 10:45:00+00:00,10343500,2.2,A -2023-03-15 11:00:00+00:00,10343500,2.2,A -2023-03-15 11:15:00+00:00,10343500,2.2,A -2023-03-15 11:30:00+00:00,10343500,2.19,A -2023-03-15 11:45:00+00:00,10343500,2.19,A -2023-03-15 12:00:00+00:00,10343500,2.19,A -2023-03-15 12:15:00+00:00,10343500,2.18,A -2023-03-15 12:30:00+00:00,10343500,2.18,A -2023-03-15 12:45:00+00:00,10343500,2.18,A -2023-03-15 13:00:00+00:00,10343500,2.18,A -2023-03-15 13:15:00+00:00,10343500,2.18,A -2023-03-15 13:30:00+00:00,10343500,2.17,A -2023-03-15 13:45:00+00:00,10343500,2.18,A -2023-03-15 14:00:00+00:00,10343500,2.17,A -2023-03-15 14:15:00+00:00,10343500,2.17,A -2023-03-15 14:30:00+00:00,10343500,2.16,A -2023-03-15 14:45:00+00:00,10343500,2.16,A -2023-03-15 15:00:00+00:00,10343500,2.16,A -2023-03-15 15:15:00+00:00,10343500,2.16,A -2023-03-15 15:30:00+00:00,10343500,2.16,A -2023-03-15 15:45:00+00:00,10343500,2.15,A -2023-03-15 16:00:00+00:00,10343500,2.15,A -2023-03-15 16:15:00+00:00,10343500,2.15,A -2023-03-15 16:30:00+00:00,10343500,2.14,A -2023-03-15 16:45:00+00:00,10343500,2.14,A -2023-03-15 17:00:00+00:00,10343500,2.14,A -2023-03-15 17:15:00+00:00,10343500,2.14,A -2023-03-15 17:30:00+00:00,10343500,2.13,A -2023-03-15 17:45:00+00:00,10343500,2.13,A -2023-03-15 18:00:00+00:00,10343500,2.13,A -2023-03-15 18:15:00+00:00,10343500,2.12,A -2023-03-15 18:30:00+00:00,10343500,2.12,A -2023-03-15 18:45:00+00:00,10343500,2.12,A -2023-03-15 19:00:00+00:00,10343500,2.12,A -2023-03-15 19:15:00+00:00,10343500,2.12,A -2023-03-15 19:30:00+00:00,10343500,2.11,A -2023-03-15 19:45:00+00:00,10343500,2.11,A -2023-03-15 20:00:00+00:00,10343500,2.12,A -2023-03-15 20:15:00+00:00,10343500,2.12,A -2023-03-15 20:30:00+00:00,10343500,2.11,A -2023-03-15 20:45:00+00:00,10343500,2.1,A -2023-03-15 21:00:00+00:00,10343500,2.11,A -2023-03-15 21:15:00+00:00,10343500,2.11,A -2023-03-15 21:30:00+00:00,10343500,2.09,A -2023-03-15 21:45:00+00:00,10343500,2.11,A -2023-03-15 22:00:00+00:00,10343500,2.1,A -2023-03-15 22:15:00+00:00,10343500,2.09,A -2023-03-15 22:30:00+00:00,10343500,2.09,A -2023-03-15 22:45:00+00:00,10343500,2.09,A -2023-03-15 23:00:00+00:00,10343500,2.09,A -2023-03-15 23:15:00+00:00,10343500,2.1,A -2023-03-15 23:30:00+00:00,10343500,2.08,A -2023-03-15 23:45:00+00:00,10343500,2.08,A -2023-03-16 00:00:00+00:00,10343500,2.07,A -2023-03-16 00:15:00+00:00,10343500,2.08,A -2023-03-16 00:30:00+00:00,10343500,2.07,A -2023-03-16 00:45:00+00:00,10343500,2.08,A -2023-03-16 01:00:00+00:00,10343500,2.08,A -2023-03-16 01:15:00+00:00,10343500,2.08,A -2023-03-16 01:30:00+00:00,10343500,2.07,A -2023-03-16 01:45:00+00:00,10343500,2.07,A -2023-03-16 02:00:00+00:00,10343500,2.07,A -2023-03-16 02:15:00+00:00,10343500,2.07,A -2023-03-16 02:30:00+00:00,10343500,2.07,A -2023-03-16 02:45:00+00:00,10343500,2.07,A -2023-03-16 03:00:00+00:00,10343500,2.06,A -2023-03-16 03:15:00+00:00,10343500,2.07,A -2023-03-16 03:30:00+00:00,10343500,2.06,A -2023-03-16 03:45:00+00:00,10343500,2.08,A -2023-03-16 04:00:00+00:00,10343500,2.06,A -2023-03-16 04:15:00+00:00,10343500,2.06,A -2023-03-16 04:30:00+00:00,10343500,2.06,A -2023-03-16 04:45:00+00:00,10343500,2.06,A -2023-03-16 05:00:00+00:00,10343500,2.06,A -2023-03-16 05:15:00+00:00,10343500,2.06,A -2023-03-16 05:30:00+00:00,10343500,2.06,A -2023-03-16 05:45:00+00:00,10343500,2.06,A -2023-03-16 06:00:00+00:00,10343500,2.05,A -2023-03-16 06:15:00+00:00,10343500,2.05,A -2023-03-16 06:30:00+00:00,10343500,2.05,A -2023-03-16 06:45:00+00:00,10343500,2.05,A -2023-03-16 07:00:00+00:00,10343500,2.05,A -2023-03-16 07:15:00+00:00,10343500,2.04,A -2023-03-16 07:30:00+00:00,10343500,2.04,A -2023-03-16 07:45:00+00:00,10343500,2.04,A -2023-03-16 08:00:00+00:00,10343500,2.04,A -2023-03-16 08:15:00+00:00,10343500,2.03,A -2023-03-16 08:30:00+00:00,10343500,2.03,A -2023-03-16 08:45:00+00:00,10343500,2.03,A -2023-03-16 09:00:00+00:00,10343500,2.03,A -2023-03-16 09:15:00+00:00,10343500,2.03,A -2023-03-16 09:30:00+00:00,10343500,2.02,A -2023-03-16 09:45:00+00:00,10343500,2.02,A -2023-03-16 10:00:00+00:00,10343500,2.02,A -2023-03-16 10:15:00+00:00,10343500,2.02,A -2023-03-16 10:30:00+00:00,10343500,2.02,A -2023-03-16 10:45:00+00:00,10343500,2.02,A -2023-03-16 11:00:00+00:00,10343500,2.02,A -2023-03-16 11:15:00+00:00,10343500,2.01,A -2023-03-16 11:30:00+00:00,10343500,2.01,A -2023-03-16 11:45:00+00:00,10343500,2.02,A -2023-03-16 12:00:00+00:00,10343500,2.02,A -2023-03-16 12:15:00+00:00,10343500,2.02,A -2023-03-16 12:30:00+00:00,10343500,2.02,A -2023-03-16 12:45:00+00:00,10343500,2.02,A -2023-03-16 13:00:00+00:00,10343500,2.02,A -2023-03-16 13:15:00+00:00,10343500,2.01,A -2023-03-16 13:30:00+00:00,10343500,2.01,A -2023-03-16 13:45:00+00:00,10343500,2.01,A -2023-03-16 14:00:00+00:00,10343500,2.01,A -2023-03-16 14:15:00+00:00,10343500,2.02,A -2023-03-16 14:30:00+00:00,10343500,2.01,A -2023-03-16 14:45:00+00:00,10343500,2.0,A -2023-03-16 15:00:00+00:00,10343500,2.0,A -2023-03-16 15:15:00+00:00,10343500,2.0,A -2023-03-16 15:30:00+00:00,10343500,2.0,A -2023-03-16 15:45:00+00:00,10343500,1.99,A -2023-03-16 16:00:00+00:00,10343500,2.0,A -2023-03-16 16:15:00+00:00,10343500,2.0,A -2023-03-16 16:30:00+00:00,10343500,2.0,A -2023-03-16 16:45:00+00:00,10343500,2.0,A -2023-03-16 17:00:00+00:00,10343500,2.0,A -2023-03-16 17:15:00+00:00,10343500,2.0,A -2023-03-16 17:30:00+00:00,10343500,2.0,A -2023-03-16 17:45:00+00:00,10343500,2.0,A -2023-03-16 18:00:00+00:00,10343500,1.99,A -2023-03-16 18:15:00+00:00,10343500,2.0,A -2023-03-16 18:30:00+00:00,10343500,2.0,A -2023-03-16 18:45:00+00:00,10343500,2.0,A -2023-03-16 19:00:00+00:00,10343500,1.99,A -2023-03-16 19:15:00+00:00,10343500,1.99,A -2023-03-16 19:30:00+00:00,10343500,1.98,A -2023-03-16 19:45:00+00:00,10343500,1.99,A -2023-03-16 20:00:00+00:00,10343500,1.99,A -2023-03-16 20:15:00+00:00,10343500,1.99,A -2023-03-16 20:30:00+00:00,10343500,1.98,A -2023-03-16 20:45:00+00:00,10343500,1.98,A -2023-03-16 21:00:00+00:00,10343500,1.99,A -2023-03-16 21:15:00+00:00,10343500,1.99,A -2023-03-16 21:30:00+00:00,10343500,1.99,A -2023-03-16 21:45:00+00:00,10343500,1.98,A -2023-03-16 22:00:00+00:00,10343500,1.98,A -2023-03-16 22:15:00+00:00,10343500,1.98,A -2023-03-16 22:30:00+00:00,10343500,1.98,A -2023-03-16 22:45:00+00:00,10343500,1.98,A -2023-03-16 23:00:00+00:00,10343500,1.98,A -2023-03-16 23:15:00+00:00,10343500,1.98,A -2023-03-16 23:30:00+00:00,10343500,1.98,A -2023-03-16 23:45:00+00:00,10343500,1.98,A -2023-03-17 00:00:00+00:00,10343500,1.99,A -2023-03-17 00:15:00+00:00,10343500,1.97,A -2023-03-17 00:30:00+00:00,10343500,1.98,A -2023-03-17 00:45:00+00:00,10343500,1.98,A -2023-03-17 01:00:00+00:00,10343500,1.98,A -2023-03-17 01:15:00+00:00,10343500,1.98,A -2023-03-17 01:30:00+00:00,10343500,1.98,A -2023-03-17 01:45:00+00:00,10343500,1.98,A -2023-03-17 02:00:00+00:00,10343500,1.98,A -2023-03-17 02:15:00+00:00,10343500,1.98,A -2023-03-17 02:30:00+00:00,10343500,1.98,A -2023-03-17 02:45:00+00:00,10343500,1.98,A -2023-03-17 03:00:00+00:00,10343500,1.98,A -2023-03-17 03:15:00+00:00,10343500,1.98,A -2023-03-17 03:30:00+00:00,10343500,1.98,A -2023-03-17 03:45:00+00:00,10343500,1.98,A -2023-03-17 04:00:00+00:00,10343500,1.98,A -2023-03-17 04:15:00+00:00,10343500,1.98,A -2023-03-17 04:30:00+00:00,10343500,1.98,A -2023-03-17 04:45:00+00:00,10343500,1.98,A -2023-03-17 05:00:00+00:00,10343500,1.97,A -2023-03-17 05:15:00+00:00,10343500,1.97,A -2023-03-17 05:30:00+00:00,10343500,1.98,A -2023-03-17 05:45:00+00:00,10343500,1.97,A -2023-03-17 06:00:00+00:00,10343500,1.97,A -2023-03-17 06:15:00+00:00,10343500,1.97,A -2023-03-17 06:30:00+00:00,10343500,1.97,A -2023-03-17 06:45:00+00:00,10343500,1.97,A -2023-03-17 07:00:00+00:00,10343500,1.97,A -2023-03-17 07:15:00+00:00,10343500,1.97,A -2023-03-17 07:30:00+00:00,10343500,1.96,A -2023-03-17 07:45:00+00:00,10343500,1.96,A -2023-03-17 08:00:00+00:00,10343500,1.96,A -2023-03-17 08:15:00+00:00,10343500,1.96,A -2023-03-17 08:30:00+00:00,10343500,1.96,A -2023-03-17 08:45:00+00:00,10343500,1.96,A -2023-03-17 09:00:00+00:00,10343500,1.96,A -2023-03-17 09:15:00+00:00,10343500,1.96,A -2023-03-17 09:30:00+00:00,10343500,1.96,A -2023-03-17 09:45:00+00:00,10343500,1.96,A -2023-03-17 10:00:00+00:00,10343500,1.96,A -2023-03-17 10:15:00+00:00,10343500,1.96,A -2023-03-17 10:30:00+00:00,10343500,1.96,A -2023-03-17 10:45:00+00:00,10343500,1.96,A -2023-03-17 11:00:00+00:00,10343500,1.95,A -2023-03-17 11:15:00+00:00,10343500,1.96,A -2023-03-17 11:30:00+00:00,10343500,1.95,A -2023-03-17 11:45:00+00:00,10343500,1.95,A -2023-03-17 12:00:00+00:00,10343500,1.95,A -2023-03-17 12:15:00+00:00,10343500,1.96,A -2023-03-17 12:30:00+00:00,10343500,1.95,A -2023-03-17 12:45:00+00:00,10343500,1.96,A -2023-03-17 13:00:00+00:00,10343500,1.96,A -2023-03-17 13:15:00+00:00,10343500,1.95,A -2023-03-17 13:30:00+00:00,10343500,1.96,A -2023-03-17 13:45:00+00:00,10343500,1.96,A -2023-03-17 14:00:00+00:00,10343500,1.95,A -2023-03-17 14:15:00+00:00,10343500,1.95,A -2023-03-17 14:30:00+00:00,10343500,1.95,A -2023-03-17 14:45:00+00:00,10343500,1.95,A -2023-03-17 15:00:00+00:00,10343500,1.95,A -2023-03-17 15:15:00+00:00,10343500,1.95,A -2023-03-17 15:30:00+00:00,10343500,1.95,A -2023-03-17 15:45:00+00:00,10343500,1.95,A -2023-03-17 16:00:00+00:00,10343500,1.95,A -2023-03-17 16:15:00+00:00,10343500,1.95,A -2023-03-17 16:30:00+00:00,10343500,1.95,A -2023-03-17 16:45:00+00:00,10343500,1.94,A -2023-03-17 17:00:00+00:00,10343500,1.94,A -2023-03-17 17:15:00+00:00,10343500,1.95,A -2023-03-17 17:30:00+00:00,10343500,1.95,A -2023-03-17 17:45:00+00:00,10343500,1.95,A -2023-03-17 18:00:00+00:00,10343500,1.95,A -2023-03-17 18:15:00+00:00,10343500,1.95,A -2023-03-17 18:30:00+00:00,10343500,1.95,A -2023-03-17 18:45:00+00:00,10343500,1.94,A -2023-03-17 19:00:00+00:00,10343500,1.95,A -2023-03-17 19:15:00+00:00,10343500,1.95,A -2023-03-17 19:30:00+00:00,10343500,1.95,A -2023-03-17 19:45:00+00:00,10343500,1.94,A -2023-03-17 20:00:00+00:00,10343500,1.94,A -2023-03-17 20:15:00+00:00,10343500,1.94,A -2023-03-17 20:30:00+00:00,10343500,1.94,A -2023-03-17 20:45:00+00:00,10343500,1.94,A -2023-03-17 21:00:00+00:00,10343500,1.94,A -2023-03-17 21:15:00+00:00,10343500,1.94,A -2023-03-17 21:30:00+00:00,10343500,1.94,A -2023-03-17 21:45:00+00:00,10343500,1.94,A -2023-03-17 22:00:00+00:00,10343500,1.94,A -2023-03-17 22:15:00+00:00,10343500,1.94,A -2023-03-17 22:30:00+00:00,10343500,1.93,A -2023-03-17 22:45:00+00:00,10343500,1.93,A -2023-03-17 23:00:00+00:00,10343500,1.93,A -2023-03-17 23:15:00+00:00,10343500,1.93,A -2023-03-17 23:30:00+00:00,10343500,1.94,A -2023-03-17 23:45:00+00:00,10343500,1.93,A -2023-03-18 00:00:00+00:00,10343500,1.95,A -2023-03-18 00:15:00+00:00,10343500,1.94,A -2023-03-18 00:30:00+00:00,10343500,1.93,A -2023-03-18 00:45:00+00:00,10343500,1.93,A -2023-03-18 01:00:00+00:00,10343500,1.93,A -2023-03-18 01:15:00+00:00,10343500,1.93,A -2023-03-18 01:30:00+00:00,10343500,1.93,A -2023-03-18 01:45:00+00:00,10343500,1.94,A -2023-03-18 02:00:00+00:00,10343500,1.94,A -2023-03-18 02:15:00+00:00,10343500,1.94,A -2023-03-18 02:30:00+00:00,10343500,1.94,A -2023-03-18 02:45:00+00:00,10343500,1.94,A -2023-03-18 03:00:00+00:00,10343500,1.93,A -2023-03-18 03:15:00+00:00,10343500,1.93,A -2023-03-18 03:30:00+00:00,10343500,1.94,A -2023-03-18 03:45:00+00:00,10343500,1.94,A -2023-03-18 04:00:00+00:00,10343500,1.93,A -2023-03-18 04:15:00+00:00,10343500,1.93,A -2023-03-18 04:30:00+00:00,10343500,1.93,A -2023-03-18 04:45:00+00:00,10343500,1.92,A -2023-03-18 05:00:00+00:00,10343500,1.93,A -2023-03-18 05:15:00+00:00,10343500,1.93,A -2023-03-18 05:30:00+00:00,10343500,1.93,A -2023-03-18 05:45:00+00:00,10343500,1.93,A -2023-03-18 06:00:00+00:00,10343500,1.93,A -2023-03-18 06:15:00+00:00,10343500,1.93,A -2023-03-18 06:30:00+00:00,10343500,1.93,A -2023-03-18 06:45:00+00:00,10343500,1.93,A -2023-03-18 07:00:00+00:00,10343500,1.93,A -2023-03-18 07:15:00+00:00,10343500,1.93,A -2023-03-18 07:30:00+00:00,10343500,1.92,A -2023-03-18 07:45:00+00:00,10343500,1.93,A -2023-03-18 08:00:00+00:00,10343500,1.93,A -2023-03-18 08:15:00+00:00,10343500,1.93,A -2023-03-18 08:30:00+00:00,10343500,1.93,A -2023-03-18 08:45:00+00:00,10343500,1.93,A -2023-03-18 09:00:00+00:00,10343500,1.93,A -2023-03-18 09:15:00+00:00,10343500,1.92,A -2023-03-18 09:30:00+00:00,10343500,1.92,A -2023-03-18 09:45:00+00:00,10343500,1.93,A -2023-03-18 10:00:00+00:00,10343500,1.93,A -2023-03-18 10:15:00+00:00,10343500,1.93,A -2023-03-18 10:30:00+00:00,10343500,1.93,A -2023-03-18 10:45:00+00:00,10343500,1.93,A -2023-03-18 11:00:00+00:00,10343500,1.92,A -2023-03-18 11:15:00+00:00,10343500,1.93,A -2023-03-18 11:30:00+00:00,10343500,1.92,A -2023-03-18 11:45:00+00:00,10343500,1.92,A -2023-03-18 12:00:00+00:00,10343500,1.92,A -2023-03-18 12:15:00+00:00,10343500,1.92,A -2023-03-18 12:30:00+00:00,10343500,1.92,A -2023-03-18 12:45:00+00:00,10343500,1.92,A -2023-03-18 13:00:00+00:00,10343500,1.92,A -2023-03-18 13:15:00+00:00,10343500,1.92,A -2023-03-18 13:30:00+00:00,10343500,1.92,A -2023-03-18 13:45:00+00:00,10343500,1.91,A -2023-03-18 14:00:00+00:00,10343500,1.92,A -2023-03-18 14:15:00+00:00,10343500,1.91,A -2023-03-18 14:30:00+00:00,10343500,1.92,A -2023-03-18 14:45:00+00:00,10343500,1.92,A -2023-03-18 15:00:00+00:00,10343500,1.92,A -2023-03-18 15:15:00+00:00,10343500,1.91,A -2023-03-18 15:30:00+00:00,10343500,1.92,A -2023-03-18 15:45:00+00:00,10343500,1.91,A -2023-03-18 16:00:00+00:00,10343500,1.91,A -2023-03-18 16:15:00+00:00,10343500,1.91,A -2023-03-18 16:30:00+00:00,10343500,1.91,A -2023-03-18 16:45:00+00:00,10343500,1.91,A -2023-03-18 17:00:00+00:00,10343500,1.92,A -2023-03-18 17:15:00+00:00,10343500,1.91,A -2023-03-18 17:30:00+00:00,10343500,1.92,A -2023-03-18 17:45:00+00:00,10343500,1.91,A -2023-03-18 18:00:00+00:00,10343500,1.91,A -2023-03-18 18:15:00+00:00,10343500,1.92,A -2023-03-18 18:30:00+00:00,10343500,1.91,A -2023-03-18 18:45:00+00:00,10343500,1.91,A -2023-03-18 19:00:00+00:00,10343500,1.92,A -2023-03-18 19:15:00+00:00,10343500,1.91,A -2023-03-18 19:30:00+00:00,10343500,1.91,A -2023-03-18 19:45:00+00:00,10343500,1.91,A -2023-03-18 20:00:00+00:00,10343500,1.91,A -2023-03-18 20:15:00+00:00,10343500,1.91,A -2023-03-18 20:30:00+00:00,10343500,1.91,A -2023-03-18 20:45:00+00:00,10343500,1.91,A -2023-03-18 21:00:00+00:00,10343500,1.91,A -2023-03-18 21:15:00+00:00,10343500,1.91,A -2023-03-18 21:30:00+00:00,10343500,1.91,A -2023-03-18 21:45:00+00:00,10343500,1.91,A -2023-03-18 22:00:00+00:00,10343500,1.9,A -2023-03-18 22:15:00+00:00,10343500,1.91,A -2023-03-18 22:30:00+00:00,10343500,1.91,A -2023-03-18 22:45:00+00:00,10343500,1.91,A -2023-03-18 23:00:00+00:00,10343500,1.9,A -2023-03-18 23:15:00+00:00,10343500,1.9,A -2023-03-18 23:30:00+00:00,10343500,1.91,A -2023-03-18 23:45:00+00:00,10343500,1.91,A -2023-03-19 00:00:00+00:00,10343500,1.91,A -2023-03-19 00:15:00+00:00,10343500,1.91,A -2023-03-19 00:30:00+00:00,10343500,1.91,A -2023-03-19 00:45:00+00:00,10343500,1.91,A -2023-03-19 01:00:00+00:00,10343500,1.91,A -2023-03-19 01:15:00+00:00,10343500,1.91,A -2023-03-19 01:30:00+00:00,10343500,1.92,A -2023-03-19 01:45:00+00:00,10343500,1.91,A -2023-03-19 02:00:00+00:00,10343500,1.91,A -2023-03-19 02:15:00+00:00,10343500,1.92,A -2023-03-19 02:30:00+00:00,10343500,1.92,A -2023-03-19 02:45:00+00:00,10343500,1.91,A -2023-03-19 03:00:00+00:00,10343500,1.91,A -2023-03-19 03:15:00+00:00,10343500,1.91,A -2023-03-19 03:30:00+00:00,10343500,1.91,A -2023-03-19 03:45:00+00:00,10343500,1.91,A -2023-03-19 04:00:00+00:00,10343500,1.91,A -2023-03-19 04:15:00+00:00,10343500,1.91,A -2023-03-19 04:30:00+00:00,10343500,1.92,A -2023-03-19 04:45:00+00:00,10343500,1.92,A -2023-03-19 05:00:00+00:00,10343500,1.92,A -2023-03-19 05:15:00+00:00,10343500,1.92,A -2023-03-19 05:30:00+00:00,10343500,1.92,A -2023-03-19 05:45:00+00:00,10343500,1.91,A -2023-03-19 06:00:00+00:00,10343500,1.92,A -2023-03-19 06:15:00+00:00,10343500,1.92,A -2023-03-19 06:30:00+00:00,10343500,1.92,A -2023-03-19 06:45:00+00:00,10343500,1.92,A -2023-03-19 07:00:00+00:00,10343500,1.92,A -2023-03-19 07:15:00+00:00,10343500,1.92,A -2023-03-19 07:30:00+00:00,10343500,1.92,A -2023-03-19 07:45:00+00:00,10343500,1.92,A -2023-03-19 08:00:00+00:00,10343500,1.92,A -2023-03-19 08:15:00+00:00,10343500,1.92,A -2023-03-19 08:30:00+00:00,10343500,1.92,A -2023-03-19 08:45:00+00:00,10343500,1.92,A -2023-03-19 09:00:00+00:00,10343500,1.92,A -2023-03-19 09:15:00+00:00,10343500,1.92,A -2023-03-19 09:30:00+00:00,10343500,1.92,A -2023-03-19 09:45:00+00:00,10343500,1.92,A -2023-03-19 10:00:00+00:00,10343500,1.92,A -2023-03-19 10:15:00+00:00,10343500,1.91,A -2023-03-19 10:30:00+00:00,10343500,1.92,A -2023-03-19 10:45:00+00:00,10343500,1.92,A -2023-03-19 11:00:00+00:00,10343500,1.92,A -2023-03-19 11:15:00+00:00,10343500,1.92,A -2023-03-19 11:30:00+00:00,10343500,1.92,A -2023-03-19 11:45:00+00:00,10343500,1.92,A -2023-03-19 12:00:00+00:00,10343500,1.92,A -2023-03-19 12:15:00+00:00,10343500,1.92,A -2023-03-19 12:30:00+00:00,10343500,1.92,A -2023-03-19 12:45:00+00:00,10343500,1.92,A -2023-03-19 13:00:00+00:00,10343500,1.92,A -2023-03-19 13:15:00+00:00,10343500,1.91,A -2023-03-19 13:30:00+00:00,10343500,1.92,A -2023-03-19 13:45:00+00:00,10343500,1.92,A -2023-03-19 14:00:00+00:00,10343500,1.92,A -2023-03-19 14:15:00+00:00,10343500,1.92,A -2023-03-19 14:30:00+00:00,10343500,1.92,A -2023-03-19 14:45:00+00:00,10343500,1.92,A -2023-03-19 15:00:00+00:00,10343500,1.92,A -2023-03-19 15:15:00+00:00,10343500,1.91,A -2023-03-19 15:30:00+00:00,10343500,1.92,A -2023-03-19 15:45:00+00:00,10343500,1.92,A -2023-03-19 16:00:00+00:00,10343500,1.91,A -2023-03-19 16:15:00+00:00,10343500,1.91,A -2023-03-19 16:30:00+00:00,10343500,1.91,A -2023-03-19 16:45:00+00:00,10343500,1.92,A -2023-03-19 17:00:00+00:00,10343500,1.91,A -2023-03-19 17:15:00+00:00,10343500,1.92,A -2023-03-19 17:30:00+00:00,10343500,1.93,A -2023-03-19 17:45:00+00:00,10343500,1.91,A -2023-03-19 18:00:00+00:00,10343500,1.91,A -2023-03-19 18:15:00+00:00,10343500,1.91,A -2023-03-19 18:30:00+00:00,10343500,1.91,A -2023-03-19 18:45:00+00:00,10343500,1.91,A -2023-03-19 19:00:00+00:00,10343500,1.91,A -2023-03-19 19:15:00+00:00,10343500,1.92,A -2023-03-19 19:30:00+00:00,10343500,1.91,A -2023-03-19 19:45:00+00:00,10343500,1.91,A -2023-03-19 20:00:00+00:00,10343500,1.91,A -2023-03-19 20:15:00+00:00,10343500,1.92,A -2023-03-19 20:30:00+00:00,10343500,1.91,A -2023-03-19 20:45:00+00:00,10343500,1.91,A -2023-03-19 21:00:00+00:00,10343500,1.91,A -2023-03-19 21:15:00+00:00,10343500,1.91,A -2023-03-19 21:30:00+00:00,10343500,1.91,A -2023-03-19 21:45:00+00:00,10343500,1.91,A -2023-03-19 22:00:00+00:00,10343500,1.91,A -2023-03-19 22:15:00+00:00,10343500,1.91,A -2023-03-19 22:30:00+00:00,10343500,1.91,A -2023-03-19 22:45:00+00:00,10343500,1.91,A -2023-03-19 23:00:00+00:00,10343500,1.91,A -2023-03-19 23:15:00+00:00,10343500,1.91,A -2023-03-19 23:30:00+00:00,10343500,1.91,A -2023-03-19 23:45:00+00:00,10343500,1.91,A -2023-03-20 00:00:00+00:00,10343500,1.91,A -2023-03-20 00:15:00+00:00,10343500,1.91,A -2023-03-20 00:30:00+00:00,10343500,1.91,A -2023-03-20 00:45:00+00:00,10343500,1.91,A -2023-03-20 01:00:00+00:00,10343500,1.9,A -2023-03-20 01:15:00+00:00,10343500,1.91,A -2023-03-20 01:30:00+00:00,10343500,1.91,A -2023-03-20 01:45:00+00:00,10343500,1.9,A -2023-03-20 02:00:00+00:00,10343500,1.9,A -2023-03-20 02:15:00+00:00,10343500,1.91,A -2023-03-20 02:30:00+00:00,10343500,1.9,A -2023-03-20 02:45:00+00:00,10343500,1.91,A -2023-03-20 03:00:00+00:00,10343500,1.91,A -2023-03-20 03:15:00+00:00,10343500,1.91,A -2023-03-20 03:30:00+00:00,10343500,1.91,A -2023-03-20 03:45:00+00:00,10343500,1.91,A -2023-03-20 04:00:00+00:00,10343500,1.91,A -2023-03-20 04:15:00+00:00,10343500,1.91,A -2023-03-20 04:30:00+00:00,10343500,1.9,A -2023-03-20 04:45:00+00:00,10343500,1.9,A -2023-03-20 05:00:00+00:00,10343500,1.91,A -2023-03-20 05:15:00+00:00,10343500,1.91,A -2023-03-20 05:30:00+00:00,10343500,1.9,A -2023-03-20 05:45:00+00:00,10343500,1.9,A -2023-03-20 06:00:00+00:00,10343500,1.9,A -2023-03-20 06:15:00+00:00,10343500,1.9,A -2023-03-20 06:30:00+00:00,10343500,1.91,A -2023-03-20 06:45:00+00:00,10343500,1.91,A -2023-03-20 07:00:00+00:00,10343500,1.91,A -2023-03-20 07:15:00+00:00,10343500,1.9,A -2023-03-20 07:30:00+00:00,10343500,1.91,A -2023-03-20 07:45:00+00:00,10343500,1.9,A -2023-03-20 08:00:00+00:00,10343500,1.9,A -2023-03-20 08:15:00+00:00,10343500,1.9,A -2023-03-20 08:30:00+00:00,10343500,1.9,A -2023-03-20 08:45:00+00:00,10343500,1.9,A -2023-03-20 09:00:00+00:00,10343500,1.91,A -2023-03-20 09:15:00+00:00,10343500,1.9,A -2023-03-20 09:30:00+00:00,10343500,1.9,A -2023-03-20 09:45:00+00:00,10343500,1.9,A -2023-03-20 10:00:00+00:00,10343500,1.9,A -2023-03-20 10:15:00+00:00,10343500,1.9,A -2023-03-20 10:30:00+00:00,10343500,1.9,A -2023-03-20 10:45:00+00:00,10343500,1.9,A -2023-03-20 11:00:00+00:00,10343500,1.91,A -2023-03-20 11:15:00+00:00,10343500,1.9,A -2023-03-20 11:30:00+00:00,10343500,1.9,A -2023-03-20 11:45:00+00:00,10343500,1.9,A -2023-03-20 12:00:00+00:00,10343500,1.89,A -2023-03-20 12:15:00+00:00,10343500,1.9,A -2023-03-20 12:30:00+00:00,10343500,1.9,A -2023-03-20 12:45:00+00:00,10343500,1.89,A -2023-03-20 13:00:00+00:00,10343500,1.89,A -2023-03-20 13:15:00+00:00,10343500,1.89,A -2023-03-20 13:30:00+00:00,10343500,1.9,A -2023-03-20 13:45:00+00:00,10343500,1.89,A -2023-03-20 14:00:00+00:00,10343500,1.89,A -2023-03-20 14:15:00+00:00,10343500,1.89,A -2023-03-20 14:30:00+00:00,10343500,1.89,A -2023-03-20 14:45:00+00:00,10343500,1.89,A -2023-03-20 15:00:00+00:00,10343500,1.89,A -2023-03-20 15:15:00+00:00,10343500,1.89,A -2023-03-20 15:30:00+00:00,10343500,1.89,A -2023-03-20 15:45:00+00:00,10343500,1.89,A -2023-03-20 16:00:00+00:00,10343500,1.89,A -2023-03-20 16:15:00+00:00,10343500,1.89,A -2023-03-20 16:30:00+00:00,10343500,1.89,A -2023-03-20 16:45:00+00:00,10343500,1.89,A -2023-03-20 17:00:00+00:00,10343500,1.89,A -2023-03-20 17:15:00+00:00,10343500,1.89,A -2023-03-20 17:30:00+00:00,10343500,1.89,A -2023-03-20 17:45:00+00:00,10343500,1.89,A -2023-03-20 18:00:00+00:00,10343500,1.89,A -2023-03-20 18:15:00+00:00,10343500,1.89,A -2023-03-20 18:30:00+00:00,10343500,1.89,A -2023-03-20 18:45:00+00:00,10343500,1.88,A -2023-03-20 19:00:00+00:00,10343500,1.89,A -2023-03-20 19:15:00+00:00,10343500,1.89,A -2023-03-20 19:30:00+00:00,10343500,1.89,A -2023-03-20 19:45:00+00:00,10343500,1.88,A -2023-03-20 20:00:00+00:00,10343500,1.89,A -2023-03-20 20:15:00+00:00,10343500,1.88,A -2023-03-20 20:30:00+00:00,10343500,1.88,A -2023-03-20 20:45:00+00:00,10343500,1.88,A -2023-03-20 21:00:00+00:00,10343500,1.88,A -2023-03-20 21:15:00+00:00,10343500,1.89,A -2023-03-20 21:30:00+00:00,10343500,1.88,A -2023-03-20 21:45:00+00:00,10343500,1.89,A -2023-03-20 22:00:00+00:00,10343500,1.89,A -2023-03-20 22:15:00+00:00,10343500,1.89,A -2023-03-20 22:30:00+00:00,10343500,1.89,A -2023-03-20 22:45:00+00:00,10343500,1.89,A -2023-03-20 23:00:00+00:00,10343500,1.89,A -2023-03-20 23:15:00+00:00,10343500,1.89,A -2023-03-20 23:30:00+00:00,10343500,1.89,A -2023-03-20 23:45:00+00:00,10343500,1.89,A -2023-03-21 00:00:00+00:00,10343500,1.89,A -2023-03-21 00:15:00+00:00,10343500,1.89,A -2023-03-21 00:30:00+00:00,10343500,1.89,A -2023-03-21 00:45:00+00:00,10343500,1.9,A -2023-03-21 01:00:00+00:00,10343500,1.89,A -2023-03-21 01:15:00+00:00,10343500,1.89,A -2023-03-21 01:30:00+00:00,10343500,1.9,A -2023-03-21 01:45:00+00:00,10343500,1.89,A -2023-03-21 02:00:00+00:00,10343500,1.89,A -2023-03-21 02:15:00+00:00,10343500,1.89,A -2023-03-21 02:30:00+00:00,10343500,1.89,A -2023-03-21 02:45:00+00:00,10343500,1.89,A -2023-03-21 03:00:00+00:00,10343500,1.89,A -2023-03-21 03:15:00+00:00,10343500,1.89,A -2023-03-21 03:30:00+00:00,10343500,1.9,A -2023-03-21 03:45:00+00:00,10343500,1.89,A -2023-03-21 04:00:00+00:00,10343500,1.89,A -2023-03-21 04:15:00+00:00,10343500,1.89,A -2023-03-21 04:30:00+00:00,10343500,1.89,A -2023-03-21 04:45:00+00:00,10343500,1.89,A -2023-03-21 05:00:00+00:00,10343500,1.89,A -2023-03-21 05:15:00+00:00,10343500,1.89,A -2023-03-21 05:30:00+00:00,10343500,1.89,A -2023-03-21 05:45:00+00:00,10343500,1.89,A -2023-03-21 06:00:00+00:00,10343500,1.9,A -2023-03-21 06:15:00+00:00,10343500,1.9,A -2023-03-21 06:30:00+00:00,10343500,1.89,A -2023-03-21 06:45:00+00:00,10343500,1.89,A -2023-03-21 07:00:00+00:00,10343500,1.89,A -2023-03-21 07:15:00+00:00,10343500,1.89,A -2023-03-21 07:30:00+00:00,10343500,1.89,A -2023-03-21 07:45:00+00:00,10343500,1.89,A -2023-03-21 08:00:00+00:00,10343500,1.89,A -2023-03-21 08:15:00+00:00,10343500,1.89,A -2023-03-21 08:30:00+00:00,10343500,1.89,A -2023-03-21 08:45:00+00:00,10343500,1.89,A -2023-03-21 09:00:00+00:00,10343500,1.9,A -2023-03-21 09:15:00+00:00,10343500,1.89,A -2023-03-21 09:30:00+00:00,10343500,1.89,A -2023-03-21 09:45:00+00:00,10343500,1.89,A -2023-03-21 10:00:00+00:00,10343500,1.89,A -2023-03-21 10:15:00+00:00,10343500,1.89,A -2023-03-21 10:30:00+00:00,10343500,1.89,A -2023-03-21 10:45:00+00:00,10343500,1.88,A -2023-03-21 11:00:00+00:00,10343500,1.88,A -2023-03-21 11:15:00+00:00,10343500,1.88,A -2023-03-21 11:30:00+00:00,10343500,1.88,A -2023-03-21 11:45:00+00:00,10343500,1.88,A -2023-03-21 12:00:00+00:00,10343500,1.88,A -2023-03-21 12:15:00+00:00,10343500,1.88,A -2023-03-21 12:30:00+00:00,10343500,1.88,A -2023-03-21 12:45:00+00:00,10343500,1.88,A -2023-03-21 13:00:00+00:00,10343500,1.89,A -2023-03-21 13:15:00+00:00,10343500,1.88,A -2023-03-21 13:30:00+00:00,10343500,1.89,A -2023-03-21 13:45:00+00:00,10343500,1.88,A -2023-03-21 14:00:00+00:00,10343500,1.89,A -2023-03-21 14:15:00+00:00,10343500,1.88,A -2023-03-21 14:30:00+00:00,10343500,1.88,A -2023-03-21 14:45:00+00:00,10343500,1.88,A -2023-03-21 15:00:00+00:00,10343500,1.88,A -2023-03-21 15:15:00+00:00,10343500,1.88,A -2023-03-21 15:30:00+00:00,10343500,1.88,A -2023-03-21 15:45:00+00:00,10343500,1.88,A -2023-03-21 16:00:00+00:00,10343500,1.88,A -2023-03-21 16:15:00+00:00,10343500,1.88,A -2023-03-21 16:30:00+00:00,10343500,1.88,A -2023-03-21 16:45:00+00:00,10343500,1.88,A -2023-03-21 17:00:00+00:00,10343500,1.88,A -2023-03-21 17:15:00+00:00,10343500,1.88,A -2023-03-21 17:30:00+00:00,10343500,1.88,A -2023-03-21 17:45:00+00:00,10343500,1.88,A -2023-03-21 18:00:00+00:00,10343500,1.88,A -2023-03-21 18:15:00+00:00,10343500,1.88,A -2023-03-21 18:30:00+00:00,10343500,1.88,A -2023-03-21 18:45:00+00:00,10343500,1.88,A -2023-03-21 19:00:00+00:00,10343500,1.88,A -2023-03-21 19:15:00+00:00,10343500,1.88,A -2023-03-21 19:30:00+00:00,10343500,1.88,A -2023-03-21 19:45:00+00:00,10343500,1.88,A -2023-03-21 20:00:00+00:00,10343500,1.88,A -2023-03-21 20:15:00+00:00,10343500,1.88,A -2023-03-21 20:30:00+00:00,10343500,1.88,A -2023-03-21 20:45:00+00:00,10343500,1.88,A -2023-03-21 21:00:00+00:00,10343500,1.88,A -2023-03-21 21:15:00+00:00,10343500,1.88,A -2023-03-21 21:30:00+00:00,10343500,1.88,A -2023-03-21 21:45:00+00:00,10343500,1.88,A -2023-03-21 22:00:00+00:00,10343500,1.88,A -2023-03-21 22:15:00+00:00,10343500,1.88,A -2023-03-21 22:30:00+00:00,10343500,1.88,A -2023-03-21 22:45:00+00:00,10343500,1.88,A -2023-03-21 23:00:00+00:00,10343500,1.88,A -2023-03-21 23:15:00+00:00,10343500,1.88,A -2023-03-21 23:30:00+00:00,10343500,1.88,A -2023-03-21 23:45:00+00:00,10343500,1.88,A -2023-03-22 00:00:00+00:00,10343500,1.88,A -2023-03-22 00:15:00+00:00,10343500,1.88,A -2023-03-22 00:30:00+00:00,10343500,1.88,A -2023-03-22 00:45:00+00:00,10343500,1.88,A -2023-03-22 01:00:00+00:00,10343500,1.89,A -2023-03-22 01:15:00+00:00,10343500,1.88,A -2023-03-22 01:30:00+00:00,10343500,1.88,A -2023-03-22 01:45:00+00:00,10343500,1.88,A -2023-03-22 02:00:00+00:00,10343500,1.88,A -2023-03-22 02:15:00+00:00,10343500,1.88,A -2023-03-22 02:30:00+00:00,10343500,1.88,A -2023-03-22 02:45:00+00:00,10343500,1.88,A -2023-03-22 03:00:00+00:00,10343500,1.88,A -2023-03-22 03:15:00+00:00,10343500,1.87,A -2023-03-22 03:30:00+00:00,10343500,1.87,A -2023-03-22 03:45:00+00:00,10343500,1.87,A -2023-03-22 04:00:00+00:00,10343500,1.87,A -2023-03-22 04:15:00+00:00,10343500,1.87,A -2023-03-22 04:30:00+00:00,10343500,1.87,A -2023-03-22 04:45:00+00:00,10343500,1.87,A -2023-03-22 05:00:00+00:00,10343500,1.87,A -2023-03-22 05:15:00+00:00,10343500,1.87,A -2023-03-22 05:30:00+00:00,10343500,1.87,A -2023-03-22 05:45:00+00:00,10343500,1.87,A -2023-03-22 06:00:00+00:00,10343500,1.87,A -2023-03-22 06:15:00+00:00,10343500,1.87,A -2023-03-22 06:30:00+00:00,10343500,1.87,A -2023-03-22 06:45:00+00:00,10343500,1.87,A -2023-03-22 07:00:00+00:00,10343500,1.87,A -2023-03-22 07:15:00+00:00,10343500,1.87,A -2023-03-22 07:30:00+00:00,10343500,1.87,A -2023-03-22 07:45:00+00:00,10343500,1.87,A -2023-03-22 08:00:00+00:00,10343500,1.87,A -2023-03-22 08:15:00+00:00,10343500,1.87,A -2023-03-22 08:30:00+00:00,10343500,1.87,A -2023-03-22 08:45:00+00:00,10343500,1.87,A -2023-03-22 09:00:00+00:00,10343500,1.87,A -2023-03-22 09:15:00+00:00,10343500,1.87,A -2023-03-22 09:30:00+00:00,10343500,1.86,A -2023-03-22 09:45:00+00:00,10343500,1.86,A -2023-03-22 10:00:00+00:00,10343500,1.86,A -2023-03-22 10:15:00+00:00,10343500,1.86,A -2023-03-22 10:30:00+00:00,10343500,1.86,A -2023-03-22 10:45:00+00:00,10343500,1.86,A -2023-03-22 11:00:00+00:00,10343500,1.86,A -2023-03-22 11:15:00+00:00,10343500,1.87,A -2023-03-22 11:30:00+00:00,10343500,1.86,A -2023-03-22 11:45:00+00:00,10343500,1.87,A -2023-03-22 12:00:00+00:00,10343500,1.86,A -2023-03-22 12:15:00+00:00,10343500,1.86,A -2023-03-22 12:30:00+00:00,10343500,1.86,A -2023-03-22 12:45:00+00:00,10343500,1.86,A -2023-03-22 13:00:00+00:00,10343500,1.86,A -2023-03-22 13:15:00+00:00,10343500,1.86,A -2023-03-22 13:30:00+00:00,10343500,1.86,A -2023-03-22 13:45:00+00:00,10343500,1.86,A -2023-03-22 14:00:00+00:00,10343500,1.86,A -2023-03-22 14:15:00+00:00,10343500,1.86,A -2023-03-22 14:30:00+00:00,10343500,1.86,A -2023-03-22 14:45:00+00:00,10343500,1.85,A -2023-03-22 15:00:00+00:00,10343500,1.85,A -2023-03-22 15:15:00+00:00,10343500,1.85,A -2023-03-22 15:30:00+00:00,10343500,1.85,A -2023-03-22 15:45:00+00:00,10343500,1.85,A -2023-03-22 16:00:00+00:00,10343500,1.85,A -2023-03-22 16:15:00+00:00,10343500,1.85,A -2023-03-22 16:30:00+00:00,10343500,1.85,A -2023-03-22 16:45:00+00:00,10343500,1.86,A -2023-03-22 17:00:00+00:00,10343500,1.86,A -2023-03-22 17:15:00+00:00,10343500,1.87,A -2023-03-22 17:30:00+00:00,10343500,1.87,A -2023-03-22 17:45:00+00:00,10343500,1.86,A -2023-03-22 18:00:00+00:00,10343500,1.86,A -2023-03-22 18:15:00+00:00,10343500,1.86,A -2023-03-22 18:30:00+00:00,10343500,1.86,A -2023-03-22 18:45:00+00:00,10343500,1.86,A -2023-03-22 19:00:00+00:00,10343500,1.86,A -2023-03-22 19:15:00+00:00,10343500,1.86,A -2023-03-22 19:30:00+00:00,10343500,1.86,A -2023-03-22 19:45:00+00:00,10343500,1.86,A -2023-03-22 20:00:00+00:00,10343500,1.86,A -2023-03-22 20:15:00+00:00,10343500,1.86,A -2023-03-22 20:30:00+00:00,10343500,1.86,A -2023-03-22 20:45:00+00:00,10343500,1.86,A -2023-03-22 21:00:00+00:00,10343500,1.86,A -2023-03-22 21:15:00+00:00,10343500,1.86,A -2023-03-22 21:30:00+00:00,10343500,1.87,A -2023-03-22 21:45:00+00:00,10343500,1.87,A -2023-03-22 22:00:00+00:00,10343500,1.87,A -2023-03-22 22:15:00+00:00,10343500,1.86,A -2023-03-22 22:30:00+00:00,10343500,1.86,A -2023-03-22 22:45:00+00:00,10343500,1.86,A -2023-03-22 23:00:00+00:00,10343500,1.87,A -2023-03-22 23:15:00+00:00,10343500,1.86,A -2023-03-22 23:30:00+00:00,10343500,1.86,A -2023-03-22 23:45:00+00:00,10343500,1.86,A -2023-03-23 00:00:00+00:00,10343500,1.86,A -2023-03-23 00:15:00+00:00,10343500,1.86,A -2023-03-23 00:30:00+00:00,10343500,1.86,A -2023-03-23 00:45:00+00:00,10343500,1.86,A -2023-03-23 01:00:00+00:00,10343500,1.86,A -2023-03-23 01:15:00+00:00,10343500,1.86,A -2023-03-23 01:30:00+00:00,10343500,1.86,A -2023-03-23 01:45:00+00:00,10343500,1.86,A -2023-03-23 02:00:00+00:00,10343500,1.86,A -2023-03-23 02:15:00+00:00,10343500,1.86,A -2023-03-23 02:30:00+00:00,10343500,1.86,A -2023-03-23 02:45:00+00:00,10343500,1.86,A -2023-03-23 03:00:00+00:00,10343500,1.86,A -2023-03-23 03:15:00+00:00,10343500,1.86,A -2023-03-23 03:30:00+00:00,10343500,1.85,A -2023-03-23 03:45:00+00:00,10343500,1.85,A -2023-03-23 04:00:00+00:00,10343500,1.85,A -2023-03-23 04:15:00+00:00,10343500,1.85,A -2023-03-23 04:30:00+00:00,10343500,1.85,A -2023-03-23 04:45:00+00:00,10343500,1.85,A -2023-03-23 05:00:00+00:00,10343500,1.85,A -2023-03-23 05:15:00+00:00,10343500,1.85,A -2023-03-23 05:30:00+00:00,10343500,1.85,A -2023-03-23 05:45:00+00:00,10343500,1.85,A -2023-03-23 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11:45:00+00:00,10343500,1.85,A -2023-03-23 12:00:00+00:00,10343500,1.85,A -2023-03-23 12:15:00+00:00,10343500,1.84,A -2023-03-23 12:30:00+00:00,10343500,1.84,A -2023-03-23 12:45:00+00:00,10343500,1.85,A -2023-03-23 13:00:00+00:00,10343500,1.85,A -2023-03-23 13:15:00+00:00,10343500,1.85,A -2023-03-23 13:30:00+00:00,10343500,1.85,A -2023-03-23 13:45:00+00:00,10343500,1.85,A -2023-03-23 14:00:00+00:00,10343500,1.85,A -2023-03-23 14:15:00+00:00,10343500,1.85,A -2023-03-23 14:30:00+00:00,10343500,1.85,A -2023-03-23 14:45:00+00:00,10343500,1.85,A -2023-03-23 15:00:00+00:00,10343500,1.85,A -2023-03-23 15:15:00+00:00,10343500,1.85,A -2023-03-23 15:30:00+00:00,10343500,1.85,A -2023-03-23 15:45:00+00:00,10343500,1.85,A -2023-03-23 16:00:00+00:00,10343500,1.85,A -2023-03-23 16:15:00+00:00,10343500,1.85,A -2023-03-23 16:30:00+00:00,10343500,1.85,A -2023-03-23 16:45:00+00:00,10343500,1.85,A -2023-03-23 17:00:00+00:00,10343500,1.84,A -2023-03-23 17:15:00+00:00,10343500,1.84,A -2023-03-23 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23:15:00+00:00,10343500,1.84,A -2023-03-23 23:30:00+00:00,10343500,1.84,A -2023-03-23 23:45:00+00:00,10343500,1.84,A -2023-03-24 00:00:00+00:00,10343500,1.84,A -2023-03-24 00:15:00+00:00,10343500,1.84,A -2023-03-24 00:30:00+00:00,10343500,1.84,A -2023-03-24 00:45:00+00:00,10343500,1.84,A -2023-03-24 01:00:00+00:00,10343500,1.84,A -2023-03-24 01:15:00+00:00,10343500,1.84,A -2023-03-24 01:30:00+00:00,10343500,1.84,A -2023-03-24 01:45:00+00:00,10343500,1.84,A -2023-03-24 02:00:00+00:00,10343500,1.84,A -2023-03-24 02:15:00+00:00,10343500,1.84,A -2023-03-24 02:30:00+00:00,10343500,1.84,A -2023-03-24 02:45:00+00:00,10343500,1.84,A -2023-03-24 03:00:00+00:00,10343500,1.84,A -2023-03-24 03:15:00+00:00,10343500,1.84,A -2023-03-24 03:30:00+00:00,10343500,1.84,A -2023-03-24 03:45:00+00:00,10343500,1.84,A -2023-03-24 04:00:00+00:00,10343500,1.83,A -2023-03-24 04:15:00+00:00,10343500,1.84,A -2023-03-24 04:30:00+00:00,10343500,1.84,A -2023-03-24 04:45:00+00:00,10343500,1.84,A -2023-03-24 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02:15:00+00:00,10343500,1.8,A -2023-03-27 02:30:00+00:00,10343500,1.8,A -2023-03-27 02:45:00+00:00,10343500,1.79,A -2023-03-27 03:00:00+00:00,10343500,1.79,A -2023-03-27 03:15:00+00:00,10343500,1.8,A -2023-03-27 03:30:00+00:00,10343500,1.8,A -2023-03-27 03:45:00+00:00,10343500,1.79,A -2023-03-27 04:00:00+00:00,10343500,1.8,A -2023-03-27 04:15:00+00:00,10343500,1.79,A -2023-03-27 04:30:00+00:00,10343500,1.79,A -2023-03-27 04:45:00+00:00,10343500,1.8,A -2023-03-27 05:00:00+00:00,10343500,1.79,A -2023-03-27 05:15:00+00:00,10343500,1.79,A -2023-03-27 05:30:00+00:00,10343500,1.79,A -2023-03-27 05:45:00+00:00,10343500,1.79,A -2023-03-27 06:00:00+00:00,10343500,1.79,A -2023-03-27 06:15:00+00:00,10343500,1.79,A -2023-03-27 06:30:00+00:00,10343500,1.79,A -2023-03-27 06:45:00+00:00,10343500,1.79,A -2023-03-27 07:00:00+00:00,10343500,1.79,A -2023-03-27 07:15:00+00:00,10343500,1.79,A -2023-03-27 07:30:00+00:00,10343500,1.79,A -2023-03-27 07:45:00+00:00,10343500,1.79,A -2023-03-27 08:00:00+00:00,10343500,1.79,A -2023-03-27 08:15:00+00:00,10343500,1.79,A -2023-03-27 08:30:00+00:00,10343500,1.79,A -2023-03-27 08:45:00+00:00,10343500,1.79,A -2023-03-27 09:00:00+00:00,10343500,1.79,A -2023-03-27 09:15:00+00:00,10343500,1.79,A -2023-03-27 09:30:00+00:00,10343500,1.79,A -2023-03-27 09:45:00+00:00,10343500,1.79,A -2023-03-27 10:00:00+00:00,10343500,1.79,A -2023-03-27 10:15:00+00:00,10343500,1.79,A -2023-03-27 10:30:00+00:00,10343500,1.79,A -2023-03-27 10:45:00+00:00,10343500,1.79,A -2023-03-27 11:00:00+00:00,10343500,1.79,A -2023-03-27 11:15:00+00:00,10343500,1.79,A -2023-03-27 11:30:00+00:00,10343500,1.79,A -2023-03-27 11:45:00+00:00,10343500,1.79,A -2023-03-27 12:00:00+00:00,10343500,1.79,A -2023-03-27 12:15:00+00:00,10343500,1.79,A -2023-03-27 12:30:00+00:00,10343500,1.79,A -2023-03-27 12:45:00+00:00,10343500,1.79,A -2023-03-27 13:00:00+00:00,10343500,1.79,A -2023-03-27 13:15:00+00:00,10343500,1.79,A -2023-03-27 13:30:00+00:00,10343500,1.79,A -2023-03-27 13:45:00+00:00,10343500,1.79,A -2023-03-27 14:00:00+00:00,10343500,1.79,A -2023-03-27 14:15:00+00:00,10343500,1.79,A -2023-03-27 14:30:00+00:00,10343500,1.79,A -2023-03-27 14:45:00+00:00,10343500,1.79,A -2023-03-27 15:00:00+00:00,10343500,1.79,A -2023-03-27 15:15:00+00:00,10343500,1.79,A -2023-03-27 15:30:00+00:00,10343500,1.79,A -2023-03-27 15:45:00+00:00,10343500,1.79,A -2023-03-27 16:00:00+00:00,10343500,1.79,A -2023-03-27 16:15:00+00:00,10343500,1.8,A -2023-03-27 16:30:00+00:00,10343500,1.8,A -2023-03-27 16:45:00+00:00,10343500,1.79,A -2023-03-27 17:00:00+00:00,10343500,1.8,A -2023-03-27 17:15:00+00:00,10343500,1.8,A -2023-03-27 17:30:00+00:00,10343500,1.79,A -2023-03-27 17:45:00+00:00,10343500,1.79,A -2023-03-27 18:00:00+00:00,10343500,1.79,A -2023-03-27 18:15:00+00:00,10343500,1.8,A -2023-03-27 18:30:00+00:00,10343500,1.79,A -2023-03-27 18:45:00+00:00,10343500,1.79,A -2023-03-27 19:00:00+00:00,10343500,1.79,A -2023-03-27 19:15:00+00:00,10343500,1.79,A -2023-03-27 19:30:00+00:00,10343500,1.79,A -2023-03-27 19:45:00+00:00,10343500,1.8,A -2023-03-27 20:00:00+00:00,10343500,1.79,A -2023-03-27 20:15:00+00:00,10343500,1.79,A -2023-03-27 20:30:00+00:00,10343500,1.79,A -2023-03-27 20:45:00+00:00,10343500,1.79,A -2023-03-27 21:00:00+00:00,10343500,1.79,A -2023-03-27 21:15:00+00:00,10343500,1.79,A -2023-03-27 21:30:00+00:00,10343500,1.79,A -2023-03-27 21:45:00+00:00,10343500,1.79,A -2023-03-27 22:00:00+00:00,10343500,1.79,A -2023-03-27 22:15:00+00:00,10343500,1.79,A -2023-03-27 22:30:00+00:00,10343500,1.79,A -2023-03-27 22:45:00+00:00,10343500,1.79,A -2023-03-27 23:00:00+00:00,10343500,1.8,A -2023-03-27 23:15:00+00:00,10343500,1.8,A -2023-03-27 23:30:00+00:00,10343500,1.79,A -2023-03-27 23:45:00+00:00,10343500,1.79,A -2023-03-28 00:00:00+00:00,10343500,1.8,A -2023-03-28 00:15:00+00:00,10343500,1.79,A -2023-03-28 00:30:00+00:00,10343500,1.8,A -2023-03-28 00:45:00+00:00,10343500,1.79,A -2023-03-28 01:00:00+00:00,10343500,1.79,A -2023-03-28 01:15:00+00:00,10343500,1.79,A -2023-03-28 01:30:00+00:00,10343500,1.79,A -2023-03-28 01:45:00+00:00,10343500,1.79,A -2023-03-28 02:00:00+00:00,10343500,1.79,A -2023-03-28 02:15:00+00:00,10343500,1.79,A -2023-03-28 02:30:00+00:00,10343500,1.79,A -2023-03-28 02:45:00+00:00,10343500,1.79,A -2023-03-28 03:00:00+00:00,10343500,1.79,A -2023-03-28 03:15:00+00:00,10343500,1.8,A -2023-03-28 03:30:00+00:00,10343500,1.79,A -2023-03-28 03:45:00+00:00,10343500,1.79,A -2023-03-28 04:00:00+00:00,10343500,1.8,A -2023-03-28 04:15:00+00:00,10343500,1.79,A -2023-03-28 04:30:00+00:00,10343500,1.79,A -2023-03-28 04:45:00+00:00,10343500,1.8,A -2023-03-28 05:00:00+00:00,10343500,1.79,A -2023-03-28 05:15:00+00:00,10343500,1.79,A -2023-03-28 05:30:00+00:00,10343500,1.79,A -2023-03-28 05:45:00+00:00,10343500,1.79,A -2023-03-28 06:00:00+00:00,10343500,1.79,A -2023-03-28 06:15:00+00:00,10343500,1.79,A -2023-03-28 06:30:00+00:00,10343500,1.79,A -2023-03-28 06:45:00+00:00,10343500,1.79,A -2023-03-28 07:00:00+00:00,10343500,1.79,A -2023-03-28 07:15:00+00:00,10343500,1.79,A -2023-03-28 07:30:00+00:00,10343500,1.79,A -2023-03-28 07:45:00+00:00,10343500,1.79,A -2023-03-28 08:00:00+00:00,10343500,1.79,A -2023-03-28 08:15:00+00:00,10343500,1.79,A -2023-03-28 08:30:00+00:00,10343500,1.79,A -2023-03-28 08:45:00+00:00,10343500,1.79,A -2023-03-28 09:00:00+00:00,10343500,1.79,A -2023-03-28 09:15:00+00:00,10343500,1.79,A -2023-03-28 09:30:00+00:00,10343500,1.79,A -2023-03-28 09:45:00+00:00,10343500,1.79,A -2023-03-28 10:00:00+00:00,10343500,1.79,A -2023-03-28 10:15:00+00:00,10343500,1.79,A -2023-03-28 10:30:00+00:00,10343500,1.79,A -2023-03-28 10:45:00+00:00,10343500,1.79,A -2023-03-28 11:00:00+00:00,10343500,1.79,A -2023-03-28 11:15:00+00:00,10343500,1.79,A -2023-03-28 11:30:00+00:00,10343500,1.79,A -2023-03-28 11:45:00+00:00,10343500,1.79,A -2023-03-28 12:00:00+00:00,10343500,1.79,A -2023-03-28 12:15:00+00:00,10343500,1.79,A -2023-03-28 12:30:00+00:00,10343500,1.79,A -2023-03-28 12:45:00+00:00,10343500,1.79,A -2023-03-28 13:00:00+00:00,10343500,1.79,A -2023-03-28 13:15:00+00:00,10343500,1.78,A -2023-03-28 13:30:00+00:00,10343500,1.78,A -2023-03-28 13:45:00+00:00,10343500,1.79,A -2023-03-28 14:00:00+00:00,10343500,1.79,A -2023-03-28 14:15:00+00:00,10343500,1.79,A -2023-03-28 14:30:00+00:00,10343500,1.79,A -2023-03-28 14:45:00+00:00,10343500,1.79,A -2023-03-28 15:00:00+00:00,10343500,1.79,A -2023-03-28 15:15:00+00:00,10343500,1.78,A -2023-03-28 15:30:00+00:00,10343500,1.79,A -2023-03-28 15:45:00+00:00,10343500,1.79,A -2023-03-28 16:00:00+00:00,10343500,1.79,A -2023-03-28 16:15:00+00:00,10343500,1.79,A -2023-03-28 16:30:00+00:00,10343500,1.79,A -2023-03-28 16:45:00+00:00,10343500,1.79,A -2023-03-28 17:00:00+00:00,10343500,1.79,A -2023-03-28 17:15:00+00:00,10343500,1.79,A -2023-03-28 17:30:00+00:00,10343500,1.79,A -2023-03-28 17:45:00+00:00,10343500,1.79,A -2023-03-28 18:00:00+00:00,10343500,1.79,A -2023-03-28 18:15:00+00:00,10343500,1.79,A -2023-03-28 18:30:00+00:00,10343500,1.79,A -2023-03-28 18:45:00+00:00,10343500,1.79,A -2023-03-28 19:00:00+00:00,10343500,1.79,A -2023-03-28 19:15:00+00:00,10343500,1.79,A -2023-03-28 19:30:00+00:00,10343500,1.79,A -2023-03-28 19:45:00+00:00,10343500,1.79,A -2023-03-28 20:00:00+00:00,10343500,1.79,A -2023-03-28 20:15:00+00:00,10343500,1.79,A -2023-03-28 20:30:00+00:00,10343500,1.79,A -2023-03-28 20:45:00+00:00,10343500,1.79,A -2023-03-28 21:00:00+00:00,10343500,1.79,A -2023-03-28 21:15:00+00:00,10343500,1.79,A -2023-03-28 21:30:00+00:00,10343500,1.79,A -2023-03-28 21:45:00+00:00,10343500,1.79,A -2023-03-28 22:00:00+00:00,10343500,1.79,A -2023-03-28 22:15:00+00:00,10343500,1.79,A -2023-03-28 22:30:00+00:00,10343500,1.79,A -2023-03-28 22:45:00+00:00,10343500,1.79,A -2023-03-28 23:00:00+00:00,10343500,1.79,A -2023-03-28 23:15:00+00:00,10343500,1.79,A -2023-03-28 23:30:00+00:00,10343500,1.79,A -2023-03-28 23:45:00+00:00,10343500,1.79,A -2023-03-29 00:00:00+00:00,10343500,1.79,A -2023-03-29 00:15:00+00:00,10343500,1.78,A -2023-03-29 00:30:00+00:00,10343500,1.79,A -2023-03-29 00:45:00+00:00,10343500,1.79,A -2023-03-29 01:00:00+00:00,10343500,1.79,A -2023-03-29 01:15:00+00:00,10343500,1.79,A -2023-03-29 01:30:00+00:00,10343500,1.79,A -2023-03-29 01:45:00+00:00,10343500,1.79,A -2023-03-29 02:00:00+00:00,10343500,1.79,A -2023-03-29 02:15:00+00:00,10343500,1.79,A -2023-03-29 02:30:00+00:00,10343500,1.79,A -2023-03-29 02:45:00+00:00,10343500,1.79,A -2023-03-29 03:00:00+00:00,10343500,1.78,A -2023-03-29 03:15:00+00:00,10343500,1.79,A -2023-03-29 03:30:00+00:00,10343500,1.78,A -2023-03-29 03:45:00+00:00,10343500,1.79,A -2023-03-29 04:00:00+00:00,10343500,1.79,A -2023-03-29 04:15:00+00:00,10343500,1.79,A -2023-03-29 04:30:00+00:00,10343500,1.79,A -2023-03-29 04:45:00+00:00,10343500,1.79,A -2023-03-29 05:00:00+00:00,10343500,1.79,A -2023-03-29 05:15:00+00:00,10343500,1.79,A -2023-03-29 05:30:00+00:00,10343500,1.78,A -2023-03-29 05:45:00+00:00,10343500,1.78,A -2023-03-29 06:00:00+00:00,10343500,1.78,A -2023-03-29 06:15:00+00:00,10343500,1.78,A -2023-03-29 06:30:00+00:00,10343500,1.79,A -2023-03-29 06:45:00+00:00,10343500,1.78,A -2023-03-29 07:00:00+00:00,10343500,1.78,A -2023-03-29 07:15:00+00:00,10343500,1.78,A -2023-03-29 07:30:00+00:00,10343500,1.78,A -2023-03-29 07:45:00+00:00,10343500,1.79,A -2023-03-29 08:00:00+00:00,10343500,1.78,A -2023-03-29 08:15:00+00:00,10343500,1.79,A -2023-03-29 08:30:00+00:00,10343500,1.78,A -2023-03-29 08:45:00+00:00,10343500,1.78,A -2023-03-29 09:00:00+00:00,10343500,1.78,A -2023-03-29 09:15:00+00:00,10343500,1.78,A -2023-03-29 09:30:00+00:00,10343500,1.78,A -2023-03-29 09:45:00+00:00,10343500,1.78,A -2023-03-29 10:00:00+00:00,10343500,1.78,A -2023-03-29 10:15:00+00:00,10343500,1.78,A -2023-03-29 10:30:00+00:00,10343500,1.78,A -2023-03-29 10:45:00+00:00,10343500,1.78,A -2023-03-29 11:00:00+00:00,10343500,1.78,A -2023-03-29 11:15:00+00:00,10343500,1.78,A -2023-03-29 11:30:00+00:00,10343500,1.78,A -2023-03-29 11:45:00+00:00,10343500,1.78,A -2023-03-29 12:00:00+00:00,10343500,1.78,A -2023-03-29 12:15:00+00:00,10343500,1.78,A -2023-03-29 12:30:00+00:00,10343500,1.78,A -2023-03-29 12:45:00+00:00,10343500,1.78,A -2023-03-29 13:00:00+00:00,10343500,1.78,A -2023-03-29 13:15:00+00:00,10343500,1.77,A -2023-03-29 13:30:00+00:00,10343500,1.78,A -2023-03-29 13:45:00+00:00,10343500,1.78,A -2023-03-29 14:00:00+00:00,10343500,1.78,A -2023-03-29 14:15:00+00:00,10343500,1.78,A -2023-03-29 14:30:00+00:00,10343500,1.78,A -2023-03-29 14:45:00+00:00,10343500,1.78,A -2023-03-29 15:00:00+00:00,10343500,1.78,A -2023-03-29 15:15:00+00:00,10343500,1.78,A -2023-03-29 15:30:00+00:00,10343500,1.78,A -2023-03-29 15:45:00+00:00,10343500,1.78,A -2023-03-29 16:00:00+00:00,10343500,1.78,A -2023-03-29 16:15:00+00:00,10343500,1.78,A -2023-03-29 16:30:00+00:00,10343500,1.77,A -2023-03-29 16:45:00+00:00,10343500,1.78,A -2023-03-29 17:00:00+00:00,10343500,1.78,A -2023-03-29 17:15:00+00:00,10343500,1.78,A -2023-03-29 17:30:00+00:00,10343500,1.77,A -2023-03-29 17:45:00+00:00,10343500,1.78,A -2023-03-29 18:00:00+00:00,10343500,1.78,A -2023-03-29 18:15:00+00:00,10343500,1.78,A -2023-03-29 18:30:00+00:00,10343500,1.77,A -2023-03-29 18:45:00+00:00,10343500,1.77,A -2023-03-29 19:00:00+00:00,10343500,1.77,A -2023-03-29 19:15:00+00:00,10343500,1.77,A -2023-03-29 19:30:00+00:00,10343500,1.78,A -2023-03-29 19:45:00+00:00,10343500,1.77,A -2023-03-29 20:00:00+00:00,10343500,1.77,A -2023-03-29 20:15:00+00:00,10343500,1.77,A -2023-03-29 20:30:00+00:00,10343500,1.77,A -2023-03-29 20:45:00+00:00,10343500,1.77,A -2023-03-29 21:00:00+00:00,10343500,1.77,A -2023-03-29 21:15:00+00:00,10343500,1.77,A -2023-03-29 21:30:00+00:00,10343500,1.77,A -2023-03-29 21:45:00+00:00,10343500,1.77,A -2023-03-29 22:00:00+00:00,10343500,1.78,A -2023-03-29 22:15:00+00:00,10343500,1.77,A -2023-03-29 22:30:00+00:00,10343500,1.77,A -2023-03-29 22:45:00+00:00,10343500,1.77,A -2023-03-29 23:00:00+00:00,10343500,1.77,A -2023-03-29 23:15:00+00:00,10343500,1.77,A -2023-03-29 23:30:00+00:00,10343500,1.77,A -2023-03-29 23:45:00+00:00,10343500,1.77,A -2023-03-30 00:00:00+00:00,10343500,1.77,A -2023-03-30 00:15:00+00:00,10343500,1.77,A -2023-03-30 00:30:00+00:00,10343500,1.77,A -2023-03-30 00:45:00+00:00,10343500,1.77,A -2023-03-30 01:00:00+00:00,10343500,1.77,A -2023-03-30 01:15:00+00:00,10343500,1.78,A -2023-03-30 01:30:00+00:00,10343500,1.77,A -2023-03-30 01:45:00+00:00,10343500,1.77,A -2023-03-30 02:00:00+00:00,10343500,1.77,A -2023-03-30 02:15:00+00:00,10343500,1.77,A -2023-03-30 02:30:00+00:00,10343500,1.77,A -2023-03-30 02:45:00+00:00,10343500,1.77,A -2023-03-30 03:00:00+00:00,10343500,1.77,A -2023-03-30 03:15:00+00:00,10343500,1.77,A -2023-03-30 03:30:00+00:00,10343500,1.77,A -2023-03-30 03:45:00+00:00,10343500,1.77,A -2023-03-30 04:00:00+00:00,10343500,1.77,A -2023-03-30 04:15:00+00:00,10343500,1.77,A -2023-03-30 04:30:00+00:00,10343500,1.77,A -2023-03-30 04:45:00+00:00,10343500,1.77,A -2023-03-30 05:00:00+00:00,10343500,1.77,A -2023-03-30 05:15:00+00:00,10343500,1.77,A -2023-03-30 05:30:00+00:00,10343500,1.77,A -2023-03-30 05:45:00+00:00,10343500,1.77,A -2023-03-30 06:00:00+00:00,10343500,1.77,A -2023-03-30 06:15:00+00:00,10343500,1.77,A -2023-03-30 06:30:00+00:00,10343500,1.77,A -2023-03-30 06:45:00+00:00,10343500,1.77,A -2023-03-30 07:00:00+00:00,10343500,1.77,A -2023-03-30 07:15:00+00:00,10343500,1.77,A -2023-03-30 07:30:00+00:00,10343500,1.77,A -2023-03-30 07:45:00+00:00,10343500,1.77,A -2023-03-30 08:00:00+00:00,10343500,1.77,A -2023-03-30 08:15:00+00:00,10343500,1.77,A -2023-03-30 08:30:00+00:00,10343500,1.77,A -2023-03-30 08:45:00+00:00,10343500,1.77,A -2023-03-30 09:00:00+00:00,10343500,1.77,A -2023-03-30 09:15:00+00:00,10343500,1.77,A -2023-03-30 09:30:00+00:00,10343500,1.77,A -2023-03-30 09:45:00+00:00,10343500,1.77,A -2023-03-30 10:00:00+00:00,10343500,1.77,A -2023-03-30 10:15:00+00:00,10343500,1.77,A -2023-03-30 10:30:00+00:00,10343500,1.77,A -2023-03-30 10:45:00+00:00,10343500,1.77,A -2023-03-30 11:00:00+00:00,10343500,1.77,A -2023-03-30 11:15:00+00:00,10343500,1.77,A -2023-03-30 11:30:00+00:00,10343500,1.77,A -2023-03-30 11:45:00+00:00,10343500,1.77,A -2023-03-30 12:00:00+00:00,10343500,1.77,A -2023-03-30 12:15:00+00:00,10343500,1.77,A -2023-03-30 12:30:00+00:00,10343500,1.77,A -2023-03-30 12:45:00+00:00,10343500,1.76,A -2023-03-30 13:00:00+00:00,10343500,1.77,A -2023-03-30 13:15:00+00:00,10343500,1.77,A -2023-03-30 13:30:00+00:00,10343500,1.77,A -2023-03-30 13:45:00+00:00,10343500,1.77,A -2023-03-30 14:00:00+00:00,10343500,1.77,A -2023-03-30 14:15:00+00:00,10343500,1.77,A -2023-03-30 14:30:00+00:00,10343500,1.77,A -2023-03-30 14:45:00+00:00,10343500,1.77,A -2023-03-30 15:00:00+00:00,10343500,1.76,A -2023-03-30 15:15:00+00:00,10343500,1.77,A -2023-03-30 15:30:00+00:00,10343500,1.77,A -2023-03-30 15:45:00+00:00,10343500,1.77,A -2023-03-30 16:00:00+00:00,10343500,1.76,A -2023-03-30 16:15:00+00:00,10343500,1.76,A -2023-03-30 16:30:00+00:00,10343500,1.77,A -2023-03-30 16:45:00+00:00,10343500,1.77,A -2023-03-30 17:00:00+00:00,10343500,1.76,A -2023-03-30 17:15:00+00:00,10343500,1.76,A -2023-03-30 17:30:00+00:00,10343500,1.76,A -2023-03-30 17:45:00+00:00,10343500,1.76,A -2023-03-30 18:00:00+00:00,10343500,1.76,A -2023-03-30 18:15:00+00:00,10343500,1.76,A -2023-03-30 18:30:00+00:00,10343500,1.76,A -2023-03-30 18:45:00+00:00,10343500,1.76,A -2023-03-30 19:00:00+00:00,10343500,1.76,A -2023-03-30 19:15:00+00:00,10343500,1.76,A -2023-03-30 19:30:00+00:00,10343500,1.76,A -2023-03-30 19:45:00+00:00,10343500,1.76,A -2023-03-30 20:00:00+00:00,10343500,1.76,A -2023-03-30 20:15:00+00:00,10343500,1.76,A -2023-03-30 20:30:00+00:00,10343500,1.76,A -2023-03-30 20:45:00+00:00,10343500,1.76,A -2023-03-30 21:00:00+00:00,10343500,1.76,A -2023-03-30 21:15:00+00:00,10343500,1.76,A -2023-03-30 21:30:00+00:00,10343500,1.76,A -2023-03-30 21:45:00+00:00,10343500,1.76,A -2023-03-30 22:00:00+00:00,10343500,1.76,A -2023-03-30 22:15:00+00:00,10343500,1.76,A -2023-03-30 22:30:00+00:00,10343500,1.76,A -2023-03-30 22:45:00+00:00,10343500,1.76,A -2023-03-30 23:00:00+00:00,10343500,1.76,A -2023-03-30 23:15:00+00:00,10343500,1.76,A -2023-03-30 23:30:00+00:00,10343500,1.76,A -2023-03-30 23:45:00+00:00,10343500,1.76,A -2023-03-31 00:00:00+00:00,10343500,1.76,A -2023-03-31 00:15:00+00:00,10343500,1.76,A -2023-03-31 00:30:00+00:00,10343500,1.76,A -2023-03-31 00:45:00+00:00,10343500,1.76,A -2023-03-31 01:00:00+00:00,10343500,1.76,A -2023-03-31 01:15:00+00:00,10343500,1.76,A -2023-03-31 01:30:00+00:00,10343500,1.76,A -2023-03-31 01:45:00+00:00,10343500,1.76,A -2023-03-31 02:00:00+00:00,10343500,1.76,A -2023-03-31 02:15:00+00:00,10343500,1.76,A -2023-03-31 02:30:00+00:00,10343500,1.76,A -2023-03-31 02:45:00+00:00,10343500,1.76,A -2023-03-31 03:00:00+00:00,10343500,1.76,A -2023-03-31 03:15:00+00:00,10343500,1.76,A -2023-03-31 03:30:00+00:00,10343500,1.76,A -2023-03-31 03:45:00+00:00,10343500,1.76,A -2023-03-31 04:00:00+00:00,10343500,1.76,A -2023-03-31 04:15:00+00:00,10343500,1.76,A -2023-03-31 04:30:00+00:00,10343500,1.76,A -2023-03-31 04:45:00+00:00,10343500,1.76,A -2023-03-31 05:00:00+00:00,10343500,1.76,A -2023-03-31 05:15:00+00:00,10343500,1.76,A -2023-03-31 05:30:00+00:00,10343500,1.76,A -2023-03-31 05:45:00+00:00,10343500,1.76,A -2023-03-31 06:00:00+00:00,10343500,1.76,A -2023-03-31 06:15:00+00:00,10343500,1.76,A -2023-03-31 06:30:00+00:00,10343500,1.76,A -2023-03-31 06:45:00+00:00,10343500,1.76,A -2023-03-31 07:00:00+00:00,10343500,1.76,A -2023-03-31 07:15:00+00:00,10343500,1.76,A -2023-03-31 07:30:00+00:00,10343500,1.76,A -2023-03-31 07:45:00+00:00,10343500,1.76,A -2023-03-31 08:00:00+00:00,10343500,1.76,A -2023-03-31 08:15:00+00:00,10343500,1.76,A -2023-03-31 08:30:00+00:00,10343500,1.76,A -2023-03-31 08:45:00+00:00,10343500,1.76,A -2023-03-31 09:00:00+00:00,10343500,1.76,A -2023-03-31 09:15:00+00:00,10343500,1.76,A -2023-03-31 09:30:00+00:00,10343500,1.76,A -2023-03-31 09:45:00+00:00,10343500,1.76,A -2023-03-31 10:00:00+00:00,10343500,1.76,A -2023-03-31 10:15:00+00:00,10343500,1.76,A -2023-03-31 10:30:00+00:00,10343500,1.76,A -2023-03-31 10:45:00+00:00,10343500,1.76,A -2023-03-31 11:00:00+00:00,10343500,1.76,A -2023-03-31 11:15:00+00:00,10343500,1.76,A -2023-03-31 11:30:00+00:00,10343500,1.76,A -2023-03-31 11:45:00+00:00,10343500,1.76,A -2023-03-31 12:00:00+00:00,10343500,1.76,A -2023-03-31 12:15:00+00:00,10343500,1.76,A -2023-03-31 12:30:00+00:00,10343500,1.76,A -2023-03-31 12:45:00+00:00,10343500,1.76,A -2023-03-31 13:00:00+00:00,10343500,1.75,A -2023-03-31 13:15:00+00:00,10343500,1.76,A -2023-03-31 13:30:00+00:00,10343500,1.76,A -2023-03-31 13:45:00+00:00,10343500,1.75,A -2023-03-31 14:00:00+00:00,10343500,1.76,A -2023-03-31 14:15:00+00:00,10343500,1.75,A -2023-03-31 14:30:00+00:00,10343500,1.76,A -2023-03-31 14:45:00+00:00,10343500,1.76,A -2023-03-31 15:00:00+00:00,10343500,1.76,A -2023-03-31 15:15:00+00:00,10343500,1.76,A -2023-03-31 15:30:00+00:00,10343500,1.76,A -2023-03-31 15:45:00+00:00,10343500,1.76,A -2023-03-31 16:00:00+00:00,10343500,1.76,A -2023-03-31 16:15:00+00:00,10343500,1.76,A -2023-03-31 16:30:00+00:00,10343500,1.76,A -2023-03-31 16:45:00+00:00,10343500,1.76,A -2023-03-31 17:00:00+00:00,10343500,1.76,A -2023-03-31 17:15:00+00:00,10343500,1.76,A -2023-03-31 17:30:00+00:00,10343500,1.75,A -2023-03-31 17:45:00+00:00,10343500,1.75,A -2023-03-31 18:00:00+00:00,10343500,1.75,A -2023-03-31 18:15:00+00:00,10343500,1.75,A -2023-03-31 18:30:00+00:00,10343500,1.75,A -2023-03-31 18:45:00+00:00,10343500,1.75,A -2023-03-31 19:00:00+00:00,10343500,1.75,A -2023-03-31 19:15:00+00:00,10343500,1.75,A -2023-03-31 19:30:00+00:00,10343500,1.75,A -2023-03-31 19:45:00+00:00,10343500,1.75,A -2023-03-31 20:00:00+00:00,10343500,1.75,A -2023-03-31 20:15:00+00:00,10343500,1.75,A -2023-03-31 20:30:00+00:00,10343500,1.75,A -2023-03-31 20:45:00+00:00,10343500,1.75,A -2023-03-31 21:00:00+00:00,10343500,1.75,A -2023-03-31 21:15:00+00:00,10343500,1.76,A -2023-03-31 21:30:00+00:00,10343500,1.76,A -2023-03-31 21:45:00+00:00,10343500,1.75,A -2023-03-31 22:00:00+00:00,10343500,1.75,A -2023-03-31 22:15:00+00:00,10343500,1.75,A -2023-03-31 22:30:00+00:00,10343500,1.75,A -2023-03-31 22:45:00+00:00,10343500,1.76,A -2023-03-31 23:00:00+00:00,10343500,1.75,A -2023-03-31 23:15:00+00:00,10343500,1.75,A -2023-03-31 23:30:00+00:00,10343500,1.76,A -2023-03-31 23:45:00+00:00,10343500,1.75,A -2023-04-01 00:00:00+00:00,10343500,1.75,A -2023-04-01 00:15:00+00:00,10343500,1.75,A -2023-04-01 00:30:00+00:00,10343500,1.76,A -2023-04-01 00:45:00+00:00,10343500,1.76,A -2023-04-01 01:00:00+00:00,10343500,1.76,A -2023-04-01 01:15:00+00:00,10343500,1.76,A -2023-04-01 01:30:00+00:00,10343500,1.76,A -2023-04-01 01:45:00+00:00,10343500,1.75,A -2023-04-01 02:00:00+00:00,10343500,1.76,A -2023-04-01 02:15:00+00:00,10343500,1.76,A -2023-04-01 02:30:00+00:00,10343500,1.76,A -2023-04-01 02:45:00+00:00,10343500,1.76,A -2023-04-01 03:00:00+00:00,10343500,1.76,A -2023-04-01 03:15:00+00:00,10343500,1.76,A -2023-04-01 03:30:00+00:00,10343500,1.76,A -2023-04-01 03:45:00+00:00,10343500,1.76,A -2023-04-01 04:00:00+00:00,10343500,1.76,A -2023-04-01 04:15:00+00:00,10343500,1.76,A -2023-04-01 04:30:00+00:00,10343500,1.76,A -2023-04-01 04:45:00+00:00,10343500,1.76,A -2023-04-01 05:00:00+00:00,10343500,1.76,A -2023-04-01 05:15:00+00:00,10343500,1.76,A -2023-04-01 05:30:00+00:00,10343500,1.76,A -2023-04-01 05:45:00+00:00,10343500,1.76,A -2023-04-01 06:00:00+00:00,10343500,1.76,A -2023-04-01 06:15:00+00:00,10343500,1.76,A -2023-04-01 06:30:00+00:00,10343500,1.76,A -2023-04-01 06:45:00+00:00,10343500,1.76,A -2023-04-01 07:00:00+00:00,10343500,1.76,A -2023-04-01 07:15:00+00:00,10343500,1.76,A -2023-04-01 07:30:00+00:00,10343500,1.76,A -2023-04-01 07:45:00+00:00,10343500,1.76,A -2023-04-01 08:00:00+00:00,10343500,1.76,A -2023-04-01 08:15:00+00:00,10343500,1.75,A -2023-04-01 08:30:00+00:00,10343500,1.76,A -2023-04-01 08:45:00+00:00,10343500,1.76,A -2023-04-01 09:00:00+00:00,10343500,1.76,A -2023-04-01 09:15:00+00:00,10343500,1.76,A -2023-04-01 09:30:00+00:00,10343500,1.76,A -2023-04-01 09:45:00+00:00,10343500,1.76,A -2023-04-01 10:00:00+00:00,10343500,1.76,A -2023-04-01 10:15:00+00:00,10343500,1.76,A -2023-04-01 10:30:00+00:00,10343500,1.76,A -2023-04-01 10:45:00+00:00,10343500,1.76,A -2023-04-01 11:00:00+00:00,10343500,1.75,A -2023-04-01 11:15:00+00:00,10343500,1.76,A -2023-04-01 11:30:00+00:00,10343500,1.76,A -2023-04-01 11:45:00+00:00,10343500,1.75,A -2023-04-01 12:00:00+00:00,10343500,1.75,A -2023-04-01 12:15:00+00:00,10343500,1.76,A -2023-04-01 12:30:00+00:00,10343500,1.76,A -2023-04-01 12:45:00+00:00,10343500,1.76,A -2023-04-01 13:00:00+00:00,10343500,1.76,A -2023-04-01 13:15:00+00:00,10343500,1.75,A -2023-04-01 13:30:00+00:00,10343500,1.75,A -2023-04-01 13:45:00+00:00,10343500,1.76,A -2023-04-01 14:00:00+00:00,10343500,1.75,A -2023-04-01 14:15:00+00:00,10343500,1.75,A -2023-04-01 14:30:00+00:00,10343500,1.75,A -2023-04-01 14:45:00+00:00,10343500,1.75,A -2023-04-01 15:00:00+00:00,10343500,1.75,A -2023-04-01 15:15:00+00:00,10343500,1.75,A -2023-04-01 15:30:00+00:00,10343500,1.75,A -2023-04-01 15:45:00+00:00,10343500,1.75,A -2023-04-01 16:00:00+00:00,10343500,1.75,A -2023-04-01 16:15:00+00:00,10343500,1.75,A -2023-04-01 16:30:00+00:00,10343500,1.75,A -2023-04-01 16:45:00+00:00,10343500,1.75,A -2023-04-01 17:00:00+00:00,10343500,1.75,A -2023-04-01 17:15:00+00:00,10343500,1.75,A -2023-04-01 17:30:00+00:00,10343500,1.75,A -2023-04-01 17:45:00+00:00,10343500,1.75,A -2023-04-01 18:00:00+00:00,10343500,1.75,A -2023-04-01 18:15:00+00:00,10343500,1.75,A -2023-04-01 18:30:00+00:00,10343500,1.75,A -2023-04-01 18:45:00+00:00,10343500,1.75,A -2023-04-01 19:00:00+00:00,10343500,1.75,A -2023-04-01 19:15:00+00:00,10343500,1.75,A -2023-04-01 19:30:00+00:00,10343500,1.75,A -2023-04-01 19:45:00+00:00,10343500,1.75,A -2023-04-01 20:00:00+00:00,10343500,1.75,A -2023-04-01 20:15:00+00:00,10343500,1.75,A -2023-04-01 20:30:00+00:00,10343500,1.75,A -2023-04-01 20:45:00+00:00,10343500,1.75,A -2023-04-01 21:00:00+00:00,10343500,1.75,A -2023-04-01 21:15:00+00:00,10343500,1.75,A -2023-04-01 21:30:00+00:00,10343500,1.75,A -2023-04-01 21:45:00+00:00,10343500,1.75,A -2023-04-01 22:00:00+00:00,10343500,1.75,A -2023-04-01 22:15:00+00:00,10343500,1.75,A -2023-04-01 22:30:00+00:00,10343500,1.75,A -2023-04-01 22:45:00+00:00,10343500,1.75,A -2023-04-01 23:00:00+00:00,10343500,1.75,A -2023-04-01 23:15:00+00:00,10343500,1.75,A -2023-04-01 23:30:00+00:00,10343500,1.75,A -2023-04-01 23:45:00+00:00,10343500,1.75,A -2023-04-02 00:00:00+00:00,10343500,1.75,A -2023-04-02 00:15:00+00:00,10343500,1.75,A -2023-04-02 00:30:00+00:00,10343500,1.75,A -2023-04-02 00:45:00+00:00,10343500,1.75,A -2023-04-02 01:00:00+00:00,10343500,1.75,A -2023-04-02 01:15:00+00:00,10343500,1.75,A -2023-04-02 01:30:00+00:00,10343500,1.75,A -2023-04-02 01:45:00+00:00,10343500,1.75,A -2023-04-02 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00:45:00+00:00,10343500,1.77,A -2023-04-09 01:00:00+00:00,10343500,1.77,A -2023-04-09 01:15:00+00:00,10343500,1.77,A -2023-04-09 01:30:00+00:00,10343500,1.77,A -2023-04-09 01:45:00+00:00,10343500,1.77,A -2023-04-09 02:00:00+00:00,10343500,1.77,A -2023-04-09 02:15:00+00:00,10343500,1.78,A -2023-04-09 02:30:00+00:00,10343500,1.78,A -2023-04-09 02:45:00+00:00,10343500,1.78,A -2023-04-09 03:00:00+00:00,10343500,1.78,A -2023-04-09 03:15:00+00:00,10343500,1.78,A -2023-04-09 03:30:00+00:00,10343500,1.78,A -2023-04-09 03:45:00+00:00,10343500,1.79,A -2023-04-09 04:00:00+00:00,10343500,1.79,A -2023-04-09 04:15:00+00:00,10343500,1.79,A -2023-04-09 04:30:00+00:00,10343500,1.79,A -2023-04-09 04:45:00+00:00,10343500,1.79,A -2023-04-09 05:00:00+00:00,10343500,1.79,A -2023-04-09 05:15:00+00:00,10343500,1.79,A -2023-04-09 05:30:00+00:00,10343500,1.79,A -2023-04-09 05:45:00+00:00,10343500,1.79,A -2023-04-09 06:00:00+00:00,10343500,1.79,A -2023-04-09 06:15:00+00:00,10343500,1.79,A -2023-04-09 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18:15:00+00:00,10343500,1.79,A -2023-04-09 18:30:00+00:00,10343500,1.79,A -2023-04-09 18:45:00+00:00,10343500,1.79,A -2023-04-09 19:00:00+00:00,10343500,1.79,A -2023-04-09 19:15:00+00:00,10343500,1.8,A -2023-04-09 19:30:00+00:00,10343500,1.79,A -2023-04-09 19:45:00+00:00,10343500,1.8,A -2023-04-09 20:00:00+00:00,10343500,1.8,A -2023-04-09 20:15:00+00:00,10343500,1.8,A -2023-04-09 20:30:00+00:00,10343500,1.8,A -2023-04-09 20:45:00+00:00,10343500,1.8,A -2023-04-09 21:00:00+00:00,10343500,1.8,A -2023-04-09 21:15:00+00:00,10343500,1.81,A -2023-04-09 21:30:00+00:00,10343500,1.81,A -2023-04-09 21:45:00+00:00,10343500,1.81,A -2023-04-09 22:00:00+00:00,10343500,1.82,A -2023-04-09 22:15:00+00:00,10343500,1.82,A -2023-04-09 22:30:00+00:00,10343500,1.83,A -2023-04-09 22:45:00+00:00,10343500,1.83,A -2023-04-09 23:00:00+00:00,10343500,1.83,A -2023-04-09 23:15:00+00:00,10343500,1.84,A -2023-04-09 23:30:00+00:00,10343500,1.85,A -2023-04-09 23:45:00+00:00,10343500,1.85,A -2023-04-10 00:00:00+00:00,10343500,1.86,A -2023-04-10 00:15:00+00:00,10343500,1.87,A -2023-04-10 00:30:00+00:00,10343500,1.88,A -2023-04-10 00:45:00+00:00,10343500,1.89,A -2023-04-10 01:00:00+00:00,10343500,1.89,A -2023-04-10 01:15:00+00:00,10343500,1.89,A -2023-04-10 01:30:00+00:00,10343500,1.9,A -2023-04-10 01:45:00+00:00,10343500,1.9,A -2023-04-10 02:00:00+00:00,10343500,1.91,A -2023-04-10 02:15:00+00:00,10343500,1.91,A -2023-04-10 02:30:00+00:00,10343500,1.92,A -2023-04-10 02:45:00+00:00,10343500,1.92,A -2023-04-10 03:00:00+00:00,10343500,1.92,A -2023-04-10 03:15:00+00:00,10343500,1.93,A -2023-04-10 03:30:00+00:00,10343500,1.93,A -2023-04-10 03:45:00+00:00,10343500,1.93,A -2023-04-10 04:00:00+00:00,10343500,1.93,A -2023-04-10 04:15:00+00:00,10343500,1.93,A -2023-04-10 04:30:00+00:00,10343500,1.94,A -2023-04-10 04:45:00+00:00,10343500,1.94,A -2023-04-10 05:00:00+00:00,10343500,1.94,A -2023-04-10 05:15:00+00:00,10343500,1.94,A -2023-04-10 05:30:00+00:00,10343500,1.94,A -2023-04-10 05:45:00+00:00,10343500,1.94,A -2023-04-10 06:00:00+00:00,10343500,1.94,A -2023-04-10 06:15:00+00:00,10343500,1.94,A -2023-04-10 06:30:00+00:00,10343500,1.94,A -2023-04-10 06:45:00+00:00,10343500,1.94,A -2023-04-10 07:00:00+00:00,10343500,1.94,A -2023-04-10 07:15:00+00:00,10343500,1.94,A -2023-04-10 07:30:00+00:00,10343500,1.94,A -2023-04-10 07:45:00+00:00,10343500,1.94,A -2023-04-10 08:00:00+00:00,10343500,1.94,A -2023-04-10 08:15:00+00:00,10343500,1.94,A -2023-04-10 08:30:00+00:00,10343500,1.94,A -2023-04-10 08:45:00+00:00,10343500,1.94,A -2023-04-10 09:00:00+00:00,10343500,1.94,A -2023-04-10 09:15:00+00:00,10343500,1.94,A -2023-04-10 09:30:00+00:00,10343500,1.94,A -2023-04-10 09:45:00+00:00,10343500,1.94,A -2023-04-10 10:00:00+00:00,10343500,1.94,A -2023-04-10 10:15:00+00:00,10343500,1.94,A -2023-04-10 10:30:00+00:00,10343500,1.94,A -2023-04-10 10:45:00+00:00,10343500,1.94,A -2023-04-10 11:00:00+00:00,10343500,1.94,A -2023-04-10 11:15:00+00:00,10343500,1.93,A -2023-04-10 11:30:00+00:00,10343500,1.94,A -2023-04-10 11:45:00+00:00,10343500,1.94,A -2023-04-10 12:00:00+00:00,10343500,1.93,A -2023-04-10 12:15:00+00:00,10343500,1.93,A -2023-04-10 12:30:00+00:00,10343500,1.93,A -2023-04-10 12:45:00+00:00,10343500,1.93,A -2023-04-10 13:00:00+00:00,10343500,1.93,A -2023-04-10 13:15:00+00:00,10343500,1.93,A -2023-04-10 13:30:00+00:00,10343500,1.93,A -2023-04-10 13:45:00+00:00,10343500,1.93,A -2023-04-10 14:00:00+00:00,10343500,1.93,A -2023-04-10 14:15:00+00:00,10343500,1.93,A -2023-04-10 14:30:00+00:00,10343500,1.93,A -2023-04-10 14:45:00+00:00,10343500,1.93,A -2023-04-10 15:00:00+00:00,10343500,1.92,A -2023-04-10 15:15:00+00:00,10343500,1.93,A -2023-04-10 15:30:00+00:00,10343500,1.92,A -2023-04-10 15:45:00+00:00,10343500,1.92,A -2023-04-10 16:00:00+00:00,10343500,1.92,A -2023-04-10 16:15:00+00:00,10343500,1.92,A -2023-04-10 16:30:00+00:00,10343500,1.92,A -2023-04-10 16:45:00+00:00,10343500,1.92,A -2023-04-10 17:00:00+00:00,10343500,1.92,A -2023-04-10 17:15:00+00:00,10343500,1.92,A -2023-04-10 17:30:00+00:00,10343500,1.92,A -2023-04-10 17:45:00+00:00,10343500,1.91,A -2023-04-10 18:00:00+00:00,10343500,1.92,A -2023-04-10 18:15:00+00:00,10343500,1.92,A -2023-04-10 18:30:00+00:00,10343500,1.91,A -2023-04-10 18:45:00+00:00,10343500,1.92,A -2023-04-10 19:00:00+00:00,10343500,1.92,A -2023-04-10 19:15:00+00:00,10343500,1.91,A -2023-04-10 19:30:00+00:00,10343500,1.91,A -2023-04-10 19:45:00+00:00,10343500,1.92,A -2023-04-10 20:00:00+00:00,10343500,1.92,A -2023-04-10 20:15:00+00:00,10343500,1.91,A -2023-04-10 20:30:00+00:00,10343500,1.92,A -2023-04-10 20:45:00+00:00,10343500,1.92,A -2023-04-10 21:00:00+00:00,10343500,1.93,A -2023-04-10 21:15:00+00:00,10343500,1.93,A -2023-04-10 21:30:00+00:00,10343500,1.94,A -2023-04-10 21:45:00+00:00,10343500,1.95,A -2023-04-10 22:00:00+00:00,10343500,1.95,A -2023-04-10 22:15:00+00:00,10343500,1.96,A -2023-04-10 22:30:00+00:00,10343500,1.96,A -2023-04-10 22:45:00+00:00,10343500,1.98,A -2023-04-10 23:00:00+00:00,10343500,1.99,A -2023-04-10 23:15:00+00:00,10343500,1.99,A -2023-04-10 23:30:00+00:00,10343500,2.01,A -2023-04-10 23:45:00+00:00,10343500,2.02,A -2023-04-11 00:00:00+00:00,10343500,2.03,A -2023-04-11 00:15:00+00:00,10343500,2.04,A -2023-04-11 00:30:00+00:00,10343500,2.05,A -2023-04-11 00:45:00+00:00,10343500,2.06,A -2023-04-11 01:00:00+00:00,10343500,2.07,A -2023-04-11 01:15:00+00:00,10343500,2.08,A -2023-04-11 01:30:00+00:00,10343500,2.08,A -2023-04-11 01:45:00+00:00,10343500,2.1,A -2023-04-11 02:00:00+00:00,10343500,2.09,A -2023-04-11 02:15:00+00:00,10343500,2.1,A -2023-04-11 02:30:00+00:00,10343500,2.12,A -2023-04-11 02:45:00+00:00,10343500,2.12,A -2023-04-11 03:00:00+00:00,10343500,2.13,A -2023-04-11 03:15:00+00:00,10343500,2.13,A -2023-04-11 03:30:00+00:00,10343500,2.13,A -2023-04-11 03:45:00+00:00,10343500,2.13,A -2023-04-11 04:00:00+00:00,10343500,2.14,A -2023-04-11 04:15:00+00:00,10343500,2.13,A -2023-04-11 04:30:00+00:00,10343500,2.13,A -2023-04-11 04:45:00+00:00,10343500,2.14,A -2023-04-11 05:00:00+00:00,10343500,2.14,A -2023-04-11 05:15:00+00:00,10343500,2.14,A -2023-04-11 05:30:00+00:00,10343500,2.13,A -2023-04-11 05:45:00+00:00,10343500,2.14,A -2023-04-11 06:00:00+00:00,10343500,2.14,A -2023-04-11 06:15:00+00:00,10343500,2.14,A -2023-04-11 06:30:00+00:00,10343500,2.14,A -2023-04-11 06:45:00+00:00,10343500,2.14,A -2023-04-11 07:00:00+00:00,10343500,2.14,A -2023-04-11 07:15:00+00:00,10343500,2.13,A -2023-04-11 07:30:00+00:00,10343500,2.13,A -2023-04-11 07:45:00+00:00,10343500,2.13,A -2023-04-11 08:00:00+00:00,10343500,2.13,A -2023-04-11 08:15:00+00:00,10343500,2.14,A -2023-04-11 08:30:00+00:00,10343500,2.14,A -2023-04-11 08:45:00+00:00,10343500,2.13,A -2023-04-11 09:00:00+00:00,10343500,2.13,A -2023-04-11 09:15:00+00:00,10343500,2.13,A -2023-04-11 09:30:00+00:00,10343500,2.13,A -2023-04-11 09:45:00+00:00,10343500,2.13,A -2023-04-11 10:00:00+00:00,10343500,2.13,A -2023-04-11 10:15:00+00:00,10343500,2.13,A -2023-04-11 10:30:00+00:00,10343500,2.13,A -2023-04-11 10:45:00+00:00,10343500,2.13,A -2023-04-11 11:00:00+00:00,10343500,2.13,A -2023-04-11 11:15:00+00:00,10343500,2.12,A -2023-04-11 11:30:00+00:00,10343500,2.13,A -2023-04-11 11:45:00+00:00,10343500,2.12,A -2023-04-11 12:00:00+00:00,10343500,2.12,A -2023-04-11 12:15:00+00:00,10343500,2.12,A -2023-04-11 12:30:00+00:00,10343500,2.12,A -2023-04-11 12:45:00+00:00,10343500,2.12,A -2023-04-11 13:00:00+00:00,10343500,2.12,A -2023-04-11 13:15:00+00:00,10343500,2.12,A -2023-04-11 13:30:00+00:00,10343500,2.12,A -2023-04-11 13:45:00+00:00,10343500,2.12,A -2023-04-11 14:00:00+00:00,10343500,2.12,A -2023-04-11 14:15:00+00:00,10343500,2.12,A -2023-04-11 14:30:00+00:00,10343500,2.12,A -2023-04-11 14:45:00+00:00,10343500,2.12,A -2023-04-11 15:00:00+00:00,10343500,2.12,A -2023-04-11 15:15:00+00:00,10343500,2.12,A -2023-04-11 15:30:00+00:00,10343500,2.12,A -2023-04-11 15:45:00+00:00,10343500,2.12,A -2023-04-11 16:00:00+00:00,10343500,2.12,A -2023-04-11 16:15:00+00:00,10343500,2.12,A -2023-04-11 16:30:00+00:00,10343500,2.12,A -2023-04-11 16:45:00+00:00,10343500,2.12,A -2023-04-11 17:00:00+00:00,10343500,2.12,A -2023-04-11 17:15:00+00:00,10343500,2.12,A -2023-04-11 17:30:00+00:00,10343500,2.12,A -2023-04-11 17:45:00+00:00,10343500,2.12,A -2023-04-11 18:00:00+00:00,10343500,2.12,A -2023-04-11 18:15:00+00:00,10343500,2.12,A -2023-04-11 18:30:00+00:00,10343500,2.12,A -2023-04-11 18:45:00+00:00,10343500,2.12,A -2023-04-11 19:00:00+00:00,10343500,2.12,A -2023-04-11 19:15:00+00:00,10343500,2.12,A -2023-04-11 19:30:00+00:00,10343500,2.12,A -2023-04-11 19:45:00+00:00,10343500,2.13,A -2023-04-11 20:00:00+00:00,10343500,2.13,A -2023-04-11 20:15:00+00:00,10343500,2.13,A -2023-04-11 20:30:00+00:00,10343500,2.13,A -2023-04-11 20:45:00+00:00,10343500,2.14,A -2023-04-11 21:00:00+00:00,10343500,2.14,A -2023-04-11 21:15:00+00:00,10343500,2.15,A -2023-04-11 21:30:00+00:00,10343500,2.16,A -2023-04-11 21:45:00+00:00,10343500,2.16,A -2023-04-11 22:00:00+00:00,10343500,2.17,A -2023-04-11 22:15:00+00:00,10343500,2.19,A -2023-04-11 22:30:00+00:00,10343500,2.2,A -2023-04-11 22:45:00+00:00,10343500,2.21,A -2023-04-11 23:00:00+00:00,10343500,2.22,A -2023-04-11 23:15:00+00:00,10343500,2.23,A -2023-04-11 23:30:00+00:00,10343500,2.24,A -2023-04-11 23:45:00+00:00,10343500,2.25,A -2023-04-12 00:00:00+00:00,10343500,2.26,A -2023-04-12 00:15:00+00:00,10343500,2.28,A -2023-04-12 00:30:00+00:00,10343500,2.27,A -2023-04-12 00:45:00+00:00,10343500,2.29,A -2023-04-12 01:00:00+00:00,10343500,2.3,A -2023-04-12 01:15:00+00:00,10343500,2.3,A -2023-04-12 01:30:00+00:00,10343500,2.3,A -2023-04-12 01:45:00+00:00,10343500,2.32,A -2023-04-12 02:00:00+00:00,10343500,2.31,A -2023-04-12 02:15:00+00:00,10343500,2.33,A -2023-04-12 02:30:00+00:00,10343500,2.33,A -2023-04-12 02:45:00+00:00,10343500,2.33,A -2023-04-12 03:00:00+00:00,10343500,2.33,A -2023-04-12 03:15:00+00:00,10343500,2.34,A -2023-04-12 03:30:00+00:00,10343500,2.34,A -2023-04-12 03:45:00+00:00,10343500,2.34,A -2023-04-12 04:00:00+00:00,10343500,2.35,A -2023-04-12 04:15:00+00:00,10343500,2.35,A -2023-04-12 04:30:00+00:00,10343500,2.35,A -2023-04-12 04:45:00+00:00,10343500,2.35,A -2023-04-12 05:00:00+00:00,10343500,2.34,A -2023-04-12 05:15:00+00:00,10343500,2.36,A -2023-04-12 05:30:00+00:00,10343500,2.34,A -2023-04-12 05:45:00+00:00,10343500,2.35,A -2023-04-12 06:00:00+00:00,10343500,2.34,A -2023-04-12 06:15:00+00:00,10343500,2.35,A -2023-04-12 06:30:00+00:00,10343500,2.35,A -2023-04-12 06:45:00+00:00,10343500,2.35,A -2023-04-12 07:00:00+00:00,10343500,2.34,A -2023-04-12 07:15:00+00:00,10343500,2.35,A -2023-04-12 07:30:00+00:00,10343500,2.34,A -2023-04-12 07:45:00+00:00,10343500,2.33,A -2023-04-12 08:00:00+00:00,10343500,2.33,A -2023-04-12 08:15:00+00:00,10343500,2.33,A -2023-04-12 08:30:00+00:00,10343500,2.32,A -2023-04-12 08:45:00+00:00,10343500,2.32,A -2023-04-12 09:00:00+00:00,10343500,2.31,A -2023-04-12 09:15:00+00:00,10343500,2.31,A -2023-04-12 09:30:00+00:00,10343500,2.32,A -2023-04-12 09:45:00+00:00,10343500,2.31,A -2023-04-12 10:00:00+00:00,10343500,2.31,A -2023-04-12 10:15:00+00:00,10343500,2.31,A -2023-04-12 10:30:00+00:00,10343500,2.3,A -2023-04-12 10:45:00+00:00,10343500,2.3,A -2023-04-12 11:00:00+00:00,10343500,2.29,A -2023-04-12 11:15:00+00:00,10343500,2.29,A -2023-04-12 11:30:00+00:00,10343500,2.29,A -2023-04-12 11:45:00+00:00,10343500,2.29,A -2023-04-12 12:00:00+00:00,10343500,2.28,A -2023-04-12 12:15:00+00:00,10343500,2.28,A -2023-04-12 12:30:00+00:00,10343500,2.28,A -2023-04-12 12:45:00+00:00,10343500,2.28,A -2023-04-12 13:00:00+00:00,10343500,2.28,A -2023-04-12 13:15:00+00:00,10343500,2.27,A -2023-04-12 13:30:00+00:00,10343500,2.27,A -2023-04-12 13:45:00+00:00,10343500,2.27,A -2023-04-12 14:00:00+00:00,10343500,2.26,A -2023-04-12 14:15:00+00:00,10343500,2.26,A -2023-04-12 14:30:00+00:00,10343500,2.26,A -2023-04-12 14:45:00+00:00,10343500,2.26,A -2023-04-12 15:00:00+00:00,10343500,2.25,A -2023-04-12 15:15:00+00:00,10343500,2.25,A -2023-04-12 15:30:00+00:00,10343500,2.25,A -2023-04-12 15:45:00+00:00,10343500,2.25,A -2023-04-12 16:00:00+00:00,10343500,2.25,A -2023-04-12 16:15:00+00:00,10343500,2.24,A -2023-04-12 16:30:00+00:00,10343500,2.24,A -2023-04-12 16:45:00+00:00,10343500,2.24,A -2023-04-12 17:00:00+00:00,10343500,2.23,A -2023-04-12 17:15:00+00:00,10343500,2.23,A -2023-04-12 17:30:00+00:00,10343500,2.23,A -2023-04-12 17:45:00+00:00,10343500,2.23,A -2023-04-12 18:00:00+00:00,10343500,2.23,A -2023-04-12 18:15:00+00:00,10343500,2.23,A -2023-04-12 18:30:00+00:00,10343500,2.23,A -2023-04-12 18:45:00+00:00,10343500,2.22,A -2023-04-12 19:00:00+00:00,10343500,2.23,A -2023-04-12 19:15:00+00:00,10343500,2.23,A -2023-04-12 19:30:00+00:00,10343500,2.23,A -2023-04-12 19:45:00+00:00,10343500,2.23,A -2023-04-12 20:00:00+00:00,10343500,2.23,A -2023-04-12 20:15:00+00:00,10343500,2.23,A -2023-04-12 20:30:00+00:00,10343500,2.23,A -2023-04-12 20:45:00+00:00,10343500,2.22,A -2023-04-12 21:00:00+00:00,10343500,2.23,A -2023-04-12 21:15:00+00:00,10343500,2.23,A -2023-04-12 21:30:00+00:00,10343500,2.23,A -2023-04-12 21:45:00+00:00,10343500,2.23,A -2023-04-12 22:00:00+00:00,10343500,2.24,A -2023-04-12 22:15:00+00:00,10343500,2.24,A -2023-04-12 22:30:00+00:00,10343500,2.25,A -2023-04-12 22:45:00+00:00,10343500,2.25,A -2023-04-12 23:00:00+00:00,10343500,2.27,A -2023-04-12 23:15:00+00:00,10343500,2.27,A -2023-04-12 23:30:00+00:00,10343500,2.26,A -2023-04-12 23:45:00+00:00,10343500,2.29,A -2023-04-13 00:00:00+00:00,10343500,2.29,A -2023-04-13 00:15:00+00:00,10343500,2.29,A -2023-04-13 00:30:00+00:00,10343500,2.29,A -2023-04-13 00:45:00+00:00,10343500,2.29,A -2023-04-13 01:00:00+00:00,10343500,2.3,A -2023-04-13 01:15:00+00:00,10343500,2.31,A -2023-04-13 01:30:00+00:00,10343500,2.31,A -2023-04-13 01:45:00+00:00,10343500,2.32,A -2023-04-13 02:00:00+00:00,10343500,2.31,A -2023-04-13 02:15:00+00:00,10343500,2.33,A -2023-04-13 02:30:00+00:00,10343500,2.33,A -2023-04-13 02:45:00+00:00,10343500,2.32,A -2023-04-13 03:00:00+00:00,10343500,2.32,A -2023-04-13 03:15:00+00:00,10343500,2.33,A -2023-04-13 03:30:00+00:00,10343500,2.32,A -2023-04-13 03:45:00+00:00,10343500,2.32,A -2023-04-13 04:00:00+00:00,10343500,2.33,A -2023-04-13 04:15:00+00:00,10343500,2.31,A -2023-04-13 04:30:00+00:00,10343500,2.32,A -2023-04-13 04:45:00+00:00,10343500,2.33,A -2023-04-13 05:00:00+00:00,10343500,2.32,A -2023-04-13 05:15:00+00:00,10343500,2.32,A -2023-04-13 05:30:00+00:00,10343500,2.32,A -2023-04-13 05:45:00+00:00,10343500,2.32,A -2023-04-13 06:00:00+00:00,10343500,2.32,A -2023-04-13 06:15:00+00:00,10343500,2.31,A -2023-04-13 06:30:00+00:00,10343500,2.31,A -2023-04-13 06:45:00+00:00,10343500,2.31,A -2023-04-13 07:00:00+00:00,10343500,2.31,A -2023-04-13 07:15:00+00:00,10343500,2.31,A -2023-04-13 07:30:00+00:00,10343500,2.3,A -2023-04-13 07:45:00+00:00,10343500,2.3,A -2023-04-13 08:00:00+00:00,10343500,2.3,A -2023-04-13 08:15:00+00:00,10343500,2.32,A -2023-04-13 08:30:00+00:00,10343500,2.3,A -2023-04-13 08:45:00+00:00,10343500,2.3,A -2023-04-13 09:00:00+00:00,10343500,2.29,A -2023-04-13 09:15:00+00:00,10343500,2.29,A -2023-04-13 09:30:00+00:00,10343500,2.29,A -2023-04-13 09:45:00+00:00,10343500,2.29,A -2023-04-13 10:00:00+00:00,10343500,2.29,A -2023-04-13 10:15:00+00:00,10343500,2.29,A -2023-04-13 10:30:00+00:00,10343500,2.28,A -2023-04-13 10:45:00+00:00,10343500,2.28,A -2023-04-13 11:00:00+00:00,10343500,2.28,A -2023-04-13 11:15:00+00:00,10343500,2.28,A -2023-04-13 11:30:00+00:00,10343500,2.27,A -2023-04-13 11:45:00+00:00,10343500,2.27,A -2023-04-13 12:00:00+00:00,10343500,2.27,A -2023-04-13 12:15:00+00:00,10343500,2.27,A -2023-04-13 12:30:00+00:00,10343500,2.26,A -2023-04-13 12:45:00+00:00,10343500,2.26,A -2023-04-13 13:00:00+00:00,10343500,2.27,A -2023-04-13 13:15:00+00:00,10343500,2.26,A -2023-04-13 13:30:00+00:00,10343500,2.26,A -2023-04-13 13:45:00+00:00,10343500,2.26,A -2023-04-13 14:00:00+00:00,10343500,2.26,A -2023-04-13 14:15:00+00:00,10343500,2.25,A -2023-04-13 14:30:00+00:00,10343500,2.25,A -2023-04-13 14:45:00+00:00,10343500,2.25,A -2023-04-13 15:00:00+00:00,10343500,2.25,A -2023-04-13 15:15:00+00:00,10343500,2.25,A -2023-04-13 15:30:00+00:00,10343500,2.25,A -2023-04-13 15:45:00+00:00,10343500,2.25,A -2023-04-13 16:00:00+00:00,10343500,2.25,A -2023-04-13 16:15:00+00:00,10343500,2.25,A -2023-04-13 16:30:00+00:00,10343500,2.24,A -2023-04-13 16:45:00+00:00,10343500,2.25,A -2023-04-13 17:00:00+00:00,10343500,2.24,A -2023-04-13 17:15:00+00:00,10343500,2.24,A -2023-04-13 17:30:00+00:00,10343500,2.24,A -2023-04-13 17:45:00+00:00,10343500,2.24,A -2023-04-13 18:00:00+00:00,10343500,2.23,A -2023-04-13 18:15:00+00:00,10343500,2.24,A -2023-04-13 18:30:00+00:00,10343500,2.24,A -2023-04-13 18:45:00+00:00,10343500,2.23,A -2023-04-13 19:00:00+00:00,10343500,2.23,A -2023-04-13 19:15:00+00:00,10343500,2.23,A -2023-04-13 19:30:00+00:00,10343500,2.23,A -2023-04-13 19:45:00+00:00,10343500,2.23,A -2023-04-13 20:00:00+00:00,10343500,2.23,A -2023-04-13 20:15:00+00:00,10343500,2.23,A -2023-04-13 20:30:00+00:00,10343500,2.23,A -2023-04-13 20:45:00+00:00,10343500,2.23,A -2023-04-13 21:00:00+00:00,10343500,2.23,A -2023-04-13 21:15:00+00:00,10343500,2.23,A -2023-04-13 21:30:00+00:00,10343500,2.22,A -2023-04-13 21:45:00+00:00,10343500,2.23,A -2023-04-13 22:00:00+00:00,10343500,2.23,A -2023-04-13 22:15:00+00:00,10343500,2.23,A -2023-04-13 22:30:00+00:00,10343500,2.23,A -2023-04-13 22:45:00+00:00,10343500,2.23,A -2023-04-13 23:00:00+00:00,10343500,2.23,A -2023-04-13 23:15:00+00:00,10343500,2.23,A -2023-04-13 23:30:00+00:00,10343500,2.23,A -2023-04-13 23:45:00+00:00,10343500,2.23,A -2023-04-14 00:00:00+00:00,10343500,2.24,A -2023-04-14 00:15:00+00:00,10343500,2.23,A -2023-04-14 00:30:00+00:00,10343500,2.24,A -2023-04-14 00:45:00+00:00,10343500,2.24,A -2023-04-14 01:00:00+00:00,10343500,2.24,A -2023-04-14 01:15:00+00:00,10343500,2.24,A -2023-04-14 01:30:00+00:00,10343500,2.24,A -2023-04-14 01:45:00+00:00,10343500,2.24,A -2023-04-14 02:00:00+00:00,10343500,2.25,A -2023-04-14 02:15:00+00:00,10343500,2.25,A -2023-04-14 02:30:00+00:00,10343500,2.25,A -2023-04-14 02:45:00+00:00,10343500,2.26,A -2023-04-14 03:00:00+00:00,10343500,2.25,A -2023-04-14 03:15:00+00:00,10343500,2.25,A -2023-04-14 03:30:00+00:00,10343500,2.25,A -2023-04-14 03:45:00+00:00,10343500,2.25,A -2023-04-14 04:00:00+00:00,10343500,2.25,A -2023-04-14 04:15:00+00:00,10343500,2.25,A -2023-04-14 04:30:00+00:00,10343500,2.25,A -2023-04-14 04:45:00+00:00,10343500,2.25,A -2023-04-14 05:00:00+00:00,10343500,2.25,A -2023-04-14 05:15:00+00:00,10343500,2.25,A -2023-04-14 05:30:00+00:00,10343500,2.25,A -2023-04-14 05:45:00+00:00,10343500,2.25,A -2023-04-14 06:00:00+00:00,10343500,2.25,A -2023-04-14 06:15:00+00:00,10343500,2.25,A -2023-04-14 06:30:00+00:00,10343500,2.25,A -2023-04-14 06:45:00+00:00,10343500,2.25,A -2023-04-14 07:00:00+00:00,10343500,2.25,A -2023-04-14 07:15:00+00:00,10343500,2.24,A -2023-04-14 07:30:00+00:00,10343500,2.25,A -2023-04-14 07:45:00+00:00,10343500,2.25,A -2023-04-14 08:00:00+00:00,10343500,2.25,A -2023-04-14 08:15:00+00:00,10343500,2.24,A -2023-04-14 08:30:00+00:00,10343500,2.24,A -2023-04-14 08:45:00+00:00,10343500,2.24,A -2023-04-14 09:00:00+00:00,10343500,2.24,A -2023-04-14 09:15:00+00:00,10343500,2.24,A -2023-04-14 09:30:00+00:00,10343500,2.24,A -2023-04-14 09:45:00+00:00,10343500,2.24,A -2023-04-14 10:00:00+00:00,10343500,2.23,A -2023-04-14 10:15:00+00:00,10343500,2.23,A -2023-04-14 10:30:00+00:00,10343500,2.23,A -2023-04-14 10:45:00+00:00,10343500,2.23,A -2023-04-14 11:00:00+00:00,10343500,2.23,A -2023-04-14 11:15:00+00:00,10343500,2.23,A -2023-04-14 11:30:00+00:00,10343500,2.23,A -2023-04-14 11:45:00+00:00,10343500,2.23,A -2023-04-14 12:00:00+00:00,10343500,2.23,A -2023-04-14 12:15:00+00:00,10343500,2.23,A -2023-04-14 12:30:00+00:00,10343500,2.23,A -2023-04-14 12:45:00+00:00,10343500,2.23,A -2023-04-14 13:00:00+00:00,10343500,2.23,A -2023-04-14 13:15:00+00:00,10343500,2.23,A -2023-04-14 13:30:00+00:00,10343500,2.22,A -2023-04-14 13:45:00+00:00,10343500,2.22,A -2023-04-14 14:00:00+00:00,10343500,2.22,A -2023-04-14 14:15:00+00:00,10343500,2.22,A -2023-04-14 14:30:00+00:00,10343500,2.22,A -2023-04-14 14:45:00+00:00,10343500,2.22,A -2023-04-14 15:00:00+00:00,10343500,2.22,A -2023-04-14 15:15:00+00:00,10343500,2.22,A -2023-04-14 15:30:00+00:00,10343500,2.21,A -2023-04-14 15:45:00+00:00,10343500,2.21,A -2023-04-14 16:00:00+00:00,10343500,2.21,A -2023-04-14 16:15:00+00:00,10343500,2.21,A -2023-04-14 16:30:00+00:00,10343500,2.21,A -2023-04-14 16:45:00+00:00,10343500,2.21,A -2023-04-14 17:00:00+00:00,10343500,2.21,A -2023-04-14 17:15:00+00:00,10343500,2.21,A -2023-04-14 17:30:00+00:00,10343500,2.2,A -2023-04-14 17:45:00+00:00,10343500,2.21,A -2023-04-14 18:00:00+00:00,10343500,2.2,A -2023-04-14 18:15:00+00:00,10343500,2.2,A -2023-04-14 18:30:00+00:00,10343500,2.21,A -2023-04-14 18:45:00+00:00,10343500,2.2,A -2023-04-14 19:00:00+00:00,10343500,2.2,A -2023-04-14 19:15:00+00:00,10343500,2.2,A -2023-04-14 19:30:00+00:00,10343500,2.2,A -2023-04-14 19:45:00+00:00,10343500,2.2,A -2023-04-14 20:00:00+00:00,10343500,2.2,A -2023-04-14 20:15:00+00:00,10343500,2.2,A -2023-04-14 20:30:00+00:00,10343500,2.2,A -2023-04-14 20:45:00+00:00,10343500,2.2,A -2023-04-14 21:00:00+00:00,10343500,2.2,A -2023-04-14 21:15:00+00:00,10343500,2.2,A -2023-04-14 21:30:00+00:00,10343500,2.2,A -2023-04-14 21:45:00+00:00,10343500,2.2,A -2023-04-14 22:00:00+00:00,10343500,2.21,A -2023-04-14 22:15:00+00:00,10343500,2.21,A -2023-04-14 22:30:00+00:00,10343500,2.21,A -2023-04-14 22:45:00+00:00,10343500,2.21,A -2023-04-14 23:00:00+00:00,10343500,2.22,A -2023-04-14 23:15:00+00:00,10343500,2.22,A -2023-04-14 23:30:00+00:00,10343500,2.21,A -2023-04-14 23:45:00+00:00,10343500,2.22,A -2023-04-15 00:00:00+00:00,10343500,2.23,A -2023-04-15 00:15:00+00:00,10343500,2.24,A -2023-04-15 00:30:00+00:00,10343500,2.24,A -2023-04-15 00:45:00+00:00,10343500,2.24,A -2023-04-15 01:00:00+00:00,10343500,2.25,A -2023-04-15 01:15:00+00:00,10343500,2.25,A -2023-04-15 01:30:00+00:00,10343500,2.26,A -2023-04-15 01:45:00+00:00,10343500,2.25,A -2023-04-15 02:00:00+00:00,10343500,2.27,A -2023-04-15 02:15:00+00:00,10343500,2.25,A -2023-04-15 02:30:00+00:00,10343500,2.26,A -2023-04-15 02:45:00+00:00,10343500,2.25,A -2023-04-15 03:00:00+00:00,10343500,2.26,A -2023-04-15 03:15:00+00:00,10343500,2.26,A -2023-04-15 03:30:00+00:00,10343500,2.25,A -2023-04-15 03:45:00+00:00,10343500,2.26,A -2023-04-15 04:00:00+00:00,10343500,2.26,A -2023-04-15 04:15:00+00:00,10343500,2.26,A -2023-04-15 04:30:00+00:00,10343500,2.25,A -2023-04-15 04:45:00+00:00,10343500,2.26,A -2023-04-15 05:00:00+00:00,10343500,2.27,A -2023-04-15 05:15:00+00:00,10343500,2.26,A -2023-04-15 05:30:00+00:00,10343500,2.26,A -2023-04-15 05:45:00+00:00,10343500,2.26,A -2023-04-15 06:00:00+00:00,10343500,2.26,A -2023-04-15 06:15:00+00:00,10343500,2.26,A -2023-04-15 06:30:00+00:00,10343500,2.26,A -2023-04-15 06:45:00+00:00,10343500,2.26,A -2023-04-15 07:00:00+00:00,10343500,2.25,A -2023-04-15 07:15:00+00:00,10343500,2.26,A -2023-04-15 07:30:00+00:00,10343500,2.26,A -2023-04-15 07:45:00+00:00,10343500,2.26,A -2023-04-15 08:00:00+00:00,10343500,2.25,A -2023-04-15 08:15:00+00:00,10343500,2.25,A -2023-04-15 08:30:00+00:00,10343500,2.25,A -2023-04-15 08:45:00+00:00,10343500,2.25,A -2023-04-15 09:00:00+00:00,10343500,2.25,A -2023-04-15 09:15:00+00:00,10343500,2.25,A -2023-04-15 09:30:00+00:00,10343500,2.25,A -2023-04-15 09:45:00+00:00,10343500,2.24,A -2023-04-15 10:00:00+00:00,10343500,2.25,A -2023-04-15 10:15:00+00:00,10343500,2.25,A -2023-04-15 10:30:00+00:00,10343500,2.24,A -2023-04-15 10:45:00+00:00,10343500,2.24,A -2023-04-15 11:00:00+00:00,10343500,2.24,A -2023-04-15 11:15:00+00:00,10343500,2.24,A -2023-04-15 11:30:00+00:00,10343500,2.24,A -2023-04-15 11:45:00+00:00,10343500,2.24,A -2023-04-15 12:00:00+00:00,10343500,2.23,A -2023-04-15 12:15:00+00:00,10343500,2.24,A -2023-04-15 12:30:00+00:00,10343500,2.23,A -2023-04-15 12:45:00+00:00,10343500,2.23,A -2023-04-15 13:00:00+00:00,10343500,2.23,A -2023-04-15 13:15:00+00:00,10343500,2.23,A -2023-04-15 13:30:00+00:00,10343500,2.23,A -2023-04-15 13:45:00+00:00,10343500,2.23,A -2023-04-15 14:00:00+00:00,10343500,2.23,A -2023-04-15 14:15:00+00:00,10343500,2.23,A -2023-04-15 14:30:00+00:00,10343500,2.23,A -2023-04-15 14:45:00+00:00,10343500,2.23,A -2023-04-15 15:00:00+00:00,10343500,2.22,A -2023-04-15 15:15:00+00:00,10343500,2.23,A -2023-04-15 15:30:00+00:00,10343500,2.22,A -2023-04-15 15:45:00+00:00,10343500,2.22,A -2023-04-15 16:00:00+00:00,10343500,2.22,A -2023-04-15 16:15:00+00:00,10343500,2.22,A -2023-04-15 16:30:00+00:00,10343500,2.21,A -2023-04-15 16:45:00+00:00,10343500,2.23,A -2023-04-15 17:00:00+00:00,10343500,2.24,A -2023-04-15 17:15:00+00:00,10343500,2.21,A -2023-04-15 17:30:00+00:00,10343500,2.21,A -2023-04-15 17:45:00+00:00,10343500,2.21,A -2023-04-15 18:00:00+00:00,10343500,2.21,A -2023-04-15 18:15:00+00:00,10343500,2.21,A -2023-04-15 18:30:00+00:00,10343500,2.21,A -2023-04-15 18:45:00+00:00,10343500,2.21,A -2023-04-15 19:00:00+00:00,10343500,2.21,A -2023-04-15 19:15:00+00:00,10343500,2.2,A -2023-04-15 19:30:00+00:00,10343500,2.2,A -2023-04-15 19:45:00+00:00,10343500,2.2,A -2023-04-15 20:00:00+00:00,10343500,2.21,A -2023-04-15 20:15:00+00:00,10343500,2.21,A -2023-04-15 20:30:00+00:00,10343500,2.2,A -2023-04-15 20:45:00+00:00,10343500,2.21,A -2023-04-15 21:00:00+00:00,10343500,2.21,A -2023-04-15 21:15:00+00:00,10343500,2.21,A -2023-04-15 21:30:00+00:00,10343500,2.21,A -2023-04-15 21:45:00+00:00,10343500,2.22,A -2023-04-15 22:00:00+00:00,10343500,2.22,A -2023-04-15 22:15:00+00:00,10343500,2.22,A -2023-04-15 22:30:00+00:00,10343500,2.23,A -2023-04-15 22:45:00+00:00,10343500,2.23,A -2023-04-15 23:00:00+00:00,10343500,2.23,A -2023-04-15 23:15:00+00:00,10343500,2.24,A -2023-04-15 23:30:00+00:00,10343500,2.25,A -2023-04-15 23:45:00+00:00,10343500,2.26,A -2023-04-16 00:00:00+00:00,10343500,2.26,A -2023-04-16 00:15:00+00:00,10343500,2.27,A -2023-04-16 00:30:00+00:00,10343500,2.28,A -2023-04-16 00:45:00+00:00,10343500,2.29,A -2023-04-16 01:00:00+00:00,10343500,2.3,A -2023-04-16 01:15:00+00:00,10343500,2.3,A -2023-04-16 01:30:00+00:00,10343500,2.31,A -2023-04-16 01:45:00+00:00,10343500,2.31,A -2023-04-16 02:00:00+00:00,10343500,2.31,A -2023-04-16 02:15:00+00:00,10343500,2.32,A -2023-04-16 02:30:00+00:00,10343500,2.32,A -2023-04-16 02:45:00+00:00,10343500,2.33,A -2023-04-16 03:00:00+00:00,10343500,2.33,A -2023-04-16 03:15:00+00:00,10343500,2.33,A -2023-04-16 03:30:00+00:00,10343500,2.34,A -2023-04-16 03:45:00+00:00,10343500,2.34,A -2023-04-16 04:00:00+00:00,10343500,2.34,A -2023-04-16 04:15:00+00:00,10343500,2.33,A -2023-04-16 04:30:00+00:00,10343500,2.34,A -2023-04-16 04:45:00+00:00,10343500,2.34,A -2023-04-16 05:00:00+00:00,10343500,2.37,A -2023-04-16 05:15:00+00:00,10343500,2.37,A -2023-04-16 05:30:00+00:00,10343500,2.36,A -2023-04-16 05:45:00+00:00,10343500,2.36,A -2023-04-16 06:00:00+00:00,10343500,2.36,A -2023-04-16 06:15:00+00:00,10343500,2.36,A -2023-04-16 06:30:00+00:00,10343500,2.36,A -2023-04-16 06:45:00+00:00,10343500,2.36,A -2023-04-16 07:00:00+00:00,10343500,2.36,A -2023-04-16 07:15:00+00:00,10343500,2.36,A -2023-04-16 07:30:00+00:00,10343500,2.35,A -2023-04-16 07:45:00+00:00,10343500,2.35,A -2023-04-16 08:00:00+00:00,10343500,2.35,A -2023-04-16 08:15:00+00:00,10343500,2.35,A -2023-04-16 08:30:00+00:00,10343500,2.35,A -2023-04-16 08:45:00+00:00,10343500,2.35,A -2023-04-16 09:00:00+00:00,10343500,2.35,A -2023-04-16 09:15:00+00:00,10343500,2.35,A -2023-04-16 09:30:00+00:00,10343500,2.35,A -2023-04-16 09:45:00+00:00,10343500,2.34,A -2023-04-16 10:00:00+00:00,10343500,2.34,A -2023-04-16 10:15:00+00:00,10343500,2.34,A -2023-04-16 10:30:00+00:00,10343500,2.34,A -2023-04-16 10:45:00+00:00,10343500,2.34,A -2023-04-16 11:00:00+00:00,10343500,2.34,A -2023-04-16 11:15:00+00:00,10343500,2.33,A -2023-04-16 11:30:00+00:00,10343500,2.33,A -2023-04-16 11:45:00+00:00,10343500,2.33,A -2023-04-16 12:00:00+00:00,10343500,2.33,A -2023-04-16 12:15:00+00:00,10343500,2.33,A -2023-04-16 12:30:00+00:00,10343500,2.33,A -2023-04-16 12:45:00+00:00,10343500,2.32,A -2023-04-16 13:00:00+00:00,10343500,2.32,A -2023-04-16 13:15:00+00:00,10343500,2.32,A -2023-04-16 13:30:00+00:00,10343500,2.31,A -2023-04-16 13:45:00+00:00,10343500,2.31,A -2023-04-16 14:00:00+00:00,10343500,2.31,A -2023-04-16 14:15:00+00:00,10343500,2.31,A -2023-04-16 14:30:00+00:00,10343500,2.31,A -2023-04-16 14:45:00+00:00,10343500,2.31,A -2023-04-16 15:00:00+00:00,10343500,2.31,A -2023-04-16 15:15:00+00:00,10343500,2.31,A -2023-04-16 15:30:00+00:00,10343500,2.3,A -2023-04-16 15:45:00+00:00,10343500,2.3,A -2023-04-16 16:00:00+00:00,10343500,2.3,A -2023-04-16 16:15:00+00:00,10343500,2.3,A -2023-04-16 16:30:00+00:00,10343500,2.3,A -2023-04-16 16:45:00+00:00,10343500,2.3,A -2023-04-16 17:00:00+00:00,10343500,2.32,A -2023-04-16 17:15:00+00:00,10343500,2.32,A -2023-04-16 17:30:00+00:00,10343500,2.32,A -2023-04-16 17:45:00+00:00,10343500,2.32,A -2023-04-16 18:00:00+00:00,10343500,2.29,A -2023-04-16 18:15:00+00:00,10343500,2.29,A -2023-04-16 18:30:00+00:00,10343500,2.29,A -2023-04-16 18:45:00+00:00,10343500,2.29,A -2023-04-16 19:00:00+00:00,10343500,2.29,A -2023-04-16 19:15:00+00:00,10343500,2.29,A -2023-04-16 19:30:00+00:00,10343500,2.29,A -2023-04-16 19:45:00+00:00,10343500,2.29,A -2023-04-16 20:00:00+00:00,10343500,2.29,A -2023-04-16 20:15:00+00:00,10343500,2.29,A -2023-04-16 20:30:00+00:00,10343500,2.29,A -2023-04-16 20:45:00+00:00,10343500,2.3,A -2023-04-16 21:00:00+00:00,10343500,2.3,A -2023-04-16 21:15:00+00:00,10343500,2.3,A -2023-04-16 21:30:00+00:00,10343500,2.3,A -2023-04-16 21:45:00+00:00,10343500,2.31,A -2023-04-16 22:00:00+00:00,10343500,2.32,A -2023-04-16 22:15:00+00:00,10343500,2.32,A -2023-04-16 22:30:00+00:00,10343500,2.32,A -2023-04-16 22:45:00+00:00,10343500,2.36,A -2023-04-16 23:00:00+00:00,10343500,2.34,A -2023-04-16 23:15:00+00:00,10343500,2.35,A -2023-04-16 23:30:00+00:00,10343500,2.36,A -2023-04-16 23:45:00+00:00,10343500,2.37,A -2023-04-17 00:00:00+00:00,10343500,2.38,A -2023-04-17 00:15:00+00:00,10343500,2.4,A -2023-04-17 00:30:00+00:00,10343500,2.42,A -2023-04-17 00:45:00+00:00,10343500,2.41,A -2023-04-17 01:00:00+00:00,10343500,2.42,A -2023-04-17 01:15:00+00:00,10343500,2.42,A -2023-04-17 01:30:00+00:00,10343500,2.43,A -2023-04-17 01:45:00+00:00,10343500,2.44,A -2023-04-17 02:00:00+00:00,10343500,2.44,A -2023-04-17 02:15:00+00:00,10343500,2.43,A -2023-04-17 02:30:00+00:00,10343500,2.45,A -2023-04-17 02:45:00+00:00,10343500,2.45,A -2023-04-17 03:00:00+00:00,10343500,2.45,A -2023-04-17 03:15:00+00:00,10343500,2.45,A -2023-04-17 03:30:00+00:00,10343500,2.45,A -2023-04-17 03:45:00+00:00,10343500,2.45,A -2023-04-17 04:00:00+00:00,10343500,2.45,A -2023-04-17 04:15:00+00:00,10343500,2.45,A -2023-04-17 04:30:00+00:00,10343500,2.44,A -2023-04-17 04:45:00+00:00,10343500,2.44,A -2023-04-17 05:00:00+00:00,10343500,2.44,A -2023-04-17 05:15:00+00:00,10343500,2.44,A -2023-04-17 05:30:00+00:00,10343500,2.44,A -2023-04-17 05:45:00+00:00,10343500,2.44,A -2023-04-17 06:00:00+00:00,10343500,2.43,A -2023-04-17 06:15:00+00:00,10343500,2.44,A -2023-04-17 06:30:00+00:00,10343500,2.43,A -2023-04-17 06:45:00+00:00,10343500,2.43,A -2023-04-17 07:00:00+00:00,10343500,2.42,A -2023-04-17 07:15:00+00:00,10343500,2.46,A -2023-04-17 07:30:00+00:00,10343500,2.41,A -2023-04-17 07:45:00+00:00,10343500,2.41,A -2023-04-17 08:00:00+00:00,10343500,2.43,A -2023-04-17 08:15:00+00:00,10343500,2.43,A -2023-04-17 08:30:00+00:00,10343500,2.43,A -2023-04-17 08:45:00+00:00,10343500,2.46,A -2023-04-17 09:00:00+00:00,10343500,2.43,A -2023-04-17 09:15:00+00:00,10343500,2.42,A -2023-04-17 09:30:00+00:00,10343500,2.43,A -2023-04-17 09:45:00+00:00,10343500,2.44,A -2023-04-17 10:00:00+00:00,10343500,2.42,A -2023-04-17 10:15:00+00:00,10343500,2.42,A -2023-04-17 10:30:00+00:00,10343500,2.42,A -2023-04-17 10:45:00+00:00,10343500,2.41,A -2023-04-17 11:00:00+00:00,10343500,2.41,A -2023-04-17 11:15:00+00:00,10343500,2.41,A -2023-04-17 11:30:00+00:00,10343500,2.4,A -2023-04-17 11:45:00+00:00,10343500,2.4,A -2023-04-17 12:00:00+00:00,10343500,2.4,A -2023-04-17 12:15:00+00:00,10343500,2.4,A -2023-04-17 12:30:00+00:00,10343500,2.39,A -2023-04-17 12:45:00+00:00,10343500,2.39,A -2023-04-17 13:00:00+00:00,10343500,2.39,A -2023-04-17 13:15:00+00:00,10343500,2.39,A -2023-04-17 13:30:00+00:00,10343500,2.38,A -2023-04-17 13:45:00+00:00,10343500,2.38,A -2023-04-17 14:00:00+00:00,10343500,2.38,A -2023-04-17 14:15:00+00:00,10343500,2.38,A -2023-04-17 14:30:00+00:00,10343500,2.38,A -2023-04-17 14:45:00+00:00,10343500,2.38,A -2023-04-17 15:00:00+00:00,10343500,2.38,A -2023-04-17 15:15:00+00:00,10343500,2.37,A -2023-04-17 15:30:00+00:00,10343500,2.37,A -2023-04-17 15:45:00+00:00,10343500,2.37,A -2023-04-17 16:00:00+00:00,10343500,2.37,A -2023-04-17 16:15:00+00:00,10343500,2.37,A -2023-04-17 16:30:00+00:00,10343500,2.36,A -2023-04-17 16:45:00+00:00,10343500,2.38,A -2023-04-17 17:00:00+00:00,10343500,2.37,A -2023-04-17 17:15:00+00:00,10343500,2.37,A -2023-04-17 17:30:00+00:00,10343500,2.36,A -2023-04-17 17:45:00+00:00,10343500,2.36,A -2023-04-17 18:00:00+00:00,10343500,2.36,A -2023-04-17 18:15:00+00:00,10343500,2.36,A -2023-04-17 18:30:00+00:00,10343500,2.35,A -2023-04-17 18:45:00+00:00,10343500,2.36,A -2023-04-17 19:00:00+00:00,10343500,2.35,A -2023-04-17 19:15:00+00:00,10343500,2.35,A -2023-04-17 19:30:00+00:00,10343500,2.35,A -2023-04-17 19:45:00+00:00,10343500,2.35,A -2023-04-17 20:00:00+00:00,10343500,2.35,A -2023-04-17 20:15:00+00:00,10343500,2.35,A -2023-04-17 20:30:00+00:00,10343500,2.35,A -2023-04-17 20:45:00+00:00,10343500,2.35,A -2023-04-17 21:00:00+00:00,10343500,2.35,A -2023-04-17 21:15:00+00:00,10343500,2.35,A -2023-04-17 21:30:00+00:00,10343500,2.35,A -2023-04-17 21:45:00+00:00,10343500,2.35,A -2023-04-17 22:00:00+00:00,10343500,2.35,A -2023-04-17 22:15:00+00:00,10343500,2.35,A -2023-04-17 22:30:00+00:00,10343500,2.35,A -2023-04-17 22:45:00+00:00,10343500,2.35,A -2023-04-17 23:00:00+00:00,10343500,2.35,A -2023-04-17 23:15:00+00:00,10343500,2.35,A -2023-04-17 23:30:00+00:00,10343500,2.35,A -2023-04-17 23:45:00+00:00,10343500,2.35,A -2023-04-18 00:00:00+00:00,10343500,2.35,A -2023-04-18 00:15:00+00:00,10343500,2.35,A -2023-04-18 00:30:00+00:00,10343500,2.36,A -2023-04-18 00:45:00+00:00,10343500,2.36,A -2023-04-18 01:00:00+00:00,10343500,2.36,A -2023-04-18 01:15:00+00:00,10343500,2.35,A -2023-04-18 01:30:00+00:00,10343500,2.36,A -2023-04-18 01:45:00+00:00,10343500,2.36,A -2023-04-18 02:00:00+00:00,10343500,2.36,A -2023-04-18 02:15:00+00:00,10343500,2.36,A -2023-04-18 02:30:00+00:00,10343500,2.36,A -2023-04-18 02:45:00+00:00,10343500,2.36,A -2023-04-18 03:00:00+00:00,10343500,2.36,A -2023-04-18 03:15:00+00:00,10343500,2.36,A -2023-04-18 03:30:00+00:00,10343500,2.36,A -2023-04-18 03:45:00+00:00,10343500,2.36,A -2023-04-18 04:00:00+00:00,10343500,2.36,A -2023-04-18 04:15:00+00:00,10343500,2.36,A -2023-04-18 04:30:00+00:00,10343500,2.36,A -2023-04-18 04:45:00+00:00,10343500,2.36,A -2023-04-18 05:00:00+00:00,10343500,2.36,A -2023-04-18 05:15:00+00:00,10343500,2.36,A -2023-04-18 05:30:00+00:00,10343500,2.36,A -2023-04-18 05:45:00+00:00,10343500,2.36,A -2023-04-18 06:00:00+00:00,10343500,2.36,A -2023-04-18 06:15:00+00:00,10343500,2.35,A -2023-04-18 06:30:00+00:00,10343500,2.36,A -2023-04-18 06:45:00+00:00,10343500,2.36,A -2023-04-18 07:00:00+00:00,10343500,2.35,A -2023-04-18 07:15:00+00:00,10343500,2.36,A -2023-04-18 07:30:00+00:00,10343500,2.36,A -2023-04-18 07:45:00+00:00,10343500,2.35,A -2023-04-18 08:00:00+00:00,10343500,2.35,A -2023-04-18 08:15:00+00:00,10343500,2.35,A -2023-04-18 08:30:00+00:00,10343500,2.35,A -2023-04-18 08:45:00+00:00,10343500,2.35,A -2023-04-18 09:00:00+00:00,10343500,2.35,A -2023-04-18 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15:00:00+00:00,10343500,2.32,A -2023-04-18 15:15:00+00:00,10343500,2.32,A -2023-04-18 15:30:00+00:00,10343500,2.32,A -2023-04-18 15:45:00+00:00,10343500,2.32,A -2023-04-18 16:00:00+00:00,10343500,2.32,A -2023-04-18 16:15:00+00:00,10343500,2.32,A -2023-04-18 16:30:00+00:00,10343500,2.32,A -2023-04-18 16:45:00+00:00,10343500,2.32,A -2023-04-18 17:00:00+00:00,10343500,2.32,A -2023-04-18 17:15:00+00:00,10343500,2.32,A -2023-04-18 17:30:00+00:00,10343500,2.31,A -2023-04-18 17:45:00+00:00,10343500,2.31,A -2023-04-18 18:00:00+00:00,10343500,2.31,A -2023-04-18 18:15:00+00:00,10343500,2.31,A -2023-04-18 18:30:00+00:00,10343500,2.31,A -2023-04-18 18:45:00+00:00,10343500,2.31,A -2023-04-18 19:00:00+00:00,10343500,2.31,A -2023-04-18 19:15:00+00:00,10343500,2.31,A -2023-04-18 19:30:00+00:00,10343500,2.31,A -2023-04-18 19:45:00+00:00,10343500,2.28,A -2023-04-18 20:00:00+00:00,10343500,2.3,A -2023-04-18 20:15:00+00:00,10343500,2.3,A -2023-04-18 20:30:00+00:00,10343500,2.3,A -2023-04-18 20:45:00+00:00,10343500,2.3,A -2023-04-18 21:00:00+00:00,10343500,2.3,A -2023-04-18 21:15:00+00:00,10343500,2.3,A -2023-04-18 21:30:00+00:00,10343500,2.3,A -2023-04-18 21:45:00+00:00,10343500,2.3,A -2023-04-18 22:00:00+00:00,10343500,2.3,A -2023-04-18 22:15:00+00:00,10343500,2.3,A -2023-04-18 22:30:00+00:00,10343500,2.3,A -2023-04-18 22:45:00+00:00,10343500,2.3,A -2023-04-18 23:00:00+00:00,10343500,2.3,A -2023-04-18 23:15:00+00:00,10343500,2.3,A -2023-04-18 23:30:00+00:00,10343500,2.3,A -2023-04-18 23:45:00+00:00,10343500,2.29,A -2023-04-19 00:00:00+00:00,10343500,2.29,A -2023-04-19 00:15:00+00:00,10343500,2.29,A -2023-04-19 00:30:00+00:00,10343500,2.29,A -2023-04-19 00:45:00+00:00,10343500,2.29,A -2023-04-19 01:00:00+00:00,10343500,2.29,A -2023-04-19 01:15:00+00:00,10343500,2.29,A -2023-04-19 01:30:00+00:00,10343500,2.29,A -2023-04-19 01:45:00+00:00,10343500,2.29,A -2023-04-19 02:00:00+00:00,10343500,2.29,A -2023-04-19 02:15:00+00:00,10343500,2.28,A -2023-04-19 02:30:00+00:00,10343500,2.28,A -2023-04-19 02:45:00+00:00,10343500,2.29,A -2023-04-19 03:00:00+00:00,10343500,2.28,A -2023-04-19 03:15:00+00:00,10343500,2.28,A -2023-04-19 03:30:00+00:00,10343500,2.28,A -2023-04-19 03:45:00+00:00,10343500,2.28,A -2023-04-19 04:00:00+00:00,10343500,2.28,A -2023-04-19 04:15:00+00:00,10343500,2.28,A -2023-04-19 04:30:00+00:00,10343500,2.28,A -2023-04-19 04:45:00+00:00,10343500,2.28,A -2023-04-19 05:00:00+00:00,10343500,2.28,A -2023-04-19 05:15:00+00:00,10343500,2.28,A -2023-04-19 05:30:00+00:00,10343500,2.27,A -2023-04-19 05:45:00+00:00,10343500,2.27,A -2023-04-19 06:00:00+00:00,10343500,2.27,A -2023-04-19 06:15:00+00:00,10343500,2.27,A -2023-04-19 06:30:00+00:00,10343500,2.27,A -2023-04-19 06:45:00+00:00,10343500,2.27,A -2023-04-19 07:00:00+00:00,10343500,2.27,A -2023-04-19 07:15:00+00:00,10343500,2.27,A -2023-04-19 07:30:00+00:00,10343500,2.27,A -2023-04-19 07:45:00+00:00,10343500,2.27,A -2023-04-19 08:00:00+00:00,10343500,2.27,A -2023-04-19 08:15:00+00:00,10343500,2.27,A -2023-04-19 08:30:00+00:00,10343500,2.27,A -2023-04-19 08:45:00+00:00,10343500,2.27,A -2023-04-19 09:00:00+00:00,10343500,2.26,A -2023-04-19 09:15:00+00:00,10343500,2.26,A -2023-04-19 09:30:00+00:00,10343500,2.26,A -2023-04-19 09:45:00+00:00,10343500,2.26,A -2023-04-19 10:00:00+00:00,10343500,2.26,A -2023-04-19 10:15:00+00:00,10343500,2.26,A -2023-04-19 10:30:00+00:00,10343500,2.26,A -2023-04-19 10:45:00+00:00,10343500,2.26,A -2023-04-19 11:00:00+00:00,10343500,2.26,A -2023-04-19 11:15:00+00:00,10343500,2.26,A -2023-04-19 11:30:00+00:00,10343500,2.26,A -2023-04-19 11:45:00+00:00,10343500,2.26,A -2023-04-19 12:00:00+00:00,10343500,2.26,A -2023-04-19 12:15:00+00:00,10343500,2.25,A -2023-04-19 12:30:00+00:00,10343500,2.26,A -2023-04-19 12:45:00+00:00,10343500,2.25,A -2023-04-19 13:00:00+00:00,10343500,2.25,A -2023-04-19 13:15:00+00:00,10343500,2.25,A -2023-04-19 13:30:00+00:00,10343500,2.25,A -2023-04-19 13:45:00+00:00,10343500,2.25,A -2023-04-19 14:00:00+00:00,10343500,2.25,A -2023-04-19 14:15:00+00:00,10343500,2.25,A -2023-04-19 14:30:00+00:00,10343500,2.25,A -2023-04-19 14:45:00+00:00,10343500,2.25,A -2023-04-19 15:00:00+00:00,10343500,2.25,A -2023-04-19 15:15:00+00:00,10343500,2.25,A -2023-04-19 15:30:00+00:00,10343500,2.25,A -2023-04-19 15:45:00+00:00,10343500,2.24,A -2023-04-19 16:00:00+00:00,10343500,2.24,A -2023-04-19 16:15:00+00:00,10343500,2.24,A -2023-04-19 16:30:00+00:00,10343500,2.24,A -2023-04-19 16:45:00+00:00,10343500,2.24,A -2023-04-19 17:00:00+00:00,10343500,2.24,A -2023-04-19 17:15:00+00:00,10343500,2.24,A -2023-04-19 17:30:00+00:00,10343500,2.24,A -2023-04-19 17:45:00+00:00,10343500,2.24,A -2023-04-19 18:00:00+00:00,10343500,2.24,A -2023-04-19 18:15:00+00:00,10343500,2.24,A -2023-04-19 18:30:00+00:00,10343500,2.24,A -2023-04-19 18:45:00+00:00,10343500,2.24,A -2023-04-19 19:00:00+00:00,10343500,2.24,A -2023-04-19 19:15:00+00:00,10343500,2.24,A -2023-04-19 19:30:00+00:00,10343500,2.24,A -2023-04-19 19:45:00+00:00,10343500,2.24,A -2023-04-19 20:00:00+00:00,10343500,2.23,A -2023-04-19 20:15:00+00:00,10343500,2.23,A -2023-04-19 20:30:00+00:00,10343500,2.24,A -2023-04-19 20:45:00+00:00,10343500,2.24,A -2023-04-19 21:00:00+00:00,10343500,2.23,A -2023-04-19 21:15:00+00:00,10343500,2.23,A -2023-04-19 21:30:00+00:00,10343500,2.23,A -2023-04-19 21:45:00+00:00,10343500,2.23,A -2023-04-19 22:00:00+00:00,10343500,2.23,A -2023-04-19 22:15:00+00:00,10343500,2.23,A -2023-04-19 22:30:00+00:00,10343500,2.23,A -2023-04-19 22:45:00+00:00,10343500,2.23,A -2023-04-19 23:00:00+00:00,10343500,2.23,A -2023-04-19 23:15:00+00:00,10343500,2.23,A -2023-04-19 23:30:00+00:00,10343500,2.23,A -2023-04-19 23:45:00+00:00,10343500,2.23,A -2023-04-20 00:00:00+00:00,10343500,2.23,A -2023-04-20 00:15:00+00:00,10343500,2.23,A -2023-04-20 00:30:00+00:00,10343500,2.23,A -2023-04-20 00:45:00+00:00,10343500,2.23,A -2023-04-20 01:00:00+00:00,10343500,2.23,A -2023-04-20 01:15:00+00:00,10343500,2.23,A -2023-04-20 01:30:00+00:00,10343500,2.23,A -2023-04-20 01:45:00+00:00,10343500,2.23,A -2023-04-20 02:00:00+00:00,10343500,2.23,A -2023-04-20 02:15:00+00:00,10343500,2.23,A -2023-04-20 02:30:00+00:00,10343500,2.23,A -2023-04-20 02:45:00+00:00,10343500,2.23,A -2023-04-20 03:00:00+00:00,10343500,2.23,A -2023-04-20 03:15:00+00:00,10343500,2.23,A -2023-04-20 03:30:00+00:00,10343500,2.23,A -2023-04-20 03:45:00+00:00,10343500,2.23,A -2023-04-20 04:00:00+00:00,10343500,2.23,A -2023-04-20 04:15:00+00:00,10343500,2.23,A -2023-04-20 04:30:00+00:00,10343500,2.23,A -2023-04-20 04:45:00+00:00,10343500,2.22,A -2023-04-20 05:00:00+00:00,10343500,2.23,A -2023-04-20 05:15:00+00:00,10343500,2.22,A -2023-04-20 05:30:00+00:00,10343500,2.22,A -2023-04-20 05:45:00+00:00,10343500,2.22,A -2023-04-20 06:00:00+00:00,10343500,2.22,A -2023-04-20 06:15:00+00:00,10343500,2.22,A -2023-04-20 06:30:00+00:00,10343500,2.22,A -2023-04-20 06:45:00+00:00,10343500,2.22,A -2023-04-20 07:00:00+00:00,10343500,2.22,A -2023-04-20 07:15:00+00:00,10343500,2.22,A -2023-04-20 07:30:00+00:00,10343500,2.22,A -2023-04-20 07:45:00+00:00,10343500,2.22,A -2023-04-20 08:00:00+00:00,10343500,2.22,A -2023-04-20 08:15:00+00:00,10343500,2.22,A -2023-04-20 08:30:00+00:00,10343500,2.22,A -2023-04-20 08:45:00+00:00,10343500,2.21,A -2023-04-20 09:00:00+00:00,10343500,2.22,A -2023-04-20 09:15:00+00:00,10343500,2.21,A -2023-04-20 09:30:00+00:00,10343500,2.21,A -2023-04-20 09:45:00+00:00,10343500,2.21,A -2023-04-20 10:00:00+00:00,10343500,2.21,A -2023-04-20 10:15:00+00:00,10343500,2.21,A -2023-04-20 10:30:00+00:00,10343500,2.21,A -2023-04-20 10:45:00+00:00,10343500,2.21,A -2023-04-20 11:00:00+00:00,10343500,2.21,A -2023-04-20 11:15:00+00:00,10343500,2.21,A -2023-04-20 11:30:00+00:00,10343500,2.21,A -2023-04-20 11:45:00+00:00,10343500,2.2,A -2023-04-20 12:00:00+00:00,10343500,2.21,A -2023-04-20 12:15:00+00:00,10343500,2.2,A -2023-04-20 12:30:00+00:00,10343500,2.21,A -2023-04-20 12:45:00+00:00,10343500,2.2,A -2023-04-20 13:00:00+00:00,10343500,2.2,A -2023-04-20 13:15:00+00:00,10343500,2.2,A -2023-04-20 13:30:00+00:00,10343500,2.2,A -2023-04-20 13:45:00+00:00,10343500,2.2,A -2023-04-20 14:00:00+00:00,10343500,2.2,A -2023-04-20 14:15:00+00:00,10343500,2.2,A -2023-04-20 14:30:00+00:00,10343500,2.2,A -2023-04-20 14:45:00+00:00,10343500,2.2,A -2023-04-20 15:00:00+00:00,10343500,2.2,A -2023-04-20 15:15:00+00:00,10343500,2.2,A -2023-04-20 15:30:00+00:00,10343500,2.2,A -2023-04-20 15:45:00+00:00,10343500,2.2,A -2023-04-20 16:00:00+00:00,10343500,2.19,A -2023-04-20 16:15:00+00:00,10343500,2.2,A -2023-04-20 16:30:00+00:00,10343500,2.2,A -2023-04-20 16:45:00+00:00,10343500,2.19,A -2023-04-20 17:00:00+00:00,10343500,2.2,A -2023-04-20 17:15:00+00:00,10343500,2.19,A -2023-04-20 17:30:00+00:00,10343500,2.19,A -2023-04-20 17:45:00+00:00,10343500,2.19,A -2023-04-20 18:00:00+00:00,10343500,2.19,A -2023-04-20 18:15:00+00:00,10343500,2.19,A -2023-04-20 18:30:00+00:00,10343500,2.19,A -2023-04-20 18:45:00+00:00,10343500,2.19,A -2023-04-20 19:00:00+00:00,10343500,2.19,A -2023-04-20 19:15:00+00:00,10343500,2.19,A -2023-04-20 19:30:00+00:00,10343500,2.19,A -2023-04-20 19:45:00+00:00,10343500,2.19,A -2023-04-20 20:00:00+00:00,10343500,2.19,A -2023-04-20 20:15:00+00:00,10343500,2.19,A -2023-04-20 20:30:00+00:00,10343500,2.19,A -2023-04-20 20:45:00+00:00,10343500,2.19,A -2023-04-20 21:00:00+00:00,10343500,2.2,A -2023-04-20 21:15:00+00:00,10343500,2.2,A -2023-04-20 21:30:00+00:00,10343500,2.2,A -2023-04-20 21:45:00+00:00,10343500,2.2,A -2023-04-20 22:00:00+00:00,10343500,2.2,A -2023-04-20 22:15:00+00:00,10343500,2.21,A -2023-04-20 22:30:00+00:00,10343500,2.21,A -2023-04-20 22:45:00+00:00,10343500,2.21,A -2023-04-20 23:00:00+00:00,10343500,2.22,A -2023-04-20 23:15:00+00:00,10343500,2.23,A -2023-04-20 23:30:00+00:00,10343500,2.23,A -2023-04-20 23:45:00+00:00,10343500,2.24,A -2023-04-21 00:00:00+00:00,10343500,2.24,A -2023-04-21 00:15:00+00:00,10343500,2.25,A -2023-04-21 00:30:00+00:00,10343500,2.25,A -2023-04-21 00:45:00+00:00,10343500,2.26,A -2023-04-21 01:00:00+00:00,10343500,2.27,A -2023-04-21 01:15:00+00:00,10343500,2.27,A -2023-04-21 01:30:00+00:00,10343500,2.27,A -2023-04-21 01:45:00+00:00,10343500,2.28,A -2023-04-21 02:00:00+00:00,10343500,2.28,A -2023-04-21 02:15:00+00:00,10343500,2.28,A -2023-04-21 02:30:00+00:00,10343500,2.28,A -2023-04-21 02:45:00+00:00,10343500,2.29,A -2023-04-21 03:00:00+00:00,10343500,2.29,A -2023-04-21 03:15:00+00:00,10343500,2.29,A -2023-04-21 03:30:00+00:00,10343500,2.29,A -2023-04-21 03:45:00+00:00,10343500,2.29,A -2023-04-21 04:00:00+00:00,10343500,2.29,A -2023-04-21 04:15:00+00:00,10343500,2.29,A -2023-04-21 04:30:00+00:00,10343500,2.29,A -2023-04-21 04:45:00+00:00,10343500,2.29,A -2023-04-21 05:00:00+00:00,10343500,2.29,A -2023-04-21 05:15:00+00:00,10343500,2.29,A -2023-04-21 05:30:00+00:00,10343500,2.29,A -2023-04-21 05:45:00+00:00,10343500,2.29,A -2023-04-21 06:00:00+00:00,10343500,2.29,A -2023-04-21 06:15:00+00:00,10343500,2.29,A -2023-04-21 06:30:00+00:00,10343500,2.28,A -2023-04-21 06:45:00+00:00,10343500,2.28,A -2023-04-21 07:00:00+00:00,10343500,2.28,A -2023-04-21 07:15:00+00:00,10343500,2.28,A -2023-04-21 07:30:00+00:00,10343500,2.28,A -2023-04-21 07:45:00+00:00,10343500,2.28,A -2023-04-21 08:00:00+00:00,10343500,2.28,A -2023-04-21 08:15:00+00:00,10343500,2.28,A -2023-04-21 08:30:00+00:00,10343500,2.28,A -2023-04-21 08:45:00+00:00,10343500,2.28,A -2023-04-21 09:00:00+00:00,10343500,2.28,A -2023-04-21 09:15:00+00:00,10343500,2.27,A -2023-04-21 09:30:00+00:00,10343500,2.27,A -2023-04-21 09:45:00+00:00,10343500,2.27,A -2023-04-21 10:00:00+00:00,10343500,2.27,A -2023-04-21 10:15:00+00:00,10343500,2.27,A -2023-04-21 10:30:00+00:00,10343500,2.27,A -2023-04-21 10:45:00+00:00,10343500,2.27,A -2023-04-21 11:00:00+00:00,10343500,2.27,A -2023-04-21 11:15:00+00:00,10343500,2.26,A -2023-04-21 11:30:00+00:00,10343500,2.26,A -2023-04-21 11:45:00+00:00,10343500,2.26,A -2023-04-21 12:00:00+00:00,10343500,2.26,A -2023-04-21 12:15:00+00:00,10343500,2.26,A -2023-04-21 12:30:00+00:00,10343500,2.26,A -2023-04-21 12:45:00+00:00,10343500,2.26,A -2023-04-21 13:00:00+00:00,10343500,2.26,A -2023-04-21 13:15:00+00:00,10343500,2.26,A -2023-04-21 13:30:00+00:00,10343500,2.25,A -2023-04-21 13:45:00+00:00,10343500,2.25,A -2023-04-21 14:00:00+00:00,10343500,2.25,A -2023-04-21 14:15:00+00:00,10343500,2.25,A -2023-04-21 14:30:00+00:00,10343500,2.25,A -2023-04-21 14:45:00+00:00,10343500,2.25,A -2023-04-21 15:00:00+00:00,10343500,2.25,A -2023-04-21 15:15:00+00:00,10343500,2.25,A -2023-04-21 15:30:00+00:00,10343500,2.24,A -2023-04-21 15:45:00+00:00,10343500,2.25,A -2023-04-21 16:00:00+00:00,10343500,2.24,A -2023-04-21 16:15:00+00:00,10343500,2.24,A -2023-04-21 16:30:00+00:00,10343500,2.24,A -2023-04-21 16:45:00+00:00,10343500,2.24,A -2023-04-21 17:00:00+00:00,10343500,2.24,A -2023-04-21 17:15:00+00:00,10343500,2.24,A -2023-04-21 17:30:00+00:00,10343500,2.24,A -2023-04-21 17:45:00+00:00,10343500,2.24,A -2023-04-21 18:00:00+00:00,10343500,2.24,A -2023-04-21 18:15:00+00:00,10343500,2.24,A -2023-04-21 18:30:00+00:00,10343500,2.24,A -2023-04-21 18:45:00+00:00,10343500,2.24,A -2023-04-21 19:00:00+00:00,10343500,2.24,A -2023-04-21 19:15:00+00:00,10343500,2.24,A -2023-04-21 19:30:00+00:00,10343500,2.24,A -2023-04-21 19:45:00+00:00,10343500,2.24,A -2023-04-21 20:00:00+00:00,10343500,2.24,A -2023-04-21 20:15:00+00:00,10343500,2.25,A -2023-04-21 20:30:00+00:00,10343500,2.24,A -2023-04-21 20:45:00+00:00,10343500,2.25,A -2023-04-21 21:00:00+00:00,10343500,2.25,A -2023-04-21 21:15:00+00:00,10343500,2.26,A -2023-04-21 21:30:00+00:00,10343500,2.26,A -2023-04-21 21:45:00+00:00,10343500,2.27,A -2023-04-21 22:00:00+00:00,10343500,2.27,A -2023-04-21 22:15:00+00:00,10343500,2.28,A -2023-04-21 22:30:00+00:00,10343500,2.29,A -2023-04-21 22:45:00+00:00,10343500,2.3,A -2023-04-21 23:00:00+00:00,10343500,2.31,A -2023-04-21 23:15:00+00:00,10343500,2.32,A -2023-04-21 23:30:00+00:00,10343500,2.33,A -2023-04-21 23:45:00+00:00,10343500,2.33,A -2023-04-22 00:00:00+00:00,10343500,2.34,A -2023-04-22 00:15:00+00:00,10343500,2.36,A -2023-04-22 00:30:00+00:00,10343500,2.36,A -2023-04-22 00:45:00+00:00,10343500,2.37,A -2023-04-22 01:00:00+00:00,10343500,2.38,A -2023-04-22 01:15:00+00:00,10343500,2.39,A -2023-04-22 01:30:00+00:00,10343500,2.39,A -2023-04-22 01:45:00+00:00,10343500,2.4,A -2023-04-22 02:00:00+00:00,10343500,2.4,A -2023-04-22 02:15:00+00:00,10343500,2.4,A -2023-04-22 02:30:00+00:00,10343500,2.41,A -2023-04-22 02:45:00+00:00,10343500,2.42,A -2023-04-22 03:00:00+00:00,10343500,2.42,A -2023-04-22 03:15:00+00:00,10343500,2.42,A -2023-04-22 03:30:00+00:00,10343500,2.42,A -2023-04-22 03:45:00+00:00,10343500,2.42,A -2023-04-22 04:00:00+00:00,10343500,2.42,A -2023-04-22 04:15:00+00:00,10343500,2.42,A -2023-04-22 04:30:00+00:00,10343500,2.43,A -2023-04-22 04:45:00+00:00,10343500,2.43,A -2023-04-22 05:00:00+00:00,10343500,2.42,A -2023-04-22 05:15:00+00:00,10343500,2.42,A -2023-04-22 05:30:00+00:00,10343500,2.42,A -2023-04-22 05:45:00+00:00,10343500,2.42,A -2023-04-22 06:00:00+00:00,10343500,2.42,A -2023-04-22 06:15:00+00:00,10343500,2.42,A -2023-04-22 06:30:00+00:00,10343500,2.42,A -2023-04-22 06:45:00+00:00,10343500,2.42,A -2023-04-22 07:00:00+00:00,10343500,2.42,A -2023-04-22 07:15:00+00:00,10343500,2.42,A -2023-04-22 07:30:00+00:00,10343500,2.42,A -2023-04-22 07:45:00+00:00,10343500,2.41,A -2023-04-22 08:00:00+00:00,10343500,2.41,A -2023-04-22 08:15:00+00:00,10343500,2.41,A -2023-04-22 08:30:00+00:00,10343500,2.41,A -2023-04-22 08:45:00+00:00,10343500,2.41,A -2023-04-22 09:00:00+00:00,10343500,2.41,A -2023-04-22 09:15:00+00:00,10343500,2.41,A -2023-04-22 09:30:00+00:00,10343500,2.4,A -2023-04-22 09:45:00+00:00,10343500,2.4,A -2023-04-22 10:00:00+00:00,10343500,2.4,A -2023-04-22 10:15:00+00:00,10343500,2.4,A -2023-04-22 10:30:00+00:00,10343500,2.4,A -2023-04-22 10:45:00+00:00,10343500,2.4,A -2023-04-22 11:00:00+00:00,10343500,2.39,A -2023-04-22 11:15:00+00:00,10343500,2.39,A -2023-04-22 11:30:00+00:00,10343500,2.39,A -2023-04-22 11:45:00+00:00,10343500,2.39,A -2023-04-22 12:00:00+00:00,10343500,2.39,A -2023-04-22 12:15:00+00:00,10343500,2.39,A -2023-04-22 12:30:00+00:00,10343500,2.38,A -2023-04-22 12:45:00+00:00,10343500,2.38,A -2023-04-22 13:00:00+00:00,10343500,2.38,A -2023-04-22 13:15:00+00:00,10343500,2.38,A -2023-04-22 13:30:00+00:00,10343500,2.38,A -2023-04-22 13:45:00+00:00,10343500,2.38,A -2023-04-22 14:00:00+00:00,10343500,2.38,A -2023-04-22 14:15:00+00:00,10343500,2.38,A -2023-04-22 14:30:00+00:00,10343500,2.37,A -2023-04-22 14:45:00+00:00,10343500,2.37,A -2023-04-22 15:00:00+00:00,10343500,2.37,A -2023-04-22 15:15:00+00:00,10343500,2.37,A -2023-04-22 15:30:00+00:00,10343500,2.36,A -2023-04-22 15:45:00+00:00,10343500,2.37,A -2023-04-22 16:00:00+00:00,10343500,2.36,A -2023-04-22 16:15:00+00:00,10343500,2.36,A -2023-04-22 16:30:00+00:00,10343500,2.36,A -2023-04-22 16:45:00+00:00,10343500,2.36,A -2023-04-22 17:00:00+00:00,10343500,2.36,A -2023-04-22 17:15:00+00:00,10343500,2.36,A -2023-04-22 17:30:00+00:00,10343500,2.36,A -2023-04-22 17:45:00+00:00,10343500,2.36,A -2023-04-22 18:00:00+00:00,10343500,2.36,A -2023-04-22 18:15:00+00:00,10343500,2.36,A -2023-04-22 18:30:00+00:00,10343500,2.36,A -2023-04-22 18:45:00+00:00,10343500,2.35,A -2023-04-22 19:00:00+00:00,10343500,2.35,A -2023-04-22 19:15:00+00:00,10343500,2.36,A -2023-04-22 19:30:00+00:00,10343500,2.35,A -2023-04-22 19:45:00+00:00,10343500,2.36,A -2023-04-22 20:00:00+00:00,10343500,2.36,A -2023-04-22 20:15:00+00:00,10343500,2.36,A -2023-04-22 20:30:00+00:00,10343500,2.37,A -2023-04-22 20:45:00+00:00,10343500,2.37,A -2023-04-22 21:00:00+00:00,10343500,2.37,A -2023-04-22 21:15:00+00:00,10343500,2.38,A -2023-04-22 21:30:00+00:00,10343500,2.39,A -2023-04-22 21:45:00+00:00,10343500,2.4,A -2023-04-22 22:00:00+00:00,10343500,2.41,A -2023-04-22 22:15:00+00:00,10343500,2.42,A -2023-04-22 22:30:00+00:00,10343500,2.43,A -2023-04-22 22:45:00+00:00,10343500,2.44,A -2023-04-22 23:00:00+00:00,10343500,2.46,A -2023-04-22 23:15:00+00:00,10343500,2.47,A -2023-04-22 23:30:00+00:00,10343500,2.49,A -2023-04-22 23:45:00+00:00,10343500,2.5,A -2023-04-23 00:00:00+00:00,10343500,2.51,A -2023-04-23 00:15:00+00:00,10343500,2.53,A -2023-04-23 00:30:00+00:00,10343500,2.53,A -2023-04-23 00:45:00+00:00,10343500,2.54,A -2023-04-23 01:00:00+00:00,10343500,2.55,A -2023-04-23 01:15:00+00:00,10343500,2.55,A -2023-04-23 01:30:00+00:00,10343500,2.56,A -2023-04-23 01:45:00+00:00,10343500,2.56,A -2023-04-23 02:00:00+00:00,10343500,2.56,A -2023-04-23 02:15:00+00:00,10343500,2.56,A -2023-04-23 02:30:00+00:00,10343500,2.57,A -2023-04-23 02:45:00+00:00,10343500,2.57,A -2023-04-23 03:00:00+00:00,10343500,2.58,A -2023-04-23 03:15:00+00:00,10343500,2.58,A -2023-04-23 03:30:00+00:00,10343500,2.55,A -2023-04-23 03:45:00+00:00,10343500,2.57,A -2023-04-23 04:00:00+00:00,10343500,2.58,A -2023-04-23 04:15:00+00:00,10343500,2.58,A -2023-04-23 04:30:00+00:00,10343500,2.57,A -2023-04-23 04:45:00+00:00,10343500,2.57,A -2023-04-23 05:00:00+00:00,10343500,2.57,A -2023-04-23 05:15:00+00:00,10343500,2.57,A -2023-04-23 05:30:00+00:00,10343500,2.57,A -2023-04-23 05:45:00+00:00,10343500,2.56,A -2023-04-23 06:00:00+00:00,10343500,2.56,A -2023-04-23 06:15:00+00:00,10343500,2.55,A -2023-04-23 06:30:00+00:00,10343500,2.56,A -2023-04-23 06:45:00+00:00,10343500,2.56,A -2023-04-23 07:00:00+00:00,10343500,2.55,A -2023-04-23 07:15:00+00:00,10343500,2.55,A -2023-04-23 07:30:00+00:00,10343500,2.55,A -2023-04-23 07:45:00+00:00,10343500,2.55,A -2023-04-23 08:00:00+00:00,10343500,2.54,A -2023-04-23 08:15:00+00:00,10343500,2.54,A -2023-04-23 08:30:00+00:00,10343500,2.54,A -2023-04-23 08:45:00+00:00,10343500,2.54,A -2023-04-23 09:00:00+00:00,10343500,2.54,A -2023-04-23 09:15:00+00:00,10343500,2.53,A -2023-04-23 09:30:00+00:00,10343500,2.53,A -2023-04-23 09:45:00+00:00,10343500,2.53,A -2023-04-23 10:00:00+00:00,10343500,2.53,A -2023-04-23 10:15:00+00:00,10343500,2.53,A -2023-04-23 10:30:00+00:00,10343500,2.52,A -2023-04-23 10:45:00+00:00,10343500,2.52,A -2023-04-23 11:00:00+00:00,10343500,2.52,A -2023-04-23 11:15:00+00:00,10343500,2.52,A -2023-04-23 11:30:00+00:00,10343500,2.52,A -2023-04-23 11:45:00+00:00,10343500,2.51,A -2023-04-23 12:00:00+00:00,10343500,2.51,A -2023-04-23 12:15:00+00:00,10343500,2.51,A -2023-04-23 12:30:00+00:00,10343500,2.51,A -2023-04-23 12:45:00+00:00,10343500,2.51,A -2023-04-23 13:00:00+00:00,10343500,2.5,A -2023-04-23 13:15:00+00:00,10343500,2.5,A -2023-04-23 13:30:00+00:00,10343500,2.5,A -2023-04-23 13:45:00+00:00,10343500,2.5,A -2023-04-23 14:00:00+00:00,10343500,2.5,A -2023-04-23 14:15:00+00:00,10343500,2.49,A -2023-04-23 14:30:00+00:00,10343500,2.49,A -2023-04-23 14:45:00+00:00,10343500,2.49,A -2023-04-23 15:00:00+00:00,10343500,2.49,A -2023-04-23 15:15:00+00:00,10343500,2.48,A -2023-04-23 15:30:00+00:00,10343500,2.48,A -2023-04-23 15:45:00+00:00,10343500,2.49,A -2023-04-23 16:00:00+00:00,10343500,2.48,A -2023-04-23 16:15:00+00:00,10343500,2.48,A -2023-04-23 16:30:00+00:00,10343500,2.48,A -2023-04-23 16:45:00+00:00,10343500,2.48,A -2023-04-23 17:00:00+00:00,10343500,2.47,A -2023-04-23 17:15:00+00:00,10343500,2.47,A -2023-04-23 17:30:00+00:00,10343500,2.47,A -2023-04-23 17:45:00+00:00,10343500,2.47,A -2023-04-23 18:00:00+00:00,10343500,2.47,A -2023-04-23 18:15:00+00:00,10343500,2.47,A -2023-04-23 18:30:00+00:00,10343500,2.47,A -2023-04-23 18:45:00+00:00,10343500,2.47,A -2023-04-23 19:00:00+00:00,10343500,2.47,A -2023-04-23 19:15:00+00:00,10343500,2.47,A -2023-04-23 19:30:00+00:00,10343500,2.47,A -2023-04-23 19:45:00+00:00,10343500,2.47,A -2023-04-23 20:00:00+00:00,10343500,2.48,A -2023-04-23 20:15:00+00:00,10343500,2.48,A -2023-04-23 20:30:00+00:00,10343500,2.48,A -2023-04-23 20:45:00+00:00,10343500,2.49,A -2023-04-23 21:00:00+00:00,10343500,2.49,A -2023-04-23 21:15:00+00:00,10343500,2.5,A -2023-04-23 21:30:00+00:00,10343500,2.51,A -2023-04-23 21:45:00+00:00,10343500,2.52,A -2023-04-23 22:00:00+00:00,10343500,2.53,A -2023-04-23 22:15:00+00:00,10343500,2.55,A -2023-04-23 22:30:00+00:00,10343500,2.54,A -2023-04-23 22:45:00+00:00,10343500,2.58,A -2023-04-23 23:00:00+00:00,10343500,2.59,A -2023-04-23 23:15:00+00:00,10343500,2.61,A -2023-04-23 23:30:00+00:00,10343500,2.63,A -2023-04-23 23:45:00+00:00,10343500,2.65,A -2023-04-24 00:00:00+00:00,10343500,2.64,A -2023-04-24 00:15:00+00:00,10343500,2.66,A -2023-04-24 00:30:00+00:00,10343500,2.67,A -2023-04-24 00:45:00+00:00,10343500,2.68,A -2023-04-24 01:00:00+00:00,10343500,2.7,A -2023-04-24 01:15:00+00:00,10343500,2.7,A -2023-04-24 01:30:00+00:00,10343500,2.71,A -2023-04-24 01:45:00+00:00,10343500,2.67,A -2023-04-24 02:00:00+00:00,10343500,2.68,A -2023-04-24 02:15:00+00:00,10343500,2.69,A -2023-04-24 02:30:00+00:00,10343500,2.73,A -2023-04-24 02:45:00+00:00,10343500,2.73,A -2023-04-24 03:00:00+00:00,10343500,2.72,A -2023-04-24 03:15:00+00:00,10343500,2.73,A -2023-04-24 03:30:00+00:00,10343500,2.7,A -2023-04-24 03:45:00+00:00,10343500,2.74,A -2023-04-24 04:00:00+00:00,10343500,2.72,A -2023-04-24 04:15:00+00:00,10343500,2.73,A -2023-04-24 04:30:00+00:00,10343500,2.72,A -2023-04-24 04:45:00+00:00,10343500,2.7,A -2023-04-24 05:00:00+00:00,10343500,2.72,A -2023-04-24 05:15:00+00:00,10343500,2.72,A -2023-04-24 05:30:00+00:00,10343500,2.71,A -2023-04-24 05:45:00+00:00,10343500,2.71,A -2023-04-24 06:00:00+00:00,10343500,2.72,A -2023-04-24 06:15:00+00:00,10343500,2.7,A -2023-04-24 06:30:00+00:00,10343500,2.71,A -2023-04-24 06:45:00+00:00,10343500,2.69,A -2023-04-24 07:00:00+00:00,10343500,2.69,A -2023-04-24 07:15:00+00:00,10343500,2.69,A -2023-04-24 07:30:00+00:00,10343500,2.69,A -2023-04-24 07:45:00+00:00,10343500,2.68,A -2023-04-24 08:00:00+00:00,10343500,2.68,A -2023-04-24 08:15:00+00:00,10343500,2.68,A -2023-04-24 08:30:00+00:00,10343500,2.67,A -2023-04-24 08:45:00+00:00,10343500,2.67,A -2023-04-24 09:00:00+00:00,10343500,2.67,A -2023-04-24 09:15:00+00:00,10343500,2.67,A -2023-04-24 09:30:00+00:00,10343500,2.66,A -2023-04-24 09:45:00+00:00,10343500,2.66,A -2023-04-24 10:00:00+00:00,10343500,2.66,A -2023-04-24 10:15:00+00:00,10343500,2.65,A -2023-04-24 10:30:00+00:00,10343500,2.65,A -2023-04-24 10:45:00+00:00,10343500,2.65,A -2023-04-24 11:00:00+00:00,10343500,2.64,A -2023-04-24 11:15:00+00:00,10343500,2.64,A -2023-04-24 11:30:00+00:00,10343500,2.64,A -2023-04-24 11:45:00+00:00,10343500,2.64,A -2023-04-24 12:00:00+00:00,10343500,2.64,A -2023-04-24 12:15:00+00:00,10343500,2.63,A -2023-04-24 12:30:00+00:00,10343500,2.63,A -2023-04-24 12:45:00+00:00,10343500,2.63,A -2023-04-24 13:00:00+00:00,10343500,2.63,A -2023-04-24 13:15:00+00:00,10343500,2.62,A -2023-04-24 13:30:00+00:00,10343500,2.62,A -2023-04-24 13:45:00+00:00,10343500,2.61,A -2023-04-24 14:00:00+00:00,10343500,2.61,A -2023-04-24 14:15:00+00:00,10343500,2.62,A -2023-04-24 14:30:00+00:00,10343500,2.61,A -2023-04-24 14:45:00+00:00,10343500,2.61,A -2023-04-24 15:00:00+00:00,10343500,2.6,A -2023-04-24 15:15:00+00:00,10343500,2.6,A -2023-04-24 15:30:00+00:00,10343500,2.6,A -2023-04-24 15:45:00+00:00,10343500,2.6,A -2023-04-24 16:00:00+00:00,10343500,2.59,A -2023-04-24 16:15:00+00:00,10343500,2.59,A -2023-04-24 16:30:00+00:00,10343500,2.59,A -2023-04-24 16:45:00+00:00,10343500,2.59,A -2023-04-24 17:00:00+00:00,10343500,2.59,A -2023-04-24 17:15:00+00:00,10343500,2.59,A -2023-04-24 17:30:00+00:00,10343500,2.58,A -2023-04-24 17:45:00+00:00,10343500,2.58,A -2023-04-24 18:00:00+00:00,10343500,2.57,A -2023-04-24 18:15:00+00:00,10343500,2.58,A -2023-04-24 18:30:00+00:00,10343500,2.58,A -2023-04-24 18:45:00+00:00,10343500,2.57,A -2023-04-24 19:00:00+00:00,10343500,2.58,A -2023-04-24 19:15:00+00:00,10343500,2.57,A -2023-04-24 19:30:00+00:00,10343500,2.58,A -2023-04-24 19:45:00+00:00,10343500,2.58,A -2023-04-24 20:00:00+00:00,10343500,2.59,A -2023-04-24 20:15:00+00:00,10343500,2.58,A -2023-04-24 20:30:00+00:00,10343500,2.6,A -2023-04-24 20:45:00+00:00,10343500,2.59,A -2023-04-24 21:00:00+00:00,10343500,2.6,A -2023-04-24 21:15:00+00:00,10343500,2.6,A -2023-04-24 21:30:00+00:00,10343500,2.61,A -2023-04-24 21:45:00+00:00,10343500,2.63,A -2023-04-24 22:00:00+00:00,10343500,2.65,A -2023-04-24 22:15:00+00:00,10343500,2.66,A -2023-04-24 22:30:00+00:00,10343500,2.66,A -2023-04-24 22:45:00+00:00,10343500,2.69,A -2023-04-24 23:00:00+00:00,10343500,2.7,A -2023-04-24 23:15:00+00:00,10343500,2.71,A -2023-04-24 23:30:00+00:00,10343500,2.74,A -2023-04-24 23:45:00+00:00,10343500,2.68,A -2023-04-25 00:00:00+00:00,10343500,2.75,A -2023-04-25 00:15:00+00:00,10343500,2.76,A -2023-04-25 00:30:00+00:00,10343500,2.77,A -2023-04-25 00:45:00+00:00,10343500,2.78,A -2023-04-25 01:00:00+00:00,10343500,2.81,A -2023-04-25 01:15:00+00:00,10343500,2.82,A -2023-04-25 01:30:00+00:00,10343500,2.83,A -2023-04-25 01:45:00+00:00,10343500,2.79,A -2023-04-25 02:00:00+00:00,10343500,2.77,A -2023-04-25 02:15:00+00:00,10343500,2.81,A -2023-04-25 02:30:00+00:00,10343500,2.82,A -2023-04-25 02:45:00+00:00,10343500,2.81,A -2023-04-25 03:00:00+00:00,10343500,2.81,A -2023-04-25 03:15:00+00:00,10343500,2.81,A -2023-04-25 03:30:00+00:00,10343500,2.83,A -2023-04-25 03:45:00+00:00,10343500,2.84,A -2023-04-25 04:00:00+00:00,10343500,2.83,A -2023-04-25 04:15:00+00:00,10343500,2.83,A -2023-04-25 04:30:00+00:00,10343500,2.82,A -2023-04-25 04:45:00+00:00,10343500,2.81,A -2023-04-25 05:00:00+00:00,10343500,2.82,A -2023-04-25 05:15:00+00:00,10343500,2.82,A -2023-04-25 05:30:00+00:00,10343500,2.81,A -2023-04-25 05:45:00+00:00,10343500,2.81,A -2023-04-25 06:00:00+00:00,10343500,2.81,A -2023-04-25 06:15:00+00:00,10343500,2.81,A -2023-04-25 06:30:00+00:00,10343500,2.8,A -2023-04-25 06:45:00+00:00,10343500,2.8,A -2023-04-25 07:00:00+00:00,10343500,2.8,A -2023-04-25 07:15:00+00:00,10343500,2.79,A -2023-04-25 07:30:00+00:00,10343500,2.78,A -2023-04-25 07:45:00+00:00,10343500,2.78,A -2023-04-25 08:00:00+00:00,10343500,2.78,A -2023-04-25 08:15:00+00:00,10343500,2.78,A -2023-04-25 08:30:00+00:00,10343500,2.77,A -2023-04-25 08:45:00+00:00,10343500,2.78,A -2023-04-25 09:00:00+00:00,10343500,2.77,A -2023-04-25 09:15:00+00:00,10343500,2.76,A -2023-04-25 09:30:00+00:00,10343500,2.75,A -2023-04-25 09:45:00+00:00,10343500,2.75,A -2023-04-25 10:00:00+00:00,10343500,2.74,A -2023-04-25 10:15:00+00:00,10343500,2.75,A -2023-04-25 10:30:00+00:00,10343500,2.74,A -2023-04-25 10:45:00+00:00,10343500,2.73,A -2023-04-25 11:00:00+00:00,10343500,2.72,A -2023-04-25 11:15:00+00:00,10343500,2.74,A -2023-04-25 11:30:00+00:00,10343500,2.73,A -2023-04-25 11:45:00+00:00,10343500,2.73,A -2023-04-25 12:00:00+00:00,10343500,2.72,A -2023-04-25 12:15:00+00:00,10343500,2.72,A -2023-04-25 12:30:00+00:00,10343500,2.72,A -2023-04-25 12:45:00+00:00,10343500,2.72,A -2023-04-25 13:00:00+00:00,10343500,2.72,A -2023-04-25 13:15:00+00:00,10343500,2.72,A -2023-04-25 13:30:00+00:00,10343500,2.71,A -2023-04-25 13:45:00+00:00,10343500,2.68,A -2023-04-25 14:00:00+00:00,10343500,2.71,A -2023-04-25 14:15:00+00:00,10343500,2.7,A -2023-04-25 14:30:00+00:00,10343500,2.7,A -2023-04-25 14:45:00+00:00,10343500,2.69,A -2023-04-25 15:00:00+00:00,10343500,2.68,A -2023-04-25 15:15:00+00:00,10343500,2.7,A -2023-04-25 15:30:00+00:00,10343500,2.69,A -2023-04-25 15:45:00+00:00,10343500,2.68,A -2023-04-25 16:00:00+00:00,10343500,2.68,A -2023-04-25 16:15:00+00:00,10343500,2.68,A -2023-04-25 16:30:00+00:00,10343500,2.67,A -2023-04-25 16:45:00+00:00,10343500,2.67,A -2023-04-25 17:00:00+00:00,10343500,2.67,A -2023-04-25 17:15:00+00:00,10343500,2.67,A -2023-04-25 17:30:00+00:00,10343500,2.67,A -2023-04-25 17:45:00+00:00,10343500,2.65,A -2023-04-25 18:00:00+00:00,10343500,2.67,A -2023-04-25 18:15:00+00:00,10343500,2.66,A -2023-04-25 18:30:00+00:00,10343500,2.66,A -2023-04-25 18:45:00+00:00,10343500,2.66,A -2023-04-25 19:00:00+00:00,10343500,2.66,A -2023-04-25 19:15:00+00:00,10343500,2.65,A -2023-04-25 19:30:00+00:00,10343500,2.66,A -2023-04-25 19:45:00+00:00,10343500,2.66,A -2023-04-25 20:00:00+00:00,10343500,2.65,A -2023-04-25 20:15:00+00:00,10343500,2.66,A -2023-04-25 20:30:00+00:00,10343500,2.66,A -2023-04-25 20:45:00+00:00,10343500,2.66,A -2023-04-25 21:00:00+00:00,10343500,2.67,A -2023-04-25 21:15:00+00:00,10343500,2.67,A -2023-04-25 21:30:00+00:00,10343500,2.68,A -2023-04-25 21:45:00+00:00,10343500,2.69,A -2023-04-25 22:00:00+00:00,10343500,2.7,A -2023-04-25 22:15:00+00:00,10343500,2.71,A -2023-04-25 22:30:00+00:00,10343500,2.71,A -2023-04-25 22:45:00+00:00,10343500,2.72,A -2023-04-25 23:00:00+00:00,10343500,2.72,A -2023-04-25 23:15:00+00:00,10343500,2.74,A -2023-04-25 23:30:00+00:00,10343500,2.76,A -2023-04-25 23:45:00+00:00,10343500,2.77,A -2023-04-26 00:00:00+00:00,10343500,2.78,A -2023-04-26 00:15:00+00:00,10343500,2.8,A -2023-04-26 00:30:00+00:00,10343500,2.8,A -2023-04-26 00:45:00+00:00,10343500,2.8,A -2023-04-26 01:00:00+00:00,10343500,2.8,A -2023-04-26 01:15:00+00:00,10343500,2.82,A -2023-04-26 01:30:00+00:00,10343500,2.82,A -2023-04-26 01:45:00+00:00,10343500,2.83,A -2023-04-26 02:00:00+00:00,10343500,2.84,A -2023-04-26 02:15:00+00:00,10343500,2.83,A -2023-04-26 02:30:00+00:00,10343500,2.84,A -2023-04-26 02:45:00+00:00,10343500,2.82,A -2023-04-26 03:00:00+00:00,10343500,2.83,A -2023-04-26 03:15:00+00:00,10343500,2.84,A -2023-04-26 03:30:00+00:00,10343500,2.83,A -2023-04-26 03:45:00+00:00,10343500,2.83,A -2023-04-26 04:00:00+00:00,10343500,2.83,A -2023-04-26 04:15:00+00:00,10343500,2.82,A -2023-04-26 04:30:00+00:00,10343500,2.82,A -2023-04-26 04:45:00+00:00,10343500,2.82,A -2023-04-26 05:00:00+00:00,10343500,2.82,A -2023-04-26 05:15:00+00:00,10343500,2.82,A -2023-04-26 05:30:00+00:00,10343500,2.81,A -2023-04-26 05:45:00+00:00,10343500,2.81,A -2023-04-26 06:00:00+00:00,10343500,2.8,A -2023-04-26 06:15:00+00:00,10343500,2.8,A -2023-04-26 06:30:00+00:00,10343500,2.8,A -2023-04-26 06:45:00+00:00,10343500,2.8,A -2023-04-26 07:00:00+00:00,10343500,2.79,A -2023-04-26 07:15:00+00:00,10343500,2.79,A -2023-04-26 07:30:00+00:00,10343500,2.79,A -2023-04-26 07:45:00+00:00,10343500,2.78,A -2023-04-26 08:00:00+00:00,10343500,2.77,A -2023-04-26 08:15:00+00:00,10343500,2.78,A -2023-04-26 08:30:00+00:00,10343500,2.78,A -2023-04-26 08:45:00+00:00,10343500,2.77,A -2023-04-26 09:00:00+00:00,10343500,2.77,A -2023-04-26 09:15:00+00:00,10343500,2.76,A -2023-04-26 09:30:00+00:00,10343500,2.76,A -2023-04-26 09:45:00+00:00,10343500,2.76,A -2023-04-26 10:00:00+00:00,10343500,2.76,A -2023-04-26 10:15:00+00:00,10343500,2.75,A -2023-04-26 10:30:00+00:00,10343500,2.75,A -2023-04-26 10:45:00+00:00,10343500,2.75,A -2023-04-26 11:00:00+00:00,10343500,2.74,A -2023-04-26 11:15:00+00:00,10343500,2.74,A -2023-04-26 11:30:00+00:00,10343500,2.74,A -2023-04-26 11:45:00+00:00,10343500,2.74,A -2023-04-26 12:00:00+00:00,10343500,2.73,A -2023-04-26 12:15:00+00:00,10343500,2.73,A -2023-04-26 12:30:00+00:00,10343500,2.73,A -2023-04-26 12:45:00+00:00,10343500,2.73,A -2023-04-26 13:00:00+00:00,10343500,2.72,A -2023-04-26 13:15:00+00:00,10343500,2.72,A -2023-04-26 13:30:00+00:00,10343500,2.72,A -2023-04-26 13:45:00+00:00,10343500,2.72,A -2023-04-26 14:00:00+00:00,10343500,2.72,A -2023-04-26 14:15:00+00:00,10343500,2.71,A -2023-04-26 14:30:00+00:00,10343500,2.71,A -2023-04-26 14:45:00+00:00,10343500,2.71,A -2023-04-26 15:00:00+00:00,10343500,2.7,A -2023-04-26 15:15:00+00:00,10343500,2.7,A -2023-04-26 15:30:00+00:00,10343500,2.7,A -2023-04-26 15:45:00+00:00,10343500,2.7,A -2023-04-26 16:00:00+00:00,10343500,2.69,A -2023-04-26 16:15:00+00:00,10343500,2.7,A -2023-04-26 16:30:00+00:00,10343500,2.69,A -2023-04-26 16:45:00+00:00,10343500,2.69,A -2023-04-26 17:00:00+00:00,10343500,2.69,A -2023-04-26 17:15:00+00:00,10343500,2.68,A -2023-04-26 17:30:00+00:00,10343500,2.68,A -2023-04-26 17:45:00+00:00,10343500,2.68,A -2023-04-26 18:00:00+00:00,10343500,2.68,A -2023-04-26 18:15:00+00:00,10343500,2.68,A -2023-04-26 18:30:00+00:00,10343500,2.67,A -2023-04-26 18:45:00+00:00,10343500,2.68,A -2023-04-26 19:00:00+00:00,10343500,2.68,A -2023-04-26 19:15:00+00:00,10343500,2.67,A -2023-04-26 19:30:00+00:00,10343500,2.68,A -2023-04-26 19:45:00+00:00,10343500,2.68,A -2023-04-26 20:00:00+00:00,10343500,2.68,A -2023-04-26 20:15:00+00:00,10343500,2.68,A -2023-04-26 20:30:00+00:00,10343500,2.68,A -2023-04-26 20:45:00+00:00,10343500,2.68,A -2023-04-26 21:00:00+00:00,10343500,2.7,A -2023-04-26 21:15:00+00:00,10343500,2.7,A -2023-04-26 21:30:00+00:00,10343500,2.71,A -2023-04-26 21:45:00+00:00,10343500,2.72,A -2023-04-26 22:00:00+00:00,10343500,2.7,A -2023-04-26 22:15:00+00:00,10343500,2.75,A -2023-04-26 22:30:00+00:00,10343500,2.76,A -2023-04-26 22:45:00+00:00,10343500,2.77,A -2023-04-26 23:00:00+00:00,10343500,2.79,A -2023-04-26 23:15:00+00:00,10343500,2.79,A -2023-04-26 23:30:00+00:00,10343500,2.81,A -2023-04-26 23:45:00+00:00,10343500,2.82,A -2023-04-27 00:00:00+00:00,10343500,2.84,A -2023-04-27 00:15:00+00:00,10343500,2.86,A -2023-04-27 00:30:00+00:00,10343500,2.87,A -2023-04-27 00:45:00+00:00,10343500,2.88,A -2023-04-27 01:00:00+00:00,10343500,2.86,A -2023-04-27 01:15:00+00:00,10343500,2.89,A -2023-04-27 01:30:00+00:00,10343500,2.9,A -2023-04-27 01:45:00+00:00,10343500,2.91,A -2023-04-27 02:00:00+00:00,10343500,2.91,A -2023-04-27 02:15:00+00:00,10343500,2.9,A -2023-04-27 02:30:00+00:00,10343500,2.9,A -2023-04-27 02:45:00+00:00,10343500,2.91,A -2023-04-27 03:00:00+00:00,10343500,2.92,A -2023-04-27 03:15:00+00:00,10343500,2.92,A -2023-04-27 03:30:00+00:00,10343500,2.91,A -2023-04-27 03:45:00+00:00,10343500,2.9,A -2023-04-27 04:00:00+00:00,10343500,2.89,A -2023-04-27 04:15:00+00:00,10343500,2.91,A -2023-04-27 04:30:00+00:00,10343500,2.9,A -2023-04-27 04:45:00+00:00,10343500,2.9,A -2023-04-27 05:00:00+00:00,10343500,2.9,A -2023-04-27 05:15:00+00:00,10343500,2.9,A -2023-04-27 05:30:00+00:00,10343500,2.89,A -2023-04-27 05:45:00+00:00,10343500,2.89,A -2023-04-27 06:00:00+00:00,10343500,2.88,A -2023-04-27 06:15:00+00:00,10343500,2.88,A -2023-04-27 06:30:00+00:00,10343500,2.88,A -2023-04-27 06:45:00+00:00,10343500,2.87,A -2023-04-27 07:00:00+00:00,10343500,2.87,A -2023-04-27 07:15:00+00:00,10343500,2.86,A -2023-04-27 07:30:00+00:00,10343500,2.85,A -2023-04-27 07:45:00+00:00,10343500,2.86,A -2023-04-27 08:00:00+00:00,10343500,2.85,A -2023-04-27 08:15:00+00:00,10343500,2.85,A -2023-04-27 08:30:00+00:00,10343500,2.85,A -2023-04-27 08:45:00+00:00,10343500,2.84,A -2023-04-27 09:00:00+00:00,10343500,2.84,A -2023-04-27 09:15:00+00:00,10343500,2.84,A -2023-04-27 09:30:00+00:00,10343500,2.83,A -2023-04-27 09:45:00+00:00,10343500,2.83,A -2023-04-27 10:00:00+00:00,10343500,2.82,A -2023-04-27 10:15:00+00:00,10343500,2.83,A -2023-04-27 10:30:00+00:00,10343500,2.83,A -2023-04-27 10:45:00+00:00,10343500,2.82,A -2023-04-27 11:00:00+00:00,10343500,2.81,A -2023-04-27 11:15:00+00:00,10343500,2.81,A -2023-04-27 11:30:00+00:00,10343500,2.81,A -2023-04-27 11:45:00+00:00,10343500,2.8,A -2023-04-27 12:00:00+00:00,10343500,2.8,A -2023-04-27 12:15:00+00:00,10343500,2.8,A -2023-04-27 12:30:00+00:00,10343500,2.8,A -2023-04-27 12:45:00+00:00,10343500,2.79,A -2023-04-27 13:00:00+00:00,10343500,2.79,A -2023-04-27 13:15:00+00:00,10343500,2.78,A -2023-04-27 13:30:00+00:00,10343500,2.78,A -2023-04-27 13:45:00+00:00,10343500,2.78,A -2023-04-27 14:00:00+00:00,10343500,2.77,A -2023-04-27 14:15:00+00:00,10343500,2.77,A -2023-04-27 14:30:00+00:00,10343500,2.77,A -2023-04-27 14:45:00+00:00,10343500,2.76,A -2023-04-27 15:00:00+00:00,10343500,2.76,A -2023-04-27 15:15:00+00:00,10343500,2.76,A -2023-04-27 15:30:00+00:00,10343500,2.76,A -2023-04-27 15:45:00+00:00,10343500,2.75,A -2023-04-27 16:00:00+00:00,10343500,2.75,A -2023-04-27 16:15:00+00:00,10343500,2.75,A -2023-04-27 16:30:00+00:00,10343500,2.75,A -2023-04-27 16:45:00+00:00,10343500,2.75,A -2023-04-27 17:00:00+00:00,10343500,2.75,A -2023-04-27 17:15:00+00:00,10343500,2.74,A -2023-04-27 17:30:00+00:00,10343500,2.74,A -2023-04-27 17:45:00+00:00,10343500,2.74,A -2023-04-27 18:00:00+00:00,10343500,2.73,A -2023-04-27 18:15:00+00:00,10343500,2.73,A -2023-04-27 18:30:00+00:00,10343500,2.73,A -2023-04-27 18:45:00+00:00,10343500,2.73,A -2023-04-27 19:00:00+00:00,10343500,2.73,A -2023-04-27 19:15:00+00:00,10343500,2.73,A -2023-04-27 19:30:00+00:00,10343500,2.73,A -2023-04-27 19:45:00+00:00,10343500,2.73,A -2023-04-27 20:00:00+00:00,10343500,2.74,A -2023-04-27 20:15:00+00:00,10343500,2.74,A -2023-04-27 20:30:00+00:00,10343500,2.74,A -2023-04-27 20:45:00+00:00,10343500,2.75,A -2023-04-27 21:00:00+00:00,10343500,2.75,A -2023-04-27 21:15:00+00:00,10343500,2.77,A -2023-04-27 21:30:00+00:00,10343500,2.78,A -2023-04-27 21:45:00+00:00,10343500,2.79,A -2023-04-27 22:00:00+00:00,10343500,2.81,A -2023-04-27 22:15:00+00:00,10343500,2.82,A -2023-04-27 22:30:00+00:00,10343500,2.85,A -2023-04-27 22:45:00+00:00,10343500,2.86,A -2023-04-27 23:00:00+00:00,10343500,2.87,A -2023-04-27 23:15:00+00:00,10343500,2.9,A -2023-04-27 23:30:00+00:00,10343500,2.93,A -2023-04-27 23:45:00+00:00,10343500,2.94,A -2023-04-28 00:00:00+00:00,10343500,2.96,A -2023-04-28 00:15:00+00:00,10343500,2.97,A -2023-04-28 00:30:00+00:00,10343500,2.97,A -2023-04-28 00:45:00+00:00,10343500,2.94,A -2023-04-28 01:00:00+00:00,10343500,2.96,A -2023-04-28 01:15:00+00:00,10343500,2.99,A -2023-04-28 01:30:00+00:00,10343500,3.0,A -2023-04-28 01:45:00+00:00,10343500,2.99,A -2023-04-28 02:00:00+00:00,10343500,3.0,A -2023-04-28 02:15:00+00:00,10343500,3.01,A -2023-04-28 02:30:00+00:00,10343500,3.01,A -2023-04-28 02:45:00+00:00,10343500,2.99,A -2023-04-28 03:00:00+00:00,10343500,2.99,A -2023-04-28 03:15:00+00:00,10343500,3.01,A -2023-04-28 03:30:00+00:00,10343500,3.0,A -2023-04-28 03:45:00+00:00,10343500,3.0,A -2023-04-28 04:00:00+00:00,10343500,3.0,A -2023-04-28 04:15:00+00:00,10343500,2.99,A -2023-04-28 04:30:00+00:00,10343500,2.98,A -2023-04-28 04:45:00+00:00,10343500,3.0,A -2023-04-28 05:00:00+00:00,10343500,2.99,A -2023-04-28 05:15:00+00:00,10343500,2.98,A -2023-04-28 05:30:00+00:00,10343500,2.97,A -2023-04-28 05:45:00+00:00,10343500,2.97,A -2023-04-28 06:00:00+00:00,10343500,2.97,A -2023-04-28 06:15:00+00:00,10343500,2.97,A -2023-04-28 06:30:00+00:00,10343500,2.96,A -2023-04-28 06:45:00+00:00,10343500,2.96,A -2023-04-28 07:00:00+00:00,10343500,2.95,A -2023-04-28 07:15:00+00:00,10343500,2.95,A -2023-04-28 07:30:00+00:00,10343500,2.94,A -2023-04-28 07:45:00+00:00,10343500,2.94,A -2023-04-28 08:00:00+00:00,10343500,2.94,A -2023-04-28 08:15:00+00:00,10343500,2.94,A -2023-04-28 08:30:00+00:00,10343500,2.93,A -2023-04-28 08:45:00+00:00,10343500,2.93,A -2023-04-28 09:00:00+00:00,10343500,2.92,A -2023-04-28 09:15:00+00:00,10343500,2.91,A -2023-04-28 09:30:00+00:00,10343500,2.92,A -2023-04-28 09:45:00+00:00,10343500,2.91,A -2023-04-28 10:00:00+00:00,10343500,2.91,A -2023-04-28 10:15:00+00:00,10343500,2.9,A -2023-04-28 10:30:00+00:00,10343500,2.91,A -2023-04-28 10:45:00+00:00,10343500,2.9,A -2023-04-28 11:00:00+00:00,10343500,2.9,A -2023-04-28 11:15:00+00:00,10343500,2.89,A -2023-04-28 11:30:00+00:00,10343500,2.9,A -2023-04-28 11:45:00+00:00,10343500,2.88,A -2023-04-28 12:00:00+00:00,10343500,2.88,A -2023-04-28 12:15:00+00:00,10343500,2.88,A -2023-04-28 12:30:00+00:00,10343500,2.87,A -2023-04-28 12:45:00+00:00,10343500,2.87,A -2023-04-28 13:00:00+00:00,10343500,2.86,A -2023-04-28 13:15:00+00:00,10343500,2.86,A -2023-04-28 13:30:00+00:00,10343500,2.86,A -2023-04-28 13:45:00+00:00,10343500,2.86,A -2023-04-28 14:00:00+00:00,10343500,2.85,A -2023-04-28 14:15:00+00:00,10343500,2.85,A -2023-04-28 14:30:00+00:00,10343500,2.84,A -2023-04-28 14:45:00+00:00,10343500,2.84,A -2023-04-28 15:00:00+00:00,10343500,2.83,A -2023-04-28 15:15:00+00:00,10343500,2.83,A -2023-04-28 15:30:00+00:00,10343500,2.82,A -2023-04-28 15:45:00+00:00,10343500,2.82,A -2023-04-28 16:00:00+00:00,10343500,2.83,A -2023-04-28 16:15:00+00:00,10343500,2.82,A -2023-04-28 16:30:00+00:00,10343500,2.82,A -2023-04-28 16:45:00+00:00,10343500,2.81,A -2023-04-28 17:00:00+00:00,10343500,2.81,A -2023-04-28 17:15:00+00:00,10343500,2.81,A -2023-04-28 17:30:00+00:00,10343500,2.8,A -2023-04-28 17:45:00+00:00,10343500,2.8,A -2023-04-28 18:00:00+00:00,10343500,2.8,A -2023-04-28 18:15:00+00:00,10343500,2.8,A -2023-04-28 18:30:00+00:00,10343500,2.8,A -2023-04-28 18:45:00+00:00,10343500,2.79,A -2023-04-28 19:00:00+00:00,10343500,2.79,A -2023-04-28 19:15:00+00:00,10343500,2.79,A -2023-04-28 19:30:00+00:00,10343500,2.8,A -2023-04-28 19:45:00+00:00,10343500,2.8,A -2023-04-28 20:00:00+00:00,10343500,2.8,A -2023-04-28 20:15:00+00:00,10343500,2.81,A -2023-04-28 20:30:00+00:00,10343500,2.82,A -2023-04-28 20:45:00+00:00,10343500,2.83,A -2023-04-28 21:00:00+00:00,10343500,2.84,A -2023-04-28 21:15:00+00:00,10343500,2.85,A -2023-04-28 21:30:00+00:00,10343500,2.87,A -2023-04-28 21:45:00+00:00,10343500,2.89,A -2023-04-28 22:00:00+00:00,10343500,2.9,A -2023-04-28 22:15:00+00:00,10343500,2.93,A -2023-04-28 22:30:00+00:00,10343500,2.95,A -2023-04-28 22:45:00+00:00,10343500,2.96,A -2023-04-28 23:00:00+00:00,10343500,2.99,A -2023-04-28 23:15:00+00:00,10343500,3.0,A -2023-04-28 23:30:00+00:00,10343500,3.03,A -2023-04-28 23:45:00+00:00,10343500,3.03,A -2023-04-29 00:00:00+00:00,10343500,3.01,A -2023-04-29 00:15:00+00:00,10343500,3.06,A -2023-04-29 00:30:00+00:00,10343500,3.08,A -2023-04-29 00:45:00+00:00,10343500,3.1,A -2023-04-29 01:00:00+00:00,10343500,3.11,A -2023-04-29 01:15:00+00:00,10343500,3.13,A -2023-04-29 01:30:00+00:00,10343500,3.12,A -2023-04-29 01:45:00+00:00,10343500,3.13,A -2023-04-29 02:00:00+00:00,10343500,3.13,A -2023-04-29 02:15:00+00:00,10343500,3.12,A -2023-04-29 02:30:00+00:00,10343500,3.14,A -2023-04-29 02:45:00+00:00,10343500,3.14,A -2023-04-29 03:00:00+00:00,10343500,3.13,A -2023-04-29 03:15:00+00:00,10343500,3.15,A -2023-04-29 03:30:00+00:00,10343500,3.16,A -2023-04-29 03:45:00+00:00,10343500,3.15,A -2023-04-29 04:00:00+00:00,10343500,3.15,A -2023-04-29 04:15:00+00:00,10343500,3.13,A -2023-04-29 04:30:00+00:00,10343500,3.14,A -2023-04-29 04:45:00+00:00,10343500,3.13,A -2023-04-29 05:00:00+00:00,10343500,3.09,A -2023-04-29 05:15:00+00:00,10343500,3.13,A -2023-04-29 05:30:00+00:00,10343500,3.12,A -2023-04-29 05:45:00+00:00,10343500,3.13,A -2023-04-29 06:00:00+00:00,10343500,3.12,A -2023-04-29 06:15:00+00:00,10343500,3.12,A -2023-04-29 06:30:00+00:00,10343500,3.11,A -2023-04-29 06:45:00+00:00,10343500,3.1,A -2023-04-29 07:00:00+00:00,10343500,3.09,A -2023-04-29 07:15:00+00:00,10343500,3.07,A -2023-04-29 07:30:00+00:00,10343500,3.08,A -2023-04-29 07:45:00+00:00,10343500,3.09,A -2023-04-29 08:00:00+00:00,10343500,3.07,A -2023-04-29 08:15:00+00:00,10343500,3.08,A -2023-04-29 08:30:00+00:00,10343500,3.07,A -2023-04-29 08:45:00+00:00,10343500,3.07,A -2023-04-29 09:00:00+00:00,10343500,3.06,A -2023-04-29 09:15:00+00:00,10343500,3.06,A -2023-04-29 09:30:00+00:00,10343500,3.05,A -2023-04-29 09:45:00+00:00,10343500,3.04,A -2023-04-29 10:00:00+00:00,10343500,3.04,A -2023-04-29 10:15:00+00:00,10343500,3.04,A -2023-04-29 10:30:00+00:00,10343500,3.04,A -2023-04-29 10:45:00+00:00,10343500,3.04,A -2023-04-29 11:00:00+00:00,10343500,3.03,A -2023-04-29 11:15:00+00:00,10343500,3.02,A -2023-04-29 11:30:00+00:00,10343500,3.02,A -2023-04-29 11:45:00+00:00,10343500,3.02,A -2023-04-29 12:00:00+00:00,10343500,3.01,A -2023-04-29 12:15:00+00:00,10343500,3.01,A -2023-04-29 12:30:00+00:00,10343500,3.01,A -2023-04-29 12:45:00+00:00,10343500,3.0,A -2023-04-29 13:00:00+00:00,10343500,3.0,A -2023-04-29 13:15:00+00:00,10343500,2.99,A -2023-04-29 13:30:00+00:00,10343500,2.99,A -2023-04-29 13:45:00+00:00,10343500,2.99,A -2023-04-29 14:00:00+00:00,10343500,2.98,A -2023-04-29 14:15:00+00:00,10343500,2.98,A -2023-04-29 14:30:00+00:00,10343500,2.97,A -2023-04-29 14:45:00+00:00,10343500,2.97,A -2023-04-29 15:00:00+00:00,10343500,2.97,A -2023-04-29 15:15:00+00:00,10343500,2.96,A -2023-04-29 15:30:00+00:00,10343500,2.96,A -2023-04-29 15:45:00+00:00,10343500,2.96,A -2023-04-29 16:00:00+00:00,10343500,2.95,A -2023-04-29 16:15:00+00:00,10343500,2.95,A -2023-04-29 16:30:00+00:00,10343500,2.94,A -2023-04-29 16:45:00+00:00,10343500,2.94,A -2023-04-29 17:00:00+00:00,10343500,2.94,A -2023-04-29 17:15:00+00:00,10343500,2.93,A -2023-04-29 17:30:00+00:00,10343500,2.93,A -2023-04-29 17:45:00+00:00,10343500,2.93,A -2023-04-29 18:00:00+00:00,10343500,2.93,A -2023-04-29 18:15:00+00:00,10343500,2.93,A -2023-04-29 18:30:00+00:00,10343500,2.92,A -2023-04-29 18:45:00+00:00,10343500,2.93,A -2023-04-29 19:00:00+00:00,10343500,2.92,A -2023-04-29 19:15:00+00:00,10343500,2.93,A -2023-04-29 19:30:00+00:00,10343500,2.93,A -2023-04-29 19:45:00+00:00,10343500,2.93,A -2023-04-29 20:00:00+00:00,10343500,2.93,A -2023-04-29 20:15:00+00:00,10343500,2.94,A -2023-04-29 20:30:00+00:00,10343500,2.95,A -2023-04-29 20:45:00+00:00,10343500,2.97,A -2023-04-29 21:00:00+00:00,10343500,2.98,A -2023-04-29 21:15:00+00:00,10343500,3.0,A -2023-04-29 21:30:00+00:00,10343500,3.02,A -2023-04-29 21:45:00+00:00,10343500,3.05,A -2023-04-29 22:00:00+00:00,10343500,3.06,A -2023-04-29 22:15:00+00:00,10343500,3.09,A -2023-04-29 22:30:00+00:00,10343500,3.11,A -2023-04-29 22:45:00+00:00,10343500,3.12,A -2023-04-29 23:00:00+00:00,10343500,3.17,A -2023-04-29 23:15:00+00:00,10343500,3.18,A -2023-04-29 23:30:00+00:00,10343500,3.2,A -2023-04-29 23:45:00+00:00,10343500,3.18,A -2023-04-30 00:00:00+00:00,10343500,3.24,A -2023-04-30 00:15:00+00:00,10343500,3.25,A -2023-04-30 00:30:00+00:00,10343500,3.26,A -2023-04-30 00:45:00+00:00,10343500,3.26,A -2023-04-30 01:00:00+00:00,10343500,3.28,A -2023-04-30 01:15:00+00:00,10343500,3.29,A -2023-04-30 01:30:00+00:00,10343500,3.27,A -2023-04-30 01:45:00+00:00,10343500,3.31,A -2023-04-30 02:00:00+00:00,10343500,3.3,A -2023-04-30 02:15:00+00:00,10343500,3.31,A -2023-04-30 02:30:00+00:00,10343500,3.32,A -2023-04-30 02:45:00+00:00,10343500,3.32,A -2023-04-30 03:00:00+00:00,10343500,3.32,A -2023-04-30 03:15:00+00:00,10343500,3.3,A -2023-04-30 03:30:00+00:00,10343500,3.31,A -2023-04-30 03:45:00+00:00,10343500,3.31,A -2023-04-30 04:00:00+00:00,10343500,3.29,A -2023-04-30 04:15:00+00:00,10343500,3.3,A -2023-04-30 04:30:00+00:00,10343500,3.3,A -2023-04-30 04:45:00+00:00,10343500,3.29,A -2023-04-30 05:00:00+00:00,10343500,3.29,A -2023-04-30 05:15:00+00:00,10343500,3.27,A -2023-04-30 05:30:00+00:00,10343500,3.28,A -2023-04-30 05:45:00+00:00,10343500,3.28,A -2023-04-30 06:00:00+00:00,10343500,3.27,A -2023-04-30 06:15:00+00:00,10343500,3.26,A -2023-04-30 06:30:00+00:00,10343500,3.26,A -2023-04-30 06:45:00+00:00,10343500,3.26,A -2023-04-30 07:00:00+00:00,10343500,3.24,A -2023-04-30 07:15:00+00:00,10343500,3.24,A -2023-04-30 07:30:00+00:00,10343500,3.23,A -2023-04-30 07:45:00+00:00,10343500,3.23,A -2023-04-30 08:00:00+00:00,10343500,3.23,A -2023-04-30 08:15:00+00:00,10343500,3.22,A -2023-04-30 08:30:00+00:00,10343500,3.21,A -2023-04-30 08:45:00+00:00,10343500,3.2,A -2023-04-30 09:00:00+00:00,10343500,3.2,A -2023-04-30 09:15:00+00:00,10343500,3.21,A -2023-04-30 09:30:00+00:00,10343500,3.2,A -2023-04-30 09:45:00+00:00,10343500,3.19,A -2023-04-30 10:00:00+00:00,10343500,3.18,A -2023-04-30 10:15:00+00:00,10343500,3.18,A -2023-04-30 10:30:00+00:00,10343500,3.18,A -2023-04-30 10:45:00+00:00,10343500,3.17,A -2023-04-30 11:00:00+00:00,10343500,3.17,A -2023-04-30 11:15:00+00:00,10343500,3.17,A -2023-04-30 11:30:00+00:00,10343500,3.16,A -2023-04-30 11:45:00+00:00,10343500,3.15,A -2023-04-30 12:00:00+00:00,10343500,3.15,A -2023-04-30 12:15:00+00:00,10343500,3.14,A -2023-04-30 12:30:00+00:00,10343500,3.14,A -2023-04-30 12:45:00+00:00,10343500,3.14,A -2023-04-30 13:00:00+00:00,10343500,3.13,A -2023-04-30 13:15:00+00:00,10343500,3.13,A -2023-04-30 13:30:00+00:00,10343500,3.13,A -2023-04-30 13:45:00+00:00,10343500,3.13,A -2023-04-30 14:00:00+00:00,10343500,3.12,A -2023-04-30 14:15:00+00:00,10343500,3.11,A -2023-04-30 14:30:00+00:00,10343500,3.11,A -2023-04-30 14:45:00+00:00,10343500,3.11,A -2023-04-30 15:00:00+00:00,10343500,3.1,A -2023-04-30 15:15:00+00:00,10343500,3.09,A -2023-04-30 15:30:00+00:00,10343500,3.09,A -2023-04-30 15:45:00+00:00,10343500,3.09,A -2023-04-30 16:00:00+00:00,10343500,3.08,A -2023-04-30 16:15:00+00:00,10343500,3.08,A -2023-04-30 16:30:00+00:00,10343500,3.08,A -2023-04-30 16:45:00+00:00,10343500,3.07,A -2023-04-30 17:00:00+00:00,10343500,3.08,A -2023-04-30 17:15:00+00:00,10343500,3.06,A -2023-04-30 17:30:00+00:00,10343500,3.07,A -2023-04-30 17:45:00+00:00,10343500,3.06,A -2023-04-30 18:00:00+00:00,10343500,3.06,A -2023-04-30 18:15:00+00:00,10343500,3.06,A -2023-04-30 18:30:00+00:00,10343500,3.05,A -2023-04-30 18:45:00+00:00,10343500,3.05,A -2023-04-30 19:00:00+00:00,10343500,3.05,A -2023-04-30 19:15:00+00:00,10343500,3.06,A -2023-04-30 19:30:00+00:00,10343500,3.06,A -2023-04-30 19:45:00+00:00,10343500,3.06,A -2023-04-30 20:00:00+00:00,10343500,3.06,A -2023-04-30 20:15:00+00:00,10343500,3.08,A -2023-04-30 20:30:00+00:00,10343500,3.08,A -2023-04-30 20:45:00+00:00,10343500,3.09,A -2023-04-30 21:00:00+00:00,10343500,3.1,A -2023-04-30 21:15:00+00:00,10343500,3.11,A -2023-04-30 21:30:00+00:00,10343500,3.13,A -2023-04-30 21:45:00+00:00,10343500,3.15,A -2023-04-30 22:00:00+00:00,10343500,3.17,A -2023-04-30 22:15:00+00:00,10343500,3.19,A -2023-04-30 22:30:00+00:00,10343500,3.21,A -2023-04-30 22:45:00+00:00,10343500,3.24,A -2023-04-30 23:00:00+00:00,10343500,3.25,A -2023-04-30 23:15:00+00:00,10343500,3.27,A -2023-04-30 23:30:00+00:00,10343500,3.29,A -2023-04-30 23:45:00+00:00,10343500,3.29,A -2023-05-01 00:00:00+00:00,10343500,3.3,A -2023-05-01 00:15:00+00:00,10343500,3.32,A -2023-05-01 00:30:00+00:00,10343500,3.34,A -2023-05-01 00:45:00+00:00,10343500,3.34,A -2023-05-01 01:00:00+00:00,10343500,3.35,A -2023-05-01 01:15:00+00:00,10343500,3.36,A -2023-05-01 01:30:00+00:00,10343500,3.36,A -2023-05-01 01:45:00+00:00,10343500,3.36,A -2023-05-01 02:00:00+00:00,10343500,3.36,A -2023-05-01 02:15:00+00:00,10343500,3.38,A -2023-05-01 02:30:00+00:00,10343500,3.38,A -2023-05-01 02:45:00+00:00,10343500,3.36,A -2023-05-01 03:00:00+00:00,10343500,3.38,A -2023-05-01 03:15:00+00:00,10343500,3.36,A -2023-05-01 03:30:00+00:00,10343500,3.38,A -2023-05-01 03:45:00+00:00,10343500,3.37,A -2023-05-01 04:00:00+00:00,10343500,3.36,A -2023-05-01 04:15:00+00:00,10343500,3.35,A -2023-05-01 04:30:00+00:00,10343500,3.36,A -2023-05-01 04:45:00+00:00,10343500,3.34,A -2023-05-01 05:00:00+00:00,10343500,3.34,A -2023-05-01 05:15:00+00:00,10343500,3.34,A -2023-05-01 05:30:00+00:00,10343500,3.35,A -2023-05-01 05:45:00+00:00,10343500,3.34,A -2023-05-01 06:00:00+00:00,10343500,3.32,A -2023-05-01 06:15:00+00:00,10343500,3.33,A -2023-05-01 06:30:00+00:00,10343500,3.32,A -2023-05-01 06:45:00+00:00,10343500,3.33,A -2023-05-01 07:00:00+00:00,10343500,3.31,A -2023-05-01 07:15:00+00:00,10343500,3.31,A -2023-05-01 07:30:00+00:00,10343500,3.29,A -2023-05-01 07:45:00+00:00,10343500,3.3,A -2023-05-01 08:00:00+00:00,10343500,3.29,A -2023-05-01 08:15:00+00:00,10343500,3.29,A -2023-05-01 08:30:00+00:00,10343500,3.29,A -2023-05-01 08:45:00+00:00,10343500,3.28,A -2023-05-01 09:00:00+00:00,10343500,3.28,A -2023-05-01 09:15:00+00:00,10343500,3.27,A -2023-05-01 09:30:00+00:00,10343500,3.27,A -2023-05-01 09:45:00+00:00,10343500,3.26,A -2023-05-01 10:00:00+00:00,10343500,3.26,A -2023-05-01 10:15:00+00:00,10343500,3.26,A -2023-05-01 10:30:00+00:00,10343500,3.25,A -2023-05-01 10:45:00+00:00,10343500,3.24,A -2023-05-01 11:00:00+00:00,10343500,3.25,A -2023-05-01 11:15:00+00:00,10343500,3.25,A -2023-05-01 11:30:00+00:00,10343500,3.24,A -2023-05-01 11:45:00+00:00,10343500,3.23,A -2023-05-01 12:00:00+00:00,10343500,3.24,A -2023-05-01 12:15:00+00:00,10343500,3.23,A -2023-05-01 12:30:00+00:00,10343500,3.22,A -2023-05-01 12:45:00+00:00,10343500,3.22,A -2023-05-01 13:00:00+00:00,10343500,3.22,A -2023-05-01 13:15:00+00:00,10343500,3.21,A -2023-05-01 13:30:00+00:00,10343500,3.2,A -2023-05-01 13:45:00+00:00,10343500,3.21,A -2023-05-01 14:00:00+00:00,10343500,3.21,A -2023-05-01 14:15:00+00:00,10343500,3.2,A -2023-05-01 14:30:00+00:00,10343500,3.2,A -2023-05-01 14:45:00+00:00,10343500,3.19,A -2023-05-01 15:00:00+00:00,10343500,3.19,A -2023-05-01 15:15:00+00:00,10343500,3.18,A -2023-05-01 15:30:00+00:00,10343500,3.18,A -2023-05-01 15:45:00+00:00,10343500,3.18,A -2023-05-01 16:00:00+00:00,10343500,3.18,A -2023-05-01 16:15:00+00:00,10343500,3.18,A -2023-05-01 16:30:00+00:00,10343500,3.18,A -2023-05-01 16:45:00+00:00,10343500,3.17,A -2023-05-01 17:00:00+00:00,10343500,3.18,A -2023-05-01 17:15:00+00:00,10343500,3.16,A -2023-05-01 17:30:00+00:00,10343500,3.17,A -2023-05-01 17:45:00+00:00,10343500,3.17,A -2023-05-01 18:00:00+00:00,10343500,3.16,A -2023-05-01 18:15:00+00:00,10343500,3.16,A -2023-05-01 18:30:00+00:00,10343500,3.16,A -2023-05-01 18:45:00+00:00,10343500,3.16,A -2023-05-01 19:00:00+00:00,10343500,3.17,A -2023-05-01 19:15:00+00:00,10343500,3.17,A -2023-05-01 19:30:00+00:00,10343500,3.17,A -2023-05-01 19:45:00+00:00,10343500,3.19,A -2023-05-01 20:00:00+00:00,10343500,3.18,A -2023-05-01 20:15:00+00:00,10343500,3.2,A -2023-05-01 20:30:00+00:00,10343500,3.21,A -2023-05-01 20:45:00+00:00,10343500,3.22,A -2023-05-01 21:00:00+00:00,10343500,3.24,A -2023-05-01 21:15:00+00:00,10343500,3.25,A -2023-05-01 21:30:00+00:00,10343500,3.27,A -2023-05-01 21:45:00+00:00,10343500,3.29,A -2023-05-01 22:00:00+00:00,10343500,3.3,A -2023-05-01 22:15:00+00:00,10343500,3.31,A -2023-05-01 22:30:00+00:00,10343500,3.34,A -2023-05-01 22:45:00+00:00,10343500,3.34,A -2023-05-01 23:00:00+00:00,10343500,3.36,A -2023-05-01 23:15:00+00:00,10343500,3.37,A -2023-05-01 23:30:00+00:00,10343500,3.38,A -2023-05-01 23:45:00+00:00,10343500,3.38,A -2023-05-02 00:00:00+00:00,10343500,3.4,A -2023-05-02 00:15:00+00:00,10343500,3.4,A -2023-05-02 00:30:00+00:00,10343500,3.38,A -2023-05-02 00:45:00+00:00,10343500,3.41,A -2023-05-02 01:00:00+00:00,10343500,3.41,A -2023-05-02 01:15:00+00:00,10343500,3.41,A -2023-05-02 01:30:00+00:00,10343500,3.41,A -2023-05-02 01:45:00+00:00,10343500,3.41,A -2023-05-02 02:00:00+00:00,10343500,3.4,A -2023-05-02 02:15:00+00:00,10343500,3.39,A -2023-05-02 02:30:00+00:00,10343500,3.37,A -2023-05-02 02:45:00+00:00,10343500,3.38,A -2023-05-02 03:00:00+00:00,10343500,3.37,A -2023-05-02 03:15:00+00:00,10343500,3.37,A -2023-05-02 03:30:00+00:00,10343500,3.37,A -2023-05-02 03:45:00+00:00,10343500,3.37,A -2023-05-02 04:00:00+00:00,10343500,3.35,A -2023-05-02 04:15:00+00:00,10343500,3.34,A -2023-05-02 04:30:00+00:00,10343500,3.35,A -2023-05-02 04:45:00+00:00,10343500,3.33,A -2023-05-02 05:00:00+00:00,10343500,3.33,A -2023-05-02 05:15:00+00:00,10343500,3.32,A -2023-05-02 05:30:00+00:00,10343500,3.32,A -2023-05-02 05:45:00+00:00,10343500,3.32,A -2023-05-02 06:00:00+00:00,10343500,3.31,A -2023-05-02 06:15:00+00:00,10343500,3.3,A -2023-05-02 06:30:00+00:00,10343500,3.29,A -2023-05-02 06:45:00+00:00,10343500,3.29,A -2023-05-02 07:00:00+00:00,10343500,3.29,A -2023-05-02 07:15:00+00:00,10343500,3.29,A -2023-05-02 07:30:00+00:00,10343500,3.28,A -2023-05-02 07:45:00+00:00,10343500,3.28,A -2023-05-02 08:00:00+00:00,10343500,3.28,A -2023-05-02 08:15:00+00:00,10343500,3.27,A -2023-05-02 08:30:00+00:00,10343500,3.26,A -2023-05-02 08:45:00+00:00,10343500,3.25,A -2023-05-02 09:00:00+00:00,10343500,3.25,A -2023-05-02 09:15:00+00:00,10343500,3.25,A -2023-05-02 09:30:00+00:00,10343500,3.24,A -2023-05-02 09:45:00+00:00,10343500,3.24,A -2023-05-02 10:00:00+00:00,10343500,3.23,A -2023-05-02 10:15:00+00:00,10343500,3.22,A -2023-05-02 10:30:00+00:00,10343500,3.22,A -2023-05-02 10:45:00+00:00,10343500,3.21,A -2023-05-02 11:00:00+00:00,10343500,3.21,A -2023-05-02 11:15:00+00:00,10343500,3.2,A -2023-05-02 11:30:00+00:00,10343500,3.2,A -2023-05-02 11:45:00+00:00,10343500,3.19,A -2023-05-02 12:00:00+00:00,10343500,3.18,A -2023-05-02 12:15:00+00:00,10343500,3.18,A -2023-05-02 12:30:00+00:00,10343500,3.18,A -2023-05-02 12:45:00+00:00,10343500,3.17,A -2023-05-02 13:00:00+00:00,10343500,3.17,A -2023-05-02 13:15:00+00:00,10343500,3.16,A -2023-05-02 13:30:00+00:00,10343500,3.15,A -2023-05-02 13:45:00+00:00,10343500,3.15,A -2023-05-02 14:00:00+00:00,10343500,3.14,A -2023-05-02 14:15:00+00:00,10343500,3.14,A -2023-05-02 14:30:00+00:00,10343500,3.14,A -2023-05-02 14:45:00+00:00,10343500,3.13,A -2023-05-02 15:00:00+00:00,10343500,3.12,A -2023-05-02 15:15:00+00:00,10343500,3.12,A -2023-05-02 15:30:00+00:00,10343500,3.11,A -2023-05-02 15:45:00+00:00,10343500,3.11,A -2023-05-02 16:00:00+00:00,10343500,3.1,A -2023-05-02 16:15:00+00:00,10343500,3.1,A -2023-05-02 16:30:00+00:00,10343500,3.09,A -2023-05-02 16:45:00+00:00,10343500,3.09,A -2023-05-02 17:00:00+00:00,10343500,3.09,A -2023-05-02 17:15:00+00:00,10343500,3.08,A -2023-05-02 17:30:00+00:00,10343500,3.08,A -2023-05-02 17:45:00+00:00,10343500,3.07,A -2023-05-02 18:00:00+00:00,10343500,3.07,A -2023-05-02 18:15:00+00:00,10343500,3.07,A -2023-05-02 18:30:00+00:00,10343500,3.06,A -2023-05-02 18:45:00+00:00,10343500,3.05,A -2023-05-02 19:00:00+00:00,10343500,3.06,A -2023-05-02 19:15:00+00:00,10343500,3.05,A -2023-05-02 19:30:00+00:00,10343500,3.05,A -2023-05-02 19:45:00+00:00,10343500,3.04,A -2023-05-02 20:00:00+00:00,10343500,3.04,A -2023-05-02 20:15:00+00:00,10343500,3.04,A -2023-05-02 20:30:00+00:00,10343500,3.04,A -2023-05-02 20:45:00+00:00,10343500,3.04,A -2023-05-02 21:00:00+00:00,10343500,3.03,A -2023-05-02 21:15:00+00:00,10343500,3.03,A -2023-05-02 21:30:00+00:00,10343500,3.02,A -2023-05-02 21:45:00+00:00,10343500,3.02,A -2023-05-02 22:00:00+00:00,10343500,3.01,A -2023-05-02 22:15:00+00:00,10343500,3.01,A -2023-05-02 22:30:00+00:00,10343500,3.01,A -2023-05-02 22:45:00+00:00,10343500,3.01,A -2023-05-02 23:00:00+00:00,10343500,3.01,A -2023-05-02 23:15:00+00:00,10343500,3.01,A -2023-05-02 23:30:00+00:00,10343500,3.0,A -2023-05-02 23:45:00+00:00,10343500,3.0,A -2023-05-03 00:00:00+00:00,10343500,3.0,A -2023-05-03 00:15:00+00:00,10343500,2.99,A -2023-05-03 00:30:00+00:00,10343500,2.99,A -2023-05-03 00:45:00+00:00,10343500,2.98,A -2023-05-03 01:00:00+00:00,10343500,2.98,A -2023-05-03 01:15:00+00:00,10343500,2.98,A -2023-05-03 01:30:00+00:00,10343500,2.98,A -2023-05-03 01:45:00+00:00,10343500,2.97,A -2023-05-03 02:00:00+00:00,10343500,2.98,A -2023-05-03 02:15:00+00:00,10343500,2.97,A -2023-05-03 02:30:00+00:00,10343500,2.97,A -2023-05-03 02:45:00+00:00,10343500,2.97,A -2023-05-03 03:00:00+00:00,10343500,2.97,A -2023-05-03 03:15:00+00:00,10343500,2.96,A -2023-05-03 03:30:00+00:00,10343500,2.96,A -2023-05-03 03:45:00+00:00,10343500,2.95,A -2023-05-03 04:00:00+00:00,10343500,2.96,A -2023-05-03 04:15:00+00:00,10343500,2.95,A -2023-05-03 04:30:00+00:00,10343500,2.95,A -2023-05-03 04:45:00+00:00,10343500,2.94,A -2023-05-03 05:00:00+00:00,10343500,2.93,A -2023-05-03 05:15:00+00:00,10343500,2.94,A -2023-05-03 05:30:00+00:00,10343500,2.93,A -2023-05-03 05:45:00+00:00,10343500,2.93,A -2023-05-03 06:00:00+00:00,10343500,2.93,A -2023-05-03 06:15:00+00:00,10343500,2.93,A -2023-05-03 06:30:00+00:00,10343500,2.92,A -2023-05-03 06:45:00+00:00,10343500,2.92,A -2023-05-03 07:00:00+00:00,10343500,2.91,A -2023-05-03 07:15:00+00:00,10343500,2.91,A -2023-05-03 07:30:00+00:00,10343500,2.92,A -2023-05-03 07:45:00+00:00,10343500,2.92,A -2023-05-03 08:00:00+00:00,10343500,2.91,A -2023-05-03 08:15:00+00:00,10343500,2.9,A -2023-05-03 08:30:00+00:00,10343500,2.9,A -2023-05-03 08:45:00+00:00,10343500,2.9,A -2023-05-03 09:00:00+00:00,10343500,2.9,A -2023-05-03 09:15:00+00:00,10343500,2.89,A -2023-05-03 09:30:00+00:00,10343500,2.89,A -2023-05-03 09:45:00+00:00,10343500,2.9,A -2023-05-03 10:00:00+00:00,10343500,2.89,A -2023-05-03 10:15:00+00:00,10343500,2.89,A -2023-05-03 10:30:00+00:00,10343500,2.89,A -2023-05-03 10:45:00+00:00,10343500,2.88,A -2023-05-03 11:00:00+00:00,10343500,2.89,A -2023-05-03 11:15:00+00:00,10343500,2.88,A -2023-05-03 11:30:00+00:00,10343500,2.88,A -2023-05-03 11:45:00+00:00,10343500,2.88,A -2023-05-03 12:00:00+00:00,10343500,2.87,A -2023-05-03 12:15:00+00:00,10343500,2.88,A -2023-05-03 12:30:00+00:00,10343500,2.87,A -2023-05-03 12:45:00+00:00,10343500,2.88,A -2023-05-03 13:00:00+00:00,10343500,2.87,A -2023-05-03 13:15:00+00:00,10343500,2.86,A -2023-05-03 13:30:00+00:00,10343500,2.87,A -2023-05-03 13:45:00+00:00,10343500,2.87,A -2023-05-03 14:00:00+00:00,10343500,2.86,A -2023-05-03 14:15:00+00:00,10343500,2.86,A -2023-05-03 14:30:00+00:00,10343500,2.86,A -2023-05-03 14:45:00+00:00,10343500,2.86,A -2023-05-03 15:00:00+00:00,10343500,2.86,A -2023-05-03 15:15:00+00:00,10343500,2.85,A -2023-05-03 15:30:00+00:00,10343500,2.85,A -2023-05-03 15:45:00+00:00,10343500,2.85,A -2023-05-03 16:00:00+00:00,10343500,2.85,A -2023-05-03 16:15:00+00:00,10343500,2.85,A -2023-05-03 16:30:00+00:00,10343500,2.85,A -2023-05-03 16:45:00+00:00,10343500,2.85,A -2023-05-03 17:00:00+00:00,10343500,2.85,A -2023-05-03 17:15:00+00:00,10343500,2.85,A -2023-05-03 17:30:00+00:00,10343500,2.85,A -2023-05-03 17:45:00+00:00,10343500,2.84,A -2023-05-03 18:00:00+00:00,10343500,2.84,A -2023-05-03 18:15:00+00:00,10343500,2.84,A -2023-05-03 18:30:00+00:00,10343500,2.84,A -2023-05-03 18:45:00+00:00,10343500,2.84,A -2023-05-03 19:00:00+00:00,10343500,2.84,A -2023-05-03 19:15:00+00:00,10343500,2.84,A -2023-05-03 19:30:00+00:00,10343500,2.84,A -2023-05-03 19:45:00+00:00,10343500,2.85,A -2023-05-03 20:00:00+00:00,10343500,2.84,A -2023-05-03 20:15:00+00:00,10343500,2.84,A -2023-05-03 20:30:00+00:00,10343500,2.84,A -2023-05-03 20:45:00+00:00,10343500,2.84,A -2023-05-03 21:00:00+00:00,10343500,2.84,A -2023-05-03 21:15:00+00:00,10343500,2.83,A -2023-05-03 21:30:00+00:00,10343500,2.83,A -2023-05-03 21:45:00+00:00,10343500,2.84,A -2023-05-03 22:00:00+00:00,10343500,2.83,A -2023-05-03 22:15:00+00:00,10343500,2.84,A -2023-05-03 22:30:00+00:00,10343500,2.83,A -2023-05-03 22:45:00+00:00,10343500,2.83,A -2023-05-03 23:00:00+00:00,10343500,2.84,A -2023-05-03 23:15:00+00:00,10343500,2.84,A -2023-05-03 23:30:00+00:00,10343500,2.84,A -2023-05-03 23:45:00+00:00,10343500,2.84,A -2023-05-04 00:00:00+00:00,10343500,2.85,A -2023-05-04 00:15:00+00:00,10343500,2.84,A -2023-05-04 00:30:00+00:00,10343500,2.85,A -2023-05-04 00:45:00+00:00,10343500,2.84,A -2023-05-04 01:00:00+00:00,10343500,2.85,A -2023-05-04 01:15:00+00:00,10343500,2.85,A -2023-05-04 01:30:00+00:00,10343500,2.85,A -2023-05-04 01:45:00+00:00,10343500,2.85,A -2023-05-04 02:00:00+00:00,10343500,2.85,A -2023-05-04 02:15:00+00:00,10343500,2.86,A -2023-05-04 02:30:00+00:00,10343500,2.85,A -2023-05-04 02:45:00+00:00,10343500,2.85,A -2023-05-04 03:00:00+00:00,10343500,2.85,A -2023-05-04 03:15:00+00:00,10343500,2.85,A -2023-05-04 03:30:00+00:00,10343500,2.85,A -2023-05-04 03:45:00+00:00,10343500,2.85,A -2023-05-04 04:00:00+00:00,10343500,2.85,A -2023-05-04 04:15:00+00:00,10343500,2.84,A -2023-05-04 04:30:00+00:00,10343500,2.84,A -2023-05-04 04:45:00+00:00,10343500,2.84,A -2023-05-04 05:00:00+00:00,10343500,2.85,A -2023-05-04 05:15:00+00:00,10343500,2.84,A -2023-05-04 05:30:00+00:00,10343500,2.84,A -2023-05-04 05:45:00+00:00,10343500,2.84,A -2023-05-04 06:00:00+00:00,10343500,2.84,A -2023-05-04 06:15:00+00:00,10343500,2.84,A -2023-05-04 06:30:00+00:00,10343500,2.84,A -2023-05-04 06:45:00+00:00,10343500,2.83,A -2023-05-04 07:00:00+00:00,10343500,2.83,A -2023-05-04 07:15:00+00:00,10343500,2.83,A -2023-05-04 07:30:00+00:00,10343500,2.83,A -2023-05-04 07:45:00+00:00,10343500,2.83,A -2023-05-04 08:00:00+00:00,10343500,2.83,A -2023-05-04 08:15:00+00:00,10343500,2.83,A -2023-05-04 08:30:00+00:00,10343500,2.83,A -2023-05-04 08:45:00+00:00,10343500,2.82,A -2023-05-04 09:00:00+00:00,10343500,2.82,A -2023-05-04 09:15:00+00:00,10343500,2.82,A -2023-05-04 09:30:00+00:00,10343500,2.82,A -2023-05-04 09:45:00+00:00,10343500,2.82,A -2023-05-04 10:00:00+00:00,10343500,2.81,A -2023-05-04 10:15:00+00:00,10343500,2.82,A -2023-05-04 10:30:00+00:00,10343500,2.81,A -2023-05-04 10:45:00+00:00,10343500,2.81,A -2023-05-04 11:00:00+00:00,10343500,2.81,A -2023-05-04 11:15:00+00:00,10343500,2.81,A -2023-05-04 11:30:00+00:00,10343500,2.81,A -2023-05-04 11:45:00+00:00,10343500,2.8,A -2023-05-04 12:00:00+00:00,10343500,2.81,A -2023-05-04 12:15:00+00:00,10343500,2.8,A -2023-05-04 12:30:00+00:00,10343500,2.8,A -2023-05-04 12:45:00+00:00,10343500,2.8,A -2023-05-04 13:00:00+00:00,10343500,2.8,A -2023-05-04 13:15:00+00:00,10343500,2.8,A -2023-05-04 13:30:00+00:00,10343500,2.79,A -2023-05-04 13:45:00+00:00,10343500,2.79,A -2023-05-04 14:00:00+00:00,10343500,2.79,A -2023-05-04 14:15:00+00:00,10343500,2.79,A -2023-05-04 14:30:00+00:00,10343500,2.79,A -2023-05-04 14:45:00+00:00,10343500,2.79,A -2023-05-04 15:00:00+00:00,10343500,2.78,A -2023-05-04 15:15:00+00:00,10343500,2.78,A -2023-05-04 15:30:00+00:00,10343500,2.78,A -2023-05-04 15:45:00+00:00,10343500,2.78,A -2023-05-04 16:00:00+00:00,10343500,2.78,A -2023-05-04 16:15:00+00:00,10343500,2.78,A -2023-05-04 16:30:00+00:00,10343500,2.78,A -2023-05-04 16:45:00+00:00,10343500,2.77,A -2023-05-04 17:00:00+00:00,10343500,2.78,A -2023-05-04 17:15:00+00:00,10343500,2.77,A -2023-05-04 17:30:00+00:00,10343500,2.77,A -2023-05-04 17:45:00+00:00,10343500,2.77,A -2023-05-04 18:00:00+00:00,10343500,2.77,A -2023-05-04 18:15:00+00:00,10343500,2.77,A -2023-05-04 18:30:00+00:00,10343500,2.77,A -2023-05-04 18:45:00+00:00,10343500,2.77,A -2023-05-04 19:00:00+00:00,10343500,2.77,A -2023-05-04 19:15:00+00:00,10343500,2.76,A -2023-05-04 19:30:00+00:00,10343500,2.76,A -2023-05-04 19:45:00+00:00,10343500,2.76,A -2023-05-04 20:00:00+00:00,10343500,2.76,A -2023-05-04 20:15:00+00:00,10343500,2.77,A -2023-05-04 20:30:00+00:00,10343500,2.76,A -2023-05-04 20:45:00+00:00,10343500,2.76,A -2023-05-04 21:00:00+00:00,10343500,2.77,A -2023-05-04 21:15:00+00:00,10343500,2.76,A -2023-05-04 21:30:00+00:00,10343500,2.76,A -2023-05-04 21:45:00+00:00,10343500,2.76,A -2023-05-04 22:00:00+00:00,10343500,2.76,A -2023-05-04 22:15:00+00:00,10343500,2.76,A -2023-05-04 22:30:00+00:00,10343500,2.76,A -2023-05-04 22:45:00+00:00,10343500,2.76,A -2023-05-04 23:00:00+00:00,10343500,2.75,A -2023-05-04 23:15:00+00:00,10343500,2.76,A -2023-05-04 23:30:00+00:00,10343500,2.75,A -2023-05-04 23:45:00+00:00,10343500,2.75,A -2023-05-05 00:00:00+00:00,10343500,2.75,A -2023-05-05 00:15:00+00:00,10343500,2.75,A -2023-05-05 00:30:00+00:00,10343500,2.75,A -2023-05-05 00:45:00+00:00,10343500,2.75,A -2023-05-05 01:00:00+00:00,10343500,2.75,A -2023-05-05 01:15:00+00:00,10343500,2.75,A -2023-05-05 01:30:00+00:00,10343500,2.75,A -2023-05-05 01:45:00+00:00,10343500,2.75,A -2023-05-05 02:00:00+00:00,10343500,2.75,A -2023-05-05 02:15:00+00:00,10343500,2.75,A -2023-05-05 02:30:00+00:00,10343500,2.75,A -2023-05-05 02:45:00+00:00,10343500,2.75,A -2023-05-05 03:00:00+00:00,10343500,2.75,A -2023-05-05 03:15:00+00:00,10343500,2.75,A -2023-05-05 03:30:00+00:00,10343500,2.75,A -2023-05-05 03:45:00+00:00,10343500,2.75,A -2023-05-05 04:00:00+00:00,10343500,2.75,A -2023-05-05 04:15:00+00:00,10343500,2.74,A -2023-05-05 04:30:00+00:00,10343500,2.74,A -2023-05-05 04:45:00+00:00,10343500,2.75,A -2023-05-05 05:00:00+00:00,10343500,2.74,A -2023-05-05 05:15:00+00:00,10343500,2.74,A -2023-05-05 05:30:00+00:00,10343500,2.74,A -2023-05-05 05:45:00+00:00,10343500,2.74,A -2023-05-05 06:00:00+00:00,10343500,2.74,A -2023-05-05 06:15:00+00:00,10343500,2.74,A -2023-05-05 06:30:00+00:00,10343500,2.74,A -2023-05-05 06:45:00+00:00,10343500,2.73,A -2023-05-05 07:00:00+00:00,10343500,2.73,A -2023-05-05 07:15:00+00:00,10343500,2.73,A -2023-05-05 07:30:00+00:00,10343500,2.73,A -2023-05-05 07:45:00+00:00,10343500,2.73,A -2023-05-05 08:00:00+00:00,10343500,2.73,A -2023-05-05 08:15:00+00:00,10343500,2.73,A -2023-05-05 08:30:00+00:00,10343500,2.72,A -2023-05-05 08:45:00+00:00,10343500,2.72,A -2023-05-05 09:00:00+00:00,10343500,2.72,A -2023-05-05 09:15:00+00:00,10343500,2.72,A -2023-05-05 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15:15:00+00:00,10343500,2.7,A -2023-05-05 15:30:00+00:00,10343500,2.7,A -2023-05-05 15:45:00+00:00,10343500,2.7,A -2023-05-05 16:00:00+00:00,10343500,2.69,A -2023-05-05 16:15:00+00:00,10343500,2.69,A -2023-05-05 16:30:00+00:00,10343500,2.69,A -2023-05-05 16:45:00+00:00,10343500,2.69,A -2023-05-05 17:00:00+00:00,10343500,2.69,A -2023-05-05 17:15:00+00:00,10343500,2.69,A -2023-05-05 17:30:00+00:00,10343500,2.69,A -2023-05-05 17:45:00+00:00,10343500,2.69,A -2023-05-05 18:00:00+00:00,10343500,2.69,A -2023-05-05 18:15:00+00:00,10343500,2.69,A -2023-05-05 18:30:00+00:00,10343500,2.68,A -2023-05-05 18:45:00+00:00,10343500,2.68,A -2023-05-05 19:00:00+00:00,10343500,2.68,A -2023-05-05 19:15:00+00:00,10343500,2.69,A -2023-05-05 19:30:00+00:00,10343500,2.68,A -2023-05-05 19:45:00+00:00,10343500,2.68,A -2023-05-05 20:00:00+00:00,10343500,2.69,A -2023-05-05 20:15:00+00:00,10343500,2.68,A -2023-05-05 20:30:00+00:00,10343500,2.68,A -2023-05-05 20:45:00+00:00,10343500,2.68,A -2023-05-05 21:00:00+00:00,10343500,2.68,A -2023-05-05 21:15:00+00:00,10343500,2.69,A -2023-05-05 21:30:00+00:00,10343500,2.69,A -2023-05-05 21:45:00+00:00,10343500,2.7,A -2023-05-05 22:00:00+00:00,10343500,2.7,A -2023-05-05 22:15:00+00:00,10343500,2.71,A -2023-05-05 22:30:00+00:00,10343500,2.71,A -2023-05-05 22:45:00+00:00,10343500,2.71,A -2023-05-05 23:00:00+00:00,10343500,2.72,A -2023-05-05 23:15:00+00:00,10343500,2.72,A -2023-05-05 23:30:00+00:00,10343500,2.73,A -2023-05-05 23:45:00+00:00,10343500,2.74,A -2023-05-06 00:00:00+00:00,10343500,2.75,A -2023-05-06 00:15:00+00:00,10343500,2.76,A -2023-05-06 00:30:00+00:00,10343500,2.77,A -2023-05-06 00:45:00+00:00,10343500,2.77,A -2023-05-06 01:00:00+00:00,10343500,2.77,A -2023-05-06 01:15:00+00:00,10343500,2.77,A -2023-05-06 01:30:00+00:00,10343500,2.78,A -2023-05-06 01:45:00+00:00,10343500,2.78,A -2023-05-06 02:00:00+00:00,10343500,2.78,A -2023-05-06 02:15:00+00:00,10343500,2.78,A -2023-05-06 02:30:00+00:00,10343500,2.78,A -2023-05-06 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19:00:00+00:00,10343500,2.61,A -2023-05-07 19:15:00+00:00,10343500,2.61,A -2023-05-07 19:30:00+00:00,10343500,2.61,A -2023-05-07 19:45:00+00:00,10343500,2.61,A -2023-05-07 20:00:00+00:00,10343500,2.62,A -2023-05-07 20:15:00+00:00,10343500,2.62,A -2023-05-07 20:30:00+00:00,10343500,2.61,A -2023-05-07 20:45:00+00:00,10343500,2.62,A -2023-05-07 21:00:00+00:00,10343500,2.62,A -2023-05-07 21:15:00+00:00,10343500,2.62,A -2023-05-07 21:30:00+00:00,10343500,2.62,A -2023-05-07 21:45:00+00:00,10343500,2.63,A -2023-05-07 22:00:00+00:00,10343500,2.63,A -2023-05-07 22:15:00+00:00,10343500,2.63,A -2023-05-07 22:30:00+00:00,10343500,2.63,A -2023-05-07 22:45:00+00:00,10343500,2.63,A -2023-05-07 23:00:00+00:00,10343500,2.63,A -2023-05-07 23:15:00+00:00,10343500,2.63,A -2023-05-07 23:30:00+00:00,10343500,2.63,A -2023-05-07 23:45:00+00:00,10343500,2.64,A -2023-05-08 00:00:00+00:00,10343500,2.64,A -2023-05-08 00:15:00+00:00,10343500,2.64,A -2023-05-08 00:30:00+00:00,10343500,2.64,A -2023-05-08 00:45:00+00:00,10343500,2.64,A -2023-05-08 01:00:00+00:00,10343500,2.64,A -2023-05-08 01:15:00+00:00,10343500,2.64,A -2023-05-08 01:30:00+00:00,10343500,2.65,A -2023-05-08 01:45:00+00:00,10343500,2.64,A -2023-05-08 02:00:00+00:00,10343500,2.64,A -2023-05-08 02:15:00+00:00,10343500,2.64,A -2023-05-08 02:30:00+00:00,10343500,2.64,A -2023-05-08 02:45:00+00:00,10343500,2.64,A -2023-05-08 03:00:00+00:00,10343500,2.64,A -2023-05-08 03:15:00+00:00,10343500,2.64,A -2023-05-08 03:30:00+00:00,10343500,2.64,A -2023-05-08 03:45:00+00:00,10343500,2.64,A -2023-05-08 04:00:00+00:00,10343500,2.64,A -2023-05-08 04:15:00+00:00,10343500,2.64,A -2023-05-08 04:30:00+00:00,10343500,2.64,A -2023-05-08 04:45:00+00:00,10343500,2.64,A -2023-05-08 05:00:00+00:00,10343500,2.64,A -2023-05-08 05:15:00+00:00,10343500,2.64,A -2023-05-08 05:30:00+00:00,10343500,2.64,A -2023-05-08 05:45:00+00:00,10343500,2.63,A -2023-05-08 06:00:00+00:00,10343500,2.63,A -2023-05-08 06:15:00+00:00,10343500,2.63,A -2023-05-08 06:30:00+00:00,10343500,2.63,A -2023-05-08 06:45:00+00:00,10343500,2.63,A -2023-05-08 07:00:00+00:00,10343500,2.63,A -2023-05-08 07:15:00+00:00,10343500,2.63,A -2023-05-08 07:30:00+00:00,10343500,2.63,A -2023-05-08 07:45:00+00:00,10343500,2.63,A -2023-05-08 08:00:00+00:00,10343500,2.63,A -2023-05-08 08:15:00+00:00,10343500,2.63,A -2023-05-08 08:30:00+00:00,10343500,2.63,A -2023-05-08 08:45:00+00:00,10343500,2.62,A -2023-05-08 09:00:00+00:00,10343500,2.62,A -2023-05-08 09:15:00+00:00,10343500,2.62,A -2023-05-08 09:30:00+00:00,10343500,2.62,A -2023-05-08 09:45:00+00:00,10343500,2.62,A -2023-05-08 10:00:00+00:00,10343500,2.62,A -2023-05-08 10:15:00+00:00,10343500,2.62,A -2023-05-08 10:30:00+00:00,10343500,2.61,A -2023-05-08 10:45:00+00:00,10343500,2.62,A -2023-05-08 11:00:00+00:00,10343500,2.61,A -2023-05-08 11:15:00+00:00,10343500,2.61,A -2023-05-08 11:30:00+00:00,10343500,2.61,A -2023-05-08 11:45:00+00:00,10343500,2.61,A -2023-05-08 12:00:00+00:00,10343500,2.61,A -2023-05-08 12:15:00+00:00,10343500,2.61,A -2023-05-08 12:30:00+00:00,10343500,2.61,A -2023-05-08 12:45:00+00:00,10343500,2.6,A -2023-05-08 13:00:00+00:00,10343500,2.61,A -2023-05-08 13:15:00+00:00,10343500,2.6,A -2023-05-08 13:30:00+00:00,10343500,2.6,A -2023-05-08 13:45:00+00:00,10343500,2.6,A -2023-05-08 14:00:00+00:00,10343500,2.6,A -2023-05-08 14:15:00+00:00,10343500,2.6,A -2023-05-08 14:30:00+00:00,10343500,2.6,A -2023-05-08 14:45:00+00:00,10343500,2.6,A -2023-05-08 15:00:00+00:00,10343500,2.6,A -2023-05-08 15:15:00+00:00,10343500,2.59,A -2023-05-08 15:30:00+00:00,10343500,2.6,A -2023-05-08 15:45:00+00:00,10343500,2.59,A -2023-05-08 16:00:00+00:00,10343500,2.59,A -2023-05-08 16:15:00+00:00,10343500,2.59,A -2023-05-08 16:30:00+00:00,10343500,2.6,A -2023-05-08 16:45:00+00:00,10343500,2.59,A -2023-05-08 17:00:00+00:00,10343500,2.59,A -2023-05-08 17:15:00+00:00,10343500,2.59,A -2023-05-08 17:30:00+00:00,10343500,2.59,A -2023-05-08 17:45:00+00:00,10343500,2.59,A -2023-05-08 18:00:00+00:00,10343500,2.59,A -2023-05-08 18:15:00+00:00,10343500,2.59,A -2023-05-08 18:30:00+00:00,10343500,2.59,A -2023-05-08 18:45:00+00:00,10343500,2.59,A -2023-05-08 19:00:00+00:00,10343500,2.6,A -2023-05-08 19:15:00+00:00,10343500,2.6,A -2023-05-08 19:30:00+00:00,10343500,2.6,A -2023-05-08 19:45:00+00:00,10343500,2.61,A -2023-05-08 20:00:00+00:00,10343500,2.61,A -2023-05-08 20:15:00+00:00,10343500,2.62,A -2023-05-08 20:30:00+00:00,10343500,2.63,A -2023-05-08 20:45:00+00:00,10343500,2.64,A -2023-05-08 21:00:00+00:00,10343500,2.64,A -2023-05-08 21:15:00+00:00,10343500,2.66,A -2023-05-08 21:30:00+00:00,10343500,2.67,A -2023-05-08 21:45:00+00:00,10343500,2.68,A -2023-05-08 22:00:00+00:00,10343500,2.69,A -2023-05-08 22:15:00+00:00,10343500,2.7,A -2023-05-08 22:30:00+00:00,10343500,2.71,A -2023-05-08 22:45:00+00:00,10343500,2.72,A -2023-05-08 23:00:00+00:00,10343500,2.73,A -2023-05-08 23:15:00+00:00,10343500,2.73,A -2023-05-08 23:30:00+00:00,10343500,2.74,A -2023-05-08 23:45:00+00:00,10343500,2.75,A -2023-05-09 00:00:00+00:00,10343500,2.74,A -2023-05-09 00:15:00+00:00,10343500,2.74,A -2023-05-09 00:30:00+00:00,10343500,2.74,A -2023-05-09 00:45:00+00:00,10343500,2.74,A -2023-05-09 01:00:00+00:00,10343500,2.74,A -2023-05-09 01:15:00+00:00,10343500,2.74,A -2023-05-09 01:30:00+00:00,10343500,2.74,A -2023-05-09 01:45:00+00:00,10343500,2.74,A -2023-05-09 02:00:00+00:00,10343500,2.73,A -2023-05-09 02:15:00+00:00,10343500,2.73,A -2023-05-09 02:30:00+00:00,10343500,2.73,A -2023-05-09 02:45:00+00:00,10343500,2.72,A -2023-05-09 03:00:00+00:00,10343500,2.72,A -2023-05-09 03:15:00+00:00,10343500,2.72,A -2023-05-09 03:30:00+00:00,10343500,2.72,A -2023-05-09 03:45:00+00:00,10343500,2.71,A -2023-05-09 04:00:00+00:00,10343500,2.71,A -2023-05-09 04:15:00+00:00,10343500,2.7,A -2023-05-09 04:30:00+00:00,10343500,2.7,A -2023-05-09 04:45:00+00:00,10343500,2.7,A -2023-05-09 05:00:00+00:00,10343500,2.7,A -2023-05-09 05:15:00+00:00,10343500,2.69,A -2023-05-09 05:30:00+00:00,10343500,2.69,A -2023-05-09 05:45:00+00:00,10343500,2.69,A -2023-05-09 06:00:00+00:00,10343500,2.68,A -2023-05-09 06:15:00+00:00,10343500,2.68,A -2023-05-09 06:30:00+00:00,10343500,2.68,A -2023-05-09 06:45:00+00:00,10343500,2.68,A -2023-05-09 07:00:00+00:00,10343500,2.67,A -2023-05-09 07:15:00+00:00,10343500,2.67,A -2023-05-09 07:30:00+00:00,10343500,2.67,A -2023-05-09 07:45:00+00:00,10343500,2.67,A -2023-05-09 08:00:00+00:00,10343500,2.66,A -2023-05-09 08:15:00+00:00,10343500,2.66,A -2023-05-09 08:30:00+00:00,10343500,2.66,A -2023-05-09 08:45:00+00:00,10343500,2.66,A -2023-05-09 09:00:00+00:00,10343500,2.65,A -2023-05-09 09:15:00+00:00,10343500,2.65,A -2023-05-09 09:30:00+00:00,10343500,2.65,A -2023-05-09 09:45:00+00:00,10343500,2.65,A -2023-05-09 10:00:00+00:00,10343500,2.65,A -2023-05-09 10:15:00+00:00,10343500,2.64,A -2023-05-09 10:30:00+00:00,10343500,2.64,A -2023-05-09 10:45:00+00:00,10343500,2.64,A -2023-05-09 11:00:00+00:00,10343500,2.64,A -2023-05-09 11:15:00+00:00,10343500,2.63,A -2023-05-09 11:30:00+00:00,10343500,2.63,A -2023-05-09 11:45:00+00:00,10343500,2.63,A -2023-05-09 12:00:00+00:00,10343500,2.63,A -2023-05-09 12:15:00+00:00,10343500,2.63,A -2023-05-09 12:30:00+00:00,10343500,2.63,A -2023-05-09 12:45:00+00:00,10343500,2.63,A -2023-05-09 13:00:00+00:00,10343500,2.62,A -2023-05-09 13:15:00+00:00,10343500,2.62,A -2023-05-09 13:30:00+00:00,10343500,2.62,A -2023-05-09 13:45:00+00:00,10343500,2.61,A -2023-05-09 14:00:00+00:00,10343500,2.62,A -2023-05-09 14:15:00+00:00,10343500,2.61,A -2023-05-09 14:30:00+00:00,10343500,2.61,A -2023-05-09 14:45:00+00:00,10343500,2.61,A -2023-05-09 15:00:00+00:00,10343500,2.61,A -2023-05-09 15:15:00+00:00,10343500,2.61,A -2023-05-09 15:30:00+00:00,10343500,2.61,A -2023-05-09 15:45:00+00:00,10343500,2.61,A -2023-05-09 16:00:00+00:00,10343500,2.6,A -2023-05-09 16:15:00+00:00,10343500,2.61,A -2023-05-09 16:30:00+00:00,10343500,2.6,A -2023-05-09 16:45:00+00:00,10343500,2.6,A -2023-05-09 17:00:00+00:00,10343500,2.6,A -2023-05-09 17:15:00+00:00,10343500,2.6,A -2023-05-09 17:30:00+00:00,10343500,2.6,A -2023-05-09 17:45:00+00:00,10343500,2.6,A -2023-05-09 18:00:00+00:00,10343500,2.61,A -2023-05-09 18:15:00+00:00,10343500,2.6,A -2023-05-09 18:30:00+00:00,10343500,2.6,A -2023-05-09 18:45:00+00:00,10343500,2.6,A -2023-05-09 19:00:00+00:00,10343500,2.6,A -2023-05-09 19:15:00+00:00,10343500,2.6,A -2023-05-09 19:30:00+00:00,10343500,2.6,A -2023-05-09 19:45:00+00:00,10343500,2.6,A -2023-05-09 20:00:00+00:00,10343500,2.61,A -2023-05-09 20:15:00+00:00,10343500,2.61,A -2023-05-09 20:30:00+00:00,10343500,2.61,A -2023-05-09 20:45:00+00:00,10343500,2.62,A -2023-05-09 21:00:00+00:00,10343500,2.62,A -2023-05-09 21:15:00+00:00,10343500,2.63,A -2023-05-09 21:30:00+00:00,10343500,2.64,A -2023-05-09 21:45:00+00:00,10343500,2.65,A -2023-05-09 22:00:00+00:00,10343500,2.66,A -2023-05-09 22:15:00+00:00,10343500,2.66,A -2023-05-09 22:30:00+00:00,10343500,2.68,A -2023-05-09 22:45:00+00:00,10343500,2.69,A -2023-05-09 23:00:00+00:00,10343500,2.69,A -2023-05-09 23:15:00+00:00,10343500,2.7,A -2023-05-09 23:30:00+00:00,10343500,2.71,A -2023-05-09 23:45:00+00:00,10343500,2.71,A -2023-05-10 00:00:00+00:00,10343500,2.72,A -2023-05-10 00:15:00+00:00,10343500,2.72,A -2023-05-10 00:30:00+00:00,10343500,2.73,A -2023-05-10 00:45:00+00:00,10343500,2.74,A -2023-05-10 01:00:00+00:00,10343500,2.74,A -2023-05-10 01:15:00+00:00,10343500,2.74,A -2023-05-10 01:30:00+00:00,10343500,2.75,A -2023-05-10 01:45:00+00:00,10343500,2.74,A -2023-05-10 02:00:00+00:00,10343500,2.75,A -2023-05-10 02:15:00+00:00,10343500,2.75,A -2023-05-10 02:30:00+00:00,10343500,2.75,A -2023-05-10 02:45:00+00:00,10343500,2.75,A -2023-05-10 03:00:00+00:00,10343500,2.75,A -2023-05-10 03:15:00+00:00,10343500,2.74,A -2023-05-10 03:30:00+00:00,10343500,2.74,A -2023-05-10 03:45:00+00:00,10343500,2.74,A -2023-05-10 04:00:00+00:00,10343500,2.75,A -2023-05-10 04:15:00+00:00,10343500,2.75,A -2023-05-10 04:30:00+00:00,10343500,2.74,A -2023-05-10 04:45:00+00:00,10343500,2.74,A -2023-05-10 05:00:00+00:00,10343500,2.74,A -2023-05-10 05:15:00+00:00,10343500,2.74,A -2023-05-10 05:30:00+00:00,10343500,2.74,A -2023-05-10 05:45:00+00:00,10343500,2.73,A -2023-05-10 06:00:00+00:00,10343500,2.73,A -2023-05-10 06:15:00+00:00,10343500,2.73,A -2023-05-10 06:30:00+00:00,10343500,2.73,A -2023-05-10 06:45:00+00:00,10343500,2.73,A -2023-05-10 07:00:00+00:00,10343500,2.73,A -2023-05-10 07:15:00+00:00,10343500,2.72,A -2023-05-10 07:30:00+00:00,10343500,2.72,A -2023-05-10 07:45:00+00:00,10343500,2.72,A -2023-05-10 08:00:00+00:00,10343500,2.71,A -2023-05-10 08:15:00+00:00,10343500,2.71,A -2023-05-10 08:30:00+00:00,10343500,2.71,A -2023-05-10 08:45:00+00:00,10343500,2.71,A -2023-05-10 09:00:00+00:00,10343500,2.71,A -2023-05-10 09:15:00+00:00,10343500,2.71,A -2023-05-10 09:30:00+00:00,10343500,2.7,A -2023-05-10 09:45:00+00:00,10343500,2.7,A -2023-05-10 10:00:00+00:00,10343500,2.7,A -2023-05-10 10:15:00+00:00,10343500,2.7,A -2023-05-10 10:30:00+00:00,10343500,2.7,A -2023-05-10 10:45:00+00:00,10343500,2.69,A -2023-05-10 11:00:00+00:00,10343500,2.69,A -2023-05-10 11:15:00+00:00,10343500,2.68,A -2023-05-10 11:30:00+00:00,10343500,2.68,A -2023-05-10 11:45:00+00:00,10343500,2.68,A -2023-05-10 12:00:00+00:00,10343500,2.68,A -2023-05-10 12:15:00+00:00,10343500,2.68,A -2023-05-10 12:30:00+00:00,10343500,2.67,A -2023-05-10 12:45:00+00:00,10343500,2.67,A -2023-05-10 13:00:00+00:00,10343500,2.67,A -2023-05-10 13:15:00+00:00,10343500,2.67,A -2023-05-10 13:30:00+00:00,10343500,2.66,A -2023-05-10 13:45:00+00:00,10343500,2.66,A -2023-05-10 14:00:00+00:00,10343500,2.66,A -2023-05-10 14:15:00+00:00,10343500,2.66,A -2023-05-10 14:30:00+00:00,10343500,2.65,A -2023-05-10 14:45:00+00:00,10343500,2.65,A -2023-05-10 15:00:00+00:00,10343500,2.65,A -2023-05-10 15:15:00+00:00,10343500,2.65,A -2023-05-10 15:30:00+00:00,10343500,2.65,A -2023-05-10 15:45:00+00:00,10343500,2.65,A -2023-05-10 16:00:00+00:00,10343500,2.64,A -2023-05-10 16:15:00+00:00,10343500,2.65,A -2023-05-10 16:30:00+00:00,10343500,2.64,A -2023-05-10 16:45:00+00:00,10343500,2.64,A -2023-05-10 17:00:00+00:00,10343500,2.64,A -2023-05-10 17:15:00+00:00,10343500,2.64,A -2023-05-10 17:30:00+00:00,10343500,2.64,A -2023-05-10 17:45:00+00:00,10343500,2.64,A -2023-05-10 18:00:00+00:00,10343500,2.64,A -2023-05-10 18:15:00+00:00,10343500,2.64,A -2023-05-10 18:30:00+00:00,10343500,2.64,A -2023-05-10 18:45:00+00:00,10343500,2.64,A -2023-05-10 19:00:00+00:00,10343500,2.64,A -2023-05-10 19:15:00+00:00,10343500,2.65,A -2023-05-10 19:30:00+00:00,10343500,2.65,A -2023-05-10 19:45:00+00:00,10343500,2.66,A -2023-05-10 20:00:00+00:00,10343500,2.66,A -2023-05-10 20:15:00+00:00,10343500,2.67,A -2023-05-10 20:30:00+00:00,10343500,2.68,A -2023-05-10 20:45:00+00:00,10343500,2.7,A -2023-05-10 21:00:00+00:00,10343500,2.72,A -2023-05-10 21:15:00+00:00,10343500,2.73,A -2023-05-10 21:30:00+00:00,10343500,2.74,A -2023-05-10 21:45:00+00:00,10343500,2.76,A -2023-05-10 22:00:00+00:00,10343500,2.78,A -2023-05-10 22:15:00+00:00,10343500,2.8,A -2023-05-10 22:30:00+00:00,10343500,2.82,A -2023-05-10 22:45:00+00:00,10343500,2.84,A -2023-05-10 23:00:00+00:00,10343500,2.86,A -2023-05-10 23:15:00+00:00,10343500,2.87,A -2023-05-10 23:30:00+00:00,10343500,2.89,A -2023-05-10 23:45:00+00:00,10343500,2.91,A -2023-05-11 00:00:00+00:00,10343500,2.92,A -2023-05-11 00:15:00+00:00,10343500,2.93,A -2023-05-11 00:30:00+00:00,10343500,2.95,A -2023-05-11 00:45:00+00:00,10343500,2.95,A -2023-05-11 01:00:00+00:00,10343500,2.96,A -2023-05-11 01:15:00+00:00,10343500,2.96,A -2023-05-11 01:30:00+00:00,10343500,2.96,A -2023-05-11 01:45:00+00:00,10343500,2.96,A -2023-05-11 02:00:00+00:00,10343500,2.97,A -2023-05-11 02:15:00+00:00,10343500,2.96,A -2023-05-11 02:30:00+00:00,10343500,2.96,A -2023-05-11 02:45:00+00:00,10343500,2.96,A -2023-05-11 03:00:00+00:00,10343500,2.95,A -2023-05-11 03:15:00+00:00,10343500,2.95,A -2023-05-11 03:30:00+00:00,10343500,2.95,A -2023-05-11 03:45:00+00:00,10343500,2.94,A -2023-05-11 04:00:00+00:00,10343500,2.94,A -2023-05-11 04:15:00+00:00,10343500,2.93,A -2023-05-11 04:30:00+00:00,10343500,2.92,A -2023-05-11 04:45:00+00:00,10343500,2.92,A -2023-05-11 05:00:00+00:00,10343500,2.91,A -2023-05-11 05:15:00+00:00,10343500,2.91,A -2023-05-11 05:30:00+00:00,10343500,2.9,A -2023-05-11 05:45:00+00:00,10343500,2.9,A -2023-05-11 06:00:00+00:00,10343500,2.89,A -2023-05-11 06:15:00+00:00,10343500,2.89,A -2023-05-11 06:30:00+00:00,10343500,2.88,A -2023-05-11 06:45:00+00:00,10343500,2.88,A -2023-05-11 07:00:00+00:00,10343500,2.87,A -2023-05-11 07:15:00+00:00,10343500,2.86,A -2023-05-11 07:30:00+00:00,10343500,2.85,A -2023-05-11 07:45:00+00:00,10343500,2.85,A -2023-05-11 08:00:00+00:00,10343500,2.85,A -2023-05-11 08:15:00+00:00,10343500,2.84,A -2023-05-11 08:30:00+00:00,10343500,2.84,A -2023-05-11 08:45:00+00:00,10343500,2.83,A -2023-05-11 09:00:00+00:00,10343500,2.83,A -2023-05-11 09:15:00+00:00,10343500,2.83,A -2023-05-11 09:30:00+00:00,10343500,2.82,A -2023-05-11 09:45:00+00:00,10343500,2.82,A -2023-05-11 10:00:00+00:00,10343500,2.81,A -2023-05-11 10:15:00+00:00,10343500,2.81,A -2023-05-11 10:30:00+00:00,10343500,2.81,A -2023-05-11 10:45:00+00:00,10343500,2.8,A -2023-05-11 11:00:00+00:00,10343500,2.79,A -2023-05-11 11:15:00+00:00,10343500,2.79,A -2023-05-11 11:30:00+00:00,10343500,2.79,A -2023-05-11 11:45:00+00:00,10343500,2.79,A -2023-05-11 12:00:00+00:00,10343500,2.79,A -2023-05-11 12:15:00+00:00,10343500,2.78,A -2023-05-11 12:30:00+00:00,10343500,2.77,A -2023-05-11 12:45:00+00:00,10343500,2.77,A -2023-05-11 13:00:00+00:00,10343500,2.77,A -2023-05-11 13:15:00+00:00,10343500,2.77,A -2023-05-11 13:30:00+00:00,10343500,2.76,A -2023-05-11 13:45:00+00:00,10343500,2.76,A -2023-05-11 14:00:00+00:00,10343500,2.76,A -2023-05-11 14:15:00+00:00,10343500,2.76,A -2023-05-11 14:30:00+00:00,10343500,2.75,A -2023-05-11 14:45:00+00:00,10343500,2.75,A -2023-05-11 15:00:00+00:00,10343500,2.75,A -2023-05-11 15:15:00+00:00,10343500,2.74,A -2023-05-11 15:30:00+00:00,10343500,2.74,A -2023-05-11 15:45:00+00:00,10343500,2.74,A -2023-05-11 16:00:00+00:00,10343500,2.74,A -2023-05-11 16:15:00+00:00,10343500,2.73,A -2023-05-11 16:30:00+00:00,10343500,2.74,A -2023-05-11 16:45:00+00:00,10343500,2.73,A -2023-05-11 17:00:00+00:00,10343500,2.73,A -2023-05-11 17:15:00+00:00,10343500,2.73,A -2023-05-11 17:30:00+00:00,10343500,2.73,A -2023-05-11 17:45:00+00:00,10343500,2.72,A -2023-05-11 18:00:00+00:00,10343500,2.72,A -2023-05-11 18:15:00+00:00,10343500,2.72,A -2023-05-11 18:30:00+00:00,10343500,2.73,A -2023-05-11 18:45:00+00:00,10343500,2.73,A -2023-05-11 19:00:00+00:00,10343500,2.73,A -2023-05-11 19:15:00+00:00,10343500,2.73,A -2023-05-11 19:30:00+00:00,10343500,2.74,A -2023-05-11 19:45:00+00:00,10343500,2.74,A -2023-05-11 20:00:00+00:00,10343500,2.75,A -2023-05-11 20:15:00+00:00,10343500,2.76,A -2023-05-11 20:30:00+00:00,10343500,2.77,A -2023-05-11 20:45:00+00:00,10343500,2.78,A -2023-05-11 21:00:00+00:00,10343500,2.8,A -2023-05-11 21:15:00+00:00,10343500,2.81,A -2023-05-11 21:30:00+00:00,10343500,2.84,A -2023-05-11 21:45:00+00:00,10343500,2.86,A -2023-05-11 22:00:00+00:00,10343500,2.88,A -2023-05-11 22:15:00+00:00,10343500,2.9,A -2023-05-11 22:30:00+00:00,10343500,2.92,A -2023-05-11 22:45:00+00:00,10343500,2.93,A -2023-05-11 23:00:00+00:00,10343500,2.96,A -2023-05-11 23:15:00+00:00,10343500,2.96,A -2023-05-11 23:30:00+00:00,10343500,2.99,A -2023-05-11 23:45:00+00:00,10343500,3.01,A -2023-05-12 00:00:00+00:00,10343500,3.02,A -2023-05-12 00:15:00+00:00,10343500,3.03,A -2023-05-12 00:30:00+00:00,10343500,3.04,A -2023-05-12 00:45:00+00:00,10343500,3.06,A -2023-05-12 01:00:00+00:00,10343500,3.07,A -2023-05-12 01:15:00+00:00,10343500,3.07,A -2023-05-12 01:30:00+00:00,10343500,3.08,A -2023-05-12 01:45:00+00:00,10343500,3.08,A -2023-05-12 02:00:00+00:00,10343500,3.08,A -2023-05-12 02:15:00+00:00,10343500,3.08,A -2023-05-12 02:30:00+00:00,10343500,3.08,A -2023-05-12 02:45:00+00:00,10343500,3.07,A -2023-05-12 03:00:00+00:00,10343500,3.07,A -2023-05-12 03:15:00+00:00,10343500,3.06,A -2023-05-12 03:30:00+00:00,10343500,3.06,A -2023-05-12 03:45:00+00:00,10343500,3.05,A -2023-05-12 04:00:00+00:00,10343500,3.05,A -2023-05-12 04:15:00+00:00,10343500,3.04,A -2023-05-12 04:30:00+00:00,10343500,3.03,A -2023-05-12 04:45:00+00:00,10343500,3.03,A -2023-05-12 05:00:00+00:00,10343500,3.02,A -2023-05-12 05:15:00+00:00,10343500,3.02,A -2023-05-12 05:30:00+00:00,10343500,3.01,A -2023-05-12 05:45:00+00:00,10343500,3.01,A -2023-05-12 06:00:00+00:00,10343500,2.99,A -2023-05-12 06:15:00+00:00,10343500,3.0,A -2023-05-12 06:30:00+00:00,10343500,2.99,A -2023-05-12 06:45:00+00:00,10343500,2.98,A -2023-05-12 07:00:00+00:00,10343500,2.98,A -2023-05-12 07:15:00+00:00,10343500,2.97,A -2023-05-12 07:30:00+00:00,10343500,2.97,A -2023-05-12 07:45:00+00:00,10343500,2.96,A -2023-05-12 08:00:00+00:00,10343500,2.96,A -2023-05-12 08:15:00+00:00,10343500,2.95,A -2023-05-12 08:30:00+00:00,10343500,2.94,A -2023-05-12 08:45:00+00:00,10343500,2.94,A -2023-05-12 09:00:00+00:00,10343500,2.94,A -2023-05-12 09:15:00+00:00,10343500,2.93,A -2023-05-12 09:30:00+00:00,10343500,2.92,A -2023-05-12 09:45:00+00:00,10343500,2.92,A -2023-05-12 10:00:00+00:00,10343500,2.92,A -2023-05-12 10:15:00+00:00,10343500,2.91,A -2023-05-12 10:30:00+00:00,10343500,2.91,A -2023-05-12 10:45:00+00:00,10343500,2.91,A -2023-05-12 11:00:00+00:00,10343500,2.91,A -2023-05-12 11:15:00+00:00,10343500,2.9,A -2023-05-12 11:30:00+00:00,10343500,2.89,A -2023-05-12 11:45:00+00:00,10343500,2.89,A -2023-05-12 12:00:00+00:00,10343500,2.89,A -2023-05-12 12:15:00+00:00,10343500,2.88,A -2023-05-12 12:30:00+00:00,10343500,2.88,A -2023-05-12 12:45:00+00:00,10343500,2.87,A -2023-05-12 13:00:00+00:00,10343500,2.87,A -2023-05-12 13:15:00+00:00,10343500,2.87,A -2023-05-12 13:30:00+00:00,10343500,2.86,A -2023-05-12 13:45:00+00:00,10343500,2.85,A -2023-05-12 14:00:00+00:00,10343500,2.85,A -2023-05-12 14:15:00+00:00,10343500,2.85,A -2023-05-12 14:30:00+00:00,10343500,2.84,A -2023-05-12 14:45:00+00:00,10343500,2.85,A -2023-05-12 15:00:00+00:00,10343500,2.84,A -2023-05-12 15:15:00+00:00,10343500,2.83,A -2023-05-12 15:30:00+00:00,10343500,2.83,A -2023-05-12 15:45:00+00:00,10343500,2.83,A -2023-05-12 16:00:00+00:00,10343500,2.83,A -2023-05-12 16:15:00+00:00,10343500,2.83,A -2023-05-12 16:30:00+00:00,10343500,2.82,A -2023-05-12 16:45:00+00:00,10343500,2.82,A -2023-05-12 17:00:00+00:00,10343500,2.81,A -2023-05-12 17:15:00+00:00,10343500,2.82,A -2023-05-12 17:30:00+00:00,10343500,2.81,A -2023-05-12 17:45:00+00:00,10343500,2.81,A -2023-05-12 18:00:00+00:00,10343500,2.81,A -2023-05-12 18:15:00+00:00,10343500,2.81,A -2023-05-12 18:30:00+00:00,10343500,2.81,A -2023-05-12 18:45:00+00:00,10343500,2.81,A -2023-05-12 19:00:00+00:00,10343500,2.82,A -2023-05-12 19:15:00+00:00,10343500,2.83,A -2023-05-12 19:30:00+00:00,10343500,2.83,A -2023-05-12 19:45:00+00:00,10343500,2.84,A -2023-05-12 20:00:00+00:00,10343500,2.85,A -2023-05-12 20:15:00+00:00,10343500,2.87,A -2023-05-12 20:30:00+00:00,10343500,2.88,A -2023-05-12 20:45:00+00:00,10343500,2.9,A -2023-05-12 21:00:00+00:00,10343500,2.93,A -2023-05-12 21:15:00+00:00,10343500,2.94,A -2023-05-12 21:30:00+00:00,10343500,2.96,A -2023-05-12 21:45:00+00:00,10343500,2.99,A -2023-05-12 22:00:00+00:00,10343500,3.02,A -2023-05-12 22:15:00+00:00,10343500,3.03,A -2023-05-12 22:30:00+00:00,10343500,3.06,A -2023-05-12 22:45:00+00:00,10343500,3.09,A -2023-05-12 23:00:00+00:00,10343500,3.11,A -2023-05-12 23:15:00+00:00,10343500,3.13,A -2023-05-12 23:30:00+00:00,10343500,3.15,A -2023-05-12 23:45:00+00:00,10343500,3.17,A -2023-05-13 00:00:00+00:00,10343500,3.18,A -2023-05-13 00:15:00+00:00,10343500,3.19,A -2023-05-13 00:30:00+00:00,10343500,3.21,A -2023-05-13 00:45:00+00:00,10343500,3.21,A -2023-05-13 01:00:00+00:00,10343500,3.22,A -2023-05-13 01:15:00+00:00,10343500,3.21,A -2023-05-13 01:30:00+00:00,10343500,3.22,A -2023-05-13 01:45:00+00:00,10343500,3.22,A -2023-05-13 02:00:00+00:00,10343500,3.22,A -2023-05-13 02:15:00+00:00,10343500,3.22,A -2023-05-13 02:30:00+00:00,10343500,3.22,A -2023-05-13 02:45:00+00:00,10343500,3.22,A -2023-05-13 03:00:00+00:00,10343500,3.2,A -2023-05-13 03:15:00+00:00,10343500,3.2,A -2023-05-13 03:30:00+00:00,10343500,3.19,A -2023-05-13 03:45:00+00:00,10343500,3.19,A -2023-05-13 04:00:00+00:00,10343500,3.19,A -2023-05-13 04:15:00+00:00,10343500,3.18,A -2023-05-13 04:30:00+00:00,10343500,3.17,A -2023-05-13 04:45:00+00:00,10343500,3.16,A -2023-05-13 05:00:00+00:00,10343500,3.15,A -2023-05-13 05:15:00+00:00,10343500,3.15,A -2023-05-13 05:30:00+00:00,10343500,3.14,A -2023-05-13 05:45:00+00:00,10343500,3.14,A -2023-05-13 06:00:00+00:00,10343500,3.13,A -2023-05-13 06:15:00+00:00,10343500,3.12,A -2023-05-13 06:30:00+00:00,10343500,3.12,A -2023-05-13 06:45:00+00:00,10343500,3.11,A -2023-05-13 07:00:00+00:00,10343500,3.11,A -2023-05-13 07:15:00+00:00,10343500,3.1,A -2023-05-13 07:30:00+00:00,10343500,3.09,A -2023-05-13 07:45:00+00:00,10343500,3.09,A -2023-05-13 08:00:00+00:00,10343500,3.08,A -2023-05-13 08:15:00+00:00,10343500,3.08,A -2023-05-13 08:30:00+00:00,10343500,3.07,A -2023-05-13 08:45:00+00:00,10343500,3.06,A -2023-05-13 09:00:00+00:00,10343500,3.06,A -2023-05-13 09:15:00+00:00,10343500,3.06,A -2023-05-13 09:30:00+00:00,10343500,3.05,A -2023-05-13 09:45:00+00:00,10343500,3.05,A -2023-05-13 10:00:00+00:00,10343500,3.04,A -2023-05-13 10:15:00+00:00,10343500,3.04,A -2023-05-13 10:30:00+00:00,10343500,3.03,A -2023-05-13 10:45:00+00:00,10343500,3.03,A -2023-05-13 11:00:00+00:00,10343500,3.02,A -2023-05-13 11:15:00+00:00,10343500,3.02,A -2023-05-13 11:30:00+00:00,10343500,3.01,A -2023-05-13 11:45:00+00:00,10343500,3.01,A -2023-05-13 12:00:00+00:00,10343500,3.0,A -2023-05-13 12:15:00+00:00,10343500,3.0,A -2023-05-13 12:30:00+00:00,10343500,2.99,A -2023-05-13 12:45:00+00:00,10343500,2.99,A -2023-05-13 13:00:00+00:00,10343500,2.99,A -2023-05-13 13:15:00+00:00,10343500,2.99,A -2023-05-13 13:30:00+00:00,10343500,2.98,A -2023-05-13 13:45:00+00:00,10343500,2.98,A -2023-05-13 14:00:00+00:00,10343500,2.97,A -2023-05-13 14:15:00+00:00,10343500,2.97,A -2023-05-13 14:30:00+00:00,10343500,2.97,A -2023-05-13 14:45:00+00:00,10343500,2.96,A -2023-05-13 15:00:00+00:00,10343500,2.96,A -2023-05-13 15:15:00+00:00,10343500,2.96,A -2023-05-13 15:30:00+00:00,10343500,2.95,A -2023-05-13 15:45:00+00:00,10343500,2.94,A -2023-05-13 16:00:00+00:00,10343500,2.94,A -2023-05-13 16:15:00+00:00,10343500,2.94,A -2023-05-13 16:30:00+00:00,10343500,2.94,A -2023-05-13 16:45:00+00:00,10343500,2.93,A -2023-05-13 17:00:00+00:00,10343500,2.93,A -2023-05-13 17:15:00+00:00,10343500,2.93,A -2023-05-13 17:30:00+00:00,10343500,2.92,A -2023-05-13 17:45:00+00:00,10343500,2.92,A -2023-05-13 18:00:00+00:00,10343500,2.93,A -2023-05-13 18:15:00+00:00,10343500,2.93,A -2023-05-13 18:30:00+00:00,10343500,2.93,A -2023-05-13 18:45:00+00:00,10343500,2.93,A -2023-05-13 19:00:00+00:00,10343500,2.94,A -2023-05-13 19:15:00+00:00,10343500,2.95,A -2023-05-13 19:30:00+00:00,10343500,2.95,A -2023-05-13 19:45:00+00:00,10343500,2.97,A -2023-05-13 20:00:00+00:00,10343500,2.98,A -2023-05-13 20:15:00+00:00,10343500,3.0,A -2023-05-13 20:30:00+00:00,10343500,3.02,A -2023-05-13 20:45:00+00:00,10343500,3.04,A -2023-05-13 21:00:00+00:00,10343500,3.07,A -2023-05-13 21:15:00+00:00,10343500,3.09,A -2023-05-13 21:30:00+00:00,10343500,3.13,A -2023-05-13 21:45:00+00:00,10343500,3.16,A -2023-05-13 22:00:00+00:00,10343500,3.19,A -2023-05-13 22:15:00+00:00,10343500,3.21,A -2023-05-13 22:30:00+00:00,10343500,3.24,A -2023-05-13 22:45:00+00:00,10343500,3.27,A -2023-05-13 23:00:00+00:00,10343500,3.3,A -2023-05-13 23:15:00+00:00,10343500,3.31,A -2023-05-13 23:30:00+00:00,10343500,3.32,A -2023-05-13 23:45:00+00:00,10343500,3.33,A -2023-05-14 00:00:00+00:00,10343500,3.34,A -2023-05-14 00:15:00+00:00,10343500,3.35,A -2023-05-14 00:30:00+00:00,10343500,3.37,A -2023-05-14 00:45:00+00:00,10343500,3.37,A -2023-05-14 01:00:00+00:00,10343500,3.37,A -2023-05-14 01:15:00+00:00,10343500,3.37,A -2023-05-14 01:30:00+00:00,10343500,3.37,A -2023-05-14 01:45:00+00:00,10343500,3.38,A -2023-05-14 02:00:00+00:00,10343500,3.37,A -2023-05-14 02:15:00+00:00,10343500,3.37,A -2023-05-14 02:30:00+00:00,10343500,3.36,A -2023-05-14 02:45:00+00:00,10343500,3.36,A -2023-05-14 03:00:00+00:00,10343500,3.35,A -2023-05-14 03:15:00+00:00,10343500,3.35,A -2023-05-14 03:30:00+00:00,10343500,3.34,A -2023-05-14 03:45:00+00:00,10343500,3.33,A -2023-05-14 04:00:00+00:00,10343500,3.32,A -2023-05-14 04:15:00+00:00,10343500,3.33,A -2023-05-14 04:30:00+00:00,10343500,3.32,A -2023-05-14 04:45:00+00:00,10343500,3.3,A -2023-05-14 05:00:00+00:00,10343500,3.3,A -2023-05-14 05:15:00+00:00,10343500,3.28,A -2023-05-14 05:30:00+00:00,10343500,3.29,A -2023-05-14 05:45:00+00:00,10343500,3.27,A -2023-05-14 06:00:00+00:00,10343500,3.27,A -2023-05-14 06:15:00+00:00,10343500,3.26,A -2023-05-14 06:30:00+00:00,10343500,3.25,A -2023-05-14 06:45:00+00:00,10343500,3.25,A -2023-05-14 07:00:00+00:00,10343500,3.24,A -2023-05-14 07:15:00+00:00,10343500,3.24,A -2023-05-14 07:30:00+00:00,10343500,3.23,A -2023-05-14 07:45:00+00:00,10343500,3.23,A -2023-05-14 08:00:00+00:00,10343500,3.21,A -2023-05-14 08:15:00+00:00,10343500,3.21,A -2023-05-14 08:30:00+00:00,10343500,3.21,A -2023-05-14 08:45:00+00:00,10343500,3.2,A -2023-05-14 09:00:00+00:00,10343500,3.2,A -2023-05-14 09:15:00+00:00,10343500,3.19,A -2023-05-14 09:30:00+00:00,10343500,3.18,A -2023-05-14 09:45:00+00:00,10343500,3.18,A -2023-05-14 10:00:00+00:00,10343500,3.17,A -2023-05-14 10:15:00+00:00,10343500,3.17,A -2023-05-14 10:30:00+00:00,10343500,3.16,A -2023-05-14 10:45:00+00:00,10343500,3.16,A -2023-05-14 11:00:00+00:00,10343500,3.15,A -2023-05-14 11:15:00+00:00,10343500,3.15,A -2023-05-14 11:30:00+00:00,10343500,3.14,A -2023-05-14 11:45:00+00:00,10343500,3.14,A -2023-05-14 12:00:00+00:00,10343500,3.14,A -2023-05-14 12:15:00+00:00,10343500,3.13,A -2023-05-14 12:30:00+00:00,10343500,3.13,A -2023-05-14 12:45:00+00:00,10343500,3.13,A -2023-05-14 13:00:00+00:00,10343500,3.12,A -2023-05-14 13:15:00+00:00,10343500,3.11,A -2023-05-14 13:30:00+00:00,10343500,3.11,A -2023-05-14 13:45:00+00:00,10343500,3.11,A -2023-05-14 14:00:00+00:00,10343500,3.1,A -2023-05-14 14:15:00+00:00,10343500,3.09,A -2023-05-14 14:30:00+00:00,10343500,3.09,A -2023-05-14 14:45:00+00:00,10343500,3.08,A -2023-05-14 15:00:00+00:00,10343500,3.08,A -2023-05-14 15:15:00+00:00,10343500,3.08,A -2023-05-14 15:30:00+00:00,10343500,3.07,A -2023-05-14 15:45:00+00:00,10343500,3.07,A -2023-05-14 16:00:00+00:00,10343500,3.06,A -2023-05-14 16:15:00+00:00,10343500,3.06,A -2023-05-14 16:30:00+00:00,10343500,3.06,A -2023-05-14 16:45:00+00:00,10343500,3.06,A -2023-05-14 17:00:00+00:00,10343500,3.05,A -2023-05-14 17:15:00+00:00,10343500,3.05,A -2023-05-14 17:30:00+00:00,10343500,3.05,A -2023-05-14 17:45:00+00:00,10343500,3.04,A -2023-05-14 18:00:00+00:00,10343500,3.05,A -2023-05-14 18:15:00+00:00,10343500,3.05,A -2023-05-14 18:30:00+00:00,10343500,3.04,A -2023-05-14 18:45:00+00:00,10343500,3.04,A -2023-05-14 19:00:00+00:00,10343500,3.04,A -2023-05-14 19:15:00+00:00,10343500,3.06,A -2023-05-14 19:30:00+00:00,10343500,3.06,A -2023-05-14 19:45:00+00:00,10343500,3.08,A -2023-05-14 20:00:00+00:00,10343500,3.09,A -2023-05-14 20:15:00+00:00,10343500,3.11,A -2023-05-14 20:30:00+00:00,10343500,3.13,A -2023-05-14 20:45:00+00:00,10343500,3.14,A -2023-05-14 21:00:00+00:00,10343500,3.17,A -2023-05-14 21:15:00+00:00,10343500,3.19,A -2023-05-14 21:30:00+00:00,10343500,3.2,A -2023-05-14 21:45:00+00:00,10343500,3.22,A -2023-05-14 22:00:00+00:00,10343500,3.24,A -2023-05-14 22:15:00+00:00,10343500,3.27,A -2023-05-14 22:30:00+00:00,10343500,3.28,A -2023-05-14 22:45:00+00:00,10343500,3.3,A -2023-05-14 23:00:00+00:00,10343500,3.3,A -2023-05-14 23:15:00+00:00,10343500,3.33,A -2023-05-14 23:30:00+00:00,10343500,3.34,A -2023-05-14 23:45:00+00:00,10343500,3.35,A -2023-05-15 00:00:00+00:00,10343500,3.37,A -2023-05-15 00:15:00+00:00,10343500,3.38,A -2023-05-15 00:30:00+00:00,10343500,3.4,A -2023-05-15 00:45:00+00:00,10343500,3.4,A -2023-05-15 01:00:00+00:00,10343500,3.41,A -2023-05-15 01:15:00+00:00,10343500,3.41,A -2023-05-15 01:30:00+00:00,10343500,3.4,A -2023-05-15 01:45:00+00:00,10343500,3.41,A -2023-05-15 02:00:00+00:00,10343500,3.41,A -2023-05-15 02:15:00+00:00,10343500,3.41,A -2023-05-15 02:30:00+00:00,10343500,3.41,A -2023-05-15 02:45:00+00:00,10343500,3.4,A -2023-05-15 03:00:00+00:00,10343500,3.4,A -2023-05-15 03:15:00+00:00,10343500,3.39,A -2023-05-15 03:30:00+00:00,10343500,3.4,A -2023-05-15 03:45:00+00:00,10343500,3.39,A -2023-05-15 04:00:00+00:00,10343500,3.39,A -2023-05-15 04:15:00+00:00,10343500,3.38,A -2023-05-15 04:30:00+00:00,10343500,3.38,A -2023-05-15 04:45:00+00:00,10343500,3.38,A -2023-05-15 05:00:00+00:00,10343500,3.38,A -2023-05-15 05:15:00+00:00,10343500,3.37,A -2023-05-15 05:30:00+00:00,10343500,3.35,A -2023-05-15 05:45:00+00:00,10343500,3.35,A -2023-05-15 06:00:00+00:00,10343500,3.35,A -2023-05-15 06:15:00+00:00,10343500,3.34,A -2023-05-15 06:30:00+00:00,10343500,3.34,A -2023-05-15 06:45:00+00:00,10343500,3.33,A -2023-05-15 07:00:00+00:00,10343500,3.32,A -2023-05-15 07:15:00+00:00,10343500,3.31,A -2023-05-15 07:30:00+00:00,10343500,3.31,A -2023-05-15 07:45:00+00:00,10343500,3.29,A -2023-05-15 08:00:00+00:00,10343500,3.29,A -2023-05-15 08:15:00+00:00,10343500,3.28,A -2023-05-15 08:30:00+00:00,10343500,3.28,A -2023-05-15 08:45:00+00:00,10343500,3.28,A -2023-05-15 09:00:00+00:00,10343500,3.27,A -2023-05-15 09:15:00+00:00,10343500,3.26,A -2023-05-15 09:30:00+00:00,10343500,3.26,A -2023-05-15 09:45:00+00:00,10343500,3.25,A -2023-05-15 10:00:00+00:00,10343500,3.24,A -2023-05-15 10:15:00+00:00,10343500,3.24,A -2023-05-15 10:30:00+00:00,10343500,3.24,A -2023-05-15 10:45:00+00:00,10343500,3.23,A -2023-05-15 11:00:00+00:00,10343500,3.22,A -2023-05-15 11:15:00+00:00,10343500,3.22,A -2023-05-15 11:30:00+00:00,10343500,3.21,A -2023-05-15 11:45:00+00:00,10343500,3.21,A -2023-05-15 12:00:00+00:00,10343500,3.21,A -2023-05-15 12:15:00+00:00,10343500,3.2,A -2023-05-15 12:30:00+00:00,10343500,3.18,A -2023-05-15 12:45:00+00:00,10343500,3.19,A -2023-05-15 13:00:00+00:00,10343500,3.19,A -2023-05-15 13:15:00+00:00,10343500,3.17,A -2023-05-15 13:30:00+00:00,10343500,3.17,A -2023-05-15 13:45:00+00:00,10343500,3.17,A -2023-05-15 14:00:00+00:00,10343500,3.16,A -2023-05-15 14:15:00+00:00,10343500,3.16,A -2023-05-15 14:30:00+00:00,10343500,3.15,A -2023-05-15 14:45:00+00:00,10343500,3.15,A -2023-05-15 15:00:00+00:00,10343500,3.14,A -2023-05-15 15:15:00+00:00,10343500,3.14,A -2023-05-15 15:30:00+00:00,10343500,3.14,A -2023-05-15 15:45:00+00:00,10343500,3.13,A -2023-05-15 16:00:00+00:00,10343500,3.13,A -2023-05-15 16:15:00+00:00,10343500,3.13,A -2023-05-15 16:30:00+00:00,10343500,3.12,A -2023-05-15 16:45:00+00:00,10343500,3.12,A -2023-05-15 17:00:00+00:00,10343500,3.12,A -2023-05-15 17:15:00+00:00,10343500,3.11,A -2023-05-15 17:30:00+00:00,10343500,3.11,A -2023-05-15 17:45:00+00:00,10343500,3.11,A -2023-05-15 18:00:00+00:00,10343500,3.11,A -2023-05-15 18:15:00+00:00,10343500,3.11,A -2023-05-15 18:30:00+00:00,10343500,3.11,A -2023-05-15 18:45:00+00:00,10343500,3.12,A -2023-05-15 19:00:00+00:00,10343500,3.13,A -2023-05-15 19:15:00+00:00,10343500,3.14,A -2023-05-15 19:30:00+00:00,10343500,3.15,A -2023-05-15 19:45:00+00:00,10343500,3.16,A -2023-05-15 20:00:00+00:00,10343500,3.18,A -2023-05-15 20:15:00+00:00,10343500,3.2,A -2023-05-15 20:30:00+00:00,10343500,3.23,A -2023-05-15 20:45:00+00:00,10343500,3.25,A -2023-05-15 21:00:00+00:00,10343500,3.28,A -2023-05-15 21:15:00+00:00,10343500,3.32,A -2023-05-15 21:30:00+00:00,10343500,3.33,A -2023-05-15 21:45:00+00:00,10343500,3.36,A -2023-05-15 22:00:00+00:00,10343500,3.38,A -2023-05-15 22:15:00+00:00,10343500,3.41,A -2023-05-15 22:30:00+00:00,10343500,3.43,A -2023-05-15 22:45:00+00:00,10343500,3.44,A -2023-05-15 23:00:00+00:00,10343500,3.47,A -2023-05-15 23:15:00+00:00,10343500,3.48,A -2023-05-15 23:30:00+00:00,10343500,3.5,A -2023-05-15 23:45:00+00:00,10343500,3.51,A -2023-05-16 00:00:00+00:00,10343500,3.52,A -2023-05-16 00:15:00+00:00,10343500,3.53,A -2023-05-16 00:30:00+00:00,10343500,3.53,A -2023-05-16 00:45:00+00:00,10343500,3.53,A -2023-05-16 01:00:00+00:00,10343500,3.53,A -2023-05-16 01:15:00+00:00,10343500,3.54,A -2023-05-16 01:30:00+00:00,10343500,3.53,A -2023-05-16 01:45:00+00:00,10343500,3.53,A -2023-05-16 02:00:00+00:00,10343500,3.53,A -2023-05-16 02:15:00+00:00,10343500,3.52,A -2023-05-16 02:30:00+00:00,10343500,3.52,A -2023-05-16 02:45:00+00:00,10343500,3.51,A -2023-05-16 03:00:00+00:00,10343500,3.5,A -2023-05-16 03:15:00+00:00,10343500,3.48,A -2023-05-16 03:30:00+00:00,10343500,3.48,A -2023-05-16 03:45:00+00:00,10343500,3.47,A -2023-05-16 04:00:00+00:00,10343500,3.47,A -2023-05-16 04:15:00+00:00,10343500,3.46,A -2023-05-16 04:30:00+00:00,10343500,3.45,A -2023-05-16 04:45:00+00:00,10343500,3.44,A -2023-05-16 05:00:00+00:00,10343500,3.43,A -2023-05-16 05:15:00+00:00,10343500,3.43,A -2023-05-16 05:30:00+00:00,10343500,3.41,A -2023-05-16 05:45:00+00:00,10343500,3.41,A -2023-05-16 06:00:00+00:00,10343500,3.41,A -2023-05-16 06:15:00+00:00,10343500,3.39,A -2023-05-16 06:30:00+00:00,10343500,3.39,A -2023-05-16 06:45:00+00:00,10343500,3.39,A -2023-05-16 07:00:00+00:00,10343500,3.37,A -2023-05-16 07:15:00+00:00,10343500,3.37,A -2023-05-16 07:30:00+00:00,10343500,3.37,A -2023-05-16 07:45:00+00:00,10343500,3.36,A -2023-05-16 08:00:00+00:00,10343500,3.35,A -2023-05-16 08:15:00+00:00,10343500,3.35,A -2023-05-16 08:30:00+00:00,10343500,3.34,A -2023-05-16 08:45:00+00:00,10343500,3.34,A -2023-05-16 09:00:00+00:00,10343500,3.33,A -2023-05-16 09:15:00+00:00,10343500,3.33,A -2023-05-16 09:30:00+00:00,10343500,3.32,A -2023-05-16 09:45:00+00:00,10343500,3.31,A -2023-05-16 10:00:00+00:00,10343500,3.31,A -2023-05-16 10:15:00+00:00,10343500,3.3,A -2023-05-16 10:30:00+00:00,10343500,3.3,A -2023-05-16 10:45:00+00:00,10343500,3.29,A -2023-05-16 11:00:00+00:00,10343500,3.29,A -2023-05-16 11:15:00+00:00,10343500,3.29,A -2023-05-16 11:30:00+00:00,10343500,3.28,A -2023-05-16 11:45:00+00:00,10343500,3.28,A -2023-05-16 12:00:00+00:00,10343500,3.27,A -2023-05-16 12:15:00+00:00,10343500,3.27,A -2023-05-16 12:30:00+00:00,10343500,3.26,A -2023-05-16 12:45:00+00:00,10343500,3.26,A -2023-05-16 13:00:00+00:00,10343500,3.25,A -2023-05-16 13:15:00+00:00,10343500,3.25,A -2023-05-16 13:30:00+00:00,10343500,3.24,A -2023-05-16 13:45:00+00:00,10343500,3.23,A -2023-05-16 14:00:00+00:00,10343500,3.23,A -2023-05-16 14:15:00+00:00,10343500,3.23,A -2023-05-16 14:30:00+00:00,10343500,3.23,A -2023-05-16 14:45:00+00:00,10343500,3.22,A -2023-05-16 15:00:00+00:00,10343500,3.21,A -2023-05-16 15:15:00+00:00,10343500,3.21,A -2023-05-16 15:30:00+00:00,10343500,3.21,A -2023-05-16 15:45:00+00:00,10343500,3.21,A -2023-05-16 16:00:00+00:00,10343500,3.2,A -2023-05-16 16:15:00+00:00,10343500,3.2,A -2023-05-16 16:30:00+00:00,10343500,3.19,A -2023-05-16 16:45:00+00:00,10343500,3.18,A -2023-05-16 17:00:00+00:00,10343500,3.19,A -2023-05-16 17:15:00+00:00,10343500,3.19,A -2023-05-16 17:30:00+00:00,10343500,3.18,A -2023-05-16 17:45:00+00:00,10343500,3.18,A -2023-05-16 18:00:00+00:00,10343500,3.17,A -2023-05-16 18:15:00+00:00,10343500,3.17,A -2023-05-16 18:30:00+00:00,10343500,3.17,A -2023-05-16 18:45:00+00:00,10343500,3.17,A -2023-05-16 19:00:00+00:00,10343500,3.18,A -2023-05-16 19:15:00+00:00,10343500,3.18,A -2023-05-16 19:30:00+00:00,10343500,3.19,A -2023-05-16 19:45:00+00:00,10343500,3.2,A -2023-05-16 20:00:00+00:00,10343500,3.22,A -2023-05-16 20:15:00+00:00,10343500,3.22,A -2023-05-16 20:30:00+00:00,10343500,3.24,A -2023-05-16 20:45:00+00:00,10343500,3.26,A -2023-05-16 21:00:00+00:00,10343500,3.28,A -2023-05-16 21:15:00+00:00,10343500,3.31,A -2023-05-16 21:30:00+00:00,10343500,3.34,A -2023-05-16 21:45:00+00:00,10343500,3.35,A -2023-05-16 22:00:00+00:00,10343500,3.38,A -2023-05-16 22:15:00+00:00,10343500,3.4,A -2023-05-16 22:30:00+00:00,10343500,3.43,A -2023-05-16 22:45:00+00:00,10343500,3.45,A -2023-05-16 23:00:00+00:00,10343500,3.46,A -2023-05-16 23:15:00+00:00,10343500,3.48,A -2023-05-16 23:30:00+00:00,10343500,3.49,A -2023-05-16 23:45:00+00:00,10343500,3.51,A -2023-05-17 00:00:00+00:00,10343500,3.52,A -2023-05-17 00:15:00+00:00,10343500,3.54,A -2023-05-17 00:30:00+00:00,10343500,3.54,A -2023-05-17 00:45:00+00:00,10343500,3.53,A -2023-05-17 01:00:00+00:00,10343500,3.55,A -2023-05-17 01:15:00+00:00,10343500,3.54,A -2023-05-17 01:30:00+00:00,10343500,3.54,A -2023-05-17 01:45:00+00:00,10343500,3.54,A -2023-05-17 02:00:00+00:00,10343500,3.54,A -2023-05-17 02:15:00+00:00,10343500,3.53,A -2023-05-17 02:30:00+00:00,10343500,3.51,A -2023-05-17 02:45:00+00:00,10343500,3.53,A -2023-05-17 03:00:00+00:00,10343500,3.52,A -2023-05-17 03:15:00+00:00,10343500,3.51,A -2023-05-17 03:30:00+00:00,10343500,3.51,A -2023-05-17 03:45:00+00:00,10343500,3.5,A -2023-05-17 04:00:00+00:00,10343500,3.49,A -2023-05-17 04:15:00+00:00,10343500,3.47,A -2023-05-17 04:30:00+00:00,10343500,3.48,A -2023-05-17 04:45:00+00:00,10343500,3.47,A -2023-05-17 05:00:00+00:00,10343500,3.46,A -2023-05-17 05:15:00+00:00,10343500,3.45,A -2023-05-17 05:30:00+00:00,10343500,3.45,A -2023-05-17 05:45:00+00:00,10343500,3.44,A -2023-05-17 06:00:00+00:00,10343500,3.43,A -2023-05-17 06:15:00+00:00,10343500,3.43,A -2023-05-17 06:30:00+00:00,10343500,3.42,A -2023-05-17 06:45:00+00:00,10343500,3.41,A -2023-05-17 07:00:00+00:00,10343500,3.41,A -2023-05-17 07:15:00+00:00,10343500,3.41,A -2023-05-17 07:30:00+00:00,10343500,3.39,A -2023-05-17 07:45:00+00:00,10343500,3.38,A -2023-05-17 08:00:00+00:00,10343500,3.38,A -2023-05-17 08:15:00+00:00,10343500,3.37,A -2023-05-17 08:30:00+00:00,10343500,3.36,A -2023-05-17 08:45:00+00:00,10343500,3.36,A -2023-05-17 09:00:00+00:00,10343500,3.35,A -2023-05-17 09:15:00+00:00,10343500,3.36,A -2023-05-17 09:30:00+00:00,10343500,3.35,A -2023-05-17 09:45:00+00:00,10343500,3.34,A -2023-05-17 10:00:00+00:00,10343500,3.34,A -2023-05-17 10:15:00+00:00,10343500,3.32,A -2023-05-17 10:30:00+00:00,10343500,3.32,A -2023-05-17 10:45:00+00:00,10343500,3.32,A -2023-05-17 11:00:00+00:00,10343500,3.32,A -2023-05-17 11:15:00+00:00,10343500,3.3,A -2023-05-17 11:30:00+00:00,10343500,3.3,A -2023-05-17 11:45:00+00:00,10343500,3.29,A -2023-05-17 12:00:00+00:00,10343500,3.29,A -2023-05-17 12:15:00+00:00,10343500,3.28,A -2023-05-17 12:30:00+00:00,10343500,3.28,A -2023-05-17 12:45:00+00:00,10343500,3.28,A -2023-05-17 13:00:00+00:00,10343500,3.27,A -2023-05-17 13:15:00+00:00,10343500,3.26,A -2023-05-17 13:30:00+00:00,10343500,3.26,A -2023-05-17 13:45:00+00:00,10343500,3.26,A -2023-05-17 14:00:00+00:00,10343500,3.26,A -2023-05-17 14:15:00+00:00,10343500,3.25,A -2023-05-17 14:30:00+00:00,10343500,3.24,A -2023-05-17 14:45:00+00:00,10343500,3.24,A -2023-05-17 15:00:00+00:00,10343500,3.24,A -2023-05-17 15:15:00+00:00,10343500,3.23,A -2023-05-17 15:30:00+00:00,10343500,3.23,A -2023-05-17 15:45:00+00:00,10343500,3.22,A -2023-05-17 16:00:00+00:00,10343500,3.22,A -2023-05-17 16:15:00+00:00,10343500,3.22,A -2023-05-17 16:30:00+00:00,10343500,3.21,A -2023-05-17 16:45:00+00:00,10343500,3.21,A -2023-05-17 17:00:00+00:00,10343500,3.21,A -2023-05-17 17:15:00+00:00,10343500,3.21,A -2023-05-17 17:30:00+00:00,10343500,3.2,A -2023-05-17 17:45:00+00:00,10343500,3.2,A -2023-05-17 18:00:00+00:00,10343500,3.2,A -2023-05-17 18:15:00+00:00,10343500,3.21,A -2023-05-17 18:30:00+00:00,10343500,3.2,A -2023-05-17 18:45:00+00:00,10343500,3.2,A -2023-05-17 19:00:00+00:00,10343500,3.21,A -2023-05-17 19:15:00+00:00,10343500,3.21,A -2023-05-17 19:30:00+00:00,10343500,3.21,A -2023-05-17 19:45:00+00:00,10343500,3.22,A -2023-05-17 20:00:00+00:00,10343500,3.23,A -2023-05-17 20:15:00+00:00,10343500,3.24,A -2023-05-17 20:30:00+00:00,10343500,3.26,A -2023-05-17 20:45:00+00:00,10343500,3.27,A -2023-05-17 21:00:00+00:00,10343500,3.29,A -2023-05-17 21:15:00+00:00,10343500,3.32,A -2023-05-17 21:30:00+00:00,10343500,3.33,A -2023-05-17 21:45:00+00:00,10343500,3.36,A -2023-05-17 22:00:00+00:00,10343500,3.38,A -2023-05-17 22:15:00+00:00,10343500,3.41,A -2023-05-17 22:30:00+00:00,10343500,3.43,A -2023-05-17 22:45:00+00:00,10343500,3.45,A -2023-05-17 23:00:00+00:00,10343500,3.47,A -2023-05-17 23:15:00+00:00,10343500,3.49,A -2023-05-17 23:30:00+00:00,10343500,3.5,A -2023-05-17 23:45:00+00:00,10343500,3.5,A -2023-05-18 00:00:00+00:00,10343500,3.52,A -2023-05-18 00:15:00+00:00,10343500,3.53,A -2023-05-18 00:30:00+00:00,10343500,3.53,A -2023-05-18 00:45:00+00:00,10343500,3.54,A -2023-05-18 01:00:00+00:00,10343500,3.55,A -2023-05-18 01:15:00+00:00,10343500,3.55,A -2023-05-18 01:30:00+00:00,10343500,3.55,A -2023-05-18 01:45:00+00:00,10343500,3.55,A -2023-05-18 02:00:00+00:00,10343500,3.55,A -2023-05-18 02:15:00+00:00,10343500,3.54,A -2023-05-18 02:30:00+00:00,10343500,3.53,A -2023-05-18 02:45:00+00:00,10343500,3.53,A -2023-05-18 03:00:00+00:00,10343500,3.52,A -2023-05-18 03:15:00+00:00,10343500,3.52,A -2023-05-18 03:30:00+00:00,10343500,3.51,A -2023-05-18 03:45:00+00:00,10343500,3.5,A -2023-05-18 04:00:00+00:00,10343500,3.49,A -2023-05-18 04:15:00+00:00,10343500,3.49,A -2023-05-18 04:30:00+00:00,10343500,3.48,A -2023-05-18 04:45:00+00:00,10343500,3.47,A -2023-05-18 05:00:00+00:00,10343500,3.47,A -2023-05-18 05:15:00+00:00,10343500,3.46,A -2023-05-18 05:30:00+00:00,10343500,3.46,A -2023-05-18 05:45:00+00:00,10343500,3.46,A -2023-05-18 06:00:00+00:00,10343500,3.45,A -2023-05-18 06:15:00+00:00,10343500,3.44,A -2023-05-18 06:30:00+00:00,10343500,3.43,A -2023-05-18 06:45:00+00:00,10343500,3.42,A -2023-05-18 07:00:00+00:00,10343500,3.42,A -2023-05-18 07:15:00+00:00,10343500,3.41,A -2023-05-18 07:30:00+00:00,10343500,3.41,A -2023-05-18 07:45:00+00:00,10343500,3.4,A -2023-05-18 08:00:00+00:00,10343500,3.4,A -2023-05-18 08:15:00+00:00,10343500,3.38,A -2023-05-18 08:30:00+00:00,10343500,3.39,A -2023-05-18 08:45:00+00:00,10343500,3.38,A -2023-05-18 09:00:00+00:00,10343500,3.37,A -2023-05-18 09:15:00+00:00,10343500,3.36,A -2023-05-18 09:30:00+00:00,10343500,3.36,A -2023-05-18 09:45:00+00:00,10343500,3.35,A -2023-05-18 10:00:00+00:00,10343500,3.35,A -2023-05-18 10:15:00+00:00,10343500,3.35,A -2023-05-18 10:30:00+00:00,10343500,3.34,A -2023-05-18 10:45:00+00:00,10343500,3.33,A -2023-05-18 11:00:00+00:00,10343500,3.32,A -2023-05-18 11:15:00+00:00,10343500,3.31,A -2023-05-18 11:30:00+00:00,10343500,3.31,A -2023-05-18 11:45:00+00:00,10343500,3.32,A -2023-05-18 12:00:00+00:00,10343500,3.31,A -2023-05-18 12:15:00+00:00,10343500,3.3,A -2023-05-18 12:30:00+00:00,10343500,3.3,A -2023-05-18 12:45:00+00:00,10343500,3.29,A -2023-05-18 13:00:00+00:00,10343500,3.29,A -2023-05-18 13:15:00+00:00,10343500,3.28,A -2023-05-18 13:30:00+00:00,10343500,3.28,A -2023-05-18 13:45:00+00:00,10343500,3.28,A -2023-05-18 14:00:00+00:00,10343500,3.27,A -2023-05-18 14:15:00+00:00,10343500,3.26,A -2023-05-18 14:30:00+00:00,10343500,3.26,A -2023-05-18 14:45:00+00:00,10343500,3.25,A -2023-05-18 15:00:00+00:00,10343500,3.25,A -2023-05-18 15:15:00+00:00,10343500,3.25,A -2023-05-18 15:30:00+00:00,10343500,3.25,A -2023-05-18 15:45:00+00:00,10343500,3.25,A -2023-05-18 16:00:00+00:00,10343500,3.24,A -2023-05-18 16:15:00+00:00,10343500,3.24,A -2023-05-18 16:30:00+00:00,10343500,3.23,A -2023-05-18 16:45:00+00:00,10343500,3.23,A -2023-05-18 17:00:00+00:00,10343500,3.23,A -2023-05-18 17:15:00+00:00,10343500,3.22,A -2023-05-18 17:30:00+00:00,10343500,3.22,A -2023-05-18 17:45:00+00:00,10343500,3.21,A -2023-05-18 18:00:00+00:00,10343500,3.21,A -2023-05-18 18:15:00+00:00,10343500,3.21,A -2023-05-18 18:30:00+00:00,10343500,3.21,A -2023-05-18 18:45:00+00:00,10343500,3.21,A -2023-05-18 19:00:00+00:00,10343500,3.22,A -2023-05-18 19:15:00+00:00,10343500,3.22,A -2023-05-18 19:30:00+00:00,10343500,3.23,A -2023-05-18 19:45:00+00:00,10343500,3.23,A -2023-05-18 20:00:00+00:00,10343500,3.25,A -2023-05-18 20:15:00+00:00,10343500,3.25,A -2023-05-18 20:30:00+00:00,10343500,3.28,A -2023-05-18 20:45:00+00:00,10343500,3.29,A -2023-05-18 21:00:00+00:00,10343500,3.31,A -2023-05-18 21:15:00+00:00,10343500,3.33,A -2023-05-18 21:30:00+00:00,10343500,3.35,A -2023-05-18 21:45:00+00:00,10343500,3.38,A -2023-05-18 22:00:00+00:00,10343500,3.4,A -2023-05-18 22:15:00+00:00,10343500,3.41,A -2023-05-18 22:30:00+00:00,10343500,3.44,A -2023-05-18 22:45:00+00:00,10343500,3.45,A -2023-05-18 23:00:00+00:00,10343500,3.48,A -2023-05-18 23:15:00+00:00,10343500,3.48,A -2023-05-18 23:30:00+00:00,10343500,3.51,A -2023-05-18 23:45:00+00:00,10343500,3.51,A -2023-05-19 00:00:00+00:00,10343500,3.53,A -2023-05-19 00:15:00+00:00,10343500,3.53,A -2023-05-19 00:30:00+00:00,10343500,3.54,A -2023-05-19 00:45:00+00:00,10343500,3.55,A -2023-05-19 01:00:00+00:00,10343500,3.54,A -2023-05-19 01:15:00+00:00,10343500,3.56,A -2023-05-19 01:30:00+00:00,10343500,3.55,A -2023-05-19 01:45:00+00:00,10343500,3.55,A -2023-05-19 02:00:00+00:00,10343500,3.55,A -2023-05-19 02:15:00+00:00,10343500,3.56,A -2023-05-19 02:30:00+00:00,10343500,3.54,A -2023-05-19 02:45:00+00:00,10343500,3.55,A -2023-05-19 03:00:00+00:00,10343500,3.54,A -2023-05-19 03:15:00+00:00,10343500,3.53,A -2023-05-19 03:30:00+00:00,10343500,3.53,A -2023-05-19 03:45:00+00:00,10343500,3.52,A -2023-05-19 04:00:00+00:00,10343500,3.51,A -2023-05-19 04:15:00+00:00,10343500,3.5,A -2023-05-19 04:30:00+00:00,10343500,3.5,A -2023-05-19 04:45:00+00:00,10343500,3.49,A -2023-05-19 05:00:00+00:00,10343500,3.49,A -2023-05-19 05:15:00+00:00,10343500,3.49,A -2023-05-19 05:30:00+00:00,10343500,3.47,A -2023-05-19 05:45:00+00:00,10343500,3.47,A -2023-05-19 06:00:00+00:00,10343500,3.46,A -2023-05-19 06:15:00+00:00,10343500,3.46,A -2023-05-19 06:30:00+00:00,10343500,3.45,A -2023-05-19 06:45:00+00:00,10343500,3.44,A -2023-05-19 07:00:00+00:00,10343500,3.45,A -2023-05-19 07:15:00+00:00,10343500,3.44,A -2023-05-19 07:30:00+00:00,10343500,3.43,A -2023-05-19 07:45:00+00:00,10343500,3.42,A -2023-05-19 08:00:00+00:00,10343500,3.42,A -2023-05-19 08:15:00+00:00,10343500,3.41,A -2023-05-19 08:30:00+00:00,10343500,3.39,A -2023-05-19 08:45:00+00:00,10343500,3.39,A -2023-05-19 09:00:00+00:00,10343500,3.39,A -2023-05-19 09:15:00+00:00,10343500,3.39,A -2023-05-19 09:30:00+00:00,10343500,3.38,A -2023-05-19 09:45:00+00:00,10343500,3.38,A -2023-05-19 10:00:00+00:00,10343500,3.37,A -2023-05-19 10:15:00+00:00,10343500,3.37,A -2023-05-19 10:30:00+00:00,10343500,3.36,A -2023-05-19 10:45:00+00:00,10343500,3.35,A -2023-05-19 11:00:00+00:00,10343500,3.35,A -2023-05-19 11:15:00+00:00,10343500,3.34,A -2023-05-19 11:30:00+00:00,10343500,3.35,A -2023-05-19 11:45:00+00:00,10343500,3.33,A -2023-05-19 12:00:00+00:00,10343500,3.33,A -2023-05-19 12:15:00+00:00,10343500,3.33,A -2023-05-19 12:30:00+00:00,10343500,3.32,A -2023-05-19 12:45:00+00:00,10343500,3.31,A -2023-05-19 13:00:00+00:00,10343500,3.32,A -2023-05-19 13:15:00+00:00,10343500,3.3,A -2023-05-19 13:30:00+00:00,10343500,3.31,A -2023-05-19 13:45:00+00:00,10343500,3.29,A -2023-05-19 14:00:00+00:00,10343500,3.3,A -2023-05-19 14:15:00+00:00,10343500,3.29,A -2023-05-19 14:30:00+00:00,10343500,3.28,A -2023-05-19 14:45:00+00:00,10343500,3.28,A -2023-05-19 15:00:00+00:00,10343500,3.28,A -2023-05-19 15:15:00+00:00,10343500,3.27,A -2023-05-19 15:30:00+00:00,10343500,3.27,A -2023-05-19 15:45:00+00:00,10343500,3.27,A -2023-05-19 16:00:00+00:00,10343500,3.27,A -2023-05-19 16:15:00+00:00,10343500,3.26,A -2023-05-19 16:30:00+00:00,10343500,3.26,A -2023-05-19 16:45:00+00:00,10343500,3.25,A -2023-05-19 17:00:00+00:00,10343500,3.26,A -2023-05-19 17:15:00+00:00,10343500,3.25,A -2023-05-19 17:30:00+00:00,10343500,3.25,A -2023-05-19 17:45:00+00:00,10343500,3.24,A -2023-05-19 18:00:00+00:00,10343500,3.26,A -2023-05-19 18:15:00+00:00,10343500,3.25,A -2023-05-19 18:30:00+00:00,10343500,3.25,A -2023-05-19 18:45:00+00:00,10343500,3.26,A -2023-05-19 19:00:00+00:00,10343500,3.25,A -2023-05-19 19:15:00+00:00,10343500,3.27,A -2023-05-19 19:30:00+00:00,10343500,3.28,A -2023-05-19 19:45:00+00:00,10343500,3.29,A -2023-05-19 20:00:00+00:00,10343500,3.31,A -2023-05-19 20:15:00+00:00,10343500,3.33,A -2023-05-19 20:30:00+00:00,10343500,3.34,A -2023-05-19 20:45:00+00:00,10343500,3.36,A -2023-05-19 21:00:00+00:00,10343500,3.38,A -2023-05-19 21:15:00+00:00,10343500,3.4,A -2023-05-19 21:30:00+00:00,10343500,3.44,A -2023-05-19 21:45:00+00:00,10343500,3.45,A -2023-05-19 22:00:00+00:00,10343500,3.49,A -2023-05-19 22:15:00+00:00,10343500,3.51,A -2023-05-19 22:30:00+00:00,10343500,3.53,A -2023-05-19 22:45:00+00:00,10343500,3.53,A -2023-05-19 23:00:00+00:00,10343500,3.56,A -2023-05-19 23:15:00+00:00,10343500,3.58,A -2023-05-19 23:30:00+00:00,10343500,3.6,A -2023-05-19 23:45:00+00:00,10343500,3.63,A -2023-05-20 00:00:00+00:00,10343500,3.64,A -2023-05-20 00:15:00+00:00,10343500,3.68,A -2023-05-20 00:30:00+00:00,10343500,3.67,A -2023-05-20 00:45:00+00:00,10343500,3.67,A -2023-05-20 01:00:00+00:00,10343500,3.72,A -2023-05-20 01:15:00+00:00,10343500,3.7,A -2023-05-20 01:30:00+00:00,10343500,3.72,A -2023-05-20 01:45:00+00:00,10343500,3.69,A -2023-05-20 02:00:00+00:00,10343500,3.69,A -2023-05-20 02:15:00+00:00,10343500,3.68,A -2023-05-20 02:30:00+00:00,10343500,3.68,A -2023-05-20 02:45:00+00:00,10343500,3.68,A -2023-05-20 03:00:00+00:00,10343500,3.68,A -2023-05-20 03:15:00+00:00,10343500,3.67,A -2023-05-20 03:30:00+00:00,10343500,3.67,A -2023-05-20 03:45:00+00:00,10343500,3.64,A -2023-05-20 04:00:00+00:00,10343500,3.63,A -2023-05-20 04:15:00+00:00,10343500,3.64,A -2023-05-20 04:30:00+00:00,10343500,3.61,A -2023-05-20 04:45:00+00:00,10343500,3.6,A -2023-05-20 05:00:00+00:00,10343500,3.59,A -2023-05-20 05:15:00+00:00,10343500,3.58,A -2023-05-20 05:30:00+00:00,10343500,3.57,A -2023-05-20 05:45:00+00:00,10343500,3.56,A -2023-05-20 06:00:00+00:00,10343500,3.56,A -2023-05-20 06:15:00+00:00,10343500,3.56,A -2023-05-20 06:30:00+00:00,10343500,3.54,A -2023-05-20 06:45:00+00:00,10343500,3.54,A -2023-05-20 07:00:00+00:00,10343500,3.54,A -2023-05-20 07:15:00+00:00,10343500,3.53,A -2023-05-20 07:30:00+00:00,10343500,3.53,A -2023-05-20 07:45:00+00:00,10343500,3.52,A -2023-05-20 08:00:00+00:00,10343500,3.51,A -2023-05-20 08:15:00+00:00,10343500,3.51,A -2023-05-20 08:30:00+00:00,10343500,3.51,A -2023-05-20 08:45:00+00:00,10343500,3.5,A -2023-05-20 09:00:00+00:00,10343500,3.48,A -2023-05-20 09:15:00+00:00,10343500,3.48,A -2023-05-20 09:30:00+00:00,10343500,3.47,A -2023-05-20 09:45:00+00:00,10343500,3.46,A -2023-05-20 10:00:00+00:00,10343500,3.46,A -2023-05-20 10:15:00+00:00,10343500,3.45,A -2023-05-20 10:30:00+00:00,10343500,3.45,A -2023-05-20 10:45:00+00:00,10343500,3.44,A -2023-05-20 11:00:00+00:00,10343500,3.43,A -2023-05-20 11:15:00+00:00,10343500,3.43,A -2023-05-20 11:30:00+00:00,10343500,3.42,A -2023-05-20 11:45:00+00:00,10343500,3.41,A -2023-05-20 12:00:00+00:00,10343500,3.41,A -2023-05-20 12:15:00+00:00,10343500,3.41,A -2023-05-20 12:30:00+00:00,10343500,3.4,A -2023-05-20 12:45:00+00:00,10343500,3.4,A -2023-05-20 13:00:00+00:00,10343500,3.4,A -2023-05-20 13:15:00+00:00,10343500,3.39,A -2023-05-20 13:30:00+00:00,10343500,3.39,A -2023-05-20 13:45:00+00:00,10343500,3.38,A -2023-05-20 14:00:00+00:00,10343500,3.37,A -2023-05-20 14:15:00+00:00,10343500,3.37,A -2023-05-20 14:30:00+00:00,10343500,3.37,A -2023-05-20 14:45:00+00:00,10343500,3.37,A -2023-05-20 15:00:00+00:00,10343500,3.36,A -2023-05-20 15:15:00+00:00,10343500,3.36,A -2023-05-20 15:30:00+00:00,10343500,3.35,A -2023-05-20 15:45:00+00:00,10343500,3.35,A -2023-05-20 16:00:00+00:00,10343500,3.34,A -2023-05-20 16:15:00+00:00,10343500,3.34,A -2023-05-20 16:30:00+00:00,10343500,3.33,A -2023-05-20 16:45:00+00:00,10343500,3.33,A -2023-05-20 17:00:00+00:00,10343500,3.34,A -2023-05-20 17:15:00+00:00,10343500,3.32,A -2023-05-20 17:30:00+00:00,10343500,3.32,A -2023-05-20 17:45:00+00:00,10343500,3.33,A -2023-05-20 18:00:00+00:00,10343500,3.33,A -2023-05-20 18:15:00+00:00,10343500,3.34,A -2023-05-20 18:30:00+00:00,10343500,3.33,A -2023-05-20 18:45:00+00:00,10343500,3.33,A -2023-05-20 19:00:00+00:00,10343500,3.35,A -2023-05-20 19:15:00+00:00,10343500,3.35,A -2023-05-20 19:30:00+00:00,10343500,3.36,A -2023-05-20 19:45:00+00:00,10343500,3.38,A -2023-05-20 20:00:00+00:00,10343500,3.39,A -2023-05-20 20:15:00+00:00,10343500,3.41,A -2023-05-20 20:30:00+00:00,10343500,3.43,A -2023-05-20 20:45:00+00:00,10343500,3.45,A -2023-05-20 21:00:00+00:00,10343500,3.47,A -2023-05-20 21:15:00+00:00,10343500,3.49,A -2023-05-20 21:30:00+00:00,10343500,3.51,A -2023-05-20 21:45:00+00:00,10343500,3.54,A -2023-05-20 22:00:00+00:00,10343500,3.57,A -2023-05-20 22:15:00+00:00,10343500,3.59,A -2023-05-20 22:30:00+00:00,10343500,3.61,A -2023-05-20 22:45:00+00:00,10343500,3.63,A -2023-05-20 23:00:00+00:00,10343500,3.65,A -2023-05-20 23:15:00+00:00,10343500,3.67,A -2023-05-20 23:30:00+00:00,10343500,3.7,A -2023-05-20 23:45:00+00:00,10343500,3.71,A -2023-05-21 00:00:00+00:00,10343500,3.74,A -2023-05-21 00:15:00+00:00,10343500,3.73,A -2023-05-21 00:30:00+00:00,10343500,3.73,A -2023-05-21 00:45:00+00:00,10343500,3.74,A -2023-05-21 01:00:00+00:00,10343500,3.75,A -2023-05-21 01:15:00+00:00,10343500,3.76,A -2023-05-21 01:30:00+00:00,10343500,3.75,A -2023-05-21 01:45:00+00:00,10343500,3.74,A -2023-05-21 02:00:00+00:00,10343500,3.74,A -2023-05-21 02:15:00+00:00,10343500,3.73,A -2023-05-21 02:30:00+00:00,10343500,3.73,A -2023-05-21 02:45:00+00:00,10343500,3.74,A -2023-05-21 03:00:00+00:00,10343500,3.74,A -2023-05-21 03:15:00+00:00,10343500,3.75,A -2023-05-21 03:30:00+00:00,10343500,3.73,A -2023-05-21 03:45:00+00:00,10343500,3.72,A -2023-05-21 04:00:00+00:00,10343500,3.7,A -2023-05-21 04:15:00+00:00,10343500,3.7,A -2023-05-21 04:30:00+00:00,10343500,3.7,A -2023-05-21 04:45:00+00:00,10343500,3.7,A -2023-05-21 05:00:00+00:00,10343500,3.7,A -2023-05-21 05:15:00+00:00,10343500,3.69,A -2023-05-21 05:30:00+00:00,10343500,3.68,A -2023-05-21 05:45:00+00:00,10343500,3.67,A -2023-05-21 06:00:00+00:00,10343500,3.66,A -2023-05-21 06:15:00+00:00,10343500,3.65,A -2023-05-21 06:30:00+00:00,10343500,3.65,A -2023-05-21 06:45:00+00:00,10343500,3.64,A -2023-05-21 07:00:00+00:00,10343500,3.63,A -2023-05-21 07:15:00+00:00,10343500,3.63,A -2023-05-21 07:30:00+00:00,10343500,3.61,A -2023-05-21 07:45:00+00:00,10343500,3.61,A -2023-05-21 08:00:00+00:00,10343500,3.6,A -2023-05-21 08:15:00+00:00,10343500,3.59,A -2023-05-21 08:30:00+00:00,10343500,3.59,A -2023-05-21 08:45:00+00:00,10343500,3.58,A -2023-05-21 09:00:00+00:00,10343500,3.57,A -2023-05-21 09:15:00+00:00,10343500,3.58,A -2023-05-21 09:30:00+00:00,10343500,3.56,A -2023-05-21 09:45:00+00:00,10343500,3.56,A -2023-05-21 10:00:00+00:00,10343500,3.55,A -2023-05-21 10:15:00+00:00,10343500,3.54,A -2023-05-21 10:30:00+00:00,10343500,3.54,A -2023-05-21 10:45:00+00:00,10343500,3.53,A -2023-05-21 11:00:00+00:00,10343500,3.52,A -2023-05-21 11:15:00+00:00,10343500,3.52,A -2023-05-21 11:30:00+00:00,10343500,3.51,A -2023-05-21 11:45:00+00:00,10343500,3.52,A -2023-05-21 12:00:00+00:00,10343500,3.51,A -2023-05-21 12:15:00+00:00,10343500,3.5,A -2023-05-21 12:30:00+00:00,10343500,3.5,A -2023-05-21 12:45:00+00:00,10343500,3.5,A -2023-05-21 13:00:00+00:00,10343500,3.49,A -2023-05-21 13:15:00+00:00,10343500,3.47,A -2023-05-21 13:30:00+00:00,10343500,3.48,A -2023-05-21 13:45:00+00:00,10343500,3.48,A -2023-05-21 14:00:00+00:00,10343500,3.47,A -2023-05-21 14:15:00+00:00,10343500,3.47,A -2023-05-21 14:30:00+00:00,10343500,3.46,A -2023-05-21 14:45:00+00:00,10343500,3.45,A -2023-05-21 15:00:00+00:00,10343500,3.46,A -2023-05-21 15:15:00+00:00,10343500,3.45,A -2023-05-21 15:30:00+00:00,10343500,3.44,A -2023-05-21 15:45:00+00:00,10343500,3.44,A -2023-05-21 16:00:00+00:00,10343500,3.43,A -2023-05-21 16:15:00+00:00,10343500,3.44,A -2023-05-21 16:30:00+00:00,10343500,3.43,A -2023-05-21 16:45:00+00:00,10343500,3.43,A -2023-05-21 17:00:00+00:00,10343500,3.42,A -2023-05-21 17:15:00+00:00,10343500,3.43,A -2023-05-21 17:30:00+00:00,10343500,3.43,A -2023-05-21 17:45:00+00:00,10343500,3.43,A -2023-05-21 18:00:00+00:00,10343500,3.43,A -2023-05-21 18:15:00+00:00,10343500,3.43,A -2023-05-21 18:30:00+00:00,10343500,3.43,A -2023-05-21 18:45:00+00:00,10343500,3.43,A -2023-05-21 19:00:00+00:00,10343500,3.44,A -2023-05-21 19:15:00+00:00,10343500,3.45,A -2023-05-21 19:30:00+00:00,10343500,3.46,A -2023-05-21 19:45:00+00:00,10343500,3.47,A -2023-05-21 20:00:00+00:00,10343500,3.48,A -2023-05-21 20:15:00+00:00,10343500,3.5,A -2023-05-21 20:30:00+00:00,10343500,3.52,A -2023-05-21 20:45:00+00:00,10343500,3.53,A -2023-05-21 21:00:00+00:00,10343500,3.56,A -2023-05-21 21:15:00+00:00,10343500,3.57,A -2023-05-21 21:30:00+00:00,10343500,3.6,A -2023-05-21 21:45:00+00:00,10343500,3.62,A -2023-05-21 22:00:00+00:00,10343500,3.64,A -2023-05-21 22:15:00+00:00,10343500,3.66,A -2023-05-21 22:30:00+00:00,10343500,3.68,A -2023-05-21 22:45:00+00:00,10343500,3.7,A -2023-05-21 23:00:00+00:00,10343500,3.71,A -2023-05-21 23:15:00+00:00,10343500,3.73,A -2023-05-21 23:30:00+00:00,10343500,3.74,A -2023-05-21 23:45:00+00:00,10343500,3.76,A -2023-05-22 00:00:00+00:00,10343500,3.76,A -2023-05-22 00:15:00+00:00,10343500,3.78,A -2023-05-22 00:30:00+00:00,10343500,3.79,A -2023-05-22 00:45:00+00:00,10343500,3.79,A -2023-05-22 01:00:00+00:00,10343500,3.78,A -2023-05-22 01:15:00+00:00,10343500,3.79,A -2023-05-22 01:30:00+00:00,10343500,3.78,A -2023-05-22 01:45:00+00:00,10343500,3.84,A -2023-05-22 02:00:00+00:00,10343500,3.84,A -2023-05-22 02:15:00+00:00,10343500,3.81,A -2023-05-22 02:30:00+00:00,10343500,3.8,A -2023-05-22 02:45:00+00:00,10343500,3.8,A -2023-05-22 03:00:00+00:00,10343500,3.79,A -2023-05-22 03:15:00+00:00,10343500,3.79,A -2023-05-22 03:30:00+00:00,10343500,3.77,A -2023-05-22 03:45:00+00:00,10343500,3.77,A -2023-05-22 04:00:00+00:00,10343500,3.76,A -2023-05-22 04:15:00+00:00,10343500,3.77,A -2023-05-22 04:30:00+00:00,10343500,3.81,A -2023-05-22 04:45:00+00:00,10343500,3.78,A -2023-05-22 05:00:00+00:00,10343500,3.77,A -2023-05-22 05:15:00+00:00,10343500,3.74,A -2023-05-22 05:30:00+00:00,10343500,3.74,A -2023-05-22 05:45:00+00:00,10343500,3.76,A -2023-05-22 06:00:00+00:00,10343500,3.77,A -2023-05-22 06:15:00+00:00,10343500,3.77,A -2023-05-22 06:30:00+00:00,10343500,3.73,A -2023-05-22 06:45:00+00:00,10343500,3.69,A -2023-05-22 07:00:00+00:00,10343500,3.68,A -2023-05-22 07:15:00+00:00,10343500,3.7,A -2023-05-22 07:30:00+00:00,10343500,3.66,A -2023-05-22 07:45:00+00:00,10343500,3.65,A -2023-05-22 08:00:00+00:00,10343500,3.63,A -2023-05-22 08:15:00+00:00,10343500,3.64,A -2023-05-22 08:30:00+00:00,10343500,3.62,A -2023-05-22 08:45:00+00:00,10343500,3.63,A -2023-05-22 09:00:00+00:00,10343500,3.62,A -2023-05-22 09:15:00+00:00,10343500,3.62,A -2023-05-22 09:30:00+00:00,10343500,3.62,A -2023-05-22 09:45:00+00:00,10343500,3.6,A -2023-05-22 10:00:00+00:00,10343500,3.6,A -2023-05-22 10:15:00+00:00,10343500,3.58,A -2023-05-22 10:30:00+00:00,10343500,3.58,A -2023-05-22 10:45:00+00:00,10343500,3.57,A -2023-05-22 11:00:00+00:00,10343500,3.56,A -2023-05-22 11:15:00+00:00,10343500,3.55,A -2023-05-22 11:30:00+00:00,10343500,3.55,A -2023-05-22 11:45:00+00:00,10343500,3.54,A -2023-05-22 12:00:00+00:00,10343500,3.53,A -2023-05-22 12:15:00+00:00,10343500,3.54,A -2023-05-22 12:30:00+00:00,10343500,3.54,A -2023-05-22 12:45:00+00:00,10343500,3.52,A -2023-05-22 13:00:00+00:00,10343500,3.53,A -2023-05-22 13:15:00+00:00,10343500,3.52,A -2023-05-22 13:30:00+00:00,10343500,3.51,A -2023-05-22 13:45:00+00:00,10343500,3.51,A -2023-05-22 14:00:00+00:00,10343500,3.5,A -2023-05-22 14:15:00+00:00,10343500,3.49,A -2023-05-22 14:30:00+00:00,10343500,3.49,A -2023-05-22 14:45:00+00:00,10343500,3.48,A -2023-05-22 15:00:00+00:00,10343500,3.49,A -2023-05-22 15:15:00+00:00,10343500,3.48,A -2023-05-22 15:30:00+00:00,10343500,3.47,A -2023-05-22 15:45:00+00:00,10343500,3.48,A -2023-05-22 16:00:00+00:00,10343500,3.48,A -2023-05-22 16:15:00+00:00,10343500,3.47,A -2023-05-22 16:30:00+00:00,10343500,3.46,A -2023-05-22 16:45:00+00:00,10343500,3.46,A -2023-05-22 17:00:00+00:00,10343500,3.46,A -2023-05-22 17:15:00+00:00,10343500,3.45,A -2023-05-22 17:30:00+00:00,10343500,3.45,A -2023-05-22 17:45:00+00:00,10343500,3.45,A -2023-05-22 18:00:00+00:00,10343500,3.45,A -2023-05-22 18:15:00+00:00,10343500,3.44,A -2023-05-22 18:30:00+00:00,10343500,3.45,A -2023-05-22 18:45:00+00:00,10343500,3.45,A -2023-05-22 19:00:00+00:00,10343500,3.46,A -2023-05-22 19:15:00+00:00,10343500,3.45,A -2023-05-22 19:30:00+00:00,10343500,3.46,A -2023-05-22 19:45:00+00:00,10343500,3.48,A -2023-05-22 20:00:00+00:00,10343500,3.48,A -2023-05-22 20:15:00+00:00,10343500,3.49,A -2023-05-22 20:30:00+00:00,10343500,3.5,A -2023-05-22 20:45:00+00:00,10343500,3.52,A -2023-05-22 21:00:00+00:00,10343500,3.54,A -2023-05-22 21:15:00+00:00,10343500,3.55,A -2023-05-22 21:30:00+00:00,10343500,3.57,A -2023-05-22 21:45:00+00:00,10343500,3.59,A -2023-05-22 22:00:00+00:00,10343500,3.61,A -2023-05-22 22:15:00+00:00,10343500,3.63,A -2023-05-22 22:30:00+00:00,10343500,3.65,A -2023-05-22 22:45:00+00:00,10343500,3.65,A -2023-05-22 23:00:00+00:00,10343500,3.67,A -2023-05-22 23:15:00+00:00,10343500,3.69,A -2023-05-22 23:30:00+00:00,10343500,3.71,A -2023-05-22 23:45:00+00:00,10343500,3.72,A -2023-05-23 00:00:00+00:00,10343500,3.72,A -2023-05-23 00:15:00+00:00,10343500,3.72,A -2023-05-23 00:30:00+00:00,10343500,3.74,A -2023-05-23 00:45:00+00:00,10343500,3.74,A -2023-05-23 01:00:00+00:00,10343500,3.74,A -2023-05-23 01:15:00+00:00,10343500,3.74,A -2023-05-23 01:30:00+00:00,10343500,3.76,A -2023-05-23 01:45:00+00:00,10343500,3.76,A -2023-05-23 02:00:00+00:00,10343500,3.74,A -2023-05-23 02:15:00+00:00,10343500,3.73,A -2023-05-23 02:30:00+00:00,10343500,3.74,A -2023-05-23 02:45:00+00:00,10343500,3.73,A -2023-05-23 03:00:00+00:00,10343500,3.73,A -2023-05-23 03:15:00+00:00,10343500,3.73,A -2023-05-23 03:30:00+00:00,10343500,3.71,A -2023-05-23 03:45:00+00:00,10343500,3.73,A -2023-05-23 04:00:00+00:00,10343500,3.71,A -2023-05-23 04:15:00+00:00,10343500,3.71,A -2023-05-23 04:30:00+00:00,10343500,3.71,A -2023-05-23 04:45:00+00:00,10343500,3.69,A -2023-05-23 05:00:00+00:00,10343500,3.67,A -2023-05-23 05:15:00+00:00,10343500,3.69,A -2023-05-23 05:30:00+00:00,10343500,3.67,A -2023-05-23 05:45:00+00:00,10343500,3.68,A -2023-05-23 06:00:00+00:00,10343500,3.66,A -2023-05-23 06:15:00+00:00,10343500,3.65,A -2023-05-23 06:30:00+00:00,10343500,3.64,A -2023-05-23 06:45:00+00:00,10343500,3.63,A -2023-05-23 07:00:00+00:00,10343500,3.64,A -2023-05-23 07:15:00+00:00,10343500,3.62,A -2023-05-23 07:30:00+00:00,10343500,3.61,A -2023-05-23 07:45:00+00:00,10343500,3.6,A -2023-05-23 08:00:00+00:00,10343500,3.61,A -2023-05-23 08:15:00+00:00,10343500,3.59,A -2023-05-23 08:30:00+00:00,10343500,3.58,A -2023-05-23 08:45:00+00:00,10343500,3.59,A -2023-05-23 09:00:00+00:00,10343500,3.57,A -2023-05-23 09:15:00+00:00,10343500,3.56,A -2023-05-23 09:30:00+00:00,10343500,3.56,A -2023-05-23 09:45:00+00:00,10343500,3.56,A -2023-05-23 10:00:00+00:00,10343500,3.55,A -2023-05-23 10:15:00+00:00,10343500,3.54,A -2023-05-23 10:30:00+00:00,10343500,3.55,A -2023-05-23 10:45:00+00:00,10343500,3.54,A -2023-05-23 11:00:00+00:00,10343500,3.53,A -2023-05-23 11:15:00+00:00,10343500,3.52,A -2023-05-23 11:30:00+00:00,10343500,3.53,A -2023-05-23 11:45:00+00:00,10343500,3.52,A -2023-05-23 12:00:00+00:00,10343500,3.51,A -2023-05-23 12:15:00+00:00,10343500,3.5,A -2023-05-23 12:30:00+00:00,10343500,3.49,A -2023-05-23 12:45:00+00:00,10343500,3.49,A -2023-05-23 13:00:00+00:00,10343500,3.48,A -2023-05-23 13:15:00+00:00,10343500,3.48,A -2023-05-23 13:30:00+00:00,10343500,3.47,A -2023-05-23 13:45:00+00:00,10343500,3.47,A -2023-05-23 14:00:00+00:00,10343500,3.47,A -2023-05-23 14:15:00+00:00,10343500,3.47,A -2023-05-23 14:30:00+00:00,10343500,3.46,A -2023-05-23 14:45:00+00:00,10343500,3.46,A -2023-05-23 15:00:00+00:00,10343500,3.45,A -2023-05-23 15:15:00+00:00,10343500,3.45,A -2023-05-23 15:30:00+00:00,10343500,3.44,A -2023-05-23 15:45:00+00:00,10343500,3.44,A -2023-05-23 16:00:00+00:00,10343500,3.44,A -2023-05-23 16:15:00+00:00,10343500,3.44,A -2023-05-23 16:30:00+00:00,10343500,3.43,A -2023-05-23 16:45:00+00:00,10343500,3.43,A -2023-05-23 17:00:00+00:00,10343500,3.42,A -2023-05-23 17:15:00+00:00,10343500,3.42,A -2023-05-23 17:30:00+00:00,10343500,3.42,A -2023-05-23 17:45:00+00:00,10343500,3.41,A -2023-05-23 18:00:00+00:00,10343500,3.41,A -2023-05-23 18:15:00+00:00,10343500,3.41,A -2023-05-23 18:30:00+00:00,10343500,3.41,A -2023-05-23 18:45:00+00:00,10343500,3.41,A -2023-05-23 19:00:00+00:00,10343500,3.41,A -2023-05-23 19:15:00+00:00,10343500,3.41,A -2023-05-23 19:30:00+00:00,10343500,3.41,A -2023-05-23 19:45:00+00:00,10343500,3.41,A -2023-05-23 20:00:00+00:00,10343500,3.41,A -2023-05-23 20:15:00+00:00,10343500,3.42,A -2023-05-23 20:30:00+00:00,10343500,3.43,A -2023-05-23 20:45:00+00:00,10343500,3.41,A -2023-05-23 21:00:00+00:00,10343500,3.43,A -2023-05-23 21:15:00+00:00,10343500,3.43,A -2023-05-23 21:30:00+00:00,10343500,3.43,A -2023-05-23 21:45:00+00:00,10343500,3.44,A -2023-05-23 22:00:00+00:00,10343500,3.45,A -2023-05-23 22:15:00+00:00,10343500,3.46,A -2023-05-23 22:30:00+00:00,10343500,3.48,A -2023-05-23 22:45:00+00:00,10343500,3.48,A -2023-05-23 23:00:00+00:00,10343500,3.5,A -2023-05-23 23:15:00+00:00,10343500,3.52,A -2023-05-23 23:30:00+00:00,10343500,3.54,A -2023-05-23 23:45:00+00:00,10343500,3.56,A -2023-05-24 00:00:00+00:00,10343500,3.58,A -2023-05-24 00:15:00+00:00,10343500,3.59,A -2023-05-24 00:30:00+00:00,10343500,3.6,A -2023-05-24 00:45:00+00:00,10343500,3.62,A -2023-05-24 01:00:00+00:00,10343500,3.63,A -2023-05-24 01:15:00+00:00,10343500,3.63,A -2023-05-24 01:30:00+00:00,10343500,3.64,A -2023-05-24 01:45:00+00:00,10343500,3.65,A -2023-05-24 02:00:00+00:00,10343500,3.64,A -2023-05-24 02:15:00+00:00,10343500,3.65,A -2023-05-24 02:30:00+00:00,10343500,3.65,A -2023-05-24 02:45:00+00:00,10343500,3.65,A -2023-05-24 03:00:00+00:00,10343500,3.64,A -2023-05-24 03:15:00+00:00,10343500,3.64,A -2023-05-24 03:30:00+00:00,10343500,3.64,A -2023-05-24 03:45:00+00:00,10343500,3.64,A -2023-05-24 04:00:00+00:00,10343500,3.63,A -2023-05-24 04:15:00+00:00,10343500,3.62,A -2023-05-24 04:30:00+00:00,10343500,3.62,A -2023-05-24 04:45:00+00:00,10343500,3.61,A -2023-05-24 05:00:00+00:00,10343500,3.61,A -2023-05-24 05:15:00+00:00,10343500,3.6,A -2023-05-24 05:30:00+00:00,10343500,3.6,A -2023-05-24 05:45:00+00:00,10343500,3.59,A -2023-05-24 06:00:00+00:00,10343500,3.58,A -2023-05-24 06:15:00+00:00,10343500,3.58,A -2023-05-24 06:30:00+00:00,10343500,3.57,A -2023-05-24 06:45:00+00:00,10343500,3.57,A -2023-05-24 07:00:00+00:00,10343500,3.56,A -2023-05-24 07:15:00+00:00,10343500,3.56,A -2023-05-24 07:30:00+00:00,10343500,3.54,A -2023-05-24 07:45:00+00:00,10343500,3.54,A -2023-05-24 08:00:00+00:00,10343500,3.54,A -2023-05-24 08:15:00+00:00,10343500,3.53,A -2023-05-24 08:30:00+00:00,10343500,3.52,A -2023-05-24 08:45:00+00:00,10343500,3.53,A -2023-05-24 09:00:00+00:00,10343500,3.51,A -2023-05-24 09:15:00+00:00,10343500,3.51,A -2023-05-24 09:30:00+00:00,10343500,3.51,A -2023-05-24 09:45:00+00:00,10343500,3.5,A -2023-05-24 10:00:00+00:00,10343500,3.5,A -2023-05-24 10:15:00+00:00,10343500,3.49,A -2023-05-24 10:30:00+00:00,10343500,3.48,A -2023-05-24 10:45:00+00:00,10343500,3.47,A -2023-05-24 11:00:00+00:00,10343500,3.47,A -2023-05-24 11:15:00+00:00,10343500,3.46,A -2023-05-24 11:30:00+00:00,10343500,3.47,A -2023-05-24 11:45:00+00:00,10343500,3.46,A -2023-05-24 12:00:00+00:00,10343500,3.46,A -2023-05-24 12:15:00+00:00,10343500,3.45,A -2023-05-24 12:30:00+00:00,10343500,3.45,A -2023-05-24 12:45:00+00:00,10343500,3.45,A -2023-05-24 13:00:00+00:00,10343500,3.44,A -2023-05-24 13:15:00+00:00,10343500,3.42,A -2023-05-24 13:30:00+00:00,10343500,3.43,A -2023-05-24 13:45:00+00:00,10343500,3.42,A -2023-05-24 14:00:00+00:00,10343500,3.42,A -2023-05-24 14:15:00+00:00,10343500,3.42,A -2023-05-24 14:30:00+00:00,10343500,3.42,A -2023-05-24 14:45:00+00:00,10343500,3.41,A -2023-05-24 15:00:00+00:00,10343500,3.41,A -2023-05-24 15:15:00+00:00,10343500,3.4,A -2023-05-24 15:30:00+00:00,10343500,3.41,A -2023-05-24 15:45:00+00:00,10343500,3.4,A -2023-05-24 16:00:00+00:00,10343500,3.39,A -2023-05-24 16:15:00+00:00,10343500,3.4,A -2023-05-24 16:30:00+00:00,10343500,3.39,A -2023-05-24 16:45:00+00:00,10343500,3.39,A -2023-05-24 17:00:00+00:00,10343500,3.38,A -2023-05-24 17:15:00+00:00,10343500,3.37,A -2023-05-24 17:30:00+00:00,10343500,3.38,A -2023-05-24 17:45:00+00:00,10343500,3.38,A -2023-05-24 18:00:00+00:00,10343500,3.37,A -2023-05-24 18:15:00+00:00,10343500,3.38,A -2023-05-24 18:30:00+00:00,10343500,3.37,A -2023-05-24 18:45:00+00:00,10343500,3.37,A -2023-05-24 19:00:00+00:00,10343500,3.37,A -2023-05-24 19:15:00+00:00,10343500,3.36,A -2023-05-24 19:30:00+00:00,10343500,3.37,A -2023-05-24 19:45:00+00:00,10343500,3.37,A -2023-05-24 20:00:00+00:00,10343500,3.38,A -2023-05-24 20:15:00+00:00,10343500,3.38,A -2023-05-24 20:30:00+00:00,10343500,3.39,A -2023-05-24 20:45:00+00:00,10343500,3.4,A -2023-05-24 21:00:00+00:00,10343500,3.4,A -2023-05-24 21:15:00+00:00,10343500,3.42,A -2023-05-24 21:30:00+00:00,10343500,3.43,A -2023-05-24 21:45:00+00:00,10343500,3.44,A -2023-05-24 22:00:00+00:00,10343500,3.46,A -2023-05-24 22:15:00+00:00,10343500,3.47,A -2023-05-24 22:30:00+00:00,10343500,3.49,A -2023-05-24 22:45:00+00:00,10343500,3.51,A -2023-05-24 23:00:00+00:00,10343500,3.51,A -2023-05-24 23:15:00+00:00,10343500,3.54,A -2023-05-24 23:30:00+00:00,10343500,3.55,A -2023-05-24 23:45:00+00:00,10343500,3.56,A -2023-05-25 00:00:00+00:00,10343500,3.57,A -2023-05-25 00:15:00+00:00,10343500,3.58,A -2023-05-25 00:30:00+00:00,10343500,3.59,A -2023-05-25 00:45:00+00:00,10343500,3.59,A -2023-05-25 01:00:00+00:00,10343500,3.59,A -2023-05-25 01:15:00+00:00,10343500,3.6,A -2023-05-25 01:30:00+00:00,10343500,3.6,A -2023-05-25 01:45:00+00:00,10343500,3.6,A -2023-05-25 02:00:00+00:00,10343500,3.61,A -2023-05-25 02:15:00+00:00,10343500,3.6,A -2023-05-25 02:30:00+00:00,10343500,3.6,A -2023-05-25 02:45:00+00:00,10343500,3.59,A -2023-05-25 03:00:00+00:00,10343500,3.59,A -2023-05-25 03:15:00+00:00,10343500,3.59,A -2023-05-25 03:30:00+00:00,10343500,3.58,A -2023-05-25 03:45:00+00:00,10343500,3.58,A -2023-05-25 04:00:00+00:00,10343500,3.58,A -2023-05-25 04:15:00+00:00,10343500,3.58,A -2023-05-25 04:30:00+00:00,10343500,3.57,A -2023-05-25 04:45:00+00:00,10343500,3.56,A -2023-05-25 05:00:00+00:00,10343500,3.55,A -2023-05-25 05:15:00+00:00,10343500,3.56,A -2023-05-25 05:30:00+00:00,10343500,3.54,A -2023-05-25 05:45:00+00:00,10343500,3.53,A -2023-05-25 06:00:00+00:00,10343500,3.53,A -2023-05-25 06:15:00+00:00,10343500,3.53,A -2023-05-25 06:30:00+00:00,10343500,3.52,A -2023-05-25 06:45:00+00:00,10343500,3.52,A -2023-05-25 07:00:00+00:00,10343500,3.51,A -2023-05-25 07:15:00+00:00,10343500,3.5,A -2023-05-25 07:30:00+00:00,10343500,3.5,A -2023-05-25 07:45:00+00:00,10343500,3.49,A -2023-05-25 08:00:00+00:00,10343500,3.48,A -2023-05-25 08:15:00+00:00,10343500,3.48,A -2023-05-25 08:30:00+00:00,10343500,3.48,A -2023-05-25 08:45:00+00:00,10343500,3.47,A -2023-05-25 09:00:00+00:00,10343500,3.46,A -2023-05-25 09:15:00+00:00,10343500,3.46,A -2023-05-25 09:30:00+00:00,10343500,3.46,A -2023-05-25 09:45:00+00:00,10343500,3.46,A -2023-05-25 10:00:00+00:00,10343500,3.45,A -2023-05-25 10:15:00+00:00,10343500,3.44,A -2023-05-25 10:30:00+00:00,10343500,3.43,A -2023-05-25 10:45:00+00:00,10343500,3.44,A -2023-05-25 11:00:00+00:00,10343500,3.44,A -2023-05-25 11:15:00+00:00,10343500,3.43,A -2023-05-25 11:30:00+00:00,10343500,3.43,A -2023-05-25 11:45:00+00:00,10343500,3.42,A -2023-05-25 12:00:00+00:00,10343500,3.41,A -2023-05-25 12:15:00+00:00,10343500,3.41,A -2023-05-25 12:30:00+00:00,10343500,3.4,A -2023-05-25 12:45:00+00:00,10343500,3.41,A -2023-05-25 13:00:00+00:00,10343500,3.4,A -2023-05-25 13:15:00+00:00,10343500,3.39,A -2023-05-25 13:30:00+00:00,10343500,3.39,A -2023-05-25 13:45:00+00:00,10343500,3.38,A -2023-05-25 14:00:00+00:00,10343500,3.38,A -2023-05-25 14:15:00+00:00,10343500,3.38,A -2023-05-25 14:30:00+00:00,10343500,3.37,A -2023-05-25 14:45:00+00:00,10343500,3.38,A -2023-05-25 15:00:00+00:00,10343500,3.37,A -2023-05-25 15:15:00+00:00,10343500,3.37,A -2023-05-25 15:30:00+00:00,10343500,3.37,A -2023-05-25 15:45:00+00:00,10343500,3.36,A -2023-05-25 16:00:00+00:00,10343500,3.35,A -2023-05-25 16:15:00+00:00,10343500,3.35,A -2023-05-25 16:30:00+00:00,10343500,3.36,A -2023-05-25 16:45:00+00:00,10343500,3.35,A -2023-05-25 17:00:00+00:00,10343500,3.34,A -2023-05-25 17:15:00+00:00,10343500,3.35,A -2023-05-25 17:30:00+00:00,10343500,3.34,A -2023-05-25 17:45:00+00:00,10343500,3.34,A -2023-05-25 18:00:00+00:00,10343500,3.34,A -2023-05-25 18:15:00+00:00,10343500,3.34,A -2023-05-25 18:30:00+00:00,10343500,3.33,A -2023-05-25 18:45:00+00:00,10343500,3.33,A -2023-05-25 19:00:00+00:00,10343500,3.34,A -2023-05-25 19:15:00+00:00,10343500,3.33,A -2023-05-25 19:30:00+00:00,10343500,3.33,A -2023-05-25 19:45:00+00:00,10343500,3.33,A -2023-05-25 20:00:00+00:00,10343500,3.34,A -2023-05-25 20:15:00+00:00,10343500,3.35,A -2023-05-25 20:30:00+00:00,10343500,3.35,A -2023-05-25 20:45:00+00:00,10343500,3.36,A -2023-05-25 21:00:00+00:00,10343500,3.37,A -2023-05-25 21:15:00+00:00,10343500,3.38,A -2023-05-25 21:30:00+00:00,10343500,3.4,A -2023-05-25 21:45:00+00:00,10343500,3.4,A -2023-05-25 22:00:00+00:00,10343500,3.41,A -2023-05-25 22:15:00+00:00,10343500,3.42,A -2023-05-25 22:30:00+00:00,10343500,3.42,A -2023-05-25 22:45:00+00:00,10343500,3.42,A -2023-05-25 23:00:00+00:00,10343500,3.43,A -2023-05-25 23:15:00+00:00,10343500,3.43,A -2023-05-25 23:30:00+00:00,10343500,3.44,A -2023-05-25 23:45:00+00:00,10343500,3.44,A -2023-05-26 00:00:00+00:00,10343500,3.43,A -2023-05-26 00:15:00+00:00,10343500,3.43,A -2023-05-26 00:30:00+00:00,10343500,3.44,A -2023-05-26 00:45:00+00:00,10343500,3.44,A -2023-05-26 01:00:00+00:00,10343500,3.43,A -2023-05-26 01:15:00+00:00,10343500,3.44,A -2023-05-26 01:30:00+00:00,10343500,3.44,A -2023-05-26 01:45:00+00:00,10343500,3.43,A -2023-05-26 02:00:00+00:00,10343500,3.44,A -2023-05-26 02:15:00+00:00,10343500,3.43,A -2023-05-26 02:30:00+00:00,10343500,3.43,A -2023-05-26 02:45:00+00:00,10343500,3.44,A -2023-05-26 03:00:00+00:00,10343500,3.43,A -2023-05-26 03:15:00+00:00,10343500,3.43,A -2023-05-26 03:30:00+00:00,10343500,3.42,A -2023-05-26 03:45:00+00:00,10343500,3.43,A -2023-05-26 04:00:00+00:00,10343500,3.41,A -2023-05-26 04:15:00+00:00,10343500,3.42,A -2023-05-26 04:30:00+00:00,10343500,3.42,A -2023-05-26 04:45:00+00:00,10343500,3.4,A -2023-05-26 05:00:00+00:00,10343500,3.41,A -2023-05-26 05:15:00+00:00,10343500,3.4,A -2023-05-26 05:30:00+00:00,10343500,3.4,A -2023-05-26 05:45:00+00:00,10343500,3.4,A -2023-05-26 06:00:00+00:00,10343500,3.4,A -2023-05-26 06:15:00+00:00,10343500,3.39,A -2023-05-26 06:30:00+00:00,10343500,3.38,A -2023-05-26 06:45:00+00:00,10343500,3.38,A -2023-05-26 07:00:00+00:00,10343500,3.38,A -2023-05-26 07:15:00+00:00,10343500,3.37,A -2023-05-26 07:30:00+00:00,10343500,3.37,A -2023-05-26 07:45:00+00:00,10343500,3.36,A -2023-05-26 08:00:00+00:00,10343500,3.36,A -2023-05-26 08:15:00+00:00,10343500,3.36,A -2023-05-26 08:30:00+00:00,10343500,3.36,A -2023-05-26 08:45:00+00:00,10343500,3.36,A -2023-05-26 09:00:00+00:00,10343500,3.36,A -2023-05-26 09:15:00+00:00,10343500,3.35,A -2023-05-26 09:30:00+00:00,10343500,3.34,A -2023-05-26 09:45:00+00:00,10343500,3.34,A -2023-05-26 10:00:00+00:00,10343500,3.34,A -2023-05-26 10:15:00+00:00,10343500,3.33,A -2023-05-26 10:30:00+00:00,10343500,3.33,A -2023-05-26 10:45:00+00:00,10343500,3.33,A -2023-05-26 11:00:00+00:00,10343500,3.33,A -2023-05-26 11:15:00+00:00,10343500,3.32,A -2023-05-26 11:30:00+00:00,10343500,3.33,A -2023-05-26 11:45:00+00:00,10343500,3.32,A -2023-05-26 12:00:00+00:00,10343500,3.32,A -2023-05-26 12:15:00+00:00,10343500,3.31,A -2023-05-26 12:30:00+00:00,10343500,3.32,A -2023-05-26 12:45:00+00:00,10343500,3.31,A -2023-05-26 13:00:00+00:00,10343500,3.3,A -2023-05-26 13:15:00+00:00,10343500,3.3,A -2023-05-26 13:30:00+00:00,10343500,3.3,A -2023-05-26 13:45:00+00:00,10343500,3.3,A -2023-05-26 14:00:00+00:00,10343500,3.3,A -2023-05-26 14:15:00+00:00,10343500,3.29,A -2023-05-26 14:30:00+00:00,10343500,3.3,A -2023-05-26 14:45:00+00:00,10343500,3.29,A -2023-05-26 15:00:00+00:00,10343500,3.29,A -2023-05-26 15:15:00+00:00,10343500,3.28,A -2023-05-26 15:30:00+00:00,10343500,3.28,A -2023-05-26 15:45:00+00:00,10343500,3.29,A -2023-05-26 16:00:00+00:00,10343500,3.28,A -2023-05-26 16:15:00+00:00,10343500,3.28,A -2023-05-26 16:30:00+00:00,10343500,3.27,A -2023-05-26 16:45:00+00:00,10343500,3.27,A -2023-05-26 17:00:00+00:00,10343500,3.27,A -2023-05-26 17:15:00+00:00,10343500,3.27,A -2023-05-26 17:30:00+00:00,10343500,3.27,A -2023-05-26 17:45:00+00:00,10343500,3.27,A -2023-05-26 18:00:00+00:00,10343500,3.27,A -2023-05-26 18:15:00+00:00,10343500,3.26,A -2023-05-26 18:30:00+00:00,10343500,3.27,A -2023-05-26 18:45:00+00:00,10343500,3.26,A -2023-05-26 19:00:00+00:00,10343500,3.26,A -2023-05-26 19:15:00+00:00,10343500,3.27,A -2023-05-26 19:30:00+00:00,10343500,3.26,A -2023-05-26 19:45:00+00:00,10343500,3.27,A -2023-05-26 20:00:00+00:00,10343500,3.27,A -2023-05-26 20:15:00+00:00,10343500,3.27,A -2023-05-26 20:30:00+00:00,10343500,3.28,A -2023-05-26 20:45:00+00:00,10343500,3.29,A -2023-05-26 21:00:00+00:00,10343500,3.31,A -2023-05-26 21:15:00+00:00,10343500,3.33,A -2023-05-26 21:30:00+00:00,10343500,3.34,A -2023-05-26 21:45:00+00:00,10343500,3.33,A -2023-05-26 22:00:00+00:00,10343500,3.33,A -2023-05-26 22:15:00+00:00,10343500,3.34,A -2023-05-26 22:30:00+00:00,10343500,3.35,A -2023-05-26 22:45:00+00:00,10343500,3.35,A -2023-05-26 23:00:00+00:00,10343500,3.36,A -2023-05-26 23:15:00+00:00,10343500,3.37,A -2023-05-26 23:30:00+00:00,10343500,3.37,A -2023-05-26 23:45:00+00:00,10343500,3.38,A -2023-05-27 00:00:00+00:00,10343500,3.39,A -2023-05-27 00:15:00+00:00,10343500,3.4,A -2023-05-27 00:30:00+00:00,10343500,3.4,A -2023-05-27 00:45:00+00:00,10343500,3.41,A -2023-05-27 01:00:00+00:00,10343500,3.41,A -2023-05-27 01:15:00+00:00,10343500,3.42,A -2023-05-27 01:30:00+00:00,10343500,3.42,A -2023-05-27 01:45:00+00:00,10343500,3.42,A -2023-05-27 02:00:00+00:00,10343500,3.43,A -2023-05-27 02:15:00+00:00,10343500,3.43,A -2023-05-27 02:30:00+00:00,10343500,3.42,A -2023-05-27 02:45:00+00:00,10343500,3.43,A -2023-05-27 03:00:00+00:00,10343500,3.42,A -2023-05-27 03:15:00+00:00,10343500,3.42,A -2023-05-27 03:30:00+00:00,10343500,3.41,A -2023-05-27 03:45:00+00:00,10343500,3.41,A -2023-05-27 04:00:00+00:00,10343500,3.41,A -2023-05-27 04:15:00+00:00,10343500,3.41,A -2023-05-27 04:30:00+00:00,10343500,3.41,A -2023-05-27 04:45:00+00:00,10343500,3.41,A -2023-05-27 05:00:00+00:00,10343500,3.4,A -2023-05-27 05:15:00+00:00,10343500,3.39,A -2023-05-27 05:30:00+00:00,10343500,3.39,A -2023-05-27 05:45:00+00:00,10343500,3.39,A -2023-05-27 06:00:00+00:00,10343500,3.38,A -2023-05-27 06:15:00+00:00,10343500,3.38,A -2023-05-27 06:30:00+00:00,10343500,3.38,A -2023-05-27 06:45:00+00:00,10343500,3.37,A -2023-05-27 07:00:00+00:00,10343500,3.36,A -2023-05-27 07:15:00+00:00,10343500,3.36,A -2023-05-27 07:30:00+00:00,10343500,3.36,A -2023-05-27 07:45:00+00:00,10343500,3.35,A -2023-05-27 08:00:00+00:00,10343500,3.34,A -2023-05-27 08:15:00+00:00,10343500,3.34,A -2023-05-27 08:30:00+00:00,10343500,3.34,A -2023-05-27 08:45:00+00:00,10343500,3.34,A -2023-05-27 09:00:00+00:00,10343500,3.33,A -2023-05-27 09:15:00+00:00,10343500,3.32,A -2023-05-27 09:30:00+00:00,10343500,3.33,A -2023-05-27 09:45:00+00:00,10343500,3.32,A -2023-05-27 10:00:00+00:00,10343500,3.32,A -2023-05-27 10:15:00+00:00,10343500,3.31,A -2023-05-27 10:30:00+00:00,10343500,3.31,A -2023-05-27 10:45:00+00:00,10343500,3.31,A -2023-05-27 11:00:00+00:00,10343500,3.3,A -2023-05-27 11:15:00+00:00,10343500,3.3,A -2023-05-27 11:30:00+00:00,10343500,3.3,A -2023-05-27 11:45:00+00:00,10343500,3.3,A -2023-05-27 12:00:00+00:00,10343500,3.29,A -2023-05-27 12:15:00+00:00,10343500,3.29,A -2023-05-27 12:30:00+00:00,10343500,3.28,A -2023-05-27 12:45:00+00:00,10343500,3.28,A -2023-05-27 13:00:00+00:00,10343500,3.28,A -2023-05-27 13:15:00+00:00,10343500,3.27,A -2023-05-27 13:30:00+00:00,10343500,3.27,A -2023-05-27 13:45:00+00:00,10343500,3.28,A -2023-05-27 14:00:00+00:00,10343500,3.27,A -2023-05-27 14:15:00+00:00,10343500,3.26,A -2023-05-27 14:30:00+00:00,10343500,3.27,A -2023-05-27 14:45:00+00:00,10343500,3.26,A -2023-05-27 15:00:00+00:00,10343500,3.26,A -2023-05-27 15:15:00+00:00,10343500,3.26,A -2023-05-27 15:30:00+00:00,10343500,3.26,A -2023-05-27 15:45:00+00:00,10343500,3.25,A -2023-05-27 16:00:00+00:00,10343500,3.25,A -2023-05-27 16:15:00+00:00,10343500,3.25,A -2023-05-27 16:30:00+00:00,10343500,3.24,A -2023-05-27 16:45:00+00:00,10343500,3.25,A -2023-05-27 17:00:00+00:00,10343500,3.25,A -2023-05-27 17:15:00+00:00,10343500,3.24,A -2023-05-27 17:30:00+00:00,10343500,3.24,A -2023-05-27 17:45:00+00:00,10343500,3.23,A -2023-05-27 18:00:00+00:00,10343500,3.23,A -2023-05-27 18:15:00+00:00,10343500,3.23,A -2023-05-27 18:30:00+00:00,10343500,3.23,A -2023-05-27 18:45:00+00:00,10343500,3.23,A -2023-05-27 19:00:00+00:00,10343500,3.23,A -2023-05-27 19:15:00+00:00,10343500,3.23,A -2023-05-27 19:30:00+00:00,10343500,3.24,A -2023-05-27 19:45:00+00:00,10343500,3.24,A -2023-05-27 20:00:00+00:00,10343500,3.24,A -2023-05-27 20:15:00+00:00,10343500,3.25,A -2023-05-27 20:30:00+00:00,10343500,3.25,A -2023-05-27 20:45:00+00:00,10343500,3.26,A -2023-05-27 21:00:00+00:00,10343500,3.27,A -2023-05-27 21:15:00+00:00,10343500,3.28,A -2023-05-27 21:30:00+00:00,10343500,3.27,A -2023-05-27 21:45:00+00:00,10343500,3.29,A -2023-05-27 22:00:00+00:00,10343500,3.31,A -2023-05-27 22:15:00+00:00,10343500,3.33,A -2023-05-27 22:30:00+00:00,10343500,3.35,A -2023-05-27 22:45:00+00:00,10343500,3.37,A -2023-05-27 23:00:00+00:00,10343500,3.38,A -2023-05-27 23:15:00+00:00,10343500,3.4,A -2023-05-27 23:30:00+00:00,10343500,3.43,A -2023-05-27 23:45:00+00:00,10343500,3.45,A -2023-05-28 00:00:00+00:00,10343500,3.45,A -2023-05-28 00:15:00+00:00,10343500,3.46,A -2023-05-28 00:30:00+00:00,10343500,3.49,A -2023-05-28 00:45:00+00:00,10343500,3.49,A -2023-05-28 01:00:00+00:00,10343500,3.5,A -2023-05-28 01:15:00+00:00,10343500,3.5,A -2023-05-28 01:30:00+00:00,10343500,3.52,A -2023-05-28 01:45:00+00:00,10343500,3.51,A -2023-05-28 02:00:00+00:00,10343500,3.51,A -2023-05-28 02:15:00+00:00,10343500,3.52,A -2023-05-28 02:30:00+00:00,10343500,3.52,A -2023-05-28 02:45:00+00:00,10343500,3.51,A -2023-05-28 03:00:00+00:00,10343500,3.51,A -2023-05-28 03:15:00+00:00,10343500,3.5,A -2023-05-28 03:30:00+00:00,10343500,3.5,A -2023-05-28 03:45:00+00:00,10343500,3.5,A -2023-05-28 04:00:00+00:00,10343500,3.5,A -2023-05-28 04:15:00+00:00,10343500,3.49,A -2023-05-28 04:30:00+00:00,10343500,3.49,A -2023-05-28 04:45:00+00:00,10343500,3.48,A -2023-05-28 05:00:00+00:00,10343500,3.47,A -2023-05-28 05:15:00+00:00,10343500,3.47,A -2023-05-28 05:30:00+00:00,10343500,3.46,A -2023-05-28 05:45:00+00:00,10343500,3.45,A -2023-05-28 06:00:00+00:00,10343500,3.45,A -2023-05-28 06:15:00+00:00,10343500,3.44,A -2023-05-28 06:30:00+00:00,10343500,3.43,A -2023-05-28 06:45:00+00:00,10343500,3.43,A -2023-05-28 07:00:00+00:00,10343500,3.42,A -2023-05-28 07:15:00+00:00,10343500,3.42,A -2023-05-28 07:30:00+00:00,10343500,3.41,A -2023-05-28 07:45:00+00:00,10343500,3.41,A -2023-05-28 08:00:00+00:00,10343500,3.4,A -2023-05-28 08:15:00+00:00,10343500,3.39,A -2023-05-28 08:30:00+00:00,10343500,3.39,A -2023-05-28 08:45:00+00:00,10343500,3.39,A -2023-05-28 09:00:00+00:00,10343500,3.37,A -2023-05-28 09:15:00+00:00,10343500,3.37,A -2023-05-28 09:30:00+00:00,10343500,3.37,A -2023-05-28 09:45:00+00:00,10343500,3.37,A -2023-05-28 10:00:00+00:00,10343500,3.36,A -2023-05-28 10:15:00+00:00,10343500,3.36,A -2023-05-28 10:30:00+00:00,10343500,3.35,A -2023-05-28 10:45:00+00:00,10343500,3.36,A -2023-05-28 11:00:00+00:00,10343500,3.34,A -2023-05-28 11:15:00+00:00,10343500,3.34,A -2023-05-28 11:30:00+00:00,10343500,3.34,A -2023-05-28 11:45:00+00:00,10343500,3.33,A -2023-05-28 12:00:00+00:00,10343500,3.34,A -2023-05-28 12:15:00+00:00,10343500,3.33,A -2023-05-28 12:30:00+00:00,10343500,3.32,A -2023-05-28 12:45:00+00:00,10343500,3.32,A -2023-05-28 13:00:00+00:00,10343500,3.32,A -2023-05-28 13:15:00+00:00,10343500,3.31,A -2023-05-28 13:30:00+00:00,10343500,3.31,A -2023-05-28 13:45:00+00:00,10343500,3.3,A -2023-05-28 14:00:00+00:00,10343500,3.3,A -2023-05-28 14:15:00+00:00,10343500,3.3,A -2023-05-28 14:30:00+00:00,10343500,3.3,A -2023-05-28 14:45:00+00:00,10343500,3.29,A -2023-05-28 15:00:00+00:00,10343500,3.29,A -2023-05-28 15:15:00+00:00,10343500,3.29,A -2023-05-28 15:30:00+00:00,10343500,3.28,A -2023-05-28 15:45:00+00:00,10343500,3.28,A -2023-05-28 16:00:00+00:00,10343500,3.28,A -2023-05-28 16:15:00+00:00,10343500,3.28,A -2023-05-28 16:30:00+00:00,10343500,3.27,A -2023-05-28 16:45:00+00:00,10343500,3.27,A -2023-05-28 17:00:00+00:00,10343500,3.27,A -2023-05-28 17:15:00+00:00,10343500,3.26,A -2023-05-28 17:30:00+00:00,10343500,3.27,A -2023-05-28 17:45:00+00:00,10343500,3.27,A -2023-05-28 18:00:00+00:00,10343500,3.26,A -2023-05-28 18:15:00+00:00,10343500,3.26,A -2023-05-28 18:30:00+00:00,10343500,3.25,A -2023-05-28 18:45:00+00:00,10343500,3.27,A -2023-05-28 19:00:00+00:00,10343500,3.26,A -2023-05-28 19:15:00+00:00,10343500,3.26,A -2023-05-28 19:30:00+00:00,10343500,3.26,A -2023-05-28 19:45:00+00:00,10343500,3.26,A -2023-05-28 20:00:00+00:00,10343500,3.26,A -2023-05-28 20:15:00+00:00,10343500,3.27,A -2023-05-28 20:30:00+00:00,10343500,3.27,A -2023-05-28 20:45:00+00:00,10343500,3.27,A -2023-05-28 21:00:00+00:00,10343500,3.28,A -2023-05-28 21:15:00+00:00,10343500,3.28,A -2023-05-28 21:30:00+00:00,10343500,3.29,A -2023-05-28 21:45:00+00:00,10343500,3.31,A -2023-05-28 22:00:00+00:00,10343500,3.31,A -2023-05-28 22:15:00+00:00,10343500,3.32,A -2023-05-28 22:30:00+00:00,10343500,3.33,A -2023-05-28 22:45:00+00:00,10343500,3.34,A -2023-05-28 23:00:00+00:00,10343500,3.34,A -2023-05-28 23:15:00+00:00,10343500,3.36,A -2023-05-28 23:30:00+00:00,10343500,3.35,A -2023-05-28 23:45:00+00:00,10343500,3.36,A -2023-05-29 00:00:00+00:00,10343500,3.37,A -2023-05-29 00:15:00+00:00,10343500,3.37,A -2023-05-29 00:30:00+00:00,10343500,3.37,A -2023-05-29 00:45:00+00:00,10343500,3.38,A -2023-05-29 01:00:00+00:00,10343500,3.38,A -2023-05-29 01:15:00+00:00,10343500,3.38,A -2023-05-29 01:30:00+00:00,10343500,3.38,A -2023-05-29 01:45:00+00:00,10343500,3.38,A -2023-05-29 02:00:00+00:00,10343500,3.38,A -2023-05-29 02:15:00+00:00,10343500,3.37,A -2023-05-29 02:30:00+00:00,10343500,3.38,A -2023-05-29 02:45:00+00:00,10343500,3.37,A -2023-05-29 03:00:00+00:00,10343500,3.37,A -2023-05-29 03:15:00+00:00,10343500,3.38,A -2023-05-29 03:30:00+00:00,10343500,3.37,A -2023-05-29 03:45:00+00:00,10343500,3.37,A -2023-05-29 04:00:00+00:00,10343500,3.38,A -2023-05-29 04:15:00+00:00,10343500,3.36,A -2023-05-29 04:30:00+00:00,10343500,3.36,A -2023-05-29 04:45:00+00:00,10343500,3.36,A -2023-05-29 05:00:00+00:00,10343500,3.35,A -2023-05-29 05:15:00+00:00,10343500,3.35,A -2023-05-29 05:30:00+00:00,10343500,3.35,A -2023-05-29 05:45:00+00:00,10343500,3.35,A -2023-05-29 06:00:00+00:00,10343500,3.34,A -2023-05-29 06:15:00+00:00,10343500,3.34,A -2023-05-29 06:30:00+00:00,10343500,3.34,A -2023-05-29 06:45:00+00:00,10343500,3.34,A -2023-05-29 07:00:00+00:00,10343500,3.32,A -2023-05-29 07:15:00+00:00,10343500,3.33,A -2023-05-29 07:30:00+00:00,10343500,3.32,A -2023-05-29 07:45:00+00:00,10343500,3.32,A -2023-05-29 08:00:00+00:00,10343500,3.32,A -2023-05-29 08:15:00+00:00,10343500,3.31,A -2023-05-29 08:30:00+00:00,10343500,3.31,A -2023-05-29 08:45:00+00:00,10343500,3.3,A -2023-05-29 09:00:00+00:00,10343500,3.31,A -2023-05-29 09:15:00+00:00,10343500,3.3,A -2023-05-29 09:30:00+00:00,10343500,3.3,A -2023-05-29 09:45:00+00:00,10343500,3.3,A -2023-05-29 10:00:00+00:00,10343500,3.29,A -2023-05-29 10:15:00+00:00,10343500,3.29,A -2023-05-29 10:30:00+00:00,10343500,3.29,A -2023-05-29 10:45:00+00:00,10343500,3.28,A -2023-05-29 11:00:00+00:00,10343500,3.27,A -2023-05-29 11:15:00+00:00,10343500,3.28,A -2023-05-29 11:30:00+00:00,10343500,3.27,A -2023-05-29 11:45:00+00:00,10343500,3.28,A -2023-05-29 12:00:00+00:00,10343500,3.26,A -2023-05-29 12:15:00+00:00,10343500,3.26,A -2023-05-29 12:30:00+00:00,10343500,3.27,A -2023-05-29 12:45:00+00:00,10343500,3.26,A -2023-05-29 13:00:00+00:00,10343500,3.26,A -2023-05-29 13:15:00+00:00,10343500,3.25,A -2023-05-29 13:30:00+00:00,10343500,3.25,A -2023-05-29 13:45:00+00:00,10343500,3.26,A -2023-05-29 14:00:00+00:00,10343500,3.25,A -2023-05-29 14:15:00+00:00,10343500,3.25,A -2023-05-29 14:30:00+00:00,10343500,3.24,A -2023-05-29 14:45:00+00:00,10343500,3.24,A -2023-05-29 15:00:00+00:00,10343500,3.24,A -2023-05-29 15:15:00+00:00,10343500,3.23,A -2023-05-29 15:30:00+00:00,10343500,3.22,A -2023-05-29 15:45:00+00:00,10343500,3.23,A -2023-05-29 16:00:00+00:00,10343500,3.23,A -2023-05-29 16:15:00+00:00,10343500,3.22,A -2023-05-29 16:30:00+00:00,10343500,3.22,A -2023-05-29 16:45:00+00:00,10343500,3.23,A -2023-05-29 17:00:00+00:00,10343500,3.22,A -2023-05-29 17:15:00+00:00,10343500,3.22,A -2023-05-29 17:30:00+00:00,10343500,3.21,A -2023-05-29 17:45:00+00:00,10343500,3.21,A -2023-05-29 18:00:00+00:00,10343500,3.21,A -2023-05-29 18:15:00+00:00,10343500,3.21,A -2023-05-29 18:30:00+00:00,10343500,3.21,A -2023-05-29 18:45:00+00:00,10343500,3.21,A -2023-05-29 19:00:00+00:00,10343500,3.21,A -2023-05-29 19:15:00+00:00,10343500,3.21,A -2023-05-29 19:30:00+00:00,10343500,3.21,A -2023-05-29 19:45:00+00:00,10343500,3.21,A -2023-05-29 20:00:00+00:00,10343500,3.21,A -2023-05-29 20:15:00+00:00,10343500,3.21,A -2023-05-29 20:30:00+00:00,10343500,3.21,A -2023-05-29 20:45:00+00:00,10343500,3.23,A -2023-05-29 21:00:00+00:00,10343500,3.23,A -2023-05-29 21:15:00+00:00,10343500,3.23,A -2023-05-29 21:30:00+00:00,10343500,3.23,A -2023-05-29 21:45:00+00:00,10343500,3.24,A -2023-05-29 22:00:00+00:00,10343500,3.24,A -2023-05-29 22:15:00+00:00,10343500,3.25,A -2023-05-29 22:30:00+00:00,10343500,3.25,A -2023-05-29 22:45:00+00:00,10343500,3.26,A -2023-05-29 23:00:00+00:00,10343500,3.26,A -2023-05-29 23:15:00+00:00,10343500,3.26,A -2023-05-29 23:30:00+00:00,10343500,3.27,A -2023-05-29 23:45:00+00:00,10343500,3.28,A -2023-05-30 00:00:00+00:00,10343500,3.29,A -2023-05-30 00:15:00+00:00,10343500,3.29,A -2023-05-30 00:30:00+00:00,10343500,3.29,A -2023-05-30 00:45:00+00:00,10343500,3.31,A -2023-05-30 01:00:00+00:00,10343500,3.31,A -2023-05-30 01:15:00+00:00,10343500,3.31,A -2023-05-30 01:30:00+00:00,10343500,3.32,A -2023-05-30 01:45:00+00:00,10343500,3.33,A -2023-05-30 02:00:00+00:00,10343500,3.32,A -2023-05-30 02:15:00+00:00,10343500,3.33,A -2023-05-30 02:30:00+00:00,10343500,3.33,A -2023-05-30 02:45:00+00:00,10343500,3.33,A -2023-05-30 03:00:00+00:00,10343500,3.33,A -2023-05-30 03:15:00+00:00,10343500,3.34,A -2023-05-30 03:30:00+00:00,10343500,3.33,A -2023-05-30 03:45:00+00:00,10343500,3.34,A -2023-05-30 04:00:00+00:00,10343500,3.34,A -2023-05-30 04:15:00+00:00,10343500,3.33,A -2023-05-30 04:30:00+00:00,10343500,3.33,A -2023-05-30 04:45:00+00:00,10343500,3.32,A -2023-05-30 05:00:00+00:00,10343500,3.33,A -2023-05-30 05:15:00+00:00,10343500,3.33,A -2023-05-30 05:30:00+00:00,10343500,3.32,A -2023-05-30 05:45:00+00:00,10343500,3.32,A -2023-05-30 06:00:00+00:00,10343500,3.32,A -2023-05-30 06:15:00+00:00,10343500,3.32,A -2023-05-30 06:30:00+00:00,10343500,3.31,A -2023-05-30 06:45:00+00:00,10343500,3.31,A -2023-05-30 07:00:00+00:00,10343500,3.31,A -2023-05-30 07:15:00+00:00,10343500,3.31,A -2023-05-30 07:30:00+00:00,10343500,3.3,A -2023-05-30 07:45:00+00:00,10343500,3.3,A -2023-05-30 08:00:00+00:00,10343500,3.3,A -2023-05-30 08:15:00+00:00,10343500,3.3,A -2023-05-30 08:30:00+00:00,10343500,3.29,A -2023-05-30 08:45:00+00:00,10343500,3.28,A -2023-05-30 09:00:00+00:00,10343500,3.28,A -2023-05-30 09:15:00+00:00,10343500,3.28,A -2023-05-30 09:30:00+00:00,10343500,3.28,A -2023-05-30 09:45:00+00:00,10343500,3.27,A -2023-05-30 10:00:00+00:00,10343500,3.27,A -2023-05-30 10:15:00+00:00,10343500,3.27,A -2023-05-30 10:30:00+00:00,10343500,3.26,A -2023-05-30 10:45:00+00:00,10343500,3.26,A -2023-05-30 11:00:00+00:00,10343500,3.26,A -2023-05-30 11:15:00+00:00,10343500,3.25,A -2023-05-30 11:30:00+00:00,10343500,3.25,A -2023-05-30 11:45:00+00:00,10343500,3.25,A -2023-05-30 12:00:00+00:00,10343500,3.25,A -2023-05-30 12:15:00+00:00,10343500,3.25,A -2023-05-30 12:30:00+00:00,10343500,3.24,A -2023-05-30 12:45:00+00:00,10343500,3.23,A -2023-05-30 13:00:00+00:00,10343500,3.23,A -2023-05-30 13:15:00+00:00,10343500,3.23,A -2023-05-30 13:30:00+00:00,10343500,3.23,A -2023-05-30 13:45:00+00:00,10343500,3.23,A -2023-05-30 14:00:00+00:00,10343500,3.22,A -2023-05-30 14:15:00+00:00,10343500,3.22,A -2023-05-30 14:30:00+00:00,10343500,3.22,A -2023-05-30 14:45:00+00:00,10343500,3.21,A -2023-05-30 15:00:00+00:00,10343500,3.22,A -2023-05-30 15:15:00+00:00,10343500,3.21,A -2023-05-30 15:30:00+00:00,10343500,3.21,A -2023-05-30 15:45:00+00:00,10343500,3.2,A -2023-05-30 16:00:00+00:00,10343500,3.2,A -2023-05-30 16:15:00+00:00,10343500,3.2,A -2023-05-30 16:30:00+00:00,10343500,3.2,A -2023-05-30 16:45:00+00:00,10343500,3.2,A -2023-05-30 17:00:00+00:00,10343500,3.2,A -2023-05-30 17:15:00+00:00,10343500,3.19,A -2023-05-30 17:30:00+00:00,10343500,3.19,A -2023-05-30 17:45:00+00:00,10343500,3.19,A -2023-05-30 18:00:00+00:00,10343500,3.18,A -2023-05-30 18:15:00+00:00,10343500,3.18,A -2023-05-30 18:30:00+00:00,10343500,3.18,A -2023-05-30 18:45:00+00:00,10343500,3.19,A -2023-05-30 19:00:00+00:00,10343500,3.18,A -2023-05-30 19:15:00+00:00,10343500,3.18,A -2023-05-30 19:30:00+00:00,10343500,3.18,A -2023-05-30 19:45:00+00:00,10343500,3.19,A -2023-05-30 20:00:00+00:00,10343500,3.19,A -2023-05-30 20:15:00+00:00,10343500,3.19,A -2023-05-30 20:30:00+00:00,10343500,3.19,A -2023-05-30 20:45:00+00:00,10343500,3.2,A -2023-05-30 21:00:00+00:00,10343500,3.21,A -2023-05-30 21:15:00+00:00,10343500,3.23,A -2023-05-30 21:30:00+00:00,10343500,3.27,A -2023-05-30 21:45:00+00:00,10343500,3.3,A -2023-05-30 22:00:00+00:00,10343500,3.33,A -2023-05-30 22:15:00+00:00,10343500,3.36,A -2023-05-30 22:30:00+00:00,10343500,3.37,A -2023-05-30 22:45:00+00:00,10343500,3.4,A -2023-05-30 23:00:00+00:00,10343500,3.4,A -2023-05-30 23:15:00+00:00,10343500,3.39,A -2023-05-30 23:30:00+00:00,10343500,3.4,A -2023-05-30 23:45:00+00:00,10343500,3.4,A -2023-05-31 00:00:00+00:00,10343500,3.4,A -2023-05-31 00:15:00+00:00,10343500,3.4,A -2023-05-31 00:30:00+00:00,10343500,3.38,A -2023-05-31 00:45:00+00:00,10343500,3.39,A -2023-05-31 01:00:00+00:00,10343500,3.39,A -2023-05-31 01:15:00+00:00,10343500,3.38,A -2023-05-31 01:30:00+00:00,10343500,3.39,A -2023-05-31 01:45:00+00:00,10343500,3.38,A -2023-05-31 02:00:00+00:00,10343500,3.38,A -2023-05-31 02:15:00+00:00,10343500,3.38,A -2023-05-31 02:30:00+00:00,10343500,3.38,A -2023-05-31 02:45:00+00:00,10343500,3.37,A -2023-05-31 03:00:00+00:00,10343500,3.37,A -2023-05-31 03:15:00+00:00,10343500,3.37,A -2023-05-31 03:30:00+00:00,10343500,3.37,A -2023-05-31 03:45:00+00:00,10343500,3.36,A -2023-05-31 04:00:00+00:00,10343500,3.36,A -2023-05-31 04:15:00+00:00,10343500,3.36,A -2023-05-31 04:30:00+00:00,10343500,3.35,A -2023-05-31 04:45:00+00:00,10343500,3.35,A -2023-05-31 05:00:00+00:00,10343500,3.35,A -2023-05-31 05:15:00+00:00,10343500,3.35,A -2023-05-31 05:30:00+00:00,10343500,3.34,A -2023-05-31 05:45:00+00:00,10343500,3.33,A -2023-05-31 06:00:00+00:00,10343500,3.34,A -2023-05-31 06:15:00+00:00,10343500,3.34,A -2023-05-31 06:30:00+00:00,10343500,3.33,A -2023-05-31 06:45:00+00:00,10343500,3.33,A -2023-05-31 07:00:00+00:00,10343500,3.33,A -2023-05-31 07:15:00+00:00,10343500,3.32,A -2023-05-31 07:30:00+00:00,10343500,3.32,A -2023-05-31 07:45:00+00:00,10343500,3.31,A -2023-05-31 08:00:00+00:00,10343500,3.31,A -2023-05-31 08:15:00+00:00,10343500,3.31,A -2023-05-31 08:30:00+00:00,10343500,3.3,A -2023-05-31 08:45:00+00:00,10343500,3.3,A -2023-05-31 09:00:00+00:00,10343500,3.29,A -2023-05-31 09:15:00+00:00,10343500,3.28,A -2023-05-31 09:30:00+00:00,10343500,3.28,A -2023-05-31 09:45:00+00:00,10343500,3.28,A -2023-05-31 10:00:00+00:00,10343500,3.28,A -2023-05-31 10:15:00+00:00,10343500,3.27,A -2023-05-31 10:30:00+00:00,10343500,3.28,A -2023-05-31 10:45:00+00:00,10343500,3.27,A -2023-05-31 11:00:00+00:00,10343500,3.26,A -2023-05-31 11:15:00+00:00,10343500,3.26,A -2023-05-31 11:30:00+00:00,10343500,3.25,A -2023-05-31 11:45:00+00:00,10343500,3.25,A -2023-05-31 12:00:00+00:00,10343500,3.25,A -2023-05-31 12:15:00+00:00,10343500,3.25,A -2023-05-31 12:30:00+00:00,10343500,3.24,A -2023-05-31 12:45:00+00:00,10343500,3.24,A -2023-05-31 13:00:00+00:00,10343500,3.24,A -2023-05-31 13:15:00+00:00,10343500,3.23,A -2023-05-31 13:30:00+00:00,10343500,3.23,A -2023-05-31 13:45:00+00:00,10343500,3.22,A -2023-05-31 14:00:00+00:00,10343500,3.22,A -2023-05-31 14:15:00+00:00,10343500,3.22,A -2023-05-31 14:30:00+00:00,10343500,3.22,A -2023-05-31 14:45:00+00:00,10343500,3.22,A -2023-05-31 15:00:00+00:00,10343500,3.22,A -2023-05-31 15:15:00+00:00,10343500,3.2,A -2023-05-31 15:30:00+00:00,10343500,3.21,A -2023-05-31 15:45:00+00:00,10343500,3.21,A -2023-05-31 16:00:00+00:00,10343500,3.2,A -2023-05-31 16:15:00+00:00,10343500,3.2,A -2023-05-31 16:30:00+00:00,10343500,3.2,A -2023-05-31 16:45:00+00:00,10343500,3.2,A -2023-05-31 17:00:00+00:00,10343500,3.2,A -2023-05-31 17:15:00+00:00,10343500,3.2,A -2023-05-31 17:30:00+00:00,10343500,3.19,A -2023-05-31 17:45:00+00:00,10343500,3.19,A -2023-05-31 18:00:00+00:00,10343500,3.2,A -2023-05-31 18:15:00+00:00,10343500,3.19,A -2023-05-31 18:30:00+00:00,10343500,3.19,A -2023-05-31 18:45:00+00:00,10343500,3.19,A -2023-05-31 19:00:00+00:00,10343500,3.18,A -2023-05-31 19:15:00+00:00,10343500,3.2,A -2023-05-31 19:30:00+00:00,10343500,3.19,A -2023-05-31 19:45:00+00:00,10343500,3.19,A -2023-05-31 20:00:00+00:00,10343500,3.19,A -2023-05-31 20:15:00+00:00,10343500,3.19,A -2023-05-31 20:30:00+00:00,10343500,3.2,A -2023-05-31 20:45:00+00:00,10343500,3.21,A -2023-05-31 21:00:00+00:00,10343500,3.21,A -2023-05-31 21:15:00+00:00,10343500,3.22,A -2023-05-31 21:30:00+00:00,10343500,3.23,A -2023-05-31 21:45:00+00:00,10343500,3.23,A -2023-05-31 22:00:00+00:00,10343500,3.25,A -2023-05-31 22:15:00+00:00,10343500,3.26,A -2023-05-31 22:30:00+00:00,10343500,3.28,A -2023-05-31 22:45:00+00:00,10343500,3.29,A -2023-05-31 23:00:00+00:00,10343500,3.31,A -2023-05-31 23:15:00+00:00,10343500,3.33,A -2023-05-31 23:30:00+00:00,10343500,3.34,A -2023-05-31 23:45:00+00:00,10343500,3.36,A -2023-06-01 00:00:00+00:00,10343500,3.37,A -2023-06-01 00:15:00+00:00,10343500,3.38,A -2023-06-01 00:30:00+00:00,10343500,3.39,A -2023-06-01 00:45:00+00:00,10343500,3.4,A -2023-06-01 01:00:00+00:00,10343500,3.41,A -2023-06-01 01:15:00+00:00,10343500,3.41,A -2023-06-01 01:30:00+00:00,10343500,3.42,A -2023-06-01 01:45:00+00:00,10343500,3.42,A -2023-06-01 02:00:00+00:00,10343500,3.43,A -2023-06-01 02:15:00+00:00,10343500,3.42,A -2023-06-01 02:30:00+00:00,10343500,3.42,A -2023-06-01 02:45:00+00:00,10343500,3.42,A -2023-06-01 03:00:00+00:00,10343500,3.42,A -2023-06-01 03:15:00+00:00,10343500,3.41,A -2023-06-01 03:30:00+00:00,10343500,3.42,A -2023-06-01 03:45:00+00:00,10343500,3.42,A -2023-06-01 04:00:00+00:00,10343500,3.4,A -2023-06-01 04:15:00+00:00,10343500,3.4,A -2023-06-01 04:30:00+00:00,10343500,3.4,A -2023-06-01 04:45:00+00:00,10343500,3.39,A -2023-06-01 05:00:00+00:00,10343500,3.38,A -2023-06-01 05:15:00+00:00,10343500,3.39,A -2023-06-01 05:30:00+00:00,10343500,3.37,A -2023-06-01 05:45:00+00:00,10343500,3.37,A -2023-06-01 06:00:00+00:00,10343500,3.37,A -2023-06-01 06:15:00+00:00,10343500,3.35,A -2023-06-01 06:30:00+00:00,10343500,3.35,A -2023-06-01 06:45:00+00:00,10343500,3.35,A -2023-06-01 07:00:00+00:00,10343500,3.34,A -2023-06-01 07:15:00+00:00,10343500,3.33,A -2023-06-01 07:30:00+00:00,10343500,3.33,A -2023-06-01 07:45:00+00:00,10343500,3.32,A -2023-06-01 08:00:00+00:00,10343500,3.32,A -2023-06-01 08:15:00+00:00,10343500,3.31,A -2023-06-01 08:30:00+00:00,10343500,3.31,A -2023-06-01 08:45:00+00:00,10343500,3.31,A -2023-06-01 09:00:00+00:00,10343500,3.3,A -2023-06-01 09:15:00+00:00,10343500,3.3,A -2023-06-01 09:30:00+00:00,10343500,3.3,A -2023-06-01 09:45:00+00:00,10343500,3.29,A -2023-06-01 10:00:00+00:00,10343500,3.28,A -2023-06-01 10:15:00+00:00,10343500,3.28,A -2023-06-01 10:30:00+00:00,10343500,3.28,A -2023-06-01 10:45:00+00:00,10343500,3.28,A -2023-06-01 11:00:00+00:00,10343500,3.27,A -2023-06-01 11:15:00+00:00,10343500,3.27,A -2023-06-01 11:30:00+00:00,10343500,3.26,A -2023-06-01 11:45:00+00:00,10343500,3.26,A -2023-06-01 12:00:00+00:00,10343500,3.27,A -2023-06-01 12:15:00+00:00,10343500,3.26,A -2023-06-01 12:30:00+00:00,10343500,3.25,A -2023-06-01 12:45:00+00:00,10343500,3.24,A -2023-06-01 13:00:00+00:00,10343500,3.24,A -2023-06-01 13:15:00+00:00,10343500,3.24,A -2023-06-01 13:30:00+00:00,10343500,3.24,A -2023-06-01 13:45:00+00:00,10343500,3.23,A -2023-06-01 14:00:00+00:00,10343500,3.23,A -2023-06-01 14:15:00+00:00,10343500,3.22,A -2023-06-01 14:30:00+00:00,10343500,3.22,A -2023-06-01 14:45:00+00:00,10343500,3.22,A -2023-06-01 15:00:00+00:00,10343500,3.21,A -2023-06-01 15:15:00+00:00,10343500,3.22,A -2023-06-01 15:30:00+00:00,10343500,3.21,A -2023-06-01 15:45:00+00:00,10343500,3.22,A -2023-06-01 16:00:00+00:00,10343500,3.21,A -2023-06-01 16:15:00+00:00,10343500,3.2,A -2023-06-01 16:30:00+00:00,10343500,3.2,A -2023-06-01 16:45:00+00:00,10343500,3.2,A -2023-06-01 17:00:00+00:00,10343500,3.2,A -2023-06-01 17:15:00+00:00,10343500,3.19,A -2023-06-01 17:30:00+00:00,10343500,3.19,A -2023-06-01 17:45:00+00:00,10343500,3.19,A -2023-06-01 18:00:00+00:00,10343500,3.19,A -2023-06-01 18:15:00+00:00,10343500,3.18,A -2023-06-01 18:30:00+00:00,10343500,3.18,A -2023-06-01 18:45:00+00:00,10343500,3.18,A -2023-06-01 19:00:00+00:00,10343500,3.17,A -2023-06-01 19:15:00+00:00,10343500,3.18,A -2023-06-01 19:30:00+00:00,10343500,3.18,A -2023-06-01 19:45:00+00:00,10343500,3.18,A -2023-06-01 20:00:00+00:00,10343500,3.18,A -2023-06-01 20:15:00+00:00,10343500,3.18,A -2023-06-01 20:30:00+00:00,10343500,3.18,A -2023-06-01 20:45:00+00:00,10343500,3.19,A -2023-06-01 21:00:00+00:00,10343500,3.19,A -2023-06-01 21:15:00+00:00,10343500,3.2,A -2023-06-01 21:30:00+00:00,10343500,3.21,A -2023-06-01 21:45:00+00:00,10343500,3.22,A -2023-06-01 22:00:00+00:00,10343500,3.23,A -2023-06-01 22:15:00+00:00,10343500,3.25,A -2023-06-01 22:30:00+00:00,10343500,3.26,A -2023-06-01 22:45:00+00:00,10343500,3.28,A -2023-06-01 23:00:00+00:00,10343500,3.29,A -2023-06-01 23:15:00+00:00,10343500,3.3,A -2023-06-01 23:30:00+00:00,10343500,3.31,A -2023-06-01 23:45:00+00:00,10343500,3.33,A -2023-06-02 00:00:00+00:00,10343500,3.35,A -2023-06-02 00:15:00+00:00,10343500,3.36,A -2023-06-02 00:30:00+00:00,10343500,3.37,A -2023-06-02 00:45:00+00:00,10343500,3.38,A -2023-06-02 01:00:00+00:00,10343500,3.38,A -2023-06-02 01:15:00+00:00,10343500,3.39,A -2023-06-02 01:30:00+00:00,10343500,3.39,A -2023-06-02 01:45:00+00:00,10343500,3.39,A -2023-06-02 02:00:00+00:00,10343500,3.39,A -2023-06-02 02:15:00+00:00,10343500,3.39,A -2023-06-02 02:30:00+00:00,10343500,3.39,A -2023-06-02 02:45:00+00:00,10343500,3.39,A -2023-06-02 03:00:00+00:00,10343500,3.38,A -2023-06-02 03:15:00+00:00,10343500,3.38,A -2023-06-02 03:30:00+00:00,10343500,3.37,A -2023-06-02 03:45:00+00:00,10343500,3.37,A -2023-06-02 04:00:00+00:00,10343500,3.36,A -2023-06-02 04:15:00+00:00,10343500,3.36,A -2023-06-02 04:30:00+00:00,10343500,3.35,A -2023-06-02 04:45:00+00:00,10343500,3.34,A -2023-06-02 05:00:00+00:00,10343500,3.35,A -2023-06-02 05:15:00+00:00,10343500,3.34,A -2023-06-02 05:30:00+00:00,10343500,3.34,A -2023-06-02 05:45:00+00:00,10343500,3.33,A -2023-06-02 06:00:00+00:00,10343500,3.32,A -2023-06-02 06:15:00+00:00,10343500,3.31,A -2023-06-02 06:30:00+00:00,10343500,3.31,A -2023-06-02 06:45:00+00:00,10343500,3.31,A -2023-06-02 07:00:00+00:00,10343500,3.3,A -2023-06-02 07:15:00+00:00,10343500,3.3,A -2023-06-02 07:30:00+00:00,10343500,3.3,A -2023-06-02 07:45:00+00:00,10343500,3.29,A -2023-06-02 08:00:00+00:00,10343500,3.28,A -2023-06-02 08:15:00+00:00,10343500,3.28,A -2023-06-02 08:30:00+00:00,10343500,3.28,A -2023-06-02 08:45:00+00:00,10343500,3.27,A -2023-06-02 09:00:00+00:00,10343500,3.27,A -2023-06-02 09:15:00+00:00,10343500,3.26,A -2023-06-02 09:30:00+00:00,10343500,3.26,A -2023-06-02 09:45:00+00:00,10343500,3.25,A -2023-06-02 10:00:00+00:00,10343500,3.25,A -2023-06-02 10:15:00+00:00,10343500,3.25,A -2023-06-02 10:30:00+00:00,10343500,3.25,A -2023-06-02 10:45:00+00:00,10343500,3.24,A -2023-06-02 11:00:00+00:00,10343500,3.24,A -2023-06-02 11:15:00+00:00,10343500,3.23,A -2023-06-02 11:30:00+00:00,10343500,3.23,A -2023-06-02 11:45:00+00:00,10343500,3.23,A -2023-06-02 12:00:00+00:00,10343500,3.22,A -2023-06-02 12:15:00+00:00,10343500,3.22,A -2023-06-02 12:30:00+00:00,10343500,3.21,A -2023-06-02 12:45:00+00:00,10343500,3.2,A -2023-06-02 13:00:00+00:00,10343500,3.21,A -2023-06-02 13:15:00+00:00,10343500,3.21,A -2023-06-02 13:30:00+00:00,10343500,3.21,A -2023-06-02 13:45:00+00:00,10343500,3.19,A -2023-06-02 14:00:00+00:00,10343500,3.19,A -2023-06-02 14:15:00+00:00,10343500,3.19,A -2023-06-02 14:30:00+00:00,10343500,3.19,A -2023-06-02 14:45:00+00:00,10343500,3.19,A -2023-06-02 15:00:00+00:00,10343500,3.18,A -2023-06-02 15:15:00+00:00,10343500,3.18,A -2023-06-02 15:30:00+00:00,10343500,3.18,A -2023-06-02 15:45:00+00:00,10343500,3.18,A -2023-06-02 16:00:00+00:00,10343500,3.17,A -2023-06-02 16:15:00+00:00,10343500,3.17,A -2023-06-02 16:30:00+00:00,10343500,3.17,A -2023-06-02 16:45:00+00:00,10343500,3.17,A -2023-06-02 17:00:00+00:00,10343500,3.16,A -2023-06-02 17:15:00+00:00,10343500,3.16,A -2023-06-02 17:30:00+00:00,10343500,3.16,A -2023-06-02 17:45:00+00:00,10343500,3.16,A -2023-06-02 18:00:00+00:00,10343500,3.15,A -2023-06-02 18:15:00+00:00,10343500,3.15,A -2023-06-02 18:30:00+00:00,10343500,3.15,A -2023-06-02 18:45:00+00:00,10343500,3.15,A -2023-06-02 19:00:00+00:00,10343500,3.15,A -2023-06-02 19:15:00+00:00,10343500,3.14,A -2023-06-02 19:30:00+00:00,10343500,3.14,A -2023-06-02 19:45:00+00:00,10343500,3.14,A -2023-06-02 20:00:00+00:00,10343500,3.14,A -2023-06-02 20:15:00+00:00,10343500,3.14,A -2023-06-02 20:30:00+00:00,10343500,3.15,A -2023-06-02 20:45:00+00:00,10343500,3.15,A -2023-06-02 21:00:00+00:00,10343500,3.15,A -2023-06-02 21:15:00+00:00,10343500,3.16,A -2023-06-02 21:30:00+00:00,10343500,3.17,A -2023-06-02 21:45:00+00:00,10343500,3.17,A -2023-06-02 22:00:00+00:00,10343500,3.18,A -2023-06-02 22:15:00+00:00,10343500,3.2,A -2023-06-02 22:30:00+00:00,10343500,3.2,A -2023-06-02 22:45:00+00:00,10343500,3.22,A -2023-06-02 23:00:00+00:00,10343500,3.23,A -2023-06-02 23:15:00+00:00,10343500,3.23,A -2023-06-02 23:30:00+00:00,10343500,3.25,A -2023-06-02 23:45:00+00:00,10343500,3.27,A -2023-06-03 00:00:00+00:00,10343500,3.27,A -2023-06-03 00:15:00+00:00,10343500,3.28,A -2023-06-03 00:30:00+00:00,10343500,3.3,A -2023-06-03 00:45:00+00:00,10343500,3.3,A -2023-06-03 01:00:00+00:00,10343500,3.31,A -2023-06-03 01:15:00+00:00,10343500,3.31,A -2023-06-03 01:30:00+00:00,10343500,3.31,A -2023-06-03 01:45:00+00:00,10343500,3.32,A -2023-06-03 02:00:00+00:00,10343500,3.31,A -2023-06-03 02:15:00+00:00,10343500,3.32,A -2023-06-03 02:30:00+00:00,10343500,3.32,A -2023-06-03 02:45:00+00:00,10343500,3.32,A -2023-06-03 03:00:00+00:00,10343500,3.31,A -2023-06-03 03:15:00+00:00,10343500,3.31,A -2023-06-03 03:30:00+00:00,10343500,3.31,A -2023-06-03 03:45:00+00:00,10343500,3.3,A -2023-06-03 04:00:00+00:00,10343500,3.3,A -2023-06-03 04:15:00+00:00,10343500,3.29,A -2023-06-03 04:30:00+00:00,10343500,3.29,A -2023-06-03 04:45:00+00:00,10343500,3.29,A -2023-06-03 05:00:00+00:00,10343500,3.28,A -2023-06-03 05:15:00+00:00,10343500,3.28,A -2023-06-03 05:30:00+00:00,10343500,3.27,A -2023-06-03 05:45:00+00:00,10343500,3.27,A -2023-06-03 06:00:00+00:00,10343500,3.27,A -2023-06-03 06:15:00+00:00,10343500,3.26,A -2023-06-03 06:30:00+00:00,10343500,3.27,A -2023-06-03 06:45:00+00:00,10343500,3.25,A -2023-06-03 07:00:00+00:00,10343500,3.25,A -2023-06-03 07:15:00+00:00,10343500,3.25,A -2023-06-03 07:30:00+00:00,10343500,3.24,A -2023-06-03 07:45:00+00:00,10343500,3.24,A -2023-06-03 08:00:00+00:00,10343500,3.24,A -2023-06-03 08:15:00+00:00,10343500,3.23,A -2023-06-03 08:30:00+00:00,10343500,3.23,A -2023-06-03 08:45:00+00:00,10343500,3.22,A -2023-06-03 09:00:00+00:00,10343500,3.23,A -2023-06-03 09:15:00+00:00,10343500,3.22,A -2023-06-03 09:30:00+00:00,10343500,3.22,A -2023-06-03 09:45:00+00:00,10343500,3.22,A -2023-06-03 10:00:00+00:00,10343500,3.21,A -2023-06-03 10:15:00+00:00,10343500,3.2,A -2023-06-03 10:30:00+00:00,10343500,3.2,A -2023-06-03 10:45:00+00:00,10343500,3.2,A -2023-06-03 11:00:00+00:00,10343500,3.19,A -2023-06-03 11:15:00+00:00,10343500,3.19,A -2023-06-03 11:30:00+00:00,10343500,3.19,A -2023-06-03 11:45:00+00:00,10343500,3.18,A -2023-06-03 12:00:00+00:00,10343500,3.18,A -2023-06-03 12:15:00+00:00,10343500,3.19,A -2023-06-03 12:30:00+00:00,10343500,3.18,A -2023-06-03 12:45:00+00:00,10343500,3.17,A -2023-06-03 13:00:00+00:00,10343500,3.17,A -2023-06-03 13:15:00+00:00,10343500,3.17,A -2023-06-03 13:30:00+00:00,10343500,3.16,A -2023-06-03 13:45:00+00:00,10343500,3.17,A -2023-06-03 14:00:00+00:00,10343500,3.16,A -2023-06-03 14:15:00+00:00,10343500,3.16,A -2023-06-03 14:30:00+00:00,10343500,3.16,A -2023-06-03 14:45:00+00:00,10343500,3.15,A -2023-06-03 15:00:00+00:00,10343500,3.15,A -2023-06-03 15:15:00+00:00,10343500,3.15,A -2023-06-03 15:30:00+00:00,10343500,3.15,A -2023-06-03 15:45:00+00:00,10343500,3.15,A -2023-06-03 16:00:00+00:00,10343500,3.15,A -2023-06-03 16:15:00+00:00,10343500,3.15,A -2023-06-03 16:30:00+00:00,10343500,3.14,A -2023-06-03 16:45:00+00:00,10343500,3.15,A -2023-06-03 17:00:00+00:00,10343500,3.14,A -2023-06-03 17:15:00+00:00,10343500,3.14,A -2023-06-03 17:30:00+00:00,10343500,3.15,A -2023-06-03 17:45:00+00:00,10343500,3.14,A -2023-06-03 18:00:00+00:00,10343500,3.14,A -2023-06-03 18:15:00+00:00,10343500,3.14,A -2023-06-03 18:30:00+00:00,10343500,3.14,A -2023-06-03 18:45:00+00:00,10343500,3.13,A -2023-06-03 19:00:00+00:00,10343500,3.13,A -2023-06-03 19:15:00+00:00,10343500,3.13,A -2023-06-03 19:30:00+00:00,10343500,3.13,A -2023-06-03 19:45:00+00:00,10343500,3.14,A -2023-06-03 20:00:00+00:00,10343500,3.13,A -2023-06-03 20:15:00+00:00,10343500,3.14,A -2023-06-03 20:30:00+00:00,10343500,3.15,A -2023-06-03 20:45:00+00:00,10343500,3.14,A -2023-06-03 21:00:00+00:00,10343500,3.14,A -2023-06-03 21:15:00+00:00,10343500,3.15,A -2023-06-03 21:30:00+00:00,10343500,3.16,A -2023-06-03 21:45:00+00:00,10343500,3.18,A -2023-06-03 22:00:00+00:00,10343500,3.18,A -2023-06-03 22:15:00+00:00,10343500,3.19,A -2023-06-03 22:30:00+00:00,10343500,3.21,A -2023-06-03 22:45:00+00:00,10343500,3.23,A -2023-06-03 23:00:00+00:00,10343500,3.24,A -2023-06-03 23:15:00+00:00,10343500,3.26,A -2023-06-03 23:30:00+00:00,10343500,3.27,A -2023-06-03 23:45:00+00:00,10343500,3.29,A -2023-06-04 00:00:00+00:00,10343500,3.3,A -2023-06-04 00:15:00+00:00,10343500,3.31,A -2023-06-04 00:30:00+00:00,10343500,3.32,A -2023-06-04 00:45:00+00:00,10343500,3.33,A -2023-06-04 01:00:00+00:00,10343500,3.33,A -2023-06-04 01:15:00+00:00,10343500,3.33,A -2023-06-04 01:30:00+00:00,10343500,3.34,A -2023-06-04 01:45:00+00:00,10343500,3.34,A -2023-06-04 02:00:00+00:00,10343500,3.34,A -2023-06-04 02:15:00+00:00,10343500,3.34,A -2023-06-04 02:30:00+00:00,10343500,3.34,A -2023-06-04 02:45:00+00:00,10343500,3.34,A -2023-06-04 03:00:00+00:00,10343500,3.33,A -2023-06-04 03:15:00+00:00,10343500,3.33,A -2023-06-04 03:30:00+00:00,10343500,3.32,A -2023-06-04 03:45:00+00:00,10343500,3.32,A -2023-06-04 04:00:00+00:00,10343500,3.32,A -2023-06-04 04:15:00+00:00,10343500,3.3,A -2023-06-04 04:30:00+00:00,10343500,3.3,A -2023-06-04 04:45:00+00:00,10343500,3.29,A -2023-06-04 05:00:00+00:00,10343500,3.3,A -2023-06-04 05:15:00+00:00,10343500,3.3,A -2023-06-04 05:30:00+00:00,10343500,3.29,A -2023-06-04 05:45:00+00:00,10343500,3.28,A -2023-06-04 06:00:00+00:00,10343500,3.28,A -2023-06-04 06:15:00+00:00,10343500,3.28,A -2023-06-04 06:30:00+00:00,10343500,3.27,A -2023-06-04 06:45:00+00:00,10343500,3.26,A -2023-06-04 07:00:00+00:00,10343500,3.26,A -2023-06-04 07:15:00+00:00,10343500,3.26,A -2023-06-04 07:30:00+00:00,10343500,3.25,A -2023-06-04 07:45:00+00:00,10343500,3.25,A -2023-06-04 08:00:00+00:00,10343500,3.25,A -2023-06-04 08:15:00+00:00,10343500,3.24,A -2023-06-04 08:30:00+00:00,10343500,3.24,A -2023-06-04 08:45:00+00:00,10343500,3.24,A -2023-06-04 09:00:00+00:00,10343500,3.23,A -2023-06-04 09:15:00+00:00,10343500,3.23,A -2023-06-04 09:30:00+00:00,10343500,3.22,A -2023-06-04 09:45:00+00:00,10343500,3.22,A -2023-06-04 10:00:00+00:00,10343500,3.22,A -2023-06-04 10:15:00+00:00,10343500,3.21,A -2023-06-04 10:30:00+00:00,10343500,3.22,A -2023-06-04 10:45:00+00:00,10343500,3.21,A -2023-06-04 11:00:00+00:00,10343500,3.2,A -2023-06-04 11:15:00+00:00,10343500,3.2,A -2023-06-04 11:30:00+00:00,10343500,3.2,A -2023-06-04 11:45:00+00:00,10343500,3.2,A -2023-06-04 12:00:00+00:00,10343500,3.2,A -2023-06-04 12:15:00+00:00,10343500,3.19,A -2023-06-04 12:30:00+00:00,10343500,3.2,A -2023-06-04 12:45:00+00:00,10343500,3.19,A -2023-06-04 13:00:00+00:00,10343500,3.18,A -2023-06-04 13:15:00+00:00,10343500,3.18,A -2023-06-04 13:30:00+00:00,10343500,3.18,A -2023-06-04 13:45:00+00:00,10343500,3.18,A -2023-06-04 14:00:00+00:00,10343500,3.17,A -2023-06-04 14:15:00+00:00,10343500,3.17,A -2023-06-04 14:30:00+00:00,10343500,3.17,A -2023-06-04 14:45:00+00:00,10343500,3.17,A -2023-06-04 15:00:00+00:00,10343500,3.17,A -2023-06-04 15:15:00+00:00,10343500,3.16,A -2023-06-04 15:30:00+00:00,10343500,3.16,A -2023-06-04 15:45:00+00:00,10343500,3.16,A -2023-06-04 16:00:00+00:00,10343500,3.16,A -2023-06-04 16:15:00+00:00,10343500,3.15,A -2023-06-04 16:30:00+00:00,10343500,3.15,A -2023-06-04 16:45:00+00:00,10343500,3.15,A -2023-06-04 17:00:00+00:00,10343500,3.15,A -2023-06-04 17:15:00+00:00,10343500,3.14,A -2023-06-04 17:30:00+00:00,10343500,3.15,A -2023-06-04 17:45:00+00:00,10343500,3.15,A -2023-06-04 18:00:00+00:00,10343500,3.14,A -2023-06-04 18:15:00+00:00,10343500,3.14,A -2023-06-04 18:30:00+00:00,10343500,3.14,A -2023-06-04 18:45:00+00:00,10343500,3.13,A -2023-06-04 19:00:00+00:00,10343500,3.13,A -2023-06-04 19:15:00+00:00,10343500,3.13,A -2023-06-04 19:30:00+00:00,10343500,3.13,A -2023-06-04 19:45:00+00:00,10343500,3.14,A -2023-06-04 20:00:00+00:00,10343500,3.14,A -2023-06-04 20:15:00+00:00,10343500,3.15,A -2023-06-04 20:30:00+00:00,10343500,3.15,A -2023-06-04 20:45:00+00:00,10343500,3.16,A -2023-06-04 21:00:00+00:00,10343500,3.16,A -2023-06-04 21:15:00+00:00,10343500,3.18,A -2023-06-04 21:30:00+00:00,10343500,3.18,A -2023-06-04 21:45:00+00:00,10343500,3.2,A -2023-06-04 22:00:00+00:00,10343500,3.21,A -2023-06-04 22:15:00+00:00,10343500,3.22,A -2023-06-04 22:30:00+00:00,10343500,3.24,A -2023-06-04 22:45:00+00:00,10343500,3.25,A -2023-06-04 23:00:00+00:00,10343500,3.27,A -2023-06-04 23:15:00+00:00,10343500,3.28,A -2023-06-04 23:30:00+00:00,10343500,3.3,A -2023-06-04 23:45:00+00:00,10343500,3.32,A -2023-06-05 00:00:00+00:00,10343500,3.31,A -2023-06-05 00:15:00+00:00,10343500,3.33,A -2023-06-05 00:30:00+00:00,10343500,3.33,A -2023-06-05 00:45:00+00:00,10343500,3.32,A -2023-06-05 01:00:00+00:00,10343500,3.33,A -2023-06-05 01:15:00+00:00,10343500,3.33,A -2023-06-05 01:30:00+00:00,10343500,3.32,A -2023-06-05 01:45:00+00:00,10343500,3.33,A -2023-06-05 02:00:00+00:00,10343500,3.32,A -2023-06-05 02:15:00+00:00,10343500,3.32,A -2023-06-05 02:30:00+00:00,10343500,3.32,A -2023-06-05 02:45:00+00:00,10343500,3.32,A -2023-06-05 03:00:00+00:00,10343500,3.32,A -2023-06-05 03:15:00+00:00,10343500,3.31,A -2023-06-05 03:30:00+00:00,10343500,3.31,A -2023-06-05 03:45:00+00:00,10343500,3.31,A -2023-06-05 04:00:00+00:00,10343500,3.3,A -2023-06-05 04:15:00+00:00,10343500,3.3,A -2023-06-05 04:30:00+00:00,10343500,3.29,A -2023-06-05 04:45:00+00:00,10343500,3.29,A -2023-06-05 05:00:00+00:00,10343500,3.28,A -2023-06-05 05:15:00+00:00,10343500,3.28,A -2023-06-05 05:30:00+00:00,10343500,3.28,A -2023-06-05 05:45:00+00:00,10343500,3.27,A -2023-06-05 06:00:00+00:00,10343500,3.27,A -2023-06-05 06:15:00+00:00,10343500,3.26,A -2023-06-05 06:30:00+00:00,10343500,3.27,A -2023-06-05 06:45:00+00:00,10343500,3.26,A -2023-06-05 07:00:00+00:00,10343500,3.25,A -2023-06-05 07:15:00+00:00,10343500,3.25,A -2023-06-05 07:30:00+00:00,10343500,3.25,A -2023-06-05 07:45:00+00:00,10343500,3.24,A -2023-06-05 08:00:00+00:00,10343500,3.24,A -2023-06-05 08:15:00+00:00,10343500,3.23,A -2023-06-05 08:30:00+00:00,10343500,3.23,A -2023-06-05 08:45:00+00:00,10343500,3.23,A -2023-06-05 09:00:00+00:00,10343500,3.22,A -2023-06-05 09:15:00+00:00,10343500,3.22,A -2023-06-05 09:30:00+00:00,10343500,3.22,A -2023-06-05 09:45:00+00:00,10343500,3.22,A -2023-06-05 10:00:00+00:00,10343500,3.21,A -2023-06-05 10:15:00+00:00,10343500,3.22,A -2023-06-05 10:30:00+00:00,10343500,3.21,A -2023-06-05 10:45:00+00:00,10343500,3.21,A -2023-06-05 11:00:00+00:00,10343500,3.21,A -2023-06-05 11:15:00+00:00,10343500,3.2,A -2023-06-05 11:30:00+00:00,10343500,3.2,A -2023-06-05 11:45:00+00:00,10343500,3.2,A -2023-06-05 12:00:00+00:00,10343500,3.19,A -2023-06-05 12:15:00+00:00,10343500,3.19,A -2023-06-05 12:30:00+00:00,10343500,3.19,A -2023-06-05 12:45:00+00:00,10343500,3.19,A -2023-06-05 13:00:00+00:00,10343500,3.19,A -2023-06-05 13:15:00+00:00,10343500,3.18,A -2023-06-05 13:30:00+00:00,10343500,3.17,A -2023-06-05 13:45:00+00:00,10343500,3.18,A -2023-06-05 14:00:00+00:00,10343500,3.18,A -2023-06-05 14:15:00+00:00,10343500,3.18,A -2023-06-05 14:30:00+00:00,10343500,3.17,A -2023-06-05 14:45:00+00:00,10343500,3.16,A -2023-06-05 15:00:00+00:00,10343500,3.17,A -2023-06-05 15:15:00+00:00,10343500,3.16,A -2023-06-05 15:30:00+00:00,10343500,3.16,A -2023-06-05 15:45:00+00:00,10343500,3.16,A -2023-06-05 16:00:00+00:00,10343500,3.16,A -2023-06-05 16:15:00+00:00,10343500,3.16,A -2023-06-05 16:30:00+00:00,10343500,3.16,A -2023-06-05 16:45:00+00:00,10343500,3.15,A -2023-06-05 17:00:00+00:00,10343500,3.15,A -2023-06-05 17:15:00+00:00,10343500,3.15,A -2023-06-05 17:30:00+00:00,10343500,3.15,A -2023-06-05 17:45:00+00:00,10343500,3.15,A -2023-06-05 18:00:00+00:00,10343500,3.14,A -2023-06-05 18:15:00+00:00,10343500,3.14,A -2023-06-05 18:30:00+00:00,10343500,3.14,A -2023-06-05 18:45:00+00:00,10343500,3.14,A -2023-06-05 19:00:00+00:00,10343500,3.14,A -2023-06-05 19:15:00+00:00,10343500,3.14,A -2023-06-05 19:30:00+00:00,10343500,3.14,A -2023-06-05 19:45:00+00:00,10343500,3.14,A -2023-06-05 20:00:00+00:00,10343500,3.16,A -2023-06-05 20:15:00+00:00,10343500,3.15,A -2023-06-05 20:30:00+00:00,10343500,3.15,A -2023-06-05 20:45:00+00:00,10343500,3.16,A -2023-06-05 21:00:00+00:00,10343500,3.16,A -2023-06-05 21:15:00+00:00,10343500,3.16,A -2023-06-05 21:30:00+00:00,10343500,3.16,A -2023-06-05 21:45:00+00:00,10343500,3.17,A -2023-06-05 22:00:00+00:00,10343500,3.18,A -2023-06-05 22:15:00+00:00,10343500,3.18,A -2023-06-05 22:30:00+00:00,10343500,3.19,A -2023-06-05 22:45:00+00:00,10343500,3.2,A -2023-06-05 23:00:00+00:00,10343500,3.21,A -2023-06-05 23:15:00+00:00,10343500,3.23,A -2023-06-05 23:30:00+00:00,10343500,3.23,A -2023-06-05 23:45:00+00:00,10343500,3.25,A -2023-06-06 00:00:00+00:00,10343500,3.26,A -2023-06-06 00:15:00+00:00,10343500,3.26,A -2023-06-06 00:30:00+00:00,10343500,3.28,A -2023-06-06 00:45:00+00:00,10343500,3.29,A -2023-06-06 01:00:00+00:00,10343500,3.3,A -2023-06-06 01:15:00+00:00,10343500,3.32,A -2023-06-06 01:30:00+00:00,10343500,3.33,A -2023-06-06 01:45:00+00:00,10343500,3.33,A -2023-06-06 02:00:00+00:00,10343500,3.34,A -2023-06-06 02:15:00+00:00,10343500,3.34,A -2023-06-06 02:30:00+00:00,10343500,3.34,A -2023-06-06 02:45:00+00:00,10343500,3.34,A -2023-06-06 03:00:00+00:00,10343500,3.33,A -2023-06-06 03:15:00+00:00,10343500,3.33,A -2023-06-06 03:30:00+00:00,10343500,3.32,A -2023-06-06 03:45:00+00:00,10343500,3.32,A -2023-06-06 04:00:00+00:00,10343500,3.31,A -2023-06-06 04:15:00+00:00,10343500,3.31,A -2023-06-06 04:30:00+00:00,10343500,3.31,A -2023-06-06 04:45:00+00:00,10343500,3.3,A -2023-06-06 05:00:00+00:00,10343500,3.3,A -2023-06-06 05:15:00+00:00,10343500,3.29,A -2023-06-06 05:30:00+00:00,10343500,3.28,A -2023-06-06 05:45:00+00:00,10343500,3.28,A -2023-06-06 06:00:00+00:00,10343500,3.27,A -2023-06-06 06:15:00+00:00,10343500,3.27,A -2023-06-06 06:30:00+00:00,10343500,3.27,A -2023-06-06 06:45:00+00:00,10343500,3.26,A -2023-06-06 07:00:00+00:00,10343500,3.26,A -2023-06-06 07:15:00+00:00,10343500,3.25,A -2023-06-06 07:30:00+00:00,10343500,3.25,A -2023-06-06 07:45:00+00:00,10343500,3.24,A -2023-06-06 08:00:00+00:00,10343500,3.24,A -2023-06-06 08:15:00+00:00,10343500,3.23,A -2023-06-06 08:30:00+00:00,10343500,3.23,A -2023-06-06 08:45:00+00:00,10343500,3.23,A -2023-06-06 09:00:00+00:00,10343500,3.23,A -2023-06-06 09:15:00+00:00,10343500,3.22,A -2023-06-06 09:30:00+00:00,10343500,3.21,A -2023-06-06 09:45:00+00:00,10343500,3.21,A -2023-06-06 10:00:00+00:00,10343500,3.21,A -2023-06-06 10:15:00+00:00,10343500,3.21,A -2023-06-06 10:30:00+00:00,10343500,3.2,A -2023-06-06 10:45:00+00:00,10343500,3.19,A -2023-06-06 11:00:00+00:00,10343500,3.19,A -2023-06-06 11:15:00+00:00,10343500,3.19,A -2023-06-06 11:30:00+00:00,10343500,3.19,A -2023-06-06 11:45:00+00:00,10343500,3.19,A -2023-06-06 12:00:00+00:00,10343500,3.17,A -2023-06-06 12:15:00+00:00,10343500,3.18,A -2023-06-06 12:30:00+00:00,10343500,3.18,A -2023-06-06 12:45:00+00:00,10343500,3.18,A -2023-06-06 13:00:00+00:00,10343500,3.17,A -2023-06-06 13:15:00+00:00,10343500,3.17,A -2023-06-06 13:30:00+00:00,10343500,3.18,A -2023-06-06 13:45:00+00:00,10343500,3.17,A -2023-06-06 14:00:00+00:00,10343500,3.16,A -2023-06-06 14:15:00+00:00,10343500,3.16,A -2023-06-06 14:30:00+00:00,10343500,3.16,A -2023-06-06 14:45:00+00:00,10343500,3.15,A -2023-06-06 15:00:00+00:00,10343500,3.15,A -2023-06-06 15:15:00+00:00,10343500,3.15,A -2023-06-06 15:30:00+00:00,10343500,3.14,A -2023-06-06 15:45:00+00:00,10343500,3.15,A -2023-06-06 16:00:00+00:00,10343500,3.14,A -2023-06-06 16:15:00+00:00,10343500,3.15,A -2023-06-06 16:30:00+00:00,10343500,3.14,A -2023-06-06 16:45:00+00:00,10343500,3.14,A -2023-06-06 17:00:00+00:00,10343500,3.14,A -2023-06-06 17:15:00+00:00,10343500,3.14,A -2023-06-06 17:30:00+00:00,10343500,3.13,A -2023-06-06 17:45:00+00:00,10343500,3.13,A -2023-06-06 18:00:00+00:00,10343500,3.13,A -2023-06-06 18:15:00+00:00,10343500,3.14,A -2023-06-06 18:30:00+00:00,10343500,3.12,A -2023-06-06 18:45:00+00:00,10343500,3.14,A -2023-06-06 19:00:00+00:00,10343500,3.14,A -2023-06-06 19:15:00+00:00,10343500,3.13,A -2023-06-06 19:30:00+00:00,10343500,3.14,A -2023-06-06 19:45:00+00:00,10343500,3.14,A -2023-06-06 20:00:00+00:00,10343500,3.14,A -2023-06-06 20:15:00+00:00,10343500,3.15,A -2023-06-06 20:30:00+00:00,10343500,3.15,A -2023-06-06 20:45:00+00:00,10343500,3.15,A -2023-06-06 21:00:00+00:00,10343500,3.15,A -2023-06-06 21:15:00+00:00,10343500,3.16,A -2023-06-06 21:30:00+00:00,10343500,3.15,A -2023-06-06 21:45:00+00:00,10343500,3.18,A -2023-06-06 22:00:00+00:00,10343500,3.18,A -2023-06-06 22:15:00+00:00,10343500,3.19,A -2023-06-06 22:30:00+00:00,10343500,3.19,A -2023-06-06 22:45:00+00:00,10343500,3.2,A -2023-06-06 23:00:00+00:00,10343500,3.2,A -2023-06-06 23:15:00+00:00,10343500,3.2,A -2023-06-06 23:30:00+00:00,10343500,3.21,A -2023-06-06 23:45:00+00:00,10343500,3.21,A -2023-06-07 00:00:00+00:00,10343500,3.22,A -2023-06-07 00:15:00+00:00,10343500,3.22,A -2023-06-07 00:30:00+00:00,10343500,3.23,A -2023-06-07 00:45:00+00:00,10343500,3.23,A -2023-06-07 01:00:00+00:00,10343500,3.23,A -2023-06-07 01:15:00+00:00,10343500,3.23,A -2023-06-07 01:30:00+00:00,10343500,3.23,A -2023-06-07 01:45:00+00:00,10343500,3.23,A -2023-06-07 02:00:00+00:00,10343500,3.24,A -2023-06-07 02:15:00+00:00,10343500,3.24,A -2023-06-07 02:30:00+00:00,10343500,3.24,A -2023-06-07 02:45:00+00:00,10343500,3.23,A -2023-06-07 03:00:00+00:00,10343500,3.24,A -2023-06-07 03:15:00+00:00,10343500,3.23,A -2023-06-07 03:30:00+00:00,10343500,3.23,A -2023-06-07 03:45:00+00:00,10343500,3.24,A -2023-06-07 04:00:00+00:00,10343500,3.23,A -2023-06-07 04:15:00+00:00,10343500,3.23,A -2023-06-07 04:30:00+00:00,10343500,3.22,A -2023-06-07 04:45:00+00:00,10343500,3.22,A -2023-06-07 05:00:00+00:00,10343500,3.22,A -2023-06-07 05:15:00+00:00,10343500,3.21,A -2023-06-07 05:30:00+00:00,10343500,3.21,A -2023-06-07 05:45:00+00:00,10343500,3.21,A -2023-06-07 06:00:00+00:00,10343500,3.21,A -2023-06-07 06:15:00+00:00,10343500,3.2,A -2023-06-07 06:30:00+00:00,10343500,3.2,A -2023-06-07 06:45:00+00:00,10343500,3.19,A -2023-06-07 07:00:00+00:00,10343500,3.19,A -2023-06-07 07:15:00+00:00,10343500,3.18,A -2023-06-07 07:30:00+00:00,10343500,3.18,A -2023-06-07 07:45:00+00:00,10343500,3.18,A -2023-06-07 08:00:00+00:00,10343500,3.17,A -2023-06-07 08:15:00+00:00,10343500,3.17,A -2023-06-07 08:30:00+00:00,10343500,3.17,A -2023-06-07 08:45:00+00:00,10343500,3.17,A -2023-06-07 09:00:00+00:00,10343500,3.16,A -2023-06-07 09:15:00+00:00,10343500,3.15,A -2023-06-07 09:30:00+00:00,10343500,3.16,A -2023-06-07 09:45:00+00:00,10343500,3.15,A -2023-06-07 10:00:00+00:00,10343500,3.15,A -2023-06-07 10:15:00+00:00,10343500,3.15,A -2023-06-07 10:30:00+00:00,10343500,3.14,A -2023-06-07 10:45:00+00:00,10343500,3.15,A -2023-06-07 11:00:00+00:00,10343500,3.15,A -2023-06-07 11:15:00+00:00,10343500,3.15,A -2023-06-07 11:30:00+00:00,10343500,3.15,A -2023-06-07 11:45:00+00:00,10343500,3.15,A -2023-06-07 12:00:00+00:00,10343500,3.14,A -2023-06-07 12:15:00+00:00,10343500,3.13,A -2023-06-07 12:30:00+00:00,10343500,3.13,A -2023-06-07 12:45:00+00:00,10343500,3.14,A -2023-06-07 13:00:00+00:00,10343500,3.13,A -2023-06-07 13:15:00+00:00,10343500,3.13,A -2023-06-07 13:30:00+00:00,10343500,3.13,A -2023-06-07 13:45:00+00:00,10343500,3.13,A -2023-06-07 14:00:00+00:00,10343500,3.13,A -2023-06-07 14:15:00+00:00,10343500,3.12,A -2023-06-07 14:30:00+00:00,10343500,3.12,A -2023-06-07 14:45:00+00:00,10343500,3.11,A -2023-06-07 15:00:00+00:00,10343500,3.11,A -2023-06-07 15:15:00+00:00,10343500,3.12,A -2023-06-07 15:30:00+00:00,10343500,3.11,A -2023-06-07 15:45:00+00:00,10343500,3.11,A -2023-06-07 16:00:00+00:00,10343500,3.1,A -2023-06-07 16:15:00+00:00,10343500,3.11,A -2023-06-07 16:30:00+00:00,10343500,3.11,A -2023-06-07 16:45:00+00:00,10343500,3.1,A -2023-06-07 17:00:00+00:00,10343500,3.1,A -2023-06-07 17:15:00+00:00,10343500,3.1,A -2023-06-07 17:30:00+00:00,10343500,3.1,A -2023-06-07 17:45:00+00:00,10343500,3.09,A -2023-06-07 18:00:00+00:00,10343500,3.09,A -2023-06-07 18:15:00+00:00,10343500,3.09,A -2023-06-07 18:30:00+00:00,10343500,3.09,A -2023-06-07 18:45:00+00:00,10343500,3.09,A -2023-06-07 19:00:00+00:00,10343500,3.09,A -2023-06-07 19:15:00+00:00,10343500,3.08,A -2023-06-07 19:30:00+00:00,10343500,3.07,A -2023-06-07 19:45:00+00:00,10343500,3.08,A -2023-06-07 20:00:00+00:00,10343500,3.08,A -2023-06-07 20:15:00+00:00,10343500,3.08,A -2023-06-07 20:30:00+00:00,10343500,3.08,A -2023-06-07 20:45:00+00:00,10343500,3.08,A -2023-06-07 21:00:00+00:00,10343500,3.08,A -2023-06-07 21:15:00+00:00,10343500,3.09,A -2023-06-07 21:30:00+00:00,10343500,3.1,A -2023-06-07 21:45:00+00:00,10343500,3.11,A -2023-06-07 22:00:00+00:00,10343500,3.12,A -2023-06-07 22:15:00+00:00,10343500,3.12,A -2023-06-07 22:30:00+00:00,10343500,3.14,A -2023-06-07 22:45:00+00:00,10343500,3.14,A -2023-06-07 23:00:00+00:00,10343500,3.14,A -2023-06-07 23:15:00+00:00,10343500,3.14,A -2023-06-07 23:30:00+00:00,10343500,3.15,A -2023-06-07 23:45:00+00:00,10343500,3.15,A -2023-06-08 00:00:00+00:00,10343500,3.15,A -2023-06-08 00:15:00+00:00,10343500,3.15,A -2023-06-08 00:30:00+00:00,10343500,3.15,A -2023-06-08 00:45:00+00:00,10343500,3.16,A -2023-06-08 01:00:00+00:00,10343500,3.15,A -2023-06-08 01:15:00+00:00,10343500,3.16,A -2023-06-08 01:30:00+00:00,10343500,3.16,A -2023-06-08 01:45:00+00:00,10343500,3.15,A -2023-06-08 02:00:00+00:00,10343500,3.16,A -2023-06-08 02:15:00+00:00,10343500,3.15,A -2023-06-08 02:30:00+00:00,10343500,3.16,A -2023-06-08 02:45:00+00:00,10343500,3.15,A -2023-06-08 03:00:00+00:00,10343500,3.15,A -2023-06-08 03:15:00+00:00,10343500,3.16,A -2023-06-08 03:30:00+00:00,10343500,3.16,A -2023-06-08 03:45:00+00:00,10343500,3.16,A -2023-06-08 04:00:00+00:00,10343500,3.16,A -2023-06-08 04:15:00+00:00,10343500,3.15,A -2023-06-08 04:30:00+00:00,10343500,3.15,A -2023-06-08 04:45:00+00:00,10343500,3.15,A -2023-06-08 05:00:00+00:00,10343500,3.15,A -2023-06-08 05:15:00+00:00,10343500,3.15,A -2023-06-08 05:30:00+00:00,10343500,3.15,A -2023-06-08 05:45:00+00:00,10343500,3.14,A -2023-06-08 06:00:00+00:00,10343500,3.14,A -2023-06-08 06:15:00+00:00,10343500,3.14,A -2023-06-08 06:30:00+00:00,10343500,3.14,A -2023-06-08 06:45:00+00:00,10343500,3.14,A -2023-06-08 07:00:00+00:00,10343500,3.13,A -2023-06-08 07:15:00+00:00,10343500,3.13,A -2023-06-08 07:30:00+00:00,10343500,3.13,A -2023-06-08 07:45:00+00:00,10343500,3.13,A -2023-06-08 08:00:00+00:00,10343500,3.12,A -2023-06-08 08:15:00+00:00,10343500,3.12,A -2023-06-08 08:30:00+00:00,10343500,3.12,A -2023-06-08 08:45:00+00:00,10343500,3.12,A -2023-06-08 09:00:00+00:00,10343500,3.12,A -2023-06-08 09:15:00+00:00,10343500,3.11,A -2023-06-08 09:30:00+00:00,10343500,3.11,A -2023-06-08 09:45:00+00:00,10343500,3.11,A -2023-06-08 10:00:00+00:00,10343500,3.11,A -2023-06-08 10:15:00+00:00,10343500,3.11,A -2023-06-08 10:30:00+00:00,10343500,3.11,A -2023-06-08 10:45:00+00:00,10343500,3.11,A -2023-06-08 11:00:00+00:00,10343500,3.1,A -2023-06-08 11:15:00+00:00,10343500,3.1,A -2023-06-08 11:30:00+00:00,10343500,3.1,A -2023-06-08 11:45:00+00:00,10343500,3.09,A -2023-06-08 12:00:00+00:00,10343500,3.09,A -2023-06-08 12:15:00+00:00,10343500,3.09,A -2023-06-08 12:30:00+00:00,10343500,3.09,A -2023-06-08 12:45:00+00:00,10343500,3.08,A -2023-06-08 13:00:00+00:00,10343500,3.08,A -2023-06-08 13:15:00+00:00,10343500,3.08,A -2023-06-08 13:30:00+00:00,10343500,3.08,A -2023-06-08 13:45:00+00:00,10343500,3.08,A -2023-06-08 14:00:00+00:00,10343500,3.07,A -2023-06-08 14:15:00+00:00,10343500,3.07,A -2023-06-08 14:30:00+00:00,10343500,3.07,A -2023-06-08 14:45:00+00:00,10343500,3.07,A -2023-06-08 15:00:00+00:00,10343500,3.06,A -2023-06-08 15:15:00+00:00,10343500,3.07,A -2023-06-08 15:30:00+00:00,10343500,3.06,A -2023-06-08 15:45:00+00:00,10343500,3.06,A -2023-06-08 16:00:00+00:00,10343500,3.06,A -2023-06-08 16:15:00+00:00,10343500,3.06,A -2023-06-08 16:30:00+00:00,10343500,3.05,A -2023-06-08 16:45:00+00:00,10343500,3.05,A -2023-06-08 17:00:00+00:00,10343500,3.06,A -2023-06-08 17:15:00+00:00,10343500,3.05,A -2023-06-08 17:30:00+00:00,10343500,3.05,A -2023-06-08 17:45:00+00:00,10343500,3.05,A -2023-06-08 18:00:00+00:00,10343500,3.05,A -2023-06-08 18:15:00+00:00,10343500,3.05,A -2023-06-08 18:30:00+00:00,10343500,3.05,A -2023-06-08 18:45:00+00:00,10343500,3.05,A -2023-06-08 19:00:00+00:00,10343500,3.04,A -2023-06-08 19:15:00+00:00,10343500,3.04,A -2023-06-08 19:30:00+00:00,10343500,3.04,A -2023-06-08 19:45:00+00:00,10343500,3.04,A -2023-06-08 20:00:00+00:00,10343500,3.04,A -2023-06-08 20:15:00+00:00,10343500,3.05,A -2023-06-08 20:30:00+00:00,10343500,3.09,A -2023-06-08 20:45:00+00:00,10343500,3.14,A -2023-06-08 21:00:00+00:00,10343500,3.19,A -2023-06-08 21:15:00+00:00,10343500,3.23,A -2023-06-08 21:30:00+00:00,10343500,3.26,A -2023-06-08 21:45:00+00:00,10343500,3.27,A -2023-06-08 22:00:00+00:00,10343500,3.29,A -2023-06-08 22:15:00+00:00,10343500,3.3,A -2023-06-08 22:30:00+00:00,10343500,3.3,A -2023-06-08 22:45:00+00:00,10343500,3.31,A -2023-06-08 23:00:00+00:00,10343500,3.3,A -2023-06-08 23:15:00+00:00,10343500,3.3,A -2023-06-08 23:30:00+00:00,10343500,3.29,A -2023-06-08 23:45:00+00:00,10343500,3.29,A -2023-06-09 00:00:00+00:00,10343500,3.27,A -2023-06-09 00:15:00+00:00,10343500,3.26,A -2023-06-09 00:30:00+00:00,10343500,3.25,A -2023-06-09 00:45:00+00:00,10343500,3.25,A -2023-06-09 01:00:00+00:00,10343500,3.24,A -2023-06-09 01:15:00+00:00,10343500,3.22,A -2023-06-09 01:30:00+00:00,10343500,3.22,A -2023-06-09 01:45:00+00:00,10343500,3.21,A -2023-06-09 02:00:00+00:00,10343500,3.21,A -2023-06-09 02:15:00+00:00,10343500,3.2,A -2023-06-09 02:30:00+00:00,10343500,3.2,A -2023-06-09 02:45:00+00:00,10343500,3.2,A -2023-06-09 03:00:00+00:00,10343500,3.19,A -2023-06-09 03:15:00+00:00,10343500,3.18,A -2023-06-09 03:30:00+00:00,10343500,3.18,A -2023-06-09 03:45:00+00:00,10343500,3.17,A -2023-06-09 04:00:00+00:00,10343500,3.17,A -2023-06-09 04:15:00+00:00,10343500,3.17,A -2023-06-09 04:30:00+00:00,10343500,3.16,A -2023-06-09 04:45:00+00:00,10343500,3.15,A -2023-06-09 05:00:00+00:00,10343500,3.15,A -2023-06-09 05:15:00+00:00,10343500,3.15,A -2023-06-09 05:30:00+00:00,10343500,3.14,A -2023-06-09 05:45:00+00:00,10343500,3.15,A -2023-06-09 06:00:00+00:00,10343500,3.15,A -2023-06-09 06:15:00+00:00,10343500,3.15,A -2023-06-09 06:30:00+00:00,10343500,3.15,A -2023-06-09 06:45:00+00:00,10343500,3.14,A -2023-06-09 07:00:00+00:00,10343500,3.13,A -2023-06-09 07:15:00+00:00,10343500,3.14,A -2023-06-09 07:30:00+00:00,10343500,3.14,A -2023-06-09 07:45:00+00:00,10343500,3.13,A -2023-06-09 08:00:00+00:00,10343500,3.12,A -2023-06-09 08:15:00+00:00,10343500,3.13,A -2023-06-09 08:30:00+00:00,10343500,3.12,A -2023-06-09 08:45:00+00:00,10343500,3.12,A -2023-06-09 09:00:00+00:00,10343500,3.11,A -2023-06-09 09:15:00+00:00,10343500,3.11,A -2023-06-09 09:30:00+00:00,10343500,3.11,A -2023-06-09 09:45:00+00:00,10343500,3.11,A -2023-06-09 10:00:00+00:00,10343500,3.11,A -2023-06-09 10:15:00+00:00,10343500,3.1,A -2023-06-09 10:30:00+00:00,10343500,3.1,A -2023-06-09 10:45:00+00:00,10343500,3.1,A -2023-06-09 11:00:00+00:00,10343500,3.09,A -2023-06-09 11:15:00+00:00,10343500,3.1,A -2023-06-09 11:30:00+00:00,10343500,3.09,A -2023-06-09 11:45:00+00:00,10343500,3.08,A -2023-06-09 12:00:00+00:00,10343500,3.08,A -2023-06-09 12:15:00+00:00,10343500,3.08,A -2023-06-09 12:30:00+00:00,10343500,3.08,A -2023-06-09 12:45:00+00:00,10343500,3.08,A -2023-06-09 13:00:00+00:00,10343500,3.07,A -2023-06-09 13:15:00+00:00,10343500,3.07,A -2023-06-09 13:30:00+00:00,10343500,3.06,A -2023-06-09 13:45:00+00:00,10343500,3.07,A -2023-06-09 14:00:00+00:00,10343500,3.07,A -2023-06-09 14:15:00+00:00,10343500,3.06,A -2023-06-09 14:30:00+00:00,10343500,3.07,A -2023-06-09 14:45:00+00:00,10343500,3.06,A -2023-06-09 15:00:00+00:00,10343500,3.06,A -2023-06-09 15:15:00+00:00,10343500,3.06,A -2023-06-09 15:30:00+00:00,10343500,3.05,A -2023-06-09 15:45:00+00:00,10343500,3.05,A -2023-06-09 16:00:00+00:00,10343500,3.05,A -2023-06-09 16:15:00+00:00,10343500,3.05,A -2023-06-09 16:30:00+00:00,10343500,3.05,A -2023-06-09 16:45:00+00:00,10343500,3.04,A -2023-06-09 17:00:00+00:00,10343500,3.04,A -2023-06-09 17:15:00+00:00,10343500,3.04,A -2023-06-09 17:30:00+00:00,10343500,3.04,A -2023-06-09 17:45:00+00:00,10343500,3.04,A -2023-06-09 18:00:00+00:00,10343500,3.04,A -2023-06-09 18:15:00+00:00,10343500,3.03,A -2023-06-09 18:30:00+00:00,10343500,3.04,A -2023-06-09 18:45:00+00:00,10343500,3.03,A -2023-06-09 19:00:00+00:00,10343500,3.04,A -2023-06-09 19:15:00+00:00,10343500,3.04,A -2023-06-09 19:30:00+00:00,10343500,3.03,A -2023-06-09 19:45:00+00:00,10343500,3.03,A -2023-06-09 20:00:00+00:00,10343500,3.03,A -2023-06-09 20:15:00+00:00,10343500,3.04,A -2023-06-09 20:30:00+00:00,10343500,3.04,A -2023-06-09 20:45:00+00:00,10343500,3.03,A -2023-06-09 21:00:00+00:00,10343500,3.04,A -2023-06-09 21:15:00+00:00,10343500,3.04,A -2023-06-09 21:30:00+00:00,10343500,3.05,A -2023-06-09 21:45:00+00:00,10343500,3.05,A -2023-06-09 22:00:00+00:00,10343500,3.06,A -2023-06-09 22:15:00+00:00,10343500,3.06,A -2023-06-09 22:30:00+00:00,10343500,3.07,A -2023-06-09 22:45:00+00:00,10343500,3.09,A -2023-06-09 23:00:00+00:00,10343500,3.09,A -2023-06-09 23:15:00+00:00,10343500,3.1,A -2023-06-09 23:30:00+00:00,10343500,3.11,A -2023-06-09 23:45:00+00:00,10343500,3.12,A -2023-06-10 00:00:00+00:00,10343500,3.13,A -2023-06-10 00:15:00+00:00,10343500,3.14,A -2023-06-10 00:30:00+00:00,10343500,3.14,A -2023-06-10 00:45:00+00:00,10343500,3.14,A -2023-06-10 01:00:00+00:00,10343500,3.14,A -2023-06-10 01:15:00+00:00,10343500,3.15,A -2023-06-10 01:30:00+00:00,10343500,3.15,A -2023-06-10 01:45:00+00:00,10343500,3.16,A -2023-06-10 02:00:00+00:00,10343500,3.16,A -2023-06-10 02:15:00+00:00,10343500,3.15,A -2023-06-10 02:30:00+00:00,10343500,3.15,A -2023-06-10 02:45:00+00:00,10343500,3.16,A -2023-06-10 03:00:00+00:00,10343500,3.16,A -2023-06-10 03:15:00+00:00,10343500,3.16,A -2023-06-10 03:30:00+00:00,10343500,3.16,A -2023-06-10 03:45:00+00:00,10343500,3.15,A -2023-06-10 04:00:00+00:00,10343500,3.15,A -2023-06-10 04:15:00+00:00,10343500,3.15,A -2023-06-10 04:30:00+00:00,10343500,3.14,A -2023-06-10 04:45:00+00:00,10343500,3.14,A -2023-06-10 05:00:00+00:00,10343500,3.14,A -2023-06-10 05:15:00+00:00,10343500,3.13,A -2023-06-10 05:30:00+00:00,10343500,3.13,A -2023-06-10 05:45:00+00:00,10343500,3.13,A -2023-06-10 06:00:00+00:00,10343500,3.13,A -2023-06-10 06:15:00+00:00,10343500,3.12,A -2023-06-10 06:30:00+00:00,10343500,3.12,A -2023-06-10 06:45:00+00:00,10343500,3.11,A -2023-06-10 07:00:00+00:00,10343500,3.11,A -2023-06-10 07:15:00+00:00,10343500,3.11,A -2023-06-10 07:30:00+00:00,10343500,3.1,A -2023-06-10 07:45:00+00:00,10343500,3.1,A -2023-06-10 08:00:00+00:00,10343500,3.1,A -2023-06-10 08:15:00+00:00,10343500,3.1,A -2023-06-10 08:30:00+00:00,10343500,3.09,A -2023-06-10 08:45:00+00:00,10343500,3.08,A -2023-06-10 09:00:00+00:00,10343500,3.09,A -2023-06-10 09:15:00+00:00,10343500,3.08,A -2023-06-10 09:30:00+00:00,10343500,3.07,A -2023-06-10 09:45:00+00:00,10343500,3.08,A -2023-06-10 10:00:00+00:00,10343500,3.07,A -2023-06-10 10:15:00+00:00,10343500,3.07,A -2023-06-10 10:30:00+00:00,10343500,3.07,A -2023-06-10 10:45:00+00:00,10343500,3.06,A -2023-06-10 11:00:00+00:00,10343500,3.07,A -2023-06-10 11:15:00+00:00,10343500,3.07,A -2023-06-10 11:30:00+00:00,10343500,3.06,A -2023-06-10 11:45:00+00:00,10343500,3.06,A -2023-06-10 12:00:00+00:00,10343500,3.06,A -2023-06-10 12:15:00+00:00,10343500,3.05,A -2023-06-10 12:30:00+00:00,10343500,3.05,A -2023-06-10 12:45:00+00:00,10343500,3.05,A -2023-06-10 13:00:00+00:00,10343500,3.05,A -2023-06-10 13:15:00+00:00,10343500,3.04,A -2023-06-10 13:30:00+00:00,10343500,3.04,A -2023-06-10 13:45:00+00:00,10343500,3.04,A -2023-06-10 14:00:00+00:00,10343500,3.04,A -2023-06-10 14:15:00+00:00,10343500,3.03,A -2023-06-10 14:30:00+00:00,10343500,3.03,A -2023-06-10 14:45:00+00:00,10343500,3.03,A -2023-06-10 15:00:00+00:00,10343500,3.03,A -2023-06-10 15:15:00+00:00,10343500,3.02,A -2023-06-10 15:30:00+00:00,10343500,3.03,A -2023-06-10 15:45:00+00:00,10343500,3.02,A -2023-06-10 16:00:00+00:00,10343500,3.02,A -2023-06-10 16:15:00+00:00,10343500,3.03,A -2023-06-10 16:30:00+00:00,10343500,3.02,A -2023-06-10 16:45:00+00:00,10343500,3.01,A -2023-06-10 17:00:00+00:00,10343500,3.01,A -2023-06-10 17:15:00+00:00,10343500,3.02,A -2023-06-10 17:30:00+00:00,10343500,3.01,A -2023-06-10 17:45:00+00:00,10343500,3.02,A -2023-06-10 18:00:00+00:00,10343500,3.01,A -2023-06-10 18:15:00+00:00,10343500,3.0,A -2023-06-10 18:30:00+00:00,10343500,3.01,A -2023-06-10 18:45:00+00:00,10343500,3.01,A -2023-06-10 19:00:00+00:00,10343500,3.0,A -2023-06-10 19:15:00+00:00,10343500,3.0,A -2023-06-10 19:30:00+00:00,10343500,3.0,A -2023-06-10 19:45:00+00:00,10343500,3.0,A -2023-06-10 20:00:00+00:00,10343500,3.0,A -2023-06-10 20:15:00+00:00,10343500,3.0,A -2023-06-10 20:30:00+00:00,10343500,2.99,A -2023-06-10 20:45:00+00:00,10343500,3.0,A -2023-06-10 21:00:00+00:00,10343500,3.0,A -2023-06-10 21:15:00+00:00,10343500,3.0,A -2023-06-10 21:30:00+00:00,10343500,3.01,A -2023-06-10 21:45:00+00:00,10343500,3.0,A -2023-06-10 22:00:00+00:00,10343500,3.01,A -2023-06-10 22:15:00+00:00,10343500,3.01,A -2023-06-10 22:30:00+00:00,10343500,3.03,A -2023-06-10 22:45:00+00:00,10343500,3.04,A -2023-06-10 23:00:00+00:00,10343500,3.06,A -2023-06-10 23:15:00+00:00,10343500,3.08,A -2023-06-10 23:30:00+00:00,10343500,3.1,A -2023-06-10 23:45:00+00:00,10343500,3.13,A -2023-06-11 00:00:00+00:00,10343500,3.16,A -2023-06-11 00:15:00+00:00,10343500,3.18,A -2023-06-11 00:30:00+00:00,10343500,3.2,A -2023-06-11 00:45:00+00:00,10343500,3.23,A -2023-06-11 01:00:00+00:00,10343500,3.26,A -2023-06-11 01:15:00+00:00,10343500,3.29,A -2023-06-11 01:30:00+00:00,10343500,3.31,A -2023-06-11 01:45:00+00:00,10343500,3.33,A -2023-06-11 02:00:00+00:00,10343500,3.33,A -2023-06-11 02:15:00+00:00,10343500,3.32,A -2023-06-11 02:30:00+00:00,10343500,3.32,A -2023-06-11 02:45:00+00:00,10343500,3.32,A -2023-06-11 03:00:00+00:00,10343500,3.3,A -2023-06-11 03:15:00+00:00,10343500,3.3,A -2023-06-11 03:30:00+00:00,10343500,3.29,A -2023-06-11 03:45:00+00:00,10343500,3.28,A -2023-06-11 04:00:00+00:00,10343500,3.27,A -2023-06-11 04:15:00+00:00,10343500,3.26,A -2023-06-11 04:30:00+00:00,10343500,3.24,A -2023-06-11 04:45:00+00:00,10343500,3.24,A -2023-06-11 05:00:00+00:00,10343500,3.23,A -2023-06-11 05:15:00+00:00,10343500,3.22,A -2023-06-11 05:30:00+00:00,10343500,3.21,A -2023-06-11 05:45:00+00:00,10343500,3.19,A -2023-06-11 06:00:00+00:00,10343500,3.18,A -2023-06-11 06:15:00+00:00,10343500,3.18,A -2023-06-11 06:30:00+00:00,10343500,3.18,A -2023-06-11 06:45:00+00:00,10343500,3.17,A -2023-06-11 07:00:00+00:00,10343500,3.16,A -2023-06-11 07:15:00+00:00,10343500,3.16,A -2023-06-11 07:30:00+00:00,10343500,3.15,A -2023-06-11 07:45:00+00:00,10343500,3.15,A -2023-06-11 08:00:00+00:00,10343500,3.16,A -2023-06-11 08:15:00+00:00,10343500,3.15,A -2023-06-11 08:30:00+00:00,10343500,3.15,A -2023-06-11 08:45:00+00:00,10343500,3.13,A -2023-06-11 09:00:00+00:00,10343500,3.13,A -2023-06-11 09:15:00+00:00,10343500,3.13,A -2023-06-11 09:30:00+00:00,10343500,3.12,A -2023-06-11 09:45:00+00:00,10343500,3.12,A -2023-06-11 10:00:00+00:00,10343500,3.12,A -2023-06-11 10:15:00+00:00,10343500,3.11,A -2023-06-11 10:30:00+00:00,10343500,3.1,A -2023-06-11 10:45:00+00:00,10343500,3.11,A -2023-06-11 11:00:00+00:00,10343500,3.11,A -2023-06-11 11:15:00+00:00,10343500,3.1,A -2023-06-11 11:30:00+00:00,10343500,3.1,A -2023-06-11 11:45:00+00:00,10343500,3.09,A -2023-06-11 12:00:00+00:00,10343500,3.09,A -2023-06-11 12:15:00+00:00,10343500,3.08,A -2023-06-11 12:30:00+00:00,10343500,3.08,A -2023-06-11 12:45:00+00:00,10343500,3.08,A -2023-06-11 13:00:00+00:00,10343500,3.08,A -2023-06-11 13:15:00+00:00,10343500,3.07,A -2023-06-11 13:30:00+00:00,10343500,3.07,A -2023-06-11 13:45:00+00:00,10343500,3.07,A -2023-06-11 14:00:00+00:00,10343500,3.06,A -2023-06-11 14:15:00+00:00,10343500,3.06,A -2023-06-11 14:30:00+00:00,10343500,3.06,A -2023-06-11 14:45:00+00:00,10343500,3.06,A -2023-06-11 15:00:00+00:00,10343500,3.05,A -2023-06-11 15:15:00+00:00,10343500,3.05,A -2023-06-11 15:30:00+00:00,10343500,3.05,A -2023-06-11 15:45:00+00:00,10343500,3.05,A -2023-06-11 16:00:00+00:00,10343500,3.05,A -2023-06-11 16:15:00+00:00,10343500,3.05,A -2023-06-11 16:30:00+00:00,10343500,3.05,A -2023-06-11 16:45:00+00:00,10343500,3.04,A -2023-06-11 17:00:00+00:00,10343500,3.04,A -2023-06-11 17:15:00+00:00,10343500,3.04,A -2023-06-11 17:30:00+00:00,10343500,3.03,A -2023-06-11 17:45:00+00:00,10343500,3.04,A -2023-06-11 18:00:00+00:00,10343500,3.03,A -2023-06-11 18:15:00+00:00,10343500,3.03,A -2023-06-11 18:30:00+00:00,10343500,3.03,A -2023-06-11 18:45:00+00:00,10343500,3.03,A -2023-06-11 19:00:00+00:00,10343500,3.03,A -2023-06-11 19:15:00+00:00,10343500,3.02,A -2023-06-11 19:30:00+00:00,10343500,3.02,A -2023-06-11 19:45:00+00:00,10343500,3.03,A -2023-06-11 20:00:00+00:00,10343500,3.03,A -2023-06-11 20:15:00+00:00,10343500,3.02,A -2023-06-11 20:30:00+00:00,10343500,3.02,A -2023-06-11 20:45:00+00:00,10343500,3.02,A -2023-06-11 21:00:00+00:00,10343500,3.03,A -2023-06-11 21:15:00+00:00,10343500,3.03,A -2023-06-11 21:30:00+00:00,10343500,3.03,A -2023-06-11 21:45:00+00:00,10343500,3.03,A -2023-06-11 22:00:00+00:00,10343500,3.04,A -2023-06-11 22:15:00+00:00,10343500,3.03,A -2023-06-11 22:30:00+00:00,10343500,3.04,A -2023-06-11 22:45:00+00:00,10343500,3.05,A -2023-06-11 23:00:00+00:00,10343500,3.05,A -2023-06-11 23:15:00+00:00,10343500,3.05,A -2023-06-11 23:30:00+00:00,10343500,3.06,A -2023-06-11 23:45:00+00:00,10343500,3.07,A -2023-06-12 00:00:00+00:00,10343500,3.07,A -2023-06-12 00:15:00+00:00,10343500,3.07,A -2023-06-12 00:30:00+00:00,10343500,3.07,A -2023-06-12 00:45:00+00:00,10343500,3.08,A -2023-06-12 01:00:00+00:00,10343500,3.09,A -2023-06-12 01:15:00+00:00,10343500,3.09,A -2023-06-12 01:30:00+00:00,10343500,3.1,A -2023-06-12 01:45:00+00:00,10343500,3.1,A -2023-06-12 02:00:00+00:00,10343500,3.11,A -2023-06-12 02:15:00+00:00,10343500,3.12,A -2023-06-12 02:30:00+00:00,10343500,3.13,A -2023-06-12 02:45:00+00:00,10343500,3.14,A -2023-06-12 03:00:00+00:00,10343500,3.14,A -2023-06-12 03:15:00+00:00,10343500,3.14,A -2023-06-12 03:30:00+00:00,10343500,3.15,A -2023-06-12 03:45:00+00:00,10343500,3.16,A -2023-06-12 04:00:00+00:00,10343500,3.18,A -2023-06-12 04:15:00+00:00,10343500,3.19,A -2023-06-12 04:30:00+00:00,10343500,3.2,A -2023-06-12 04:45:00+00:00,10343500,3.21,A -2023-06-12 05:00:00+00:00,10343500,3.23,A -2023-06-12 05:15:00+00:00,10343500,3.22,A -2023-06-12 05:30:00+00:00,10343500,3.23,A -2023-06-12 05:45:00+00:00,10343500,3.22,A -2023-06-12 06:00:00+00:00,10343500,3.22,A -2023-06-12 06:15:00+00:00,10343500,3.22,A -2023-06-12 06:30:00+00:00,10343500,3.22,A -2023-06-12 06:45:00+00:00,10343500,3.21,A -2023-06-12 07:00:00+00:00,10343500,3.21,A -2023-06-12 07:15:00+00:00,10343500,3.2,A -2023-06-12 07:30:00+00:00,10343500,3.19,A -2023-06-12 07:45:00+00:00,10343500,3.18,A -2023-06-12 08:00:00+00:00,10343500,3.18,A -2023-06-12 08:15:00+00:00,10343500,3.17,A -2023-06-12 08:30:00+00:00,10343500,3.15,A -2023-06-12 08:45:00+00:00,10343500,3.16,A -2023-06-12 09:00:00+00:00,10343500,3.14,A -2023-06-12 09:15:00+00:00,10343500,3.14,A -2023-06-12 09:30:00+00:00,10343500,3.13,A -2023-06-12 09:45:00+00:00,10343500,3.14,A -2023-06-12 10:00:00+00:00,10343500,3.13,A -2023-06-12 10:15:00+00:00,10343500,3.13,A -2023-06-12 10:30:00+00:00,10343500,3.13,A -2023-06-12 10:45:00+00:00,10343500,3.12,A -2023-06-12 11:00:00+00:00,10343500,3.12,A -2023-06-12 11:15:00+00:00,10343500,3.11,A -2023-06-12 11:30:00+00:00,10343500,3.1,A -2023-06-12 11:45:00+00:00,10343500,3.1,A -2023-06-12 12:00:00+00:00,10343500,3.1,A -2023-06-12 12:15:00+00:00,10343500,3.09,A -2023-06-12 12:30:00+00:00,10343500,3.09,A -2023-06-12 12:45:00+00:00,10343500,3.09,A -2023-06-12 13:00:00+00:00,10343500,3.08,A -2023-06-12 13:15:00+00:00,10343500,3.07,A -2023-06-12 13:30:00+00:00,10343500,3.07,A -2023-06-12 13:45:00+00:00,10343500,3.07,A -2023-06-12 14:00:00+00:00,10343500,3.06,A -2023-06-12 14:15:00+00:00,10343500,3.06,A -2023-06-12 14:30:00+00:00,10343500,3.06,A -2023-06-12 14:45:00+00:00,10343500,3.05,A -2023-06-12 15:00:00+00:00,10343500,3.06,A -2023-06-12 15:15:00+00:00,10343500,3.05,A -2023-06-12 15:30:00+00:00,10343500,3.05,A -2023-06-12 15:45:00+00:00,10343500,3.05,A -2023-06-12 16:00:00+00:00,10343500,3.05,A -2023-06-12 16:15:00+00:00,10343500,3.05,A -2023-06-12 16:30:00+00:00,10343500,3.04,A -2023-06-12 16:45:00+00:00,10343500,3.04,A -2023-06-12 17:00:00+00:00,10343500,3.04,A -2023-06-12 17:15:00+00:00,10343500,3.04,A -2023-06-12 17:30:00+00:00,10343500,3.03,A -2023-06-12 17:45:00+00:00,10343500,3.04,A -2023-06-12 18:00:00+00:00,10343500,3.04,A -2023-06-12 18:15:00+00:00,10343500,3.03,A -2023-06-12 18:30:00+00:00,10343500,3.03,A -2023-06-12 18:45:00+00:00,10343500,3.03,A -2023-06-12 19:00:00+00:00,10343500,3.03,A -2023-06-12 19:15:00+00:00,10343500,3.03,A -2023-06-12 19:30:00+00:00,10343500,3.03,A -2023-06-12 19:45:00+00:00,10343500,3.02,A -2023-06-12 20:00:00+00:00,10343500,3.03,A -2023-06-12 20:15:00+00:00,10343500,3.03,A -2023-06-12 20:30:00+00:00,10343500,3.03,A -2023-06-12 20:45:00+00:00,10343500,3.04,A -2023-06-12 21:00:00+00:00,10343500,3.04,A -2023-06-12 21:15:00+00:00,10343500,3.05,A -2023-06-12 21:30:00+00:00,10343500,3.05,A -2023-06-12 21:45:00+00:00,10343500,3.05,A -2023-06-12 22:00:00+00:00,10343500,3.06,A -2023-06-12 22:15:00+00:00,10343500,3.06,A -2023-06-12 22:30:00+00:00,10343500,3.07,A -2023-06-12 22:45:00+00:00,10343500,3.07,A -2023-06-12 23:00:00+00:00,10343500,3.07,A -2023-06-12 23:15:00+00:00,10343500,3.08,A -2023-06-12 23:30:00+00:00,10343500,3.08,A -2023-06-12 23:45:00+00:00,10343500,3.08,A -2023-06-13 00:00:00+00:00,10343500,3.08,A -2023-06-13 00:15:00+00:00,10343500,3.09,A -2023-06-13 00:30:00+00:00,10343500,3.08,A -2023-06-13 00:45:00+00:00,10343500,3.1,A -2023-06-13 01:00:00+00:00,10343500,3.09,A -2023-06-13 01:15:00+00:00,10343500,3.09,A -2023-06-13 01:30:00+00:00,10343500,3.09,A -2023-06-13 01:45:00+00:00,10343500,3.09,A -2023-06-13 02:00:00+00:00,10343500,3.1,A -2023-06-13 02:15:00+00:00,10343500,3.09,A -2023-06-13 02:30:00+00:00,10343500,3.1,A -2023-06-13 02:45:00+00:00,10343500,3.09,A -2023-06-13 03:00:00+00:00,10343500,3.09,A -2023-06-13 03:15:00+00:00,10343500,3.1,A -2023-06-13 03:30:00+00:00,10343500,3.09,A -2023-06-13 03:45:00+00:00,10343500,3.1,A -2023-06-13 04:00:00+00:00,10343500,3.1,A -2023-06-13 04:15:00+00:00,10343500,3.1,A -2023-06-13 04:30:00+00:00,10343500,3.11,A -2023-06-13 04:45:00+00:00,10343500,3.11,A -2023-06-13 05:00:00+00:00,10343500,3.11,A -2023-06-13 05:15:00+00:00,10343500,3.1,A -2023-06-13 05:30:00+00:00,10343500,3.11,A -2023-06-13 05:45:00+00:00,10343500,3.1,A -2023-06-13 06:00:00+00:00,10343500,3.11,A -2023-06-13 06:15:00+00:00,10343500,3.11,A -2023-06-13 06:30:00+00:00,10343500,3.1,A -2023-06-13 06:45:00+00:00,10343500,3.1,A -2023-06-13 07:00:00+00:00,10343500,3.1,A -2023-06-13 07:15:00+00:00,10343500,3.1,A -2023-06-13 07:30:00+00:00,10343500,3.09,A -2023-06-13 07:45:00+00:00,10343500,3.09,A -2023-06-13 08:00:00+00:00,10343500,3.09,A -2023-06-13 08:15:00+00:00,10343500,3.08,A -2023-06-13 08:30:00+00:00,10343500,3.08,A -2023-06-13 08:45:00+00:00,10343500,3.08,A -2023-06-13 09:00:00+00:00,10343500,3.07,A -2023-06-13 09:15:00+00:00,10343500,3.07,A -2023-06-13 09:30:00+00:00,10343500,3.06,A -2023-06-13 09:45:00+00:00,10343500,3.06,A -2023-06-13 10:00:00+00:00,10343500,3.06,A -2023-06-13 10:15:00+00:00,10343500,3.06,A -2023-06-13 10:30:00+00:00,10343500,3.05,A -2023-06-13 10:45:00+00:00,10343500,3.05,A -2023-06-13 11:00:00+00:00,10343500,3.05,A -2023-06-13 11:15:00+00:00,10343500,3.05,A -2023-06-13 11:30:00+00:00,10343500,3.04,A -2023-06-13 11:45:00+00:00,10343500,3.04,A -2023-06-13 12:00:00+00:00,10343500,3.04,A -2023-06-13 12:15:00+00:00,10343500,3.03,A -2023-06-13 12:30:00+00:00,10343500,3.03,A -2023-06-13 12:45:00+00:00,10343500,3.02,A -2023-06-13 13:00:00+00:00,10343500,3.03,A -2023-06-13 13:15:00+00:00,10343500,3.03,A -2023-06-13 13:30:00+00:00,10343500,3.02,A -2023-06-13 13:45:00+00:00,10343500,3.02,A -2023-06-13 14:00:00+00:00,10343500,3.02,A -2023-06-13 14:15:00+00:00,10343500,3.02,A -2023-06-13 14:30:00+00:00,10343500,3.02,A -2023-06-13 14:45:00+00:00,10343500,3.02,A -2023-06-13 15:00:00+00:00,10343500,3.01,A -2023-06-13 15:15:00+00:00,10343500,3.01,A -2023-06-13 15:30:00+00:00,10343500,3.01,A -2023-06-13 15:45:00+00:00,10343500,3.0,A -2023-06-13 16:00:00+00:00,10343500,3.0,A -2023-06-13 16:15:00+00:00,10343500,3.0,A -2023-06-13 16:30:00+00:00,10343500,3.0,A -2023-06-13 16:45:00+00:00,10343500,3.0,A -2023-06-13 17:00:00+00:00,10343500,3.0,A -2023-06-13 17:15:00+00:00,10343500,3.0,A -2023-06-13 17:30:00+00:00,10343500,3.0,A -2023-06-13 17:45:00+00:00,10343500,3.0,A -2023-06-13 18:00:00+00:00,10343500,2.99,A -2023-06-13 18:15:00+00:00,10343500,2.99,A -2023-06-13 18:30:00+00:00,10343500,2.99,A -2023-06-13 18:45:00+00:00,10343500,2.99,A -2023-06-13 19:00:00+00:00,10343500,2.99,A -2023-06-13 19:15:00+00:00,10343500,2.99,A -2023-06-13 19:30:00+00:00,10343500,2.99,A -2023-06-13 19:45:00+00:00,10343500,2.99,A -2023-06-13 20:00:00+00:00,10343500,2.99,A -2023-06-13 20:15:00+00:00,10343500,2.99,A -2023-06-13 20:30:00+00:00,10343500,2.99,A -2023-06-13 20:45:00+00:00,10343500,3.0,A -2023-06-13 21:00:00+00:00,10343500,2.99,A -2023-06-13 21:15:00+00:00,10343500,3.0,A -2023-06-13 21:30:00+00:00,10343500,3.0,A -2023-06-13 21:45:00+00:00,10343500,3.0,A -2023-06-13 22:00:00+00:00,10343500,3.01,A -2023-06-13 22:15:00+00:00,10343500,3.01,A -2023-06-13 22:30:00+00:00,10343500,3.01,A -2023-06-13 22:45:00+00:00,10343500,3.02,A -2023-06-13 23:00:00+00:00,10343500,3.02,A -2023-06-13 23:15:00+00:00,10343500,3.03,A -2023-06-13 23:30:00+00:00,10343500,3.03,A -2023-06-13 23:45:00+00:00,10343500,3.04,A -2023-06-14 00:00:00+00:00,10343500,3.05,A -2023-06-14 00:15:00+00:00,10343500,3.06,A -2023-06-14 00:30:00+00:00,10343500,3.06,A -2023-06-14 00:45:00+00:00,10343500,3.07,A -2023-06-14 01:00:00+00:00,10343500,3.06,A -2023-06-14 01:15:00+00:00,10343500,3.07,A -2023-06-14 01:30:00+00:00,10343500,3.07,A -2023-06-14 01:45:00+00:00,10343500,3.08,A -2023-06-14 02:00:00+00:00,10343500,3.09,A -2023-06-14 02:15:00+00:00,10343500,3.09,A -2023-06-14 02:30:00+00:00,10343500,3.08,A -2023-06-14 02:45:00+00:00,10343500,3.08,A -2023-06-14 03:00:00+00:00,10343500,3.08,A -2023-06-14 03:15:00+00:00,10343500,3.08,A -2023-06-14 03:30:00+00:00,10343500,3.09,A -2023-06-14 03:45:00+00:00,10343500,3.08,A -2023-06-14 04:00:00+00:00,10343500,3.07,A -2023-06-14 04:15:00+00:00,10343500,3.08,A -2023-06-14 04:30:00+00:00,10343500,3.07,A -2023-06-14 04:45:00+00:00,10343500,3.07,A -2023-06-14 05:00:00+00:00,10343500,3.07,A -2023-06-14 05:15:00+00:00,10343500,3.07,A -2023-06-14 05:30:00+00:00,10343500,3.07,A -2023-06-14 05:45:00+00:00,10343500,3.06,A -2023-06-14 06:00:00+00:00,10343500,3.06,A -2023-06-14 06:15:00+00:00,10343500,3.05,A -2023-06-14 06:30:00+00:00,10343500,3.05,A -2023-06-14 06:45:00+00:00,10343500,3.05,A -2023-06-14 07:00:00+00:00,10343500,3.05,A -2023-06-14 07:15:00+00:00,10343500,3.04,A -2023-06-14 07:30:00+00:00,10343500,3.04,A -2023-06-14 07:45:00+00:00,10343500,3.04,A -2023-06-14 08:00:00+00:00,10343500,3.03,A -2023-06-14 08:15:00+00:00,10343500,3.03,A -2023-06-14 08:30:00+00:00,10343500,3.04,A -2023-06-14 08:45:00+00:00,10343500,3.03,A -2023-06-14 09:00:00+00:00,10343500,3.03,A -2023-06-14 09:15:00+00:00,10343500,3.03,A -2023-06-14 09:30:00+00:00,10343500,3.02,A -2023-06-14 09:45:00+00:00,10343500,3.02,A -2023-06-14 10:00:00+00:00,10343500,3.02,A -2023-06-14 10:15:00+00:00,10343500,3.02,A -2023-06-14 10:30:00+00:00,10343500,3.01,A -2023-06-14 10:45:00+00:00,10343500,3.02,A -2023-06-14 11:00:00+00:00,10343500,3.01,A -2023-06-14 11:15:00+00:00,10343500,3.01,A -2023-06-14 11:30:00+00:00,10343500,3.01,A -2023-06-14 11:45:00+00:00,10343500,3.0,A -2023-06-14 12:00:00+00:00,10343500,3.0,A -2023-06-14 12:15:00+00:00,10343500,3.0,A -2023-06-14 12:30:00+00:00,10343500,3.01,A -2023-06-14 12:45:00+00:00,10343500,3.0,A -2023-06-14 13:00:00+00:00,10343500,2.99,A -2023-06-14 13:15:00+00:00,10343500,3.0,A -2023-06-14 13:30:00+00:00,10343500,2.99,A -2023-06-14 13:45:00+00:00,10343500,2.99,A -2023-06-14 14:00:00+00:00,10343500,2.99,A -2023-06-14 14:15:00+00:00,10343500,2.99,A -2023-06-14 14:30:00+00:00,10343500,2.98,A -2023-06-14 14:45:00+00:00,10343500,2.99,A -2023-06-14 15:00:00+00:00,10343500,2.98,A -2023-06-14 15:15:00+00:00,10343500,2.98,A -2023-06-14 15:30:00+00:00,10343500,2.98,A -2023-06-14 15:45:00+00:00,10343500,2.98,A -2023-06-14 16:00:00+00:00,10343500,2.98,A -2023-06-14 16:15:00+00:00,10343500,2.98,A -2023-06-14 16:30:00+00:00,10343500,2.98,A -2023-06-14 16:45:00+00:00,10343500,2.98,A -2023-06-14 17:00:00+00:00,10343500,2.97,A -2023-06-14 17:15:00+00:00,10343500,2.97,A -2023-06-14 17:30:00+00:00,10343500,2.97,A -2023-06-14 17:45:00+00:00,10343500,2.97,A -2023-06-14 18:00:00+00:00,10343500,2.97,A -2023-06-14 18:15:00+00:00,10343500,2.97,A -2023-06-14 18:30:00+00:00,10343500,2.97,A -2023-06-14 18:45:00+00:00,10343500,2.97,A -2023-06-14 19:00:00+00:00,10343500,2.97,A -2023-06-14 19:15:00+00:00,10343500,2.97,A -2023-06-14 19:30:00+00:00,10343500,2.97,A -2023-06-14 19:45:00+00:00,10343500,2.96,A -2023-06-14 20:00:00+00:00,10343500,2.97,A -2023-06-14 20:15:00+00:00,10343500,2.96,A -2023-06-14 20:30:00+00:00,10343500,2.96,A -2023-06-14 20:45:00+00:00,10343500,2.96,A -2023-06-14 21:00:00+00:00,10343500,2.96,A -2023-06-14 21:15:00+00:00,10343500,2.97,A -2023-06-14 21:30:00+00:00,10343500,2.97,A -2023-06-14 21:45:00+00:00,10343500,2.98,A -2023-06-14 22:00:00+00:00,10343500,2.98,A -2023-06-14 22:15:00+00:00,10343500,2.99,A -2023-06-14 22:30:00+00:00,10343500,2.99,A -2023-06-14 22:45:00+00:00,10343500,2.99,A -2023-06-14 23:00:00+00:00,10343500,3.0,A -2023-06-14 23:15:00+00:00,10343500,3.01,A -2023-06-14 23:30:00+00:00,10343500,3.02,A -2023-06-14 23:45:00+00:00,10343500,3.02,A -2023-06-15 00:00:00+00:00,10343500,3.02,A -2023-06-15 00:15:00+00:00,10343500,3.03,A -2023-06-15 00:30:00+00:00,10343500,3.03,A -2023-06-15 00:45:00+00:00,10343500,3.03,A -2023-06-15 01:00:00+00:00,10343500,3.04,A -2023-06-15 01:15:00+00:00,10343500,3.05,A -2023-06-15 01:30:00+00:00,10343500,3.04,A -2023-06-15 01:45:00+00:00,10343500,3.05,A -2023-06-15 02:00:00+00:00,10343500,3.04,A -2023-06-15 02:15:00+00:00,10343500,3.05,A -2023-06-15 02:30:00+00:00,10343500,3.04,A -2023-06-15 02:45:00+00:00,10343500,3.04,A -2023-06-15 03:00:00+00:00,10343500,3.04,A -2023-06-15 03:15:00+00:00,10343500,3.05,A -2023-06-15 03:30:00+00:00,10343500,3.05,A -2023-06-15 03:45:00+00:00,10343500,3.05,A -2023-06-15 04:00:00+00:00,10343500,3.05,A -2023-06-15 04:15:00+00:00,10343500,3.05,A -2023-06-15 04:30:00+00:00,10343500,3.05,A -2023-06-15 04:45:00+00:00,10343500,3.04,A -2023-06-15 05:00:00+00:00,10343500,3.04,A -2023-06-15 05:15:00+00:00,10343500,3.04,A -2023-06-15 05:30:00+00:00,10343500,3.03,A -2023-06-15 05:45:00+00:00,10343500,3.04,A -2023-06-15 06:00:00+00:00,10343500,3.04,A -2023-06-15 06:15:00+00:00,10343500,3.03,A -2023-06-15 06:30:00+00:00,10343500,3.03,A -2023-06-15 06:45:00+00:00,10343500,3.03,A -2023-06-15 07:00:00+00:00,10343500,3.03,A -2023-06-15 07:15:00+00:00,10343500,3.02,A -2023-06-15 07:30:00+00:00,10343500,3.02,A -2023-06-15 07:45:00+00:00,10343500,3.02,A -2023-06-15 08:00:00+00:00,10343500,3.02,A -2023-06-15 08:15:00+00:00,10343500,3.0,A -2023-06-15 08:30:00+00:00,10343500,3.01,A -2023-06-15 08:45:00+00:00,10343500,3.0,A -2023-06-15 09:00:00+00:00,10343500,3.01,A -2023-06-15 09:15:00+00:00,10343500,3.0,A -2023-06-15 09:30:00+00:00,10343500,3.0,A -2023-06-15 09:45:00+00:00,10343500,2.99,A -2023-06-15 10:00:00+00:00,10343500,2.99,A -2023-06-15 10:15:00+00:00,10343500,2.99,A -2023-06-15 10:30:00+00:00,10343500,2.99,A -2023-06-15 10:45:00+00:00,10343500,2.99,A -2023-06-15 11:00:00+00:00,10343500,2.99,A -2023-06-15 11:15:00+00:00,10343500,2.98,A -2023-06-15 11:30:00+00:00,10343500,2.98,A -2023-06-15 11:45:00+00:00,10343500,2.98,A -2023-06-15 12:00:00+00:00,10343500,2.98,A -2023-06-15 12:15:00+00:00,10343500,2.98,A -2023-06-15 12:30:00+00:00,10343500,2.97,A -2023-06-15 12:45:00+00:00,10343500,2.97,A -2023-06-15 13:00:00+00:00,10343500,2.97,A -2023-06-15 13:15:00+00:00,10343500,2.96,A -2023-06-15 13:30:00+00:00,10343500,2.97,A -2023-06-15 13:45:00+00:00,10343500,2.97,A -2023-06-15 14:00:00+00:00,10343500,2.96,A -2023-06-15 14:15:00+00:00,10343500,2.96,A -2023-06-15 14:30:00+00:00,10343500,2.96,A -2023-06-15 14:45:00+00:00,10343500,2.95,A -2023-06-15 15:00:00+00:00,10343500,2.95,A -2023-06-15 15:15:00+00:00,10343500,2.95,A -2023-06-15 15:30:00+00:00,10343500,2.95,A -2023-06-15 15:45:00+00:00,10343500,2.95,A -2023-06-15 16:00:00+00:00,10343500,2.95,A -2023-06-15 16:15:00+00:00,10343500,2.94,A -2023-06-15 16:30:00+00:00,10343500,2.95,A -2023-06-15 16:45:00+00:00,10343500,2.94,A -2023-06-15 17:00:00+00:00,10343500,2.94,A -2023-06-15 17:15:00+00:00,10343500,2.94,A -2023-06-15 17:30:00+00:00,10343500,2.94,A -2023-06-15 17:45:00+00:00,10343500,2.93,A -2023-06-15 18:00:00+00:00,10343500,2.93,A -2023-06-15 18:15:00+00:00,10343500,2.93,A -2023-06-15 18:30:00+00:00,10343500,2.93,A -2023-06-15 18:45:00+00:00,10343500,2.93,A -2023-06-15 19:00:00+00:00,10343500,2.93,A -2023-06-15 19:15:00+00:00,10343500,2.93,A -2023-06-15 19:30:00+00:00,10343500,2.92,A -2023-06-15 19:45:00+00:00,10343500,2.92,A -2023-06-15 20:00:00+00:00,10343500,2.92,A -2023-06-15 20:15:00+00:00,10343500,2.92,A -2023-06-15 20:30:00+00:00,10343500,2.91,A -2023-06-15 20:45:00+00:00,10343500,2.91,A -2023-06-15 21:00:00+00:00,10343500,2.91,A -2023-06-15 21:15:00+00:00,10343500,2.92,A -2023-06-15 21:30:00+00:00,10343500,2.92,A -2023-06-15 21:45:00+00:00,10343500,2.92,A -2023-06-15 22:00:00+00:00,10343500,2.92,A -2023-06-15 22:15:00+00:00,10343500,2.92,A -2023-06-15 22:30:00+00:00,10343500,2.93,A -2023-06-15 22:45:00+00:00,10343500,2.93,A -2023-06-15 23:00:00+00:00,10343500,2.93,A -2023-06-15 23:15:00+00:00,10343500,2.94,A -2023-06-15 23:30:00+00:00,10343500,2.94,A -2023-06-15 23:45:00+00:00,10343500,2.94,A -2023-06-16 00:00:00+00:00,10343500,2.94,A -2023-06-16 00:15:00+00:00,10343500,2.95,A -2023-06-16 00:30:00+00:00,10343500,2.95,A -2023-06-16 00:45:00+00:00,10343500,2.95,A -2023-06-16 01:00:00+00:00,10343500,2.95,A -2023-06-16 01:15:00+00:00,10343500,2.96,A -2023-06-16 01:30:00+00:00,10343500,2.96,A -2023-06-16 01:45:00+00:00,10343500,2.96,A -2023-06-16 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18:15:00+00:00,10343500,2.83,A -2023-06-17 18:30:00+00:00,10343500,2.83,A -2023-06-17 18:45:00+00:00,10343500,2.83,A -2023-06-17 19:00:00+00:00,10343500,2.82,A -2023-06-17 19:15:00+00:00,10343500,2.82,A -2023-06-17 19:30:00+00:00,10343500,2.82,A -2023-06-17 19:45:00+00:00,10343500,2.82,A -2023-06-17 20:00:00+00:00,10343500,2.82,A -2023-06-17 20:15:00+00:00,10343500,2.81,A -2023-06-17 20:30:00+00:00,10343500,2.82,A -2023-06-17 20:45:00+00:00,10343500,2.81,A -2023-06-17 21:00:00+00:00,10343500,2.82,A -2023-06-17 21:15:00+00:00,10343500,2.81,A -2023-06-17 21:30:00+00:00,10343500,2.82,A -2023-06-17 21:45:00+00:00,10343500,2.82,A -2023-06-17 22:00:00+00:00,10343500,2.82,A -2023-06-17 22:15:00+00:00,10343500,2.82,A -2023-06-17 22:30:00+00:00,10343500,2.82,A -2023-06-17 22:45:00+00:00,10343500,2.83,A -2023-06-17 23:00:00+00:00,10343500,2.83,A -2023-06-17 23:15:00+00:00,10343500,2.84,A -2023-06-17 23:30:00+00:00,10343500,2.84,A -2023-06-17 23:45:00+00:00,10343500,2.85,A -2023-06-18 00:00:00+00:00,10343500,2.85,A -2023-06-18 00:15:00+00:00,10343500,2.86,A -2023-06-18 00:30:00+00:00,10343500,2.86,A -2023-06-18 00:45:00+00:00,10343500,2.87,A -2023-06-18 01:00:00+00:00,10343500,2.88,A -2023-06-18 01:15:00+00:00,10343500,2.88,A -2023-06-18 01:30:00+00:00,10343500,2.88,A -2023-06-18 01:45:00+00:00,10343500,2.89,A -2023-06-18 02:00:00+00:00,10343500,2.89,A -2023-06-18 02:15:00+00:00,10343500,2.89,A -2023-06-18 02:30:00+00:00,10343500,2.89,A -2023-06-18 02:45:00+00:00,10343500,2.89,A -2023-06-18 03:00:00+00:00,10343500,2.9,A -2023-06-18 03:15:00+00:00,10343500,2.89,A -2023-06-18 03:30:00+00:00,10343500,2.89,A -2023-06-18 03:45:00+00:00,10343500,2.89,A -2023-06-18 04:00:00+00:00,10343500,2.89,A -2023-06-18 04:15:00+00:00,10343500,2.9,A -2023-06-18 04:30:00+00:00,10343500,2.89,A -2023-06-18 04:45:00+00:00,10343500,2.89,A -2023-06-18 05:00:00+00:00,10343500,2.89,A -2023-06-18 05:15:00+00:00,10343500,2.9,A -2023-06-18 05:30:00+00:00,10343500,2.89,A -2023-06-18 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17:15:00+00:00,10343500,2.83,A -2023-06-18 17:30:00+00:00,10343500,2.83,A -2023-06-18 17:45:00+00:00,10343500,2.83,A -2023-06-18 18:00:00+00:00,10343500,2.83,A -2023-06-18 18:15:00+00:00,10343500,2.83,A -2023-06-18 18:30:00+00:00,10343500,2.82,A -2023-06-18 18:45:00+00:00,10343500,2.82,A -2023-06-18 19:00:00+00:00,10343500,2.82,A -2023-06-18 19:15:00+00:00,10343500,2.82,A -2023-06-18 19:30:00+00:00,10343500,2.82,A -2023-06-18 19:45:00+00:00,10343500,2.83,A -2023-06-18 20:00:00+00:00,10343500,2.82,A -2023-06-18 20:15:00+00:00,10343500,2.83,A -2023-06-18 20:30:00+00:00,10343500,2.82,A -2023-06-18 20:45:00+00:00,10343500,2.82,A -2023-06-18 21:00:00+00:00,10343500,2.83,A -2023-06-18 21:15:00+00:00,10343500,2.83,A -2023-06-18 21:30:00+00:00,10343500,2.83,A -2023-06-18 21:45:00+00:00,10343500,2.84,A -2023-06-18 22:00:00+00:00,10343500,2.84,A -2023-06-18 22:15:00+00:00,10343500,2.84,A -2023-06-18 22:30:00+00:00,10343500,2.85,A -2023-06-18 22:45:00+00:00,10343500,2.85,A -2023-06-18 23:00:00+00:00,10343500,2.85,A -2023-06-18 23:15:00+00:00,10343500,2.85,A -2023-06-18 23:30:00+00:00,10343500,2.86,A -2023-06-18 23:45:00+00:00,10343500,2.86,A -2023-06-19 00:00:00+00:00,10343500,2.86,A -2023-06-19 00:15:00+00:00,10343500,2.86,A -2023-06-19 00:30:00+00:00,10343500,2.87,A -2023-06-19 00:45:00+00:00,10343500,2.87,A -2023-06-19 01:00:00+00:00,10343500,2.87,A -2023-06-19 01:15:00+00:00,10343500,2.87,A -2023-06-19 01:30:00+00:00,10343500,2.88,A -2023-06-19 01:45:00+00:00,10343500,2.88,A -2023-06-19 02:00:00+00:00,10343500,2.88,A -2023-06-19 02:15:00+00:00,10343500,2.88,A -2023-06-19 02:30:00+00:00,10343500,2.88,A -2023-06-19 02:45:00+00:00,10343500,2.88,A -2023-06-19 03:00:00+00:00,10343500,2.88,A -2023-06-19 03:15:00+00:00,10343500,2.88,A -2023-06-19 03:30:00+00:00,10343500,2.88,A -2023-06-19 03:45:00+00:00,10343500,2.88,A -2023-06-19 04:00:00+00:00,10343500,2.88,A -2023-06-19 04:15:00+00:00,10343500,2.87,A -2023-06-19 04:30:00+00:00,10343500,2.87,A -2023-06-19 04:45:00+00:00,10343500,2.87,A -2023-06-19 05:00:00+00:00,10343500,2.87,A -2023-06-19 05:15:00+00:00,10343500,2.87,A -2023-06-19 05:30:00+00:00,10343500,2.86,A -2023-06-19 05:45:00+00:00,10343500,2.86,A -2023-06-19 06:00:00+00:00,10343500,2.86,A -2023-06-19 06:15:00+00:00,10343500,2.85,A -2023-06-19 06:30:00+00:00,10343500,2.85,A -2023-06-19 06:45:00+00:00,10343500,2.86,A -2023-06-19 07:00:00+00:00,10343500,2.85,A -2023-06-19 07:15:00+00:00,10343500,2.85,A -2023-06-19 07:30:00+00:00,10343500,2.85,A -2023-06-19 07:45:00+00:00,10343500,2.85,A -2023-06-19 08:00:00+00:00,10343500,2.85,A -2023-06-19 08:15:00+00:00,10343500,2.84,A -2023-06-19 08:30:00+00:00,10343500,2.84,A -2023-06-19 08:45:00+00:00,10343500,2.84,A -2023-06-19 09:00:00+00:00,10343500,2.84,A -2023-06-19 09:15:00+00:00,10343500,2.84,A -2023-06-19 09:30:00+00:00,10343500,2.84,A -2023-06-19 09:45:00+00:00,10343500,2.84,A -2023-06-19 10:00:00+00:00,10343500,2.83,A -2023-06-19 10:15:00+00:00,10343500,2.83,A -2023-06-19 10:30:00+00:00,10343500,2.83,A -2023-06-19 10:45:00+00:00,10343500,2.82,A -2023-06-19 11:00:00+00:00,10343500,2.82,A -2023-06-19 11:15:00+00:00,10343500,2.82,A -2023-06-19 11:30:00+00:00,10343500,2.82,A -2023-06-19 11:45:00+00:00,10343500,2.82,A -2023-06-19 12:00:00+00:00,10343500,2.82,A -2023-06-19 12:15:00+00:00,10343500,2.82,A -2023-06-19 12:30:00+00:00,10343500,2.82,A -2023-06-19 12:45:00+00:00,10343500,2.81,A -2023-06-19 13:00:00+00:00,10343500,2.81,A -2023-06-19 13:15:00+00:00,10343500,2.81,A -2023-06-19 13:30:00+00:00,10343500,2.81,A -2023-06-19 13:45:00+00:00,10343500,2.81,A -2023-06-19 14:00:00+00:00,10343500,2.8,A -2023-06-19 14:15:00+00:00,10343500,2.81,A -2023-06-19 14:30:00+00:00,10343500,2.81,A -2023-06-19 14:45:00+00:00,10343500,2.8,A -2023-06-19 15:00:00+00:00,10343500,2.8,A -2023-06-19 15:15:00+00:00,10343500,2.8,A -2023-06-19 15:30:00+00:00,10343500,2.79,A -2023-06-19 15:45:00+00:00,10343500,2.79,A -2023-06-19 16:00:00+00:00,10343500,2.79,A -2023-06-19 16:15:00+00:00,10343500,2.79,A -2023-06-19 16:30:00+00:00,10343500,2.79,A -2023-06-19 16:45:00+00:00,10343500,2.78,A -2023-06-19 17:00:00+00:00,10343500,2.78,A -2023-06-19 17:15:00+00:00,10343500,2.78,A -2023-06-19 17:30:00+00:00,10343500,2.78,A -2023-06-19 17:45:00+00:00,10343500,2.78,A -2023-06-19 18:00:00+00:00,10343500,2.77,A -2023-06-19 18:15:00+00:00,10343500,2.77,A -2023-06-19 18:30:00+00:00,10343500,2.77,A -2023-06-19 18:45:00+00:00,10343500,2.77,A -2023-06-19 19:00:00+00:00,10343500,2.76,A -2023-06-19 19:15:00+00:00,10343500,2.76,A -2023-06-19 19:30:00+00:00,10343500,2.76,A -2023-06-19 19:45:00+00:00,10343500,2.76,A -2023-06-19 20:00:00+00:00,10343500,2.76,A -2023-06-19 20:15:00+00:00,10343500,2.76,A -2023-06-19 20:30:00+00:00,10343500,2.75,A -2023-06-19 20:45:00+00:00,10343500,2.75,A -2023-06-19 21:00:00+00:00,10343500,2.75,A -2023-06-19 21:15:00+00:00,10343500,2.74,A -2023-06-19 21:30:00+00:00,10343500,2.74,A -2023-06-19 21:45:00+00:00,10343500,2.74,A -2023-06-19 22:00:00+00:00,10343500,2.74,A -2023-06-19 22:15:00+00:00,10343500,2.74,A -2023-06-19 22:30:00+00:00,10343500,2.74,A -2023-06-19 22:45:00+00:00,10343500,2.74,A -2023-06-19 23:00:00+00:00,10343500,2.74,A -2023-06-19 23:15:00+00:00,10343500,2.74,A -2023-06-19 23:30:00+00:00,10343500,2.74,A -2023-06-19 23:45:00+00:00,10343500,2.74,A -2023-06-20 00:00:00+00:00,10343500,2.74,A -2023-06-20 00:15:00+00:00,10343500,2.74,A -2023-06-20 00:30:00+00:00,10343500,2.74,A -2023-06-20 00:45:00+00:00,10343500,2.74,A -2023-06-20 01:00:00+00:00,10343500,2.74,A -2023-06-20 01:15:00+00:00,10343500,2.74,A -2023-06-20 01:30:00+00:00,10343500,2.74,A -2023-06-20 01:45:00+00:00,10343500,2.74,A -2023-06-20 02:00:00+00:00,10343500,2.75,A -2023-06-20 02:15:00+00:00,10343500,2.75,A -2023-06-20 02:30:00+00:00,10343500,2.74,A -2023-06-20 02:45:00+00:00,10343500,2.74,A -2023-06-20 03:00:00+00:00,10343500,2.74,A -2023-06-20 03:15:00+00:00,10343500,2.74,A -2023-06-20 03:30:00+00:00,10343500,2.74,A -2023-06-20 03:45:00+00:00,10343500,2.74,A -2023-06-20 04:00:00+00:00,10343500,2.74,A -2023-06-20 04:15:00+00:00,10343500,2.74,A -2023-06-20 04:30:00+00:00,10343500,2.74,A -2023-06-20 04:45:00+00:00,10343500,2.74,A -2023-06-20 05:00:00+00:00,10343500,2.74,A -2023-06-20 05:15:00+00:00,10343500,2.74,A -2023-06-20 05:30:00+00:00,10343500,2.74,A -2023-06-20 05:45:00+00:00,10343500,2.73,A -2023-06-20 06:00:00+00:00,10343500,2.74,A -2023-06-20 06:15:00+00:00,10343500,2.74,A -2023-06-20 06:30:00+00:00,10343500,2.73,A -2023-06-20 06:45:00+00:00,10343500,2.73,A -2023-06-20 07:00:00+00:00,10343500,2.73,A -2023-06-20 07:15:00+00:00,10343500,2.73,A -2023-06-20 07:30:00+00:00,10343500,2.73,A -2023-06-20 07:45:00+00:00,10343500,2.73,A -2023-06-20 08:00:00+00:00,10343500,2.73,A -2023-06-20 08:15:00+00:00,10343500,2.73,A -2023-06-20 08:30:00+00:00,10343500,2.73,A -2023-06-20 08:45:00+00:00,10343500,2.73,A -2023-06-20 09:00:00+00:00,10343500,2.73,A -2023-06-20 09:15:00+00:00,10343500,2.73,A -2023-06-20 09:30:00+00:00,10343500,2.73,A -2023-06-20 09:45:00+00:00,10343500,2.73,A -2023-06-20 10:00:00+00:00,10343500,2.73,A -2023-06-20 10:15:00+00:00,10343500,2.72,A -2023-06-20 10:30:00+00:00,10343500,2.73,A -2023-06-20 10:45:00+00:00,10343500,2.72,A -2023-06-20 11:00:00+00:00,10343500,2.72,A -2023-06-20 11:15:00+00:00,10343500,2.72,A -2023-06-20 11:30:00+00:00,10343500,2.72,A -2023-06-20 11:45:00+00:00,10343500,2.73,A -2023-06-20 12:00:00+00:00,10343500,2.72,A -2023-06-20 12:15:00+00:00,10343500,2.72,A -2023-06-20 12:30:00+00:00,10343500,2.72,A -2023-06-20 12:45:00+00:00,10343500,2.72,A -2023-06-20 13:00:00+00:00,10343500,2.72,A -2023-06-20 13:15:00+00:00,10343500,2.72,A -2023-06-20 13:30:00+00:00,10343500,2.72,A -2023-06-20 13:45:00+00:00,10343500,2.72,A -2023-06-20 14:00:00+00:00,10343500,2.72,A -2023-06-20 14:15:00+00:00,10343500,2.71,A -2023-06-20 14:30:00+00:00,10343500,2.71,A -2023-06-20 14:45:00+00:00,10343500,2.72,A -2023-06-20 15:00:00+00:00,10343500,2.71,A -2023-06-20 15:15:00+00:00,10343500,2.71,A -2023-06-20 15:30:00+00:00,10343500,2.71,A -2023-06-20 15:45:00+00:00,10343500,2.71,A -2023-06-20 16:00:00+00:00,10343500,2.71,A -2023-06-20 16:15:00+00:00,10343500,2.71,A -2023-06-20 16:30:00+00:00,10343500,2.71,A -2023-06-20 16:45:00+00:00,10343500,2.71,A -2023-06-20 17:00:00+00:00,10343500,2.71,A -2023-06-20 17:15:00+00:00,10343500,2.71,A -2023-06-20 17:30:00+00:00,10343500,2.71,A -2023-06-20 17:45:00+00:00,10343500,2.7,A -2023-06-20 18:00:00+00:00,10343500,2.7,A -2023-06-20 18:15:00+00:00,10343500,2.7,A -2023-06-20 18:30:00+00:00,10343500,2.7,A -2023-06-20 18:45:00+00:00,10343500,2.7,A -2023-06-20 19:00:00+00:00,10343500,2.7,A -2023-06-20 19:15:00+00:00,10343500,2.7,A -2023-06-20 19:30:00+00:00,10343500,2.7,A -2023-06-20 19:45:00+00:00,10343500,2.69,A -2023-06-20 20:00:00+00:00,10343500,2.69,A -2023-06-20 20:15:00+00:00,10343500,2.69,A -2023-06-20 20:30:00+00:00,10343500,2.68,A -2023-06-20 20:45:00+00:00,10343500,2.68,A -2023-06-20 21:00:00+00:00,10343500,2.68,A -2023-06-20 21:15:00+00:00,10343500,2.68,A -2023-06-20 21:30:00+00:00,10343500,2.68,A -2023-06-20 21:45:00+00:00,10343500,2.68,A -2023-06-20 22:00:00+00:00,10343500,2.68,A -2023-06-20 22:15:00+00:00,10343500,2.68,A -2023-06-20 22:30:00+00:00,10343500,2.67,A -2023-06-20 22:45:00+00:00,10343500,2.68,A -2023-06-20 23:00:00+00:00,10343500,2.67,A -2023-06-20 23:15:00+00:00,10343500,2.67,A -2023-06-20 23:30:00+00:00,10343500,2.68,A -2023-06-20 23:45:00+00:00,10343500,2.68,A -2023-06-21 00:00:00+00:00,10343500,2.68,A -2023-06-21 00:15:00+00:00,10343500,2.68,A -2023-06-21 00:30:00+00:00,10343500,2.67,A -2023-06-21 00:45:00+00:00,10343500,2.68,A -2023-06-21 01:00:00+00:00,10343500,2.67,A -2023-06-21 01:15:00+00:00,10343500,2.68,A -2023-06-21 01:30:00+00:00,10343500,2.67,A -2023-06-21 01:45:00+00:00,10343500,2.67,A -2023-06-21 02:00:00+00:00,10343500,2.67,A -2023-06-21 02:15:00+00:00,10343500,2.67,A -2023-06-21 02:30:00+00:00,10343500,2.68,A -2023-06-21 02:45:00+00:00,10343500,2.67,A -2023-06-21 03:00:00+00:00,10343500,2.67,A -2023-06-21 03:15:00+00:00,10343500,2.68,A -2023-06-21 03:30:00+00:00,10343500,2.67,A -2023-06-21 03:45:00+00:00,10343500,2.67,A -2023-06-21 04:00:00+00:00,10343500,2.67,A -2023-06-21 04:15:00+00:00,10343500,2.67,A -2023-06-21 04:30:00+00:00,10343500,2.67,A -2023-06-21 04:45:00+00:00,10343500,2.67,A -2023-06-21 05:00:00+00:00,10343500,2.67,A -2023-06-21 05:15:00+00:00,10343500,2.67,A -2023-06-21 05:30:00+00:00,10343500,2.67,A -2023-06-21 05:45:00+00:00,10343500,2.67,A -2023-06-21 06:00:00+00:00,10343500,2.67,A -2023-06-21 06:15:00+00:00,10343500,2.67,A -2023-06-21 06:30:00+00:00,10343500,2.67,A -2023-06-21 06:45:00+00:00,10343500,2.67,A -2023-06-21 07:00:00+00:00,10343500,2.67,A -2023-06-21 07:15:00+00:00,10343500,2.67,A -2023-06-21 07:30:00+00:00,10343500,2.67,A -2023-06-21 07:45:00+00:00,10343500,2.67,A -2023-06-21 08:00:00+00:00,10343500,2.67,A -2023-06-21 08:15:00+00:00,10343500,2.67,A -2023-06-21 08:30:00+00:00,10343500,2.67,A -2023-06-21 08:45:00+00:00,10343500,2.67,A -2023-06-21 09:00:00+00:00,10343500,2.66,A -2023-06-21 09:15:00+00:00,10343500,2.67,A -2023-06-21 09:30:00+00:00,10343500,2.67,A -2023-06-21 09:45:00+00:00,10343500,2.66,A -2023-06-21 10:00:00+00:00,10343500,2.66,A -2023-06-21 10:15:00+00:00,10343500,2.66,A -2023-06-21 10:30:00+00:00,10343500,2.66,A -2023-06-21 10:45:00+00:00,10343500,2.66,A -2023-06-21 11:00:00+00:00,10343500,2.67,A -2023-06-21 11:15:00+00:00,10343500,2.66,A -2023-06-21 11:30:00+00:00,10343500,2.66,A -2023-06-21 11:45:00+00:00,10343500,2.66,A -2023-06-21 12:00:00+00:00,10343500,2.66,A -2023-06-21 12:15:00+00:00,10343500,2.66,A -2023-06-21 12:30:00+00:00,10343500,2.66,A -2023-06-21 12:45:00+00:00,10343500,2.66,A -2023-06-21 13:00:00+00:00,10343500,2.66,A -2023-06-21 13:15:00+00:00,10343500,2.66,A -2023-06-21 13:30:00+00:00,10343500,2.66,A -2023-06-21 13:45:00+00:00,10343500,2.66,A -2023-06-21 14:00:00+00:00,10343500,2.66,A -2023-06-21 14:15:00+00:00,10343500,2.66,A -2023-06-21 14:30:00+00:00,10343500,2.65,A -2023-06-21 14:45:00+00:00,10343500,2.65,A -2023-06-21 15:00:00+00:00,10343500,2.65,A -2023-06-21 15:15:00+00:00,10343500,2.65,A -2023-06-21 15:30:00+00:00,10343500,2.65,A -2023-06-21 15:45:00+00:00,10343500,2.65,A -2023-06-21 16:00:00+00:00,10343500,2.65,A -2023-06-21 16:15:00+00:00,10343500,2.65,A -2023-06-21 16:30:00+00:00,10343500,2.65,A -2023-06-21 16:45:00+00:00,10343500,2.65,A -2023-06-21 17:00:00+00:00,10343500,2.65,A -2023-06-21 17:15:00+00:00,10343500,2.65,A -2023-06-21 17:30:00+00:00,10343500,2.65,A -2023-06-21 17:45:00+00:00,10343500,2.65,A -2023-06-21 18:00:00+00:00,10343500,2.65,A -2023-06-21 18:15:00+00:00,10343500,2.65,A -2023-06-21 18:30:00+00:00,10343500,2.64,A -2023-06-21 18:45:00+00:00,10343500,2.64,A -2023-06-21 19:00:00+00:00,10343500,2.64,A -2023-06-21 19:15:00+00:00,10343500,2.64,A -2023-06-21 19:30:00+00:00,10343500,2.64,A -2023-06-21 19:45:00+00:00,10343500,2.64,A -2023-06-21 20:00:00+00:00,10343500,2.63,A -2023-06-21 20:15:00+00:00,10343500,2.63,A -2023-06-21 20:30:00+00:00,10343500,2.63,A -2023-06-21 20:45:00+00:00,10343500,2.63,A -2023-06-21 21:00:00+00:00,10343500,2.63,A -2023-06-21 21:15:00+00:00,10343500,2.63,A -2023-06-21 21:30:00+00:00,10343500,2.63,A -2023-06-21 21:45:00+00:00,10343500,2.62,A -2023-06-21 22:00:00+00:00,10343500,2.62,A -2023-06-21 22:15:00+00:00,10343500,2.62,A -2023-06-21 22:30:00+00:00,10343500,2.62,A -2023-06-21 22:45:00+00:00,10343500,2.62,A -2023-06-21 23:00:00+00:00,10343500,2.62,A -2023-06-21 23:15:00+00:00,10343500,2.63,A -2023-06-21 23:30:00+00:00,10343500,2.62,A -2023-06-21 23:45:00+00:00,10343500,2.62,A -2023-06-22 00:00:00+00:00,10343500,2.63,A -2023-06-22 00:15:00+00:00,10343500,2.62,A -2023-06-22 00:30:00+00:00,10343500,2.63,A -2023-06-22 00:45:00+00:00,10343500,2.63,A -2023-06-22 01:00:00+00:00,10343500,2.63,A -2023-06-22 01:15:00+00:00,10343500,2.63,A -2023-06-22 01:30:00+00:00,10343500,2.63,A -2023-06-22 01:45:00+00:00,10343500,2.63,A -2023-06-22 02:00:00+00:00,10343500,2.63,A -2023-06-22 02:15:00+00:00,10343500,2.63,A -2023-06-22 02:30:00+00:00,10343500,2.63,A -2023-06-22 02:45:00+00:00,10343500,2.63,A -2023-06-22 03:00:00+00:00,10343500,2.63,A -2023-06-22 03:15:00+00:00,10343500,2.63,A -2023-06-22 03:30:00+00:00,10343500,2.63,A -2023-06-22 03:45:00+00:00,10343500,2.63,A -2023-06-22 04:00:00+00:00,10343500,2.62,A -2023-06-22 04:15:00+00:00,10343500,2.63,A -2023-06-22 04:30:00+00:00,10343500,2.63,A -2023-06-22 04:45:00+00:00,10343500,2.63,A -2023-06-22 05:00:00+00:00,10343500,2.62,A -2023-06-22 05:15:00+00:00,10343500,2.63,A -2023-06-22 05:30:00+00:00,10343500,2.63,A -2023-06-22 05:45:00+00:00,10343500,2.63,A -2023-06-22 06:00:00+00:00,10343500,2.62,A -2023-06-22 06:15:00+00:00,10343500,2.63,A -2023-06-22 06:30:00+00:00,10343500,2.63,A -2023-06-22 06:45:00+00:00,10343500,2.62,A -2023-06-22 07:00:00+00:00,10343500,2.63,A -2023-06-22 07:15:00+00:00,10343500,2.62,A -2023-06-22 07:30:00+00:00,10343500,2.62,A -2023-06-22 07:45:00+00:00,10343500,2.62,A -2023-06-22 08:00:00+00:00,10343500,2.62,A -2023-06-22 08:15:00+00:00,10343500,2.62,A -2023-06-22 08:30:00+00:00,10343500,2.62,A -2023-06-22 08:45:00+00:00,10343500,2.62,A -2023-06-22 09:00:00+00:00,10343500,2.62,A -2023-06-22 09:15:00+00:00,10343500,2.62,A -2023-06-22 09:30:00+00:00,10343500,2.62,A -2023-06-22 09:45:00+00:00,10343500,2.62,A -2023-06-22 10:00:00+00:00,10343500,2.62,A -2023-06-22 10:15:00+00:00,10343500,2.62,A -2023-06-22 10:30:00+00:00,10343500,2.62,A -2023-06-22 10:45:00+00:00,10343500,2.62,A -2023-06-22 11:00:00+00:00,10343500,2.62,A -2023-06-22 11:15:00+00:00,10343500,2.62,A -2023-06-22 11:30:00+00:00,10343500,2.62,A -2023-06-22 11:45:00+00:00,10343500,2.62,A -2023-06-22 12:00:00+00:00,10343500,2.62,A -2023-06-22 12:15:00+00:00,10343500,2.62,A -2023-06-22 12:30:00+00:00,10343500,2.62,A -2023-06-22 12:45:00+00:00,10343500,2.62,A -2023-06-22 13:00:00+00:00,10343500,2.62,A -2023-06-22 13:15:00+00:00,10343500,2.61,A -2023-06-22 13:30:00+00:00,10343500,2.61,A -2023-06-22 13:45:00+00:00,10343500,2.61,A -2023-06-22 14:00:00+00:00,10343500,2.61,A -2023-06-22 14:15:00+00:00,10343500,2.61,A -2023-06-22 14:30:00+00:00,10343500,2.62,A -2023-06-22 14:45:00+00:00,10343500,2.61,A -2023-06-22 15:00:00+00:00,10343500,2.61,A -2023-06-22 15:15:00+00:00,10343500,2.61,A -2023-06-22 15:30:00+00:00,10343500,2.61,A -2023-06-22 15:45:00+00:00,10343500,2.61,A -2023-06-22 16:00:00+00:00,10343500,2.61,A -2023-06-22 16:15:00+00:00,10343500,2.61,A -2023-06-22 16:30:00+00:00,10343500,2.61,A -2023-06-22 16:45:00+00:00,10343500,2.61,A -2023-06-22 17:00:00+00:00,10343500,2.61,A -2023-06-22 17:15:00+00:00,10343500,2.61,A -2023-06-22 17:30:00+00:00,10343500,2.6,A -2023-06-22 17:45:00+00:00,10343500,2.6,A -2023-06-22 18:00:00+00:00,10343500,2.6,A -2023-06-22 18:15:00+00:00,10343500,2.6,A -2023-06-22 18:30:00+00:00,10343500,2.6,A -2023-06-22 18:45:00+00:00,10343500,2.6,A -2023-06-22 19:00:00+00:00,10343500,2.6,A -2023-06-22 19:15:00+00:00,10343500,2.6,A -2023-06-22 19:30:00+00:00,10343500,2.59,A -2023-06-22 19:45:00+00:00,10343500,2.59,A -2023-06-22 20:00:00+00:00,10343500,2.59,A -2023-06-22 20:15:00+00:00,10343500,2.59,A -2023-06-22 20:30:00+00:00,10343500,2.59,A -2023-06-22 20:45:00+00:00,10343500,2.59,A -2023-06-22 21:00:00+00:00,10343500,2.58,A -2023-06-22 21:15:00+00:00,10343500,2.58,A -2023-06-22 21:30:00+00:00,10343500,2.58,A -2023-06-22 21:45:00+00:00,10343500,2.58,A -2023-06-22 22:00:00+00:00,10343500,2.58,A -2023-06-22 22:15:00+00:00,10343500,2.58,A -2023-06-22 22:30:00+00:00,10343500,2.57,A -2023-06-22 22:45:00+00:00,10343500,2.58,A -2023-06-22 23:00:00+00:00,10343500,2.57,A -2023-06-22 23:15:00+00:00,10343500,2.57,A -2023-06-22 23:30:00+00:00,10343500,2.57,A -2023-06-22 23:45:00+00:00,10343500,2.58,A -2023-06-23 00:00:00+00:00,10343500,2.57,A -2023-06-23 00:15:00+00:00,10343500,2.57,A -2023-06-23 00:30:00+00:00,10343500,2.58,A -2023-06-23 00:45:00+00:00,10343500,2.58,A -2023-06-23 01:00:00+00:00,10343500,2.58,A -2023-06-23 01:15:00+00:00,10343500,2.58,A -2023-06-23 01:30:00+00:00,10343500,2.58,A -2023-06-23 01:45:00+00:00,10343500,2.58,A -2023-06-23 02:00:00+00:00,10343500,2.58,A -2023-06-23 02:15:00+00:00,10343500,2.59,A -2023-06-23 02:30:00+00:00,10343500,2.59,A -2023-06-23 02:45:00+00:00,10343500,2.59,A -2023-06-23 03:00:00+00:00,10343500,2.59,A -2023-06-23 03:15:00+00:00,10343500,2.59,A -2023-06-23 03:30:00+00:00,10343500,2.59,A -2023-06-23 03:45:00+00:00,10343500,2.59,A -2023-06-23 04:00:00+00:00,10343500,2.6,A -2023-06-23 04:15:00+00:00,10343500,2.6,A -2023-06-23 04:30:00+00:00,10343500,2.6,A -2023-06-23 04:45:00+00:00,10343500,2.61,A -2023-06-23 05:00:00+00:00,10343500,2.61,A -2023-06-23 05:15:00+00:00,10343500,2.62,A -2023-06-23 05:30:00+00:00,10343500,2.62,A -2023-06-23 05:45:00+00:00,10343500,2.63,A -2023-06-23 06:00:00+00:00,10343500,2.63,A -2023-06-23 06:15:00+00:00,10343500,2.63,A -2023-06-23 06:30:00+00:00,10343500,2.64,A -2023-06-23 06:45:00+00:00,10343500,2.64,A -2023-06-23 07:00:00+00:00,10343500,2.64,A -2023-06-23 07:15:00+00:00,10343500,2.65,A -2023-06-23 07:30:00+00:00,10343500,2.64,A -2023-06-23 07:45:00+00:00,10343500,2.64,A -2023-06-23 08:00:00+00:00,10343500,2.64,A -2023-06-23 08:15:00+00:00,10343500,2.64,A -2023-06-23 08:30:00+00:00,10343500,2.64,A -2023-06-23 08:45:00+00:00,10343500,2.64,A -2023-06-23 09:00:00+00:00,10343500,2.63,A -2023-06-23 09:15:00+00:00,10343500,2.63,A -2023-06-23 09:30:00+00:00,10343500,2.63,A -2023-06-23 09:45:00+00:00,10343500,2.63,A -2023-06-23 10:00:00+00:00,10343500,2.62,A -2023-06-23 10:15:00+00:00,10343500,2.62,A -2023-06-23 10:30:00+00:00,10343500,2.62,A -2023-06-23 10:45:00+00:00,10343500,2.62,A -2023-06-23 11:00:00+00:00,10343500,2.62,A -2023-06-23 11:15:00+00:00,10343500,2.62,A -2023-06-23 11:30:00+00:00,10343500,2.61,A -2023-06-23 11:45:00+00:00,10343500,2.61,A -2023-06-23 12:00:00+00:00,10343500,2.61,A -2023-06-23 12:15:00+00:00,10343500,2.61,A -2023-06-23 12:30:00+00:00,10343500,2.61,A -2023-06-23 12:45:00+00:00,10343500,2.6,A -2023-06-23 13:00:00+00:00,10343500,2.6,A -2023-06-23 13:15:00+00:00,10343500,2.6,A -2023-06-23 13:30:00+00:00,10343500,2.6,A -2023-06-23 13:45:00+00:00,10343500,2.6,A -2023-06-23 14:00:00+00:00,10343500,2.6,A -2023-06-23 14:15:00+00:00,10343500,2.6,A -2023-06-23 14:30:00+00:00,10343500,2.59,A -2023-06-23 14:45:00+00:00,10343500,2.6,A -2023-06-23 15:00:00+00:00,10343500,2.59,A -2023-06-23 15:15:00+00:00,10343500,2.6,A -2023-06-23 15:30:00+00:00,10343500,2.59,A -2023-06-23 15:45:00+00:00,10343500,2.59,A -2023-06-23 16:00:00+00:00,10343500,2.59,A -2023-06-23 16:15:00+00:00,10343500,2.58,A -2023-06-23 16:30:00+00:00,10343500,2.59,A -2023-06-23 16:45:00+00:00,10343500,2.59,A -2023-06-23 17:00:00+00:00,10343500,2.59,A -2023-06-23 17:15:00+00:00,10343500,2.59,A -2023-06-23 17:30:00+00:00,10343500,2.59,A -2023-06-23 17:45:00+00:00,10343500,2.58,A -2023-06-23 18:00:00+00:00,10343500,2.58,A -2023-06-23 18:15:00+00:00,10343500,2.58,A -2023-06-23 18:30:00+00:00,10343500,2.58,A -2023-06-23 18:45:00+00:00,10343500,2.58,A -2023-06-23 19:00:00+00:00,10343500,2.58,A -2023-06-23 19:15:00+00:00,10343500,2.57,A -2023-06-23 19:30:00+00:00,10343500,2.57,A -2023-06-23 19:45:00+00:00,10343500,2.57,A -2023-06-23 20:00:00+00:00,10343500,2.57,A -2023-06-23 20:15:00+00:00,10343500,2.57,A -2023-06-23 20:30:00+00:00,10343500,2.56,A -2023-06-23 20:45:00+00:00,10343500,2.56,A -2023-06-23 21:00:00+00:00,10343500,2.56,A -2023-06-23 21:15:00+00:00,10343500,2.56,A -2023-06-23 21:30:00+00:00,10343500,2.56,A -2023-06-23 21:45:00+00:00,10343500,2.56,A -2023-06-23 22:00:00+00:00,10343500,2.56,A -2023-06-23 22:15:00+00:00,10343500,2.56,A -2023-06-23 22:30:00+00:00,10343500,2.55,A -2023-06-23 22:45:00+00:00,10343500,2.55,A -2023-06-23 23:00:00+00:00,10343500,2.55,A -2023-06-23 23:15:00+00:00,10343500,2.55,A -2023-06-23 23:30:00+00:00,10343500,2.55,A -2023-06-23 23:45:00+00:00,10343500,2.55,A -2023-06-24 00:00:00+00:00,10343500,2.55,A -2023-06-24 00:15:00+00:00,10343500,2.55,A -2023-06-24 00:30:00+00:00,10343500,2.55,A -2023-06-24 00:45:00+00:00,10343500,2.55,A -2023-06-24 01:00:00+00:00,10343500,2.55,A -2023-06-24 01:15:00+00:00,10343500,2.55,A -2023-06-24 01:30:00+00:00,10343500,2.55,A -2023-06-24 01:45:00+00:00,10343500,2.55,A -2023-06-24 02:00:00+00:00,10343500,2.56,A -2023-06-24 02:15:00+00:00,10343500,2.56,A -2023-06-24 02:30:00+00:00,10343500,2.57,A -2023-06-24 02:45:00+00:00,10343500,2.58,A -2023-06-24 03:00:00+00:00,10343500,2.58,A -2023-06-24 03:15:00+00:00,10343500,2.58,A -2023-06-24 03:30:00+00:00,10343500,2.58,A -2023-06-24 03:45:00+00:00,10343500,2.58,A -2023-06-24 04:00:00+00:00,10343500,2.58,A -2023-06-24 04:15:00+00:00,10343500,2.58,A -2023-06-24 04:30:00+00:00,10343500,2.58,A -2023-06-24 04:45:00+00:00,10343500,2.58,A -2023-06-24 05:00:00+00:00,10343500,2.58,A -2023-06-24 05:15:00+00:00,10343500,2.57,A -2023-06-24 05:30:00+00:00,10343500,2.57,A -2023-06-24 05:45:00+00:00,10343500,2.57,A -2023-06-24 06:00:00+00:00,10343500,2.57,A -2023-06-24 06:15:00+00:00,10343500,2.57,A -2023-06-24 06:30:00+00:00,10343500,2.57,A -2023-06-24 06:45:00+00:00,10343500,2.57,A -2023-06-24 07:00:00+00:00,10343500,2.57,A -2023-06-24 07:15:00+00:00,10343500,2.57,A -2023-06-24 07:30:00+00:00,10343500,2.57,A -2023-06-24 07:45:00+00:00,10343500,2.57,A -2023-06-24 08:00:00+00:00,10343500,2.57,A -2023-06-24 08:15:00+00:00,10343500,2.56,A -2023-06-24 08:30:00+00:00,10343500,2.56,A -2023-06-24 08:45:00+00:00,10343500,2.56,A -2023-06-24 09:00:00+00:00,10343500,2.56,A -2023-06-24 09:15:00+00:00,10343500,2.56,A -2023-06-24 09:30:00+00:00,10343500,2.56,A -2023-06-24 09:45:00+00:00,10343500,2.56,A -2023-06-24 10:00:00+00:00,10343500,2.56,A -2023-06-24 10:15:00+00:00,10343500,2.56,A -2023-06-24 10:30:00+00:00,10343500,2.56,A -2023-06-24 10:45:00+00:00,10343500,2.56,A -2023-06-24 11:00:00+00:00,10343500,2.56,A -2023-06-24 11:15:00+00:00,10343500,2.56,A -2023-06-24 11:30:00+00:00,10343500,2.55,A -2023-06-24 11:45:00+00:00,10343500,2.56,A -2023-06-24 12:00:00+00:00,10343500,2.56,A -2023-06-24 12:15:00+00:00,10343500,2.55,A -2023-06-24 12:30:00+00:00,10343500,2.55,A -2023-06-24 12:45:00+00:00,10343500,2.55,A -2023-06-24 13:00:00+00:00,10343500,2.55,A -2023-06-24 13:15:00+00:00,10343500,2.55,A -2023-06-24 13:30:00+00:00,10343500,2.55,A -2023-06-24 13:45:00+00:00,10343500,2.55,A -2023-06-24 14:00:00+00:00,10343500,2.55,A -2023-06-24 14:15:00+00:00,10343500,2.55,A -2023-06-24 14:30:00+00:00,10343500,2.55,A -2023-06-24 14:45:00+00:00,10343500,2.55,A -2023-06-24 15:00:00+00:00,10343500,2.55,A -2023-06-24 15:15:00+00:00,10343500,2.55,A -2023-06-24 15:30:00+00:00,10343500,2.54,A -2023-06-24 15:45:00+00:00,10343500,2.55,A -2023-06-24 16:00:00+00:00,10343500,2.54,A -2023-06-24 16:15:00+00:00,10343500,2.55,A -2023-06-24 16:30:00+00:00,10343500,2.54,A -2023-06-24 16:45:00+00:00,10343500,2.54,A -2023-06-24 17:00:00+00:00,10343500,2.54,A -2023-06-24 17:15:00+00:00,10343500,2.54,A -2023-06-24 17:30:00+00:00,10343500,2.54,A -2023-06-24 17:45:00+00:00,10343500,2.54,A -2023-06-24 18:00:00+00:00,10343500,2.54,A -2023-06-24 18:15:00+00:00,10343500,2.54,A -2023-06-24 18:30:00+00:00,10343500,2.54,A -2023-06-24 18:45:00+00:00,10343500,2.54,A -2023-06-24 19:00:00+00:00,10343500,2.53,A -2023-06-24 19:15:00+00:00,10343500,2.53,A -2023-06-24 19:30:00+00:00,10343500,2.53,A -2023-06-24 19:45:00+00:00,10343500,2.53,A -2023-06-24 20:00:00+00:00,10343500,2.53,A -2023-06-24 20:15:00+00:00,10343500,2.52,A -2023-06-24 20:30:00+00:00,10343500,2.53,A -2023-06-24 20:45:00+00:00,10343500,2.52,A -2023-06-24 21:00:00+00:00,10343500,2.52,A -2023-06-24 21:15:00+00:00,10343500,2.52,A -2023-06-24 21:30:00+00:00,10343500,2.52,A -2023-06-24 21:45:00+00:00,10343500,2.52,A -2023-06-24 22:00:00+00:00,10343500,2.52,A -2023-06-24 22:15:00+00:00,10343500,2.52,A -2023-06-24 22:30:00+00:00,10343500,2.52,A -2023-06-24 22:45:00+00:00,10343500,2.52,A -2023-06-24 23:00:00+00:00,10343500,2.52,A -2023-06-24 23:15:00+00:00,10343500,2.52,A -2023-06-24 23:30:00+00:00,10343500,2.52,A -2023-06-24 23:45:00+00:00,10343500,2.53,A -2023-06-25 00:00:00+00:00,10343500,2.53,A -2023-06-25 00:15:00+00:00,10343500,2.53,A -2023-06-25 00:30:00+00:00,10343500,2.53,A -2023-06-25 00:45:00+00:00,10343500,2.53,A -2023-06-25 01:00:00+00:00,10343500,2.53,A -2023-06-25 01:15:00+00:00,10343500,2.54,A -2023-06-25 01:30:00+00:00,10343500,2.54,A -2023-06-25 01:45:00+00:00,10343500,2.54,A -2023-06-25 02:00:00+00:00,10343500,2.54,A -2023-06-25 02:15:00+00:00,10343500,2.54,A -2023-06-25 02:30:00+00:00,10343500,2.54,A -2023-06-25 02:45:00+00:00,10343500,2.55,A -2023-06-25 03:00:00+00:00,10343500,2.55,A -2023-06-25 03:15:00+00:00,10343500,2.54,A -2023-06-25 03:30:00+00:00,10343500,2.55,A -2023-06-25 03:45:00+00:00,10343500,2.55,A -2023-06-25 04:00:00+00:00,10343500,2.54,A -2023-06-25 04:15:00+00:00,10343500,2.54,A -2023-06-25 04:30:00+00:00,10343500,2.54,A -2023-06-25 04:45:00+00:00,10343500,2.55,A -2023-06-25 05:00:00+00:00,10343500,2.55,A -2023-06-25 05:15:00+00:00,10343500,2.54,A -2023-06-25 05:30:00+00:00,10343500,2.54,A -2023-06-25 05:45:00+00:00,10343500,2.54,A -2023-06-25 06:00:00+00:00,10343500,2.54,A -2023-06-25 06:15:00+00:00,10343500,2.54,A -2023-06-25 06:30:00+00:00,10343500,2.54,A -2023-06-25 06:45:00+00:00,10343500,2.54,A -2023-06-25 07:00:00+00:00,10343500,2.54,A -2023-06-25 07:15:00+00:00,10343500,2.54,A -2023-06-25 07:30:00+00:00,10343500,2.54,A -2023-06-25 07:45:00+00:00,10343500,2.54,A -2023-06-25 08:00:00+00:00,10343500,2.53,A -2023-06-25 08:15:00+00:00,10343500,2.52,A -2023-06-25 08:30:00+00:00,10343500,2.52,A -2023-06-25 08:45:00+00:00,10343500,2.52,A -2023-06-25 09:00:00+00:00,10343500,2.52,A -2023-06-25 09:15:00+00:00,10343500,2.52,A -2023-06-25 09:30:00+00:00,10343500,2.52,A -2023-06-25 09:45:00+00:00,10343500,2.52,A -2023-06-25 10:00:00+00:00,10343500,2.52,A -2023-06-25 10:15:00+00:00,10343500,2.52,A -2023-06-25 10:30:00+00:00,10343500,2.52,A -2023-06-25 10:45:00+00:00,10343500,2.52,A -2023-06-25 11:00:00+00:00,10343500,2.52,A -2023-06-25 11:15:00+00:00,10343500,2.52,A -2023-06-25 11:30:00+00:00,10343500,2.52,A -2023-06-25 11:45:00+00:00,10343500,2.52,A -2023-06-25 12:00:00+00:00,10343500,2.52,A -2023-06-25 12:15:00+00:00,10343500,2.51,A -2023-06-25 12:30:00+00:00,10343500,2.52,A -2023-06-25 12:45:00+00:00,10343500,2.52,A -2023-06-25 13:00:00+00:00,10343500,2.52,A -2023-06-25 13:15:00+00:00,10343500,2.51,A -2023-06-25 13:30:00+00:00,10343500,2.51,A -2023-06-25 13:45:00+00:00,10343500,2.51,A -2023-06-25 14:00:00+00:00,10343500,2.51,A -2023-06-25 14:15:00+00:00,10343500,2.51,A -2023-06-25 14:30:00+00:00,10343500,2.51,A -2023-06-25 14:45:00+00:00,10343500,2.51,A -2023-06-25 15:00:00+00:00,10343500,2.51,A -2023-06-25 15:15:00+00:00,10343500,2.51,A -2023-06-25 15:30:00+00:00,10343500,2.51,A -2023-06-25 15:45:00+00:00,10343500,2.51,A -2023-06-25 16:00:00+00:00,10343500,2.51,A -2023-06-25 16:15:00+00:00,10343500,2.51,A -2023-06-25 16:30:00+00:00,10343500,2.51,A -2023-06-25 16:45:00+00:00,10343500,2.51,A -2023-06-25 17:00:00+00:00,10343500,2.5,A -2023-06-25 17:15:00+00:00,10343500,2.51,A -2023-06-25 17:30:00+00:00,10343500,2.51,A -2023-06-25 17:45:00+00:00,10343500,2.5,A -2023-06-25 18:00:00+00:00,10343500,2.5,A -2023-06-25 18:15:00+00:00,10343500,2.5,A -2023-06-25 18:30:00+00:00,10343500,2.5,A -2023-06-25 18:45:00+00:00,10343500,2.5,A -2023-06-25 19:00:00+00:00,10343500,2.5,A -2023-06-25 19:15:00+00:00,10343500,2.5,A -2023-06-25 19:30:00+00:00,10343500,2.5,A -2023-06-25 19:45:00+00:00,10343500,2.49,A -2023-06-25 20:00:00+00:00,10343500,2.49,A -2023-06-25 20:15:00+00:00,10343500,2.49,A -2023-06-25 20:30:00+00:00,10343500,2.49,A -2023-06-25 20:45:00+00:00,10343500,2.49,A -2023-06-25 21:00:00+00:00,10343500,2.49,A -2023-06-25 21:15:00+00:00,10343500,2.49,A -2023-06-25 21:30:00+00:00,10343500,2.48,A -2023-06-25 21:45:00+00:00,10343500,2.49,A -2023-06-25 22:00:00+00:00,10343500,2.49,A -2023-06-25 22:15:00+00:00,10343500,2.48,A -2023-06-25 22:30:00+00:00,10343500,2.49,A -2023-06-25 22:45:00+00:00,10343500,2.49,A -2023-06-25 23:00:00+00:00,10343500,2.49,A -2023-06-25 23:15:00+00:00,10343500,2.49,A -2023-06-25 23:30:00+00:00,10343500,2.49,A -2023-06-25 23:45:00+00:00,10343500,2.49,A -2023-06-26 00:00:00+00:00,10343500,2.49,A -2023-06-26 00:15:00+00:00,10343500,2.5,A -2023-06-26 00:30:00+00:00,10343500,2.5,A -2023-06-26 00:45:00+00:00,10343500,2.5,A -2023-06-26 01:00:00+00:00,10343500,2.5,A -2023-06-26 01:15:00+00:00,10343500,2.51,A -2023-06-26 01:30:00+00:00,10343500,2.51,A -2023-06-26 01:45:00+00:00,10343500,2.51,A -2023-06-26 02:00:00+00:00,10343500,2.51,A -2023-06-26 02:15:00+00:00,10343500,2.51,A -2023-06-26 02:30:00+00:00,10343500,2.5,A -2023-06-26 02:45:00+00:00,10343500,2.51,A -2023-06-26 03:00:00+00:00,10343500,2.51,A -2023-06-26 03:15:00+00:00,10343500,2.51,A -2023-06-26 03:30:00+00:00,10343500,2.51,A -2023-06-26 03:45:00+00:00,10343500,2.51,A -2023-06-26 04:00:00+00:00,10343500,2.51,A -2023-06-26 04:15:00+00:00,10343500,2.51,A -2023-06-26 04:30:00+00:00,10343500,2.51,A -2023-06-26 04:45:00+00:00,10343500,2.51,A -2023-06-26 05:00:00+00:00,10343500,2.51,A -2023-06-26 05:15:00+00:00,10343500,2.51,A -2023-06-26 05:30:00+00:00,10343500,2.5,A -2023-06-26 05:45:00+00:00,10343500,2.5,A -2023-06-26 06:00:00+00:00,10343500,2.5,A -2023-06-26 06:15:00+00:00,10343500,2.5,A -2023-06-26 06:30:00+00:00,10343500,2.51,A -2023-06-26 06:45:00+00:00,10343500,2.5,A -2023-06-26 07:00:00+00:00,10343500,2.51,A -2023-06-26 07:15:00+00:00,10343500,2.5,A -2023-06-26 07:30:00+00:00,10343500,2.5,A -2023-06-26 07:45:00+00:00,10343500,2.5,A -2023-06-26 08:00:00+00:00,10343500,2.5,A -2023-06-26 08:15:00+00:00,10343500,2.5,A -2023-06-26 08:30:00+00:00,10343500,2.5,A -2023-06-26 08:45:00+00:00,10343500,2.5,A -2023-06-26 09:00:00+00:00,10343500,2.5,A -2023-06-26 09:15:00+00:00,10343500,2.5,A -2023-06-26 09:30:00+00:00,10343500,2.5,A -2023-06-26 09:45:00+00:00,10343500,2.5,A -2023-06-26 10:00:00+00:00,10343500,2.5,A -2023-06-26 10:15:00+00:00,10343500,2.5,A -2023-06-26 10:30:00+00:00,10343500,2.49,A -2023-06-26 10:45:00+00:00,10343500,2.49,A -2023-06-26 11:00:00+00:00,10343500,2.49,A -2023-06-26 11:15:00+00:00,10343500,2.49,A -2023-06-26 11:30:00+00:00,10343500,2.49,A -2023-06-26 11:45:00+00:00,10343500,2.49,A -2023-06-26 12:00:00+00:00,10343500,2.49,A -2023-06-26 12:15:00+00:00,10343500,2.49,A -2023-06-26 12:30:00+00:00,10343500,2.49,A -2023-06-26 12:45:00+00:00,10343500,2.49,A -2023-06-26 13:00:00+00:00,10343500,2.49,A -2023-06-26 13:15:00+00:00,10343500,2.49,A -2023-06-26 13:30:00+00:00,10343500,2.49,A -2023-06-26 13:45:00+00:00,10343500,2.49,A -2023-06-26 14:00:00+00:00,10343500,2.49,A -2023-06-26 14:15:00+00:00,10343500,2.49,A -2023-06-26 14:30:00+00:00,10343500,2.49,A -2023-06-26 14:45:00+00:00,10343500,2.49,A -2023-06-26 15:00:00+00:00,10343500,2.48,A -2023-06-26 15:15:00+00:00,10343500,2.48,A -2023-06-26 15:30:00+00:00,10343500,2.48,A -2023-06-26 15:45:00+00:00,10343500,2.48,A -2023-06-26 16:00:00+00:00,10343500,2.49,A -2023-06-26 16:15:00+00:00,10343500,2.48,A -2023-06-26 16:30:00+00:00,10343500,2.48,A -2023-06-26 16:45:00+00:00,10343500,2.48,A -2023-06-26 17:00:00+00:00,10343500,2.48,A -2023-06-26 17:15:00+00:00,10343500,2.48,A -2023-06-26 17:30:00+00:00,10343500,2.48,A -2023-06-26 17:45:00+00:00,10343500,2.48,A -2023-06-26 18:00:00+00:00,10343500,2.48,A -2023-06-26 18:15:00+00:00,10343500,2.48,A -2023-06-26 18:30:00+00:00,10343500,2.48,A -2023-06-26 18:45:00+00:00,10343500,2.48,A -2023-06-26 19:00:00+00:00,10343500,2.48,A -2023-06-26 19:15:00+00:00,10343500,2.47,A -2023-06-26 19:30:00+00:00,10343500,2.47,A -2023-06-26 19:45:00+00:00,10343500,2.47,A -2023-06-26 20:00:00+00:00,10343500,2.47,A -2023-06-26 20:15:00+00:00,10343500,2.47,A -2023-06-26 20:30:00+00:00,10343500,2.47,A -2023-06-26 20:45:00+00:00,10343500,2.47,A -2023-06-26 21:00:00+00:00,10343500,2.47,A -2023-06-26 21:15:00+00:00,10343500,2.48,A -2023-06-26 21:30:00+00:00,10343500,2.49,A -2023-06-26 21:45:00+00:00,10343500,2.5,A -2023-06-26 22:00:00+00:00,10343500,2.5,A -2023-06-26 22:15:00+00:00,10343500,2.51,A -2023-06-26 22:30:00+00:00,10343500,2.52,A -2023-06-26 22:45:00+00:00,10343500,2.53,A -2023-06-26 23:00:00+00:00,10343500,2.54,A -2023-06-26 23:15:00+00:00,10343500,2.54,A -2023-06-26 23:30:00+00:00,10343500,2.55,A -2023-06-26 23:45:00+00:00,10343500,2.56,A -2023-06-27 00:00:00+00:00,10343500,2.57,A -2023-06-27 00:15:00+00:00,10343500,2.56,A -2023-06-27 00:30:00+00:00,10343500,2.56,A -2023-06-27 00:45:00+00:00,10343500,2.56,A -2023-06-27 01:00:00+00:00,10343500,2.56,A -2023-06-27 01:15:00+00:00,10343500,2.55,A -2023-06-27 01:30:00+00:00,10343500,2.55,A -2023-06-27 01:45:00+00:00,10343500,2.55,A -2023-06-27 02:00:00+00:00,10343500,2.54,A -2023-06-27 02:15:00+00:00,10343500,2.54,A -2023-06-27 02:30:00+00:00,10343500,2.54,A -2023-06-27 02:45:00+00:00,10343500,2.54,A -2023-06-27 03:00:00+00:00,10343500,2.54,A -2023-06-27 03:15:00+00:00,10343500,2.53,A -2023-06-27 03:30:00+00:00,10343500,2.53,A -2023-06-27 03:45:00+00:00,10343500,2.53,A -2023-06-27 04:00:00+00:00,10343500,2.52,A -2023-06-27 04:15:00+00:00,10343500,2.52,A -2023-06-27 04:30:00+00:00,10343500,2.52,A -2023-06-27 04:45:00+00:00,10343500,2.52,A -2023-06-27 05:00:00+00:00,10343500,2.51,A -2023-06-27 05:15:00+00:00,10343500,2.51,A -2023-06-27 05:30:00+00:00,10343500,2.51,A -2023-06-27 05:45:00+00:00,10343500,2.51,A -2023-06-27 06:00:00+00:00,10343500,2.51,A -2023-06-27 06:15:00+00:00,10343500,2.51,A -2023-06-27 06:30:00+00:00,10343500,2.51,A -2023-06-27 06:45:00+00:00,10343500,2.5,A -2023-06-27 07:00:00+00:00,10343500,2.5,A -2023-06-27 07:15:00+00:00,10343500,2.5,A -2023-06-27 07:30:00+00:00,10343500,2.5,A -2023-06-27 07:45:00+00:00,10343500,2.5,A -2023-06-27 08:00:00+00:00,10343500,2.5,A -2023-06-27 08:15:00+00:00,10343500,2.5,A -2023-06-27 08:30:00+00:00,10343500,2.5,A -2023-06-27 08:45:00+00:00,10343500,2.5,A -2023-06-27 09:00:00+00:00,10343500,2.49,A -2023-06-27 09:15:00+00:00,10343500,2.49,A -2023-06-27 09:30:00+00:00,10343500,2.49,A -2023-06-27 09:45:00+00:00,10343500,2.49,A -2023-06-27 10:00:00+00:00,10343500,2.49,A -2023-06-27 10:15:00+00:00,10343500,2.49,A -2023-06-27 10:30:00+00:00,10343500,2.49,A -2023-06-27 10:45:00+00:00,10343500,2.49,A -2023-06-27 11:00:00+00:00,10343500,2.49,A -2023-06-27 11:15:00+00:00,10343500,2.49,A -2023-06-27 11:30:00+00:00,10343500,2.49,A -2023-06-27 11:45:00+00:00,10343500,2.48,A -2023-06-27 12:00:00+00:00,10343500,2.48,A -2023-06-27 12:15:00+00:00,10343500,2.48,A -2023-06-27 12:30:00+00:00,10343500,2.48,A -2023-06-27 12:45:00+00:00,10343500,2.48,A -2023-06-27 13:00:00+00:00,10343500,2.48,A -2023-06-27 13:15:00+00:00,10343500,2.48,A -2023-06-27 13:30:00+00:00,10343500,2.48,A -2023-06-27 13:45:00+00:00,10343500,2.48,A -2023-06-27 14:00:00+00:00,10343500,2.48,A -2023-06-27 14:15:00+00:00,10343500,2.48,A -2023-06-27 14:30:00+00:00,10343500,2.48,A -2023-06-27 14:45:00+00:00,10343500,2.48,A -2023-06-27 15:00:00+00:00,10343500,2.47,A -2023-06-27 15:15:00+00:00,10343500,2.47,A -2023-06-27 15:30:00+00:00,10343500,2.47,A -2023-06-27 15:45:00+00:00,10343500,2.47,A -2023-06-27 16:00:00+00:00,10343500,2.48,A -2023-06-27 16:15:00+00:00,10343500,2.47,A -2023-06-27 16:30:00+00:00,10343500,2.47,A -2023-06-27 16:45:00+00:00,10343500,2.47,A -2023-06-27 17:00:00+00:00,10343500,2.47,A -2023-06-27 17:15:00+00:00,10343500,2.47,A -2023-06-27 17:30:00+00:00,10343500,2.47,A -2023-06-27 17:45:00+00:00,10343500,2.47,A -2023-06-27 18:00:00+00:00,10343500,2.47,A -2023-06-27 18:15:00+00:00,10343500,2.47,A -2023-06-27 18:30:00+00:00,10343500,2.47,A -2023-06-27 18:45:00+00:00,10343500,2.47,A -2023-06-27 19:00:00+00:00,10343500,2.46,A -2023-06-27 19:15:00+00:00,10343500,2.46,A -2023-06-27 19:30:00+00:00,10343500,2.46,A -2023-06-27 19:45:00+00:00,10343500,2.46,A -2023-06-27 20:00:00+00:00,10343500,2.46,A -2023-06-27 20:15:00+00:00,10343500,2.46,A -2023-06-27 20:30:00+00:00,10343500,2.45,A -2023-06-27 20:45:00+00:00,10343500,2.45,A -2023-06-27 21:00:00+00:00,10343500,2.45,A -2023-06-27 21:15:00+00:00,10343500,2.45,A -2023-06-27 21:30:00+00:00,10343500,2.45,A -2023-06-27 21:45:00+00:00,10343500,2.45,A -2023-06-27 22:00:00+00:00,10343500,2.45,A -2023-06-27 22:15:00+00:00,10343500,2.46,A -2023-06-27 22:30:00+00:00,10343500,2.46,A -2023-06-27 22:45:00+00:00,10343500,2.46,A -2023-06-27 23:00:00+00:00,10343500,2.46,A -2023-06-27 23:15:00+00:00,10343500,2.47,A -2023-06-27 23:30:00+00:00,10343500,2.47,A -2023-06-27 23:45:00+00:00,10343500,2.47,A -2023-06-28 00:00:00+00:00,10343500,2.48,A -2023-06-28 00:15:00+00:00,10343500,2.49,A -2023-06-28 00:30:00+00:00,10343500,2.49,A -2023-06-28 00:45:00+00:00,10343500,2.5,A -2023-06-28 01:00:00+00:00,10343500,2.51,A -2023-06-28 01:15:00+00:00,10343500,2.51,A -2023-06-28 01:30:00+00:00,10343500,2.52,A -2023-06-28 01:45:00+00:00,10343500,2.52,A -2023-06-28 02:00:00+00:00,10343500,2.52,A -2023-06-28 02:15:00+00:00,10343500,2.52,A -2023-06-28 02:30:00+00:00,10343500,2.51,A -2023-06-28 02:45:00+00:00,10343500,2.51,A -2023-06-28 03:00:00+00:00,10343500,2.51,A -2023-06-28 03:15:00+00:00,10343500,2.51,A -2023-06-28 03:30:00+00:00,10343500,2.5,A -2023-06-28 03:45:00+00:00,10343500,2.5,A -2023-06-28 04:00:00+00:00,10343500,2.5,A -2023-06-28 04:15:00+00:00,10343500,2.5,A -2023-06-28 04:30:00+00:00,10343500,2.5,A -2023-06-28 04:45:00+00:00,10343500,2.5,A -2023-06-28 05:00:00+00:00,10343500,2.49,A -2023-06-28 05:15:00+00:00,10343500,2.49,A -2023-06-28 05:30:00+00:00,10343500,2.49,A -2023-06-28 05:45:00+00:00,10343500,2.49,A -2023-06-28 06:00:00+00:00,10343500,2.48,A -2023-06-28 06:15:00+00:00,10343500,2.48,A -2023-06-28 06:30:00+00:00,10343500,2.48,A -2023-06-28 06:45:00+00:00,10343500,2.48,A -2023-06-28 07:00:00+00:00,10343500,2.48,A -2023-06-28 07:15:00+00:00,10343500,2.48,A -2023-06-28 07:30:00+00:00,10343500,2.48,A -2023-06-28 07:45:00+00:00,10343500,2.48,A -2023-06-28 08:00:00+00:00,10343500,2.48,A -2023-06-28 08:15:00+00:00,10343500,2.47,A -2023-06-28 08:30:00+00:00,10343500,2.47,A -2023-06-28 08:45:00+00:00,10343500,2.47,A -2023-06-28 09:00:00+00:00,10343500,2.47,A -2023-06-28 09:15:00+00:00,10343500,2.47,A -2023-06-28 09:30:00+00:00,10343500,2.47,A -2023-06-28 09:45:00+00:00,10343500,2.47,A -2023-06-28 10:00:00+00:00,10343500,2.47,A -2023-06-28 10:15:00+00:00,10343500,2.47,A -2023-06-28 10:30:00+00:00,10343500,2.47,A -2023-06-28 10:45:00+00:00,10343500,2.47,A -2023-06-28 11:00:00+00:00,10343500,2.46,A -2023-06-28 11:15:00+00:00,10343500,2.46,A -2023-06-28 11:30:00+00:00,10343500,2.46,A -2023-06-28 11:45:00+00:00,10343500,2.46,A -2023-06-28 12:00:00+00:00,10343500,2.46,A -2023-06-28 12:15:00+00:00,10343500,2.46,A -2023-06-28 12:30:00+00:00,10343500,2.46,A -2023-06-28 12:45:00+00:00,10343500,2.46,A -2023-06-28 13:00:00+00:00,10343500,2.46,A -2023-06-28 13:15:00+00:00,10343500,2.46,A -2023-06-28 13:30:00+00:00,10343500,2.46,A -2023-06-28 13:45:00+00:00,10343500,2.46,A -2023-06-28 14:00:00+00:00,10343500,2.46,A -2023-06-28 14:15:00+00:00,10343500,2.45,A -2023-06-28 14:30:00+00:00,10343500,2.45,A -2023-06-28 14:45:00+00:00,10343500,2.45,A -2023-06-28 15:00:00+00:00,10343500,2.45,A -2023-06-28 15:15:00+00:00,10343500,2.45,A -2023-06-28 15:30:00+00:00,10343500,2.45,A -2023-06-28 15:45:00+00:00,10343500,2.45,A -2023-06-28 16:00:00+00:00,10343500,2.45,A -2023-06-28 16:15:00+00:00,10343500,2.45,A -2023-06-28 16:30:00+00:00,10343500,2.45,A -2023-06-28 16:45:00+00:00,10343500,2.45,A -2023-06-28 17:00:00+00:00,10343500,2.45,A -2023-06-28 17:15:00+00:00,10343500,2.45,A -2023-06-28 17:30:00+00:00,10343500,2.45,A -2023-06-28 17:45:00+00:00,10343500,2.45,A -2023-06-28 18:00:00+00:00,10343500,2.44,A -2023-06-28 18:15:00+00:00,10343500,2.44,A -2023-06-28 18:30:00+00:00,10343500,2.44,A -2023-06-28 18:45:00+00:00,10343500,2.44,A -2023-06-28 19:00:00+00:00,10343500,2.44,A -2023-06-28 19:15:00+00:00,10343500,2.44,A -2023-06-28 19:30:00+00:00,10343500,2.43,A -2023-06-28 19:45:00+00:00,10343500,2.43,A -2023-06-28 20:00:00+00:00,10343500,2.43,A -2023-06-28 20:15:00+00:00,10343500,2.43,A -2023-06-28 20:30:00+00:00,10343500,2.43,A -2023-06-28 20:45:00+00:00,10343500,2.43,A -2023-06-28 21:00:00+00:00,10343500,2.43,A -2023-06-28 21:15:00+00:00,10343500,2.42,A -2023-06-28 21:30:00+00:00,10343500,2.42,A -2023-06-28 21:45:00+00:00,10343500,2.42,A -2023-06-28 22:00:00+00:00,10343500,2.42,A -2023-06-28 22:15:00+00:00,10343500,2.42,A -2023-06-28 22:30:00+00:00,10343500,2.42,A -2023-06-28 22:45:00+00:00,10343500,2.42,A -2023-06-28 23:00:00+00:00,10343500,2.42,A -2023-06-28 23:15:00+00:00,10343500,2.43,A -2023-06-28 23:30:00+00:00,10343500,2.43,A -2023-06-28 23:45:00+00:00,10343500,2.43,A -2023-06-29 00:00:00+00:00,10343500,2.43,A -2023-06-29 00:15:00+00:00,10343500,2.44,A -2023-06-29 00:30:00+00:00,10343500,2.44,A -2023-06-29 00:45:00+00:00,10343500,2.44,A -2023-06-29 01:00:00+00:00,10343500,2.44,A -2023-06-29 01:15:00+00:00,10343500,2.45,A -2023-06-29 01:30:00+00:00,10343500,2.45,A -2023-06-29 01:45:00+00:00,10343500,2.46,A -2023-06-29 02:00:00+00:00,10343500,2.47,A -2023-06-29 02:15:00+00:00,10343500,2.48,A -2023-06-29 02:30:00+00:00,10343500,2.49,A -2023-06-29 02:45:00+00:00,10343500,2.5,A -2023-06-29 03:00:00+00:00,10343500,2.51,A -2023-06-29 03:15:00+00:00,10343500,2.51,A -2023-06-29 03:30:00+00:00,10343500,2.52,A -2023-06-29 03:45:00+00:00,10343500,2.51,A -2023-06-29 04:00:00+00:00,10343500,2.51,A -2023-06-29 04:15:00+00:00,10343500,2.51,A -2023-06-29 04:30:00+00:00,10343500,2.51,A -2023-06-29 04:45:00+00:00,10343500,2.5,A -2023-06-29 05:00:00+00:00,10343500,2.5,A -2023-06-29 05:15:00+00:00,10343500,2.5,A -2023-06-29 05:30:00+00:00,10343500,2.5,A -2023-06-29 05:45:00+00:00,10343500,2.5,A -2023-06-29 06:00:00+00:00,10343500,2.49,A -2023-06-29 06:15:00+00:00,10343500,2.49,A -2023-06-29 06:30:00+00:00,10343500,2.48,A -2023-06-29 06:45:00+00:00,10343500,2.49,A -2023-06-29 07:00:00+00:00,10343500,2.48,A -2023-06-29 07:15:00+00:00,10343500,2.48,A -2023-06-29 07:30:00+00:00,10343500,2.48,A -2023-06-29 07:45:00+00:00,10343500,2.48,A -2023-06-29 08:00:00+00:00,10343500,2.47,A -2023-06-29 08:15:00+00:00,10343500,2.47,A -2023-06-29 08:30:00+00:00,10343500,2.47,A -2023-06-29 08:45:00+00:00,10343500,2.47,A -2023-06-29 09:00:00+00:00,10343500,2.47,A -2023-06-29 09:15:00+00:00,10343500,2.46,A -2023-06-29 09:30:00+00:00,10343500,2.47,A -2023-06-29 09:45:00+00:00,10343500,2.46,A -2023-06-29 10:00:00+00:00,10343500,2.46,A -2023-06-29 10:15:00+00:00,10343500,2.46,A -2023-06-29 10:30:00+00:00,10343500,2.46,A -2023-06-29 10:45:00+00:00,10343500,2.46,A -2023-06-29 11:00:00+00:00,10343500,2.45,A -2023-06-29 11:15:00+00:00,10343500,2.46,A -2023-06-29 11:30:00+00:00,10343500,2.45,A -2023-06-29 11:45:00+00:00,10343500,2.45,A -2023-06-29 12:00:00+00:00,10343500,2.45,A -2023-06-29 12:15:00+00:00,10343500,2.45,A -2023-06-29 12:30:00+00:00,10343500,2.45,A -2023-06-29 12:45:00+00:00,10343500,2.45,A -2023-06-29 13:00:00+00:00,10343500,2.45,A -2023-06-29 13:15:00+00:00,10343500,2.45,A -2023-06-29 13:30:00+00:00,10343500,2.44,A -2023-06-29 13:45:00+00:00,10343500,2.45,A -2023-06-29 14:00:00+00:00,10343500,2.44,A -2023-06-29 14:15:00+00:00,10343500,2.44,A -2023-06-29 14:30:00+00:00,10343500,2.44,A -2023-06-29 14:45:00+00:00,10343500,2.44,A -2023-06-29 15:00:00+00:00,10343500,2.44,A -2023-06-29 15:15:00+00:00,10343500,2.44,A -2023-06-29 15:30:00+00:00,10343500,2.44,A -2023-06-29 15:45:00+00:00,10343500,2.44,A -2023-06-29 16:00:00+00:00,10343500,2.44,A -2023-06-29 16:15:00+00:00,10343500,2.43,A -2023-06-29 16:30:00+00:00,10343500,2.43,A -2023-06-29 16:45:00+00:00,10343500,2.43,A -2023-06-29 17:00:00+00:00,10343500,2.43,A -2023-06-29 17:15:00+00:00,10343500,2.43,A -2023-06-29 17:30:00+00:00,10343500,2.43,A -2023-06-29 17:45:00+00:00,10343500,2.43,A -2023-06-29 18:00:00+00:00,10343500,2.43,A -2023-06-29 18:15:00+00:00,10343500,2.43,A -2023-06-29 18:30:00+00:00,10343500,2.43,A -2023-06-29 18:45:00+00:00,10343500,2.42,A -2023-06-29 19:00:00+00:00,10343500,2.42,A -2023-06-29 19:15:00+00:00,10343500,2.42,A -2023-06-29 19:30:00+00:00,10343500,2.42,A -2023-06-29 19:45:00+00:00,10343500,2.42,A -2023-06-29 20:00:00+00:00,10343500,2.41,A -2023-06-29 20:15:00+00:00,10343500,2.41,A -2023-06-29 20:30:00+00:00,10343500,2.41,A -2023-06-29 20:45:00+00:00,10343500,2.41,A -2023-06-29 21:00:00+00:00,10343500,2.41,A -2023-06-29 21:15:00+00:00,10343500,2.4,A -2023-06-29 21:30:00+00:00,10343500,2.4,A -2023-06-29 21:45:00+00:00,10343500,2.4,A -2023-06-29 22:00:00+00:00,10343500,2.4,A -2023-06-29 22:15:00+00:00,10343500,2.4,A -2023-06-29 22:30:00+00:00,10343500,2.41,A -2023-06-29 22:45:00+00:00,10343500,2.41,A -2023-06-29 23:00:00+00:00,10343500,2.41,A -2023-06-29 23:15:00+00:00,10343500,2.41,A -2023-06-29 23:30:00+00:00,10343500,2.41,A -2023-06-29 23:45:00+00:00,10343500,2.41,A -2023-06-30 00:00:00+00:00,10343500,2.41,A -2023-06-30 00:15:00+00:00,10343500,2.41,A -2023-06-30 00:30:00+00:00,10343500,2.41,A -2023-06-30 00:45:00+00:00,10343500,2.41,A -2023-06-30 01:00:00+00:00,10343500,2.41,A -2023-06-30 01:15:00+00:00,10343500,2.41,A -2023-06-30 01:30:00+00:00,10343500,2.42,A -2023-06-30 01:45:00+00:00,10343500,2.42,A -2023-06-30 02:00:00+00:00,10343500,2.42,A -2023-06-30 02:15:00+00:00,10343500,2.42,A -2023-06-30 02:30:00+00:00,10343500,2.42,A -2023-06-30 02:45:00+00:00,10343500,2.42,A -2023-06-30 03:00:00+00:00,10343500,2.42,A -2023-06-30 03:15:00+00:00,10343500,2.42,A -2023-06-30 03:30:00+00:00,10343500,2.42,A -2023-06-30 03:45:00+00:00,10343500,2.42,A -2023-06-30 04:00:00+00:00,10343500,2.42,A -2023-06-30 04:15:00+00:00,10343500,2.42,A -2023-06-30 04:30:00+00:00,10343500,2.42,A -2023-06-30 04:45:00+00:00,10343500,2.42,A -2023-06-30 05:00:00+00:00,10343500,2.42,A -2023-06-30 05:15:00+00:00,10343500,2.42,A -2023-06-30 05:30:00+00:00,10343500,2.42,A -2023-06-30 05:45:00+00:00,10343500,2.42,A -2023-06-30 06:00:00+00:00,10343500,2.42,A -2023-06-30 06:15:00+00:00,10343500,2.42,A -2023-06-30 06:30:00+00:00,10343500,2.42,A -2023-06-30 06:45:00+00:00,10343500,2.42,A -2023-06-30 07:00:00+00:00,10343500,2.42,A -2023-06-30 07:15:00+00:00,10343500,2.42,A -2023-06-30 07:30:00+00:00,10343500,2.42,A -2023-06-30 07:45:00+00:00,10343500,2.42,A -2023-06-30 08:00:00+00:00,10343500,2.42,A -2023-06-30 08:15:00+00:00,10343500,2.42,A -2023-06-30 08:30:00+00:00,10343500,2.41,A -2023-06-30 08:45:00+00:00,10343500,2.42,A -2023-06-30 09:00:00+00:00,10343500,2.41,A -2023-06-30 09:15:00+00:00,10343500,2.41,A -2023-06-30 09:30:00+00:00,10343500,2.42,A -2023-06-30 09:45:00+00:00,10343500,2.41,A -2023-06-30 10:00:00+00:00,10343500,2.41,A -2023-06-30 10:15:00+00:00,10343500,2.41,A -2023-06-30 10:30:00+00:00,10343500,2.41,A -2023-06-30 10:45:00+00:00,10343500,2.41,A -2023-06-30 11:00:00+00:00,10343500,2.41,A -2023-06-30 11:15:00+00:00,10343500,2.41,A -2023-06-30 11:30:00+00:00,10343500,2.41,A -2023-06-30 11:45:00+00:00,10343500,2.41,A -2023-06-30 12:00:00+00:00,10343500,2.41,A -2023-06-30 12:15:00+00:00,10343500,2.41,A -2023-06-30 12:30:00+00:00,10343500,2.41,A -2023-06-30 12:45:00+00:00,10343500,2.41,A -2023-06-30 13:00:00+00:00,10343500,2.41,A -2023-06-30 13:15:00+00:00,10343500,2.41,A -2023-06-30 13:30:00+00:00,10343500,2.4,A -2023-06-30 13:45:00+00:00,10343500,2.41,A -2023-06-30 14:00:00+00:00,10343500,2.4,A -2023-06-30 14:15:00+00:00,10343500,2.4,A -2023-06-30 14:30:00+00:00,10343500,2.4,A -2023-06-30 14:45:00+00:00,10343500,2.4,A -2023-06-30 15:00:00+00:00,10343500,2.4,A -2023-06-30 15:15:00+00:00,10343500,2.4,A -2023-06-30 15:30:00+00:00,10343500,2.4,A -2023-06-30 15:45:00+00:00,10343500,2.4,A -2023-06-30 16:00:00+00:00,10343500,2.4,A -2023-06-30 16:15:00+00:00,10343500,2.4,A -2023-06-30 16:30:00+00:00,10343500,2.4,A -2023-06-30 16:45:00+00:00,10343500,2.4,A -2023-06-30 17:00:00+00:00,10343500,2.4,A -2023-06-30 17:15:00+00:00,10343500,2.4,A -2023-06-30 17:30:00+00:00,10343500,2.4,A -2023-06-30 17:45:00+00:00,10343500,2.4,A -2023-06-30 18:00:00+00:00,10343500,2.39,A -2023-06-30 18:15:00+00:00,10343500,2.39,A -2023-06-30 18:30:00+00:00,10343500,2.39,A -2023-06-30 18:45:00+00:00,10343500,2.39,A -2023-06-30 19:00:00+00:00,10343500,2.39,A -2023-06-30 19:15:00+00:00,10343500,2.39,A -2023-06-30 19:30:00+00:00,10343500,2.38,A -2023-06-30 19:45:00+00:00,10343500,2.38,A -2023-06-30 20:00:00+00:00,10343500,2.38,A -2023-06-30 20:15:00+00:00,10343500,2.38,A -2023-06-30 20:30:00+00:00,10343500,2.38,A -2023-06-30 20:45:00+00:00,10343500,2.38,A -2023-06-30 21:00:00+00:00,10343500,2.37,A -2023-06-30 21:15:00+00:00,10343500,2.37,A -2023-06-30 21:30:00+00:00,10343500,2.37,A -2023-06-30 21:45:00+00:00,10343500,2.37,A -2023-06-30 22:00:00+00:00,10343500,2.38,A -2023-06-30 22:15:00+00:00,10343500,2.38,A -2023-06-30 22:30:00+00:00,10343500,2.38,A -2023-06-30 22:45:00+00:00,10343500,2.38,A -2023-06-30 23:00:00+00:00,10343500,2.38,A -2023-06-30 23:15:00+00:00,10343500,2.38,A -2023-06-30 23:30:00+00:00,10343500,2.38,A -2023-06-30 23:45:00+00:00,10343500,2.39,A -2023-07-01 00:00:00+00:00,10343500,2.39,A -2023-07-01 00:15:00+00:00,10343500,2.39,A -2023-07-01 00:30:00+00:00,10343500,2.39,A -2023-07-01 00:45:00+00:00,10343500,2.4,A -2023-07-01 01:00:00+00:00,10343500,2.4,A -2023-07-01 01:15:00+00:00,10343500,2.4,A -2023-07-01 01:30:00+00:00,10343500,2.4,A -2023-07-01 01:45:00+00:00,10343500,2.4,A -2023-07-01 02:00:00+00:00,10343500,2.4,A -2023-07-01 02:15:00+00:00,10343500,2.4,A -2023-07-01 02:30:00+00:00,10343500,2.4,A -2023-07-01 02:45:00+00:00,10343500,2.41,A -2023-07-01 03:00:00+00:00,10343500,2.4,A -2023-07-01 03:15:00+00:00,10343500,2.41,A -2023-07-01 03:30:00+00:00,10343500,2.41,A -2023-07-01 03:45:00+00:00,10343500,2.41,A -2023-07-01 04:00:00+00:00,10343500,2.41,A -2023-07-01 04:15:00+00:00,10343500,2.41,A -2023-07-01 04:30:00+00:00,10343500,2.41,A -2023-07-01 04:45:00+00:00,10343500,2.41,A -2023-07-01 05:00:00+00:00,10343500,2.41,A -2023-07-01 05:15:00+00:00,10343500,2.41,A -2023-07-01 05:30:00+00:00,10343500,2.41,A -2023-07-01 05:45:00+00:00,10343500,2.41,A -2023-07-01 06:00:00+00:00,10343500,2.4,A -2023-07-01 06:15:00+00:00,10343500,2.4,A -2023-07-01 06:30:00+00:00,10343500,2.4,A -2023-07-01 06:45:00+00:00,10343500,2.4,A -2023-07-01 07:00:00+00:00,10343500,2.4,A -2023-07-01 07:15:00+00:00,10343500,2.41,A -2023-07-01 07:30:00+00:00,10343500,2.4,A -2023-07-01 07:45:00+00:00,10343500,2.41,A -2023-07-01 08:00:00+00:00,10343500,2.4,A -2023-07-01 08:15:00+00:00,10343500,2.4,A -2023-07-01 08:30:00+00:00,10343500,2.4,A -2023-07-01 08:45:00+00:00,10343500,2.4,A -2023-07-01 09:00:00+00:00,10343500,2.4,A -2023-07-01 09:15:00+00:00,10343500,2.4,A -2023-07-01 09:30:00+00:00,10343500,2.4,A -2023-07-01 09:45:00+00:00,10343500,2.4,A -2023-07-01 10:00:00+00:00,10343500,2.4,A -2023-07-01 10:15:00+00:00,10343500,2.4,A -2023-07-01 10:30:00+00:00,10343500,2.4,A -2023-07-01 10:45:00+00:00,10343500,2.4,A -2023-07-01 11:00:00+00:00,10343500,2.4,A -2023-07-01 11:15:00+00:00,10343500,2.4,A -2023-07-01 11:30:00+00:00,10343500,2.4,A -2023-07-01 11:45:00+00:00,10343500,2.4,A -2023-07-01 12:00:00+00:00,10343500,2.4,A -2023-07-01 12:15:00+00:00,10343500,2.4,A -2023-07-01 12:30:00+00:00,10343500,2.4,A -2023-07-01 12:45:00+00:00,10343500,2.4,A -2023-07-01 13:00:00+00:00,10343500,2.4,A -2023-07-01 13:15:00+00:00,10343500,2.4,A -2023-07-01 13:30:00+00:00,10343500,2.39,A -2023-07-01 13:45:00+00:00,10343500,2.4,A -2023-07-01 14:00:00+00:00,10343500,2.4,A -2023-07-01 14:15:00+00:00,10343500,2.4,A -2023-07-01 14:30:00+00:00,10343500,2.39,A -2023-07-01 14:45:00+00:00,10343500,2.4,A -2023-07-01 15:00:00+00:00,10343500,2.39,A -2023-07-01 15:15:00+00:00,10343500,2.39,A -2023-07-01 15:30:00+00:00,10343500,2.4,A -2023-07-01 15:45:00+00:00,10343500,2.39,A 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21:45:00+00:00,10343500,2.37,A -2023-07-01 22:00:00+00:00,10343500,2.37,A -2023-07-01 22:15:00+00:00,10343500,2.37,A -2023-07-01 22:30:00+00:00,10343500,2.37,A -2023-07-01 22:45:00+00:00,10343500,2.37,A -2023-07-01 23:00:00+00:00,10343500,2.37,A -2023-07-01 23:15:00+00:00,10343500,2.37,A -2023-07-01 23:30:00+00:00,10343500,2.37,A -2023-07-01 23:45:00+00:00,10343500,2.37,A -2023-07-02 00:00:00+00:00,10343500,2.38,A -2023-07-02 00:15:00+00:00,10343500,2.38,A -2023-07-02 00:30:00+00:00,10343500,2.38,A -2023-07-02 00:45:00+00:00,10343500,2.38,A -2023-07-02 01:00:00+00:00,10343500,2.39,A -2023-07-02 01:15:00+00:00,10343500,2.38,A -2023-07-02 01:30:00+00:00,10343500,2.38,A -2023-07-02 01:45:00+00:00,10343500,2.39,A -2023-07-02 02:00:00+00:00,10343500,2.39,A -2023-07-02 02:15:00+00:00,10343500,2.39,A -2023-07-02 02:30:00+00:00,10343500,2.39,A -2023-07-02 02:45:00+00:00,10343500,2.4,A -2023-07-02 03:00:00+00:00,10343500,2.4,A -2023-07-02 03:15:00+00:00,10343500,2.4,A -2023-07-02 03:30:00+00:00,10343500,2.4,A -2023-07-02 03:45:00+00:00,10343500,2.4,A -2023-07-02 04:00:00+00:00,10343500,2.4,A -2023-07-02 04:15:00+00:00,10343500,2.4,A -2023-07-02 04:30:00+00:00,10343500,2.4,A -2023-07-02 04:45:00+00:00,10343500,2.4,A -2023-07-02 05:00:00+00:00,10343500,2.4,A -2023-07-02 05:15:00+00:00,10343500,2.4,A -2023-07-02 05:30:00+00:00,10343500,2.4,A -2023-07-02 05:45:00+00:00,10343500,2.4,A -2023-07-02 06:00:00+00:00,10343500,2.4,A -2023-07-02 06:15:00+00:00,10343500,2.4,A -2023-07-02 06:30:00+00:00,10343500,2.4,A -2023-07-02 06:45:00+00:00,10343500,2.4,A -2023-07-02 07:00:00+00:00,10343500,2.4,A -2023-07-02 07:15:00+00:00,10343500,2.4,A -2023-07-02 07:30:00+00:00,10343500,2.4,A -2023-07-02 07:45:00+00:00,10343500,2.4,A -2023-07-02 08:00:00+00:00,10343500,2.39,A -2023-07-02 08:15:00+00:00,10343500,2.39,A -2023-07-02 08:30:00+00:00,10343500,2.39,A -2023-07-02 08:45:00+00:00,10343500,2.39,A -2023-07-02 09:00:00+00:00,10343500,2.39,A -2023-07-02 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15:00:00+00:00,10343500,2.38,A -2023-07-02 15:15:00+00:00,10343500,2.38,A -2023-07-02 15:30:00+00:00,10343500,2.38,A -2023-07-02 15:45:00+00:00,10343500,2.38,A -2023-07-02 16:00:00+00:00,10343500,2.38,A -2023-07-02 16:15:00+00:00,10343500,2.38,A -2023-07-02 16:30:00+00:00,10343500,2.38,A -2023-07-02 16:45:00+00:00,10343500,2.37,A -2023-07-02 17:00:00+00:00,10343500,2.38,A -2023-07-02 17:15:00+00:00,10343500,2.38,A -2023-07-02 17:30:00+00:00,10343500,2.38,A -2023-07-02 17:45:00+00:00,10343500,2.38,A -2023-07-02 18:00:00+00:00,10343500,2.37,A -2023-07-02 18:15:00+00:00,10343500,2.37,A -2023-07-02 18:30:00+00:00,10343500,2.37,A -2023-07-02 18:45:00+00:00,10343500,2.37,A -2023-07-02 19:00:00+00:00,10343500,2.37,A -2023-07-02 19:15:00+00:00,10343500,2.36,A -2023-07-02 19:30:00+00:00,10343500,2.36,A -2023-07-02 19:45:00+00:00,10343500,2.36,A -2023-07-02 20:00:00+00:00,10343500,2.36,A -2023-07-02 20:15:00+00:00,10343500,2.35,A -2023-07-02 20:30:00+00:00,10343500,2.35,A -2023-07-02 20:45:00+00:00,10343500,2.35,A -2023-07-02 21:00:00+00:00,10343500,2.35,A -2023-07-02 21:15:00+00:00,10343500,2.35,A -2023-07-02 21:30:00+00:00,10343500,2.35,A -2023-07-02 21:45:00+00:00,10343500,2.35,A -2023-07-02 22:00:00+00:00,10343500,2.35,A -2023-07-02 22:15:00+00:00,10343500,2.35,A -2023-07-02 22:30:00+00:00,10343500,2.35,A -2023-07-02 22:45:00+00:00,10343500,2.35,A -2023-07-02 23:00:00+00:00,10343500,2.35,A -2023-07-02 23:15:00+00:00,10343500,2.35,A -2023-07-02 23:30:00+00:00,10343500,2.36,A -2023-07-02 23:45:00+00:00,10343500,2.36,A -2023-07-03 00:00:00+00:00,10343500,2.36,A -2023-07-03 00:15:00+00:00,10343500,2.36,A -2023-07-03 00:30:00+00:00,10343500,2.36,A -2023-07-03 00:45:00+00:00,10343500,2.36,A -2023-07-03 01:00:00+00:00,10343500,2.36,A -2023-07-03 01:15:00+00:00,10343500,2.37,A -2023-07-03 01:30:00+00:00,10343500,2.37,A -2023-07-03 01:45:00+00:00,10343500,2.37,A -2023-07-03 02:00:00+00:00,10343500,2.37,A -2023-07-03 02:15:00+00:00,10343500,2.37,A -2023-07-03 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12:45:00+00:00,10343500,2.16,A -2023-07-10 13:00:00+00:00,10343500,2.15,A -2023-07-10 13:15:00+00:00,10343500,2.16,A -2023-07-10 13:30:00+00:00,10343500,2.15,A -2023-07-10 13:45:00+00:00,10343500,2.15,A -2023-07-10 14:00:00+00:00,10343500,2.15,A -2023-07-10 14:15:00+00:00,10343500,2.15,A -2023-07-10 14:30:00+00:00,10343500,2.16,A -2023-07-10 14:45:00+00:00,10343500,2.16,A -2023-07-10 15:00:00+00:00,10343500,2.16,A -2023-07-10 15:15:00+00:00,10343500,2.15,A -2023-07-10 15:30:00+00:00,10343500,2.15,A -2023-07-10 15:45:00+00:00,10343500,2.16,A -2023-07-10 16:00:00+00:00,10343500,2.15,A -2023-07-10 16:15:00+00:00,10343500,2.15,A -2023-07-10 16:30:00+00:00,10343500,2.15,A -2023-07-10 16:45:00+00:00,10343500,2.16,A -2023-07-10 17:00:00+00:00,10343500,2.16,A -2023-07-10 17:15:00+00:00,10343500,2.15,A -2023-07-10 17:30:00+00:00,10343500,2.15,A -2023-07-10 17:45:00+00:00,10343500,2.15,A -2023-07-10 18:00:00+00:00,10343500,2.15,A -2023-07-10 18:15:00+00:00,10343500,2.15,A -2023-07-10 18:30:00+00:00,10343500,2.15,A -2023-07-10 18:45:00+00:00,10343500,2.14,A -2023-07-10 19:00:00+00:00,10343500,2.14,A -2023-07-10 19:15:00+00:00,10343500,2.14,A -2023-07-10 19:30:00+00:00,10343500,2.14,A -2023-07-10 19:45:00+00:00,10343500,2.14,A -2023-07-10 20:00:00+00:00,10343500,2.13,A -2023-07-10 20:15:00+00:00,10343500,2.13,A -2023-07-10 20:30:00+00:00,10343500,2.13,A -2023-07-10 20:45:00+00:00,10343500,2.12,A -2023-07-10 21:00:00+00:00,10343500,2.12,A -2023-07-10 21:15:00+00:00,10343500,2.12,A -2023-07-10 21:30:00+00:00,10343500,2.12,A -2023-07-10 21:45:00+00:00,10343500,2.12,A -2023-07-10 22:00:00+00:00,10343500,2.11,A -2023-07-10 22:15:00+00:00,10343500,2.11,A -2023-07-10 22:30:00+00:00,10343500,2.11,A -2023-07-10 22:45:00+00:00,10343500,2.11,A -2023-07-10 23:00:00+00:00,10343500,2.11,A -2023-07-10 23:15:00+00:00,10343500,2.11,A -2023-07-10 23:30:00+00:00,10343500,2.11,A -2023-07-10 23:45:00+00:00,10343500,2.11,A -2023-07-11 00:00:00+00:00,10343500,2.11,A -2023-07-11 00:15:00+00:00,10343500,2.11,A -2023-07-11 00:30:00+00:00,10343500,2.11,A -2023-07-11 00:45:00+00:00,10343500,2.11,A -2023-07-11 01:00:00+00:00,10343500,2.11,A -2023-07-11 01:15:00+00:00,10343500,2.11,A -2023-07-11 01:30:00+00:00,10343500,2.11,A -2023-07-11 01:45:00+00:00,10343500,2.11,A -2023-07-11 02:00:00+00:00,10343500,2.11,A -2023-07-11 02:15:00+00:00,10343500,2.11,A -2023-07-11 02:30:00+00:00,10343500,2.11,A -2023-07-11 02:45:00+00:00,10343500,2.11,A -2023-07-11 03:00:00+00:00,10343500,2.11,A -2023-07-11 03:15:00+00:00,10343500,2.11,A -2023-07-11 03:30:00+00:00,10343500,2.11,A -2023-07-11 03:45:00+00:00,10343500,2.11,A -2023-07-11 04:00:00+00:00,10343500,2.12,A -2023-07-11 04:15:00+00:00,10343500,2.12,A -2023-07-11 04:30:00+00:00,10343500,2.12,A -2023-07-11 04:45:00+00:00,10343500,2.12,A -2023-07-11 05:00:00+00:00,10343500,2.12,A -2023-07-11 05:15:00+00:00,10343500,2.12,A -2023-07-11 05:30:00+00:00,10343500,2.12,A -2023-07-11 05:45:00+00:00,10343500,2.12,A -2023-07-11 06:00:00+00:00,10343500,2.12,A -2023-07-11 06:15:00+00:00,10343500,2.12,A -2023-07-11 06:30:00+00:00,10343500,2.12,A -2023-07-11 06:45:00+00:00,10343500,2.12,A -2023-07-11 07:00:00+00:00,10343500,2.12,A -2023-07-11 07:15:00+00:00,10343500,2.12,A -2023-07-11 07:30:00+00:00,10343500,2.12,A -2023-07-11 07:45:00+00:00,10343500,2.12,A -2023-07-11 08:00:00+00:00,10343500,2.12,A -2023-07-11 08:15:00+00:00,10343500,2.12,A -2023-07-11 08:30:00+00:00,10343500,2.12,A -2023-07-11 08:45:00+00:00,10343500,2.12,A -2023-07-11 09:00:00+00:00,10343500,2.12,A -2023-07-11 09:15:00+00:00,10343500,2.12,A -2023-07-11 09:30:00+00:00,10343500,2.12,A -2023-07-11 09:45:00+00:00,10343500,2.12,A -2023-07-11 10:00:00+00:00,10343500,2.12,A -2023-07-11 10:15:00+00:00,10343500,2.12,A -2023-07-11 10:30:00+00:00,10343500,2.12,A -2023-07-11 10:45:00+00:00,10343500,2.12,A -2023-07-11 11:00:00+00:00,10343500,2.12,A -2023-07-11 11:15:00+00:00,10343500,2.12,A -2023-07-11 11:30:00+00:00,10343500,2.12,A -2023-07-11 11:45:00+00:00,10343500,2.12,A -2023-07-11 12:00:00+00:00,10343500,2.12,A -2023-07-11 12:15:00+00:00,10343500,2.12,A -2023-07-11 12:30:00+00:00,10343500,2.12,A -2023-07-11 12:45:00+00:00,10343500,2.12,A -2023-07-11 13:00:00+00:00,10343500,2.12,A -2023-07-11 13:15:00+00:00,10343500,2.12,A -2023-07-11 13:30:00+00:00,10343500,2.12,A -2023-07-11 13:45:00+00:00,10343500,2.12,A -2023-07-11 14:00:00+00:00,10343500,2.12,A -2023-07-11 14:15:00+00:00,10343500,2.12,A -2023-07-11 14:30:00+00:00,10343500,2.12,A -2023-07-11 14:45:00+00:00,10343500,2.12,A -2023-07-11 15:00:00+00:00,10343500,2.12,A -2023-07-11 15:15:00+00:00,10343500,2.12,A -2023-07-11 15:30:00+00:00,10343500,2.12,A -2023-07-11 15:45:00+00:00,10343500,2.12,A -2023-07-11 16:00:00+00:00,10343500,2.12,A -2023-07-11 16:15:00+00:00,10343500,2.13,A -2023-07-11 16:30:00+00:00,10343500,2.12,A -2023-07-11 16:45:00+00:00,10343500,2.13,A -2023-07-11 17:00:00+00:00,10343500,2.12,A -2023-07-11 17:15:00+00:00,10343500,2.12,A -2023-07-11 17:30:00+00:00,10343500,2.11,A -2023-07-11 17:45:00+00:00,10343500,2.12,A -2023-07-11 18:00:00+00:00,10343500,2.12,A -2023-07-11 18:15:00+00:00,10343500,2.12,A -2023-07-11 18:30:00+00:00,10343500,2.12,A -2023-07-11 18:45:00+00:00,10343500,2.12,A -2023-07-11 19:00:00+00:00,10343500,2.11,A -2023-07-11 19:15:00+00:00,10343500,2.11,A -2023-07-11 19:30:00+00:00,10343500,2.11,A -2023-07-11 19:45:00+00:00,10343500,2.11,A -2023-07-11 20:00:00+00:00,10343500,2.1,A -2023-07-11 20:15:00+00:00,10343500,2.1,A -2023-07-11 20:30:00+00:00,10343500,2.1,A -2023-07-11 20:45:00+00:00,10343500,2.09,A -2023-07-11 21:00:00+00:00,10343500,2.09,A -2023-07-11 21:15:00+00:00,10343500,2.09,A -2023-07-11 21:30:00+00:00,10343500,2.09,A -2023-07-11 21:45:00+00:00,10343500,2.09,A -2023-07-11 22:00:00+00:00,10343500,2.08,A -2023-07-11 22:15:00+00:00,10343500,2.08,A -2023-07-11 22:30:00+00:00,10343500,2.08,A -2023-07-11 22:45:00+00:00,10343500,2.08,A -2023-07-11 23:00:00+00:00,10343500,2.08,A -2023-07-11 23:15:00+00:00,10343500,2.08,A -2023-07-11 23:30:00+00:00,10343500,2.08,A -2023-07-11 23:45:00+00:00,10343500,2.08,A -2023-07-12 00:00:00+00:00,10343500,2.08,A -2023-07-12 00:15:00+00:00,10343500,2.08,A -2023-07-12 00:30:00+00:00,10343500,2.08,A -2023-07-12 00:45:00+00:00,10343500,2.08,A -2023-07-12 01:00:00+00:00,10343500,2.08,A -2023-07-12 01:15:00+00:00,10343500,2.08,A -2023-07-12 01:30:00+00:00,10343500,2.08,A -2023-07-12 01:45:00+00:00,10343500,2.08,A -2023-07-12 02:00:00+00:00,10343500,2.08,A -2023-07-12 02:15:00+00:00,10343500,2.08,A -2023-07-12 02:30:00+00:00,10343500,2.08,A -2023-07-12 02:45:00+00:00,10343500,2.08,A -2023-07-12 03:00:00+00:00,10343500,2.09,A -2023-07-12 03:15:00+00:00,10343500,2.09,A -2023-07-12 03:30:00+00:00,10343500,2.09,A -2023-07-12 03:45:00+00:00,10343500,2.09,A -2023-07-12 04:00:00+00:00,10343500,2.09,A -2023-07-12 04:15:00+00:00,10343500,2.09,A -2023-07-12 04:30:00+00:00,10343500,2.09,A -2023-07-12 04:45:00+00:00,10343500,2.09,A -2023-07-12 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22:30:00+00:00,10343500,2.06,A -2023-07-12 22:45:00+00:00,10343500,2.06,A -2023-07-12 23:00:00+00:00,10343500,2.05,A -2023-07-12 23:15:00+00:00,10343500,2.05,A -2023-07-12 23:30:00+00:00,10343500,2.05,A -2023-07-12 23:45:00+00:00,10343500,2.05,A -2023-07-13 00:00:00+00:00,10343500,2.05,A -2023-07-13 00:15:00+00:00,10343500,2.05,A -2023-07-13 00:30:00+00:00,10343500,2.05,A -2023-07-13 00:45:00+00:00,10343500,2.05,A -2023-07-13 01:00:00+00:00,10343500,2.05,A -2023-07-13 01:15:00+00:00,10343500,2.05,A -2023-07-13 01:30:00+00:00,10343500,2.06,A -2023-07-13 01:45:00+00:00,10343500,2.06,A -2023-07-13 02:00:00+00:00,10343500,2.06,A -2023-07-13 02:15:00+00:00,10343500,2.06,A -2023-07-13 02:30:00+00:00,10343500,2.06,A -2023-07-13 02:45:00+00:00,10343500,2.06,A -2023-07-13 03:00:00+00:00,10343500,2.06,A -2023-07-13 03:15:00+00:00,10343500,2.06,A -2023-07-13 03:30:00+00:00,10343500,2.06,A -2023-07-13 03:45:00+00:00,10343500,2.06,A -2023-07-13 04:00:00+00:00,10343500,2.06,A -2023-07-13 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10:00:00+00:00,10343500,2.07,A -2023-07-13 10:15:00+00:00,10343500,2.07,A -2023-07-13 10:30:00+00:00,10343500,2.07,A -2023-07-13 10:45:00+00:00,10343500,2.07,A -2023-07-13 11:00:00+00:00,10343500,2.07,A -2023-07-13 11:15:00+00:00,10343500,2.08,A -2023-07-13 11:30:00+00:00,10343500,2.07,A -2023-07-13 11:45:00+00:00,10343500,2.08,A -2023-07-13 12:00:00+00:00,10343500,2.07,A -2023-07-13 12:15:00+00:00,10343500,2.07,A -2023-07-13 12:30:00+00:00,10343500,2.07,A -2023-07-13 12:45:00+00:00,10343500,2.08,A -2023-07-13 13:00:00+00:00,10343500,2.07,A -2023-07-13 13:15:00+00:00,10343500,2.07,A -2023-07-13 13:30:00+00:00,10343500,2.08,A -2023-07-13 13:45:00+00:00,10343500,2.08,A -2023-07-13 14:00:00+00:00,10343500,2.08,A -2023-07-13 14:15:00+00:00,10343500,2.08,A -2023-07-13 14:30:00+00:00,10343500,2.08,A -2023-07-13 14:45:00+00:00,10343500,2.08,A -2023-07-13 15:00:00+00:00,10343500,2.08,A -2023-07-13 15:15:00+00:00,10343500,2.08,A -2023-07-13 15:30:00+00:00,10343500,2.08,A -2023-07-13 15:45:00+00:00,10343500,2.08,A -2023-07-13 16:00:00+00:00,10343500,2.08,A -2023-07-13 16:15:00+00:00,10343500,2.08,A -2023-07-13 16:30:00+00:00,10343500,2.08,A -2023-07-13 16:45:00+00:00,10343500,2.08,A -2023-07-13 17:00:00+00:00,10343500,2.08,A -2023-07-13 17:15:00+00:00,10343500,2.08,A -2023-07-13 17:30:00+00:00,10343500,2.08,A -2023-07-13 17:45:00+00:00,10343500,2.08,A -2023-07-13 18:00:00+00:00,10343500,2.08,A -2023-07-13 18:15:00+00:00,10343500,2.08,A -2023-07-13 18:30:00+00:00,10343500,2.08,A -2023-07-13 18:45:00+00:00,10343500,2.07,A -2023-07-13 19:00:00+00:00,10343500,2.07,A -2023-07-13 19:15:00+00:00,10343500,2.07,A -2023-07-13 19:30:00+00:00,10343500,2.07,A -2023-07-13 19:45:00+00:00,10343500,2.07,A -2023-07-13 20:00:00+00:00,10343500,2.06,A -2023-07-13 20:15:00+00:00,10343500,2.06,A -2023-07-13 20:30:00+00:00,10343500,2.06,A -2023-07-13 20:45:00+00:00,10343500,2.05,A -2023-07-13 21:00:00+00:00,10343500,2.05,A -2023-07-13 21:15:00+00:00,10343500,2.05,A -2023-07-13 21:30:00+00:00,10343500,2.05,A -2023-07-13 21:45:00+00:00,10343500,2.05,A -2023-07-13 22:00:00+00:00,10343500,2.04,A -2023-07-13 22:15:00+00:00,10343500,2.04,A -2023-07-13 22:30:00+00:00,10343500,2.04,A -2023-07-13 22:45:00+00:00,10343500,2.04,A -2023-07-13 23:00:00+00:00,10343500,2.04,A -2023-07-13 23:15:00+00:00,10343500,2.04,A -2023-07-13 23:30:00+00:00,10343500,2.03,A -2023-07-13 23:45:00+00:00,10343500,2.03,A -2023-07-14 00:00:00+00:00,10343500,2.03,A -2023-07-14 00:15:00+00:00,10343500,2.04,A -2023-07-14 00:30:00+00:00,10343500,2.04,A -2023-07-14 00:45:00+00:00,10343500,2.03,A -2023-07-14 01:00:00+00:00,10343500,2.04,A -2023-07-14 01:15:00+00:00,10343500,2.04,A -2023-07-14 01:30:00+00:00,10343500,2.04,A -2023-07-14 01:45:00+00:00,10343500,2.04,A -2023-07-14 02:00:00+00:00,10343500,2.04,A -2023-07-14 02:15:00+00:00,10343500,2.04,A -2023-07-14 02:30:00+00:00,10343500,2.04,A -2023-07-14 02:45:00+00:00,10343500,2.04,A -2023-07-14 03:00:00+00:00,10343500,2.04,A -2023-07-14 03:15:00+00:00,10343500,2.04,A -2023-07-14 03:30:00+00:00,10343500,2.04,A -2023-07-14 03:45:00+00:00,10343500,2.04,A -2023-07-14 04:00:00+00:00,10343500,2.05,A -2023-07-14 04:15:00+00:00,10343500,2.05,A -2023-07-14 04:30:00+00:00,10343500,2.05,A -2023-07-14 04:45:00+00:00,10343500,2.05,A -2023-07-14 05:00:00+00:00,10343500,2.05,A -2023-07-14 05:15:00+00:00,10343500,2.05,A -2023-07-14 05:30:00+00:00,10343500,2.05,A -2023-07-14 05:45:00+00:00,10343500,2.05,A -2023-07-14 06:00:00+00:00,10343500,2.05,A -2023-07-14 06:15:00+00:00,10343500,2.05,A -2023-07-14 06:30:00+00:00,10343500,2.05,A -2023-07-14 06:45:00+00:00,10343500,2.06,A -2023-07-14 07:00:00+00:00,10343500,2.05,A -2023-07-14 07:15:00+00:00,10343500,2.06,A -2023-07-14 07:30:00+00:00,10343500,2.06,A -2023-07-14 07:45:00+00:00,10343500,2.06,A -2023-07-14 08:00:00+00:00,10343500,2.06,A -2023-07-14 08:15:00+00:00,10343500,2.06,A -2023-07-14 08:30:00+00:00,10343500,2.06,A -2023-07-14 08:45:00+00:00,10343500,2.06,A -2023-07-14 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14:45:00+00:00,10343500,2.07,A -2023-07-14 15:00:00+00:00,10343500,2.07,A -2023-07-14 15:15:00+00:00,10343500,2.07,A -2023-07-14 15:30:00+00:00,10343500,2.07,A -2023-07-14 15:45:00+00:00,10343500,2.07,A -2023-07-14 16:00:00+00:00,10343500,2.07,A -2023-07-14 16:15:00+00:00,10343500,2.07,A -2023-07-14 16:30:00+00:00,10343500,2.07,A -2023-07-14 16:45:00+00:00,10343500,2.07,A -2023-07-14 17:00:00+00:00,10343500,2.07,A -2023-07-14 17:15:00+00:00,10343500,2.07,A -2023-07-14 17:30:00+00:00,10343500,2.07,A -2023-07-14 17:45:00+00:00,10343500,2.07,A -2023-07-14 18:00:00+00:00,10343500,2.07,A -2023-07-14 18:15:00+00:00,10343500,2.07,A -2023-07-14 18:30:00+00:00,10343500,2.07,A -2023-07-14 18:45:00+00:00,10343500,2.06,A -2023-07-14 19:00:00+00:00,10343500,2.06,A -2023-07-14 19:15:00+00:00,10343500,2.06,A -2023-07-14 19:30:00+00:00,10343500,2.06,A -2023-07-14 19:45:00+00:00,10343500,2.05,A -2023-07-14 20:00:00+00:00,10343500,2.05,A -2023-07-14 20:15:00+00:00,10343500,2.05,A -2023-07-14 20:30:00+00:00,10343500,2.05,A -2023-07-14 20:45:00+00:00,10343500,2.04,A -2023-07-14 21:00:00+00:00,10343500,2.04,A -2023-07-14 21:15:00+00:00,10343500,2.04,A -2023-07-14 21:30:00+00:00,10343500,2.03,A -2023-07-14 21:45:00+00:00,10343500,2.03,A -2023-07-14 22:00:00+00:00,10343500,2.03,A -2023-07-14 22:15:00+00:00,10343500,2.03,A -2023-07-14 22:30:00+00:00,10343500,2.02,A -2023-07-14 22:45:00+00:00,10343500,2.03,A -2023-07-14 23:00:00+00:00,10343500,2.02,A -2023-07-14 23:15:00+00:00,10343500,2.02,A -2023-07-14 23:30:00+00:00,10343500,2.02,A -2023-07-14 23:45:00+00:00,10343500,2.02,A -2023-07-15 00:00:00+00:00,10343500,2.02,A -2023-07-15 00:15:00+00:00,10343500,2.02,A -2023-07-15 00:30:00+00:00,10343500,2.02,A -2023-07-15 00:45:00+00:00,10343500,2.02,A -2023-07-15 01:00:00+00:00,10343500,2.02,A -2023-07-15 01:15:00+00:00,10343500,2.02,A -2023-07-15 01:30:00+00:00,10343500,2.02,A -2023-07-15 01:45:00+00:00,10343500,2.02,A -2023-07-15 02:00:00+00:00,10343500,2.02,A -2023-07-15 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22:15:00+00:00,10343500,1.93,A -2023-07-18 22:30:00+00:00,10343500,1.93,A -2023-07-18 22:45:00+00:00,10343500,1.93,A -2023-07-18 23:00:00+00:00,10343500,1.92,A -2023-07-18 23:15:00+00:00,10343500,1.92,A -2023-07-18 23:30:00+00:00,10343500,1.92,A -2023-07-18 23:45:00+00:00,10343500,1.92,A -2023-07-19 00:00:00+00:00,10343500,1.92,A -2023-07-19 00:15:00+00:00,10343500,1.92,A -2023-07-19 00:30:00+00:00,10343500,1.92,A -2023-07-19 00:45:00+00:00,10343500,1.92,A -2023-07-19 01:00:00+00:00,10343500,1.92,A -2023-07-19 01:15:00+00:00,10343500,1.92,A -2023-07-19 01:30:00+00:00,10343500,1.92,A -2023-07-19 01:45:00+00:00,10343500,1.92,A -2023-07-19 02:00:00+00:00,10343500,1.92,A -2023-07-19 02:15:00+00:00,10343500,1.92,A -2023-07-19 02:30:00+00:00,10343500,1.92,A -2023-07-19 02:45:00+00:00,10343500,1.92,A -2023-07-19 03:00:00+00:00,10343500,1.92,A -2023-07-19 03:15:00+00:00,10343500,1.92,A -2023-07-19 03:30:00+00:00,10343500,1.93,A -2023-07-19 03:45:00+00:00,10343500,1.93,A -2023-07-19 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14:30:00+00:00,10343500,1.94,A -2023-07-20 14:45:00+00:00,10343500,1.94,A -2023-07-20 15:00:00+00:00,10343500,1.94,A -2023-07-20 15:15:00+00:00,10343500,1.94,A -2023-07-20 15:30:00+00:00,10343500,1.94,A -2023-07-20 15:45:00+00:00,10343500,1.94,A -2023-07-20 16:00:00+00:00,10343500,1.94,A -2023-07-20 16:15:00+00:00,10343500,1.94,A -2023-07-20 16:30:00+00:00,10343500,1.94,A -2023-07-20 16:45:00+00:00,10343500,1.94,A -2023-07-20 17:00:00+00:00,10343500,1.94,A -2023-07-20 17:15:00+00:00,10343500,1.94,A -2023-07-20 17:30:00+00:00,10343500,1.94,A -2023-07-20 17:45:00+00:00,10343500,1.94,A -2023-07-20 18:00:00+00:00,10343500,1.94,A -2023-07-20 18:15:00+00:00,10343500,1.94,A -2023-07-20 18:30:00+00:00,10343500,1.93,A -2023-07-20 18:45:00+00:00,10343500,1.93,A -2023-07-20 19:00:00+00:00,10343500,1.93,A -2023-07-20 19:15:00+00:00,10343500,1.93,A -2023-07-20 19:30:00+00:00,10343500,1.93,A -2023-07-20 19:45:00+00:00,10343500,1.92,A -2023-07-20 20:00:00+00:00,10343500,1.92,A -2023-07-20 20:15:00+00:00,10343500,1.92,A -2023-07-20 20:30:00+00:00,10343500,1.91,A -2023-07-20 20:45:00+00:00,10343500,1.91,A -2023-07-20 21:00:00+00:00,10343500,1.91,A -2023-07-20 21:15:00+00:00,10343500,1.9,A -2023-07-20 21:30:00+00:00,10343500,1.9,A -2023-07-20 21:45:00+00:00,10343500,1.9,A -2023-07-20 22:00:00+00:00,10343500,1.9,A -2023-07-20 22:15:00+00:00,10343500,1.89,A -2023-07-20 22:30:00+00:00,10343500,1.89,A -2023-07-20 22:45:00+00:00,10343500,1.89,A -2023-07-20 23:00:00+00:00,10343500,1.89,A -2023-07-20 23:15:00+00:00,10343500,1.89,A -2023-07-20 23:30:00+00:00,10343500,1.88,A -2023-07-20 23:45:00+00:00,10343500,1.88,A -2023-07-21 00:00:00+00:00,10343500,1.88,A -2023-07-21 00:15:00+00:00,10343500,1.88,A -2023-07-21 00:30:00+00:00,10343500,1.88,A -2023-07-21 00:45:00+00:00,10343500,1.88,A -2023-07-21 01:00:00+00:00,10343500,1.88,A -2023-07-21 01:15:00+00:00,10343500,1.88,A -2023-07-21 01:30:00+00:00,10343500,1.88,A -2023-07-21 01:45:00+00:00,10343500,1.88,A -2023-07-21 02:00:00+00:00,10343500,1.88,A -2023-07-21 02:15:00+00:00,10343500,1.88,A -2023-07-21 02:30:00+00:00,10343500,1.88,A -2023-07-21 02:45:00+00:00,10343500,1.88,A -2023-07-21 03:00:00+00:00,10343500,1.88,A -2023-07-21 03:15:00+00:00,10343500,1.88,A -2023-07-21 03:30:00+00:00,10343500,1.88,A -2023-07-21 03:45:00+00:00,10343500,1.88,A -2023-07-21 04:00:00+00:00,10343500,1.88,A -2023-07-21 04:15:00+00:00,10343500,1.89,A -2023-07-21 04:30:00+00:00,10343500,1.89,A -2023-07-21 04:45:00+00:00,10343500,1.89,A -2023-07-21 05:00:00+00:00,10343500,1.89,A -2023-07-21 05:15:00+00:00,10343500,1.89,A -2023-07-21 05:30:00+00:00,10343500,1.89,A -2023-07-21 05:45:00+00:00,10343500,1.9,A -2023-07-21 06:00:00+00:00,10343500,1.9,A -2023-07-21 06:15:00+00:00,10343500,1.9,A -2023-07-21 06:30:00+00:00,10343500,1.9,A -2023-07-21 06:45:00+00:00,10343500,1.9,A -2023-07-21 07:00:00+00:00,10343500,1.9,A -2023-07-21 07:15:00+00:00,10343500,1.9,A -2023-07-21 07:30:00+00:00,10343500,1.91,A -2023-07-21 07:45:00+00:00,10343500,1.91,A -2023-07-21 08:00:00+00:00,10343500,1.91,A -2023-07-21 08:15:00+00:00,10343500,1.91,A -2023-07-21 08:30:00+00:00,10343500,1.91,A -2023-07-21 08:45:00+00:00,10343500,1.91,A -2023-07-21 09:00:00+00:00,10343500,1.91,A -2023-07-21 09:15:00+00:00,10343500,1.91,A -2023-07-21 09:30:00+00:00,10343500,1.91,A -2023-07-21 09:45:00+00:00,10343500,1.91,A -2023-07-21 10:00:00+00:00,10343500,1.91,A -2023-07-21 10:15:00+00:00,10343500,1.91,A -2023-07-21 10:30:00+00:00,10343500,1.91,A -2023-07-21 10:45:00+00:00,10343500,1.92,A -2023-07-21 11:00:00+00:00,10343500,1.92,A -2023-07-21 11:15:00+00:00,10343500,1.92,A -2023-07-21 11:30:00+00:00,10343500,1.92,A -2023-07-21 11:45:00+00:00,10343500,1.92,A -2023-07-21 12:00:00+00:00,10343500,1.92,A -2023-07-21 12:15:00+00:00,10343500,1.92,A -2023-07-21 12:30:00+00:00,10343500,1.92,A -2023-07-21 12:45:00+00:00,10343500,1.92,A -2023-07-21 13:00:00+00:00,10343500,1.92,A -2023-07-21 13:15:00+00:00,10343500,1.92,A -2023-07-21 13:30:00+00:00,10343500,1.92,A -2023-07-21 13:45:00+00:00,10343500,1.92,A -2023-07-21 14:00:00+00:00,10343500,1.92,A -2023-07-21 14:15:00+00:00,10343500,1.92,A -2023-07-21 14:30:00+00:00,10343500,1.92,A -2023-07-21 14:45:00+00:00,10343500,1.92,A -2023-07-21 15:00:00+00:00,10343500,1.92,A -2023-07-21 15:15:00+00:00,10343500,1.92,A -2023-07-21 15:30:00+00:00,10343500,1.92,A -2023-07-21 15:45:00+00:00,10343500,1.92,A -2023-07-21 16:00:00+00:00,10343500,1.92,A -2023-07-21 16:15:00+00:00,10343500,1.92,A -2023-07-21 16:30:00+00:00,10343500,1.92,A -2023-07-21 16:45:00+00:00,10343500,1.92,A -2023-07-21 17:00:00+00:00,10343500,1.92,A -2023-07-21 17:15:00+00:00,10343500,1.92,A -2023-07-21 17:30:00+00:00,10343500,1.92,A -2023-07-21 17:45:00+00:00,10343500,1.92,A -2023-07-21 18:00:00+00:00,10343500,1.92,A -2023-07-21 18:15:00+00:00,10343500,1.92,A -2023-07-21 18:30:00+00:00,10343500,1.92,A -2023-07-21 18:45:00+00:00,10343500,1.92,A -2023-07-21 19:00:00+00:00,10343500,1.91,A -2023-07-21 19:15:00+00:00,10343500,1.91,A -2023-07-21 19:30:00+00:00,10343500,1.91,A -2023-07-21 19:45:00+00:00,10343500,1.91,A -2023-07-21 20:00:00+00:00,10343500,1.9,A -2023-07-21 20:15:00+00:00,10343500,1.9,A -2023-07-21 20:30:00+00:00,10343500,1.9,A -2023-07-21 20:45:00+00:00,10343500,1.89,A -2023-07-21 21:00:00+00:00,10343500,1.89,A -2023-07-21 21:15:00+00:00,10343500,1.89,A -2023-07-21 21:30:00+00:00,10343500,1.88,A -2023-07-21 21:45:00+00:00,10343500,1.88,A -2023-07-21 22:00:00+00:00,10343500,1.88,A -2023-07-21 22:15:00+00:00,10343500,1.88,A -2023-07-21 22:30:00+00:00,10343500,1.87,A -2023-07-21 22:45:00+00:00,10343500,1.87,A -2023-07-21 23:00:00+00:00,10343500,1.87,A -2023-07-21 23:15:00+00:00,10343500,1.87,A -2023-07-21 23:30:00+00:00,10343500,1.87,A -2023-07-21 23:45:00+00:00,10343500,1.86,A -2023-07-22 00:00:00+00:00,10343500,1.86,A -2023-07-22 00:15:00+00:00,10343500,1.86,A -2023-07-22 00:30:00+00:00,10343500,1.86,A -2023-07-22 00:45:00+00:00,10343500,1.86,A -2023-07-22 01:00:00+00:00,10343500,1.86,A -2023-07-22 01:15:00+00:00,10343500,1.85,A -2023-07-22 01:30:00+00:00,10343500,1.85,A -2023-07-22 01:45:00+00:00,10343500,1.85,A -2023-07-22 02:00:00+00:00,10343500,1.85,A -2023-07-22 02:15:00+00:00,10343500,1.85,A -2023-07-22 02:30:00+00:00,10343500,1.85,A -2023-07-22 02:45:00+00:00,10343500,1.86,A -2023-07-22 03:00:00+00:00,10343500,1.86,A -2023-07-22 03:15:00+00:00,10343500,1.86,A -2023-07-22 03:30:00+00:00,10343500,1.86,A -2023-07-22 03:45:00+00:00,10343500,1.86,A -2023-07-22 04:00:00+00:00,10343500,1.86,A -2023-07-22 04:15:00+00:00,10343500,1.86,A -2023-07-22 04:30:00+00:00,10343500,1.87,A -2023-07-22 04:45:00+00:00,10343500,1.87,A -2023-07-22 05:00:00+00:00,10343500,1.87,A -2023-07-22 05:15:00+00:00,10343500,1.87,A -2023-07-22 05:30:00+00:00,10343500,1.87,A -2023-07-22 05:45:00+00:00,10343500,1.87,A -2023-07-22 06:00:00+00:00,10343500,1.87,A -2023-07-22 06:15:00+00:00,10343500,1.87,A -2023-07-22 06:30:00+00:00,10343500,1.88,A -2023-07-22 06:45:00+00:00,10343500,1.88,A -2023-07-22 07:00:00+00:00,10343500,1.88,A -2023-07-22 07:15:00+00:00,10343500,1.88,A -2023-07-22 07:30:00+00:00,10343500,1.88,A -2023-07-22 07:45:00+00:00,10343500,1.88,A -2023-07-22 08:00:00+00:00,10343500,1.88,A -2023-07-22 08:15:00+00:00,10343500,1.88,A -2023-07-22 08:30:00+00:00,10343500,1.88,A -2023-07-22 08:45:00+00:00,10343500,1.89,A -2023-07-22 09:00:00+00:00,10343500,1.89,A -2023-07-22 09:15:00+00:00,10343500,1.89,A -2023-07-22 09:30:00+00:00,10343500,1.89,A -2023-07-22 09:45:00+00:00,10343500,1.89,A -2023-07-22 10:00:00+00:00,10343500,1.89,A -2023-07-22 10:15:00+00:00,10343500,1.89,A -2023-07-22 10:30:00+00:00,10343500,1.89,A -2023-07-22 10:45:00+00:00,10343500,1.89,A -2023-07-22 11:00:00+00:00,10343500,1.89,A -2023-07-22 11:15:00+00:00,10343500,1.89,A -2023-07-22 11:30:00+00:00,10343500,1.89,A -2023-07-22 11:45:00+00:00,10343500,1.89,A -2023-07-22 12:00:00+00:00,10343500,1.89,A -2023-07-22 12:15:00+00:00,10343500,1.89,A -2023-07-22 12:30:00+00:00,10343500,1.9,A -2023-07-22 12:45:00+00:00,10343500,1.9,A -2023-07-22 13:00:00+00:00,10343500,1.9,A -2023-07-22 13:15:00+00:00,10343500,1.9,A -2023-07-22 13:30:00+00:00,10343500,1.9,A -2023-07-22 13:45:00+00:00,10343500,1.9,A -2023-07-22 14:00:00+00:00,10343500,1.9,A -2023-07-22 14:15:00+00:00,10343500,1.9,A -2023-07-22 14:30:00+00:00,10343500,1.9,A -2023-07-22 14:45:00+00:00,10343500,1.9,A -2023-07-22 15:00:00+00:00,10343500,1.9,A -2023-07-22 15:15:00+00:00,10343500,1.9,A -2023-07-22 15:30:00+00:00,10343500,1.9,A -2023-07-22 15:45:00+00:00,10343500,1.9,A -2023-07-22 16:00:00+00:00,10343500,1.9,A -2023-07-22 16:15:00+00:00,10343500,1.9,A -2023-07-22 16:30:00+00:00,10343500,1.9,A -2023-07-22 16:45:00+00:00,10343500,1.9,A -2023-07-22 17:00:00+00:00,10343500,1.9,A -2023-07-22 17:15:00+00:00,10343500,1.9,A -2023-07-22 17:30:00+00:00,10343500,1.9,A -2023-07-22 17:45:00+00:00,10343500,1.9,A -2023-07-22 18:00:00+00:00,10343500,1.9,A -2023-07-22 18:15:00+00:00,10343500,1.9,A 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00:15:00+00:00,10343500,1.84,A -2023-07-23 00:30:00+00:00,10343500,1.84,A -2023-07-23 00:45:00+00:00,10343500,1.84,A -2023-07-23 01:00:00+00:00,10343500,1.84,A -2023-07-23 01:15:00+00:00,10343500,1.84,A -2023-07-23 01:30:00+00:00,10343500,1.84,A -2023-07-23 01:45:00+00:00,10343500,1.84,A -2023-07-23 02:00:00+00:00,10343500,1.84,A -2023-07-23 02:15:00+00:00,10343500,1.84,A -2023-07-23 02:30:00+00:00,10343500,1.84,A -2023-07-23 02:45:00+00:00,10343500,1.84,A -2023-07-23 03:00:00+00:00,10343500,1.84,A -2023-07-23 03:15:00+00:00,10343500,1.84,A -2023-07-23 03:30:00+00:00,10343500,1.85,A -2023-07-23 03:45:00+00:00,10343500,1.85,A -2023-07-23 04:00:00+00:00,10343500,1.85,A -2023-07-23 04:15:00+00:00,10343500,1.85,A -2023-07-23 04:30:00+00:00,10343500,1.85,A -2023-07-23 04:45:00+00:00,10343500,1.85,A -2023-07-23 05:00:00+00:00,10343500,1.85,A -2023-07-23 05:15:00+00:00,10343500,1.86,A -2023-07-23 05:30:00+00:00,10343500,1.86,A -2023-07-23 05:45:00+00:00,10343500,1.86,A -2023-07-23 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17:30:00+00:00,10343500,1.89,A -2023-07-23 17:45:00+00:00,10343500,1.89,A -2023-07-23 18:00:00+00:00,10343500,1.89,A -2023-07-23 18:15:00+00:00,10343500,1.89,A -2023-07-23 18:30:00+00:00,10343500,1.88,A -2023-07-23 18:45:00+00:00,10343500,1.88,A -2023-07-23 19:00:00+00:00,10343500,1.88,A -2023-07-23 19:15:00+00:00,10343500,1.88,A -2023-07-23 19:30:00+00:00,10343500,1.88,A -2023-07-23 19:45:00+00:00,10343500,1.87,A -2023-07-23 20:00:00+00:00,10343500,1.87,A -2023-07-23 20:15:00+00:00,10343500,1.87,A -2023-07-23 20:30:00+00:00,10343500,1.87,A -2023-07-23 20:45:00+00:00,10343500,1.86,A -2023-07-23 21:00:00+00:00,10343500,1.86,A -2023-07-23 21:15:00+00:00,10343500,1.86,A -2023-07-23 21:30:00+00:00,10343500,1.85,A -2023-07-23 21:45:00+00:00,10343500,1.85,A -2023-07-23 22:00:00+00:00,10343500,1.85,A -2023-07-23 22:15:00+00:00,10343500,1.85,A -2023-07-23 22:30:00+00:00,10343500,1.84,A -2023-07-23 22:45:00+00:00,10343500,1.84,A -2023-07-23 23:00:00+00:00,10343500,1.84,A -2023-07-23 23:15:00+00:00,10343500,1.84,A -2023-07-23 23:30:00+00:00,10343500,1.83,A -2023-07-23 23:45:00+00:00,10343500,1.83,A -2023-07-24 00:00:00+00:00,10343500,1.83,A -2023-07-24 00:15:00+00:00,10343500,1.83,A -2023-07-24 00:30:00+00:00,10343500,1.83,A -2023-07-24 00:45:00+00:00,10343500,1.83,A -2023-07-24 01:00:00+00:00,10343500,1.83,A -2023-07-24 01:15:00+00:00,10343500,1.83,A -2023-07-24 01:30:00+00:00,10343500,1.83,A -2023-07-24 01:45:00+00:00,10343500,1.83,A -2023-07-24 02:00:00+00:00,10343500,1.83,A -2023-07-24 02:15:00+00:00,10343500,1.83,A -2023-07-24 02:30:00+00:00,10343500,1.83,A -2023-07-24 02:45:00+00:00,10343500,1.83,A -2023-07-24 03:00:00+00:00,10343500,1.83,A -2023-07-24 03:15:00+00:00,10343500,1.83,A -2023-07-24 03:30:00+00:00,10343500,1.83,A -2023-07-24 03:45:00+00:00,10343500,1.83,A -2023-07-24 04:00:00+00:00,10343500,1.83,A -2023-07-24 04:15:00+00:00,10343500,1.83,A -2023-07-24 04:30:00+00:00,10343500,1.83,A -2023-07-24 04:45:00+00:00,10343500,1.83,A -2023-07-24 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10:45:00+00:00,10343500,1.86,A -2023-07-24 11:00:00+00:00,10343500,1.86,A -2023-07-24 11:15:00+00:00,10343500,1.86,A -2023-07-24 11:30:00+00:00,10343500,1.87,A -2023-07-24 11:45:00+00:00,10343500,1.87,A -2023-07-24 12:00:00+00:00,10343500,1.87,A -2023-07-24 12:15:00+00:00,10343500,1.87,A -2023-07-24 12:30:00+00:00,10343500,1.87,A -2023-07-24 12:45:00+00:00,10343500,1.87,A -2023-07-24 13:00:00+00:00,10343500,1.87,A -2023-07-24 13:15:00+00:00,10343500,1.87,A -2023-07-24 13:30:00+00:00,10343500,1.87,A -2023-07-24 13:45:00+00:00,10343500,1.87,A -2023-07-24 14:00:00+00:00,10343500,1.87,A -2023-07-24 14:15:00+00:00,10343500,1.87,A -2023-07-24 14:30:00+00:00,10343500,1.87,A -2023-07-24 14:45:00+00:00,10343500,1.87,A -2023-07-24 15:00:00+00:00,10343500,1.87,A -2023-07-24 15:15:00+00:00,10343500,1.88,A -2023-07-24 15:30:00+00:00,10343500,1.87,A -2023-07-24 15:45:00+00:00,10343500,1.87,A -2023-07-24 16:00:00+00:00,10343500,1.87,A -2023-07-24 16:15:00+00:00,10343500,1.87,A -2023-07-24 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22:15:00+00:00,10343500,1.83,A -2023-07-24 22:30:00+00:00,10343500,1.83,A -2023-07-24 22:45:00+00:00,10343500,1.83,A -2023-07-24 23:00:00+00:00,10343500,1.82,A -2023-07-24 23:15:00+00:00,10343500,1.82,A -2023-07-24 23:30:00+00:00,10343500,1.82,A -2023-07-24 23:45:00+00:00,10343500,1.82,A -2023-07-25 00:00:00+00:00,10343500,1.82,A -2023-07-25 00:15:00+00:00,10343500,1.82,A -2023-07-25 00:30:00+00:00,10343500,1.82,A -2023-07-25 00:45:00+00:00,10343500,1.82,A -2023-07-25 01:00:00+00:00,10343500,1.81,A -2023-07-25 01:15:00+00:00,10343500,1.81,A -2023-07-25 01:30:00+00:00,10343500,1.81,A -2023-07-25 01:45:00+00:00,10343500,1.81,A -2023-07-25 02:00:00+00:00,10343500,1.81,A -2023-07-25 02:15:00+00:00,10343500,1.81,A -2023-07-25 02:30:00+00:00,10343500,1.81,A -2023-07-25 02:45:00+00:00,10343500,1.81,A -2023-07-25 03:00:00+00:00,10343500,1.81,A -2023-07-25 03:15:00+00:00,10343500,1.81,A -2023-07-25 03:30:00+00:00,10343500,1.81,A -2023-07-25 03:45:00+00:00,10343500,1.82,A -2023-07-25 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21:15:00+00:00,10343500,1.82,A -2023-07-25 21:30:00+00:00,10343500,1.82,A -2023-07-25 21:45:00+00:00,10343500,1.82,A -2023-07-25 22:00:00+00:00,10343500,1.81,A -2023-07-25 22:15:00+00:00,10343500,1.81,A -2023-07-25 22:30:00+00:00,10343500,1.81,A -2023-07-25 22:45:00+00:00,10343500,1.81,A -2023-07-25 23:00:00+00:00,10343500,1.81,A -2023-07-25 23:15:00+00:00,10343500,1.8,A -2023-07-25 23:30:00+00:00,10343500,1.8,A -2023-07-25 23:45:00+00:00,10343500,1.8,A -2023-07-26 00:00:00+00:00,10343500,1.8,A -2023-07-26 00:15:00+00:00,10343500,1.8,A -2023-07-26 00:30:00+00:00,10343500,1.8,A -2023-07-26 00:45:00+00:00,10343500,1.8,A -2023-07-26 01:00:00+00:00,10343500,1.8,A -2023-07-26 01:15:00+00:00,10343500,1.8,A -2023-07-26 01:30:00+00:00,10343500,1.8,A -2023-07-26 01:45:00+00:00,10343500,1.8,A -2023-07-26 02:00:00+00:00,10343500,1.8,A -2023-07-26 02:15:00+00:00,10343500,1.8,A -2023-07-26 02:30:00+00:00,10343500,1.8,A -2023-07-26 02:45:00+00:00,10343500,1.8,A -2023-07-26 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08:45:00+00:00,10343500,1.83,A -2023-07-26 09:00:00+00:00,10343500,1.83,A -2023-07-26 09:15:00+00:00,10343500,1.83,A -2023-07-26 09:30:00+00:00,10343500,1.83,A -2023-07-26 09:45:00+00:00,10343500,1.83,A -2023-07-26 10:00:00+00:00,10343500,1.83,A -2023-07-26 10:15:00+00:00,10343500,1.83,A -2023-07-26 10:30:00+00:00,10343500,1.83,A -2023-07-26 10:45:00+00:00,10343500,1.84,A -2023-07-26 11:00:00+00:00,10343500,1.84,A -2023-07-26 11:15:00+00:00,10343500,1.84,A -2023-07-26 11:30:00+00:00,10343500,1.84,A -2023-07-26 11:45:00+00:00,10343500,1.84,A -2023-07-26 12:00:00+00:00,10343500,1.84,A -2023-07-26 12:15:00+00:00,10343500,1.84,A -2023-07-26 12:30:00+00:00,10343500,1.84,A -2023-07-26 12:45:00+00:00,10343500,1.84,A -2023-07-26 13:00:00+00:00,10343500,1.84,A -2023-07-26 13:15:00+00:00,10343500,1.84,A -2023-07-26 13:30:00+00:00,10343500,1.85,A -2023-07-26 13:45:00+00:00,10343500,1.84,A -2023-07-26 14:00:00+00:00,10343500,1.84,A -2023-07-26 14:15:00+00:00,10343500,1.84,A -2023-07-26 14:30:00+00:00,10343500,1.84,A -2023-07-26 14:45:00+00:00,10343500,1.84,A -2023-07-26 15:00:00+00:00,10343500,1.85,A -2023-07-26 15:15:00+00:00,10343500,1.85,A -2023-07-26 15:30:00+00:00,10343500,1.85,A -2023-07-26 15:45:00+00:00,10343500,1.85,A -2023-07-26 16:00:00+00:00,10343500,1.85,A -2023-07-26 16:15:00+00:00,10343500,1.85,A -2023-07-26 16:30:00+00:00,10343500,1.85,A -2023-07-26 16:45:00+00:00,10343500,1.85,A -2023-07-26 17:00:00+00:00,10343500,1.85,A -2023-07-26 17:15:00+00:00,10343500,1.85,A -2023-07-26 17:30:00+00:00,10343500,1.84,A -2023-07-26 17:45:00+00:00,10343500,1.84,A -2023-07-26 18:00:00+00:00,10343500,1.84,A -2023-07-26 18:15:00+00:00,10343500,1.84,A -2023-07-26 18:30:00+00:00,10343500,1.84,A -2023-07-26 18:45:00+00:00,10343500,1.84,A -2023-07-26 19:00:00+00:00,10343500,1.83,A -2023-07-26 19:15:00+00:00,10343500,1.83,A -2023-07-26 19:30:00+00:00,10343500,1.83,A -2023-07-26 19:45:00+00:00,10343500,1.83,A -2023-07-26 20:00:00+00:00,10343500,1.82,A -2023-07-26 20:15:00+00:00,10343500,1.82,A -2023-07-26 20:30:00+00:00,10343500,1.82,A -2023-07-26 20:45:00+00:00,10343500,1.81,A -2023-07-26 21:00:00+00:00,10343500,1.81,A -2023-07-26 21:15:00+00:00,10343500,1.81,A -2023-07-26 21:30:00+00:00,10343500,1.8,A -2023-07-26 21:45:00+00:00,10343500,1.8,A -2023-07-26 22:00:00+00:00,10343500,1.8,A -2023-07-26 22:15:00+00:00,10343500,1.8,A -2023-07-26 22:30:00+00:00,10343500,1.8,A -2023-07-26 22:45:00+00:00,10343500,1.8,A -2023-07-26 23:00:00+00:00,10343500,1.79,A -2023-07-26 23:15:00+00:00,10343500,1.79,A -2023-07-26 23:30:00+00:00,10343500,1.79,A -2023-07-26 23:45:00+00:00,10343500,1.79,A -2023-07-27 00:00:00+00:00,10343500,1.79,A -2023-07-27 00:15:00+00:00,10343500,1.79,A -2023-07-27 00:30:00+00:00,10343500,1.78,A -2023-07-27 00:45:00+00:00,10343500,1.78,A -2023-07-27 01:00:00+00:00,10343500,1.78,A -2023-07-27 01:15:00+00:00,10343500,1.78,A -2023-07-27 01:30:00+00:00,10343500,1.78,A -2023-07-27 01:45:00+00:00,10343500,1.78,A -2023-07-27 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07:45:00+00:00,10343500,1.81,A -2023-07-27 08:00:00+00:00,10343500,1.81,A -2023-07-27 08:15:00+00:00,10343500,1.82,A -2023-07-27 08:30:00+00:00,10343500,1.82,A -2023-07-27 08:45:00+00:00,10343500,1.82,A -2023-07-27 09:00:00+00:00,10343500,1.82,A -2023-07-27 09:15:00+00:00,10343500,1.82,A -2023-07-27 09:30:00+00:00,10343500,1.82,A -2023-07-27 09:45:00+00:00,10343500,1.82,A -2023-07-27 10:00:00+00:00,10343500,1.82,A -2023-07-27 10:15:00+00:00,10343500,1.82,A -2023-07-27 10:30:00+00:00,10343500,1.82,A -2023-07-27 10:45:00+00:00,10343500,1.82,A -2023-07-27 11:00:00+00:00,10343500,1.83,A -2023-07-27 11:15:00+00:00,10343500,1.82,A -2023-07-27 11:30:00+00:00,10343500,1.83,A -2023-07-27 11:45:00+00:00,10343500,1.83,A -2023-07-27 12:00:00+00:00,10343500,1.83,A -2023-07-27 12:15:00+00:00,10343500,1.83,A -2023-07-27 12:30:00+00:00,10343500,1.83,A -2023-07-27 12:45:00+00:00,10343500,1.83,A -2023-07-27 13:00:00+00:00,10343500,1.83,A -2023-07-27 13:15:00+00:00,10343500,1.83,A -2023-07-27 13:30:00+00:00,10343500,1.83,A -2023-07-27 13:45:00+00:00,10343500,1.83,A -2023-07-27 14:00:00+00:00,10343500,1.83,A -2023-07-27 14:15:00+00:00,10343500,1.83,A -2023-07-27 14:30:00+00:00,10343500,1.83,A -2023-07-27 14:45:00+00:00,10343500,1.83,A -2023-07-27 15:00:00+00:00,10343500,1.83,A -2023-07-27 15:15:00+00:00,10343500,1.83,A -2023-07-27 15:30:00+00:00,10343500,1.83,A -2023-07-27 15:45:00+00:00,10343500,1.83,A -2023-07-27 16:00:00+00:00,10343500,1.83,A -2023-07-27 16:15:00+00:00,10343500,1.83,A -2023-07-27 16:30:00+00:00,10343500,1.83,A -2023-07-27 16:45:00+00:00,10343500,1.83,A -2023-07-27 17:00:00+00:00,10343500,1.83,A -2023-07-27 17:15:00+00:00,10343500,1.83,A -2023-07-27 17:30:00+00:00,10343500,1.83,A -2023-07-27 17:45:00+00:00,10343500,1.83,A -2023-07-27 18:00:00+00:00,10343500,1.83,A -2023-07-27 18:15:00+00:00,10343500,1.83,A -2023-07-27 18:30:00+00:00,10343500,1.83,A -2023-07-27 18:45:00+00:00,10343500,1.82,A -2023-07-27 19:00:00+00:00,10343500,1.82,A -2023-07-27 19:15:00+00:00,10343500,1.82,A -2023-07-27 19:30:00+00:00,10343500,1.82,A -2023-07-27 19:45:00+00:00,10343500,1.81,A -2023-07-27 20:00:00+00:00,10343500,1.81,A -2023-07-27 20:15:00+00:00,10343500,1.81,A -2023-07-27 20:30:00+00:00,10343500,1.81,A -2023-07-27 20:45:00+00:00,10343500,1.8,A -2023-07-27 21:00:00+00:00,10343500,1.8,A -2023-07-27 21:15:00+00:00,10343500,1.8,A -2023-07-27 21:30:00+00:00,10343500,1.8,A -2023-07-27 21:45:00+00:00,10343500,1.79,A -2023-07-27 22:00:00+00:00,10343500,1.79,A -2023-07-27 22:15:00+00:00,10343500,1.79,A -2023-07-27 22:30:00+00:00,10343500,1.79,A -2023-07-27 22:45:00+00:00,10343500,1.79,A -2023-07-27 23:00:00+00:00,10343500,1.78,A -2023-07-27 23:15:00+00:00,10343500,1.78,A -2023-07-27 23:30:00+00:00,10343500,1.78,A -2023-07-27 23:45:00+00:00,10343500,1.78,A -2023-07-28 00:00:00+00:00,10343500,1.78,A -2023-07-28 00:15:00+00:00,10343500,1.78,A -2023-07-28 00:30:00+00:00,10343500,1.77,A -2023-07-28 00:45:00+00:00,10343500,1.77,A -2023-07-28 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06:45:00+00:00,10343500,1.8,A -2023-07-28 07:00:00+00:00,10343500,1.8,A -2023-07-28 07:15:00+00:00,10343500,1.8,A -2023-07-28 07:30:00+00:00,10343500,1.8,A -2023-07-28 07:45:00+00:00,10343500,1.8,A -2023-07-28 08:00:00+00:00,10343500,1.8,A -2023-07-28 08:15:00+00:00,10343500,1.8,A -2023-07-28 08:30:00+00:00,10343500,1.8,A -2023-07-28 08:45:00+00:00,10343500,1.81,A -2023-07-28 09:00:00+00:00,10343500,1.81,A -2023-07-28 09:15:00+00:00,10343500,1.81,A -2023-07-28 09:30:00+00:00,10343500,1.81,A -2023-07-28 09:45:00+00:00,10343500,1.81,A -2023-07-28 10:00:00+00:00,10343500,1.81,A -2023-07-28 10:15:00+00:00,10343500,1.81,A -2023-07-28 10:30:00+00:00,10343500,1.81,A -2023-07-28 10:45:00+00:00,10343500,1.81,A -2023-07-28 11:00:00+00:00,10343500,1.81,A -2023-07-28 11:15:00+00:00,10343500,1.82,A -2023-07-28 11:30:00+00:00,10343500,1.81,A -2023-07-28 11:45:00+00:00,10343500,1.82,A -2023-07-28 12:00:00+00:00,10343500,1.82,A -2023-07-28 12:15:00+00:00,10343500,1.82,A -2023-07-28 12:30:00+00:00,10343500,1.82,A -2023-07-28 12:45:00+00:00,10343500,1.82,A -2023-07-28 13:00:00+00:00,10343500,1.82,A -2023-07-28 13:15:00+00:00,10343500,1.82,A -2023-07-28 13:30:00+00:00,10343500,1.82,A -2023-07-28 13:45:00+00:00,10343500,1.82,A -2023-07-28 14:00:00+00:00,10343500,1.82,A -2023-07-28 14:15:00+00:00,10343500,1.82,A -2023-07-28 14:30:00+00:00,10343500,1.82,A -2023-07-28 14:45:00+00:00,10343500,1.82,A -2023-07-28 15:00:00+00:00,10343500,1.82,A -2023-07-28 15:15:00+00:00,10343500,1.82,A -2023-07-28 15:30:00+00:00,10343500,1.82,A -2023-07-28 15:45:00+00:00,10343500,1.82,A -2023-07-28 16:00:00+00:00,10343500,1.82,A -2023-07-28 16:15:00+00:00,10343500,1.82,A -2023-07-28 16:30:00+00:00,10343500,1.82,A -2023-07-28 16:45:00+00:00,10343500,1.82,A -2023-07-28 17:00:00+00:00,10343500,1.82,A -2023-07-28 17:15:00+00:00,10343500,1.82,A -2023-07-28 17:30:00+00:00,10343500,1.82,A -2023-07-28 17:45:00+00:00,10343500,1.82,A -2023-07-28 18:00:00+00:00,10343500,1.82,A -2023-07-28 18:15:00+00:00,10343500,1.82,A -2023-07-28 18:30:00+00:00,10343500,1.82,A -2023-07-28 18:45:00+00:00,10343500,1.81,A -2023-07-28 19:00:00+00:00,10343500,1.81,A -2023-07-28 19:15:00+00:00,10343500,1.81,A -2023-07-28 19:30:00+00:00,10343500,1.81,A -2023-07-28 19:45:00+00:00,10343500,1.8,A -2023-07-28 20:00:00+00:00,10343500,1.8,A -2023-07-28 20:15:00+00:00,10343500,1.8,A -2023-07-28 20:30:00+00:00,10343500,1.8,A -2023-07-28 20:45:00+00:00,10343500,1.79,A -2023-07-28 21:00:00+00:00,10343500,1.79,A -2023-07-28 21:15:00+00:00,10343500,1.79,A -2023-07-28 21:30:00+00:00,10343500,1.78,A -2023-07-28 21:45:00+00:00,10343500,1.78,A -2023-07-28 22:00:00+00:00,10343500,1.78,A -2023-07-28 22:15:00+00:00,10343500,1.78,A -2023-07-28 22:30:00+00:00,10343500,1.78,A -2023-07-28 22:45:00+00:00,10343500,1.77,A -2023-07-28 23:00:00+00:00,10343500,1.77,A -2023-07-28 23:15:00+00:00,10343500,1.77,A -2023-07-28 23:30:00+00:00,10343500,1.77,A -2023-07-28 23:45:00+00:00,10343500,1.77,A -2023-07-29 00:00:00+00:00,10343500,1.77,A -2023-07-29 00:15:00+00:00,10343500,1.76,A -2023-07-29 00:30:00+00:00,10343500,1.76,A -2023-07-29 00:45:00+00:00,10343500,1.76,A -2023-07-29 01:00:00+00:00,10343500,1.76,A -2023-07-29 01:15:00+00:00,10343500,1.76,A -2023-07-29 01:30:00+00:00,10343500,1.76,A -2023-07-29 01:45:00+00:00,10343500,1.76,A -2023-07-29 02:00:00+00:00,10343500,1.76,A -2023-07-29 02:15:00+00:00,10343500,1.76,A -2023-07-29 02:30:00+00:00,10343500,1.76,A -2023-07-29 02:45:00+00:00,10343500,1.76,A -2023-07-29 03:00:00+00:00,10343500,1.76,A -2023-07-29 03:15:00+00:00,10343500,1.76,A -2023-07-29 03:30:00+00:00,10343500,1.76,A -2023-07-29 03:45:00+00:00,10343500,1.76,A -2023-07-29 04:00:00+00:00,10343500,1.77,A -2023-07-29 04:15:00+00:00,10343500,1.77,A -2023-07-29 04:30:00+00:00,10343500,1.77,A -2023-07-29 04:45:00+00:00,10343500,1.77,A -2023-07-29 05:00:00+00:00,10343500,1.77,A -2023-07-29 05:15:00+00:00,10343500,1.77,A -2023-07-29 05:30:00+00:00,10343500,1.77,A -2023-07-29 05:45:00+00:00,10343500,1.77,A -2023-07-29 06:00:00+00:00,10343500,1.78,A -2023-07-29 06:15:00+00:00,10343500,1.78,A -2023-07-29 06:30:00+00:00,10343500,1.78,A -2023-07-29 06:45:00+00:00,10343500,1.78,A -2023-07-29 07:00:00+00:00,10343500,1.78,A -2023-07-29 07:15:00+00:00,10343500,1.78,A -2023-07-29 07:30:00+00:00,10343500,1.79,A -2023-07-29 07:45:00+00:00,10343500,1.79,A -2023-07-29 08:00:00+00:00,10343500,1.79,A -2023-07-29 08:15:00+00:00,10343500,1.79,A -2023-07-29 08:30:00+00:00,10343500,1.79,A -2023-07-29 08:45:00+00:00,10343500,1.79,A -2023-07-29 09:00:00+00:00,10343500,1.79,A -2023-07-29 09:15:00+00:00,10343500,1.8,A -2023-07-29 09:30:00+00:00,10343500,1.8,A -2023-07-29 09:45:00+00:00,10343500,1.8,A -2023-07-29 10:00:00+00:00,10343500,1.8,A -2023-07-29 10:15:00+00:00,10343500,1.8,A -2023-07-29 10:30:00+00:00,10343500,1.8,A -2023-07-29 10:45:00+00:00,10343500,1.8,A -2023-07-29 11:00:00+00:00,10343500,1.8,A -2023-07-29 11:15:00+00:00,10343500,1.8,A -2023-07-29 11:30:00+00:00,10343500,1.8,A -2023-07-29 11:45:00+00:00,10343500,1.8,A -2023-07-29 12:00:00+00:00,10343500,1.8,A -2023-07-29 12:15:00+00:00,10343500,1.81,A -2023-07-29 12:30:00+00:00,10343500,1.81,A -2023-07-29 12:45:00+00:00,10343500,1.81,A -2023-07-29 13:00:00+00:00,10343500,1.81,A -2023-07-29 13:15:00+00:00,10343500,1.81,A -2023-07-29 13:30:00+00:00,10343500,1.81,A -2023-07-29 13:45:00+00:00,10343500,1.81,A -2023-07-29 14:00:00+00:00,10343500,1.81,A -2023-07-29 14:15:00+00:00,10343500,1.81,A -2023-07-29 14:30:00+00:00,10343500,1.81,A -2023-07-29 14:45:00+00:00,10343500,1.81,A -2023-07-29 15:00:00+00:00,10343500,1.81,A -2023-07-29 15:15:00+00:00,10343500,1.81,A -2023-07-29 15:30:00+00:00,10343500,1.81,A -2023-07-29 15:45:00+00:00,10343500,1.81,A -2023-07-29 16:00:00+00:00,10343500,1.81,A -2023-07-29 16:15:00+00:00,10343500,1.81,A -2023-07-29 16:30:00+00:00,10343500,1.81,A -2023-07-29 16:45:00+00:00,10343500,1.81,A -2023-07-29 17:00:00+00:00,10343500,1.81,A -2023-07-29 17:15:00+00:00,10343500,1.81,A -2023-07-29 17:30:00+00:00,10343500,1.81,A -2023-07-29 17:45:00+00:00,10343500,1.81,A -2023-07-29 18:00:00+00:00,10343500,1.81,A -2023-07-29 18:15:00+00:00,10343500,1.81,A -2023-07-29 18:30:00+00:00,10343500,1.81,A -2023-07-29 18:45:00+00:00,10343500,1.81,A -2023-07-29 19:00:00+00:00,10343500,1.8,A -2023-07-29 19:15:00+00:00,10343500,1.8,A -2023-07-29 19:30:00+00:00,10343500,1.8,A -2023-07-29 19:45:00+00:00,10343500,1.8,A -2023-07-29 20:00:00+00:00,10343500,1.79,A -2023-07-29 20:15:00+00:00,10343500,1.79,A -2023-07-29 20:30:00+00:00,10343500,1.79,A -2023-07-29 20:45:00+00:00,10343500,1.78,A -2023-07-29 21:00:00+00:00,10343500,1.78,A -2023-07-29 21:15:00+00:00,10343500,1.78,A -2023-07-29 21:30:00+00:00,10343500,1.77,A -2023-07-29 21:45:00+00:00,10343500,1.77,A -2023-07-29 22:00:00+00:00,10343500,1.77,A -2023-07-29 22:15:00+00:00,10343500,1.77,A -2023-07-29 22:30:00+00:00,10343500,1.76,A -2023-07-29 22:45:00+00:00,10343500,1.76,A -2023-07-29 23:00:00+00:00,10343500,1.76,A -2023-07-29 23:15:00+00:00,10343500,1.76,A -2023-07-29 23:30:00+00:00,10343500,1.76,A -2023-07-29 23:45:00+00:00,10343500,1.75,A -2023-07-30 00:00:00+00:00,10343500,1.75,A -2023-07-30 00:15:00+00:00,10343500,1.75,A -2023-07-30 00:30:00+00:00,10343500,1.75,A -2023-07-30 00:45:00+00:00,10343500,1.75,A -2023-07-30 01:00:00+00:00,10343500,1.75,A -2023-07-30 01:15:00+00:00,10343500,1.75,A -2023-07-30 01:30:00+00:00,10343500,1.75,A -2023-07-30 01:45:00+00:00,10343500,1.75,A -2023-07-30 02:00:00+00:00,10343500,1.75,A -2023-07-30 02:15:00+00:00,10343500,1.75,A -2023-07-30 02:30:00+00:00,10343500,1.75,A -2023-07-30 02:45:00+00:00,10343500,1.75,A -2023-07-30 03:00:00+00:00,10343500,1.75,A -2023-07-30 03:15:00+00:00,10343500,1.75,A -2023-07-30 03:30:00+00:00,10343500,1.75,A -2023-07-30 03:45:00+00:00,10343500,1.75,A -2023-07-30 04:00:00+00:00,10343500,1.76,A -2023-07-30 04:15:00+00:00,10343500,1.76,A -2023-07-30 04:30:00+00:00,10343500,1.76,A -2023-07-30 04:45:00+00:00,10343500,1.76,A -2023-07-30 05:00:00+00:00,10343500,1.76,A -2023-07-30 05:15:00+00:00,10343500,1.76,A -2023-07-30 05:30:00+00:00,10343500,1.76,A -2023-07-30 05:45:00+00:00,10343500,1.77,A -2023-07-30 06:00:00+00:00,10343500,1.77,A -2023-07-30 06:15:00+00:00,10343500,1.77,A -2023-07-30 06:30:00+00:00,10343500,1.77,A -2023-07-30 06:45:00+00:00,10343500,1.77,A -2023-07-30 07:00:00+00:00,10343500,1.77,A -2023-07-30 07:15:00+00:00,10343500,1.77,A -2023-07-30 07:30:00+00:00,10343500,1.78,A -2023-07-30 07:45:00+00:00,10343500,1.78,A -2023-07-30 08:00:00+00:00,10343500,1.78,A -2023-07-30 08:15:00+00:00,10343500,1.78,A -2023-07-30 08:30:00+00:00,10343500,1.78,A -2023-07-30 08:45:00+00:00,10343500,1.78,A -2023-07-30 09:00:00+00:00,10343500,1.78,A -2023-07-30 09:15:00+00:00,10343500,1.78,A -2023-07-30 09:30:00+00:00,10343500,1.79,A -2023-07-30 09:45:00+00:00,10343500,1.79,A -2023-07-30 10:00:00+00:00,10343500,1.79,A -2023-07-30 10:15:00+00:00,10343500,1.79,A -2023-07-30 10:30:00+00:00,10343500,1.79,A -2023-07-30 10:45:00+00:00,10343500,1.79,A -2023-07-30 11:00:00+00:00,10343500,1.79,A -2023-07-30 11:15:00+00:00,10343500,1.79,A -2023-07-30 11:30:00+00:00,10343500,1.79,A -2023-07-30 11:45:00+00:00,10343500,1.79,A -2023-07-30 12:00:00+00:00,10343500,1.79,A -2023-07-30 12:15:00+00:00,10343500,1.8,A -2023-07-30 12:30:00+00:00,10343500,1.8,A -2023-07-30 12:45:00+00:00,10343500,1.8,A -2023-07-30 13:00:00+00:00,10343500,1.8,A -2023-07-30 13:15:00+00:00,10343500,1.8,A -2023-07-30 13:30:00+00:00,10343500,1.8,A -2023-07-30 13:45:00+00:00,10343500,1.8,A -2023-07-30 14:00:00+00:00,10343500,1.8,A -2023-07-30 14:15:00+00:00,10343500,1.8,A -2023-07-30 14:30:00+00:00,10343500,1.8,A -2023-07-30 14:45:00+00:00,10343500,1.8,A -2023-07-30 15:00:00+00:00,10343500,1.8,A -2023-07-30 15:15:00+00:00,10343500,1.8,A -2023-07-30 15:30:00+00:00,10343500,1.8,A -2023-07-30 15:45:00+00:00,10343500,1.8,A -2023-07-30 16:00:00+00:00,10343500,1.8,A -2023-07-30 16:15:00+00:00,10343500,1.8,A -2023-07-30 16:30:00+00:00,10343500,1.8,A -2023-07-30 16:45:00+00:00,10343500,1.8,A -2023-07-30 17:00:00+00:00,10343500,1.8,A -2023-07-30 17:15:00+00:00,10343500,1.8,A -2023-07-30 17:30:00+00:00,10343500,1.8,A -2023-07-30 17:45:00+00:00,10343500,1.8,A -2023-07-30 18:00:00+00:00,10343500,1.8,A -2023-07-30 18:15:00+00:00,10343500,1.8,A -2023-07-30 18:30:00+00:00,10343500,1.8,A -2023-07-30 18:45:00+00:00,10343500,1.8,A -2023-07-30 19:00:00+00:00,10343500,1.79,A -2023-07-30 19:15:00+00:00,10343500,1.79,A -2023-07-30 19:30:00+00:00,10343500,1.79,A -2023-07-30 19:45:00+00:00,10343500,1.79,A -2023-07-30 20:00:00+00:00,10343500,1.78,A -2023-07-30 20:15:00+00:00,10343500,1.78,A -2023-07-30 20:30:00+00:00,10343500,1.78,A -2023-07-30 20:45:00+00:00,10343500,1.77,A -2023-07-30 21:00:00+00:00,10343500,1.77,A -2023-07-30 21:15:00+00:00,10343500,1.77,A -2023-07-30 21:30:00+00:00,10343500,1.77,A -2023-07-30 21:45:00+00:00,10343500,1.76,A -2023-07-30 22:00:00+00:00,10343500,1.76,A -2023-07-30 22:15:00+00:00,10343500,1.76,A -2023-07-30 22:30:00+00:00,10343500,1.76,A -2023-07-30 22:45:00+00:00,10343500,1.75,A -2023-07-30 23:00:00+00:00,10343500,1.75,A -2023-07-30 23:15:00+00:00,10343500,1.75,A -2023-07-30 23:30:00+00:00,10343500,1.75,A -2023-07-30 23:45:00+00:00,10343500,1.75,A -2023-07-31 00:00:00+00:00,10343500,1.74,A -2023-07-31 00:15:00+00:00,10343500,1.74,A -2023-07-31 00:30:00+00:00,10343500,1.74,A -2023-07-31 00:45:00+00:00,10343500,1.74,A -2023-07-31 01:00:00+00:00,10343500,1.74,A -2023-07-31 01:15:00+00:00,10343500,1.74,A -2023-07-31 01:30:00+00:00,10343500,1.74,A -2023-07-31 01:45:00+00:00,10343500,1.74,A -2023-07-31 02:00:00+00:00,10343500,1.74,A -2023-07-31 02:15:00+00:00,10343500,1.74,A -2023-07-31 02:30:00+00:00,10343500,1.74,A -2023-07-31 02:45:00+00:00,10343500,1.74,A -2023-07-31 03:00:00+00:00,10343500,1.74,A -2023-07-31 03:15:00+00:00,10343500,1.74,A -2023-07-31 03:30:00+00:00,10343500,1.74,A -2023-07-31 03:45:00+00:00,10343500,1.74,A -2023-07-31 04:00:00+00:00,10343500,1.74,A -2023-07-31 04:15:00+00:00,10343500,1.74,A -2023-07-31 04:30:00+00:00,10343500,1.75,A -2023-07-31 04:45:00+00:00,10343500,1.75,A -2023-07-31 05:00:00+00:00,10343500,1.75,A -2023-07-31 05:15:00+00:00,10343500,1.75,A -2023-07-31 05:30:00+00:00,10343500,1.75,A -2023-07-31 05:45:00+00:00,10343500,1.75,A -2023-07-31 06:00:00+00:00,10343500,1.76,A -2023-07-31 06:15:00+00:00,10343500,1.76,A -2023-07-31 06:30:00+00:00,10343500,1.76,A -2023-07-31 06:45:00+00:00,10343500,1.76,A -2023-07-31 07:00:00+00:00,10343500,1.76,A -2023-07-31 07:15:00+00:00,10343500,1.76,A -2023-07-31 07:30:00+00:00,10343500,1.76,A -2023-07-31 07:45:00+00:00,10343500,1.77,A -2023-07-31 08:00:00+00:00,10343500,1.77,A -2023-07-31 08:15:00+00:00,10343500,1.77,A -2023-07-31 08:30:00+00:00,10343500,1.77,A -2023-07-31 08:45:00+00:00,10343500,1.77,A -2023-07-31 09:00:00+00:00,10343500,1.77,A -2023-07-31 09:15:00+00:00,10343500,1.77,A -2023-07-31 09:30:00+00:00,10343500,1.78,A -2023-07-31 09:45:00+00:00,10343500,1.78,A -2023-07-31 10:00:00+00:00,10343500,1.78,A -2023-07-31 10:15:00+00:00,10343500,1.78,A -2023-07-31 10:30:00+00:00,10343500,1.78,A -2023-07-31 10:45:00+00:00,10343500,1.78,A -2023-07-31 11:00:00+00:00,10343500,1.78,A -2023-07-31 11:15:00+00:00,10343500,1.78,A -2023-07-31 11:30:00+00:00,10343500,1.78,A -2023-07-31 11:45:00+00:00,10343500,1.78,A -2023-07-31 12:00:00+00:00,10343500,1.78,A -2023-07-31 12:15:00+00:00,10343500,1.78,A -2023-07-31 12:30:00+00:00,10343500,1.79,A -2023-07-31 12:45:00+00:00,10343500,1.78,A -2023-07-31 13:00:00+00:00,10343500,1.79,A -2023-07-31 13:15:00+00:00,10343500,1.79,A -2023-07-31 13:30:00+00:00,10343500,1.79,A -2023-07-31 13:45:00+00:00,10343500,1.79,A -2023-07-31 14:00:00+00:00,10343500,1.79,A -2023-07-31 14:15:00+00:00,10343500,1.79,A -2023-07-31 14:30:00+00:00,10343500,1.79,A -2023-07-31 14:45:00+00:00,10343500,1.79,A -2023-07-31 15:00:00+00:00,10343500,1.79,A -2023-07-31 15:15:00+00:00,10343500,1.79,A -2023-07-31 15:30:00+00:00,10343500,1.79,A -2023-07-31 15:45:00+00:00,10343500,1.79,A -2023-07-31 16:00:00+00:00,10343500,1.79,A -2023-07-31 16:15:00+00:00,10343500,1.79,A -2023-07-31 16:30:00+00:00,10343500,1.79,A -2023-07-31 16:45:00+00:00,10343500,1.79,A -2023-07-31 17:00:00+00:00,10343500,1.79,A -2023-07-31 17:15:00+00:00,10343500,1.79,A -2023-07-31 17:30:00+00:00,10343500,1.79,A -2023-07-31 17:45:00+00:00,10343500,1.79,A -2023-07-31 18:00:00+00:00,10343500,1.79,A -2023-07-31 18:15:00+00:00,10343500,1.78,A -2023-07-31 18:30:00+00:00,10343500,1.78,A -2023-07-31 18:45:00+00:00,10343500,1.78,A -2023-07-31 19:00:00+00:00,10343500,1.78,A -2023-07-31 19:15:00+00:00,10343500,1.78,A -2023-07-31 19:30:00+00:00,10343500,1.77,A -2023-07-31 19:45:00+00:00,10343500,1.77,A -2023-07-31 20:00:00+00:00,10343500,1.77,A -2023-07-31 20:15:00+00:00,10343500,1.77,A -2023-07-31 20:30:00+00:00,10343500,1.76,A -2023-07-31 20:45:00+00:00,10343500,1.76,A -2023-07-31 21:00:00+00:00,10343500,1.76,A -2023-07-31 21:15:00+00:00,10343500,1.75,A -2023-07-31 21:30:00+00:00,10343500,1.75,A -2023-07-31 21:45:00+00:00,10343500,1.75,A -2023-07-31 22:00:00+00:00,10343500,1.75,A -2023-07-31 22:15:00+00:00,10343500,1.74,A -2023-07-31 22:30:00+00:00,10343500,1.74,A -2023-07-31 22:45:00+00:00,10343500,1.74,A -2023-07-31 23:00:00+00:00,10343500,1.74,A -2023-07-31 23:15:00+00:00,10343500,1.74,A -2023-07-31 23:30:00+00:00,10343500,1.73,A -2023-07-31 23:45:00+00:00,10343500,1.73,A -2023-08-01 00:00:00+00:00,10343500,1.73,A -2023-08-01 00:15:00+00:00,10343500,1.73,A -2023-08-01 00:30:00+00:00,10343500,1.73,A -2023-08-01 00:45:00+00:00,10343500,1.73,A -2023-08-01 01:00:00+00:00,10343500,1.73,A -2023-08-01 01:15:00+00:00,10343500,1.73,A -2023-08-01 01:30:00+00:00,10343500,1.73,A -2023-08-01 01:45:00+00:00,10343500,1.73,A -2023-08-01 02:00:00+00:00,10343500,1.73,A -2023-08-01 02:15:00+00:00,10343500,1.73,A -2023-08-01 02:30:00+00:00,10343500,1.73,A -2023-08-01 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08:30:00+00:00,10343500,1.76,A -2023-08-01 08:45:00+00:00,10343500,1.76,A -2023-08-01 09:00:00+00:00,10343500,1.76,A -2023-08-01 09:15:00+00:00,10343500,1.76,A -2023-08-01 09:30:00+00:00,10343500,1.76,A -2023-08-01 09:45:00+00:00,10343500,1.76,A -2023-08-01 10:00:00+00:00,10343500,1.76,A -2023-08-01 10:15:00+00:00,10343500,1.77,A -2023-08-01 10:30:00+00:00,10343500,1.77,A -2023-08-01 10:45:00+00:00,10343500,1.77,A -2023-08-01 11:00:00+00:00,10343500,1.77,A -2023-08-01 11:15:00+00:00,10343500,1.77,A -2023-08-01 11:30:00+00:00,10343500,1.77,A -2023-08-01 11:45:00+00:00,10343500,1.77,A -2023-08-01 12:00:00+00:00,10343500,1.77,A -2023-08-01 12:15:00+00:00,10343500,1.77,A -2023-08-01 12:30:00+00:00,10343500,1.77,A -2023-08-01 12:45:00+00:00,10343500,1.77,A -2023-08-01 13:00:00+00:00,10343500,1.78,A -2023-08-01 13:15:00+00:00,10343500,1.78,A -2023-08-01 13:30:00+00:00,10343500,1.77,A -2023-08-01 13:45:00+00:00,10343500,1.78,A -2023-08-01 14:00:00+00:00,10343500,1.78,A -2023-08-01 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00:45:00+00:00,10343500,1.72,A -2023-08-03 01:00:00+00:00,10343500,1.72,A -2023-08-03 01:15:00+00:00,10343500,1.72,A -2023-08-03 01:30:00+00:00,10343500,1.72,A -2023-08-03 01:45:00+00:00,10343500,1.72,A -2023-08-03 02:00:00+00:00,10343500,1.72,A -2023-08-03 02:15:00+00:00,10343500,1.72,A -2023-08-03 02:30:00+00:00,10343500,1.72,A -2023-08-03 02:45:00+00:00,10343500,1.72,A -2023-08-03 03:00:00+00:00,10343500,1.72,A -2023-08-03 03:15:00+00:00,10343500,1.72,A -2023-08-03 03:30:00+00:00,10343500,1.72,A -2023-08-03 03:45:00+00:00,10343500,1.72,A -2023-08-03 04:00:00+00:00,10343500,1.72,A -2023-08-03 04:15:00+00:00,10343500,1.72,A -2023-08-03 04:30:00+00:00,10343500,1.73,A -2023-08-03 04:45:00+00:00,10343500,1.73,A -2023-08-03 05:00:00+00:00,10343500,1.73,A -2023-08-03 05:15:00+00:00,10343500,1.73,A -2023-08-03 05:30:00+00:00,10343500,1.73,A -2023-08-03 05:45:00+00:00,10343500,1.73,A -2023-08-03 06:00:00+00:00,10343500,1.73,A -2023-08-03 06:15:00+00:00,10343500,1.74,A -2023-08-03 06:30:00+00:00,10343500,1.74,A -2023-08-03 06:45:00+00:00,10343500,1.74,A -2023-08-03 07:00:00+00:00,10343500,1.74,A -2023-08-03 07:15:00+00:00,10343500,1.74,A -2023-08-03 07:30:00+00:00,10343500,1.74,A -2023-08-03 07:45:00+00:00,10343500,1.74,A -2023-08-03 08:00:00+00:00,10343500,1.75,A -2023-08-03 08:15:00+00:00,10343500,1.75,A -2023-08-03 08:30:00+00:00,10343500,1.75,A -2023-08-03 08:45:00+00:00,10343500,1.75,A -2023-08-03 09:00:00+00:00,10343500,1.75,A -2023-08-03 09:15:00+00:00,10343500,1.75,A -2023-08-03 09:30:00+00:00,10343500,1.75,A -2023-08-03 09:45:00+00:00,10343500,1.75,A -2023-08-03 10:00:00+00:00,10343500,1.75,A -2023-08-03 10:15:00+00:00,10343500,1.76,A -2023-08-03 10:30:00+00:00,10343500,1.76,A -2023-08-03 10:45:00+00:00,10343500,1.76,A -2023-08-03 11:00:00+00:00,10343500,1.76,A -2023-08-03 11:15:00+00:00,10343500,1.76,A -2023-08-03 11:30:00+00:00,10343500,1.76,A -2023-08-03 11:45:00+00:00,10343500,1.76,A -2023-08-03 12:00:00+00:00,10343500,1.76,A -2023-08-03 12:15:00+00:00,10343500,1.76,A -2023-08-03 12:30:00+00:00,10343500,1.76,A -2023-08-03 12:45:00+00:00,10343500,1.76,A -2023-08-03 13:00:00+00:00,10343500,1.76,A -2023-08-03 13:15:00+00:00,10343500,1.76,A -2023-08-03 13:30:00+00:00,10343500,1.77,A -2023-08-03 13:45:00+00:00,10343500,1.77,A -2023-08-03 14:00:00+00:00,10343500,1.77,A -2023-08-03 14:15:00+00:00,10343500,1.77,A -2023-08-03 14:30:00+00:00,10343500,1.77,A -2023-08-03 14:45:00+00:00,10343500,1.77,A -2023-08-03 15:00:00+00:00,10343500,1.77,A -2023-08-03 15:15:00+00:00,10343500,1.77,A -2023-08-03 15:30:00+00:00,10343500,1.77,A -2023-08-03 15:45:00+00:00,10343500,1.77,A -2023-08-03 16:00:00+00:00,10343500,1.77,A -2023-08-03 16:15:00+00:00,10343500,1.77,A -2023-08-03 16:30:00+00:00,10343500,1.77,A -2023-08-03 16:45:00+00:00,10343500,1.77,A -2023-08-03 17:00:00+00:00,10343500,1.77,A -2023-08-03 17:15:00+00:00,10343500,1.77,A -2023-08-03 17:30:00+00:00,10343500,1.77,A -2023-08-03 17:45:00+00:00,10343500,1.77,A -2023-08-03 18:00:00+00:00,10343500,1.77,A -2023-08-03 18:15:00+00:00,10343500,1.77,A -2023-08-03 18:30:00+00:00,10343500,1.77,A -2023-08-03 18:45:00+00:00,10343500,1.77,A -2023-08-03 19:00:00+00:00,10343500,1.76,A -2023-08-03 19:15:00+00:00,10343500,1.76,A -2023-08-03 19:30:00+00:00,10343500,1.76,A -2023-08-03 19:45:00+00:00,10343500,1.76,A -2023-08-03 20:00:00+00:00,10343500,1.76,A -2023-08-03 20:15:00+00:00,10343500,1.75,A -2023-08-03 20:30:00+00:00,10343500,1.75,A -2023-08-03 20:45:00+00:00,10343500,1.75,A -2023-08-03 21:00:00+00:00,10343500,1.75,A -2023-08-03 21:15:00+00:00,10343500,1.74,A -2023-08-03 21:30:00+00:00,10343500,1.74,A -2023-08-03 21:45:00+00:00,10343500,1.74,A -2023-08-03 22:00:00+00:00,10343500,1.73,A -2023-08-03 22:15:00+00:00,10343500,1.73,A -2023-08-03 22:30:00+00:00,10343500,1.73,A -2023-08-03 22:45:00+00:00,10343500,1.73,A -2023-08-03 23:00:00+00:00,10343500,1.72,A -2023-08-03 23:15:00+00:00,10343500,1.72,A -2023-08-03 23:30:00+00:00,10343500,1.72,A -2023-08-03 23:45:00+00:00,10343500,1.72,A -2023-08-04 00:00:00+00:00,10343500,1.71,A -2023-08-04 00:15:00+00:00,10343500,1.71,A -2023-08-04 00:30:00+00:00,10343500,1.71,A -2023-08-04 00:45:00+00:00,10343500,1.71,A -2023-08-04 01:00:00+00:00,10343500,1.71,A -2023-08-04 01:15:00+00:00,10343500,1.71,A -2023-08-04 01:30:00+00:00,10343500,1.71,A -2023-08-04 01:45:00+00:00,10343500,1.7,A -2023-08-04 02:00:00+00:00,10343500,1.7,A -2023-08-04 02:15:00+00:00,10343500,1.7,A -2023-08-04 02:30:00+00:00,10343500,1.7,A -2023-08-04 02:45:00+00:00,10343500,1.7,A -2023-08-04 03:00:00+00:00,10343500,1.71,A -2023-08-04 03:15:00+00:00,10343500,1.7,A -2023-08-04 03:30:00+00:00,10343500,1.71,A -2023-08-04 03:45:00+00:00,10343500,1.71,A -2023-08-04 04:00:00+00:00,10343500,1.71,A -2023-08-04 04:15:00+00:00,10343500,1.71,A -2023-08-04 04:30:00+00:00,10343500,1.71,A -2023-08-04 04:45:00+00:00,10343500,1.71,A -2023-08-04 05:00:00+00:00,10343500,1.71,A -2023-08-04 05:15:00+00:00,10343500,1.71,A -2023-08-04 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22:45:00+00:00,10343500,1.72,A -2023-08-04 23:00:00+00:00,10343500,1.72,A -2023-08-04 23:15:00+00:00,10343500,1.71,A -2023-08-04 23:30:00+00:00,10343500,1.71,A -2023-08-04 23:45:00+00:00,10343500,1.71,A -2023-08-05 00:00:00+00:00,10343500,1.71,A -2023-08-05 00:15:00+00:00,10343500,1.71,A -2023-08-05 00:30:00+00:00,10343500,1.71,A -2023-08-05 00:45:00+00:00,10343500,1.71,A -2023-08-05 01:00:00+00:00,10343500,1.71,A -2023-08-05 01:15:00+00:00,10343500,1.71,A -2023-08-05 01:30:00+00:00,10343500,1.71,A -2023-08-05 01:45:00+00:00,10343500,1.71,A -2023-08-05 02:00:00+00:00,10343500,1.71,A -2023-08-05 02:15:00+00:00,10343500,1.71,A -2023-08-05 02:30:00+00:00,10343500,1.71,A -2023-08-05 02:45:00+00:00,10343500,1.71,A -2023-08-05 03:00:00+00:00,10343500,1.71,A -2023-08-05 03:15:00+00:00,10343500,1.71,A -2023-08-05 03:30:00+00:00,10343500,1.71,A -2023-08-05 03:45:00+00:00,10343500,1.71,A -2023-08-05 04:00:00+00:00,10343500,1.71,A -2023-08-05 04:15:00+00:00,10343500,1.71,A -2023-08-05 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11:00:00+00:00,10343500,1.7,A -2023-08-10 11:15:00+00:00,10343500,1.7,A -2023-08-10 11:30:00+00:00,10343500,1.7,A -2023-08-10 11:45:00+00:00,10343500,1.7,A -2023-08-10 12:00:00+00:00,10343500,1.7,A -2023-08-10 12:15:00+00:00,10343500,1.71,A -2023-08-10 12:30:00+00:00,10343500,1.7,A -2023-08-10 12:45:00+00:00,10343500,1.71,A -2023-08-10 13:00:00+00:00,10343500,1.71,A -2023-08-10 13:15:00+00:00,10343500,1.71,A -2023-08-10 13:30:00+00:00,10343500,1.71,A -2023-08-10 13:45:00+00:00,10343500,1.71,A -2023-08-10 14:00:00+00:00,10343500,1.71,A -2023-08-10 14:15:00+00:00,10343500,1.71,A -2023-08-10 14:30:00+00:00,10343500,1.71,A -2023-08-10 14:45:00+00:00,10343500,1.71,A -2023-08-10 15:00:00+00:00,10343500,1.71,A -2023-08-10 15:15:00+00:00,10343500,1.72,A -2023-08-10 15:30:00+00:00,10343500,1.71,A -2023-08-10 15:45:00+00:00,10343500,1.72,A -2023-08-10 16:00:00+00:00,10343500,1.72,A -2023-08-10 16:15:00+00:00,10343500,1.72,A -2023-08-10 16:30:00+00:00,10343500,1.72,A -2023-08-10 16:45:00+00:00,10343500,1.72,A -2023-08-10 17:00:00+00:00,10343500,1.72,A -2023-08-10 17:15:00+00:00,10343500,1.72,A -2023-08-10 17:30:00+00:00,10343500,1.72,A -2023-08-10 17:45:00+00:00,10343500,1.72,A -2023-08-10 18:00:00+00:00,10343500,1.72,A -2023-08-10 18:15:00+00:00,10343500,1.72,A -2023-08-10 18:30:00+00:00,10343500,1.71,A -2023-08-10 18:45:00+00:00,10343500,1.72,A -2023-08-10 19:00:00+00:00,10343500,1.71,A -2023-08-10 19:15:00+00:00,10343500,1.71,A -2023-08-10 19:30:00+00:00,10343500,1.71,A -2023-08-10 19:45:00+00:00,10343500,1.71,A -2023-08-10 20:00:00+00:00,10343500,1.71,A -2023-08-10 20:15:00+00:00,10343500,1.7,A -2023-08-10 20:30:00+00:00,10343500,1.7,A -2023-08-10 20:45:00+00:00,10343500,1.7,A -2023-08-10 21:00:00+00:00,10343500,1.69,A -2023-08-10 21:15:00+00:00,10343500,1.69,A -2023-08-10 21:30:00+00:00,10343500,1.69,A -2023-08-10 21:45:00+00:00,10343500,1.69,A -2023-08-10 22:00:00+00:00,10343500,1.69,A -2023-08-10 22:15:00+00:00,10343500,1.68,A -2023-08-10 22:30:00+00:00,10343500,1.68,A -2023-08-10 22:45:00+00:00,10343500,1.68,A -2023-08-10 23:00:00+00:00,10343500,1.68,A -2023-08-10 23:15:00+00:00,10343500,1.68,A -2023-08-10 23:30:00+00:00,10343500,1.67,A -2023-08-10 23:45:00+00:00,10343500,1.67,A -2023-08-11 00:00:00+00:00,10343500,1.67,A -2023-08-11 00:15:00+00:00,10343500,1.67,A -2023-08-11 00:30:00+00:00,10343500,1.67,A -2023-08-11 00:45:00+00:00,10343500,1.67,A -2023-08-11 01:00:00+00:00,10343500,1.67,A -2023-08-11 01:15:00+00:00,10343500,1.67,A -2023-08-11 01:30:00+00:00,10343500,1.67,A -2023-08-11 01:45:00+00:00,10343500,1.66,A -2023-08-11 02:00:00+00:00,10343500,1.66,A -2023-08-11 02:15:00+00:00,10343500,1.66,A -2023-08-11 02:30:00+00:00,10343500,1.66,A -2023-08-11 02:45:00+00:00,10343500,1.66,A -2023-08-11 03:00:00+00:00,10343500,1.66,A -2023-08-11 03:15:00+00:00,10343500,1.66,A -2023-08-11 03:30:00+00:00,10343500,1.67,A -2023-08-11 03:45:00+00:00,10343500,1.67,A -2023-08-11 04:00:00+00:00,10343500,1.67,A -2023-08-11 04:15:00+00:00,10343500,1.67,A -2023-08-11 04:30:00+00:00,10343500,1.67,A -2023-08-11 04:45:00+00:00,10343500,1.67,A -2023-08-11 05:00:00+00:00,10343500,1.67,A -2023-08-11 05:15:00+00:00,10343500,1.67,A -2023-08-11 05:30:00+00:00,10343500,1.67,A -2023-08-11 05:45:00+00:00,10343500,1.67,A -2023-08-11 06:00:00+00:00,10343500,1.68,A -2023-08-11 06:15:00+00:00,10343500,1.68,A -2023-08-11 06:30:00+00:00,10343500,1.68,A -2023-08-11 06:45:00+00:00,10343500,1.68,A -2023-08-11 07:00:00+00:00,10343500,1.68,A -2023-08-11 07:15:00+00:00,10343500,1.68,A -2023-08-11 07:30:00+00:00,10343500,1.68,A -2023-08-11 07:45:00+00:00,10343500,1.68,A -2023-08-11 08:00:00+00:00,10343500,1.68,A -2023-08-11 08:15:00+00:00,10343500,1.68,A -2023-08-11 08:30:00+00:00,10343500,1.69,A -2023-08-11 08:45:00+00:00,10343500,1.69,A -2023-08-11 09:00:00+00:00,10343500,1.69,A -2023-08-11 09:15:00+00:00,10343500,1.69,A -2023-08-11 09:30:00+00:00,10343500,1.69,A -2023-08-11 09:45:00+00:00,10343500,1.69,A -2023-08-11 10:00:00+00:00,10343500,1.69,A -2023-08-11 10:15:00+00:00,10343500,1.69,A -2023-08-11 10:30:00+00:00,10343500,1.7,A -2023-08-11 10:45:00+00:00,10343500,1.7,A -2023-08-11 11:00:00+00:00,10343500,1.7,A -2023-08-11 11:15:00+00:00,10343500,1.7,A -2023-08-11 11:30:00+00:00,10343500,1.7,A -2023-08-11 11:45:00+00:00,10343500,1.7,A -2023-08-11 12:00:00+00:00,10343500,1.7,A -2023-08-11 12:15:00+00:00,10343500,1.7,A -2023-08-11 12:30:00+00:00,10343500,1.7,A -2023-08-11 12:45:00+00:00,10343500,1.7,A -2023-08-11 13:00:00+00:00,10343500,1.7,A -2023-08-11 13:15:00+00:00,10343500,1.7,A -2023-08-11 13:30:00+00:00,10343500,1.7,A -2023-08-11 13:45:00+00:00,10343500,1.71,A -2023-08-11 14:00:00+00:00,10343500,1.71,A -2023-08-11 14:15:00+00:00,10343500,1.71,A -2023-08-11 14:30:00+00:00,10343500,1.71,A -2023-08-11 14:45:00+00:00,10343500,1.71,A -2023-08-11 15:00:00+00:00,10343500,1.71,A -2023-08-11 15:15:00+00:00,10343500,1.71,A -2023-08-11 15:30:00+00:00,10343500,1.71,A -2023-08-11 15:45:00+00:00,10343500,1.71,A -2023-08-11 16:00:00+00:00,10343500,1.71,A -2023-08-11 16:15:00+00:00,10343500,1.71,A -2023-08-11 16:30:00+00:00,10343500,1.71,A -2023-08-11 16:45:00+00:00,10343500,1.71,A -2023-08-11 17:00:00+00:00,10343500,1.71,A -2023-08-11 17:15:00+00:00,10343500,1.72,A -2023-08-11 17:30:00+00:00,10343500,1.72,A -2023-08-11 17:45:00+00:00,10343500,1.72,A -2023-08-11 18:00:00+00:00,10343500,1.72,A -2023-08-11 18:15:00+00:00,10343500,1.72,A -2023-08-11 18:30:00+00:00,10343500,1.72,A -2023-08-11 18:45:00+00:00,10343500,1.72,A -2023-08-11 19:00:00+00:00,10343500,1.71,A -2023-08-11 19:15:00+00:00,10343500,1.71,A -2023-08-11 19:30:00+00:00,10343500,1.71,A -2023-08-11 19:45:00+00:00,10343500,1.71,A -2023-08-11 20:00:00+00:00,10343500,1.71,A -2023-08-11 20:15:00+00:00,10343500,1.7,A -2023-08-11 20:30:00+00:00,10343500,1.7,A -2023-08-11 20:45:00+00:00,10343500,1.7,A -2023-08-11 21:00:00+00:00,10343500,1.7,A -2023-08-11 21:15:00+00:00,10343500,1.69,A -2023-08-11 21:30:00+00:00,10343500,1.69,A -2023-08-11 21:45:00+00:00,10343500,1.69,A -2023-08-11 22:00:00+00:00,10343500,1.69,A -2023-08-11 22:15:00+00:00,10343500,1.68,A -2023-08-11 22:30:00+00:00,10343500,1.68,A -2023-08-11 22:45:00+00:00,10343500,1.68,A -2023-08-11 23:00:00+00:00,10343500,1.68,A -2023-08-11 23:15:00+00:00,10343500,1.68,A -2023-08-11 23:30:00+00:00,10343500,1.68,A -2023-08-11 23:45:00+00:00,10343500,1.67,A -2023-08-12 00:00:00+00:00,10343500,1.67,A -2023-08-12 00:15:00+00:00,10343500,1.67,A -2023-08-12 00:30:00+00:00,10343500,1.67,A -2023-08-12 00:45:00+00:00,10343500,1.67,A -2023-08-12 01:00:00+00:00,10343500,1.67,A -2023-08-12 01:15:00+00:00,10343500,1.67,A -2023-08-12 01:30:00+00:00,10343500,1.67,A -2023-08-12 01:45:00+00:00,10343500,1.66,A -2023-08-12 02:00:00+00:00,10343500,1.66,A -2023-08-12 02:15:00+00:00,10343500,1.66,A -2023-08-12 02:30:00+00:00,10343500,1.67,A -2023-08-12 02:45:00+00:00,10343500,1.66,A -2023-08-12 03:00:00+00:00,10343500,1.66,A -2023-08-12 03:15:00+00:00,10343500,1.67,A -2023-08-12 03:30:00+00:00,10343500,1.67,A -2023-08-12 03:45:00+00:00,10343500,1.67,A -2023-08-12 04:00:00+00:00,10343500,1.67,A -2023-08-12 04:15:00+00:00,10343500,1.67,A -2023-08-12 04:30:00+00:00,10343500,1.67,A -2023-08-12 04:45:00+00:00,10343500,1.67,A -2023-08-12 05:00:00+00:00,10343500,1.67,A -2023-08-12 05:15:00+00:00,10343500,1.67,A -2023-08-12 05:30:00+00:00,10343500,1.67,A -2023-08-12 05:45:00+00:00,10343500,1.67,A -2023-08-12 06:00:00+00:00,10343500,1.68,A -2023-08-12 06:15:00+00:00,10343500,1.68,A -2023-08-12 06:30:00+00:00,10343500,1.68,A -2023-08-12 06:45:00+00:00,10343500,1.68,A -2023-08-12 07:00:00+00:00,10343500,1.68,A -2023-08-12 07:15:00+00:00,10343500,1.68,A -2023-08-12 07:30:00+00:00,10343500,1.68,A -2023-08-12 07:45:00+00:00,10343500,1.68,A -2023-08-12 08:00:00+00:00,10343500,1.68,A -2023-08-12 08:15:00+00:00,10343500,1.68,A -2023-08-12 08:30:00+00:00,10343500,1.69,A -2023-08-12 08:45:00+00:00,10343500,1.69,A -2023-08-12 09:00:00+00:00,10343500,1.69,A -2023-08-12 09:15:00+00:00,10343500,1.69,A -2023-08-12 09:30:00+00:00,10343500,1.69,A -2023-08-12 09:45:00+00:00,10343500,1.69,A -2023-08-12 10:00:00+00:00,10343500,1.69,A -2023-08-12 10:15:00+00:00,10343500,1.69,A -2023-08-12 10:30:00+00:00,10343500,1.69,A -2023-08-12 10:45:00+00:00,10343500,1.7,A -2023-08-12 11:00:00+00:00,10343500,1.7,A -2023-08-12 11:15:00+00:00,10343500,1.7,A -2023-08-12 11:30:00+00:00,10343500,1.7,A -2023-08-12 11:45:00+00:00,10343500,1.7,A -2023-08-12 12:00:00+00:00,10343500,1.7,A -2023-08-12 12:15:00+00:00,10343500,1.7,A -2023-08-12 12:30:00+00:00,10343500,1.7,A -2023-08-12 12:45:00+00:00,10343500,1.7,A -2023-08-12 13:00:00+00:00,10343500,1.7,A -2023-08-12 13:15:00+00:00,10343500,1.7,A -2023-08-12 13:30:00+00:00,10343500,1.7,A -2023-08-12 13:45:00+00:00,10343500,1.7,A -2023-08-12 14:00:00+00:00,10343500,1.71,A -2023-08-12 14:15:00+00:00,10343500,1.71,A -2023-08-12 14:30:00+00:00,10343500,1.71,A -2023-08-12 14:45:00+00:00,10343500,1.71,A -2023-08-12 15:00:00+00:00,10343500,1.71,A -2023-08-12 15:15:00+00:00,10343500,1.71,A -2023-08-12 15:30:00+00:00,10343500,1.71,A -2023-08-12 15:45:00+00:00,10343500,1.71,A -2023-08-12 16:00:00+00:00,10343500,1.71,A -2023-08-12 16:15:00+00:00,10343500,1.71,A -2023-08-12 16:30:00+00:00,10343500,1.71,A -2023-08-12 16:45:00+00:00,10343500,1.71,A -2023-08-12 17:00:00+00:00,10343500,1.71,A -2023-08-12 17:15:00+00:00,10343500,1.71,A -2023-08-12 17:30:00+00:00,10343500,1.71,A -2023-08-12 17:45:00+00:00,10343500,1.71,A -2023-08-12 18:00:00+00:00,10343500,1.71,A -2023-08-12 18:15:00+00:00,10343500,1.71,A -2023-08-12 18:30:00+00:00,10343500,1.71,A -2023-08-12 18:45:00+00:00,10343500,1.71,A -2023-08-12 19:00:00+00:00,10343500,1.71,A -2023-08-12 19:15:00+00:00,10343500,1.71,A -2023-08-12 19:30:00+00:00,10343500,1.7,A -2023-08-12 19:45:00+00:00,10343500,1.7,A -2023-08-12 20:00:00+00:00,10343500,1.7,A -2023-08-12 20:15:00+00:00,10343500,1.7,A -2023-08-12 20:30:00+00:00,10343500,1.7,A -2023-08-12 20:45:00+00:00,10343500,1.69,A -2023-08-12 21:00:00+00:00,10343500,1.69,A -2023-08-12 21:15:00+00:00,10343500,1.69,A -2023-08-12 21:30:00+00:00,10343500,1.68,A -2023-08-12 21:45:00+00:00,10343500,1.68,A -2023-08-12 22:00:00+00:00,10343500,1.68,A -2023-08-12 22:15:00+00:00,10343500,1.68,A -2023-08-12 22:30:00+00:00,10343500,1.68,A -2023-08-12 22:45:00+00:00,10343500,1.67,A -2023-08-12 23:00:00+00:00,10343500,1.68,A -2023-08-12 23:15:00+00:00,10343500,1.67,A -2023-08-12 23:30:00+00:00,10343500,1.67,A -2023-08-12 23:45:00+00:00,10343500,1.67,A -2023-08-13 00:00:00+00:00,10343500,1.67,A -2023-08-13 00:15:00+00:00,10343500,1.67,A -2023-08-13 00:30:00+00:00,10343500,1.67,A -2023-08-13 00:45:00+00:00,10343500,1.67,A -2023-08-13 01:00:00+00:00,10343500,1.66,A -2023-08-13 01:15:00+00:00,10343500,1.66,A -2023-08-13 01:30:00+00:00,10343500,1.66,A -2023-08-13 01:45:00+00:00,10343500,1.66,A -2023-08-13 02:00:00+00:00,10343500,1.66,A -2023-08-13 02:15:00+00:00,10343500,1.66,A -2023-08-13 02:30:00+00:00,10343500,1.66,A -2023-08-13 02:45:00+00:00,10343500,1.66,A -2023-08-13 03:00:00+00:00,10343500,1.66,A -2023-08-13 03:15:00+00:00,10343500,1.67,A -2023-08-13 03:30:00+00:00,10343500,1.67,A -2023-08-13 03:45:00+00:00,10343500,1.67,A -2023-08-13 04:00:00+00:00,10343500,1.67,A -2023-08-13 04:15:00+00:00,10343500,1.67,A -2023-08-13 04:30:00+00:00,10343500,1.67,A -2023-08-13 04:45:00+00:00,10343500,1.67,A -2023-08-13 05:00:00+00:00,10343500,1.67,A -2023-08-13 05:15:00+00:00,10343500,1.67,A -2023-08-13 05:30:00+00:00,10343500,1.67,A -2023-08-13 05:45:00+00:00,10343500,1.67,A -2023-08-13 06:00:00+00:00,10343500,1.68,A -2023-08-13 06:15:00+00:00,10343500,1.68,A -2023-08-13 06:30:00+00:00,10343500,1.68,A -2023-08-13 06:45:00+00:00,10343500,1.68,A -2023-08-13 07:00:00+00:00,10343500,1.68,A -2023-08-13 07:15:00+00:00,10343500,1.68,A -2023-08-13 07:30:00+00:00,10343500,1.68,A -2023-08-13 07:45:00+00:00,10343500,1.68,A -2023-08-13 08:00:00+00:00,10343500,1.68,A -2023-08-13 08:15:00+00:00,10343500,1.68,A -2023-08-13 08:30:00+00:00,10343500,1.68,A -2023-08-13 08:45:00+00:00,10343500,1.69,A -2023-08-13 09:00:00+00:00,10343500,1.69,A -2023-08-13 09:15:00+00:00,10343500,1.69,A -2023-08-13 09:30:00+00:00,10343500,1.69,A -2023-08-13 09:45:00+00:00,10343500,1.69,A -2023-08-13 10:00:00+00:00,10343500,1.69,A -2023-08-13 10:15:00+00:00,10343500,1.69,A -2023-08-13 10:30:00+00:00,10343500,1.69,A -2023-08-13 10:45:00+00:00,10343500,1.69,A -2023-08-13 11:00:00+00:00,10343500,1.69,A -2023-08-13 11:15:00+00:00,10343500,1.7,A -2023-08-13 11:30:00+00:00,10343500,1.7,A -2023-08-13 11:45:00+00:00,10343500,1.7,A -2023-08-13 12:00:00+00:00,10343500,1.7,A -2023-08-13 12:15:00+00:00,10343500,1.7,A -2023-08-13 12:30:00+00:00,10343500,1.7,A -2023-08-13 12:45:00+00:00,10343500,1.7,A -2023-08-13 13:00:00+00:00,10343500,1.7,A -2023-08-13 13:15:00+00:00,10343500,1.7,A -2023-08-13 13:30:00+00:00,10343500,1.7,A -2023-08-13 13:45:00+00:00,10343500,1.7,A -2023-08-13 14:00:00+00:00,10343500,1.7,A -2023-08-13 14:15:00+00:00,10343500,1.7,A -2023-08-13 14:30:00+00:00,10343500,1.7,A -2023-08-13 14:45:00+00:00,10343500,1.7,A -2023-08-13 15:00:00+00:00,10343500,1.7,A -2023-08-13 15:15:00+00:00,10343500,1.71,A -2023-08-13 15:30:00+00:00,10343500,1.71,A -2023-08-13 15:45:00+00:00,10343500,1.71,A -2023-08-13 16:00:00+00:00,10343500,1.71,A -2023-08-13 16:15:00+00:00,10343500,1.71,A -2023-08-13 16:30:00+00:00,10343500,1.71,A -2023-08-13 16:45:00+00:00,10343500,1.71,A -2023-08-13 17:00:00+00:00,10343500,1.71,A -2023-08-13 17:15:00+00:00,10343500,1.71,A -2023-08-13 17:30:00+00:00,10343500,1.71,A -2023-08-13 17:45:00+00:00,10343500,1.71,A -2023-08-13 18:00:00+00:00,10343500,1.71,A -2023-08-13 18:15:00+00:00,10343500,1.71,A -2023-08-13 18:30:00+00:00,10343500,1.71,A -2023-08-13 18:45:00+00:00,10343500,1.71,A -2023-08-13 19:00:00+00:00,10343500,1.7,A -2023-08-13 19:15:00+00:00,10343500,1.7,A -2023-08-13 19:30:00+00:00,10343500,1.7,A -2023-08-13 19:45:00+00:00,10343500,1.7,A -2023-08-13 20:00:00+00:00,10343500,1.69,A -2023-08-13 20:15:00+00:00,10343500,1.69,A -2023-08-13 20:30:00+00:00,10343500,1.69,A -2023-08-13 20:45:00+00:00,10343500,1.69,A -2023-08-13 21:00:00+00:00,10343500,1.68,A -2023-08-13 21:15:00+00:00,10343500,1.68,A -2023-08-13 21:30:00+00:00,10343500,1.68,A -2023-08-13 21:45:00+00:00,10343500,1.68,A -2023-08-13 22:00:00+00:00,10343500,1.67,A -2023-08-13 22:15:00+00:00,10343500,1.67,A -2023-08-13 22:30:00+00:00,10343500,1.67,A -2023-08-13 22:45:00+00:00,10343500,1.67,A -2023-08-13 23:00:00+00:00,10343500,1.66,A -2023-08-13 23:15:00+00:00,10343500,1.66,A -2023-08-13 23:30:00+00:00,10343500,1.66,A -2023-08-13 23:45:00+00:00,10343500,1.66,A -2023-08-14 00:00:00+00:00,10343500,1.66,A -2023-08-14 00:15:00+00:00,10343500,1.66,A -2023-08-14 00:30:00+00:00,10343500,1.65,A -2023-08-14 00:45:00+00:00,10343500,1.65,A -2023-08-14 01:00:00+00:00,10343500,1.65,A -2023-08-14 01:15:00+00:00,10343500,1.65,A -2023-08-14 01:30:00+00:00,10343500,1.65,A -2023-08-14 01:45:00+00:00,10343500,1.65,A -2023-08-14 02:00:00+00:00,10343500,1.65,A -2023-08-14 02:15:00+00:00,10343500,1.65,A -2023-08-14 02:30:00+00:00,10343500,1.65,A -2023-08-14 02:45:00+00:00,10343500,1.65,A -2023-08-14 03:00:00+00:00,10343500,1.65,A -2023-08-14 03:15:00+00:00,10343500,1.65,A -2023-08-14 03:30:00+00:00,10343500,1.65,A -2023-08-14 03:45:00+00:00,10343500,1.65,A -2023-08-14 04:00:00+00:00,10343500,1.66,A -2023-08-14 04:15:00+00:00,10343500,1.66,A -2023-08-14 04:30:00+00:00,10343500,1.66,A -2023-08-14 04:45:00+00:00,10343500,1.66,A -2023-08-14 05:00:00+00:00,10343500,1.66,A -2023-08-14 05:15:00+00:00,10343500,1.66,A -2023-08-14 05:30:00+00:00,10343500,1.66,A -2023-08-14 05:45:00+00:00,10343500,1.66,A -2023-08-14 06:00:00+00:00,10343500,1.66,A -2023-08-14 06:15:00+00:00,10343500,1.67,A -2023-08-14 06:30:00+00:00,10343500,1.67,A -2023-08-14 06:45:00+00:00,10343500,1.67,A -2023-08-14 07:00:00+00:00,10343500,1.67,A -2023-08-14 07:15:00+00:00,10343500,1.67,A -2023-08-14 07:30:00+00:00,10343500,1.67,A -2023-08-14 07:45:00+00:00,10343500,1.67,A -2023-08-14 08:00:00+00:00,10343500,1.67,A -2023-08-14 08:15:00+00:00,10343500,1.68,A -2023-08-14 08:30:00+00:00,10343500,1.68,A -2023-08-14 08:45:00+00:00,10343500,1.68,A -2023-08-14 09:00:00+00:00,10343500,1.68,A -2023-08-14 09:15:00+00:00,10343500,1.68,A -2023-08-14 09:30:00+00:00,10343500,1.68,A -2023-08-14 09:45:00+00:00,10343500,1.68,A -2023-08-14 10:00:00+00:00,10343500,1.68,A -2023-08-14 10:15:00+00:00,10343500,1.68,A -2023-08-14 10:30:00+00:00,10343500,1.68,A -2023-08-14 10:45:00+00:00,10343500,1.68,A -2023-08-14 11:00:00+00:00,10343500,1.69,A -2023-08-14 11:15:00+00:00,10343500,1.69,A -2023-08-14 11:30:00+00:00,10343500,1.69,A -2023-08-14 11:45:00+00:00,10343500,1.69,A -2023-08-14 12:00:00+00:00,10343500,1.69,A -2023-08-14 12:15:00+00:00,10343500,1.69,A -2023-08-14 12:30:00+00:00,10343500,1.69,A -2023-08-14 12:45:00+00:00,10343500,1.69,A -2023-08-14 13:00:00+00:00,10343500,1.69,A -2023-08-14 13:15:00+00:00,10343500,1.69,A -2023-08-14 13:30:00+00:00,10343500,1.69,A -2023-08-14 13:45:00+00:00,10343500,1.7,A -2023-08-14 14:00:00+00:00,10343500,1.7,A -2023-08-14 14:15:00+00:00,10343500,1.7,A -2023-08-14 14:30:00+00:00,10343500,1.7,A -2023-08-14 14:45:00+00:00,10343500,1.7,A -2023-08-14 15:00:00+00:00,10343500,1.7,A -2023-08-14 15:15:00+00:00,10343500,1.7,A -2023-08-14 15:30:00+00:00,10343500,1.7,A -2023-08-14 15:45:00+00:00,10343500,1.7,A -2023-08-14 16:00:00+00:00,10343500,1.7,A -2023-08-14 16:15:00+00:00,10343500,1.7,A -2023-08-14 16:30:00+00:00,10343500,1.7,A -2023-08-14 16:45:00+00:00,10343500,1.7,A -2023-08-14 17:00:00+00:00,10343500,1.7,A -2023-08-14 17:15:00+00:00,10343500,1.7,A -2023-08-14 17:30:00+00:00,10343500,1.7,A -2023-08-14 17:45:00+00:00,10343500,1.7,A -2023-08-14 18:00:00+00:00,10343500,1.7,A -2023-08-14 18:15:00+00:00,10343500,1.7,A -2023-08-14 18:30:00+00:00,10343500,1.7,A 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00:30:00+00:00,10343500,1.68,A -2023-08-15 00:45:00+00:00,10343500,1.68,A -2023-08-15 01:00:00+00:00,10343500,1.68,A -2023-08-15 01:15:00+00:00,10343500,1.68,A -2023-08-15 01:30:00+00:00,10343500,1.68,A -2023-08-15 01:45:00+00:00,10343500,1.68,A -2023-08-15 02:00:00+00:00,10343500,1.68,A -2023-08-15 02:15:00+00:00,10343500,1.68,A -2023-08-15 02:30:00+00:00,10343500,1.68,A -2023-08-15 02:45:00+00:00,10343500,1.68,A -2023-08-15 03:00:00+00:00,10343500,1.69,A -2023-08-15 03:15:00+00:00,10343500,1.69,A -2023-08-15 03:30:00+00:00,10343500,1.69,A -2023-08-15 03:45:00+00:00,10343500,1.69,A -2023-08-15 04:00:00+00:00,10343500,1.69,A -2023-08-15 04:15:00+00:00,10343500,1.69,A -2023-08-15 04:30:00+00:00,10343500,1.7,A -2023-08-15 04:45:00+00:00,10343500,1.7,A -2023-08-15 05:00:00+00:00,10343500,1.7,A -2023-08-15 05:15:00+00:00,10343500,1.7,A -2023-08-15 05:30:00+00:00,10343500,1.71,A -2023-08-15 05:45:00+00:00,10343500,1.71,A -2023-08-15 06:00:00+00:00,10343500,1.71,A -2023-08-15 06:15:00+00:00,10343500,1.71,A -2023-08-15 06:30:00+00:00,10343500,1.71,A -2023-08-15 06:45:00+00:00,10343500,1.71,A -2023-08-15 07:00:00+00:00,10343500,1.71,A -2023-08-15 07:15:00+00:00,10343500,1.71,A -2023-08-15 07:30:00+00:00,10343500,1.71,A -2023-08-15 07:45:00+00:00,10343500,1.71,A -2023-08-15 08:00:00+00:00,10343500,1.71,A -2023-08-15 08:15:00+00:00,10343500,1.71,A -2023-08-15 08:30:00+00:00,10343500,1.71,A -2023-08-15 08:45:00+00:00,10343500,1.71,A -2023-08-15 09:00:00+00:00,10343500,1.71,A -2023-08-15 09:15:00+00:00,10343500,1.71,A -2023-08-15 09:30:00+00:00,10343500,1.71,A -2023-08-15 09:45:00+00:00,10343500,1.71,A -2023-08-15 10:00:00+00:00,10343500,1.71,A -2023-08-15 10:15:00+00:00,10343500,1.71,A -2023-08-15 10:30:00+00:00,10343500,1.71,A -2023-08-15 10:45:00+00:00,10343500,1.71,A -2023-08-15 11:00:00+00:00,10343500,1.71,A -2023-08-15 11:15:00+00:00,10343500,1.71,A -2023-08-15 11:30:00+00:00,10343500,1.71,A -2023-08-15 11:45:00+00:00,10343500,1.71,A -2023-08-15 12:00:00+00:00,10343500,1.71,A -2023-08-15 12:15:00+00:00,10343500,1.71,A -2023-08-15 12:30:00+00:00,10343500,1.71,A -2023-08-15 12:45:00+00:00,10343500,1.71,A -2023-08-15 13:00:00+00:00,10343500,1.71,A -2023-08-15 13:15:00+00:00,10343500,1.71,A -2023-08-15 13:30:00+00:00,10343500,1.71,A -2023-08-15 13:45:00+00:00,10343500,1.71,A -2023-08-15 14:00:00+00:00,10343500,1.71,A -2023-08-15 14:15:00+00:00,10343500,1.71,A -2023-08-15 14:30:00+00:00,10343500,1.71,A -2023-08-15 14:45:00+00:00,10343500,1.71,A -2023-08-15 15:00:00+00:00,10343500,1.71,A -2023-08-15 15:15:00+00:00,10343500,1.71,A -2023-08-15 15:30:00+00:00,10343500,1.71,A -2023-08-15 15:45:00+00:00,10343500,1.71,A -2023-08-15 16:00:00+00:00,10343500,1.71,A -2023-08-15 16:15:00+00:00,10343500,1.72,A -2023-08-15 16:30:00+00:00,10343500,1.72,A -2023-08-15 16:45:00+00:00,10343500,1.72,A -2023-08-15 17:00:00+00:00,10343500,1.72,A -2023-08-15 17:15:00+00:00,10343500,1.72,A -2023-08-15 17:30:00+00:00,10343500,1.72,A -2023-08-15 17:45:00+00:00,10343500,1.72,A -2023-08-15 18:00:00+00:00,10343500,1.72,A -2023-08-15 18:15:00+00:00,10343500,1.72,A -2023-08-15 18:30:00+00:00,10343500,1.72,A -2023-08-15 18:45:00+00:00,10343500,1.71,A -2023-08-15 19:00:00+00:00,10343500,1.71,A -2023-08-15 19:15:00+00:00,10343500,1.71,A -2023-08-15 19:30:00+00:00,10343500,1.71,A -2023-08-15 19:45:00+00:00,10343500,1.71,A -2023-08-15 20:00:00+00:00,10343500,1.71,A -2023-08-15 20:15:00+00:00,10343500,1.71,A -2023-08-15 20:30:00+00:00,10343500,1.7,A -2023-08-15 20:45:00+00:00,10343500,1.7,A -2023-08-15 21:00:00+00:00,10343500,1.7,A -2023-08-15 21:15:00+00:00,10343500,1.7,A -2023-08-15 21:30:00+00:00,10343500,1.69,A -2023-08-15 21:45:00+00:00,10343500,1.69,A -2023-08-15 22:00:00+00:00,10343500,1.69,A -2023-08-15 22:15:00+00:00,10343500,1.68,A -2023-08-15 22:30:00+00:00,10343500,1.68,A -2023-08-15 22:45:00+00:00,10343500,1.68,A -2023-08-15 23:00:00+00:00,10343500,1.68,A -2023-08-15 23:15:00+00:00,10343500,1.68,A -2023-08-15 23:30:00+00:00,10343500,1.67,A -2023-08-15 23:45:00+00:00,10343500,1.67,A -2023-08-16 00:00:00+00:00,10343500,1.67,A -2023-08-16 00:15:00+00:00,10343500,1.66,A -2023-08-16 00:30:00+00:00,10343500,1.66,A -2023-08-16 00:45:00+00:00,10343500,1.66,A -2023-08-16 01:00:00+00:00,10343500,1.66,A -2023-08-16 01:15:00+00:00,10343500,1.66,A -2023-08-16 01:30:00+00:00,10343500,1.66,A -2023-08-16 01:45:00+00:00,10343500,1.66,A -2023-08-16 02:00:00+00:00,10343500,1.66,A -2023-08-16 02:15:00+00:00,10343500,1.66,A -2023-08-16 02:30:00+00:00,10343500,1.66,A -2023-08-16 02:45:00+00:00,10343500,1.66,A -2023-08-16 03:00:00+00:00,10343500,1.66,A -2023-08-16 03:15:00+00:00,10343500,1.66,A -2023-08-16 03:30:00+00:00,10343500,1.66,A -2023-08-16 03:45:00+00:00,10343500,1.66,A -2023-08-16 04:00:00+00:00,10343500,1.66,A -2023-08-16 04:15:00+00:00,10343500,1.66,A -2023-08-16 04:30:00+00:00,10343500,1.66,A -2023-08-16 04:45:00+00:00,10343500,1.67,A -2023-08-16 05:00:00+00:00,10343500,1.67,A -2023-08-16 05:15:00+00:00,10343500,1.67,A -2023-08-16 05:30:00+00:00,10343500,1.67,A -2023-08-16 05:45:00+00:00,10343500,1.67,A -2023-08-16 06:00:00+00:00,10343500,1.67,A -2023-08-16 06:15:00+00:00,10343500,1.67,A -2023-08-16 06:30:00+00:00,10343500,1.67,A -2023-08-16 06:45:00+00:00,10343500,1.67,A -2023-08-16 07:00:00+00:00,10343500,1.67,A -2023-08-16 07:15:00+00:00,10343500,1.68,A -2023-08-16 07:30:00+00:00,10343500,1.68,A -2023-08-16 07:45:00+00:00,10343500,1.68,A -2023-08-16 08:00:00+00:00,10343500,1.68,A -2023-08-16 08:15:00+00:00,10343500,1.68,A -2023-08-16 08:30:00+00:00,10343500,1.68,A -2023-08-16 08:45:00+00:00,10343500,1.68,A -2023-08-16 09:00:00+00:00,10343500,1.68,A -2023-08-16 09:15:00+00:00,10343500,1.68,A -2023-08-16 09:30:00+00:00,10343500,1.68,A -2023-08-16 09:45:00+00:00,10343500,1.68,A -2023-08-16 10:00:00+00:00,10343500,1.68,A -2023-08-16 10:15:00+00:00,10343500,1.68,A -2023-08-16 10:30:00+00:00,10343500,1.68,A -2023-08-16 10:45:00+00:00,10343500,1.69,A -2023-08-16 11:00:00+00:00,10343500,1.69,A -2023-08-16 11:15:00+00:00,10343500,1.69,A -2023-08-16 11:30:00+00:00,10343500,1.69,A -2023-08-16 11:45:00+00:00,10343500,1.69,A -2023-08-16 12:00:00+00:00,10343500,1.69,A -2023-08-16 12:15:00+00:00,10343500,1.69,A -2023-08-16 12:30:00+00:00,10343500,1.69,A -2023-08-16 12:45:00+00:00,10343500,1.69,A -2023-08-16 13:00:00+00:00,10343500,1.69,A -2023-08-16 13:15:00+00:00,10343500,1.69,A -2023-08-16 13:30:00+00:00,10343500,1.69,A -2023-08-16 13:45:00+00:00,10343500,1.69,A -2023-08-16 14:00:00+00:00,10343500,1.69,A -2023-08-16 14:15:00+00:00,10343500,1.69,A -2023-08-16 14:30:00+00:00,10343500,1.7,A -2023-08-16 14:45:00+00:00,10343500,1.7,A -2023-08-16 15:00:00+00:00,10343500,1.7,A -2023-08-16 15:15:00+00:00,10343500,1.7,A -2023-08-16 15:30:00+00:00,10343500,1.7,A -2023-08-16 15:45:00+00:00,10343500,1.7,A -2023-08-16 16:00:00+00:00,10343500,1.7,A -2023-08-16 16:15:00+00:00,10343500,1.7,A -2023-08-16 16:30:00+00:00,10343500,1.7,A -2023-08-16 16:45:00+00:00,10343500,1.7,A -2023-08-16 17:00:00+00:00,10343500,1.7,A -2023-08-16 17:15:00+00:00,10343500,1.7,A -2023-08-16 17:30:00+00:00,10343500,1.7,A -2023-08-16 17:45:00+00:00,10343500,1.7,A -2023-08-16 18:00:00+00:00,10343500,1.7,A -2023-08-16 18:15:00+00:00,10343500,1.7,A -2023-08-16 18:30:00+00:00,10343500,1.7,A -2023-08-16 18:45:00+00:00,10343500,1.7,A -2023-08-16 19:00:00+00:00,10343500,1.7,A -2023-08-16 19:15:00+00:00,10343500,1.69,A -2023-08-16 19:30:00+00:00,10343500,1.69,A -2023-08-16 19:45:00+00:00,10343500,1.69,A -2023-08-16 20:00:00+00:00,10343500,1.69,A -2023-08-16 20:15:00+00:00,10343500,1.68,A -2023-08-16 20:30:00+00:00,10343500,1.68,A -2023-08-16 20:45:00+00:00,10343500,1.68,A -2023-08-16 21:00:00+00:00,10343500,1.68,A -2023-08-16 21:15:00+00:00,10343500,1.67,A -2023-08-16 21:30:00+00:00,10343500,1.67,A -2023-08-16 21:45:00+00:00,10343500,1.67,A -2023-08-16 22:00:00+00:00,10343500,1.67,A -2023-08-16 22:15:00+00:00,10343500,1.66,A -2023-08-16 22:30:00+00:00,10343500,1.66,A -2023-08-16 22:45:00+00:00,10343500,1.66,A -2023-08-16 23:00:00+00:00,10343500,1.66,A -2023-08-16 23:15:00+00:00,10343500,1.66,A -2023-08-16 23:30:00+00:00,10343500,1.66,A -2023-08-16 23:45:00+00:00,10343500,1.65,A -2023-08-17 00:00:00+00:00,10343500,1.65,A -2023-08-17 00:15:00+00:00,10343500,1.65,A -2023-08-17 00:30:00+00:00,10343500,1.65,A -2023-08-17 00:45:00+00:00,10343500,1.65,A -2023-08-17 01:00:00+00:00,10343500,1.65,A -2023-08-17 01:15:00+00:00,10343500,1.65,A -2023-08-17 01:30:00+00:00,10343500,1.65,A -2023-08-17 01:45:00+00:00,10343500,1.65,A -2023-08-17 02:00:00+00:00,10343500,1.65,A -2023-08-17 02:15:00+00:00,10343500,1.65,A -2023-08-17 02:30:00+00:00,10343500,1.66,A -2023-08-17 02:45:00+00:00,10343500,1.66,A -2023-08-17 03:00:00+00:00,10343500,1.67,A -2023-08-17 03:15:00+00:00,10343500,1.67,A -2023-08-17 03:30:00+00:00,10343500,1.68,A -2023-08-17 03:45:00+00:00,10343500,1.68,A -2023-08-17 04:00:00+00:00,10343500,1.68,A -2023-08-17 04:15:00+00:00,10343500,1.68,A -2023-08-17 04:30:00+00:00,10343500,1.68,A -2023-08-17 04:45:00+00:00,10343500,1.68,A -2023-08-17 05:00:00+00:00,10343500,1.68,A -2023-08-17 05:15:00+00:00,10343500,1.68,A -2023-08-17 05:30:00+00:00,10343500,1.68,A -2023-08-17 05:45:00+00:00,10343500,1.68,A -2023-08-17 06:00:00+00:00,10343500,1.68,A -2023-08-17 06:15:00+00:00,10343500,1.68,A -2023-08-17 06:30:00+00:00,10343500,1.68,A -2023-08-17 06:45:00+00:00,10343500,1.68,A -2023-08-17 07:00:00+00:00,10343500,1.68,A -2023-08-17 07:15:00+00:00,10343500,1.68,A -2023-08-17 07:30:00+00:00,10343500,1.68,A -2023-08-17 07:45:00+00:00,10343500,1.68,A -2023-08-17 08:00:00+00:00,10343500,1.68,A -2023-08-17 08:15:00+00:00,10343500,1.69,A -2023-08-17 08:30:00+00:00,10343500,1.69,A -2023-08-17 08:45:00+00:00,10343500,1.69,A -2023-08-17 09:00:00+00:00,10343500,1.69,A -2023-08-17 09:15:00+00:00,10343500,1.69,A -2023-08-17 09:30:00+00:00,10343500,1.69,A -2023-08-17 09:45:00+00:00,10343500,1.69,A -2023-08-17 10:00:00+00:00,10343500,1.69,A -2023-08-17 10:15:00+00:00,10343500,1.69,A -2023-08-17 10:30:00+00:00,10343500,1.69,A -2023-08-17 10:45:00+00:00,10343500,1.7,A -2023-08-17 11:00:00+00:00,10343500,1.69,A -2023-08-17 11:15:00+00:00,10343500,1.7,A -2023-08-17 11:30:00+00:00,10343500,1.7,A -2023-08-17 11:45:00+00:00,10343500,1.7,A -2023-08-17 12:00:00+00:00,10343500,1.7,A -2023-08-17 12:15:00+00:00,10343500,1.7,A -2023-08-17 12:30:00+00:00,10343500,1.7,A -2023-08-17 12:45:00+00:00,10343500,1.7,A -2023-08-17 13:00:00+00:00,10343500,1.7,A -2023-08-17 13:15:00+00:00,10343500,1.7,A -2023-08-17 13:30:00+00:00,10343500,1.7,A -2023-08-17 13:45:00+00:00,10343500,1.71,A -2023-08-17 14:00:00+00:00,10343500,1.71,A -2023-08-17 14:15:00+00:00,10343500,1.71,A -2023-08-17 14:30:00+00:00,10343500,1.71,A -2023-08-17 14:45:00+00:00,10343500,1.71,A -2023-08-17 15:00:00+00:00,10343500,1.71,A -2023-08-17 15:15:00+00:00,10343500,1.71,A -2023-08-17 15:30:00+00:00,10343500,1.71,A -2023-08-17 15:45:00+00:00,10343500,1.71,A -2023-08-17 16:00:00+00:00,10343500,1.71,A -2023-08-17 16:15:00+00:00,10343500,1.71,A -2023-08-17 16:30:00+00:00,10343500,1.71,A -2023-08-17 16:45:00+00:00,10343500,1.71,A -2023-08-17 17:00:00+00:00,10343500,1.71,A -2023-08-17 17:15:00+00:00,10343500,1.71,A -2023-08-17 17:30:00+00:00,10343500,1.71,A -2023-08-17 17:45:00+00:00,10343500,1.71,A -2023-08-17 18:00:00+00:00,10343500,1.71,A -2023-08-17 18:15:00+00:00,10343500,1.71,A -2023-08-17 18:30:00+00:00,10343500,1.71,A -2023-08-17 18:45:00+00:00,10343500,1.71,A -2023-08-17 19:00:00+00:00,10343500,1.71,A -2023-08-17 19:15:00+00:00,10343500,1.71,A -2023-08-17 19:30:00+00:00,10343500,1.71,A -2023-08-17 19:45:00+00:00,10343500,1.71,A -2023-08-17 20:00:00+00:00,10343500,1.71,A -2023-08-17 20:15:00+00:00,10343500,1.7,A -2023-08-17 20:30:00+00:00,10343500,1.7,A -2023-08-17 20:45:00+00:00,10343500,1.7,A -2023-08-17 21:00:00+00:00,10343500,1.7,A -2023-08-17 21:15:00+00:00,10343500,1.69,A -2023-08-17 21:30:00+00:00,10343500,1.69,A -2023-08-17 21:45:00+00:00,10343500,1.69,A -2023-08-17 22:00:00+00:00,10343500,1.69,A -2023-08-17 22:15:00+00:00,10343500,1.68,A -2023-08-17 22:30:00+00:00,10343500,1.68,A -2023-08-17 22:45:00+00:00,10343500,1.68,A -2023-08-17 23:00:00+00:00,10343500,1.68,A -2023-08-17 23:15:00+00:00,10343500,1.67,A -2023-08-17 23:30:00+00:00,10343500,1.67,A -2023-08-17 23:45:00+00:00,10343500,1.67,A -2023-08-18 00:00:00+00:00,10343500,1.67,A -2023-08-18 00:15:00+00:00,10343500,1.66,A -2023-08-18 00:30:00+00:00,10343500,1.66,A -2023-08-18 00:45:00+00:00,10343500,1.66,A -2023-08-18 01:00:00+00:00,10343500,1.66,A -2023-08-18 01:15:00+00:00,10343500,1.66,A -2023-08-18 01:30:00+00:00,10343500,1.66,A -2023-08-18 01:45:00+00:00,10343500,1.65,A -2023-08-18 02:00:00+00:00,10343500,1.65,A -2023-08-18 02:15:00+00:00,10343500,1.65,A -2023-08-18 02:30:00+00:00,10343500,1.65,A -2023-08-18 02:45:00+00:00,10343500,1.65,A -2023-08-18 03:00:00+00:00,10343500,1.65,A -2023-08-18 03:15:00+00:00,10343500,1.65,A -2023-08-18 03:30:00+00:00,10343500,1.65,A -2023-08-18 03:45:00+00:00,10343500,1.65,A -2023-08-18 04:00:00+00:00,10343500,1.66,A -2023-08-18 04:15:00+00:00,10343500,1.66,A -2023-08-18 04:30:00+00:00,10343500,1.66,A -2023-08-18 04:45:00+00:00,10343500,1.66,A -2023-08-18 05:00:00+00:00,10343500,1.66,A -2023-08-18 05:15:00+00:00,10343500,1.66,A -2023-08-18 05:30:00+00:00,10343500,1.66,A -2023-08-18 05:45:00+00:00,10343500,1.66,A -2023-08-18 06:00:00+00:00,10343500,1.66,A -2023-08-18 06:15:00+00:00,10343500,1.66,A -2023-08-18 06:30:00+00:00,10343500,1.66,A -2023-08-18 06:45:00+00:00,10343500,1.66,A -2023-08-18 07:00:00+00:00,10343500,1.66,A -2023-08-18 07:15:00+00:00,10343500,1.67,A -2023-08-18 07:30:00+00:00,10343500,1.67,A -2023-08-18 07:45:00+00:00,10343500,1.67,A -2023-08-18 08:00:00+00:00,10343500,1.67,A -2023-08-18 08:15:00+00:00,10343500,1.67,A -2023-08-18 08:30:00+00:00,10343500,1.67,A -2023-08-18 08:45:00+00:00,10343500,1.67,A -2023-08-18 09:00:00+00:00,10343500,1.67,A -2023-08-18 09:15:00+00:00,10343500,1.67,A -2023-08-18 09:30:00+00:00,10343500,1.67,A -2023-08-18 09:45:00+00:00,10343500,1.67,A -2023-08-18 10:00:00+00:00,10343500,1.68,A -2023-08-18 10:15:00+00:00,10343500,1.68,A -2023-08-18 10:30:00+00:00,10343500,1.68,A -2023-08-18 10:45:00+00:00,10343500,1.68,A -2023-08-18 11:00:00+00:00,10343500,1.68,A -2023-08-18 11:15:00+00:00,10343500,1.68,A -2023-08-18 11:30:00+00:00,10343500,1.68,A -2023-08-18 11:45:00+00:00,10343500,1.68,A -2023-08-18 12:00:00+00:00,10343500,1.68,A -2023-08-18 12:15:00+00:00,10343500,1.68,A -2023-08-18 12:30:00+00:00,10343500,1.68,A -2023-08-18 12:45:00+00:00,10343500,1.68,A -2023-08-18 13:00:00+00:00,10343500,1.68,A -2023-08-18 13:15:00+00:00,10343500,1.68,A -2023-08-18 13:30:00+00:00,10343500,1.68,A -2023-08-18 13:45:00+00:00,10343500,1.68,A -2023-08-18 14:00:00+00:00,10343500,1.68,A -2023-08-18 14:15:00+00:00,10343500,1.69,A -2023-08-18 14:30:00+00:00,10343500,1.69,A -2023-08-18 14:45:00+00:00,10343500,1.69,A -2023-08-18 15:00:00+00:00,10343500,1.69,A -2023-08-18 15:15:00+00:00,10343500,1.69,A -2023-08-18 15:30:00+00:00,10343500,1.69,A -2023-08-18 15:45:00+00:00,10343500,1.69,A -2023-08-18 16:00:00+00:00,10343500,1.69,A -2023-08-18 16:15:00+00:00,10343500,1.69,A -2023-08-18 16:30:00+00:00,10343500,1.69,A -2023-08-18 16:45:00+00:00,10343500,1.69,A -2023-08-18 17:00:00+00:00,10343500,1.69,A -2023-08-18 17:15:00+00:00,10343500,1.69,A -2023-08-18 17:30:00+00:00,10343500,1.69,A -2023-08-18 17:45:00+00:00,10343500,1.69,A -2023-08-18 18:00:00+00:00,10343500,1.69,A -2023-08-18 18:15:00+00:00,10343500,1.69,A -2023-08-18 18:30:00+00:00,10343500,1.69,A -2023-08-18 18:45:00+00:00,10343500,1.69,A -2023-08-18 19:00:00+00:00,10343500,1.69,A -2023-08-18 19:15:00+00:00,10343500,1.69,A -2023-08-18 19:30:00+00:00,10343500,1.68,A -2023-08-18 19:45:00+00:00,10343500,1.68,A -2023-08-18 20:00:00+00:00,10343500,1.68,A -2023-08-18 20:15:00+00:00,10343500,1.68,A -2023-08-18 20:30:00+00:00,10343500,1.68,A -2023-08-18 20:45:00+00:00,10343500,1.68,A -2023-08-18 21:00:00+00:00,10343500,1.67,A -2023-08-18 21:15:00+00:00,10343500,1.67,A -2023-08-18 21:30:00+00:00,10343500,1.67,A -2023-08-18 21:45:00+00:00,10343500,1.67,A -2023-08-18 22:00:00+00:00,10343500,1.67,A -2023-08-18 22:15:00+00:00,10343500,1.67,A -2023-08-18 22:30:00+00:00,10343500,1.67,A -2023-08-18 22:45:00+00:00,10343500,1.67,A -2023-08-18 23:00:00+00:00,10343500,1.67,A -2023-08-18 23:15:00+00:00,10343500,1.66,A -2023-08-18 23:30:00+00:00,10343500,1.66,A -2023-08-18 23:45:00+00:00,10343500,1.66,A -2023-08-19 00:00:00+00:00,10343500,1.66,A -2023-08-19 00:15:00+00:00,10343500,1.66,A -2023-08-19 00:30:00+00:00,10343500,1.66,A -2023-08-19 00:45:00+00:00,10343500,1.66,A -2023-08-19 01:00:00+00:00,10343500,1.66,A -2023-08-19 01:15:00+00:00,10343500,1.66,A -2023-08-19 01:30:00+00:00,10343500,1.66,A -2023-08-19 01:45:00+00:00,10343500,1.66,A -2023-08-19 02:00:00+00:00,10343500,1.66,A -2023-08-19 02:15:00+00:00,10343500,1.66,A -2023-08-19 02:30:00+00:00,10343500,1.66,A -2023-08-19 02:45:00+00:00,10343500,1.67,A -2023-08-19 03:00:00+00:00,10343500,1.66,A -2023-08-19 03:15:00+00:00,10343500,1.67,A -2023-08-19 03:30:00+00:00,10343500,1.67,A -2023-08-19 03:45:00+00:00,10343500,1.67,A -2023-08-19 04:00:00+00:00,10343500,1.67,A -2023-08-19 04:15:00+00:00,10343500,1.67,A -2023-08-19 04:30:00+00:00,10343500,1.67,A -2023-08-19 04:45:00+00:00,10343500,1.67,A -2023-08-19 05:00:00+00:00,10343500,1.67,A -2023-08-19 05:15:00+00:00,10343500,1.67,A -2023-08-19 05:30:00+00:00,10343500,1.67,A -2023-08-19 05:45:00+00:00,10343500,1.67,A -2023-08-19 06:00:00+00:00,10343500,1.68,A -2023-08-19 06:15:00+00:00,10343500,1.67,A -2023-08-19 06:30:00+00:00,10343500,1.67,A -2023-08-19 06:45:00+00:00,10343500,1.68,A -2023-08-19 07:00:00+00:00,10343500,1.68,A -2023-08-19 07:15:00+00:00,10343500,1.68,A -2023-08-19 07:30:00+00:00,10343500,1.68,A -2023-08-19 07:45:00+00:00,10343500,1.68,A -2023-08-19 08:00:00+00:00,10343500,1.68,A -2023-08-19 08:15:00+00:00,10343500,1.68,A -2023-08-19 08:30:00+00:00,10343500,1.68,A -2023-08-19 08:45:00+00:00,10343500,1.68,A -2023-08-19 09:00:00+00:00,10343500,1.68,A -2023-08-19 09:15:00+00:00,10343500,1.68,A -2023-08-19 09:30:00+00:00,10343500,1.68,A -2023-08-19 09:45:00+00:00,10343500,1.68,A -2023-08-19 10:00:00+00:00,10343500,1.68,A -2023-08-19 10:15:00+00:00,10343500,1.68,A -2023-08-19 10:30:00+00:00,10343500,1.68,A -2023-08-19 10:45:00+00:00,10343500,1.68,A -2023-08-19 11:00:00+00:00,10343500,1.68,A -2023-08-19 11:15:00+00:00,10343500,1.68,A -2023-08-19 11:30:00+00:00,10343500,1.68,A -2023-08-19 11:45:00+00:00,10343500,1.68,A -2023-08-19 12:00:00+00:00,10343500,1.68,A -2023-08-19 12:15:00+00:00,10343500,1.68,A -2023-08-19 12:30:00+00:00,10343500,1.69,A -2023-08-19 12:45:00+00:00,10343500,1.68,A -2023-08-19 13:00:00+00:00,10343500,1.69,A -2023-08-19 13:15:00+00:00,10343500,1.69,A -2023-08-19 13:30:00+00:00,10343500,1.69,A -2023-08-19 13:45:00+00:00,10343500,1.69,A -2023-08-19 14:00:00+00:00,10343500,1.69,A -2023-08-19 14:15:00+00:00,10343500,1.69,A -2023-08-19 14:30:00+00:00,10343500,1.69,A -2023-08-19 14:45:00+00:00,10343500,1.69,A -2023-08-19 15:00:00+00:00,10343500,1.69,A -2023-08-19 15:15:00+00:00,10343500,1.69,A -2023-08-19 15:30:00+00:00,10343500,1.69,A -2023-08-19 15:45:00+00:00,10343500,1.69,A -2023-08-19 16:00:00+00:00,10343500,1.69,A -2023-08-19 16:15:00+00:00,10343500,1.69,A -2023-08-19 16:30:00+00:00,10343500,1.69,A -2023-08-19 16:45:00+00:00,10343500,1.69,A -2023-08-19 17:00:00+00:00,10343500,1.69,A -2023-08-19 17:15:00+00:00,10343500,1.69,A -2023-08-19 17:30:00+00:00,10343500,1.69,A -2023-08-19 17:45:00+00:00,10343500,1.69,A -2023-08-19 18:00:00+00:00,10343500,1.69,A -2023-08-19 18:15:00+00:00,10343500,1.69,A -2023-08-19 18:30:00+00:00,10343500,1.69,A -2023-08-19 18:45:00+00:00,10343500,1.69,A -2023-08-19 19:00:00+00:00,10343500,1.69,A -2023-08-19 19:15:00+00:00,10343500,1.68,A -2023-08-19 19:30:00+00:00,10343500,1.68,A -2023-08-19 19:45:00+00:00,10343500,1.68,A -2023-08-19 20:00:00+00:00,10343500,1.68,A -2023-08-19 20:15:00+00:00,10343500,1.68,A -2023-08-19 20:30:00+00:00,10343500,1.67,A -2023-08-19 20:45:00+00:00,10343500,1.67,A -2023-08-19 21:00:00+00:00,10343500,1.67,A -2023-08-19 21:15:00+00:00,10343500,1.67,A -2023-08-19 21:30:00+00:00,10343500,1.67,A -2023-08-19 21:45:00+00:00,10343500,1.66,A -2023-08-19 22:00:00+00:00,10343500,1.66,A -2023-08-19 22:15:00+00:00,10343500,1.66,A -2023-08-19 22:30:00+00:00,10343500,1.66,A -2023-08-19 22:45:00+00:00,10343500,1.66,A -2023-08-19 23:00:00+00:00,10343500,1.66,A -2023-08-19 23:15:00+00:00,10343500,1.66,A -2023-08-19 23:30:00+00:00,10343500,1.66,A -2023-08-19 23:45:00+00:00,10343500,1.66,A -2023-08-20 00:00:00+00:00,10343500,1.67,A -2023-08-20 00:15:00+00:00,10343500,1.67,A -2023-08-20 00:30:00+00:00,10343500,1.68,A -2023-08-20 00:45:00+00:00,10343500,1.68,A -2023-08-20 01:00:00+00:00,10343500,1.69,A -2023-08-20 01:15:00+00:00,10343500,1.69,A -2023-08-20 01:30:00+00:00,10343500,1.7,A -2023-08-20 01:45:00+00:00,10343500,1.7,A -2023-08-20 02:00:00+00:00,10343500,1.7,A -2023-08-20 02:15:00+00:00,10343500,1.71,A -2023-08-20 02:30:00+00:00,10343500,1.71,A -2023-08-20 02:45:00+00:00,10343500,1.71,A -2023-08-20 03:00:00+00:00,10343500,1.71,A -2023-08-20 03:15:00+00:00,10343500,1.71,A -2023-08-20 03:30:00+00:00,10343500,1.72,A -2023-08-20 03:45:00+00:00,10343500,1.72,A -2023-08-20 04:00:00+00:00,10343500,1.73,A -2023-08-20 04:15:00+00:00,10343500,1.73,A -2023-08-20 04:30:00+00:00,10343500,1.73,A -2023-08-20 04:45:00+00:00,10343500,1.74,A -2023-08-20 05:00:00+00:00,10343500,1.74,A -2023-08-20 05:15:00+00:00,10343500,1.74,A -2023-08-20 05:30:00+00:00,10343500,1.74,A -2023-08-20 05:45:00+00:00,10343500,1.74,A -2023-08-20 06:00:00+00:00,10343500,1.73,A -2023-08-20 06:15:00+00:00,10343500,1.73,A -2023-08-20 06:30:00+00:00,10343500,1.73,A -2023-08-20 06:45:00+00:00,10343500,1.73,A -2023-08-20 07:00:00+00:00,10343500,1.73,A -2023-08-20 07:15:00+00:00,10343500,1.73,A -2023-08-20 07:30:00+00:00,10343500,1.73,A -2023-08-20 07:45:00+00:00,10343500,1.73,A -2023-08-20 08:00:00+00:00,10343500,1.73,A -2023-08-20 08:15:00+00:00,10343500,1.73,A -2023-08-20 08:30:00+00:00,10343500,1.73,A -2023-08-20 08:45:00+00:00,10343500,1.73,A -2023-08-20 09:00:00+00:00,10343500,1.73,A -2023-08-20 09:15:00+00:00,10343500,1.74,A -2023-08-20 09:30:00+00:00,10343500,1.74,A -2023-08-20 09:45:00+00:00,10343500,1.74,A -2023-08-20 10:00:00+00:00,10343500,1.74,A -2023-08-20 10:15:00+00:00,10343500,1.74,A -2023-08-20 10:30:00+00:00,10343500,1.74,A -2023-08-20 10:45:00+00:00,10343500,1.75,A -2023-08-20 11:00:00+00:00,10343500,1.75,A -2023-08-20 11:15:00+00:00,10343500,1.75,A -2023-08-20 11:30:00+00:00,10343500,1.76,A -2023-08-20 11:45:00+00:00,10343500,1.76,A -2023-08-20 12:00:00+00:00,10343500,1.76,A -2023-08-20 12:15:00+00:00,10343500,1.76,A -2023-08-20 12:30:00+00:00,10343500,1.76,A -2023-08-20 12:45:00+00:00,10343500,1.76,A -2023-08-20 13:00:00+00:00,10343500,1.76,A -2023-08-20 13:15:00+00:00,10343500,1.76,A -2023-08-20 13:30:00+00:00,10343500,1.76,A -2023-08-20 13:45:00+00:00,10343500,1.76,A -2023-08-20 14:00:00+00:00,10343500,1.76,A -2023-08-20 14:15:00+00:00,10343500,1.76,A -2023-08-20 14:30:00+00:00,10343500,1.76,A -2023-08-20 14:45:00+00:00,10343500,1.76,A -2023-08-20 15:00:00+00:00,10343500,1.76,A -2023-08-20 15:15:00+00:00,10343500,1.76,A -2023-08-20 15:30:00+00:00,10343500,1.76,A -2023-08-20 15:45:00+00:00,10343500,1.76,A -2023-08-20 16:00:00+00:00,10343500,1.76,A -2023-08-20 16:15:00+00:00,10343500,1.76,A -2023-08-20 16:30:00+00:00,10343500,1.75,A -2023-08-20 16:45:00+00:00,10343500,1.75,A -2023-08-20 17:00:00+00:00,10343500,1.75,A -2023-08-20 17:15:00+00:00,10343500,1.75,A -2023-08-20 17:30:00+00:00,10343500,1.75,A -2023-08-20 17:45:00+00:00,10343500,1.75,A -2023-08-20 18:00:00+00:00,10343500,1.75,A -2023-08-20 18:15:00+00:00,10343500,1.75,A -2023-08-20 18:30:00+00:00,10343500,1.74,A -2023-08-20 18:45:00+00:00,10343500,1.74,A -2023-08-20 19:00:00+00:00,10343500,1.74,A -2023-08-20 19:15:00+00:00,10343500,1.74,A -2023-08-20 19:30:00+00:00,10343500,1.74,A -2023-08-20 19:45:00+00:00,10343500,1.74,A -2023-08-20 20:00:00+00:00,10343500,1.74,A -2023-08-20 20:15:00+00:00,10343500,1.74,A -2023-08-20 20:30:00+00:00,10343500,1.74,A -2023-08-20 20:45:00+00:00,10343500,1.74,A -2023-08-20 21:00:00+00:00,10343500,1.74,A -2023-08-20 21:15:00+00:00,10343500,1.73,A -2023-08-20 21:30:00+00:00,10343500,1.73,A -2023-08-20 21:45:00+00:00,10343500,1.73,A -2023-08-20 22:00:00+00:00,10343500,1.73,A -2023-08-20 22:15:00+00:00,10343500,1.73,A -2023-08-20 22:30:00+00:00,10343500,1.73,A -2023-08-20 22:45:00+00:00,10343500,1.73,A -2023-08-20 23:00:00+00:00,10343500,1.73,A -2023-08-20 23:15:00+00:00,10343500,1.73,A -2023-08-20 23:30:00+00:00,10343500,1.73,A -2023-08-20 23:45:00+00:00,10343500,1.73,A -2023-08-21 00:00:00+00:00,10343500,1.73,A -2023-08-21 00:15:00+00:00,10343500,1.73,A -2023-08-21 00:30:00+00:00,10343500,1.73,A -2023-08-21 00:45:00+00:00,10343500,1.73,A -2023-08-21 01:00:00+00:00,10343500,1.73,A -2023-08-21 01:15:00+00:00,10343500,1.73,A -2023-08-21 01:30:00+00:00,10343500,1.73,A -2023-08-21 01:45:00+00:00,10343500,1.73,A -2023-08-21 02:00:00+00:00,10343500,1.73,A -2023-08-21 02:15:00+00:00,10343500,1.72,A -2023-08-21 02:30:00+00:00,10343500,1.72,A -2023-08-21 02:45:00+00:00,10343500,1.72,A -2023-08-21 03:00:00+00:00,10343500,1.72,A -2023-08-21 03:15:00+00:00,10343500,1.72,A -2023-08-21 03:30:00+00:00,10343500,1.72,A -2023-08-21 03:45:00+00:00,10343500,1.72,A -2023-08-21 04:00:00+00:00,10343500,1.72,A -2023-08-21 04:15:00+00:00,10343500,1.72,A -2023-08-21 04:30:00+00:00,10343500,1.72,A -2023-08-21 04:45:00+00:00,10343500,1.72,A -2023-08-21 05:00:00+00:00,10343500,1.72,A -2023-08-21 05:15:00+00:00,10343500,1.72,A -2023-08-21 05:30:00+00:00,10343500,1.72,A -2023-08-21 05:45:00+00:00,10343500,1.73,A -2023-08-21 06:00:00+00:00,10343500,1.73,A -2023-08-21 06:15:00+00:00,10343500,1.73,A -2023-08-21 06:30:00+00:00,10343500,1.74,A -2023-08-21 06:45:00+00:00,10343500,1.74,A -2023-08-21 07:00:00+00:00,10343500,1.75,A -2023-08-21 07:15:00+00:00,10343500,1.76,A -2023-08-21 07:30:00+00:00,10343500,1.78,A -2023-08-21 07:45:00+00:00,10343500,1.79,A -2023-08-21 08:00:00+00:00,10343500,1.8,A -2023-08-21 08:15:00+00:00,10343500,1.81,A -2023-08-21 08:30:00+00:00,10343500,1.81,A -2023-08-21 08:45:00+00:00,10343500,1.82,A -2023-08-21 09:00:00+00:00,10343500,1.83,A -2023-08-21 09:15:00+00:00,10343500,1.84,A -2023-08-21 09:30:00+00:00,10343500,1.85,A -2023-08-21 09:45:00+00:00,10343500,1.85,A -2023-08-21 10:00:00+00:00,10343500,1.86,A -2023-08-21 10:15:00+00:00,10343500,1.86,A -2023-08-21 10:30:00+00:00,10343500,1.87,A -2023-08-21 10:45:00+00:00,10343500,1.87,A -2023-08-21 11:00:00+00:00,10343500,1.87,A -2023-08-21 11:15:00+00:00,10343500,1.87,A -2023-08-21 11:30:00+00:00,10343500,1.87,A -2023-08-21 11:45:00+00:00,10343500,1.87,A -2023-08-21 12:00:00+00:00,10343500,1.87,A -2023-08-21 12:15:00+00:00,10343500,1.87,A -2023-08-21 12:30:00+00:00,10343500,1.87,A -2023-08-21 12:45:00+00:00,10343500,1.86,A -2023-08-21 13:00:00+00:00,10343500,1.86,A -2023-08-21 13:15:00+00:00,10343500,1.86,A -2023-08-21 13:30:00+00:00,10343500,1.85,A -2023-08-21 13:45:00+00:00,10343500,1.85,A -2023-08-21 14:00:00+00:00,10343500,1.84,A -2023-08-21 14:15:00+00:00,10343500,1.84,A -2023-08-21 14:30:00+00:00,10343500,1.83,A -2023-08-21 14:45:00+00:00,10343500,1.83,A -2023-08-21 15:00:00+00:00,10343500,1.83,A -2023-08-21 15:15:00+00:00,10343500,1.82,A -2023-08-21 15:30:00+00:00,10343500,1.82,A -2023-08-21 15:45:00+00:00,10343500,1.82,A -2023-08-21 16:00:00+00:00,10343500,1.81,A -2023-08-21 16:15:00+00:00,10343500,1.81,A -2023-08-21 16:30:00+00:00,10343500,1.81,A -2023-08-21 16:45:00+00:00,10343500,1.8,A -2023-08-21 17:00:00+00:00,10343500,1.8,A -2023-08-21 17:15:00+00:00,10343500,1.8,A -2023-08-21 17:30:00+00:00,10343500,1.8,A -2023-08-21 17:45:00+00:00,10343500,1.8,A -2023-08-21 18:00:00+00:00,10343500,1.79,A -2023-08-21 18:15:00+00:00,10343500,1.79,A -2023-08-21 18:30:00+00:00,10343500,1.79,A -2023-08-21 18:45:00+00:00,10343500,1.79,A -2023-08-21 19:00:00+00:00,10343500,1.79,A -2023-08-21 19:15:00+00:00,10343500,1.79,A -2023-08-21 19:30:00+00:00,10343500,1.78,A -2023-08-21 19:45:00+00:00,10343500,1.78,A -2023-08-21 20:00:00+00:00,10343500,1.78,A -2023-08-21 20:15:00+00:00,10343500,1.78,A -2023-08-21 20:30:00+00:00,10343500,1.78,A -2023-08-21 20:45:00+00:00,10343500,1.78,A -2023-08-21 21:00:00+00:00,10343500,1.78,A -2023-08-21 21:15:00+00:00,10343500,1.78,A -2023-08-21 21:30:00+00:00,10343500,1.78,A -2023-08-21 21:45:00+00:00,10343500,1.78,A -2023-08-21 22:00:00+00:00,10343500,1.78,A -2023-08-21 22:15:00+00:00,10343500,1.78,A -2023-08-21 22:30:00+00:00,10343500,1.78,A -2023-08-21 22:45:00+00:00,10343500,1.78,A -2023-08-21 23:00:00+00:00,10343500,1.77,A -2023-08-21 23:15:00+00:00,10343500,1.77,A -2023-08-21 23:30:00+00:00,10343500,1.77,A -2023-08-21 23:45:00+00:00,10343500,1.77,A -2023-08-22 00:00:00+00:00,10343500,1.77,A -2023-08-22 00:15:00+00:00,10343500,1.77,A -2023-08-22 00:30:00+00:00,10343500,1.76,A -2023-08-22 00:45:00+00:00,10343500,1.76,A -2023-08-22 01:00:00+00:00,10343500,1.76,A -2023-08-22 01:15:00+00:00,10343500,1.76,A -2023-08-22 01:30:00+00:00,10343500,1.76,A -2023-08-22 01:45:00+00:00,10343500,1.76,A -2023-08-22 02:00:00+00:00,10343500,1.76,A -2023-08-22 02:15:00+00:00,10343500,1.76,A -2023-08-22 02:30:00+00:00,10343500,1.76,A -2023-08-22 02:45:00+00:00,10343500,1.76,A -2023-08-22 03:00:00+00:00,10343500,1.75,A -2023-08-22 03:15:00+00:00,10343500,1.75,A -2023-08-22 03:30:00+00:00,10343500,1.75,A -2023-08-22 03:45:00+00:00,10343500,1.75,A -2023-08-22 04:00:00+00:00,10343500,1.75,A -2023-08-22 04:15:00+00:00,10343500,1.75,A -2023-08-22 04:30:00+00:00,10343500,1.75,A -2023-08-22 04:45:00+00:00,10343500,1.75,A -2023-08-22 05:00:00+00:00,10343500,1.75,A -2023-08-22 05:15:00+00:00,10343500,1.75,A -2023-08-22 05:30:00+00:00,10343500,1.75,A -2023-08-22 05:45:00+00:00,10343500,1.75,A -2023-08-22 06:00:00+00:00,10343500,1.75,A -2023-08-22 06:15:00+00:00,10343500,1.75,A -2023-08-22 06:30:00+00:00,10343500,1.75,A -2023-08-22 06:45:00+00:00,10343500,1.75,A -2023-08-22 07:00:00+00:00,10343500,1.75,A -2023-08-22 07:15:00+00:00,10343500,1.75,A -2023-08-22 07:30:00+00:00,10343500,1.75,A -2023-08-22 07:45:00+00:00,10343500,1.75,A -2023-08-22 08:00:00+00:00,10343500,1.75,A -2023-08-22 08:15:00+00:00,10343500,1.75,A -2023-08-22 08:30:00+00:00,10343500,1.75,A -2023-08-22 08:45:00+00:00,10343500,1.74,A -2023-08-22 09:00:00+00:00,10343500,1.74,A -2023-08-22 09:15:00+00:00,10343500,1.74,A -2023-08-22 09:30:00+00:00,10343500,1.74,A -2023-08-22 09:45:00+00:00,10343500,1.74,A -2023-08-22 10:00:00+00:00,10343500,1.74,A -2023-08-22 10:15:00+00:00,10343500,1.74,A -2023-08-22 10:30:00+00:00,10343500,1.74,A -2023-08-22 10:45:00+00:00,10343500,1.74,A -2023-08-22 11:00:00+00:00,10343500,1.74,A -2023-08-22 11:15:00+00:00,10343500,1.74,A -2023-08-22 11:30:00+00:00,10343500,1.74,A -2023-08-22 11:45:00+00:00,10343500,1.74,A -2023-08-22 12:00:00+00:00,10343500,1.74,A -2023-08-22 12:15:00+00:00,10343500,1.74,A -2023-08-22 12:30:00+00:00,10343500,1.74,A -2023-08-22 12:45:00+00:00,10343500,1.74,A -2023-08-22 13:00:00+00:00,10343500,1.74,A -2023-08-22 13:15:00+00:00,10343500,1.74,A -2023-08-22 13:30:00+00:00,10343500,1.74,A -2023-08-22 13:45:00+00:00,10343500,1.74,A -2023-08-22 14:00:00+00:00,10343500,1.74,A -2023-08-22 14:15:00+00:00,10343500,1.74,A -2023-08-22 14:30:00+00:00,10343500,1.74,A -2023-08-22 14:45:00+00:00,10343500,1.74,A -2023-08-22 15:00:00+00:00,10343500,1.74,A -2023-08-22 15:15:00+00:00,10343500,1.74,A -2023-08-22 15:30:00+00:00,10343500,1.74,A -2023-08-22 15:45:00+00:00,10343500,1.74,A -2023-08-22 16:00:00+00:00,10343500,1.74,A -2023-08-22 16:15:00+00:00,10343500,1.74,A -2023-08-22 16:30:00+00:00,10343500,1.74,A -2023-08-22 16:45:00+00:00,10343500,1.74,A -2023-08-22 17:00:00+00:00,10343500,1.74,A -2023-08-22 17:15:00+00:00,10343500,1.74,A -2023-08-22 17:30:00+00:00,10343500,1.74,A -2023-08-22 17:45:00+00:00,10343500,1.74,A -2023-08-22 18:00:00+00:00,10343500,1.74,A -2023-08-22 18:15:00+00:00,10343500,1.74,A -2023-08-22 18:30:00+00:00,10343500,1.74,A -2023-08-22 18:45:00+00:00,10343500,1.74,A -2023-08-22 19:00:00+00:00,10343500,1.74,A -2023-08-22 19:15:00+00:00,10343500,1.74,A -2023-08-22 19:30:00+00:00,10343500,1.74,A -2023-08-22 19:45:00+00:00,10343500,1.73,A -2023-08-22 20:00:00+00:00,10343500,1.73,A -2023-08-22 20:15:00+00:00,10343500,1.73,A -2023-08-22 20:30:00+00:00,10343500,1.73,A -2023-08-22 20:45:00+00:00,10343500,1.73,A -2023-08-22 21:00:00+00:00,10343500,1.73,A -2023-08-22 21:15:00+00:00,10343500,1.73,A -2023-08-22 21:30:00+00:00,10343500,1.73,A -2023-08-22 21:45:00+00:00,10343500,1.73,A -2023-08-22 22:00:00+00:00,10343500,1.72,A -2023-08-22 22:15:00+00:00,10343500,1.72,A -2023-08-22 22:30:00+00:00,10343500,1.72,A -2023-08-22 22:45:00+00:00,10343500,1.72,A -2023-08-22 23:00:00+00:00,10343500,1.72,A -2023-08-22 23:15:00+00:00,10343500,1.72,A -2023-08-22 23:30:00+00:00,10343500,1.71,A -2023-08-22 23:45:00+00:00,10343500,1.71,A -2023-08-23 00:00:00+00:00,10343500,1.71,A -2023-08-23 00:15:00+00:00,10343500,1.71,A -2023-08-23 00:30:00+00:00,10343500,1.71,A -2023-08-23 00:45:00+00:00,10343500,1.71,A -2023-08-23 01:00:00+00:00,10343500,1.71,A -2023-08-23 01:15:00+00:00,10343500,1.71,A -2023-08-23 01:30:00+00:00,10343500,1.71,A -2023-08-23 01:45:00+00:00,10343500,1.7,A -2023-08-23 02:00:00+00:00,10343500,1.7,A -2023-08-23 02:15:00+00:00,10343500,1.7,A -2023-08-23 02:30:00+00:00,10343500,1.7,A -2023-08-23 02:45:00+00:00,10343500,1.7,A -2023-08-23 03:00:00+00:00,10343500,1.7,A -2023-08-23 03:15:00+00:00,10343500,1.7,A -2023-08-23 03:30:00+00:00,10343500,1.7,A -2023-08-23 03:45:00+00:00,10343500,1.7,A -2023-08-23 04:00:00+00:00,10343500,1.7,A -2023-08-23 04:15:00+00:00,10343500,1.7,A -2023-08-23 04:30:00+00:00,10343500,1.7,A -2023-08-23 04:45:00+00:00,10343500,1.7,A -2023-08-23 05:00:00+00:00,10343500,1.7,A -2023-08-23 05:15:00+00:00,10343500,1.7,A -2023-08-23 05:30:00+00:00,10343500,1.7,A -2023-08-23 05:45:00+00:00,10343500,1.7,A -2023-08-23 06:00:00+00:00,10343500,1.7,A -2023-08-23 06:15:00+00:00,10343500,1.7,A -2023-08-23 06:30:00+00:00,10343500,1.7,A -2023-08-23 06:45:00+00:00,10343500,1.7,A -2023-08-23 07:00:00+00:00,10343500,1.7,A -2023-08-23 07:15:00+00:00,10343500,1.7,A -2023-08-23 07:30:00+00:00,10343500,1.7,A -2023-08-23 07:45:00+00:00,10343500,1.7,A -2023-08-23 08:00:00+00:00,10343500,1.71,A -2023-08-23 08:15:00+00:00,10343500,1.71,A -2023-08-23 08:30:00+00:00,10343500,1.71,A -2023-08-23 08:45:00+00:00,10343500,1.71,A -2023-08-23 09:00:00+00:00,10343500,1.71,A -2023-08-23 09:15:00+00:00,10343500,1.71,A -2023-08-23 09:30:00+00:00,10343500,1.71,A -2023-08-23 09:45:00+00:00,10343500,1.71,A -2023-08-23 10:00:00+00:00,10343500,1.71,A -2023-08-23 10:15:00+00:00,10343500,1.71,A -2023-08-23 10:30:00+00:00,10343500,1.71,A -2023-08-23 10:45:00+00:00,10343500,1.71,A -2023-08-23 11:00:00+00:00,10343500,1.71,A -2023-08-23 11:15:00+00:00,10343500,1.71,A -2023-08-23 11:30:00+00:00,10343500,1.71,A -2023-08-23 11:45:00+00:00,10343500,1.71,A -2023-08-23 12:00:00+00:00,10343500,1.71,A -2023-08-23 12:15:00+00:00,10343500,1.71,A -2023-08-23 12:30:00+00:00,10343500,1.71,A -2023-08-23 12:45:00+00:00,10343500,1.71,A -2023-08-23 13:00:00+00:00,10343500,1.71,A -2023-08-23 13:15:00+00:00,10343500,1.71,A -2023-08-23 13:30:00+00:00,10343500,1.71,A -2023-08-23 13:45:00+00:00,10343500,1.71,A -2023-08-23 14:00:00+00:00,10343500,1.71,A -2023-08-23 14:15:00+00:00,10343500,1.71,A -2023-08-23 14:30:00+00:00,10343500,1.71,A -2023-08-23 14:45:00+00:00,10343500,1.71,A -2023-08-23 15:00:00+00:00,10343500,1.71,A -2023-08-23 15:15:00+00:00,10343500,1.71,A -2023-08-23 15:30:00+00:00,10343500,1.71,A -2023-08-23 15:45:00+00:00,10343500,1.71,A -2023-08-23 16:00:00+00:00,10343500,1.71,A -2023-08-23 16:15:00+00:00,10343500,1.71,A -2023-08-23 16:30:00+00:00,10343500,1.71,A -2023-08-23 16:45:00+00:00,10343500,1.71,A -2023-08-23 17:00:00+00:00,10343500,1.71,A -2023-08-23 17:15:00+00:00,10343500,1.72,A -2023-08-23 17:30:00+00:00,10343500,1.72,A -2023-08-23 17:45:00+00:00,10343500,1.72,A -2023-08-23 18:00:00+00:00,10343500,1.72,A -2023-08-23 18:15:00+00:00,10343500,1.72,A -2023-08-23 18:30:00+00:00,10343500,1.71,A -2023-08-23 18:45:00+00:00,10343500,1.71,A -2023-08-23 19:00:00+00:00,10343500,1.71,A -2023-08-23 19:15:00+00:00,10343500,1.71,A -2023-08-23 19:30:00+00:00,10343500,1.71,A -2023-08-23 19:45:00+00:00,10343500,1.71,A -2023-08-23 20:00:00+00:00,10343500,1.71,A -2023-08-23 20:15:00+00:00,10343500,1.71,A -2023-08-23 20:30:00+00:00,10343500,1.71,A -2023-08-23 20:45:00+00:00,10343500,1.7,A -2023-08-23 21:00:00+00:00,10343500,1.7,A -2023-08-23 21:15:00+00:00,10343500,1.7,A -2023-08-23 21:30:00+00:00,10343500,1.7,A -2023-08-23 21:45:00+00:00,10343500,1.7,A -2023-08-23 22:00:00+00:00,10343500,1.7,A -2023-08-23 22:15:00+00:00,10343500,1.69,A -2023-08-23 22:30:00+00:00,10343500,1.69,A -2023-08-23 22:45:00+00:00,10343500,1.69,A -2023-08-23 23:00:00+00:00,10343500,1.69,A -2023-08-23 23:15:00+00:00,10343500,1.68,A -2023-08-23 23:30:00+00:00,10343500,1.68,A -2023-08-23 23:45:00+00:00,10343500,1.68,A -2023-08-24 00:00:00+00:00,10343500,1.68,A -2023-08-24 00:15:00+00:00,10343500,1.68,A -2023-08-24 00:30:00+00:00,10343500,1.68,A -2023-08-24 00:45:00+00:00,10343500,1.68,A -2023-08-24 01:00:00+00:00,10343500,1.68,A -2023-08-24 01:15:00+00:00,10343500,1.67,A -2023-08-24 01:30:00+00:00,10343500,1.67,A -2023-08-24 01:45:00+00:00,10343500,1.67,A -2023-08-24 02:00:00+00:00,10343500,1.67,A -2023-08-24 02:15:00+00:00,10343500,1.67,A -2023-08-24 02:30:00+00:00,10343500,1.67,A -2023-08-24 02:45:00+00:00,10343500,1.67,A -2023-08-24 03:00:00+00:00,10343500,1.67,A -2023-08-24 03:15:00+00:00,10343500,1.67,A -2023-08-24 03:30:00+00:00,10343500,1.67,A -2023-08-24 03:45:00+00:00,10343500,1.67,A -2023-08-24 04:00:00+00:00,10343500,1.67,A -2023-08-24 04:15:00+00:00,10343500,1.67,A -2023-08-24 04:30:00+00:00,10343500,1.67,A -2023-08-24 04:45:00+00:00,10343500,1.67,A -2023-08-24 05:00:00+00:00,10343500,1.67,A -2023-08-24 05:15:00+00:00,10343500,1.67,A -2023-08-24 05:30:00+00:00,10343500,1.68,A -2023-08-24 05:45:00+00:00,10343500,1.68,A -2023-08-24 06:00:00+00:00,10343500,1.68,A -2023-08-24 06:15:00+00:00,10343500,1.68,A -2023-08-24 06:30:00+00:00,10343500,1.68,A -2023-08-24 06:45:00+00:00,10343500,1.68,A -2023-08-24 07:00:00+00:00,10343500,1.68,A -2023-08-24 07:15:00+00:00,10343500,1.68,A -2023-08-24 07:30:00+00:00,10343500,1.68,A -2023-08-24 07:45:00+00:00,10343500,1.68,A -2023-08-24 08:00:00+00:00,10343500,1.68,A -2023-08-24 08:15:00+00:00,10343500,1.68,A -2023-08-24 08:30:00+00:00,10343500,1.68,A -2023-08-24 08:45:00+00:00,10343500,1.68,A -2023-08-24 09:00:00+00:00,10343500,1.69,A -2023-08-24 09:15:00+00:00,10343500,1.69,A -2023-08-24 09:30:00+00:00,10343500,1.69,A -2023-08-24 09:45:00+00:00,10343500,1.69,A -2023-08-24 10:00:00+00:00,10343500,1.69,A -2023-08-24 10:15:00+00:00,10343500,1.69,A -2023-08-24 10:30:00+00:00,10343500,1.69,A -2023-08-24 10:45:00+00:00,10343500,1.69,A -2023-08-24 11:00:00+00:00,10343500,1.69,A -2023-08-24 11:15:00+00:00,10343500,1.69,A -2023-08-24 11:30:00+00:00,10343500,1.69,A -2023-08-24 11:45:00+00:00,10343500,1.69,A -2023-08-24 12:00:00+00:00,10343500,1.69,A -2023-08-24 12:15:00+00:00,10343500,1.69,A -2023-08-24 12:30:00+00:00,10343500,1.69,A -2023-08-24 12:45:00+00:00,10343500,1.69,A -2023-08-24 13:00:00+00:00,10343500,1.69,A -2023-08-24 13:15:00+00:00,10343500,1.69,A -2023-08-24 13:30:00+00:00,10343500,1.7,A -2023-08-24 13:45:00+00:00,10343500,1.7,A -2023-08-24 14:00:00+00:00,10343500,1.7,A -2023-08-24 14:15:00+00:00,10343500,1.7,A -2023-08-24 14:30:00+00:00,10343500,1.7,A -2023-08-24 14:45:00+00:00,10343500,1.7,A -2023-08-24 15:00:00+00:00,10343500,1.7,A -2023-08-24 15:15:00+00:00,10343500,1.7,A -2023-08-24 15:30:00+00:00,10343500,1.7,A -2023-08-24 15:45:00+00:00,10343500,1.7,A -2023-08-24 16:00:00+00:00,10343500,1.7,A -2023-08-24 16:15:00+00:00,10343500,1.7,A -2023-08-24 16:30:00+00:00,10343500,1.7,A -2023-08-24 16:45:00+00:00,10343500,1.7,A -2023-08-24 17:00:00+00:00,10343500,1.7,A -2023-08-24 17:15:00+00:00,10343500,1.7,A -2023-08-24 17:30:00+00:00,10343500,1.7,A -2023-08-24 17:45:00+00:00,10343500,1.7,A -2023-08-24 18:00:00+00:00,10343500,1.7,A -2023-08-24 18:15:00+00:00,10343500,1.7,A -2023-08-24 18:30:00+00:00,10343500,1.7,A -2023-08-24 18:45:00+00:00,10343500,1.7,A -2023-08-24 19:00:00+00:00,10343500,1.7,A -2023-08-24 19:15:00+00:00,10343500,1.69,A -2023-08-24 19:30:00+00:00,10343500,1.69,A -2023-08-24 19:45:00+00:00,10343500,1.69,A -2023-08-24 20:00:00+00:00,10343500,1.69,A -2023-08-24 20:15:00+00:00,10343500,1.69,A 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02:15:00+00:00,10343500,1.65,A -2023-08-25 02:30:00+00:00,10343500,1.65,A -2023-08-25 02:45:00+00:00,10343500,1.65,A -2023-08-25 03:00:00+00:00,10343500,1.65,A -2023-08-25 03:15:00+00:00,10343500,1.65,A -2023-08-25 03:30:00+00:00,10343500,1.65,A -2023-08-25 03:45:00+00:00,10343500,1.65,A -2023-08-25 04:00:00+00:00,10343500,1.65,A -2023-08-25 04:15:00+00:00,10343500,1.65,A -2023-08-25 04:30:00+00:00,10343500,1.65,A -2023-08-25 04:45:00+00:00,10343500,1.65,A -2023-08-25 05:00:00+00:00,10343500,1.65,A -2023-08-25 05:15:00+00:00,10343500,1.65,A -2023-08-25 05:30:00+00:00,10343500,1.65,A -2023-08-25 05:45:00+00:00,10343500,1.66,A -2023-08-25 06:00:00+00:00,10343500,1.66,A -2023-08-25 06:15:00+00:00,10343500,1.66,A -2023-08-25 06:30:00+00:00,10343500,1.66,A -2023-08-25 06:45:00+00:00,10343500,1.66,A -2023-08-25 07:00:00+00:00,10343500,1.66,A -2023-08-25 07:15:00+00:00,10343500,1.66,A -2023-08-25 07:30:00+00:00,10343500,1.66,A -2023-08-25 07:45:00+00:00,10343500,1.66,A -2023-08-25 08:00:00+00:00,10343500,1.66,A -2023-08-25 08:15:00+00:00,10343500,1.67,A -2023-08-25 08:30:00+00:00,10343500,1.67,A -2023-08-25 08:45:00+00:00,10343500,1.67,A -2023-08-25 09:00:00+00:00,10343500,1.67,A -2023-08-25 09:15:00+00:00,10343500,1.67,A -2023-08-25 09:30:00+00:00,10343500,1.67,A -2023-08-25 09:45:00+00:00,10343500,1.67,A -2023-08-25 10:00:00+00:00,10343500,1.67,A -2023-08-25 10:15:00+00:00,10343500,1.67,A -2023-08-25 10:30:00+00:00,10343500,1.67,A -2023-08-25 10:45:00+00:00,10343500,1.67,A -2023-08-25 11:00:00+00:00,10343500,1.67,A -2023-08-25 11:15:00+00:00,10343500,1.67,A -2023-08-25 11:30:00+00:00,10343500,1.67,A -2023-08-25 11:45:00+00:00,10343500,1.68,A -2023-08-25 12:00:00+00:00,10343500,1.68,A -2023-08-25 12:15:00+00:00,10343500,1.68,A -2023-08-25 12:30:00+00:00,10343500,1.68,A -2023-08-25 12:45:00+00:00,10343500,1.68,A -2023-08-25 13:00:00+00:00,10343500,1.68,A -2023-08-25 13:15:00+00:00,10343500,1.68,A -2023-08-25 13:30:00+00:00,10343500,1.68,A -2023-08-25 13:45:00+00:00,10343500,1.68,A -2023-08-25 14:00:00+00:00,10343500,1.68,A -2023-08-25 14:15:00+00:00,10343500,1.68,A -2023-08-25 14:30:00+00:00,10343500,1.68,A -2023-08-25 14:45:00+00:00,10343500,1.68,A -2023-08-25 15:00:00+00:00,10343500,1.68,A -2023-08-25 15:15:00+00:00,10343500,1.68,A -2023-08-25 15:30:00+00:00,10343500,1.68,A -2023-08-25 15:45:00+00:00,10343500,1.68,A -2023-08-25 16:00:00+00:00,10343500,1.68,A -2023-08-25 16:15:00+00:00,10343500,1.68,A -2023-08-25 16:30:00+00:00,10343500,1.68,A -2023-08-25 16:45:00+00:00,10343500,1.68,A -2023-08-25 17:00:00+00:00,10343500,1.68,A -2023-08-25 17:15:00+00:00,10343500,1.68,A -2023-08-25 17:30:00+00:00,10343500,1.68,A -2023-08-25 17:45:00+00:00,10343500,1.68,A -2023-08-25 18:00:00+00:00,10343500,1.68,A -2023-08-25 18:15:00+00:00,10343500,1.68,A -2023-08-25 18:30:00+00:00,10343500,1.68,A -2023-08-25 18:45:00+00:00,10343500,1.68,A -2023-08-25 19:00:00+00:00,10343500,1.68,A -2023-08-25 19:15:00+00:00,10343500,1.68,A -2023-08-25 19:30:00+00:00,10343500,1.68,A -2023-08-25 19:45:00+00:00,10343500,1.68,A -2023-08-25 20:00:00+00:00,10343500,1.67,A -2023-08-25 20:15:00+00:00,10343500,1.67,A -2023-08-25 20:30:00+00:00,10343500,1.67,A -2023-08-25 20:45:00+00:00,10343500,1.67,A -2023-08-25 21:00:00+00:00,10343500,1.67,A -2023-08-25 21:15:00+00:00,10343500,1.66,A -2023-08-25 21:30:00+00:00,10343500,1.66,A -2023-08-25 21:45:00+00:00,10343500,1.66,A -2023-08-25 22:00:00+00:00,10343500,1.66,A -2023-08-25 22:15:00+00:00,10343500,1.66,A -2023-08-25 22:30:00+00:00,10343500,1.65,A -2023-08-25 22:45:00+00:00,10343500,1.65,A -2023-08-25 23:00:00+00:00,10343500,1.65,A -2023-08-25 23:15:00+00:00,10343500,1.65,A -2023-08-25 23:30:00+00:00,10343500,1.65,A -2023-08-25 23:45:00+00:00,10343500,1.65,A -2023-08-26 00:00:00+00:00,10343500,1.64,A -2023-08-26 00:15:00+00:00,10343500,1.64,A -2023-08-26 00:30:00+00:00,10343500,1.64,A -2023-08-26 00:45:00+00:00,10343500,1.64,A -2023-08-26 01:00:00+00:00,10343500,1.64,A -2023-08-26 01:15:00+00:00,10343500,1.64,A -2023-08-26 01:30:00+00:00,10343500,1.64,A -2023-08-26 01:45:00+00:00,10343500,1.64,A -2023-08-26 02:00:00+00:00,10343500,1.64,A -2023-08-26 02:15:00+00:00,10343500,1.64,A -2023-08-26 02:30:00+00:00,10343500,1.64,A -2023-08-26 02:45:00+00:00,10343500,1.64,A -2023-08-26 03:00:00+00:00,10343500,1.64,A -2023-08-26 03:15:00+00:00,10343500,1.64,A -2023-08-26 03:30:00+00:00,10343500,1.64,A -2023-08-26 03:45:00+00:00,10343500,1.64,A -2023-08-26 04:00:00+00:00,10343500,1.64,A -2023-08-26 04:15:00+00:00,10343500,1.64,A -2023-08-26 04:30:00+00:00,10343500,1.64,A -2023-08-26 04:45:00+00:00,10343500,1.64,A -2023-08-26 05:00:00+00:00,10343500,1.64,A -2023-08-26 05:15:00+00:00,10343500,1.64,A -2023-08-26 05:30:00+00:00,10343500,1.64,A -2023-08-26 05:45:00+00:00,10343500,1.64,A -2023-08-26 06:00:00+00:00,10343500,1.65,A -2023-08-26 06:15:00+00:00,10343500,1.65,A -2023-08-26 06:30:00+00:00,10343500,1.65,A -2023-08-26 06:45:00+00:00,10343500,1.65,A -2023-08-26 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12:45:00+00:00,10343500,1.67,A -2023-08-26 13:00:00+00:00,10343500,1.67,A -2023-08-26 13:15:00+00:00,10343500,1.67,A -2023-08-26 13:30:00+00:00,10343500,1.67,A -2023-08-26 13:45:00+00:00,10343500,1.67,A -2023-08-26 14:00:00+00:00,10343500,1.67,A -2023-08-26 14:15:00+00:00,10343500,1.67,A -2023-08-26 14:30:00+00:00,10343500,1.67,A -2023-08-26 14:45:00+00:00,10343500,1.67,A -2023-08-26 15:00:00+00:00,10343500,1.67,A -2023-08-26 15:15:00+00:00,10343500,1.67,A -2023-08-26 15:30:00+00:00,10343500,1.67,A -2023-08-26 15:45:00+00:00,10343500,1.67,A -2023-08-26 16:00:00+00:00,10343500,1.67,A -2023-08-26 16:15:00+00:00,10343500,1.67,A -2023-08-26 16:30:00+00:00,10343500,1.67,A -2023-08-26 16:45:00+00:00,10343500,1.67,A -2023-08-26 17:00:00+00:00,10343500,1.67,A -2023-08-26 17:15:00+00:00,10343500,1.67,A -2023-08-26 17:30:00+00:00,10343500,1.67,A -2023-08-26 17:45:00+00:00,10343500,1.67,A -2023-08-26 18:00:00+00:00,10343500,1.67,A -2023-08-26 18:15:00+00:00,10343500,1.67,A -2023-08-26 18:30:00+00:00,10343500,1.67,A -2023-08-26 18:45:00+00:00,10343500,1.67,A -2023-08-26 19:00:00+00:00,10343500,1.67,A -2023-08-26 19:15:00+00:00,10343500,1.67,A -2023-08-26 19:30:00+00:00,10343500,1.67,A -2023-08-26 19:45:00+00:00,10343500,1.66,A -2023-08-26 20:00:00+00:00,10343500,1.66,A -2023-08-26 20:15:00+00:00,10343500,1.66,A -2023-08-26 20:30:00+00:00,10343500,1.66,A -2023-08-26 20:45:00+00:00,10343500,1.66,A -2023-08-26 21:00:00+00:00,10343500,1.65,A -2023-08-26 21:15:00+00:00,10343500,1.65,A -2023-08-26 21:30:00+00:00,10343500,1.65,A -2023-08-26 21:45:00+00:00,10343500,1.65,A -2023-08-26 22:00:00+00:00,10343500,1.65,A -2023-08-26 22:15:00+00:00,10343500,1.64,A -2023-08-26 22:30:00+00:00,10343500,1.64,A -2023-08-26 22:45:00+00:00,10343500,1.64,A -2023-08-26 23:00:00+00:00,10343500,1.64,A -2023-08-26 23:15:00+00:00,10343500,1.63,A -2023-08-26 23:30:00+00:00,10343500,1.63,A -2023-08-26 23:45:00+00:00,10343500,1.63,A -2023-08-27 00:00:00+00:00,10343500,1.63,A -2023-08-27 00:15:00+00:00,10343500,1.63,A -2023-08-27 00:30:00+00:00,10343500,1.63,A -2023-08-27 00:45:00+00:00,10343500,1.63,A -2023-08-27 01:00:00+00:00,10343500,1.63,A -2023-08-27 01:15:00+00:00,10343500,1.63,A -2023-08-27 01:30:00+00:00,10343500,1.63,A -2023-08-27 01:45:00+00:00,10343500,1.63,A -2023-08-27 02:00:00+00:00,10343500,1.62,A -2023-08-27 02:15:00+00:00,10343500,1.62,A -2023-08-27 02:30:00+00:00,10343500,1.62,A -2023-08-27 02:45:00+00:00,10343500,1.62,A -2023-08-27 03:00:00+00:00,10343500,1.63,A -2023-08-27 03:15:00+00:00,10343500,1.63,A -2023-08-27 03:30:00+00:00,10343500,1.63,A -2023-08-27 03:45:00+00:00,10343500,1.63,A -2023-08-27 04:00:00+00:00,10343500,1.63,A -2023-08-27 04:15:00+00:00,10343500,1.63,A -2023-08-27 04:30:00+00:00,10343500,1.63,A -2023-08-27 04:45:00+00:00,10343500,1.63,A -2023-08-27 05:00:00+00:00,10343500,1.63,A -2023-08-27 05:15:00+00:00,10343500,1.63,A -2023-08-27 05:30:00+00:00,10343500,1.63,A -2023-08-27 05:45:00+00:00,10343500,1.63,A -2023-08-27 06:00:00+00:00,10343500,1.63,A -2023-08-27 06:15:00+00:00,10343500,1.63,A -2023-08-27 06:30:00+00:00,10343500,1.63,A -2023-08-27 06:45:00+00:00,10343500,1.64,A -2023-08-27 07:00:00+00:00,10343500,1.64,A -2023-08-27 07:15:00+00:00,10343500,1.64,A -2023-08-27 07:30:00+00:00,10343500,1.64,A -2023-08-27 07:45:00+00:00,10343500,1.64,A -2023-08-27 08:00:00+00:00,10343500,1.64,A -2023-08-27 08:15:00+00:00,10343500,1.64,A -2023-08-27 08:30:00+00:00,10343500,1.64,A -2023-08-27 08:45:00+00:00,10343500,1.64,A -2023-08-27 09:00:00+00:00,10343500,1.65,A -2023-08-27 09:15:00+00:00,10343500,1.65,A -2023-08-27 09:30:00+00:00,10343500,1.65,A -2023-08-27 09:45:00+00:00,10343500,1.65,A -2023-08-27 10:00:00+00:00,10343500,1.65,A -2023-08-27 10:15:00+00:00,10343500,1.65,A -2023-08-27 10:30:00+00:00,10343500,1.65,A -2023-08-27 10:45:00+00:00,10343500,1.65,A -2023-08-27 11:00:00+00:00,10343500,1.65,A -2023-08-27 11:15:00+00:00,10343500,1.65,A -2023-08-27 11:30:00+00:00,10343500,1.65,A -2023-08-27 11:45:00+00:00,10343500,1.65,A -2023-08-27 12:00:00+00:00,10343500,1.66,A -2023-08-27 12:15:00+00:00,10343500,1.66,A -2023-08-27 12:30:00+00:00,10343500,1.66,A -2023-08-27 12:45:00+00:00,10343500,1.66,A -2023-08-27 13:00:00+00:00,10343500,1.66,A -2023-08-27 13:15:00+00:00,10343500,1.66,A -2023-08-27 13:30:00+00:00,10343500,1.66,A -2023-08-27 13:45:00+00:00,10343500,1.66,A -2023-08-27 14:00:00+00:00,10343500,1.66,A -2023-08-27 14:15:00+00:00,10343500,1.66,A -2023-08-27 14:30:00+00:00,10343500,1.66,A -2023-08-27 14:45:00+00:00,10343500,1.66,A -2023-08-27 15:00:00+00:00,10343500,1.66,A -2023-08-27 15:15:00+00:00,10343500,1.66,A -2023-08-27 15:30:00+00:00,10343500,1.66,A -2023-08-27 15:45:00+00:00,10343500,1.66,A -2023-08-27 16:00:00+00:00,10343500,1.66,A -2023-08-27 16:15:00+00:00,10343500,1.66,A -2023-08-27 16:30:00+00:00,10343500,1.66,A -2023-08-27 16:45:00+00:00,10343500,1.66,A -2023-08-27 17:00:00+00:00,10343500,1.66,A -2023-08-27 17:15:00+00:00,10343500,1.67,A -2023-08-27 17:30:00+00:00,10343500,1.67,A -2023-08-27 17:45:00+00:00,10343500,1.67,A -2023-08-27 18:00:00+00:00,10343500,1.67,A -2023-08-27 18:15:00+00:00,10343500,1.66,A -2023-08-27 18:30:00+00:00,10343500,1.66,A -2023-08-27 18:45:00+00:00,10343500,1.66,A -2023-08-27 19:00:00+00:00,10343500,1.66,A -2023-08-27 19:15:00+00:00,10343500,1.66,A -2023-08-27 19:30:00+00:00,10343500,1.66,A -2023-08-27 19:45:00+00:00,10343500,1.66,A -2023-08-27 20:00:00+00:00,10343500,1.66,A -2023-08-27 20:15:00+00:00,10343500,1.66,A -2023-08-27 20:30:00+00:00,10343500,1.65,A -2023-08-27 20:45:00+00:00,10343500,1.65,A -2023-08-27 21:00:00+00:00,10343500,1.65,A -2023-08-27 21:15:00+00:00,10343500,1.65,A -2023-08-27 21:30:00+00:00,10343500,1.64,A -2023-08-27 21:45:00+00:00,10343500,1.64,A -2023-08-27 22:00:00+00:00,10343500,1.64,A -2023-08-27 22:15:00+00:00,10343500,1.64,A -2023-08-27 22:30:00+00:00,10343500,1.63,A -2023-08-27 22:45:00+00:00,10343500,1.63,A -2023-08-27 23:00:00+00:00,10343500,1.63,A -2023-08-27 23:15:00+00:00,10343500,1.63,A -2023-08-27 23:30:00+00:00,10343500,1.63,A -2023-08-27 23:45:00+00:00,10343500,1.63,A -2023-08-28 00:00:00+00:00,10343500,1.62,A -2023-08-28 00:15:00+00:00,10343500,1.62,A -2023-08-28 00:30:00+00:00,10343500,1.62,A -2023-08-28 00:45:00+00:00,10343500,1.62,A -2023-08-28 01:00:00+00:00,10343500,1.61,A -2023-08-28 01:15:00+00:00,10343500,1.62,A -2023-08-28 01:30:00+00:00,10343500,1.62,A -2023-08-28 01:45:00+00:00,10343500,1.62,A -2023-08-28 02:00:00+00:00,10343500,1.62,A -2023-08-28 02:15:00+00:00,10343500,1.62,A -2023-08-28 02:30:00+00:00,10343500,1.62,A -2023-08-28 02:45:00+00:00,10343500,1.62,A -2023-08-28 03:00:00+00:00,10343500,1.62,A -2023-08-28 03:15:00+00:00,10343500,1.62,A -2023-08-28 03:30:00+00:00,10343500,1.62,A -2023-08-28 03:45:00+00:00,10343500,1.62,A -2023-08-28 04:00:00+00:00,10343500,1.62,A -2023-08-28 04:15:00+00:00,10343500,1.62,A -2023-08-28 04:30:00+00:00,10343500,1.62,A -2023-08-28 04:45:00+00:00,10343500,1.62,A -2023-08-28 05:00:00+00:00,10343500,1.62,A -2023-08-28 05:15:00+00:00,10343500,1.62,A -2023-08-28 05:30:00+00:00,10343500,1.62,A -2023-08-28 05:45:00+00:00,10343500,1.62,A -2023-08-28 06:00:00+00:00,10343500,1.63,A -2023-08-28 06:15:00+00:00,10343500,1.63,A -2023-08-28 06:30:00+00:00,10343500,1.63,A -2023-08-28 06:45:00+00:00,10343500,1.63,A -2023-08-28 07:00:00+00:00,10343500,1.63,A -2023-08-28 07:15:00+00:00,10343500,1.63,A -2023-08-28 07:30:00+00:00,10343500,1.63,A -2023-08-28 07:45:00+00:00,10343500,1.63,A -2023-08-28 08:00:00+00:00,10343500,1.63,A -2023-08-28 08:15:00+00:00,10343500,1.63,A -2023-08-28 08:30:00+00:00,10343500,1.63,A -2023-08-28 08:45:00+00:00,10343500,1.63,A -2023-08-28 09:00:00+00:00,10343500,1.64,A -2023-08-28 09:15:00+00:00,10343500,1.64,A -2023-08-28 09:30:00+00:00,10343500,1.64,A -2023-08-28 09:45:00+00:00,10343500,1.64,A -2023-08-28 10:00:00+00:00,10343500,1.64,A -2023-08-28 10:15:00+00:00,10343500,1.64,A -2023-08-28 10:30:00+00:00,10343500,1.64,A -2023-08-28 10:45:00+00:00,10343500,1.64,A -2023-08-28 11:00:00+00:00,10343500,1.64,A -2023-08-28 11:15:00+00:00,10343500,1.65,A -2023-08-28 11:30:00+00:00,10343500,1.65,A -2023-08-28 11:45:00+00:00,10343500,1.65,A -2023-08-28 12:00:00+00:00,10343500,1.65,A -2023-08-28 12:15:00+00:00,10343500,1.65,A -2023-08-28 12:30:00+00:00,10343500,1.65,A -2023-08-28 12:45:00+00:00,10343500,1.65,A -2023-08-28 13:00:00+00:00,10343500,1.65,A -2023-08-28 13:15:00+00:00,10343500,1.65,A -2023-08-28 13:30:00+00:00,10343500,1.65,A -2023-08-28 13:45:00+00:00,10343500,1.65,A -2023-08-28 14:00:00+00:00,10343500,1.65,A -2023-08-28 14:15:00+00:00,10343500,1.65,A -2023-08-28 14:30:00+00:00,10343500,1.65,A -2023-08-28 14:45:00+00:00,10343500,1.65,A -2023-08-28 15:00:00+00:00,10343500,1.65,A -2023-08-28 15:15:00+00:00,10343500,1.65,A -2023-08-28 15:30:00+00:00,10343500,1.66,A -2023-08-28 15:45:00+00:00,10343500,1.66,A -2023-08-28 16:00:00+00:00,10343500,1.66,A -2023-08-28 16:15:00+00:00,10343500,1.66,A -2023-08-28 16:30:00+00:00,10343500,1.66,A -2023-08-28 16:45:00+00:00,10343500,1.66,A -2023-08-28 17:00:00+00:00,10343500,1.66,A -2023-08-28 17:15:00+00:00,10343500,1.66,A -2023-08-28 17:30:00+00:00,10343500,1.66,A -2023-08-28 17:45:00+00:00,10343500,1.66,A -2023-08-28 18:00:00+00:00,10343500,1.66,A -2023-08-28 18:15:00+00:00,10343500,1.66,A -2023-08-28 18:30:00+00:00,10343500,1.66,A -2023-08-28 18:45:00+00:00,10343500,1.66,A -2023-08-28 19:00:00+00:00,10343500,1.66,A -2023-08-28 19:15:00+00:00,10343500,1.66,A -2023-08-28 19:30:00+00:00,10343500,1.65,A -2023-08-28 19:45:00+00:00,10343500,1.65,A -2023-08-28 20:00:00+00:00,10343500,1.65,A -2023-08-28 20:15:00+00:00,10343500,1.65,A -2023-08-28 20:30:00+00:00,10343500,1.65,A -2023-08-28 20:45:00+00:00,10343500,1.64,A -2023-08-28 21:00:00+00:00,10343500,1.64,A -2023-08-28 21:15:00+00:00,10343500,1.64,A -2023-08-28 21:30:00+00:00,10343500,1.64,A -2023-08-28 21:45:00+00:00,10343500,1.63,A -2023-08-28 22:00:00+00:00,10343500,1.63,A -2023-08-28 22:15:00+00:00,10343500,1.63,A -2023-08-28 22:30:00+00:00,10343500,1.63,A -2023-08-28 22:45:00+00:00,10343500,1.63,A -2023-08-28 23:00:00+00:00,10343500,1.62,A -2023-08-28 23:15:00+00:00,10343500,1.62,A -2023-08-28 23:30:00+00:00,10343500,1.62,A -2023-08-28 23:45:00+00:00,10343500,1.62,A -2023-08-29 00:00:00+00:00,10343500,1.62,A -2023-08-29 00:15:00+00:00,10343500,1.62,A -2023-08-29 00:30:00+00:00,10343500,1.61,A -2023-08-29 00:45:00+00:00,10343500,1.61,A -2023-08-29 01:00:00+00:00,10343500,1.61,A -2023-08-29 01:15:00+00:00,10343500,1.61,A -2023-08-29 01:30:00+00:00,10343500,1.61,A -2023-08-29 01:45:00+00:00,10343500,1.61,A -2023-08-29 02:00:00+00:00,10343500,1.61,A -2023-08-29 02:15:00+00:00,10343500,1.61,A -2023-08-29 02:30:00+00:00,10343500,1.61,A -2023-08-29 02:45:00+00:00,10343500,1.61,A -2023-08-29 03:00:00+00:00,10343500,1.61,A -2023-08-29 03:15:00+00:00,10343500,1.61,A -2023-08-29 03:30:00+00:00,10343500,1.61,A -2023-08-29 03:45:00+00:00,10343500,1.61,A -2023-08-29 04:00:00+00:00,10343500,1.61,A -2023-08-29 04:15:00+00:00,10343500,1.61,A -2023-08-29 04:30:00+00:00,10343500,1.61,A -2023-08-29 04:45:00+00:00,10343500,1.61,A -2023-08-29 05:00:00+00:00,10343500,1.61,A -2023-08-29 05:15:00+00:00,10343500,1.61,A -2023-08-29 05:30:00+00:00,10343500,1.61,A -2023-08-29 05:45:00+00:00,10343500,1.61,A -2023-08-29 06:00:00+00:00,10343500,1.62,A -2023-08-29 06:15:00+00:00,10343500,1.62,A -2023-08-29 06:30:00+00:00,10343500,1.62,A -2023-08-29 06:45:00+00:00,10343500,1.62,A -2023-08-29 07:00:00+00:00,10343500,1.62,A -2023-08-29 07:15:00+00:00,10343500,1.62,A -2023-08-29 07:30:00+00:00,10343500,1.62,A -2023-08-29 07:45:00+00:00,10343500,1.62,A -2023-08-29 08:00:00+00:00,10343500,1.62,A -2023-08-29 08:15:00+00:00,10343500,1.62,A -2023-08-29 08:30:00+00:00,10343500,1.63,A -2023-08-29 08:45:00+00:00,10343500,1.63,A -2023-08-29 09:00:00+00:00,10343500,1.63,A -2023-08-29 09:15:00+00:00,10343500,1.63,A -2023-08-29 09:30:00+00:00,10343500,1.63,A -2023-08-29 09:45:00+00:00,10343500,1.63,A -2023-08-29 10:00:00+00:00,10343500,1.63,A -2023-08-29 10:15:00+00:00,10343500,1.63,A -2023-08-29 10:30:00+00:00,10343500,1.63,A -2023-08-29 10:45:00+00:00,10343500,1.63,A -2023-08-29 11:00:00+00:00,10343500,1.63,A -2023-08-29 11:15:00+00:00,10343500,1.64,A -2023-08-29 11:30:00+00:00,10343500,1.64,A -2023-08-29 11:45:00+00:00,10343500,1.64,A -2023-08-29 12:00:00+00:00,10343500,1.64,A -2023-08-29 12:15:00+00:00,10343500,1.64,A -2023-08-29 12:30:00+00:00,10343500,1.64,A -2023-08-29 12:45:00+00:00,10343500,1.64,A -2023-08-29 13:00:00+00:00,10343500,1.64,A -2023-08-29 13:15:00+00:00,10343500,1.64,A -2023-08-29 13:30:00+00:00,10343500,1.64,A -2023-08-29 13:45:00+00:00,10343500,1.64,A -2023-08-29 14:00:00+00:00,10343500,1.64,A -2023-08-29 14:15:00+00:00,10343500,1.64,A -2023-08-29 14:30:00+00:00,10343500,1.65,A -2023-08-29 14:45:00+00:00,10343500,1.65,A -2023-08-29 15:00:00+00:00,10343500,1.65,A -2023-08-29 15:15:00+00:00,10343500,1.65,A -2023-08-29 15:30:00+00:00,10343500,1.65,A -2023-08-29 15:45:00+00:00,10343500,1.65,A -2023-08-29 16:00:00+00:00,10343500,1.65,A -2023-08-29 16:15:00+00:00,10343500,1.65,A -2023-08-29 16:30:00+00:00,10343500,1.65,A -2023-08-29 16:45:00+00:00,10343500,1.65,A -2023-08-29 17:00:00+00:00,10343500,1.65,A -2023-08-29 17:15:00+00:00,10343500,1.65,A -2023-08-29 17:30:00+00:00,10343500,1.65,A -2023-08-29 17:45:00+00:00,10343500,1.65,A -2023-08-29 18:00:00+00:00,10343500,1.65,A -2023-08-29 18:15:00+00:00,10343500,1.64,A -2023-08-29 18:30:00+00:00,10343500,1.64,A -2023-08-29 18:45:00+00:00,10343500,1.64,A -2023-08-29 19:00:00+00:00,10343500,1.64,A -2023-08-29 19:15:00+00:00,10343500,1.64,A -2023-08-29 19:30:00+00:00,10343500,1.64,A -2023-08-29 19:45:00+00:00,10343500,1.63,A -2023-08-29 20:00:00+00:00,10343500,1.63,A -2023-08-29 20:15:00+00:00,10343500,1.63,A -2023-08-29 20:30:00+00:00,10343500,1.63,A -2023-08-29 20:45:00+00:00,10343500,1.63,A -2023-08-29 21:00:00+00:00,10343500,1.62,A -2023-08-29 21:15:00+00:00,10343500,1.62,A -2023-08-29 21:30:00+00:00,10343500,1.62,A -2023-08-29 21:45:00+00:00,10343500,1.62,A -2023-08-29 22:00:00+00:00,10343500,1.62,A -2023-08-29 22:15:00+00:00,10343500,1.62,A -2023-08-29 22:30:00+00:00,10343500,1.61,A -2023-08-29 22:45:00+00:00,10343500,1.61,A -2023-08-29 23:00:00+00:00,10343500,1.61,A -2023-08-29 23:15:00+00:00,10343500,1.61,A -2023-08-29 23:30:00+00:00,10343500,1.61,A -2023-08-29 23:45:00+00:00,10343500,1.61,A -2023-08-30 00:00:00+00:00,10343500,1.6,A -2023-08-30 00:15:00+00:00,10343500,1.6,A -2023-08-30 00:30:00+00:00,10343500,1.6,A -2023-08-30 00:45:00+00:00,10343500,1.6,A -2023-08-30 01:00:00+00:00,10343500,1.6,A -2023-08-30 01:15:00+00:00,10343500,1.6,A -2023-08-30 01:30:00+00:00,10343500,1.6,A -2023-08-30 01:45:00+00:00,10343500,1.6,A -2023-08-30 02:00:00+00:00,10343500,1.6,A -2023-08-30 02:15:00+00:00,10343500,1.6,A -2023-08-30 02:30:00+00:00,10343500,1.6,A -2023-08-30 02:45:00+00:00,10343500,1.6,A -2023-08-30 03:00:00+00:00,10343500,1.6,A -2023-08-30 03:15:00+00:00,10343500,1.6,A -2023-08-30 03:30:00+00:00,10343500,1.6,A -2023-08-30 03:45:00+00:00,10343500,1.6,A -2023-08-30 04:00:00+00:00,10343500,1.6,A -2023-08-30 04:15:00+00:00,10343500,1.6,A -2023-08-30 04:30:00+00:00,10343500,1.6,A -2023-08-30 04:45:00+00:00,10343500,1.6,A -2023-08-30 05:00:00+00:00,10343500,1.6,A -2023-08-30 05:15:00+00:00,10343500,1.6,A -2023-08-30 05:30:00+00:00,10343500,1.61,A -2023-08-30 05:45:00+00:00,10343500,1.61,A -2023-08-30 06:00:00+00:00,10343500,1.61,A -2023-08-30 06:15:00+00:00,10343500,1.61,A -2023-08-30 06:30:00+00:00,10343500,1.61,A -2023-08-30 06:45:00+00:00,10343500,1.61,A -2023-08-30 07:00:00+00:00,10343500,1.61,A -2023-08-30 07:15:00+00:00,10343500,1.61,A -2023-08-30 07:30:00+00:00,10343500,1.61,A -2023-08-30 07:45:00+00:00,10343500,1.61,A -2023-08-30 08:00:00+00:00,10343500,1.61,A -2023-08-30 08:15:00+00:00,10343500,1.62,A -2023-08-30 08:30:00+00:00,10343500,1.62,A -2023-08-30 08:45:00+00:00,10343500,1.62,A -2023-08-30 09:00:00+00:00,10343500,1.62,A -2023-08-30 09:15:00+00:00,10343500,1.62,A -2023-08-30 09:30:00+00:00,10343500,1.62,A -2023-08-30 09:45:00+00:00,10343500,1.62,A -2023-08-30 10:00:00+00:00,10343500,1.62,A -2023-08-30 10:15:00+00:00,10343500,1.62,A -2023-08-30 10:30:00+00:00,10343500,1.63,A -2023-08-30 10:45:00+00:00,10343500,1.63,A -2023-08-30 11:00:00+00:00,10343500,1.63,A -2023-08-30 11:15:00+00:00,10343500,1.63,A -2023-08-30 11:30:00+00:00,10343500,1.63,A -2023-08-30 11:45:00+00:00,10343500,1.63,A -2023-08-30 12:00:00+00:00,10343500,1.63,A -2023-08-30 12:15:00+00:00,10343500,1.63,A -2023-08-30 12:30:00+00:00,10343500,1.63,A -2023-08-30 12:45:00+00:00,10343500,1.63,A -2023-08-30 13:00:00+00:00,10343500,1.63,A -2023-08-30 13:15:00+00:00,10343500,1.63,A -2023-08-30 13:30:00+00:00,10343500,1.63,A -2023-08-30 13:45:00+00:00,10343500,1.63,A -2023-08-30 14:00:00+00:00,10343500,1.63,A -2023-08-30 14:15:00+00:00,10343500,1.63,A -2023-08-30 14:30:00+00:00,10343500,1.64,A -2023-08-30 14:45:00+00:00,10343500,1.64,A -2023-08-30 15:00:00+00:00,10343500,1.64,A -2023-08-30 15:15:00+00:00,10343500,1.64,A -2023-08-30 15:30:00+00:00,10343500,1.64,A -2023-08-30 15:45:00+00:00,10343500,1.64,A -2023-08-30 16:00:00+00:00,10343500,1.64,A -2023-08-30 16:15:00+00:00,10343500,1.64,A -2023-08-30 16:30:00+00:00,10343500,1.64,A -2023-08-30 16:45:00+00:00,10343500,1.64,A -2023-08-30 17:00:00+00:00,10343500,1.64,A -2023-08-30 17:15:00+00:00,10343500,1.64,A -2023-08-30 17:30:00+00:00,10343500,1.64,A -2023-08-30 17:45:00+00:00,10343500,1.64,A -2023-08-30 18:00:00+00:00,10343500,1.64,A -2023-08-30 18:15:00+00:00,10343500,1.64,A -2023-08-30 18:30:00+00:00,10343500,1.64,A -2023-08-30 18:45:00+00:00,10343500,1.64,A -2023-08-30 19:00:00+00:00,10343500,1.64,A -2023-08-30 19:15:00+00:00,10343500,1.64,A -2023-08-30 19:30:00+00:00,10343500,1.64,A -2023-08-30 19:45:00+00:00,10343500,1.64,A -2023-08-30 20:00:00+00:00,10343500,1.63,A -2023-08-30 20:15:00+00:00,10343500,1.63,A -2023-08-30 20:30:00+00:00,10343500,1.63,A -2023-08-30 20:45:00+00:00,10343500,1.63,A -2023-08-30 21:00:00+00:00,10343500,1.63,A -2023-08-30 21:15:00+00:00,10343500,1.63,A -2023-08-30 21:30:00+00:00,10343500,1.62,A -2023-08-30 21:45:00+00:00,10343500,1.62,A -2023-08-30 22:00:00+00:00,10343500,1.62,A -2023-08-30 22:15:00+00:00,10343500,1.62,A -2023-08-30 22:30:00+00:00,10343500,1.62,A -2023-08-30 22:45:00+00:00,10343500,1.62,A -2023-08-30 23:00:00+00:00,10343500,1.61,A -2023-08-30 23:15:00+00:00,10343500,1.61,A -2023-08-30 23:30:00+00:00,10343500,1.61,A -2023-08-30 23:45:00+00:00,10343500,1.61,A -2023-08-31 00:00:00+00:00,10343500,1.61,A -2023-08-31 00:15:00+00:00,10343500,1.61,A -2023-08-31 00:30:00+00:00,10343500,1.61,A -2023-08-31 00:45:00+00:00,10343500,1.6,A -2023-08-31 01:00:00+00:00,10343500,1.6,A -2023-08-31 01:15:00+00:00,10343500,1.6,A -2023-08-31 01:30:00+00:00,10343500,1.6,A -2023-08-31 01:45:00+00:00,10343500,1.6,A -2023-08-31 02:00:00+00:00,10343500,1.6,A -2023-08-31 02:15:00+00:00,10343500,1.6,A -2023-08-31 02:30:00+00:00,10343500,1.6,A -2023-08-31 02:45:00+00:00,10343500,1.6,A -2023-08-31 03:00:00+00:00,10343500,1.6,A -2023-08-31 03:15:00+00:00,10343500,1.6,A -2023-08-31 03:30:00+00:00,10343500,1.6,A -2023-08-31 03:45:00+00:00,10343500,1.6,A -2023-08-31 04:00:00+00:00,10343500,1.6,A -2023-08-31 04:15:00+00:00,10343500,1.6,A -2023-08-31 04:30:00+00:00,10343500,1.6,A -2023-08-31 04:45:00+00:00,10343500,1.6,A -2023-08-31 05:00:00+00:00,10343500,1.6,A -2023-08-31 05:15:00+00:00,10343500,1.6,A -2023-08-31 05:30:00+00:00,10343500,1.6,A -2023-08-31 05:45:00+00:00,10343500,1.61,A -2023-08-31 06:00:00+00:00,10343500,1.61,A -2023-08-31 06:15:00+00:00,10343500,1.61,A -2023-08-31 06:30:00+00:00,10343500,1.61,A -2023-08-31 06:45:00+00:00,10343500,1.61,A -2023-08-31 07:00:00+00:00,10343500,1.61,A -2023-08-31 07:15:00+00:00,10343500,1.61,A -2023-08-31 07:30:00+00:00,10343500,1.61,A -2023-08-31 07:45:00+00:00,10343500,1.61,A -2023-08-31 08:00:00+00:00,10343500,1.61,A -2023-08-31 08:15:00+00:00,10343500,1.61,A -2023-08-31 08:30:00+00:00,10343500,1.62,A -2023-08-31 08:45:00+00:00,10343500,1.62,A -2023-08-31 09:00:00+00:00,10343500,1.62,A -2023-08-31 09:15:00+00:00,10343500,1.62,A -2023-08-31 09:30:00+00:00,10343500,1.62,A -2023-08-31 09:45:00+00:00,10343500,1.62,A -2023-08-31 10:00:00+00:00,10343500,1.62,A -2023-08-31 10:15:00+00:00,10343500,1.62,A -2023-08-31 10:30:00+00:00,10343500,1.62,A -2023-08-31 10:45:00+00:00,10343500,1.62,A -2023-08-31 11:00:00+00:00,10343500,1.63,A -2023-08-31 11:15:00+00:00,10343500,1.63,A -2023-08-31 11:30:00+00:00,10343500,1.63,A -2023-08-31 11:45:00+00:00,10343500,1.63,A -2023-08-31 12:00:00+00:00,10343500,1.63,A -2023-08-31 12:15:00+00:00,10343500,1.63,A -2023-08-31 12:30:00+00:00,10343500,1.63,A -2023-08-31 12:45:00+00:00,10343500,1.63,A -2023-08-31 13:00:00+00:00,10343500,1.63,A -2023-08-31 13:15:00+00:00,10343500,1.63,A -2023-08-31 13:30:00+00:00,10343500,1.63,A -2023-08-31 13:45:00+00:00,10343500,1.63,A -2023-08-31 14:00:00+00:00,10343500,1.63,A -2023-08-31 14:15:00+00:00,10343500,1.63,A -2023-08-31 14:30:00+00:00,10343500,1.63,A -2023-08-31 14:45:00+00:00,10343500,1.63,A -2023-08-31 15:00:00+00:00,10343500,1.64,A -2023-08-31 15:15:00+00:00,10343500,1.64,A -2023-08-31 15:30:00+00:00,10343500,1.64,A -2023-08-31 15:45:00+00:00,10343500,1.64,A -2023-08-31 16:00:00+00:00,10343500,1.64,A -2023-08-31 16:15:00+00:00,10343500,1.64,A -2023-08-31 16:30:00+00:00,10343500,1.64,A -2023-08-31 16:45:00+00:00,10343500,1.64,A -2023-08-31 17:00:00+00:00,10343500,1.64,A -2023-08-31 17:15:00+00:00,10343500,1.64,A -2023-08-31 17:30:00+00:00,10343500,1.64,A -2023-08-31 17:45:00+00:00,10343500,1.64,A -2023-08-31 18:00:00+00:00,10343500,1.64,A -2023-08-31 18:15:00+00:00,10343500,1.64,A -2023-08-31 18:30:00+00:00,10343500,1.64,A -2023-08-31 18:45:00+00:00,10343500,1.64,A -2023-08-31 19:00:00+00:00,10343500,1.64,A -2023-08-31 19:15:00+00:00,10343500,1.63,A -2023-08-31 19:30:00+00:00,10343500,1.63,A -2023-08-31 19:45:00+00:00,10343500,1.63,A -2023-08-31 20:00:00+00:00,10343500,1.63,A -2023-08-31 20:15:00+00:00,10343500,1.63,A -2023-08-31 20:30:00+00:00,10343500,1.63,A -2023-08-31 20:45:00+00:00,10343500,1.62,A -2023-08-31 21:00:00+00:00,10343500,1.62,A -2023-08-31 21:15:00+00:00,10343500,1.62,A -2023-08-31 21:30:00+00:00,10343500,1.62,A -2023-08-31 21:45:00+00:00,10343500,1.62,A -2023-08-31 22:00:00+00:00,10343500,1.62,A -2023-08-31 22:15:00+00:00,10343500,1.61,A -2023-08-31 22:30:00+00:00,10343500,1.61,A -2023-08-31 22:45:00+00:00,10343500,1.61,A -2023-08-31 23:00:00+00:00,10343500,1.61,A -2023-08-31 23:15:00+00:00,10343500,1.61,A -2023-08-31 23:30:00+00:00,10343500,1.61,A -2023-08-31 23:45:00+00:00,10343500,1.6,A -2023-09-01 00:00:00+00:00,10343500,1.6,A -2023-09-01 00:15:00+00:00,10343500,1.6,A -2023-09-01 00:30:00+00:00,10343500,1.6,A -2023-09-01 00:45:00+00:00,10343500,1.6,A -2023-09-01 01:00:00+00:00,10343500,1.6,A -2023-09-01 01:15:00+00:00,10343500,1.6,A -2023-09-01 01:30:00+00:00,10343500,1.6,A -2023-09-01 01:45:00+00:00,10343500,1.6,A -2023-09-01 02:00:00+00:00,10343500,1.59,A -2023-09-01 02:15:00+00:00,10343500,1.59,A -2023-09-01 02:30:00+00:00,10343500,1.59,A -2023-09-01 02:45:00+00:00,10343500,1.6,A -2023-09-01 03:00:00+00:00,10343500,1.59,A -2023-09-01 03:15:00+00:00,10343500,1.6,A -2023-09-01 03:30:00+00:00,10343500,1.6,A -2023-09-01 03:45:00+00:00,10343500,1.6,A -2023-09-01 04:00:00+00:00,10343500,1.6,A -2023-09-01 04:15:00+00:00,10343500,1.6,A -2023-09-01 04:30:00+00:00,10343500,1.6,A -2023-09-01 04:45:00+00:00,10343500,1.6,A -2023-09-01 05:00:00+00:00,10343500,1.6,A -2023-09-01 05:15:00+00:00,10343500,1.6,A -2023-09-01 05:30:00+00:00,10343500,1.6,A -2023-09-01 05:45:00+00:00,10343500,1.6,A -2023-09-01 06:00:00+00:00,10343500,1.6,A -2023-09-01 06:15:00+00:00,10343500,1.6,A -2023-09-01 06:30:00+00:00,10343500,1.6,A -2023-09-01 06:45:00+00:00,10343500,1.6,A -2023-09-01 07:00:00+00:00,10343500,1.61,A -2023-09-01 07:15:00+00:00,10343500,1.61,A -2023-09-01 07:30:00+00:00,10343500,1.61,A -2023-09-01 07:45:00+00:00,10343500,1.61,A -2023-09-01 08:00:00+00:00,10343500,1.61,A -2023-09-01 08:15:00+00:00,10343500,1.61,A -2023-09-01 08:30:00+00:00,10343500,1.61,A -2023-09-01 08:45:00+00:00,10343500,1.61,A -2023-09-01 09:00:00+00:00,10343500,1.61,A -2023-09-01 09:15:00+00:00,10343500,1.62,A -2023-09-01 09:30:00+00:00,10343500,1.62,A -2023-09-01 09:45:00+00:00,10343500,1.62,A -2023-09-01 10:00:00+00:00,10343500,1.62,A -2023-09-01 10:15:00+00:00,10343500,1.62,A -2023-09-01 10:30:00+00:00,10343500,1.62,A -2023-09-01 10:45:00+00:00,10343500,1.62,A -2023-09-01 11:00:00+00:00,10343500,1.62,A -2023-09-01 11:15:00+00:00,10343500,1.62,A -2023-09-01 11:30:00+00:00,10343500,1.62,A -2023-09-01 11:45:00+00:00,10343500,1.63,A -2023-09-01 12:00:00+00:00,10343500,1.63,A -2023-09-01 12:15:00+00:00,10343500,1.63,A -2023-09-01 12:30:00+00:00,10343500,1.63,A -2023-09-01 12:45:00+00:00,10343500,1.63,A -2023-09-01 13:00:00+00:00,10343500,1.63,A -2023-09-01 13:15:00+00:00,10343500,1.63,A -2023-09-01 13:30:00+00:00,10343500,1.63,A -2023-09-01 13:45:00+00:00,10343500,1.63,A -2023-09-01 14:00:00+00:00,10343500,1.63,A -2023-09-01 14:15:00+00:00,10343500,1.63,A -2023-09-01 14:30:00+00:00,10343500,1.63,A -2023-09-01 14:45:00+00:00,10343500,1.63,A -2023-09-01 15:00:00+00:00,10343500,1.63,A -2023-09-01 15:15:00+00:00,10343500,1.63,A -2023-09-01 15:30:00+00:00,10343500,1.63,A -2023-09-01 15:45:00+00:00,10343500,1.63,A -2023-09-01 16:00:00+00:00,10343500,1.63,A -2023-09-01 16:15:00+00:00,10343500,1.63,A -2023-09-01 16:30:00+00:00,10343500,1.63,A -2023-09-01 16:45:00+00:00,10343500,1.63,A -2023-09-01 17:00:00+00:00,10343500,1.63,A -2023-09-01 17:15:00+00:00,10343500,1.63,A -2023-09-01 17:30:00+00:00,10343500,1.63,A -2023-09-01 17:45:00+00:00,10343500,1.63,A -2023-09-01 18:00:00+00:00,10343500,1.63,A -2023-09-01 18:15:00+00:00,10343500,1.63,A -2023-09-01 18:30:00+00:00,10343500,1.63,A -2023-09-01 18:45:00+00:00,10343500,1.63,A -2023-09-01 19:00:00+00:00,10343500,1.63,A -2023-09-01 19:15:00+00:00,10343500,1.63,A -2023-09-01 19:30:00+00:00,10343500,1.63,A -2023-09-01 19:45:00+00:00,10343500,1.63,A -2023-09-01 20:00:00+00:00,10343500,1.63,A -2023-09-01 20:15:00+00:00,10343500,1.63,A -2023-09-01 20:30:00+00:00,10343500,1.63,A -2023-09-01 20:45:00+00:00,10343500,1.63,A -2023-09-01 21:00:00+00:00,10343500,1.63,A -2023-09-01 21:15:00+00:00,10343500,1.63,A -2023-09-01 21:30:00+00:00,10343500,1.63,A -2023-09-01 21:45:00+00:00,10343500,1.63,A -2023-09-01 22:00:00+00:00,10343500,1.63,A -2023-09-01 22:15:00+00:00,10343500,1.63,A -2023-09-01 22:30:00+00:00,10343500,1.63,A -2023-09-01 22:45:00+00:00,10343500,1.63,A -2023-09-01 23:00:00+00:00,10343500,1.63,A -2023-09-01 23:15:00+00:00,10343500,1.63,A -2023-09-01 23:30:00+00:00,10343500,1.64,A -2023-09-01 23:45:00+00:00,10343500,1.64,A -2023-09-02 00:00:00+00:00,10343500,1.64,A -2023-09-02 00:15:00+00:00,10343500,1.65,A -2023-09-02 00:30:00+00:00,10343500,1.65,A -2023-09-02 00:45:00+00:00,10343500,1.66,A -2023-09-02 01:00:00+00:00,10343500,1.66,A -2023-09-02 01:15:00+00:00,10343500,1.66,A -2023-09-02 01:30:00+00:00,10343500,1.67,A -2023-09-02 01:45:00+00:00,10343500,1.67,A -2023-09-02 02:00:00+00:00,10343500,1.67,A -2023-09-02 02:15:00+00:00,10343500,1.67,A -2023-09-02 02:30:00+00:00,10343500,1.67,A -2023-09-02 02:45:00+00:00,10343500,1.67,A -2023-09-02 03:00:00+00:00,10343500,1.67,A -2023-09-02 03:15:00+00:00,10343500,1.67,A -2023-09-02 03:30:00+00:00,10343500,1.67,A -2023-09-02 03:45:00+00:00,10343500,1.67,A -2023-09-02 04:00:00+00:00,10343500,1.67,A -2023-09-02 04:15:00+00:00,10343500,1.67,A -2023-09-02 04:30:00+00:00,10343500,1.67,A -2023-09-02 04:45:00+00:00,10343500,1.68,A -2023-09-02 05:00:00+00:00,10343500,1.68,A -2023-09-02 05:15:00+00:00,10343500,1.68,A -2023-09-02 05:30:00+00:00,10343500,1.68,A -2023-09-02 05:45:00+00:00,10343500,1.68,A -2023-09-02 06:00:00+00:00,10343500,1.68,A -2023-09-02 06:15:00+00:00,10343500,1.68,A -2023-09-02 06:30:00+00:00,10343500,1.69,A -2023-09-02 06:45:00+00:00,10343500,1.69,A -2023-09-02 07:00:00+00:00,10343500,1.7,A -2023-09-02 07:15:00+00:00,10343500,1.7,A -2023-09-02 07:30:00+00:00,10343500,1.71,A -2023-09-02 07:45:00+00:00,10343500,1.72,A -2023-09-02 08:00:00+00:00,10343500,1.73,A -2023-09-02 08:15:00+00:00,10343500,1.74,A -2023-09-02 08:30:00+00:00,10343500,1.74,A -2023-09-02 08:45:00+00:00,10343500,1.75,A -2023-09-02 09:00:00+00:00,10343500,1.76,A -2023-09-02 09:15:00+00:00,10343500,1.77,A -2023-09-02 09:30:00+00:00,10343500,1.78,A -2023-09-02 09:45:00+00:00,10343500,1.78,A -2023-09-02 10:00:00+00:00,10343500,1.79,A -2023-09-02 10:15:00+00:00,10343500,1.8,A -2023-09-02 10:30:00+00:00,10343500,1.8,A -2023-09-02 10:45:00+00:00,10343500,1.8,A -2023-09-02 11:00:00+00:00,10343500,1.81,A -2023-09-02 11:15:00+00:00,10343500,1.81,A -2023-09-02 11:30:00+00:00,10343500,1.81,A -2023-09-02 11:45:00+00:00,10343500,1.81,A -2023-09-02 12:00:00+00:00,10343500,1.81,A -2023-09-02 12:15:00+00:00,10343500,1.81,A -2023-09-02 12:30:00+00:00,10343500,1.81,A -2023-09-02 12:45:00+00:00,10343500,1.81,A -2023-09-02 13:00:00+00:00,10343500,1.81,A -2023-09-02 13:15:00+00:00,10343500,1.81,A -2023-09-02 13:30:00+00:00,10343500,1.81,A -2023-09-02 13:45:00+00:00,10343500,1.8,A -2023-09-02 14:00:00+00:00,10343500,1.8,A -2023-09-02 14:15:00+00:00,10343500,1.8,A -2023-09-02 14:30:00+00:00,10343500,1.79,A -2023-09-02 14:45:00+00:00,10343500,1.79,A -2023-09-02 15:00:00+00:00,10343500,1.78,A -2023-09-02 15:15:00+00:00,10343500,1.78,A -2023-09-02 15:30:00+00:00,10343500,1.78,A -2023-09-02 15:45:00+00:00,10343500,1.77,A -2023-09-02 16:00:00+00:00,10343500,1.77,A -2023-09-02 16:15:00+00:00,10343500,1.77,A -2023-09-02 16:30:00+00:00,10343500,1.76,A -2023-09-02 16:45:00+00:00,10343500,1.76,A -2023-09-02 17:00:00+00:00,10343500,1.76,A -2023-09-02 17:15:00+00:00,10343500,1.75,A -2023-09-02 17:30:00+00:00,10343500,1.75,A -2023-09-02 17:45:00+00:00,10343500,1.75,A -2023-09-02 18:00:00+00:00,10343500,1.75,A -2023-09-02 18:15:00+00:00,10343500,1.74,A -2023-09-02 18:30:00+00:00,10343500,1.74,A -2023-09-02 18:45:00+00:00,10343500,1.74,A -2023-09-02 19:00:00+00:00,10343500,1.74,A -2023-09-02 19:15:00+00:00,10343500,1.74,A -2023-09-02 19:30:00+00:00,10343500,1.73,A -2023-09-02 19:45:00+00:00,10343500,1.73,A -2023-09-02 20:00:00+00:00,10343500,1.73,A -2023-09-02 20:15:00+00:00,10343500,1.73,A -2023-09-02 20:30:00+00:00,10343500,1.73,A -2023-09-02 20:45:00+00:00,10343500,1.73,A -2023-09-02 21:00:00+00:00,10343500,1.73,A -2023-09-02 21:15:00+00:00,10343500,1.73,A -2023-09-02 21:30:00+00:00,10343500,1.72,A -2023-09-02 21:45:00+00:00,10343500,1.72,A -2023-09-02 22:00:00+00:00,10343500,1.72,A -2023-09-02 22:15:00+00:00,10343500,1.72,A -2023-09-02 22:30:00+00:00,10343500,1.72,A -2023-09-02 22:45:00+00:00,10343500,1.72,A -2023-09-02 23:00:00+00:00,10343500,1.72,A -2023-09-02 23:15:00+00:00,10343500,1.71,A -2023-09-02 23:30:00+00:00,10343500,1.71,A -2023-09-02 23:45:00+00:00,10343500,1.71,A -2023-09-03 00:00:00+00:00,10343500,1.71,A -2023-09-03 00:15:00+00:00,10343500,1.71,A -2023-09-03 00:30:00+00:00,10343500,1.71,A -2023-09-03 00:45:00+00:00,10343500,1.71,A -2023-09-03 01:00:00+00:00,10343500,1.71,A -2023-09-03 01:15:00+00:00,10343500,1.7,A -2023-09-03 01:30:00+00:00,10343500,1.7,A -2023-09-03 01:45:00+00:00,10343500,1.7,A -2023-09-03 02:00:00+00:00,10343500,1.7,A -2023-09-03 02:15:00+00:00,10343500,1.7,A -2023-09-03 02:30:00+00:00,10343500,1.7,A -2023-09-03 02:45:00+00:00,10343500,1.7,A -2023-09-03 03:00:00+00:00,10343500,1.7,A -2023-09-03 03:15:00+00:00,10343500,1.7,A -2023-09-03 03:30:00+00:00,10343500,1.7,A -2023-09-03 03:45:00+00:00,10343500,1.7,A -2023-09-03 04:00:00+00:00,10343500,1.7,A -2023-09-03 04:15:00+00:00,10343500,1.69,A -2023-09-03 04:30:00+00:00,10343500,1.69,A -2023-09-03 04:45:00+00:00,10343500,1.69,A -2023-09-03 05:00:00+00:00,10343500,1.69,A -2023-09-03 05:15:00+00:00,10343500,1.69,A -2023-09-03 05:30:00+00:00,10343500,1.69,A -2023-09-03 05:45:00+00:00,10343500,1.69,A -2023-09-03 06:00:00+00:00,10343500,1.69,A -2023-09-03 06:15:00+00:00,10343500,1.69,A -2023-09-03 06:30:00+00:00,10343500,1.69,A -2023-09-03 06:45:00+00:00,10343500,1.69,A -2023-09-03 07:00:00+00:00,10343500,1.69,A -2023-09-03 07:15:00+00:00,10343500,1.69,A -2023-09-03 07:30:00+00:00,10343500,1.69,A -2023-09-03 07:45:00+00:00,10343500,1.69,A -2023-09-03 08:00:00+00:00,10343500,1.69,A -2023-09-03 08:15:00+00:00,10343500,1.69,A -2023-09-03 08:30:00+00:00,10343500,1.69,A -2023-09-03 08:45:00+00:00,10343500,1.69,A -2023-09-03 09:00:00+00:00,10343500,1.69,A -2023-09-03 09:15:00+00:00,10343500,1.69,A -2023-09-03 09:30:00+00:00,10343500,1.69,A -2023-09-03 09:45:00+00:00,10343500,1.69,A -2023-09-03 10:00:00+00:00,10343500,1.69,A -2023-09-03 10:15:00+00:00,10343500,1.69,A -2023-09-03 10:30:00+00:00,10343500,1.69,A -2023-09-03 10:45:00+00:00,10343500,1.69,A -2023-09-03 11:00:00+00:00,10343500,1.69,A -2023-09-03 11:15:00+00:00,10343500,1.69,A -2023-09-03 11:30:00+00:00,10343500,1.69,A -2023-09-03 11:45:00+00:00,10343500,1.69,A -2023-09-03 12:00:00+00:00,10343500,1.69,A -2023-09-03 12:15:00+00:00,10343500,1.69,A -2023-09-03 12:30:00+00:00,10343500,1.69,A -2023-09-03 12:45:00+00:00,10343500,1.69,A -2023-09-03 13:00:00+00:00,10343500,1.69,A -2023-09-03 13:15:00+00:00,10343500,1.69,A -2023-09-03 13:30:00+00:00,10343500,1.69,A -2023-09-03 13:45:00+00:00,10343500,1.69,A -2023-09-03 14:00:00+00:00,10343500,1.69,A -2023-09-03 14:15:00+00:00,10343500,1.69,A -2023-09-03 14:30:00+00:00,10343500,1.69,A -2023-09-03 14:45:00+00:00,10343500,1.69,A -2023-09-03 15:00:00+00:00,10343500,1.69,A -2023-09-03 15:15:00+00:00,10343500,1.69,A -2023-09-03 15:30:00+00:00,10343500,1.69,A -2023-09-03 15:45:00+00:00,10343500,1.7,A -2023-09-03 16:00:00+00:00,10343500,1.7,A -2023-09-03 16:15:00+00:00,10343500,1.7,A -2023-09-03 16:30:00+00:00,10343500,1.7,A -2023-09-03 16:45:00+00:00,10343500,1.7,A -2023-09-03 17:00:00+00:00,10343500,1.7,A -2023-09-03 17:15:00+00:00,10343500,1.7,A -2023-09-03 17:30:00+00:00,10343500,1.7,A -2023-09-03 17:45:00+00:00,10343500,1.71,A -2023-09-03 18:00:00+00:00,10343500,1.71,A -2023-09-03 18:15:00+00:00,10343500,1.71,A -2023-09-03 18:30:00+00:00,10343500,1.71,A -2023-09-03 18:45:00+00:00,10343500,1.72,A -2023-09-03 19:00:00+00:00,10343500,1.72,A -2023-09-03 19:15:00+00:00,10343500,1.72,A -2023-09-03 19:30:00+00:00,10343500,1.72,A -2023-09-03 19:45:00+00:00,10343500,1.72,A -2023-09-03 20:00:00+00:00,10343500,1.72,A -2023-09-03 20:15:00+00:00,10343500,1.72,A -2023-09-03 20:30:00+00:00,10343500,1.72,A -2023-09-03 20:45:00+00:00,10343500,1.72,A -2023-09-03 21:00:00+00:00,10343500,1.71,A -2023-09-03 21:15:00+00:00,10343500,1.71,A -2023-09-03 21:30:00+00:00,10343500,1.71,A -2023-09-03 21:45:00+00:00,10343500,1.71,A -2023-09-03 22:00:00+00:00,10343500,1.71,A -2023-09-03 22:15:00+00:00,10343500,1.71,A -2023-09-03 22:30:00+00:00,10343500,1.71,A -2023-09-03 22:45:00+00:00,10343500,1.71,A -2023-09-03 23:00:00+00:00,10343500,1.71,A -2023-09-03 23:15:00+00:00,10343500,1.71,A -2023-09-03 23:30:00+00:00,10343500,1.71,A -2023-09-03 23:45:00+00:00,10343500,1.7,A -2023-09-04 00:00:00+00:00,10343500,1.7,A -2023-09-04 00:15:00+00:00,10343500,1.7,A -2023-09-04 00:30:00+00:00,10343500,1.7,A -2023-09-04 00:45:00+00:00,10343500,1.7,A -2023-09-04 01:00:00+00:00,10343500,1.7,A -2023-09-04 01:15:00+00:00,10343500,1.7,A -2023-09-04 01:30:00+00:00,10343500,1.7,A -2023-09-04 01:45:00+00:00,10343500,1.7,A -2023-09-04 02:00:00+00:00,10343500,1.7,A -2023-09-04 02:15:00+00:00,10343500,1.7,A -2023-09-04 02:30:00+00:00,10343500,1.7,A -2023-09-04 02:45:00+00:00,10343500,1.7,A -2023-09-04 03:00:00+00:00,10343500,1.7,A -2023-09-04 03:15:00+00:00,10343500,1.7,A -2023-09-04 03:30:00+00:00,10343500,1.7,A -2023-09-04 03:45:00+00:00,10343500,1.7,A -2023-09-04 04:00:00+00:00,10343500,1.7,A -2023-09-04 04:15:00+00:00,10343500,1.7,A -2023-09-04 04:30:00+00:00,10343500,1.7,A -2023-09-04 04:45:00+00:00,10343500,1.7,A -2023-09-04 05:00:00+00:00,10343500,1.69,A -2023-09-04 05:15:00+00:00,10343500,1.69,A -2023-09-04 05:30:00+00:00,10343500,1.69,A -2023-09-04 05:45:00+00:00,10343500,1.69,A -2023-09-04 06:00:00+00:00,10343500,1.69,A -2023-09-04 06:15:00+00:00,10343500,1.69,A -2023-09-04 06:30:00+00:00,10343500,1.69,A -2023-09-04 06:45:00+00:00,10343500,1.69,A -2023-09-04 07:00:00+00:00,10343500,1.69,A -2023-09-04 07:15:00+00:00,10343500,1.69,A -2023-09-04 07:30:00+00:00,10343500,1.69,A -2023-09-04 07:45:00+00:00,10343500,1.69,A -2023-09-04 08:00:00+00:00,10343500,1.69,A -2023-09-04 08:15:00+00:00,10343500,1.69,A -2023-09-04 08:30:00+00:00,10343500,1.69,A -2023-09-04 08:45:00+00:00,10343500,1.69,A -2023-09-04 09:00:00+00:00,10343500,1.69,A -2023-09-04 09:15:00+00:00,10343500,1.69,A -2023-09-04 09:30:00+00:00,10343500,1.69,A -2023-09-04 09:45:00+00:00,10343500,1.69,A -2023-09-04 10:00:00+00:00,10343500,1.69,A -2023-09-04 10:15:00+00:00,10343500,1.69,A -2023-09-04 10:30:00+00:00,10343500,1.69,A -2023-09-04 10:45:00+00:00,10343500,1.69,A -2023-09-04 11:00:00+00:00,10343500,1.69,A -2023-09-04 11:15:00+00:00,10343500,1.69,A -2023-09-04 11:30:00+00:00,10343500,1.69,A -2023-09-04 11:45:00+00:00,10343500,1.69,A -2023-09-04 12:00:00+00:00,10343500,1.69,A -2023-09-04 12:15:00+00:00,10343500,1.69,A -2023-09-04 12:30:00+00:00,10343500,1.69,A -2023-09-04 12:45:00+00:00,10343500,1.69,A -2023-09-04 13:00:00+00:00,10343500,1.69,A -2023-09-04 13:15:00+00:00,10343500,1.69,A -2023-09-04 13:30:00+00:00,10343500,1.69,A -2023-09-04 13:45:00+00:00,10343500,1.69,A -2023-09-04 14:00:00+00:00,10343500,1.69,A -2023-09-04 14:15:00+00:00,10343500,1.69,A -2023-09-04 14:30:00+00:00,10343500,1.69,A -2023-09-04 14:45:00+00:00,10343500,1.69,A -2023-09-04 15:00:00+00:00,10343500,1.69,A -2023-09-04 15:15:00+00:00,10343500,1.69,A -2023-09-04 15:30:00+00:00,10343500,1.69,A -2023-09-04 15:45:00+00:00,10343500,1.69,A -2023-09-04 16:00:00+00:00,10343500,1.69,A -2023-09-04 16:15:00+00:00,10343500,1.69,A -2023-09-04 16:30:00+00:00,10343500,1.69,A -2023-09-04 16:45:00+00:00,10343500,1.69,A -2023-09-04 17:00:00+00:00,10343500,1.69,A -2023-09-04 17:15:00+00:00,10343500,1.69,A -2023-09-04 17:30:00+00:00,10343500,1.69,A -2023-09-04 17:45:00+00:00,10343500,1.69,A -2023-09-04 18:00:00+00:00,10343500,1.68,A -2023-09-04 18:15:00+00:00,10343500,1.68,A -2023-09-04 18:30:00+00:00,10343500,1.68,A -2023-09-04 18:45:00+00:00,10343500,1.68,A -2023-09-04 19:00:00+00:00,10343500,1.68,A -2023-09-04 19:15:00+00:00,10343500,1.68,A -2023-09-04 19:30:00+00:00,10343500,1.68,A -2023-09-04 19:45:00+00:00,10343500,1.68,A -2023-09-04 20:00:00+00:00,10343500,1.68,A -2023-09-04 20:15:00+00:00,10343500,1.67,A -2023-09-04 20:30:00+00:00,10343500,1.67,A -2023-09-04 20:45:00+00:00,10343500,1.67,A -2023-09-04 21:00:00+00:00,10343500,1.67,A -2023-09-04 21:15:00+00:00,10343500,1.67,A -2023-09-04 21:30:00+00:00,10343500,1.67,A -2023-09-04 21:45:00+00:00,10343500,1.67,A -2023-09-04 22:00:00+00:00,10343500,1.67,A -2023-09-04 22:15:00+00:00,10343500,1.66,A -2023-09-04 22:30:00+00:00,10343500,1.66,A -2023-09-04 22:45:00+00:00,10343500,1.66,A -2023-09-04 23:00:00+00:00,10343500,1.66,A -2023-09-04 23:15:00+00:00,10343500,1.66,A -2023-09-04 23:30:00+00:00,10343500,1.66,A -2023-09-04 23:45:00+00:00,10343500,1.66,A -2023-09-05 00:00:00+00:00,10343500,1.66,A -2023-09-05 00:15:00+00:00,10343500,1.66,A -2023-09-05 00:30:00+00:00,10343500,1.65,A -2023-09-05 00:45:00+00:00,10343500,1.65,A -2023-09-05 01:00:00+00:00,10343500,1.65,A -2023-09-05 01:15:00+00:00,10343500,1.65,A -2023-09-05 01:30:00+00:00,10343500,1.65,A -2023-09-05 01:45:00+00:00,10343500,1.65,A -2023-09-05 02:00:00+00:00,10343500,1.65,A -2023-09-05 02:15:00+00:00,10343500,1.65,A -2023-09-05 02:30:00+00:00,10343500,1.65,A -2023-09-05 02:45:00+00:00,10343500,1.65,A -2023-09-05 03:00:00+00:00,10343500,1.65,A -2023-09-05 03:15:00+00:00,10343500,1.65,A -2023-09-05 03:30:00+00:00,10343500,1.65,A -2023-09-05 03:45:00+00:00,10343500,1.65,A -2023-09-05 04:00:00+00:00,10343500,1.65,A -2023-09-05 04:15:00+00:00,10343500,1.65,A -2023-09-05 04:30:00+00:00,10343500,1.65,A -2023-09-05 04:45:00+00:00,10343500,1.65,A -2023-09-05 05:00:00+00:00,10343500,1.65,A -2023-09-05 05:15:00+00:00,10343500,1.65,A -2023-09-05 05:30:00+00:00,10343500,1.65,A -2023-09-05 05:45:00+00:00,10343500,1.65,A -2023-09-05 06:00:00+00:00,10343500,1.65,A -2023-09-05 06:15:00+00:00,10343500,1.65,A -2023-09-05 06:30:00+00:00,10343500,1.65,A -2023-09-05 06:45:00+00:00,10343500,1.65,A -2023-09-05 07:00:00+00:00,10343500,1.65,A -2023-09-05 07:15:00+00:00,10343500,1.66,A -2023-09-05 07:30:00+00:00,10343500,1.66,A -2023-09-05 07:45:00+00:00,10343500,1.66,A -2023-09-05 08:00:00+00:00,10343500,1.66,A -2023-09-05 08:15:00+00:00,10343500,1.66,A -2023-09-05 08:30:00+00:00,10343500,1.66,A -2023-09-05 08:45:00+00:00,10343500,1.66,A -2023-09-05 09:00:00+00:00,10343500,1.66,A -2023-09-05 09:15:00+00:00,10343500,1.66,A -2023-09-05 09:30:00+00:00,10343500,1.66,A -2023-09-05 09:45:00+00:00,10343500,1.66,A -2023-09-05 10:00:00+00:00,10343500,1.66,A -2023-09-05 10:15:00+00:00,10343500,1.66,A -2023-09-05 10:30:00+00:00,10343500,1.66,A -2023-09-05 10:45:00+00:00,10343500,1.66,A -2023-09-05 11:00:00+00:00,10343500,1.66,A -2023-09-05 11:15:00+00:00,10343500,1.66,A -2023-09-05 11:30:00+00:00,10343500,1.66,A -2023-09-05 11:45:00+00:00,10343500,1.66,A -2023-09-05 12:00:00+00:00,10343500,1.66,A -2023-09-05 12:15:00+00:00,10343500,1.66,A -2023-09-05 12:30:00+00:00,10343500,1.66,A -2023-09-05 12:45:00+00:00,10343500,1.66,A -2023-09-05 13:00:00+00:00,10343500,1.66,A -2023-09-05 13:15:00+00:00,10343500,1.66,A -2023-09-05 13:30:00+00:00,10343500,1.66,A -2023-09-05 13:45:00+00:00,10343500,1.66,A -2023-09-05 14:00:00+00:00,10343500,1.66,A -2023-09-05 14:15:00+00:00,10343500,1.66,A -2023-09-05 14:30:00+00:00,10343500,1.66,A -2023-09-05 14:45:00+00:00,10343500,1.66,A -2023-09-05 15:00:00+00:00,10343500,1.66,A -2023-09-05 15:15:00+00:00,10343500,1.66,A -2023-09-05 15:30:00+00:00,10343500,1.67,A -2023-09-05 15:45:00+00:00,10343500,1.67,A -2023-09-05 16:00:00+00:00,10343500,1.67,A -2023-09-05 16:15:00+00:00,10343500,1.67,A -2023-09-05 16:30:00+00:00,10343500,1.67,A -2023-09-05 16:45:00+00:00,10343500,1.67,A -2023-09-05 17:00:00+00:00,10343500,1.67,A -2023-09-05 17:15:00+00:00,10343500,1.67,A -2023-09-05 17:30:00+00:00,10343500,1.67,A -2023-09-05 17:45:00+00:00,10343500,1.67,A -2023-09-05 18:00:00+00:00,10343500,1.67,A -2023-09-05 18:15:00+00:00,10343500,1.67,A -2023-09-05 18:30:00+00:00,10343500,1.67,A -2023-09-05 18:45:00+00:00,10343500,1.67,A -2023-09-05 19:00:00+00:00,10343500,1.67,A -2023-09-05 19:15:00+00:00,10343500,1.66,A -2023-09-05 19:30:00+00:00,10343500,1.66,A -2023-09-05 19:45:00+00:00,10343500,1.66,A -2023-09-05 20:00:00+00:00,10343500,1.66,A -2023-09-05 20:15:00+00:00,10343500,1.66,A -2023-09-05 20:30:00+00:00,10343500,1.66,A -2023-09-05 20:45:00+00:00,10343500,1.66,A -2023-09-05 21:00:00+00:00,10343500,1.66,A -2023-09-05 21:15:00+00:00,10343500,1.65,A -2023-09-05 21:30:00+00:00,10343500,1.65,A -2023-09-05 21:45:00+00:00,10343500,1.65,A -2023-09-05 22:00:00+00:00,10343500,1.65,A -2023-09-05 22:15:00+00:00,10343500,1.65,A -2023-09-05 22:30:00+00:00,10343500,1.64,A -2023-09-05 22:45:00+00:00,10343500,1.64,A -2023-09-05 23:00:00+00:00,10343500,1.64,A -2023-09-05 23:15:00+00:00,10343500,1.64,A -2023-09-05 23:30:00+00:00,10343500,1.64,A -2023-09-05 23:45:00+00:00,10343500,1.64,A -2023-09-06 00:00:00+00:00,10343500,1.64,A -2023-09-06 00:15:00+00:00,10343500,1.63,A -2023-09-06 00:30:00+00:00,10343500,1.63,A -2023-09-06 00:45:00+00:00,10343500,1.63,A -2023-09-06 01:00:00+00:00,10343500,1.63,A -2023-09-06 01:15:00+00:00,10343500,1.63,A -2023-09-06 01:30:00+00:00,10343500,1.63,A -2023-09-06 01:45:00+00:00,10343500,1.63,A -2023-09-06 02:00:00+00:00,10343500,1.63,A -2023-09-06 02:15:00+00:00,10343500,1.63,A -2023-09-06 02:30:00+00:00,10343500,1.63,A -2023-09-06 02:45:00+00:00,10343500,1.63,A -2023-09-06 03:00:00+00:00,10343500,1.63,A -2023-09-06 03:15:00+00:00,10343500,1.63,A -2023-09-06 03:30:00+00:00,10343500,1.63,A -2023-09-06 03:45:00+00:00,10343500,1.63,A -2023-09-06 04:00:00+00:00,10343500,1.63,A -2023-09-06 04:15:00+00:00,10343500,1.63,A -2023-09-06 04:30:00+00:00,10343500,1.63,A -2023-09-06 04:45:00+00:00,10343500,1.63,A -2023-09-06 05:00:00+00:00,10343500,1.63,A -2023-09-06 05:15:00+00:00,10343500,1.63,A -2023-09-06 05:30:00+00:00,10343500,1.63,A -2023-09-06 05:45:00+00:00,10343500,1.63,A -2023-09-06 06:00:00+00:00,10343500,1.63,A -2023-09-06 06:15:00+00:00,10343500,1.63,A -2023-09-06 06:30:00+00:00,10343500,1.64,A -2023-09-06 06:45:00+00:00,10343500,1.64,A -2023-09-06 07:00:00+00:00,10343500,1.64,A -2023-09-06 07:15:00+00:00,10343500,1.64,A -2023-09-06 07:30:00+00:00,10343500,1.64,A -2023-09-06 07:45:00+00:00,10343500,1.64,A -2023-09-06 08:00:00+00:00,10343500,1.64,A -2023-09-06 08:15:00+00:00,10343500,1.64,A -2023-09-06 08:30:00+00:00,10343500,1.64,A -2023-09-06 08:45:00+00:00,10343500,1.64,A -2023-09-06 09:00:00+00:00,10343500,1.64,A -2023-09-06 09:15:00+00:00,10343500,1.64,A -2023-09-06 09:30:00+00:00,10343500,1.64,A -2023-09-06 09:45:00+00:00,10343500,1.64,A -2023-09-06 10:00:00+00:00,10343500,1.64,A -2023-09-06 10:15:00+00:00,10343500,1.64,A -2023-09-06 10:30:00+00:00,10343500,1.64,A -2023-09-06 10:45:00+00:00,10343500,1.64,A -2023-09-06 11:00:00+00:00,10343500,1.65,A -2023-09-06 11:15:00+00:00,10343500,1.65,A -2023-09-06 11:30:00+00:00,10343500,1.65,A -2023-09-06 11:45:00+00:00,10343500,1.65,A -2023-09-06 12:00:00+00:00,10343500,1.65,A -2023-09-06 12:15:00+00:00,10343500,1.65,A -2023-09-06 12:30:00+00:00,10343500,1.65,A -2023-09-06 12:45:00+00:00,10343500,1.65,A -2023-09-06 13:00:00+00:00,10343500,1.65,A -2023-09-06 13:15:00+00:00,10343500,1.65,A -2023-09-06 13:30:00+00:00,10343500,1.65,A -2023-09-06 13:45:00+00:00,10343500,1.65,A -2023-09-06 14:00:00+00:00,10343500,1.65,A -2023-09-06 14:15:00+00:00,10343500,1.65,A -2023-09-06 14:30:00+00:00,10343500,1.65,A -2023-09-06 14:45:00+00:00,10343500,1.65,A -2023-09-06 15:00:00+00:00,10343500,1.65,A -2023-09-06 15:15:00+00:00,10343500,1.65,A -2023-09-06 15:30:00+00:00,10343500,1.65,A -2023-09-06 15:45:00+00:00,10343500,1.65,A -2023-09-06 16:00:00+00:00,10343500,1.65,A -2023-09-06 16:15:00+00:00,10343500,1.65,A -2023-09-06 16:30:00+00:00,10343500,1.65,A -2023-09-06 16:45:00+00:00,10343500,1.65,A -2023-09-06 17:00:00+00:00,10343500,1.65,A -2023-09-06 17:15:00+00:00,10343500,1.66,A -2023-09-06 17:30:00+00:00,10343500,1.66,A -2023-09-06 17:45:00+00:00,10343500,1.65,A -2023-09-06 18:00:00+00:00,10343500,1.65,A -2023-09-06 18:15:00+00:00,10343500,1.65,A -2023-09-06 18:30:00+00:00,10343500,1.65,A -2023-09-06 18:45:00+00:00,10343500,1.65,A -2023-09-06 19:00:00+00:00,10343500,1.65,A -2023-09-06 19:15:00+00:00,10343500,1.65,A -2023-09-06 19:30:00+00:00,10343500,1.65,A -2023-09-06 19:45:00+00:00,10343500,1.65,A -2023-09-06 20:00:00+00:00,10343500,1.65,A -2023-09-06 20:15:00+00:00,10343500,1.65,A -2023-09-06 20:30:00+00:00,10343500,1.64,A -2023-09-06 20:45:00+00:00,10343500,1.64,A -2023-09-06 21:00:00+00:00,10343500,1.64,A -2023-09-06 21:15:00+00:00,10343500,1.64,A -2023-09-06 21:30:00+00:00,10343500,1.64,A -2023-09-06 21:45:00+00:00,10343500,1.64,A -2023-09-06 22:00:00+00:00,10343500,1.63,A -2023-09-06 22:15:00+00:00,10343500,1.63,A -2023-09-06 22:30:00+00:00,10343500,1.63,A -2023-09-06 22:45:00+00:00,10343500,1.63,A -2023-09-06 23:00:00+00:00,10343500,1.63,A -2023-09-06 23:15:00+00:00,10343500,1.62,A -2023-09-06 23:30:00+00:00,10343500,1.62,A -2023-09-06 23:45:00+00:00,10343500,1.62,A -2023-09-07 00:00:00+00:00,10343500,1.62,A -2023-09-07 00:15:00+00:00,10343500,1.62,A -2023-09-07 00:30:00+00:00,10343500,1.62,A -2023-09-07 00:45:00+00:00,10343500,1.62,A -2023-09-07 01:00:00+00:00,10343500,1.62,A -2023-09-07 01:15:00+00:00,10343500,1.62,A -2023-09-07 01:30:00+00:00,10343500,1.62,A -2023-09-07 01:45:00+00:00,10343500,1.61,A -2023-09-07 02:00:00+00:00,10343500,1.61,A -2023-09-07 02:15:00+00:00,10343500,1.61,A -2023-09-07 02:30:00+00:00,10343500,1.61,A -2023-09-07 02:45:00+00:00,10343500,1.61,A -2023-09-07 03:00:00+00:00,10343500,1.61,A -2023-09-07 03:15:00+00:00,10343500,1.61,A -2023-09-07 03:30:00+00:00,10343500,1.61,A -2023-09-07 03:45:00+00:00,10343500,1.61,A -2023-09-07 04:00:00+00:00,10343500,1.61,A -2023-09-07 04:15:00+00:00,10343500,1.62,A -2023-09-07 04:30:00+00:00,10343500,1.61,A -2023-09-07 04:45:00+00:00,10343500,1.62,A -2023-09-07 05:00:00+00:00,10343500,1.62,A -2023-09-07 05:15:00+00:00,10343500,1.62,A -2023-09-07 05:30:00+00:00,10343500,1.62,A -2023-09-07 05:45:00+00:00,10343500,1.62,A -2023-09-07 06:00:00+00:00,10343500,1.62,A -2023-09-07 06:15:00+00:00,10343500,1.62,A -2023-09-07 06:30:00+00:00,10343500,1.62,A -2023-09-07 06:45:00+00:00,10343500,1.62,A -2023-09-07 07:00:00+00:00,10343500,1.62,A -2023-09-07 07:15:00+00:00,10343500,1.62,A -2023-09-07 07:30:00+00:00,10343500,1.62,A -2023-09-07 07:45:00+00:00,10343500,1.62,A -2023-09-07 08:00:00+00:00,10343500,1.62,A -2023-09-07 08:15:00+00:00,10343500,1.62,A -2023-09-07 08:30:00+00:00,10343500,1.62,A -2023-09-07 08:45:00+00:00,10343500,1.63,A -2023-09-07 09:00:00+00:00,10343500,1.63,A -2023-09-07 09:15:00+00:00,10343500,1.63,A -2023-09-07 09:30:00+00:00,10343500,1.63,A -2023-09-07 09:45:00+00:00,10343500,1.63,A -2023-09-07 10:00:00+00:00,10343500,1.63,A -2023-09-07 10:15:00+00:00,10343500,1.63,A -2023-09-07 10:30:00+00:00,10343500,1.63,A -2023-09-07 10:45:00+00:00,10343500,1.63,A -2023-09-07 11:00:00+00:00,10343500,1.63,A -2023-09-07 11:15:00+00:00,10343500,1.63,A -2023-09-07 11:30:00+00:00,10343500,1.63,A -2023-09-07 11:45:00+00:00,10343500,1.63,A -2023-09-07 12:00:00+00:00,10343500,1.63,A -2023-09-07 12:15:00+00:00,10343500,1.64,A -2023-09-07 12:30:00+00:00,10343500,1.64,A -2023-09-07 12:45:00+00:00,10343500,1.64,A -2023-09-07 13:00:00+00:00,10343500,1.64,A -2023-09-07 13:15:00+00:00,10343500,1.64,A -2023-09-07 13:30:00+00:00,10343500,1.64,A -2023-09-07 13:45:00+00:00,10343500,1.64,A -2023-09-07 14:00:00+00:00,10343500,1.64,A -2023-09-07 14:15:00+00:00,10343500,1.64,A -2023-09-07 14:30:00+00:00,10343500,1.64,A -2023-09-07 14:45:00+00:00,10343500,1.64,A -2023-09-07 15:00:00+00:00,10343500,1.64,A -2023-09-07 15:15:00+00:00,10343500,1.64,A -2023-09-07 15:30:00+00:00,10343500,1.64,A -2023-09-07 15:45:00+00:00,10343500,1.64,A -2023-09-07 16:00:00+00:00,10343500,1.64,A -2023-09-07 16:15:00+00:00,10343500,1.64,A -2023-09-07 16:30:00+00:00,10343500,1.64,A -2023-09-07 16:45:00+00:00,10343500,1.64,A -2023-09-07 17:00:00+00:00,10343500,1.64,A -2023-09-07 17:15:00+00:00,10343500,1.64,A -2023-09-07 17:30:00+00:00,10343500,1.64,A -2023-09-07 17:45:00+00:00,10343500,1.64,A -2023-09-07 18:00:00+00:00,10343500,1.64,A -2023-09-07 18:15:00+00:00,10343500,1.64,A -2023-09-07 18:30:00+00:00,10343500,1.64,A -2023-09-07 18:45:00+00:00,10343500,1.64,A -2023-09-07 19:00:00+00:00,10343500,1.64,A -2023-09-07 19:15:00+00:00,10343500,1.64,A -2023-09-07 19:30:00+00:00,10343500,1.64,A -2023-09-07 19:45:00+00:00,10343500,1.64,A -2023-09-07 20:00:00+00:00,10343500,1.64,A -2023-09-07 20:15:00+00:00,10343500,1.64,A -2023-09-07 20:30:00+00:00,10343500,1.63,A -2023-09-07 20:45:00+00:00,10343500,1.63,A -2023-09-07 21:00:00+00:00,10343500,1.63,A -2023-09-07 21:15:00+00:00,10343500,1.63,A -2023-09-07 21:30:00+00:00,10343500,1.63,A -2023-09-07 21:45:00+00:00,10343500,1.62,A -2023-09-07 22:00:00+00:00,10343500,1.62,A -2023-09-07 22:15:00+00:00,10343500,1.62,A -2023-09-07 22:30:00+00:00,10343500,1.62,A -2023-09-07 22:45:00+00:00,10343500,1.62,A -2023-09-07 23:00:00+00:00,10343500,1.62,A -2023-09-07 23:15:00+00:00,10343500,1.61,A -2023-09-07 23:30:00+00:00,10343500,1.61,A -2023-09-07 23:45:00+00:00,10343500,1.61,A -2023-09-08 00:00:00+00:00,10343500,1.61,A -2023-09-08 00:15:00+00:00,10343500,1.61,A -2023-09-08 00:30:00+00:00,10343500,1.61,A -2023-09-08 00:45:00+00:00,10343500,1.61,A -2023-09-08 01:00:00+00:00,10343500,1.61,A -2023-09-08 01:15:00+00:00,10343500,1.61,A -2023-09-08 01:30:00+00:00,10343500,1.6,A -2023-09-08 01:45:00+00:00,10343500,1.6,A -2023-09-08 02:00:00+00:00,10343500,1.6,A -2023-09-08 02:15:00+00:00,10343500,1.6,A -2023-09-08 02:30:00+00:00,10343500,1.6,A -2023-09-08 02:45:00+00:00,10343500,1.6,A -2023-09-08 03:00:00+00:00,10343500,1.6,A -2023-09-08 03:15:00+00:00,10343500,1.6,A -2023-09-08 03:30:00+00:00,10343500,1.6,A -2023-09-08 03:45:00+00:00,10343500,1.6,A -2023-09-08 04:00:00+00:00,10343500,1.6,A -2023-09-08 04:15:00+00:00,10343500,1.6,A -2023-09-08 04:30:00+00:00,10343500,1.6,A -2023-09-08 04:45:00+00:00,10343500,1.61,A -2023-09-08 05:00:00+00:00,10343500,1.61,A -2023-09-08 05:15:00+00:00,10343500,1.61,A -2023-09-08 05:30:00+00:00,10343500,1.61,A -2023-09-08 05:45:00+00:00,10343500,1.61,A -2023-09-08 06:00:00+00:00,10343500,1.61,A -2023-09-08 06:15:00+00:00,10343500,1.61,A -2023-09-08 06:30:00+00:00,10343500,1.61,A -2023-09-08 06:45:00+00:00,10343500,1.61,A -2023-09-08 07:00:00+00:00,10343500,1.61,A -2023-09-08 07:15:00+00:00,10343500,1.61,A -2023-09-08 07:30:00+00:00,10343500,1.61,A -2023-09-08 07:45:00+00:00,10343500,1.61,A -2023-09-08 08:00:00+00:00,10343500,1.61,A -2023-09-08 08:15:00+00:00,10343500,1.62,A -2023-09-08 08:30:00+00:00,10343500,1.62,A -2023-09-08 08:45:00+00:00,10343500,1.62,A -2023-09-08 09:00:00+00:00,10343500,1.62,A -2023-09-08 09:15:00+00:00,10343500,1.62,A -2023-09-08 09:30:00+00:00,10343500,1.62,A -2023-09-08 09:45:00+00:00,10343500,1.62,A -2023-09-08 10:00:00+00:00,10343500,1.62,A -2023-09-08 10:15:00+00:00,10343500,1.62,A -2023-09-08 10:30:00+00:00,10343500,1.62,A -2023-09-08 10:45:00+00:00,10343500,1.62,A -2023-09-08 11:00:00+00:00,10343500,1.62,A -2023-09-08 11:15:00+00:00,10343500,1.62,A -2023-09-08 11:30:00+00:00,10343500,1.62,A -2023-09-08 11:45:00+00:00,10343500,1.62,A -2023-09-08 12:00:00+00:00,10343500,1.62,A -2023-09-08 12:15:00+00:00,10343500,1.62,A -2023-09-08 12:30:00+00:00,10343500,1.63,A -2023-09-08 12:45:00+00:00,10343500,1.63,A -2023-09-08 13:00:00+00:00,10343500,1.63,A -2023-09-08 13:15:00+00:00,10343500,1.63,A -2023-09-08 13:30:00+00:00,10343500,1.63,A -2023-09-08 13:45:00+00:00,10343500,1.63,A -2023-09-08 14:00:00+00:00,10343500,1.63,A -2023-09-08 14:15:00+00:00,10343500,1.63,A -2023-09-08 14:30:00+00:00,10343500,1.63,A -2023-09-08 14:45:00+00:00,10343500,1.63,A -2023-09-08 15:00:00+00:00,10343500,1.63,A -2023-09-08 15:15:00+00:00,10343500,1.63,A -2023-09-08 15:30:00+00:00,10343500,1.63,A -2023-09-08 15:45:00+00:00,10343500,1.63,A -2023-09-08 16:00:00+00:00,10343500,1.63,A -2023-09-08 16:15:00+00:00,10343500,1.63,A -2023-09-08 16:30:00+00:00,10343500,1.63,A -2023-09-08 16:45:00+00:00,10343500,1.63,A -2023-09-08 17:00:00+00:00,10343500,1.63,A -2023-09-08 17:15:00+00:00,10343500,1.63,A -2023-09-08 17:30:00+00:00,10343500,1.63,A -2023-09-08 17:45:00+00:00,10343500,1.63,A -2023-09-08 18:00:00+00:00,10343500,1.63,A -2023-09-08 18:15:00+00:00,10343500,1.63,A -2023-09-08 18:30:00+00:00,10343500,1.63,A -2023-09-08 18:45:00+00:00,10343500,1.63,A -2023-09-08 19:00:00+00:00,10343500,1.63,A -2023-09-08 19:15:00+00:00,10343500,1.63,A -2023-09-08 19:30:00+00:00,10343500,1.63,A -2023-09-08 19:45:00+00:00,10343500,1.62,A -2023-09-08 20:00:00+00:00,10343500,1.62,A -2023-09-08 20:15:00+00:00,10343500,1.62,A -2023-09-08 20:30:00+00:00,10343500,1.62,A -2023-09-08 20:45:00+00:00,10343500,1.62,A -2023-09-08 21:00:00+00:00,10343500,1.62,A -2023-09-08 21:15:00+00:00,10343500,1.62,A -2023-09-08 21:30:00+00:00,10343500,1.61,A -2023-09-08 21:45:00+00:00,10343500,1.61,A -2023-09-08 22:00:00+00:00,10343500,1.61,A -2023-09-08 22:15:00+00:00,10343500,1.61,A -2023-09-08 22:30:00+00:00,10343500,1.61,A -2023-09-08 22:45:00+00:00,10343500,1.61,A -2023-09-08 23:00:00+00:00,10343500,1.6,A -2023-09-08 23:15:00+00:00,10343500,1.6,A -2023-09-08 23:30:00+00:00,10343500,1.6,A -2023-09-08 23:45:00+00:00,10343500,1.6,A -2023-09-09 00:00:00+00:00,10343500,1.6,A -2023-09-09 00:15:00+00:00,10343500,1.6,A -2023-09-09 00:30:00+00:00,10343500,1.6,A -2023-09-09 00:45:00+00:00,10343500,1.59,A -2023-09-09 01:00:00+00:00,10343500,1.59,A -2023-09-09 01:15:00+00:00,10343500,1.59,A -2023-09-09 01:30:00+00:00,10343500,1.59,A -2023-09-09 01:45:00+00:00,10343500,1.59,A -2023-09-09 02:00:00+00:00,10343500,1.59,A -2023-09-09 02:15:00+00:00,10343500,1.59,A -2023-09-09 02:30:00+00:00,10343500,1.59,A -2023-09-09 02:45:00+00:00,10343500,1.59,A -2023-09-09 03:00:00+00:00,10343500,1.59,A -2023-09-09 03:15:00+00:00,10343500,1.59,A -2023-09-09 03:30:00+00:00,10343500,1.59,A -2023-09-09 03:45:00+00:00,10343500,1.59,A -2023-09-09 04:00:00+00:00,10343500,1.59,A -2023-09-09 04:15:00+00:00,10343500,1.59,A -2023-09-09 04:30:00+00:00,10343500,1.59,A -2023-09-09 04:45:00+00:00,10343500,1.59,A -2023-09-09 05:00:00+00:00,10343500,1.6,A -2023-09-09 05:15:00+00:00,10343500,1.6,A -2023-09-09 05:30:00+00:00,10343500,1.6,A -2023-09-09 05:45:00+00:00,10343500,1.6,A -2023-09-09 06:00:00+00:00,10343500,1.6,A -2023-09-09 06:15:00+00:00,10343500,1.6,A -2023-09-09 06:30:00+00:00,10343500,1.6,A -2023-09-09 06:45:00+00:00,10343500,1.6,A -2023-09-09 07:00:00+00:00,10343500,1.6,A -2023-09-09 07:15:00+00:00,10343500,1.6,A -2023-09-09 07:30:00+00:00,10343500,1.6,A -2023-09-09 07:45:00+00:00,10343500,1.6,A -2023-09-09 08:00:00+00:00,10343500,1.6,A -2023-09-09 08:15:00+00:00,10343500,1.61,A -2023-09-09 08:30:00+00:00,10343500,1.61,A -2023-09-09 08:45:00+00:00,10343500,1.61,A -2023-09-09 09:00:00+00:00,10343500,1.61,A -2023-09-09 09:15:00+00:00,10343500,1.61,A -2023-09-09 09:30:00+00:00,10343500,1.61,A -2023-09-09 09:45:00+00:00,10343500,1.61,A -2023-09-09 10:00:00+00:00,10343500,1.61,A -2023-09-09 10:15:00+00:00,10343500,1.61,A -2023-09-09 10:30:00+00:00,10343500,1.61,A -2023-09-09 10:45:00+00:00,10343500,1.61,A -2023-09-09 11:00:00+00:00,10343500,1.61,A -2023-09-09 11:15:00+00:00,10343500,1.61,A -2023-09-09 11:30:00+00:00,10343500,1.62,A -2023-09-09 11:45:00+00:00,10343500,1.62,A -2023-09-09 12:00:00+00:00,10343500,1.62,A -2023-09-09 12:15:00+00:00,10343500,1.62,A -2023-09-09 12:30:00+00:00,10343500,1.62,A -2023-09-09 12:45:00+00:00,10343500,1.62,A -2023-09-09 13:00:00+00:00,10343500,1.62,A -2023-09-09 13:15:00+00:00,10343500,1.62,A -2023-09-09 13:30:00+00:00,10343500,1.62,A -2023-09-09 13:45:00+00:00,10343500,1.62,A -2023-09-09 14:00:00+00:00,10343500,1.62,A -2023-09-09 14:15:00+00:00,10343500,1.62,A -2023-09-09 14:30:00+00:00,10343500,1.62,A -2023-09-09 14:45:00+00:00,10343500,1.62,A -2023-09-09 15:00:00+00:00,10343500,1.62,A -2023-09-09 15:15:00+00:00,10343500,1.62,A -2023-09-09 15:30:00+00:00,10343500,1.62,A -2023-09-09 15:45:00+00:00,10343500,1.62,A -2023-09-09 16:00:00+00:00,10343500,1.62,A -2023-09-09 16:15:00+00:00,10343500,1.62,A -2023-09-09 16:30:00+00:00,10343500,1.62,A -2023-09-09 16:45:00+00:00,10343500,1.62,A -2023-09-09 17:00:00+00:00,10343500,1.62,A -2023-09-09 17:15:00+00:00,10343500,1.62,A -2023-09-09 17:30:00+00:00,10343500,1.63,A -2023-09-09 17:45:00+00:00,10343500,1.63,A -2023-09-09 18:00:00+00:00,10343500,1.62,A -2023-09-09 18:15:00+00:00,10343500,1.62,A -2023-09-09 18:30:00+00:00,10343500,1.62,A -2023-09-09 18:45:00+00:00,10343500,1.62,A -2023-09-09 19:00:00+00:00,10343500,1.62,A -2023-09-09 19:15:00+00:00,10343500,1.62,A -2023-09-09 19:30:00+00:00,10343500,1.62,A -2023-09-09 19:45:00+00:00,10343500,1.62,A -2023-09-09 20:00:00+00:00,10343500,1.62,A -2023-09-09 20:15:00+00:00,10343500,1.62,A -2023-09-09 20:30:00+00:00,10343500,1.62,A -2023-09-09 20:45:00+00:00,10343500,1.61,A -2023-09-09 21:00:00+00:00,10343500,1.61,A -2023-09-09 21:15:00+00:00,10343500,1.61,A -2023-09-09 21:30:00+00:00,10343500,1.61,A -2023-09-09 21:45:00+00:00,10343500,1.61,A -2023-09-09 22:00:00+00:00,10343500,1.61,A -2023-09-09 22:15:00+00:00,10343500,1.6,A -2023-09-09 22:30:00+00:00,10343500,1.6,A -2023-09-09 22:45:00+00:00,10343500,1.6,A -2023-09-09 23:00:00+00:00,10343500,1.6,A -2023-09-09 23:15:00+00:00,10343500,1.6,A -2023-09-09 23:30:00+00:00,10343500,1.6,A -2023-09-09 23:45:00+00:00,10343500,1.6,A -2023-09-10 00:00:00+00:00,10343500,1.59,A -2023-09-10 00:15:00+00:00,10343500,1.59,A -2023-09-10 00:30:00+00:00,10343500,1.59,A -2023-09-10 00:45:00+00:00,10343500,1.59,A -2023-09-10 01:00:00+00:00,10343500,1.59,A -2023-09-10 01:15:00+00:00,10343500,1.59,A -2023-09-10 01:30:00+00:00,10343500,1.59,A -2023-09-10 01:45:00+00:00,10343500,1.59,A -2023-09-10 02:00:00+00:00,10343500,1.59,A -2023-09-10 02:15:00+00:00,10343500,1.59,A -2023-09-10 02:30:00+00:00,10343500,1.59,A -2023-09-10 02:45:00+00:00,10343500,1.59,A -2023-09-10 03:00:00+00:00,10343500,1.59,A -2023-09-10 03:15:00+00:00,10343500,1.59,A -2023-09-10 03:30:00+00:00,10343500,1.59,A -2023-09-10 03:45:00+00:00,10343500,1.59,A -2023-09-10 04:00:00+00:00,10343500,1.59,A -2023-09-10 04:15:00+00:00,10343500,1.59,A -2023-09-10 04:30:00+00:00,10343500,1.59,A -2023-09-10 04:45:00+00:00,10343500,1.59,A -2023-09-10 05:00:00+00:00,10343500,1.59,A -2023-09-10 05:15:00+00:00,10343500,1.59,A -2023-09-10 05:30:00+00:00,10343500,1.59,A -2023-09-10 05:45:00+00:00,10343500,1.59,A -2023-09-10 06:00:00+00:00,10343500,1.59,A -2023-09-10 06:15:00+00:00,10343500,1.59,A -2023-09-10 06:30:00+00:00,10343500,1.59,A -2023-09-10 06:45:00+00:00,10343500,1.6,A -2023-09-10 07:00:00+00:00,10343500,1.6,A -2023-09-10 07:15:00+00:00,10343500,1.6,A -2023-09-10 07:30:00+00:00,10343500,1.6,A -2023-09-10 07:45:00+00:00,10343500,1.6,A -2023-09-10 08:00:00+00:00,10343500,1.6,A -2023-09-10 08:15:00+00:00,10343500,1.6,A -2023-09-10 08:30:00+00:00,10343500,1.6,A -2023-09-10 08:45:00+00:00,10343500,1.6,A -2023-09-10 09:00:00+00:00,10343500,1.6,A -2023-09-10 09:15:00+00:00,10343500,1.6,A -2023-09-10 09:30:00+00:00,10343500,1.6,A -2023-09-10 09:45:00+00:00,10343500,1.61,A -2023-09-10 10:00:00+00:00,10343500,1.61,A -2023-09-10 10:15:00+00:00,10343500,1.61,A -2023-09-10 10:30:00+00:00,10343500,1.61,A -2023-09-10 10:45:00+00:00,10343500,1.61,A -2023-09-10 11:00:00+00:00,10343500,1.61,A -2023-09-10 11:15:00+00:00,10343500,1.61,A -2023-09-10 11:30:00+00:00,10343500,1.61,A -2023-09-10 11:45:00+00:00,10343500,1.61,A -2023-09-10 12:00:00+00:00,10343500,1.61,A -2023-09-10 12:15:00+00:00,10343500,1.61,A -2023-09-10 12:30:00+00:00,10343500,1.61,A -2023-09-10 12:45:00+00:00,10343500,1.61,A -2023-09-10 13:00:00+00:00,10343500,1.61,A -2023-09-10 13:15:00+00:00,10343500,1.61,A -2023-09-10 13:30:00+00:00,10343500,1.62,A -2023-09-10 13:45:00+00:00,10343500,1.62,A -2023-09-10 14:00:00+00:00,10343500,1.62,A -2023-09-10 14:15:00+00:00,10343500,1.62,A -2023-09-10 14:30:00+00:00,10343500,1.62,A -2023-09-10 14:45:00+00:00,10343500,1.62,A -2023-09-10 15:00:00+00:00,10343500,1.62,A -2023-09-10 15:15:00+00:00,10343500,1.62,A -2023-09-10 15:30:00+00:00,10343500,1.62,A -2023-09-10 15:45:00+00:00,10343500,1.62,A -2023-09-10 16:00:00+00:00,10343500,1.62,A -2023-09-10 16:15:00+00:00,10343500,1.62,A -2023-09-10 16:30:00+00:00,10343500,1.62,A -2023-09-10 16:45:00+00:00,10343500,1.62,A -2023-09-10 17:00:00+00:00,10343500,1.62,A -2023-09-10 17:15:00+00:00,10343500,1.62,A -2023-09-10 17:30:00+00:00,10343500,1.62,A -2023-09-10 17:45:00+00:00,10343500,1.62,A -2023-09-10 18:00:00+00:00,10343500,1.62,A -2023-09-10 18:15:00+00:00,10343500,1.62,A -2023-09-10 18:30:00+00:00,10343500,1.62,A -2023-09-10 18:45:00+00:00,10343500,1.62,A -2023-09-10 19:00:00+00:00,10343500,1.62,A -2023-09-10 19:15:00+00:00,10343500,1.62,A -2023-09-10 19:30:00+00:00,10343500,1.62,A -2023-09-10 19:45:00+00:00,10343500,1.62,A -2023-09-10 20:00:00+00:00,10343500,1.62,A -2023-09-10 20:15:00+00:00,10343500,1.61,A -2023-09-10 20:30:00+00:00,10343500,1.61,A -2023-09-10 20:45:00+00:00,10343500,1.61,A -2023-09-10 21:00:00+00:00,10343500,1.61,A -2023-09-10 21:15:00+00:00,10343500,1.61,A -2023-09-10 21:30:00+00:00,10343500,1.61,A -2023-09-10 21:45:00+00:00,10343500,1.6,A -2023-09-10 22:00:00+00:00,10343500,1.6,A -2023-09-10 22:15:00+00:00,10343500,1.6,A -2023-09-10 22:30:00+00:00,10343500,1.6,A -2023-09-10 22:45:00+00:00,10343500,1.6,A -2023-09-10 23:00:00+00:00,10343500,1.59,A -2023-09-10 23:15:00+00:00,10343500,1.59,A -2023-09-10 23:30:00+00:00,10343500,1.59,A -2023-09-10 23:45:00+00:00,10343500,1.59,A -2023-09-11 00:00:00+00:00,10343500,1.59,A -2023-09-11 00:15:00+00:00,10343500,1.59,A -2023-09-11 00:30:00+00:00,10343500,1.59,A -2023-09-11 00:45:00+00:00,10343500,1.59,A -2023-09-11 01:00:00+00:00,10343500,1.59,A -2023-09-11 01:15:00+00:00,10343500,1.58,A -2023-09-11 01:30:00+00:00,10343500,1.58,A -2023-09-11 01:45:00+00:00,10343500,1.58,A -2023-09-11 02:00:00+00:00,10343500,1.58,A -2023-09-11 02:15:00+00:00,10343500,1.58,A -2023-09-11 02:30:00+00:00,10343500,1.58,A -2023-09-11 02:45:00+00:00,10343500,1.58,A -2023-09-11 03:00:00+00:00,10343500,1.58,A -2023-09-11 03:15:00+00:00,10343500,1.58,A -2023-09-11 03:30:00+00:00,10343500,1.58,A -2023-09-11 03:45:00+00:00,10343500,1.58,A -2023-09-11 04:00:00+00:00,10343500,1.58,A -2023-09-11 04:15:00+00:00,10343500,1.58,A -2023-09-11 04:30:00+00:00,10343500,1.59,A -2023-09-11 04:45:00+00:00,10343500,1.59,A -2023-09-11 05:00:00+00:00,10343500,1.59,A -2023-09-11 05:15:00+00:00,10343500,1.59,A -2023-09-11 05:30:00+00:00,10343500,1.59,A -2023-09-11 05:45:00+00:00,10343500,1.59,A -2023-09-11 06:00:00+00:00,10343500,1.59,A -2023-09-11 06:15:00+00:00,10343500,1.59,A -2023-09-11 06:30:00+00:00,10343500,1.59,A -2023-09-11 06:45:00+00:00,10343500,1.59,A -2023-09-11 07:00:00+00:00,10343500,1.59,A -2023-09-11 07:15:00+00:00,10343500,1.59,A -2023-09-11 07:30:00+00:00,10343500,1.59,A -2023-09-11 07:45:00+00:00,10343500,1.59,A -2023-09-11 08:00:00+00:00,10343500,1.59,A -2023-09-11 08:15:00+00:00,10343500,1.6,A -2023-09-11 08:30:00+00:00,10343500,1.6,A -2023-09-11 08:45:00+00:00,10343500,1.6,A -2023-09-11 09:00:00+00:00,10343500,1.6,A -2023-09-11 09:15:00+00:00,10343500,1.6,A -2023-09-11 09:30:00+00:00,10343500,1.6,A -2023-09-11 09:45:00+00:00,10343500,1.6,A -2023-09-11 10:00:00+00:00,10343500,1.6,A -2023-09-11 10:15:00+00:00,10343500,1.6,A -2023-09-11 10:30:00+00:00,10343500,1.6,A -2023-09-11 10:45:00+00:00,10343500,1.6,A -2023-09-11 11:00:00+00:00,10343500,1.6,A -2023-09-11 11:15:00+00:00,10343500,1.6,A -2023-09-11 11:30:00+00:00,10343500,1.61,A -2023-09-11 11:45:00+00:00,10343500,1.61,A -2023-09-11 12:00:00+00:00,10343500,1.61,A -2023-09-11 12:15:00+00:00,10343500,1.61,A -2023-09-11 12:30:00+00:00,10343500,1.61,A -2023-09-11 12:45:00+00:00,10343500,1.61,A -2023-09-11 13:00:00+00:00,10343500,1.61,A -2023-09-11 13:15:00+00:00,10343500,1.61,A -2023-09-11 13:30:00+00:00,10343500,1.61,A -2023-09-11 13:45:00+00:00,10343500,1.61,A -2023-09-11 14:00:00+00:00,10343500,1.61,A -2023-09-11 14:15:00+00:00,10343500,1.61,A -2023-09-11 14:30:00+00:00,10343500,1.61,A -2023-09-11 14:45:00+00:00,10343500,1.61,A -2023-09-11 15:00:00+00:00,10343500,1.61,A -2023-09-11 15:15:00+00:00,10343500,1.61,A -2023-09-11 15:30:00+00:00,10343500,1.61,A -2023-09-11 15:45:00+00:00,10343500,1.62,A -2023-09-11 16:00:00+00:00,10343500,1.62,A -2023-09-11 16:15:00+00:00,10343500,1.62,A -2023-09-11 16:30:00+00:00,10343500,1.62,A -2023-09-11 16:45:00+00:00,10343500,1.62,A -2023-09-11 17:00:00+00:00,10343500,1.62,A -2023-09-11 17:15:00+00:00,10343500,1.62,A -2023-09-11 17:30:00+00:00,10343500,1.62,A -2023-09-11 17:45:00+00:00,10343500,1.62,A -2023-09-11 18:00:00+00:00,10343500,1.62,A -2023-09-11 18:15:00+00:00,10343500,1.62,A -2023-09-11 18:30:00+00:00,10343500,1.62,A -2023-09-11 18:45:00+00:00,10343500,1.62,A -2023-09-11 19:00:00+00:00,10343500,1.62,A -2023-09-11 19:15:00+00:00,10343500,1.62,A -2023-09-11 19:30:00+00:00,10343500,1.62,A -2023-09-11 19:45:00+00:00,10343500,1.61,A -2023-09-11 20:00:00+00:00,10343500,1.61,A -2023-09-11 20:15:00+00:00,10343500,1.61,A -2023-09-11 20:30:00+00:00,10343500,1.61,A -2023-09-11 20:45:00+00:00,10343500,1.61,A -2023-09-11 21:00:00+00:00,10343500,1.61,A -2023-09-11 21:15:00+00:00,10343500,1.6,A -2023-09-11 21:30:00+00:00,10343500,1.6,A -2023-09-11 21:45:00+00:00,10343500,1.6,A -2023-09-11 22:00:00+00:00,10343500,1.6,A -2023-09-11 22:15:00+00:00,10343500,1.6,A -2023-09-11 22:30:00+00:00,10343500,1.6,A -2023-09-11 22:45:00+00:00,10343500,1.59,A -2023-09-11 23:00:00+00:00,10343500,1.59,A -2023-09-11 23:15:00+00:00,10343500,1.59,A -2023-09-11 23:30:00+00:00,10343500,1.59,A -2023-09-11 23:45:00+00:00,10343500,1.59,A -2023-09-12 00:00:00+00:00,10343500,1.59,A -2023-09-12 00:15:00+00:00,10343500,1.58,A -2023-09-12 00:30:00+00:00,10343500,1.58,A -2023-09-12 00:45:00+00:00,10343500,1.58,A -2023-09-12 01:00:00+00:00,10343500,1.58,A -2023-09-12 01:15:00+00:00,10343500,1.58,A -2023-09-12 01:30:00+00:00,10343500,1.58,A -2023-09-12 01:45:00+00:00,10343500,1.58,A -2023-09-12 02:00:00+00:00,10343500,1.58,A -2023-09-12 02:15:00+00:00,10343500,1.58,A -2023-09-12 02:30:00+00:00,10343500,1.58,A -2023-09-12 02:45:00+00:00,10343500,1.58,A -2023-09-12 03:00:00+00:00,10343500,1.58,A -2023-09-12 03:15:00+00:00,10343500,1.58,A -2023-09-12 03:30:00+00:00,10343500,1.58,A -2023-09-12 03:45:00+00:00,10343500,1.58,A -2023-09-12 04:00:00+00:00,10343500,1.58,A -2023-09-12 04:15:00+00:00,10343500,1.58,A -2023-09-12 04:30:00+00:00,10343500,1.58,A -2023-09-12 04:45:00+00:00,10343500,1.58,A -2023-09-12 05:00:00+00:00,10343500,1.58,A -2023-09-12 05:15:00+00:00,10343500,1.58,A -2023-09-12 05:30:00+00:00,10343500,1.58,A -2023-09-12 05:45:00+00:00,10343500,1.58,A -2023-09-12 06:00:00+00:00,10343500,1.58,A -2023-09-12 06:15:00+00:00,10343500,1.58,A -2023-09-12 06:30:00+00:00,10343500,1.59,A -2023-09-12 06:45:00+00:00,10343500,1.59,A -2023-09-12 07:00:00+00:00,10343500,1.59,A -2023-09-12 07:15:00+00:00,10343500,1.59,A -2023-09-12 07:30:00+00:00,10343500,1.59,A -2023-09-12 07:45:00+00:00,10343500,1.59,A -2023-09-12 08:00:00+00:00,10343500,1.59,A -2023-09-12 08:15:00+00:00,10343500,1.59,A -2023-09-12 08:30:00+00:00,10343500,1.59,A -2023-09-12 08:45:00+00:00,10343500,1.59,A -2023-09-12 09:00:00+00:00,10343500,1.59,A -2023-09-12 09:15:00+00:00,10343500,1.59,A -2023-09-12 09:30:00+00:00,10343500,1.6,A -2023-09-12 09:45:00+00:00,10343500,1.6,A -2023-09-12 10:00:00+00:00,10343500,1.6,A -2023-09-12 10:15:00+00:00,10343500,1.6,A -2023-09-12 10:30:00+00:00,10343500,1.6,A -2023-09-12 10:45:00+00:00,10343500,1.6,A -2023-09-12 11:00:00+00:00,10343500,1.6,A -2023-09-12 11:15:00+00:00,10343500,1.6,A -2023-09-12 11:30:00+00:00,10343500,1.6,A -2023-09-12 11:45:00+00:00,10343500,1.6,A -2023-09-12 12:00:00+00:00,10343500,1.6,A -2023-09-12 12:15:00+00:00,10343500,1.6,A -2023-09-12 12:30:00+00:00,10343500,1.6,A -2023-09-12 12:45:00+00:00,10343500,1.6,A -2023-09-12 13:00:00+00:00,10343500,1.6,A -2023-09-12 13:15:00+00:00,10343500,1.6,A -2023-09-12 13:30:00+00:00,10343500,1.61,A -2023-09-12 13:45:00+00:00,10343500,1.61,A -2023-09-12 14:00:00+00:00,10343500,1.61,A -2023-09-12 14:15:00+00:00,10343500,1.61,A -2023-09-12 14:30:00+00:00,10343500,1.61,A -2023-09-12 14:45:00+00:00,10343500,1.61,A -2023-09-12 15:00:00+00:00,10343500,1.61,A -2023-09-12 15:15:00+00:00,10343500,1.61,A -2023-09-12 15:30:00+00:00,10343500,1.61,A -2023-09-12 15:45:00+00:00,10343500,1.61,A -2023-09-12 16:00:00+00:00,10343500,1.61,A -2023-09-12 16:15:00+00:00,10343500,1.61,A -2023-09-12 16:30:00+00:00,10343500,1.61,A -2023-09-12 16:45:00+00:00,10343500,1.61,A -2023-09-12 17:00:00+00:00,10343500,1.61,A -2023-09-12 17:15:00+00:00,10343500,1.61,A -2023-09-12 17:30:00+00:00,10343500,1.61,A -2023-09-12 17:45:00+00:00,10343500,1.61,A -2023-09-12 18:00:00+00:00,10343500,1.61,A -2023-09-12 18:15:00+00:00,10343500,1.61,A -2023-09-12 18:30:00+00:00,10343500,1.61,A -2023-09-12 18:45:00+00:00,10343500,1.61,A -2023-09-12 19:00:00+00:00,10343500,1.61,A -2023-09-12 19:15:00+00:00,10343500,1.61,A -2023-09-12 19:30:00+00:00,10343500,1.61,A -2023-09-12 19:45:00+00:00,10343500,1.61,A -2023-09-12 20:00:00+00:00,10343500,1.61,A -2023-09-12 20:15:00+00:00,10343500,1.61,A -2023-09-12 20:30:00+00:00,10343500,1.61,A -2023-09-12 20:45:00+00:00,10343500,1.61,A -2023-09-12 21:00:00+00:00,10343500,1.6,A -2023-09-12 21:15:00+00:00,10343500,1.6,A -2023-09-12 21:30:00+00:00,10343500,1.6,A -2023-09-12 21:45:00+00:00,10343500,1.6,A -2023-09-12 22:00:00+00:00,10343500,1.6,A -2023-09-12 22:15:00+00:00,10343500,1.6,A -2023-09-12 22:30:00+00:00,10343500,1.59,A -2023-09-12 22:45:00+00:00,10343500,1.59,A -2023-09-12 23:00:00+00:00,10343500,1.59,A -2023-09-12 23:15:00+00:00,10343500,1.59,A -2023-09-12 23:30:00+00:00,10343500,1.59,A -2023-09-12 23:45:00+00:00,10343500,1.59,A -2023-09-13 00:00:00+00:00,10343500,1.58,A -2023-09-13 00:15:00+00:00,10343500,1.58,A -2023-09-13 00:30:00+00:00,10343500,1.58,A -2023-09-13 00:45:00+00:00,10343500,1.58,A -2023-09-13 01:00:00+00:00,10343500,1.58,A -2023-09-13 01:15:00+00:00,10343500,1.58,A -2023-09-13 01:30:00+00:00,10343500,1.58,A -2023-09-13 01:45:00+00:00,10343500,1.58,A -2023-09-13 02:00:00+00:00,10343500,1.58,A -2023-09-13 02:15:00+00:00,10343500,1.58,A -2023-09-13 02:30:00+00:00,10343500,1.58,A -2023-09-13 02:45:00+00:00,10343500,1.58,A -2023-09-13 03:00:00+00:00,10343500,1.58,A -2023-09-13 03:15:00+00:00,10343500,1.58,A -2023-09-13 03:30:00+00:00,10343500,1.58,A -2023-09-13 03:45:00+00:00,10343500,1.58,A -2023-09-13 04:00:00+00:00,10343500,1.58,A -2023-09-13 04:15:00+00:00,10343500,1.58,A -2023-09-13 04:30:00+00:00,10343500,1.58,A -2023-09-13 04:45:00+00:00,10343500,1.58,A -2023-09-13 05:00:00+00:00,10343500,1.58,A -2023-09-13 05:15:00+00:00,10343500,1.58,A -2023-09-13 05:30:00+00:00,10343500,1.58,A -2023-09-13 05:45:00+00:00,10343500,1.58,A -2023-09-13 06:00:00+00:00,10343500,1.58,A -2023-09-13 06:15:00+00:00,10343500,1.58,A -2023-09-13 06:30:00+00:00,10343500,1.58,A -2023-09-13 06:45:00+00:00,10343500,1.58,A -2023-09-13 07:00:00+00:00,10343500,1.58,A -2023-09-13 07:15:00+00:00,10343500,1.58,A -2023-09-13 07:30:00+00:00,10343500,1.59,A -2023-09-13 07:45:00+00:00,10343500,1.59,A -2023-09-13 08:00:00+00:00,10343500,1.59,A -2023-09-13 08:15:00+00:00,10343500,1.59,A -2023-09-13 08:30:00+00:00,10343500,1.59,A -2023-09-13 08:45:00+00:00,10343500,1.59,A -2023-09-13 09:00:00+00:00,10343500,1.59,A -2023-09-13 09:15:00+00:00,10343500,1.59,A -2023-09-13 09:30:00+00:00,10343500,1.59,A -2023-09-13 09:45:00+00:00,10343500,1.59,A -2023-09-13 10:00:00+00:00,10343500,1.59,A -2023-09-13 10:15:00+00:00,10343500,1.59,A -2023-09-13 10:30:00+00:00,10343500,1.6,A -2023-09-13 10:45:00+00:00,10343500,1.6,A -2023-09-13 11:00:00+00:00,10343500,1.6,A -2023-09-13 11:15:00+00:00,10343500,1.6,A -2023-09-13 11:30:00+00:00,10343500,1.6,A -2023-09-13 11:45:00+00:00,10343500,1.6,A -2023-09-13 12:00:00+00:00,10343500,1.6,A -2023-09-13 12:15:00+00:00,10343500,1.6,A -2023-09-13 12:30:00+00:00,10343500,1.6,A -2023-09-13 12:45:00+00:00,10343500,1.6,A -2023-09-13 13:00:00+00:00,10343500,1.6,A -2023-09-13 13:15:00+00:00,10343500,1.6,A -2023-09-13 13:30:00+00:00,10343500,1.6,A -2023-09-13 13:45:00+00:00,10343500,1.6,A -2023-09-13 14:00:00+00:00,10343500,1.6,A -2023-09-13 14:15:00+00:00,10343500,1.6,A -2023-09-13 14:30:00+00:00,10343500,1.61,A -2023-09-13 14:45:00+00:00,10343500,1.61,A -2023-09-13 15:00:00+00:00,10343500,1.61,A -2023-09-13 15:15:00+00:00,10343500,1.61,A -2023-09-13 15:30:00+00:00,10343500,1.61,A -2023-09-13 15:45:00+00:00,10343500,1.61,A -2023-09-13 16:00:00+00:00,10343500,1.61,A -2023-09-13 16:15:00+00:00,10343500,1.61,A -2023-09-13 16:30:00+00:00,10343500,1.61,A -2023-09-13 16:45:00+00:00,10343500,1.61,A -2023-09-13 17:00:00+00:00,10343500,1.61,A -2023-09-13 17:15:00+00:00,10343500,1.61,A -2023-09-13 17:30:00+00:00,10343500,1.61,A -2023-09-13 17:45:00+00:00,10343500,1.61,A -2023-09-13 18:00:00+00:00,10343500,1.61,A -2023-09-13 18:15:00+00:00,10343500,1.61,A -2023-09-13 18:30:00+00:00,10343500,1.61,A -2023-09-13 18:45:00+00:00,10343500,1.61,A -2023-09-13 19:00:00+00:00,10343500,1.61,A -2023-09-13 19:15:00+00:00,10343500,1.61,A -2023-09-13 19:30:00+00:00,10343500,1.61,A -2023-09-13 19:45:00+00:00,10343500,1.61,A -2023-09-13 20:00:00+00:00,10343500,1.61,A -2023-09-13 20:15:00+00:00,10343500,1.6,A -2023-09-13 20:30:00+00:00,10343500,1.6,A -2023-09-13 20:45:00+00:00,10343500,1.6,A -2023-09-13 21:00:00+00:00,10343500,1.59,A -2023-09-13 21:15:00+00:00,10343500,1.6,A -2023-09-13 21:30:00+00:00,10343500,1.6,A -2023-09-13 21:45:00+00:00,10343500,1.6,A -2023-09-13 22:00:00+00:00,10343500,1.59,A -2023-09-13 22:15:00+00:00,10343500,1.59,A -2023-09-13 22:30:00+00:00,10343500,1.59,A -2023-09-13 22:45:00+00:00,10343500,1.59,A -2023-09-13 23:00:00+00:00,10343500,1.59,A -2023-09-13 23:15:00+00:00,10343500,1.59,A -2023-09-13 23:30:00+00:00,10343500,1.59,A -2023-09-13 23:45:00+00:00,10343500,1.59,A -2023-09-14 00:00:00+00:00,10343500,1.59,A -2023-09-14 00:15:00+00:00,10343500,1.59,A -2023-09-14 00:30:00+00:00,10343500,1.59,A -2023-09-14 00:45:00+00:00,10343500,1.58,A -2023-09-14 01:00:00+00:00,10343500,1.58,A -2023-09-14 01:15:00+00:00,10343500,1.58,A -2023-09-14 01:30:00+00:00,10343500,1.58,A -2023-09-14 01:45:00+00:00,10343500,1.58,A -2023-09-14 02:00:00+00:00,10343500,1.58,A -2023-09-14 02:15:00+00:00,10343500,1.58,A -2023-09-14 02:30:00+00:00,10343500,1.58,A -2023-09-14 02:45:00+00:00,10343500,1.58,A -2023-09-14 03:00:00+00:00,10343500,1.58,A -2023-09-14 03:15:00+00:00,10343500,1.58,A -2023-09-14 03:30:00+00:00,10343500,1.58,A -2023-09-14 03:45:00+00:00,10343500,1.58,A -2023-09-14 04:00:00+00:00,10343500,1.58,A -2023-09-14 04:15:00+00:00,10343500,1.58,A -2023-09-14 04:30:00+00:00,10343500,1.58,A -2023-09-14 04:45:00+00:00,10343500,1.59,A -2023-09-14 05:00:00+00:00,10343500,1.59,A -2023-09-14 05:15:00+00:00,10343500,1.59,A -2023-09-14 05:30:00+00:00,10343500,1.59,A -2023-09-14 05:45:00+00:00,10343500,1.59,A -2023-09-14 06:00:00+00:00,10343500,1.59,A -2023-09-14 06:15:00+00:00,10343500,1.59,A -2023-09-14 06:30:00+00:00,10343500,1.59,A -2023-09-14 06:45:00+00:00,10343500,1.59,A -2023-09-14 07:00:00+00:00,10343500,1.59,A -2023-09-14 07:15:00+00:00,10343500,1.59,A -2023-09-14 07:30:00+00:00,10343500,1.59,A -2023-09-14 07:45:00+00:00,10343500,1.59,A -2023-09-14 08:00:00+00:00,10343500,1.59,A -2023-09-14 08:15:00+00:00,10343500,1.59,A -2023-09-14 08:30:00+00:00,10343500,1.59,A -2023-09-14 08:45:00+00:00,10343500,1.6,A -2023-09-14 09:00:00+00:00,10343500,1.6,A -2023-09-14 09:15:00+00:00,10343500,1.6,A -2023-09-14 09:30:00+00:00,10343500,1.6,A -2023-09-14 09:45:00+00:00,10343500,1.6,A -2023-09-14 10:00:00+00:00,10343500,1.6,A -2023-09-14 10:15:00+00:00,10343500,1.6,A -2023-09-14 10:30:00+00:00,10343500,1.6,A -2023-09-14 10:45:00+00:00,10343500,1.6,A -2023-09-14 11:00:00+00:00,10343500,1.6,A -2023-09-14 11:15:00+00:00,10343500,1.6,A -2023-09-14 11:30:00+00:00,10343500,1.6,A -2023-09-14 11:45:00+00:00,10343500,1.6,A -2023-09-14 12:00:00+00:00,10343500,1.6,A -2023-09-14 12:15:00+00:00,10343500,1.6,A -2023-09-14 12:30:00+00:00,10343500,1.6,A -2023-09-14 12:45:00+00:00,10343500,1.6,A -2023-09-14 13:00:00+00:00,10343500,1.61,A -2023-09-14 13:15:00+00:00,10343500,1.61,A -2023-09-14 13:30:00+00:00,10343500,1.61,A -2023-09-14 13:45:00+00:00,10343500,1.61,A -2023-09-14 14:00:00+00:00,10343500,1.61,A -2023-09-14 14:15:00+00:00,10343500,1.61,A -2023-09-14 14:30:00+00:00,10343500,1.61,A -2023-09-14 14:45:00+00:00,10343500,1.61,A -2023-09-14 15:00:00+00:00,10343500,1.61,A -2023-09-14 15:15:00+00:00,10343500,1.61,A -2023-09-14 15:30:00+00:00,10343500,1.61,A -2023-09-14 15:45:00+00:00,10343500,1.61,A -2023-09-14 16:00:00+00:00,10343500,1.61,A -2023-09-14 16:15:00+00:00,10343500,1.61,A -2023-09-14 16:30:00+00:00,10343500,1.61,A -2023-09-14 16:45:00+00:00,10343500,1.61,A -2023-09-14 17:00:00+00:00,10343500,1.61,A -2023-09-14 17:15:00+00:00,10343500,1.61,A -2023-09-14 17:30:00+00:00,10343500,1.61,A -2023-09-14 17:45:00+00:00,10343500,1.61,A -2023-09-14 18:00:00+00:00,10343500,1.61,A -2023-09-14 18:15:00+00:00,10343500,1.61,A -2023-09-14 18:30:00+00:00,10343500,1.61,A -2023-09-14 18:45:00+00:00,10343500,1.61,A -2023-09-14 19:00:00+00:00,10343500,1.61,A -2023-09-14 19:15:00+00:00,10343500,1.61,A -2023-09-14 19:30:00+00:00,10343500,1.61,A -2023-09-14 19:45:00+00:00,10343500,1.61,A -2023-09-14 20:00:00+00:00,10343500,1.61,A -2023-09-14 20:15:00+00:00,10343500,1.61,A -2023-09-14 20:30:00+00:00,10343500,1.6,A -2023-09-14 20:45:00+00:00,10343500,1.6,A -2023-09-14 21:00:00+00:00,10343500,1.6,A -2023-09-14 21:15:00+00:00,10343500,1.6,A -2023-09-14 21:30:00+00:00,10343500,1.6,A -2023-09-14 21:45:00+00:00,10343500,1.6,A -2023-09-14 22:00:00+00:00,10343500,1.59,A -2023-09-14 22:15:00+00:00,10343500,1.59,A -2023-09-14 22:30:00+00:00,10343500,1.59,A -2023-09-14 22:45:00+00:00,10343500,1.59,A -2023-09-14 23:00:00+00:00,10343500,1.59,A -2023-09-14 23:15:00+00:00,10343500,1.59,A -2023-09-14 23:30:00+00:00,10343500,1.58,A -2023-09-14 23:45:00+00:00,10343500,1.58,A -2023-09-15 00:00:00+00:00,10343500,1.58,A -2023-09-15 00:15:00+00:00,10343500,1.58,A -2023-09-15 00:30:00+00:00,10343500,1.58,A -2023-09-15 00:45:00+00:00,10343500,1.58,A -2023-09-15 01:00:00+00:00,10343500,1.58,A -2023-09-15 01:15:00+00:00,10343500,1.58,A -2023-09-15 01:30:00+00:00,10343500,1.58,A -2023-09-15 01:45:00+00:00,10343500,1.57,A -2023-09-15 02:00:00+00:00,10343500,1.57,A -2023-09-15 02:15:00+00:00,10343500,1.57,A -2023-09-15 02:30:00+00:00,10343500,1.57,A -2023-09-15 02:45:00+00:00,10343500,1.57,A -2023-09-15 03:00:00+00:00,10343500,1.57,A -2023-09-15 03:15:00+00:00,10343500,1.57,A -2023-09-15 03:30:00+00:00,10343500,1.57,A -2023-09-15 03:45:00+00:00,10343500,1.57,A -2023-09-15 04:00:00+00:00,10343500,1.57,A -2023-09-15 04:15:00+00:00,10343500,1.57,A -2023-09-15 04:30:00+00:00,10343500,1.57,A -2023-09-15 04:45:00+00:00,10343500,1.57,A -2023-09-15 05:00:00+00:00,10343500,1.58,A -2023-09-15 05:15:00+00:00,10343500,1.58,A -2023-09-15 05:30:00+00:00,10343500,1.58,A -2023-09-15 05:45:00+00:00,10343500,1.58,A -2023-09-15 06:00:00+00:00,10343500,1.58,A -2023-09-15 06:15:00+00:00,10343500,1.58,A -2023-09-15 06:30:00+00:00,10343500,1.58,A -2023-09-15 06:45:00+00:00,10343500,1.58,A -2023-09-15 07:00:00+00:00,10343500,1.58,A -2023-09-15 07:15:00+00:00,10343500,1.58,A -2023-09-15 07:30:00+00:00,10343500,1.58,A -2023-09-15 07:45:00+00:00,10343500,1.58,A -2023-09-15 08:00:00+00:00,10343500,1.58,A -2023-09-15 08:15:00+00:00,10343500,1.58,A -2023-09-15 08:30:00+00:00,10343500,1.58,A -2023-09-15 08:45:00+00:00,10343500,1.58,A -2023-09-15 09:00:00+00:00,10343500,1.58,A -2023-09-15 09:15:00+00:00,10343500,1.59,A -2023-09-15 09:30:00+00:00,10343500,1.59,A -2023-09-15 09:45:00+00:00,10343500,1.59,A -2023-09-15 10:00:00+00:00,10343500,1.59,A -2023-09-15 10:15:00+00:00,10343500,1.59,A -2023-09-15 10:30:00+00:00,10343500,1.59,A -2023-09-15 10:45:00+00:00,10343500,1.59,A -2023-09-15 11:00:00+00:00,10343500,1.59,A -2023-09-15 11:15:00+00:00,10343500,1.59,A -2023-09-15 11:30:00+00:00,10343500,1.59,A -2023-09-15 11:45:00+00:00,10343500,1.59,A -2023-09-15 12:00:00+00:00,10343500,1.59,A -2023-09-15 12:15:00+00:00,10343500,1.59,A -2023-09-15 12:30:00+00:00,10343500,1.6,A -2023-09-15 12:45:00+00:00,10343500,1.6,A -2023-09-15 13:00:00+00:00,10343500,1.6,A -2023-09-15 13:15:00+00:00,10343500,1.6,A -2023-09-15 13:30:00+00:00,10343500,1.6,A -2023-09-15 13:45:00+00:00,10343500,1.6,A -2023-09-15 14:00:00+00:00,10343500,1.6,A -2023-09-15 14:15:00+00:00,10343500,1.6,A -2023-09-15 14:30:00+00:00,10343500,1.6,A -2023-09-15 14:45:00+00:00,10343500,1.6,A -2023-09-15 15:00:00+00:00,10343500,1.6,A -2023-09-15 15:15:00+00:00,10343500,1.6,A -2023-09-15 15:30:00+00:00,10343500,1.6,A -2023-09-15 15:45:00+00:00,10343500,1.6,A -2023-09-15 16:00:00+00:00,10343500,1.6,A -2023-09-15 16:15:00+00:00,10343500,1.6,A -2023-09-15 16:30:00+00:00,10343500,1.6,A -2023-09-15 16:45:00+00:00,10343500,1.6,A -2023-09-15 17:00:00+00:00,10343500,1.6,A -2023-09-15 17:15:00+00:00,10343500,1.6,A -2023-09-15 17:30:00+00:00,10343500,1.6,A -2023-09-15 17:45:00+00:00,10343500,1.61,A -2023-09-15 18:00:00+00:00,10343500,1.61,A -2023-09-15 18:15:00+00:00,10343500,1.61,A -2023-09-15 18:30:00+00:00,10343500,1.61,A -2023-09-15 18:45:00+00:00,10343500,1.6,A -2023-09-15 19:00:00+00:00,10343500,1.6,A -2023-09-15 19:15:00+00:00,10343500,1.6,A -2023-09-15 19:30:00+00:00,10343500,1.6,A -2023-09-15 19:45:00+00:00,10343500,1.6,A -2023-09-15 20:00:00+00:00,10343500,1.6,A -2023-09-15 20:15:00+00:00,10343500,1.6,A -2023-09-15 20:30:00+00:00,10343500,1.6,A -2023-09-15 20:45:00+00:00,10343500,1.6,A -2023-09-15 21:00:00+00:00,10343500,1.59,A -2023-09-15 21:15:00+00:00,10343500,1.59,A -2023-09-15 21:30:00+00:00,10343500,1.59,A -2023-09-15 21:45:00+00:00,10343500,1.59,A -2023-09-15 22:00:00+00:00,10343500,1.59,A -2023-09-15 22:15:00+00:00,10343500,1.59,A -2023-09-15 22:30:00+00:00,10343500,1.58,A -2023-09-15 22:45:00+00:00,10343500,1.58,A -2023-09-15 23:00:00+00:00,10343500,1.58,A -2023-09-15 23:15:00+00:00,10343500,1.58,A -2023-09-15 23:30:00+00:00,10343500,1.58,A -2023-09-15 23:45:00+00:00,10343500,1.58,A -2023-09-16 00:00:00+00:00,10343500,1.58,A -2023-09-16 00:15:00+00:00,10343500,1.58,A -2023-09-16 00:30:00+00:00,10343500,1.58,A -2023-09-16 00:45:00+00:00,10343500,1.58,A -2023-09-16 01:00:00+00:00,10343500,1.58,A -2023-09-16 01:15:00+00:00,10343500,1.58,A -2023-09-16 01:30:00+00:00,10343500,1.58,A -2023-09-16 01:45:00+00:00,10343500,1.58,A -2023-09-16 02:00:00+00:00,10343500,1.58,A -2023-09-16 02:15:00+00:00,10343500,1.58,A -2023-09-16 02:30:00+00:00,10343500,1.58,A -2023-09-16 02:45:00+00:00,10343500,1.58,A -2023-09-16 03:00:00+00:00,10343500,1.58,A -2023-09-16 03:15:00+00:00,10343500,1.58,A -2023-09-16 03:30:00+00:00,10343500,1.58,A -2023-09-16 03:45:00+00:00,10343500,1.58,A -2023-09-16 04:00:00+00:00,10343500,1.58,A -2023-09-16 04:15:00+00:00,10343500,1.58,A -2023-09-16 04:30:00+00:00,10343500,1.58,A -2023-09-16 04:45:00+00:00,10343500,1.58,A -2023-09-16 05:00:00+00:00,10343500,1.58,A -2023-09-16 05:15:00+00:00,10343500,1.58,A -2023-09-16 05:30:00+00:00,10343500,1.58,A -2023-09-16 05:45:00+00:00,10343500,1.58,A -2023-09-16 06:00:00+00:00,10343500,1.58,A -2023-09-16 06:15:00+00:00,10343500,1.58,A -2023-09-16 06:30:00+00:00,10343500,1.58,A -2023-09-16 06:45:00+00:00,10343500,1.58,A -2023-09-16 07:00:00+00:00,10343500,1.58,A -2023-09-16 07:15:00+00:00,10343500,1.58,A -2023-09-16 07:30:00+00:00,10343500,1.58,A -2023-09-16 07:45:00+00:00,10343500,1.58,A -2023-09-16 08:00:00+00:00,10343500,1.58,A -2023-09-16 08:15:00+00:00,10343500,1.59,A -2023-09-16 08:30:00+00:00,10343500,1.59,A -2023-09-16 08:45:00+00:00,10343500,1.59,A -2023-09-16 09:00:00+00:00,10343500,1.59,A -2023-09-16 09:15:00+00:00,10343500,1.59,A -2023-09-16 09:30:00+00:00,10343500,1.59,A -2023-09-16 09:45:00+00:00,10343500,1.59,A -2023-09-16 10:00:00+00:00,10343500,1.59,A -2023-09-16 10:15:00+00:00,10343500,1.59,A -2023-09-16 10:30:00+00:00,10343500,1.59,A -2023-09-16 10:45:00+00:00,10343500,1.59,A -2023-09-16 11:00:00+00:00,10343500,1.59,A -2023-09-16 11:15:00+00:00,10343500,1.59,A -2023-09-16 11:30:00+00:00,10343500,1.59,A -2023-09-16 11:45:00+00:00,10343500,1.59,A -2023-09-16 12:00:00+00:00,10343500,1.6,A -2023-09-16 12:15:00+00:00,10343500,1.6,A -2023-09-16 12:30:00+00:00,10343500,1.6,A -2023-09-16 12:45:00+00:00,10343500,1.6,A -2023-09-16 13:00:00+00:00,10343500,1.6,A -2023-09-16 13:15:00+00:00,10343500,1.6,A -2023-09-16 13:30:00+00:00,10343500,1.6,A -2023-09-16 13:45:00+00:00,10343500,1.6,A -2023-09-16 14:00:00+00:00,10343500,1.6,A -2023-09-16 14:15:00+00:00,10343500,1.6,A -2023-09-16 14:30:00+00:00,10343500,1.6,A -2023-09-16 14:45:00+00:00,10343500,1.6,A -2023-09-16 15:00:00+00:00,10343500,1.6,A -2023-09-16 15:15:00+00:00,10343500,1.6,A -2023-09-16 15:30:00+00:00,10343500,1.6,A -2023-09-16 15:45:00+00:00,10343500,1.6,A -2023-09-16 16:00:00+00:00,10343500,1.6,A -2023-09-16 16:15:00+00:00,10343500,1.6,A -2023-09-16 16:30:00+00:00,10343500,1.6,A -2023-09-16 16:45:00+00:00,10343500,1.61,A -2023-09-16 17:00:00+00:00,10343500,1.61,A -2023-09-16 17:15:00+00:00,10343500,1.61,A -2023-09-16 17:30:00+00:00,10343500,1.61,A -2023-09-16 17:45:00+00:00,10343500,1.61,A -2023-09-16 18:00:00+00:00,10343500,1.61,A -2023-09-16 18:15:00+00:00,10343500,1.61,A -2023-09-16 18:30:00+00:00,10343500,1.61,A -2023-09-16 18:45:00+00:00,10343500,1.61,A -2023-09-16 19:00:00+00:00,10343500,1.6,A -2023-09-16 19:15:00+00:00,10343500,1.6,A -2023-09-16 19:30:00+00:00,10343500,1.6,A -2023-09-16 19:45:00+00:00,10343500,1.6,A -2023-09-16 20:00:00+00:00,10343500,1.6,A -2023-09-16 20:15:00+00:00,10343500,1.6,A -2023-09-16 20:30:00+00:00,10343500,1.6,A -2023-09-16 20:45:00+00:00,10343500,1.59,A -2023-09-16 21:00:00+00:00,10343500,1.59,A -2023-09-16 21:15:00+00:00,10343500,1.59,A -2023-09-16 21:30:00+00:00,10343500,1.59,A -2023-09-16 21:45:00+00:00,10343500,1.59,A -2023-09-16 22:00:00+00:00,10343500,1.59,A -2023-09-16 22:15:00+00:00,10343500,1.59,A -2023-09-16 22:30:00+00:00,10343500,1.59,A -2023-09-16 22:45:00+00:00,10343500,1.58,A -2023-09-16 23:00:00+00:00,10343500,1.58,A -2023-09-16 23:15:00+00:00,10343500,1.58,A -2023-09-16 23:30:00+00:00,10343500,1.58,A -2023-09-16 23:45:00+00:00,10343500,1.58,A -2023-09-17 00:00:00+00:00,10343500,1.58,A -2023-09-17 00:15:00+00:00,10343500,1.58,A -2023-09-17 00:30:00+00:00,10343500,1.58,A -2023-09-17 00:45:00+00:00,10343500,1.58,A -2023-09-17 01:00:00+00:00,10343500,1.58,A -2023-09-17 01:15:00+00:00,10343500,1.58,A -2023-09-17 01:30:00+00:00,10343500,1.58,A -2023-09-17 01:45:00+00:00,10343500,1.57,A -2023-09-17 02:00:00+00:00,10343500,1.57,A -2023-09-17 02:15:00+00:00,10343500,1.57,A -2023-09-17 02:30:00+00:00,10343500,1.57,A -2023-09-17 02:45:00+00:00,10343500,1.57,A -2023-09-17 03:00:00+00:00,10343500,1.57,A -2023-09-17 03:15:00+00:00,10343500,1.57,A -2023-09-17 03:30:00+00:00,10343500,1.57,A -2023-09-17 03:45:00+00:00,10343500,1.57,A -2023-09-17 04:00:00+00:00,10343500,1.57,A -2023-09-17 04:15:00+00:00,10343500,1.57,A -2023-09-17 04:30:00+00:00,10343500,1.57,A -2023-09-17 04:45:00+00:00,10343500,1.58,A -2023-09-17 05:00:00+00:00,10343500,1.58,A -2023-09-17 05:15:00+00:00,10343500,1.58,A -2023-09-17 05:30:00+00:00,10343500,1.58,A -2023-09-17 05:45:00+00:00,10343500,1.58,A -2023-09-17 06:00:00+00:00,10343500,1.58,A -2023-09-17 06:15:00+00:00,10343500,1.58,A -2023-09-17 06:30:00+00:00,10343500,1.58,A -2023-09-17 06:45:00+00:00,10343500,1.58,A -2023-09-17 07:00:00+00:00,10343500,1.58,A -2023-09-17 07:15:00+00:00,10343500,1.58,A -2023-09-17 07:30:00+00:00,10343500,1.58,A -2023-09-17 07:45:00+00:00,10343500,1.58,A -2023-09-17 08:00:00+00:00,10343500,1.58,A -2023-09-17 08:15:00+00:00,10343500,1.58,A -2023-09-17 08:30:00+00:00,10343500,1.58,A -2023-09-17 08:45:00+00:00,10343500,1.59,A -2023-09-17 09:00:00+00:00,10343500,1.59,A -2023-09-17 09:15:00+00:00,10343500,1.59,A -2023-09-17 09:30:00+00:00,10343500,1.59,A -2023-09-17 09:45:00+00:00,10343500,1.59,A -2023-09-17 10:00:00+00:00,10343500,1.59,A -2023-09-17 10:15:00+00:00,10343500,1.59,A -2023-09-17 10:30:00+00:00,10343500,1.59,A -2023-09-17 10:45:00+00:00,10343500,1.59,A -2023-09-17 11:00:00+00:00,10343500,1.59,A -2023-09-17 11:15:00+00:00,10343500,1.59,A -2023-09-17 11:30:00+00:00,10343500,1.59,A -2023-09-17 11:45:00+00:00,10343500,1.59,A -2023-09-17 12:00:00+00:00,10343500,1.59,A -2023-09-17 12:15:00+00:00,10343500,1.59,A -2023-09-17 12:30:00+00:00,10343500,1.6,A -2023-09-17 12:45:00+00:00,10343500,1.6,A -2023-09-17 13:00:00+00:00,10343500,1.6,A -2023-09-17 13:15:00+00:00,10343500,1.6,A -2023-09-17 13:30:00+00:00,10343500,1.6,A -2023-09-17 13:45:00+00:00,10343500,1.6,A -2023-09-17 14:00:00+00:00,10343500,1.6,A -2023-09-17 14:15:00+00:00,10343500,1.6,A -2023-09-17 14:30:00+00:00,10343500,1.6,A -2023-09-17 14:45:00+00:00,10343500,1.6,A -2023-09-17 15:00:00+00:00,10343500,1.6,A -2023-09-17 15:15:00+00:00,10343500,1.6,A -2023-09-17 15:30:00+00:00,10343500,1.6,A -2023-09-17 15:45:00+00:00,10343500,1.6,A -2023-09-17 16:00:00+00:00,10343500,1.6,A -2023-09-17 16:15:00+00:00,10343500,1.6,A -2023-09-17 16:30:00+00:00,10343500,1.6,A -2023-09-17 16:45:00+00:00,10343500,1.6,A -2023-09-17 17:00:00+00:00,10343500,1.6,A -2023-09-17 17:15:00+00:00,10343500,1.6,A -2023-09-17 17:30:00+00:00,10343500,1.6,A -2023-09-17 17:45:00+00:00,10343500,1.6,A -2023-09-17 18:00:00+00:00,10343500,1.6,A -2023-09-17 18:15:00+00:00,10343500,1.6,A -2023-09-17 18:30:00+00:00,10343500,1.6,A -2023-09-17 18:45:00+00:00,10343500,1.6,A -2023-09-17 19:00:00+00:00,10343500,1.6,A -2023-09-17 19:15:00+00:00,10343500,1.6,A -2023-09-17 19:30:00+00:00,10343500,1.6,A -2023-09-17 19:45:00+00:00,10343500,1.6,A -2023-09-17 20:00:00+00:00,10343500,1.6,A -2023-09-17 20:15:00+00:00,10343500,1.6,A -2023-09-17 20:30:00+00:00,10343500,1.6,A -2023-09-17 20:45:00+00:00,10343500,1.59,A -2023-09-17 21:00:00+00:00,10343500,1.59,A -2023-09-17 21:15:00+00:00,10343500,1.59,A -2023-09-17 21:30:00+00:00,10343500,1.59,A -2023-09-17 21:45:00+00:00,10343500,1.59,A -2023-09-17 22:00:00+00:00,10343500,1.59,A -2023-09-17 22:15:00+00:00,10343500,1.58,A -2023-09-17 22:30:00+00:00,10343500,1.58,A -2023-09-17 22:45:00+00:00,10343500,1.58,A -2023-09-17 23:00:00+00:00,10343500,1.58,A -2023-09-17 23:15:00+00:00,10343500,1.58,A -2023-09-17 23:30:00+00:00,10343500,1.58,A -2023-09-17 23:45:00+00:00,10343500,1.58,A -2023-09-18 00:00:00+00:00,10343500,1.57,A -2023-09-18 00:15:00+00:00,10343500,1.57,A -2023-09-18 00:30:00+00:00,10343500,1.57,A -2023-09-18 00:45:00+00:00,10343500,1.57,A -2023-09-18 01:00:00+00:00,10343500,1.57,A -2023-09-18 01:15:00+00:00,10343500,1.57,A -2023-09-18 01:30:00+00:00,10343500,1.57,A -2023-09-18 01:45:00+00:00,10343500,1.57,A -2023-09-18 02:00:00+00:00,10343500,1.57,A -2023-09-18 02:15:00+00:00,10343500,1.57,A -2023-09-18 02:30:00+00:00,10343500,1.57,A -2023-09-18 02:45:00+00:00,10343500,1.57,A -2023-09-18 03:00:00+00:00,10343500,1.57,A -2023-09-18 03:15:00+00:00,10343500,1.57,A -2023-09-18 03:30:00+00:00,10343500,1.57,A -2023-09-18 03:45:00+00:00,10343500,1.57,A -2023-09-18 04:00:00+00:00,10343500,1.57,A -2023-09-18 04:15:00+00:00,10343500,1.57,A -2023-09-18 04:30:00+00:00,10343500,1.57,A -2023-09-18 04:45:00+00:00,10343500,1.57,A -2023-09-18 05:00:00+00:00,10343500,1.57,A -2023-09-18 05:15:00+00:00,10343500,1.57,A -2023-09-18 05:30:00+00:00,10343500,1.57,A -2023-09-18 05:45:00+00:00,10343500,1.57,A -2023-09-18 06:00:00+00:00,10343500,1.57,A -2023-09-18 06:15:00+00:00,10343500,1.57,A -2023-09-18 06:30:00+00:00,10343500,1.57,A -2023-09-18 06:45:00+00:00,10343500,1.58,A -2023-09-18 07:00:00+00:00,10343500,1.58,A -2023-09-18 07:15:00+00:00,10343500,1.58,A -2023-09-18 07:30:00+00:00,10343500,1.58,A -2023-09-18 07:45:00+00:00,10343500,1.58,A -2023-09-18 08:00:00+00:00,10343500,1.58,A -2023-09-18 08:15:00+00:00,10343500,1.58,A -2023-09-18 08:30:00+00:00,10343500,1.58,A -2023-09-18 08:45:00+00:00,10343500,1.58,A -2023-09-18 09:00:00+00:00,10343500,1.58,A -2023-09-18 09:15:00+00:00,10343500,1.58,A -2023-09-18 09:30:00+00:00,10343500,1.58,A -2023-09-18 09:45:00+00:00,10343500,1.58,A -2023-09-18 10:00:00+00:00,10343500,1.58,A -2023-09-18 10:15:00+00:00,10343500,1.59,A -2023-09-18 10:30:00+00:00,10343500,1.59,A -2023-09-18 10:45:00+00:00,10343500,1.59,A -2023-09-18 11:00:00+00:00,10343500,1.59,A -2023-09-18 11:15:00+00:00,10343500,1.59,A -2023-09-18 11:30:00+00:00,10343500,1.59,A -2023-09-18 11:45:00+00:00,10343500,1.59,A -2023-09-18 12:00:00+00:00,10343500,1.59,A -2023-09-18 12:15:00+00:00,10343500,1.59,A -2023-09-18 12:30:00+00:00,10343500,1.59,A -2023-09-18 12:45:00+00:00,10343500,1.59,A -2023-09-18 13:00:00+00:00,10343500,1.59,A -2023-09-18 13:15:00+00:00,10343500,1.59,A -2023-09-18 13:30:00+00:00,10343500,1.59,A -2023-09-18 13:45:00+00:00,10343500,1.59,A -2023-09-18 14:00:00+00:00,10343500,1.6,A -2023-09-18 14:15:00+00:00,10343500,1.6,A -2023-09-18 14:30:00+00:00,10343500,1.6,A -2023-09-18 14:45:00+00:00,10343500,1.6,A -2023-09-18 15:00:00+00:00,10343500,1.6,A -2023-09-18 15:15:00+00:00,10343500,1.6,A -2023-09-18 15:30:00+00:00,10343500,1.6,A -2023-09-18 15:45:00+00:00,10343500,1.6,A -2023-09-18 16:00:00+00:00,10343500,1.6,A -2023-09-18 16:15:00+00:00,10343500,1.6,A -2023-09-18 16:30:00+00:00,10343500,1.6,A -2023-09-18 16:45:00+00:00,10343500,1.6,A -2023-09-18 17:00:00+00:00,10343500,1.6,A -2023-09-18 17:15:00+00:00,10343500,1.6,A -2023-09-18 17:30:00+00:00,10343500,1.6,A -2023-09-18 17:45:00+00:00,10343500,1.6,A -2023-09-18 18:00:00+00:00,10343500,1.6,A -2023-09-18 18:15:00+00:00,10343500,1.6,A -2023-09-18 18:30:00+00:00,10343500,1.6,A -2023-09-18 18:45:00+00:00,10343500,1.6,A -2023-09-18 19:00:00+00:00,10343500,1.6,A -2023-09-18 19:15:00+00:00,10343500,1.6,A -2023-09-18 19:30:00+00:00,10343500,1.6,A -2023-09-18 19:45:00+00:00,10343500,1.6,A -2023-09-18 20:00:00+00:00,10343500,1.6,A -2023-09-18 20:15:00+00:00,10343500,1.6,A -2023-09-18 20:30:00+00:00,10343500,1.59,A -2023-09-18 20:45:00+00:00,10343500,1.59,A -2023-09-18 21:00:00+00:00,10343500,1.59,A -2023-09-18 21:15:00+00:00,10343500,1.59,A -2023-09-18 21:30:00+00:00,10343500,1.59,A -2023-09-18 21:45:00+00:00,10343500,1.59,A -2023-09-18 22:00:00+00:00,10343500,1.6,A -2023-09-18 22:15:00+00:00,10343500,1.6,A -2023-09-18 22:30:00+00:00,10343500,1.6,A -2023-09-18 22:45:00+00:00,10343500,1.6,A -2023-09-18 23:00:00+00:00,10343500,1.6,A -2023-09-18 23:15:00+00:00,10343500,1.6,A -2023-09-18 23:30:00+00:00,10343500,1.6,A -2023-09-18 23:45:00+00:00,10343500,1.6,A -2023-09-19 00:00:00+00:00,10343500,1.6,A -2023-09-19 00:15:00+00:00,10343500,1.6,A -2023-09-19 00:30:00+00:00,10343500,1.6,A -2023-09-19 00:45:00+00:00,10343500,1.6,A -2023-09-19 01:00:00+00:00,10343500,1.6,A -2023-09-19 01:15:00+00:00,10343500,1.6,A -2023-09-19 01:30:00+00:00,10343500,1.6,A -2023-09-19 01:45:00+00:00,10343500,1.6,A -2023-09-19 02:00:00+00:00,10343500,1.6,A -2023-09-19 02:15:00+00:00,10343500,1.6,A -2023-09-19 02:30:00+00:00,10343500,1.6,A -2023-09-19 02:45:00+00:00,10343500,1.6,A -2023-09-19 03:00:00+00:00,10343500,1.61,A -2023-09-19 03:15:00+00:00,10343500,1.61,A -2023-09-19 03:30:00+00:00,10343500,1.61,A -2023-09-19 03:45:00+00:00,10343500,1.61,A -2023-09-19 04:00:00+00:00,10343500,1.61,A -2023-09-19 04:15:00+00:00,10343500,1.61,A -2023-09-19 04:30:00+00:00,10343500,1.62,A -2023-09-19 04:45:00+00:00,10343500,1.62,A -2023-09-19 05:00:00+00:00,10343500,1.62,A -2023-09-19 05:15:00+00:00,10343500,1.62,A -2023-09-19 05:30:00+00:00,10343500,1.62,A -2023-09-19 05:45:00+00:00,10343500,1.62,A -2023-09-19 06:00:00+00:00,10343500,1.62,A -2023-09-19 06:15:00+00:00,10343500,1.62,A -2023-09-19 06:30:00+00:00,10343500,1.62,A -2023-09-19 06:45:00+00:00,10343500,1.61,A -2023-09-19 07:00:00+00:00,10343500,1.61,A -2023-09-19 07:15:00+00:00,10343500,1.61,A -2023-09-19 07:30:00+00:00,10343500,1.61,A -2023-09-19 07:45:00+00:00,10343500,1.61,A -2023-09-19 08:00:00+00:00,10343500,1.61,A -2023-09-19 08:15:00+00:00,10343500,1.61,A -2023-09-19 08:30:00+00:00,10343500,1.61,A -2023-09-19 08:45:00+00:00,10343500,1.61,A -2023-09-19 09:00:00+00:00,10343500,1.61,A -2023-09-19 09:15:00+00:00,10343500,1.61,A -2023-09-19 09:30:00+00:00,10343500,1.61,A -2023-09-19 09:45:00+00:00,10343500,1.61,A -2023-09-19 10:00:00+00:00,10343500,1.61,A -2023-09-19 10:15:00+00:00,10343500,1.61,A -2023-09-19 10:30:00+00:00,10343500,1.61,A -2023-09-19 10:45:00+00:00,10343500,1.61,A -2023-09-19 11:00:00+00:00,10343500,1.61,A -2023-09-19 11:15:00+00:00,10343500,1.61,A -2023-09-19 11:30:00+00:00,10343500,1.61,A -2023-09-19 11:45:00+00:00,10343500,1.61,A -2023-09-19 12:00:00+00:00,10343500,1.61,A -2023-09-19 12:15:00+00:00,10343500,1.61,A -2023-09-19 12:30:00+00:00,10343500,1.61,A -2023-09-19 12:45:00+00:00,10343500,1.61,A -2023-09-19 13:00:00+00:00,10343500,1.61,A -2023-09-19 13:15:00+00:00,10343500,1.61,A -2023-09-19 13:30:00+00:00,10343500,1.62,A -2023-09-19 13:45:00+00:00,10343500,1.61,A -2023-09-19 14:00:00+00:00,10343500,1.61,A -2023-09-19 14:15:00+00:00,10343500,1.62,A -2023-09-19 14:30:00+00:00,10343500,1.61,A -2023-09-19 14:45:00+00:00,10343500,1.62,A -2023-09-19 15:00:00+00:00,10343500,1.62,A -2023-09-19 15:15:00+00:00,10343500,1.62,A -2023-09-19 15:30:00+00:00,10343500,1.62,A -2023-09-19 15:45:00+00:00,10343500,1.62,A -2023-09-19 16:00:00+00:00,10343500,1.62,A -2023-09-19 16:15:00+00:00,10343500,1.62,A -2023-09-19 16:30:00+00:00,10343500,1.62,A -2023-09-19 16:45:00+00:00,10343500,1.62,A -2023-09-19 17:00:00+00:00,10343500,1.62,A -2023-09-19 17:15:00+00:00,10343500,1.62,A -2023-09-19 17:30:00+00:00,10343500,1.62,A -2023-09-19 17:45:00+00:00,10343500,1.62,A -2023-09-19 18:00:00+00:00,10343500,1.62,A -2023-09-19 18:15:00+00:00,10343500,1.62,A -2023-09-19 18:30:00+00:00,10343500,1.62,A -2023-09-19 18:45:00+00:00,10343500,1.62,A -2023-09-19 19:00:00+00:00,10343500,1.62,A -2023-09-19 19:15:00+00:00,10343500,1.62,A -2023-09-19 19:30:00+00:00,10343500,1.62,A -2023-09-19 19:45:00+00:00,10343500,1.62,A -2023-09-19 20:00:00+00:00,10343500,1.62,A -2023-09-19 20:15:00+00:00,10343500,1.61,A -2023-09-19 20:30:00+00:00,10343500,1.61,A -2023-09-19 20:45:00+00:00,10343500,1.61,A -2023-09-19 21:00:00+00:00,10343500,1.61,A -2023-09-19 21:15:00+00:00,10343500,1.61,A -2023-09-19 21:30:00+00:00,10343500,1.61,A -2023-09-19 21:45:00+00:00,10343500,1.61,A -2023-09-19 22:00:00+00:00,10343500,1.61,A -2023-09-19 22:15:00+00:00,10343500,1.61,A -2023-09-19 22:30:00+00:00,10343500,1.6,A -2023-09-19 22:45:00+00:00,10343500,1.6,A -2023-09-19 23:00:00+00:00,10343500,1.6,A -2023-09-19 23:15:00+00:00,10343500,1.6,A -2023-09-19 23:30:00+00:00,10343500,1.6,A -2023-09-19 23:45:00+00:00,10343500,1.6,A -2023-09-20 00:00:00+00:00,10343500,1.6,A -2023-09-20 00:15:00+00:00,10343500,1.6,A -2023-09-20 00:30:00+00:00,10343500,1.6,A -2023-09-20 00:45:00+00:00,10343500,1.6,A -2023-09-20 01:00:00+00:00,10343500,1.59,A -2023-09-20 01:15:00+00:00,10343500,1.59,A -2023-09-20 01:30:00+00:00,10343500,1.59,A -2023-09-20 01:45:00+00:00,10343500,1.59,A -2023-09-20 02:00:00+00:00,10343500,1.59,A -2023-09-20 02:15:00+00:00,10343500,1.59,A -2023-09-20 02:30:00+00:00,10343500,1.59,A -2023-09-20 02:45:00+00:00,10343500,1.59,A -2023-09-20 03:00:00+00:00,10343500,1.59,A -2023-09-20 03:15:00+00:00,10343500,1.59,A -2023-09-20 03:30:00+00:00,10343500,1.59,A -2023-09-20 03:45:00+00:00,10343500,1.59,A -2023-09-20 04:00:00+00:00,10343500,1.59,A -2023-09-20 04:15:00+00:00,10343500,1.59,A -2023-09-20 04:30:00+00:00,10343500,1.59,A -2023-09-20 04:45:00+00:00,10343500,1.59,A -2023-09-20 05:00:00+00:00,10343500,1.59,A -2023-09-20 05:15:00+00:00,10343500,1.59,A -2023-09-20 05:30:00+00:00,10343500,1.59,A -2023-09-20 05:45:00+00:00,10343500,1.59,A -2023-09-20 06:00:00+00:00,10343500,1.59,A -2023-09-20 06:15:00+00:00,10343500,1.6,A -2023-09-20 06:30:00+00:00,10343500,1.6,A -2023-09-20 06:45:00+00:00,10343500,1.6,A -2023-09-20 07:00:00+00:00,10343500,1.6,A -2023-09-20 07:15:00+00:00,10343500,1.6,A -2023-09-20 07:30:00+00:00,10343500,1.6,A -2023-09-20 07:45:00+00:00,10343500,1.6,A -2023-09-20 08:00:00+00:00,10343500,1.6,A -2023-09-20 08:15:00+00:00,10343500,1.6,A -2023-09-20 08:30:00+00:00,10343500,1.6,A -2023-09-20 08:45:00+00:00,10343500,1.6,A -2023-09-20 09:00:00+00:00,10343500,1.6,A -2023-09-20 09:15:00+00:00,10343500,1.6,A -2023-09-20 09:30:00+00:00,10343500,1.6,A -2023-09-20 09:45:00+00:00,10343500,1.6,A -2023-09-20 10:00:00+00:00,10343500,1.6,A -2023-09-20 10:15:00+00:00,10343500,1.6,A -2023-09-20 10:30:00+00:00,10343500,1.6,A -2023-09-20 10:45:00+00:00,10343500,1.6,A -2023-09-20 11:00:00+00:00,10343500,1.6,A -2023-09-20 11:15:00+00:00,10343500,1.61,A -2023-09-20 11:30:00+00:00,10343500,1.61,A -2023-09-20 11:45:00+00:00,10343500,1.61,A -2023-09-20 12:00:00+00:00,10343500,1.61,A -2023-09-20 12:15:00+00:00,10343500,1.61,A -2023-09-20 12:30:00+00:00,10343500,1.61,A -2023-09-20 12:45:00+00:00,10343500,1.61,A -2023-09-20 13:00:00+00:00,10343500,1.61,A -2023-09-20 13:15:00+00:00,10343500,1.61,A -2023-09-20 13:30:00+00:00,10343500,1.61,A -2023-09-20 13:45:00+00:00,10343500,1.61,A -2023-09-20 14:00:00+00:00,10343500,1.61,A -2023-09-20 14:15:00+00:00,10343500,1.61,A -2023-09-20 14:30:00+00:00,10343500,1.61,A -2023-09-20 14:45:00+00:00,10343500,1.61,A -2023-09-20 15:00:00+00:00,10343500,1.61,A -2023-09-20 15:15:00+00:00,10343500,1.61,A -2023-09-20 15:30:00+00:00,10343500,1.61,A -2023-09-20 15:45:00+00:00,10343500,1.61,A -2023-09-20 16:00:00+00:00,10343500,1.61,A -2023-09-20 16:15:00+00:00,10343500,1.61,A -2023-09-20 16:30:00+00:00,10343500,1.61,A -2023-09-20 16:45:00+00:00,10343500,1.61,A -2023-09-20 17:00:00+00:00,10343500,1.61,A -2023-09-20 17:15:00+00:00,10343500,1.61,A -2023-09-20 17:30:00+00:00,10343500,1.61,A -2023-09-20 17:45:00+00:00,10343500,1.61,A -2023-09-20 18:00:00+00:00,10343500,1.61,A -2023-09-20 18:15:00+00:00,10343500,1.61,A -2023-09-20 18:30:00+00:00,10343500,1.61,A -2023-09-20 18:45:00+00:00,10343500,1.61,A -2023-09-20 19:00:00+00:00,10343500,1.61,A -2023-09-20 19:15:00+00:00,10343500,1.61,A -2023-09-20 19:30:00+00:00,10343500,1.61,A -2023-09-20 19:45:00+00:00,10343500,1.61,A -2023-09-20 20:00:00+00:00,10343500,1.61,A -2023-09-20 20:15:00+00:00,10343500,1.61,A -2023-09-20 20:30:00+00:00,10343500,1.61,A -2023-09-20 20:45:00+00:00,10343500,1.61,A -2023-09-20 21:00:00+00:00,10343500,1.6,A -2023-09-20 21:15:00+00:00,10343500,1.6,A -2023-09-20 21:30:00+00:00,10343500,1.6,A -2023-09-20 21:45:00+00:00,10343500,1.6,A -2023-09-20 22:00:00+00:00,10343500,1.6,A -2023-09-20 22:15:00+00:00,10343500,1.6,A -2023-09-20 22:30:00+00:00,10343500,1.6,A -2023-09-20 22:45:00+00:00,10343500,1.59,A -2023-09-20 23:00:00+00:00,10343500,1.59,A -2023-09-20 23:15:00+00:00,10343500,1.59,A -2023-09-20 23:30:00+00:00,10343500,1.59,A -2023-09-20 23:45:00+00:00,10343500,1.59,A -2023-09-21 00:00:00+00:00,10343500,1.59,A -2023-09-21 00:15:00+00:00,10343500,1.59,A -2023-09-21 00:30:00+00:00,10343500,1.59,A -2023-09-21 00:45:00+00:00,10343500,1.58,A -2023-09-21 01:00:00+00:00,10343500,1.58,A -2023-09-21 01:15:00+00:00,10343500,1.58,A -2023-09-21 01:30:00+00:00,10343500,1.58,A -2023-09-21 01:45:00+00:00,10343500,1.58,A -2023-09-21 02:00:00+00:00,10343500,1.58,A -2023-09-21 02:15:00+00:00,10343500,1.58,A -2023-09-21 02:30:00+00:00,10343500,1.58,A -2023-09-21 02:45:00+00:00,10343500,1.58,A -2023-09-21 03:00:00+00:00,10343500,1.58,A -2023-09-21 03:15:00+00:00,10343500,1.58,A -2023-09-21 03:30:00+00:00,10343500,1.58,A -2023-09-21 03:45:00+00:00,10343500,1.58,A -2023-09-21 04:00:00+00:00,10343500,1.58,A -2023-09-21 04:15:00+00:00,10343500,1.58,A -2023-09-21 04:30:00+00:00,10343500,1.58,A -2023-09-21 04:45:00+00:00,10343500,1.58,A -2023-09-21 05:00:00+00:00,10343500,1.58,A -2023-09-21 05:15:00+00:00,10343500,1.58,A -2023-09-21 05:30:00+00:00,10343500,1.58,A -2023-09-21 05:45:00+00:00,10343500,1.58,A -2023-09-21 06:00:00+00:00,10343500,1.58,A -2023-09-21 06:15:00+00:00,10343500,1.58,A -2023-09-21 06:30:00+00:00,10343500,1.58,A -2023-09-21 06:45:00+00:00,10343500,1.58,A -2023-09-21 07:00:00+00:00,10343500,1.58,A -2023-09-21 07:15:00+00:00,10343500,1.58,A -2023-09-21 07:30:00+00:00,10343500,1.59,A -2023-09-21 07:45:00+00:00,10343500,1.59,A -2023-09-21 08:00:00+00:00,10343500,1.59,A -2023-09-21 08:15:00+00:00,10343500,1.59,A -2023-09-21 08:30:00+00:00,10343500,1.59,A -2023-09-21 08:45:00+00:00,10343500,1.59,A -2023-09-21 09:00:00+00:00,10343500,1.59,A -2023-09-21 09:15:00+00:00,10343500,1.59,A -2023-09-21 09:30:00+00:00,10343500,1.59,A -2023-09-21 09:45:00+00:00,10343500,1.59,A -2023-09-21 10:00:00+00:00,10343500,1.59,A -2023-09-21 10:15:00+00:00,10343500,1.59,A -2023-09-21 10:30:00+00:00,10343500,1.59,A -2023-09-21 10:45:00+00:00,10343500,1.59,A -2023-09-21 11:00:00+00:00,10343500,1.59,A -2023-09-21 11:15:00+00:00,10343500,1.59,A -2023-09-21 11:30:00+00:00,10343500,1.6,A -2023-09-21 11:45:00+00:00,10343500,1.6,A -2023-09-21 12:00:00+00:00,10343500,1.6,A -2023-09-21 12:15:00+00:00,10343500,1.6,A -2023-09-21 12:30:00+00:00,10343500,1.6,A -2023-09-21 12:45:00+00:00,10343500,1.6,A -2023-09-21 13:00:00+00:00,10343500,1.6,A -2023-09-21 13:15:00+00:00,10343500,1.6,A -2023-09-21 13:30:00+00:00,10343500,1.6,A -2023-09-21 13:45:00+00:00,10343500,1.6,A -2023-09-21 14:00:00+00:00,10343500,1.6,A -2023-09-21 14:15:00+00:00,10343500,1.6,A -2023-09-21 14:30:00+00:00,10343500,1.6,A -2023-09-21 14:45:00+00:00,10343500,1.6,A -2023-09-21 15:00:00+00:00,10343500,1.6,A -2023-09-21 15:15:00+00:00,10343500,1.6,A -2023-09-21 15:30:00+00:00,10343500,1.6,A -2023-09-21 15:45:00+00:00,10343500,1.6,A -2023-09-21 16:00:00+00:00,10343500,1.6,A -2023-09-21 16:15:00+00:00,10343500,1.6,A -2023-09-21 16:30:00+00:00,10343500,1.6,A -2023-09-21 16:45:00+00:00,10343500,1.61,A -2023-09-21 17:00:00+00:00,10343500,1.61,A -2023-09-21 17:15:00+00:00,10343500,1.61,A -2023-09-21 17:30:00+00:00,10343500,1.61,A -2023-09-21 17:45:00+00:00,10343500,1.61,A -2023-09-21 18:00:00+00:00,10343500,1.61,A -2023-09-21 18:15:00+00:00,10343500,1.61,A -2023-09-21 18:30:00+00:00,10343500,1.61,A -2023-09-21 18:45:00+00:00,10343500,1.61,A -2023-09-21 19:00:00+00:00,10343500,1.61,A -2023-09-21 19:15:00+00:00,10343500,1.61,A -2023-09-21 19:30:00+00:00,10343500,1.61,A -2023-09-21 19:45:00+00:00,10343500,1.61,A -2023-09-21 20:00:00+00:00,10343500,1.61,A -2023-09-21 20:15:00+00:00,10343500,1.6,A -2023-09-21 20:30:00+00:00,10343500,1.6,A -2023-09-21 20:45:00+00:00,10343500,1.6,A -2023-09-21 21:00:00+00:00,10343500,1.6,A -2023-09-21 21:15:00+00:00,10343500,1.6,A -2023-09-21 21:30:00+00:00,10343500,1.6,A -2023-09-21 21:45:00+00:00,10343500,1.6,A -2023-09-21 22:00:00+00:00,10343500,1.6,A -2023-09-21 22:15:00+00:00,10343500,1.6,A -2023-09-21 22:30:00+00:00,10343500,1.6,A -2023-09-21 22:45:00+00:00,10343500,1.6,A -2023-09-21 23:00:00+00:00,10343500,1.59,A -2023-09-21 23:15:00+00:00,10343500,1.59,A -2023-09-21 23:30:00+00:00,10343500,1.59,A -2023-09-21 23:45:00+00:00,10343500,1.59,A -2023-09-22 00:00:00+00:00,10343500,1.59,A -2023-09-22 00:15:00+00:00,10343500,1.59,A -2023-09-22 00:30:00+00:00,10343500,1.59,A -2023-09-22 00:45:00+00:00,10343500,1.59,A -2023-09-22 01:00:00+00:00,10343500,1.59,A -2023-09-22 01:15:00+00:00,10343500,1.59,A -2023-09-22 01:30:00+00:00,10343500,1.59,A -2023-09-22 01:45:00+00:00,10343500,1.59,A -2023-09-22 02:00:00+00:00,10343500,1.58,A -2023-09-22 02:15:00+00:00,10343500,1.58,A -2023-09-22 02:30:00+00:00,10343500,1.58,A -2023-09-22 02:45:00+00:00,10343500,1.58,A -2023-09-22 03:00:00+00:00,10343500,1.58,A -2023-09-22 03:15:00+00:00,10343500,1.58,A -2023-09-22 03:30:00+00:00,10343500,1.58,A -2023-09-22 03:45:00+00:00,10343500,1.58,A -2023-09-22 04:00:00+00:00,10343500,1.58,A -2023-09-22 04:15:00+00:00,10343500,1.58,A -2023-09-22 04:30:00+00:00,10343500,1.58,A -2023-09-22 04:45:00+00:00,10343500,1.58,A -2023-09-22 05:00:00+00:00,10343500,1.58,A -2023-09-22 05:15:00+00:00,10343500,1.58,A -2023-09-22 05:30:00+00:00,10343500,1.58,A -2023-09-22 05:45:00+00:00,10343500,1.58,A -2023-09-22 06:00:00+00:00,10343500,1.58,A -2023-09-22 06:15:00+00:00,10343500,1.58,A -2023-09-22 06:30:00+00:00,10343500,1.58,A -2023-09-22 06:45:00+00:00,10343500,1.58,A -2023-09-22 07:00:00+00:00,10343500,1.58,A -2023-09-22 07:15:00+00:00,10343500,1.59,A -2023-09-22 07:30:00+00:00,10343500,1.59,A -2023-09-22 07:45:00+00:00,10343500,1.59,A -2023-09-22 08:00:00+00:00,10343500,1.59,A -2023-09-22 08:15:00+00:00,10343500,1.59,A -2023-09-22 08:30:00+00:00,10343500,1.59,A -2023-09-22 08:45:00+00:00,10343500,1.59,A -2023-09-22 09:00:00+00:00,10343500,1.59,A -2023-09-22 09:15:00+00:00,10343500,1.59,A -2023-09-22 09:30:00+00:00,10343500,1.59,A -2023-09-22 09:45:00+00:00,10343500,1.59,A -2023-09-22 10:00:00+00:00,10343500,1.59,A -2023-09-22 10:15:00+00:00,10343500,1.59,A -2023-09-22 10:30:00+00:00,10343500,1.59,A -2023-09-22 10:45:00+00:00,10343500,1.59,A -2023-09-22 11:00:00+00:00,10343500,1.59,A -2023-09-22 11:15:00+00:00,10343500,1.59,A -2023-09-22 11:30:00+00:00,10343500,1.6,A -2023-09-22 11:45:00+00:00,10343500,1.6,A -2023-09-22 12:00:00+00:00,10343500,1.6,A -2023-09-22 12:15:00+00:00,10343500,1.6,A -2023-09-22 12:30:00+00:00,10343500,1.6,A -2023-09-22 12:45:00+00:00,10343500,1.6,A -2023-09-22 13:00:00+00:00,10343500,1.6,A -2023-09-22 13:15:00+00:00,10343500,1.6,A -2023-09-22 13:30:00+00:00,10343500,1.6,A -2023-09-22 13:45:00+00:00,10343500,1.6,A -2023-09-22 14:00:00+00:00,10343500,1.6,A -2023-09-22 14:15:00+00:00,10343500,1.6,A -2023-09-22 14:30:00+00:00,10343500,1.6,A -2023-09-22 14:45:00+00:00,10343500,1.6,A -2023-09-22 15:00:00+00:00,10343500,1.6,A -2023-09-22 15:15:00+00:00,10343500,1.6,A -2023-09-22 15:30:00+00:00,10343500,1.6,A -2023-09-22 15:45:00+00:00,10343500,1.6,A -2023-09-22 16:00:00+00:00,10343500,1.6,A -2023-09-22 16:15:00+00:00,10343500,1.6,A -2023-09-22 16:30:00+00:00,10343500,1.6,A -2023-09-22 16:45:00+00:00,10343500,1.6,A -2023-09-22 17:00:00+00:00,10343500,1.6,A -2023-09-22 17:15:00+00:00,10343500,1.61,A -2023-09-22 17:30:00+00:00,10343500,1.61,A -2023-09-22 17:45:00+00:00,10343500,1.61,A -2023-09-22 18:00:00+00:00,10343500,1.61,A -2023-09-22 18:15:00+00:00,10343500,1.61,A -2023-09-22 18:30:00+00:00,10343500,1.61,A -2023-09-22 18:45:00+00:00,10343500,1.61,A -2023-09-22 19:00:00+00:00,10343500,1.61,A -2023-09-22 19:15:00+00:00,10343500,1.61,A -2023-09-22 19:30:00+00:00,10343500,1.61,A -2023-09-22 19:45:00+00:00,10343500,1.6,A -2023-09-22 20:00:00+00:00,10343500,1.6,A -2023-09-22 20:15:00+00:00,10343500,1.6,A -2023-09-22 20:30:00+00:00,10343500,1.6,A -2023-09-22 20:45:00+00:00,10343500,1.6,A -2023-09-22 21:00:00+00:00,10343500,1.6,A -2023-09-22 21:15:00+00:00,10343500,1.6,A -2023-09-22 21:30:00+00:00,10343500,1.6,A -2023-09-22 21:45:00+00:00,10343500,1.6,A -2023-09-22 22:00:00+00:00,10343500,1.6,A -2023-09-22 22:15:00+00:00,10343500,1.6,A -2023-09-22 22:30:00+00:00,10343500,1.6,A -2023-09-22 22:45:00+00:00,10343500,1.59,A -2023-09-22 23:00:00+00:00,10343500,1.59,A -2023-09-22 23:15:00+00:00,10343500,1.59,A -2023-09-22 23:30:00+00:00,10343500,1.59,A -2023-09-22 23:45:00+00:00,10343500,1.59,A -2023-09-23 00:00:00+00:00,10343500,1.59,A -2023-09-23 00:15:00+00:00,10343500,1.59,A -2023-09-23 00:30:00+00:00,10343500,1.59,A -2023-09-23 00:45:00+00:00,10343500,1.59,A -2023-09-23 01:00:00+00:00,10343500,1.59,A -2023-09-23 01:15:00+00:00,10343500,1.59,A -2023-09-23 01:30:00+00:00,10343500,1.58,A -2023-09-23 01:45:00+00:00,10343500,1.58,A -2023-09-23 02:00:00+00:00,10343500,1.58,A -2023-09-23 02:15:00+00:00,10343500,1.58,A -2023-09-23 02:30:00+00:00,10343500,1.58,A -2023-09-23 02:45:00+00:00,10343500,1.58,A -2023-09-23 03:00:00+00:00,10343500,1.58,A -2023-09-23 03:15:00+00:00,10343500,1.58,A -2023-09-23 03:30:00+00:00,10343500,1.58,A -2023-09-23 03:45:00+00:00,10343500,1.58,A -2023-09-23 04:00:00+00:00,10343500,1.58,A -2023-09-23 04:15:00+00:00,10343500,1.58,A -2023-09-23 04:30:00+00:00,10343500,1.58,A -2023-09-23 04:45:00+00:00,10343500,1.58,A -2023-09-23 05:00:00+00:00,10343500,1.58,A -2023-09-23 05:15:00+00:00,10343500,1.58,A -2023-09-23 05:30:00+00:00,10343500,1.58,A -2023-09-23 05:45:00+00:00,10343500,1.58,A -2023-09-23 06:00:00+00:00,10343500,1.58,A -2023-09-23 06:15:00+00:00,10343500,1.58,A -2023-09-23 06:30:00+00:00,10343500,1.58,A -2023-09-23 06:45:00+00:00,10343500,1.58,A -2023-09-23 07:00:00+00:00,10343500,1.58,A -2023-09-23 07:15:00+00:00,10343500,1.58,A -2023-09-23 07:30:00+00:00,10343500,1.58,A -2023-09-23 07:45:00+00:00,10343500,1.59,A -2023-09-23 08:00:00+00:00,10343500,1.59,A -2023-09-23 08:15:00+00:00,10343500,1.59,A -2023-09-23 08:30:00+00:00,10343500,1.59,A -2023-09-23 08:45:00+00:00,10343500,1.59,A -2023-09-23 09:00:00+00:00,10343500,1.59,A -2023-09-23 09:15:00+00:00,10343500,1.59,A -2023-09-23 09:30:00+00:00,10343500,1.59,A -2023-09-23 09:45:00+00:00,10343500,1.59,A -2023-09-23 10:00:00+00:00,10343500,1.59,A -2023-09-23 10:15:00+00:00,10343500,1.59,A -2023-09-23 10:30:00+00:00,10343500,1.59,A -2023-09-23 10:45:00+00:00,10343500,1.59,A -2023-09-23 11:00:00+00:00,10343500,1.59,A -2023-09-23 11:15:00+00:00,10343500,1.59,A -2023-09-23 11:30:00+00:00,10343500,1.59,A -2023-09-23 11:45:00+00:00,10343500,1.59,A -2023-09-23 12:00:00+00:00,10343500,1.59,A -2023-09-23 12:15:00+00:00,10343500,1.6,A -2023-09-23 12:30:00+00:00,10343500,1.6,A -2023-09-23 12:45:00+00:00,10343500,1.6,A -2023-09-23 13:00:00+00:00,10343500,1.6,A -2023-09-23 13:15:00+00:00,10343500,1.6,A -2023-09-23 13:30:00+00:00,10343500,1.6,A -2023-09-23 13:45:00+00:00,10343500,1.6,A -2023-09-23 14:00:00+00:00,10343500,1.6,A -2023-09-23 14:15:00+00:00,10343500,1.6,A -2023-09-23 14:30:00+00:00,10343500,1.6,A -2023-09-23 14:45:00+00:00,10343500,1.6,A -2023-09-23 15:00:00+00:00,10343500,1.6,A -2023-09-23 15:15:00+00:00,10343500,1.6,A -2023-09-23 15:30:00+00:00,10343500,1.6,A -2023-09-23 15:45:00+00:00,10343500,1.6,A -2023-09-23 16:00:00+00:00,10343500,1.6,A -2023-09-23 16:15:00+00:00,10343500,1.6,A -2023-09-23 16:30:00+00:00,10343500,1.6,A -2023-09-23 16:45:00+00:00,10343500,1.6,A -2023-09-23 17:00:00+00:00,10343500,1.6,A -2023-09-23 17:15:00+00:00,10343500,1.6,A -2023-09-23 17:30:00+00:00,10343500,1.6,A -2023-09-23 17:45:00+00:00,10343500,1.6,A -2023-09-23 18:00:00+00:00,10343500,1.61,A -2023-09-23 18:15:00+00:00,10343500,1.6,A -2023-09-23 18:30:00+00:00,10343500,1.6,A -2023-09-23 18:45:00+00:00,10343500,1.6,A -2023-09-23 19:00:00+00:00,10343500,1.6,A -2023-09-23 19:15:00+00:00,10343500,1.6,A -2023-09-23 19:30:00+00:00,10343500,1.6,A -2023-09-23 19:45:00+00:00,10343500,1.6,A -2023-09-23 20:00:00+00:00,10343500,1.6,A -2023-09-23 20:15:00+00:00,10343500,1.6,A -2023-09-23 20:30:00+00:00,10343500,1.6,A -2023-09-23 20:45:00+00:00,10343500,1.6,A -2023-09-23 21:00:00+00:00,10343500,1.6,A -2023-09-23 21:15:00+00:00,10343500,1.6,A -2023-09-23 21:30:00+00:00,10343500,1.59,A -2023-09-23 21:45:00+00:00,10343500,1.59,A -2023-09-23 22:00:00+00:00,10343500,1.59,A -2023-09-23 22:15:00+00:00,10343500,1.59,A -2023-09-23 22:30:00+00:00,10343500,1.59,A -2023-09-23 22:45:00+00:00,10343500,1.59,A -2023-09-23 23:00:00+00:00,10343500,1.59,A -2023-09-23 23:15:00+00:00,10343500,1.59,A -2023-09-23 23:30:00+00:00,10343500,1.58,A -2023-09-23 23:45:00+00:00,10343500,1.58,A -2023-09-24 00:00:00+00:00,10343500,1.58,A -2023-09-24 00:15:00+00:00,10343500,1.58,A -2023-09-24 00:30:00+00:00,10343500,1.58,A -2023-09-24 00:45:00+00:00,10343500,1.58,A -2023-09-24 01:00:00+00:00,10343500,1.58,A -2023-09-24 01:15:00+00:00,10343500,1.58,A -2023-09-24 01:30:00+00:00,10343500,1.58,A -2023-09-24 01:45:00+00:00,10343500,1.58,A -2023-09-24 02:00:00+00:00,10343500,1.58,A -2023-09-24 02:15:00+00:00,10343500,1.57,A -2023-09-24 02:30:00+00:00,10343500,1.57,A -2023-09-24 02:45:00+00:00,10343500,1.57,A -2023-09-24 03:00:00+00:00,10343500,1.57,A -2023-09-24 03:15:00+00:00,10343500,1.57,A -2023-09-24 03:30:00+00:00,10343500,1.57,A -2023-09-24 03:45:00+00:00,10343500,1.57,A -2023-09-24 04:00:00+00:00,10343500,1.57,A -2023-09-24 04:15:00+00:00,10343500,1.57,A -2023-09-24 04:30:00+00:00,10343500,1.57,A -2023-09-24 04:45:00+00:00,10343500,1.57,A -2023-09-24 05:00:00+00:00,10343500,1.57,A -2023-09-24 05:15:00+00:00,10343500,1.57,A -2023-09-24 05:30:00+00:00,10343500,1.57,A -2023-09-24 05:45:00+00:00,10343500,1.57,A -2023-09-24 06:00:00+00:00,10343500,1.58,A -2023-09-24 06:15:00+00:00,10343500,1.58,A -2023-09-24 06:30:00+00:00,10343500,1.58,A -2023-09-24 06:45:00+00:00,10343500,1.58,A -2023-09-24 07:00:00+00:00,10343500,1.58,A -2023-09-24 07:15:00+00:00,10343500,1.58,A -2023-09-24 07:30:00+00:00,10343500,1.58,A -2023-09-24 07:45:00+00:00,10343500,1.58,A -2023-09-24 08:00:00+00:00,10343500,1.58,A -2023-09-24 08:15:00+00:00,10343500,1.58,A -2023-09-24 08:30:00+00:00,10343500,1.58,A -2023-09-24 08:45:00+00:00,10343500,1.58,A -2023-09-24 09:00:00+00:00,10343500,1.58,A -2023-09-24 09:15:00+00:00,10343500,1.58,A -2023-09-24 09:30:00+00:00,10343500,1.58,A -2023-09-24 09:45:00+00:00,10343500,1.58,A -2023-09-24 10:00:00+00:00,10343500,1.59,A -2023-09-24 10:15:00+00:00,10343500,1.59,A -2023-09-24 10:30:00+00:00,10343500,1.59,A -2023-09-24 10:45:00+00:00,10343500,1.59,A -2023-09-24 11:00:00+00:00,10343500,1.59,A -2023-09-24 11:15:00+00:00,10343500,1.59,A -2023-09-24 11:30:00+00:00,10343500,1.59,A -2023-09-24 11:45:00+00:00,10343500,1.59,A -2023-09-24 12:00:00+00:00,10343500,1.59,A -2023-09-24 12:15:00+00:00,10343500,1.59,A -2023-09-24 12:30:00+00:00,10343500,1.59,A -2023-09-24 12:45:00+00:00,10343500,1.59,A -2023-09-24 13:00:00+00:00,10343500,1.59,A -2023-09-24 13:15:00+00:00,10343500,1.59,A -2023-09-24 13:30:00+00:00,10343500,1.59,A -2023-09-24 13:45:00+00:00,10343500,1.59,A -2023-09-24 14:00:00+00:00,10343500,1.6,A -2023-09-24 14:15:00+00:00,10343500,1.6,A -2023-09-24 14:30:00+00:00,10343500,1.6,A -2023-09-24 14:45:00+00:00,10343500,1.6,A -2023-09-24 15:00:00+00:00,10343500,1.6,A -2023-09-24 15:15:00+00:00,10343500,1.6,A -2023-09-24 15:30:00+00:00,10343500,1.6,A -2023-09-24 15:45:00+00:00,10343500,1.6,A -2023-09-24 16:00:00+00:00,10343500,1.6,A -2023-09-24 16:15:00+00:00,10343500,1.6,A -2023-09-24 16:30:00+00:00,10343500,1.6,A -2023-09-24 16:45:00+00:00,10343500,1.6,A -2023-09-24 17:00:00+00:00,10343500,1.6,A -2023-09-24 17:15:00+00:00,10343500,1.6,A -2023-09-24 17:30:00+00:00,10343500,1.6,A -2023-09-24 17:45:00+00:00,10343500,1.6,A -2023-09-24 18:00:00+00:00,10343500,1.6,A -2023-09-24 18:15:00+00:00,10343500,1.6,A -2023-09-24 18:30:00+00:00,10343500,1.6,A -2023-09-24 18:45:00+00:00,10343500,1.59,A -2023-09-24 19:00:00+00:00,10343500,1.59,A -2023-09-24 19:15:00+00:00,10343500,1.59,A -2023-09-24 19:30:00+00:00,10343500,1.59,A -2023-09-24 19:45:00+00:00,10343500,1.59,A -2023-09-24 20:00:00+00:00,10343500,1.59,A -2023-09-24 20:15:00+00:00,10343500,1.59,A -2023-09-24 20:30:00+00:00,10343500,1.59,A -2023-09-24 20:45:00+00:00,10343500,1.59,A -2023-09-24 21:00:00+00:00,10343500,1.59,A -2023-09-24 21:15:00+00:00,10343500,1.58,A -2023-09-24 21:30:00+00:00,10343500,1.58,A -2023-09-24 21:45:00+00:00,10343500,1.58,A -2023-09-24 22:00:00+00:00,10343500,1.58,A -2023-09-24 22:15:00+00:00,10343500,1.58,A -2023-09-24 22:30:00+00:00,10343500,1.58,A -2023-09-24 22:45:00+00:00,10343500,1.58,A -2023-09-24 23:00:00+00:00,10343500,1.58,A -2023-09-24 23:15:00+00:00,10343500,1.58,A -2023-09-24 23:30:00+00:00,10343500,1.58,A -2023-09-24 23:45:00+00:00,10343500,1.57,A -2023-09-25 00:00:00+00:00,10343500,1.57,A -2023-09-25 00:15:00+00:00,10343500,1.57,A -2023-09-25 00:30:00+00:00,10343500,1.57,A -2023-09-25 00:45:00+00:00,10343500,1.57,A -2023-09-25 01:00:00+00:00,10343500,1.57,A -2023-09-25 01:15:00+00:00,10343500,1.57,A -2023-09-25 01:30:00+00:00,10343500,1.57,A -2023-09-25 01:45:00+00:00,10343500,1.57,A -2023-09-25 02:00:00+00:00,10343500,1.57,A -2023-09-25 02:15:00+00:00,10343500,1.57,A -2023-09-25 02:30:00+00:00,10343500,1.57,A -2023-09-25 02:45:00+00:00,10343500,1.57,A -2023-09-25 03:00:00+00:00,10343500,1.57,A -2023-09-25 03:15:00+00:00,10343500,1.57,A -2023-09-25 03:30:00+00:00,10343500,1.57,A -2023-09-25 03:45:00+00:00,10343500,1.57,A -2023-09-25 04:00:00+00:00,10343500,1.57,A -2023-09-25 04:15:00+00:00,10343500,1.57,A -2023-09-25 04:30:00+00:00,10343500,1.57,A -2023-09-25 04:45:00+00:00,10343500,1.57,A -2023-09-25 05:00:00+00:00,10343500,1.57,A -2023-09-25 05:15:00+00:00,10343500,1.57,A -2023-09-25 05:30:00+00:00,10343500,1.57,A -2023-09-25 05:45:00+00:00,10343500,1.57,A -2023-09-25 06:00:00+00:00,10343500,1.57,A -2023-09-25 06:15:00+00:00,10343500,1.57,A -2023-09-25 06:30:00+00:00,10343500,1.57,A -2023-09-25 06:45:00+00:00,10343500,1.57,A -2023-09-25 07:00:00+00:00,10343500,1.57,A -2023-09-25 07:15:00+00:00,10343500,1.57,A -2023-09-25 07:30:00+00:00,10343500,1.57,A -2023-09-25 07:45:00+00:00,10343500,1.57,A -2023-09-25 08:00:00+00:00,10343500,1.57,A -2023-09-25 08:15:00+00:00,10343500,1.57,A -2023-09-25 08:30:00+00:00,10343500,1.57,A -2023-09-25 08:45:00+00:00,10343500,1.57,A -2023-09-25 09:00:00+00:00,10343500,1.58,A -2023-09-25 09:15:00+00:00,10343500,1.58,A -2023-09-25 09:30:00+00:00,10343500,1.58,A -2023-09-25 09:45:00+00:00,10343500,1.58,A -2023-09-25 10:00:00+00:00,10343500,1.58,A -2023-09-25 10:15:00+00:00,10343500,1.58,A -2023-09-25 10:30:00+00:00,10343500,1.58,A -2023-09-25 10:45:00+00:00,10343500,1.58,A -2023-09-25 11:00:00+00:00,10343500,1.58,A -2023-09-25 11:15:00+00:00,10343500,1.58,A -2023-09-25 11:30:00+00:00,10343500,1.58,A -2023-09-25 11:45:00+00:00,10343500,1.58,A -2023-09-25 12:00:00+00:00,10343500,1.58,A -2023-09-25 12:15:00+00:00,10343500,1.58,A -2023-09-25 12:30:00+00:00,10343500,1.59,A -2023-09-25 12:45:00+00:00,10343500,1.58,A -2023-09-25 13:00:00+00:00,10343500,1.59,A -2023-09-25 13:15:00+00:00,10343500,1.59,A -2023-09-25 13:30:00+00:00,10343500,1.59,A -2023-09-25 13:45:00+00:00,10343500,1.59,A -2023-09-25 14:00:00+00:00,10343500,1.59,A -2023-09-25 14:15:00+00:00,10343500,1.59,A -2023-09-25 14:30:00+00:00,10343500,1.59,A -2023-09-25 14:45:00+00:00,10343500,1.59,A -2023-09-25 15:00:00+00:00,10343500,1.59,A -2023-09-25 15:15:00+00:00,10343500,1.59,A -2023-09-25 15:30:00+00:00,10343500,1.59,A -2023-09-25 15:45:00+00:00,10343500,1.59,A -2023-09-25 16:00:00+00:00,10343500,1.59,A -2023-09-25 16:15:00+00:00,10343500,1.59,A -2023-09-25 16:30:00+00:00,10343500,1.59,A -2023-09-25 16:45:00+00:00,10343500,1.59,A -2023-09-25 17:00:00+00:00,10343500,1.59,A -2023-09-25 17:15:00+00:00,10343500,1.59,A -2023-09-25 17:30:00+00:00,10343500,1.59,A -2023-09-25 17:45:00+00:00,10343500,1.59,A -2023-09-25 18:00:00+00:00,10343500,1.59,A -2023-09-25 18:15:00+00:00,10343500,1.59,A -2023-09-25 18:30:00+00:00,10343500,1.59,A -2023-09-25 18:45:00+00:00,10343500,1.59,A -2023-09-25 19:00:00+00:00,10343500,1.59,A -2023-09-25 19:15:00+00:00,10343500,1.59,A -2023-09-25 19:30:00+00:00,10343500,1.59,A -2023-09-25 19:45:00+00:00,10343500,1.58,A -2023-09-25 20:00:00+00:00,10343500,1.58,A -2023-09-25 20:15:00+00:00,10343500,1.58,A -2023-09-25 20:30:00+00:00,10343500,1.58,A -2023-09-25 20:45:00+00:00,10343500,1.58,A -2023-09-25 21:00:00+00:00,10343500,1.58,A -2023-09-25 21:15:00+00:00,10343500,1.58,A -2023-09-25 21:30:00+00:00,10343500,1.57,A -2023-09-25 21:45:00+00:00,10343500,1.57,A -2023-09-25 22:00:00+00:00,10343500,1.57,A -2023-09-25 22:15:00+00:00,10343500,1.57,A -2023-09-25 22:30:00+00:00,10343500,1.57,A -2023-09-25 22:45:00+00:00,10343500,1.57,A -2023-09-25 23:00:00+00:00,10343500,1.57,A -2023-09-25 23:15:00+00:00,10343500,1.57,A -2023-09-25 23:30:00+00:00,10343500,1.56,A -2023-09-25 23:45:00+00:00,10343500,1.56,A -2023-09-26 00:00:00+00:00,10343500,1.56,A -2023-09-26 00:15:00+00:00,10343500,1.56,A -2023-09-26 00:30:00+00:00,10343500,1.56,A -2023-09-26 00:45:00+00:00,10343500,1.56,A -2023-09-26 01:00:00+00:00,10343500,1.56,A -2023-09-26 01:15:00+00:00,10343500,1.56,A -2023-09-26 01:30:00+00:00,10343500,1.56,A -2023-09-26 01:45:00+00:00,10343500,1.56,A -2023-09-26 02:00:00+00:00,10343500,1.56,A -2023-09-26 02:15:00+00:00,10343500,1.56,A -2023-09-26 02:30:00+00:00,10343500,1.56,A -2023-09-26 02:45:00+00:00,10343500,1.56,A -2023-09-26 03:00:00+00:00,10343500,1.56,A -2023-09-26 03:15:00+00:00,10343500,1.56,A -2023-09-26 03:30:00+00:00,10343500,1.56,A -2023-09-26 03:45:00+00:00,10343500,1.56,A -2023-09-26 04:00:00+00:00,10343500,1.56,A -2023-09-26 04:15:00+00:00,10343500,1.56,A -2023-09-26 04:30:00+00:00,10343500,1.56,A -2023-09-26 04:45:00+00:00,10343500,1.56,A -2023-09-26 05:00:00+00:00,10343500,1.56,A -2023-09-26 05:15:00+00:00,10343500,1.56,A -2023-09-26 05:30:00+00:00,10343500,1.56,A -2023-09-26 05:45:00+00:00,10343500,1.56,A -2023-09-26 06:00:00+00:00,10343500,1.56,A -2023-09-26 06:15:00+00:00,10343500,1.56,A -2023-09-26 06:30:00+00:00,10343500,1.56,A -2023-09-26 06:45:00+00:00,10343500,1.56,A -2023-09-26 07:00:00+00:00,10343500,1.56,A -2023-09-26 07:15:00+00:00,10343500,1.56,A -2023-09-26 07:30:00+00:00,10343500,1.56,A -2023-09-26 07:45:00+00:00,10343500,1.56,A -2023-09-26 08:00:00+00:00,10343500,1.56,A -2023-09-26 08:15:00+00:00,10343500,1.56,A -2023-09-26 08:30:00+00:00,10343500,1.57,A -2023-09-26 08:45:00+00:00,10343500,1.57,A -2023-09-26 09:00:00+00:00,10343500,1.57,A -2023-09-26 09:15:00+00:00,10343500,1.57,A -2023-09-26 09:30:00+00:00,10343500,1.57,A -2023-09-26 09:45:00+00:00,10343500,1.57,A -2023-09-26 10:00:00+00:00,10343500,1.57,A -2023-09-26 10:15:00+00:00,10343500,1.57,A -2023-09-26 10:30:00+00:00,10343500,1.57,A -2023-09-26 10:45:00+00:00,10343500,1.57,A -2023-09-26 11:00:00+00:00,10343500,1.57,A -2023-09-26 11:15:00+00:00,10343500,1.57,A -2023-09-26 11:30:00+00:00,10343500,1.57,A -2023-09-26 11:45:00+00:00,10343500,1.57,A -2023-09-26 12:00:00+00:00,10343500,1.57,A -2023-09-26 12:15:00+00:00,10343500,1.57,A -2023-09-26 12:30:00+00:00,10343500,1.58,A -2023-09-26 12:45:00+00:00,10343500,1.58,A -2023-09-26 13:00:00+00:00,10343500,1.58,A -2023-09-26 13:15:00+00:00,10343500,1.58,A -2023-09-26 13:30:00+00:00,10343500,1.58,A -2023-09-26 13:45:00+00:00,10343500,1.58,A -2023-09-26 14:00:00+00:00,10343500,1.58,A -2023-09-26 14:15:00+00:00,10343500,1.58,A -2023-09-26 14:30:00+00:00,10343500,1.58,A -2023-09-26 14:45:00+00:00,10343500,1.58,A -2023-09-26 15:00:00+00:00,10343500,1.58,A -2023-09-26 15:15:00+00:00,10343500,1.58,A -2023-09-26 15:30:00+00:00,10343500,1.58,A -2023-09-26 15:45:00+00:00,10343500,1.58,A -2023-09-26 16:00:00+00:00,10343500,1.58,A -2023-09-26 16:15:00+00:00,10343500,1.58,A -2023-09-26 16:30:00+00:00,10343500,1.58,A -2023-09-26 16:45:00+00:00,10343500,1.58,A -2023-09-26 17:00:00+00:00,10343500,1.58,A -2023-09-26 17:15:00+00:00,10343500,1.58,A -2023-09-26 17:30:00+00:00,10343500,1.58,A -2023-09-26 17:45:00+00:00,10343500,1.58,A -2023-09-26 18:00:00+00:00,10343500,1.58,A -2023-09-26 18:15:00+00:00,10343500,1.58,A -2023-09-26 18:30:00+00:00,10343500,1.58,A -2023-09-26 18:45:00+00:00,10343500,1.58,A -2023-09-26 19:00:00+00:00,10343500,1.58,A -2023-09-26 19:15:00+00:00,10343500,1.58,A -2023-09-26 19:30:00+00:00,10343500,1.58,A -2023-09-26 19:45:00+00:00,10343500,1.58,A -2023-09-26 20:00:00+00:00,10343500,1.58,A -2023-09-26 20:15:00+00:00,10343500,1.58,A -2023-09-26 20:30:00+00:00,10343500,1.58,A -2023-09-26 20:45:00+00:00,10343500,1.58,A -2023-09-26 21:00:00+00:00,10343500,1.58,A -2023-09-26 21:15:00+00:00,10343500,1.58,A -2023-09-26 21:30:00+00:00,10343500,1.58,A -2023-09-26 21:45:00+00:00,10343500,1.58,A -2023-09-26 22:00:00+00:00,10343500,1.58,A -2023-09-26 22:15:00+00:00,10343500,1.57,A -2023-09-26 22:30:00+00:00,10343500,1.58,A -2023-09-26 22:45:00+00:00,10343500,1.57,A -2023-09-26 23:00:00+00:00,10343500,1.57,A -2023-09-26 23:15:00+00:00,10343500,1.57,A -2023-09-26 23:30:00+00:00,10343500,1.57,A -2023-09-26 23:45:00+00:00,10343500,1.57,A -2023-09-27 00:00:00+00:00,10343500,1.57,A -2023-09-27 00:15:00+00:00,10343500,1.57,A -2023-09-27 00:30:00+00:00,10343500,1.57,A -2023-09-27 00:45:00+00:00,10343500,1.57,A -2023-09-27 01:00:00+00:00,10343500,1.57,A -2023-09-27 01:15:00+00:00,10343500,1.57,A -2023-09-27 01:30:00+00:00,10343500,1.57,A -2023-09-27 01:45:00+00:00,10343500,1.57,A -2023-09-27 02:00:00+00:00,10343500,1.57,A -2023-09-27 02:15:00+00:00,10343500,1.57,A -2023-09-27 02:30:00+00:00,10343500,1.57,A -2023-09-27 02:45:00+00:00,10343500,1.57,A -2023-09-27 03:00:00+00:00,10343500,1.57,A -2023-09-27 03:15:00+00:00,10343500,1.57,A -2023-09-27 03:30:00+00:00,10343500,1.57,A -2023-09-27 03:45:00+00:00,10343500,1.57,A -2023-09-27 04:00:00+00:00,10343500,1.57,A -2023-09-27 04:15:00+00:00,10343500,1.57,A -2023-09-27 04:30:00+00:00,10343500,1.57,A -2023-09-27 04:45:00+00:00,10343500,1.57,A -2023-09-27 05:00:00+00:00,10343500,1.57,A -2023-09-27 05:15:00+00:00,10343500,1.57,A -2023-09-27 05:30:00+00:00,10343500,1.57,A -2023-09-27 05:45:00+00:00,10343500,1.57,A -2023-09-27 06:00:00+00:00,10343500,1.57,A -2023-09-27 06:15:00+00:00,10343500,1.57,A -2023-09-27 06:30:00+00:00,10343500,1.57,A -2023-09-27 06:45:00+00:00,10343500,1.57,A -2023-09-27 07:00:00+00:00,10343500,1.57,A -2023-09-27 07:15:00+00:00,10343500,1.57,A -2023-09-27 07:30:00+00:00,10343500,1.57,A -2023-09-27 07:45:00+00:00,10343500,1.57,A -2023-09-27 08:00:00+00:00,10343500,1.57,A -2023-09-27 08:15:00+00:00,10343500,1.57,A -2023-09-27 08:30:00+00:00,10343500,1.57,A -2023-09-27 08:45:00+00:00,10343500,1.57,A -2023-09-27 09:00:00+00:00,10343500,1.57,A -2023-09-27 09:15:00+00:00,10343500,1.57,A -2023-09-27 09:30:00+00:00,10343500,1.58,A -2023-09-27 09:45:00+00:00,10343500,1.58,A -2023-09-27 10:00:00+00:00,10343500,1.58,A -2023-09-27 10:15:00+00:00,10343500,1.58,A -2023-09-27 10:30:00+00:00,10343500,1.58,A -2023-09-27 10:45:00+00:00,10343500,1.58,A -2023-09-27 11:00:00+00:00,10343500,1.58,A -2023-09-27 11:15:00+00:00,10343500,1.58,A -2023-09-27 11:30:00+00:00,10343500,1.58,A -2023-09-27 11:45:00+00:00,10343500,1.58,A -2023-09-27 12:00:00+00:00,10343500,1.58,A -2023-09-27 12:15:00+00:00,10343500,1.58,A -2023-09-27 12:30:00+00:00,10343500,1.58,A -2023-09-27 12:45:00+00:00,10343500,1.58,A -2023-09-27 13:00:00+00:00,10343500,1.58,A -2023-09-27 13:15:00+00:00,10343500,1.58,A -2023-09-27 13:30:00+00:00,10343500,1.58,A -2023-09-27 13:45:00+00:00,10343500,1.58,A -2023-09-27 14:00:00+00:00,10343500,1.58,A -2023-09-27 14:15:00+00:00,10343500,1.59,A -2023-09-27 14:30:00+00:00,10343500,1.59,A -2023-09-27 14:45:00+00:00,10343500,1.59,A -2023-09-27 15:00:00+00:00,10343500,1.59,A -2023-09-27 15:15:00+00:00,10343500,1.59,A -2023-09-27 15:30:00+00:00,10343500,1.59,A -2023-09-27 15:45:00+00:00,10343500,1.59,A -2023-09-27 16:00:00+00:00,10343500,1.59,A -2023-09-27 16:15:00+00:00,10343500,1.59,A -2023-09-27 16:30:00+00:00,10343500,1.59,A -2023-09-27 16:45:00+00:00,10343500,1.59,A -2023-09-27 17:00:00+00:00,10343500,1.59,A -2023-09-27 17:15:00+00:00,10343500,1.59,A -2023-09-27 17:30:00+00:00,10343500,1.59,A -2023-09-27 17:45:00+00:00,10343500,1.59,A -2023-09-27 18:00:00+00:00,10343500,1.59,A -2023-09-27 18:15:00+00:00,10343500,1.59,A -2023-09-27 18:30:00+00:00,10343500,1.59,A -2023-09-27 18:45:00+00:00,10343500,1.59,A -2023-09-27 19:00:00+00:00,10343500,1.59,A -2023-09-27 19:15:00+00:00,10343500,1.59,A -2023-09-27 19:30:00+00:00,10343500,1.59,A -2023-09-27 19:45:00+00:00,10343500,1.59,A -2023-09-27 20:00:00+00:00,10343500,1.59,A -2023-09-27 20:15:00+00:00,10343500,1.58,A -2023-09-27 20:30:00+00:00,10343500,1.58,A -2023-09-27 20:45:00+00:00,10343500,1.58,A -2023-09-27 21:00:00+00:00,10343500,1.58,A -2023-09-27 21:15:00+00:00,10343500,1.58,A -2023-09-27 21:30:00+00:00,10343500,1.58,A -2023-09-27 21:45:00+00:00,10343500,1.58,A -2023-09-27 22:00:00+00:00,10343500,1.58,A -2023-09-27 22:15:00+00:00,10343500,1.58,A -2023-09-27 22:30:00+00:00,10343500,1.57,A -2023-09-27 22:45:00+00:00,10343500,1.57,A -2023-09-27 23:00:00+00:00,10343500,1.57,A -2023-09-27 23:15:00+00:00,10343500,1.57,A -2023-09-27 23:30:00+00:00,10343500,1.57,A -2023-09-27 23:45:00+00:00,10343500,1.57,A -2023-09-28 00:00:00+00:00,10343500,1.57,A -2023-09-28 00:15:00+00:00,10343500,1.57,A -2023-09-28 00:30:00+00:00,10343500,1.57,A -2023-09-28 00:45:00+00:00,10343500,1.57,A -2023-09-28 01:00:00+00:00,10343500,1.57,A -2023-09-28 01:15:00+00:00,10343500,1.57,A -2023-09-28 01:30:00+00:00,10343500,1.56,A -2023-09-28 01:45:00+00:00,10343500,1.57,A -2023-09-28 02:00:00+00:00,10343500,1.56,A -2023-09-28 02:15:00+00:00,10343500,1.56,A -2023-09-28 02:30:00+00:00,10343500,1.56,A -2023-09-28 02:45:00+00:00,10343500,1.56,A -2023-09-28 03:00:00+00:00,10343500,1.56,A -2023-09-28 03:15:00+00:00,10343500,1.56,A -2023-09-28 03:30:00+00:00,10343500,1.56,A -2023-09-28 03:45:00+00:00,10343500,1.56,A -2023-09-28 04:00:00+00:00,10343500,1.56,A -2023-09-28 04:15:00+00:00,10343500,1.56,A -2023-09-28 04:30:00+00:00,10343500,1.56,A -2023-09-28 04:45:00+00:00,10343500,1.56,A -2023-09-28 05:00:00+00:00,10343500,1.56,A -2023-09-28 05:15:00+00:00,10343500,1.56,A -2023-09-28 05:30:00+00:00,10343500,1.56,A -2023-09-28 05:45:00+00:00,10343500,1.56,A -2023-09-28 06:00:00+00:00,10343500,1.57,A -2023-09-28 06:15:00+00:00,10343500,1.57,A -2023-09-28 06:30:00+00:00,10343500,1.57,A -2023-09-28 06:45:00+00:00,10343500,1.57,A -2023-09-28 07:00:00+00:00,10343500,1.57,A -2023-09-28 07:15:00+00:00,10343500,1.57,A -2023-09-28 07:30:00+00:00,10343500,1.57,A -2023-09-28 07:45:00+00:00,10343500,1.57,A -2023-09-28 08:00:00+00:00,10343500,1.57,A -2023-09-28 08:15:00+00:00,10343500,1.57,A -2023-09-28 08:30:00+00:00,10343500,1.57,A -2023-09-28 08:45:00+00:00,10343500,1.57,A -2023-09-28 09:00:00+00:00,10343500,1.57,A -2023-09-28 09:15:00+00:00,10343500,1.57,A -2023-09-28 09:30:00+00:00,10343500,1.57,A -2023-09-28 09:45:00+00:00,10343500,1.57,A -2023-09-28 10:00:00+00:00,10343500,1.57,A -2023-09-28 10:15:00+00:00,10343500,1.57,A -2023-09-28 10:30:00+00:00,10343500,1.57,A -2023-09-28 10:45:00+00:00,10343500,1.57,A -2023-09-28 11:00:00+00:00,10343500,1.57,A -2023-09-28 11:15:00+00:00,10343500,1.58,A -2023-09-28 11:30:00+00:00,10343500,1.58,A -2023-09-28 11:45:00+00:00,10343500,1.58,A -2023-09-28 12:00:00+00:00,10343500,1.58,A -2023-09-28 12:15:00+00:00,10343500,1.58,A -2023-09-28 12:30:00+00:00,10343500,1.58,A -2023-09-28 12:45:00+00:00,10343500,1.58,A -2023-09-28 13:00:00+00:00,10343500,1.58,A -2023-09-28 13:15:00+00:00,10343500,1.58,A -2023-09-28 13:30:00+00:00,10343500,1.58,A -2023-09-28 13:45:00+00:00,10343500,1.58,A -2023-09-28 14:00:00+00:00,10343500,1.58,A -2023-09-28 14:15:00+00:00,10343500,1.58,A -2023-09-28 14:30:00+00:00,10343500,1.58,A -2023-09-28 14:45:00+00:00,10343500,1.58,A -2023-09-28 15:00:00+00:00,10343500,1.59,A -2023-09-28 15:15:00+00:00,10343500,1.59,A -2023-09-28 15:30:00+00:00,10343500,1.59,A -2023-09-28 15:45:00+00:00,10343500,1.59,A -2023-09-28 16:00:00+00:00,10343500,1.59,A -2023-09-28 16:15:00+00:00,10343500,1.59,A -2023-09-28 16:30:00+00:00,10343500,1.59,A -2023-09-28 16:45:00+00:00,10343500,1.59,A -2023-09-28 17:00:00+00:00,10343500,1.59,A -2023-09-28 17:15:00+00:00,10343500,1.59,A -2023-09-28 17:30:00+00:00,10343500,1.59,A -2023-09-28 17:45:00+00:00,10343500,1.59,A -2023-09-28 18:00:00+00:00,10343500,1.59,A -2023-09-28 18:15:00+00:00,10343500,1.59,A -2023-09-28 18:30:00+00:00,10343500,1.59,A -2023-09-28 18:45:00+00:00,10343500,1.59,A -2023-09-28 19:00:00+00:00,10343500,1.59,A -2023-09-28 19:15:00+00:00,10343500,1.59,A -2023-09-28 19:30:00+00:00,10343500,1.59,A -2023-09-28 19:45:00+00:00,10343500,1.59,A -2023-09-28 20:00:00+00:00,10343500,1.59,A -2023-09-28 20:15:00+00:00,10343500,1.59,A -2023-09-28 20:30:00+00:00,10343500,1.59,A -2023-09-28 20:45:00+00:00,10343500,1.59,A -2023-09-28 21:00:00+00:00,10343500,1.59,A -2023-09-28 21:15:00+00:00,10343500,1.59,A -2023-09-28 21:30:00+00:00,10343500,1.58,A -2023-09-28 21:45:00+00:00,10343500,1.58,A -2023-09-28 22:00:00+00:00,10343500,1.58,A -2023-09-28 22:15:00+00:00,10343500,1.58,A -2023-09-28 22:30:00+00:00,10343500,1.58,A -2023-09-28 22:45:00+00:00,10343500,1.58,A -2023-09-28 23:00:00+00:00,10343500,1.58,A -2023-09-28 23:15:00+00:00,10343500,1.58,A -2023-09-28 23:30:00+00:00,10343500,1.58,A -2023-09-28 23:45:00+00:00,10343500,1.57,A -2023-09-29 00:00:00+00:00,10343500,1.57,A -2023-09-29 00:15:00+00:00,10343500,1.57,A -2023-09-29 00:30:00+00:00,10343500,1.57,A -2023-09-29 00:45:00+00:00,10343500,1.57,A -2023-09-29 01:00:00+00:00,10343500,1.57,A -2023-09-29 01:15:00+00:00,10343500,1.57,A -2023-09-29 01:30:00+00:00,10343500,1.57,A -2023-09-29 01:45:00+00:00,10343500,1.57,A -2023-09-29 02:00:00+00:00,10343500,1.57,A -2023-09-29 02:15:00+00:00,10343500,1.57,A -2023-09-29 02:30:00+00:00,10343500,1.57,A -2023-09-29 02:45:00+00:00,10343500,1.57,A -2023-09-29 03:00:00+00:00,10343500,1.57,A -2023-09-29 03:15:00+00:00,10343500,1.57,A -2023-09-29 03:30:00+00:00,10343500,1.57,A -2023-09-29 03:45:00+00:00,10343500,1.57,A -2023-09-29 04:00:00+00:00,10343500,1.57,A -2023-09-29 04:15:00+00:00,10343500,1.57,A -2023-09-29 04:30:00+00:00,10343500,1.57,A -2023-09-29 04:45:00+00:00,10343500,1.57,A -2023-09-29 05:00:00+00:00,10343500,1.57,A -2023-09-29 05:15:00+00:00,10343500,1.57,A -2023-09-29 05:30:00+00:00,10343500,1.57,A -2023-09-29 05:45:00+00:00,10343500,1.57,A -2023-09-29 06:00:00+00:00,10343500,1.57,A -2023-09-29 06:15:00+00:00,10343500,1.57,A -2023-09-29 06:30:00+00:00,10343500,1.57,A -2023-09-29 06:45:00+00:00,10343500,1.57,A -2023-09-29 07:00:00+00:00,10343500,1.57,A -2023-09-29 07:15:00+00:00,10343500,1.57,A -2023-09-29 07:30:00+00:00,10343500,1.57,A -2023-09-29 07:45:00+00:00,10343500,1.57,A -2023-09-29 08:00:00+00:00,10343500,1.57,A -2023-09-29 08:15:00+00:00,10343500,1.57,A -2023-09-29 08:30:00+00:00,10343500,1.57,A -2023-09-29 08:45:00+00:00,10343500,1.57,A -2023-09-29 09:00:00+00:00,10343500,1.57,A -2023-09-29 09:15:00+00:00,10343500,1.57,A -2023-09-29 09:30:00+00:00,10343500,1.57,A -2023-09-29 09:45:00+00:00,10343500,1.57,A -2023-09-29 10:00:00+00:00,10343500,1.57,A -2023-09-29 10:15:00+00:00,10343500,1.57,A -2023-09-29 10:30:00+00:00,10343500,1.57,A -2023-09-29 10:45:00+00:00,10343500,1.57,A -2023-09-29 11:00:00+00:00,10343500,1.58,A -2023-09-29 11:15:00+00:00,10343500,1.58,A -2023-09-29 11:30:00+00:00,10343500,1.58,A -2023-09-29 11:45:00+00:00,10343500,1.58,A -2023-09-29 12:00:00+00:00,10343500,1.58,A -2023-09-29 12:15:00+00:00,10343500,1.58,A -2023-09-29 12:30:00+00:00,10343500,1.58,A -2023-09-29 12:45:00+00:00,10343500,1.58,A -2023-09-29 13:00:00+00:00,10343500,1.58,A -2023-09-29 13:15:00+00:00,10343500,1.58,A -2023-09-29 13:30:00+00:00,10343500,1.58,A -2023-09-29 13:45:00+00:00,10343500,1.58,A -2023-09-29 14:00:00+00:00,10343500,1.58,A -2023-09-29 14:15:00+00:00,10343500,1.58,A -2023-09-29 14:30:00+00:00,10343500,1.58,A -2023-09-29 14:45:00+00:00,10343500,1.58,A -2023-09-29 15:00:00+00:00,10343500,1.59,A -2023-09-29 15:15:00+00:00,10343500,1.59,A -2023-09-29 15:30:00+00:00,10343500,1.59,A -2023-09-29 15:45:00+00:00,10343500,1.59,A -2023-09-29 16:00:00+00:00,10343500,1.59,A -2023-09-29 16:15:00+00:00,10343500,1.59,A -2023-09-29 16:30:00+00:00,10343500,1.59,A -2023-09-29 17:00:00+00:00,10343500,1.59,A -2023-09-29 17:15:00+00:00,10343500,1.59,A -2023-09-29 17:30:00+00:00,10343500,1.59,A -2023-09-29 17:45:00+00:00,10343500,1.59,A -2023-09-29 18:00:00+00:00,10343500,1.59,A -2023-09-29 18:15:00+00:00,10343500,1.59,A -2023-09-29 18:30:00+00:00,10343500,1.59,A -2023-09-29 18:45:00+00:00,10343500,1.59,A -2023-09-29 19:00:00+00:00,10343500,1.59,A -2023-09-29 19:15:00+00:00,10343500,1.59,A -2023-09-29 19:30:00+00:00,10343500,1.59,A -2023-09-29 19:45:00+00:00,10343500,1.59,A -2023-09-29 20:00:00+00:00,10343500,1.59,A -2023-09-29 20:15:00+00:00,10343500,1.59,A -2023-09-29 20:30:00+00:00,10343500,1.59,A -2023-09-29 20:45:00+00:00,10343500,1.59,A -2023-09-29 21:00:00+00:00,10343500,1.59,A -2023-09-29 21:15:00+00:00,10343500,1.59,A -2023-09-29 21:30:00+00:00,10343500,1.58,A -2023-09-29 21:45:00+00:00,10343500,1.58,A -2023-09-29 22:00:00+00:00,10343500,1.58,A -2023-09-29 22:15:00+00:00,10343500,1.58,A -2023-09-29 22:30:00+00:00,10343500,1.58,A -2023-09-29 22:45:00+00:00,10343500,1.58,A -2023-09-29 23:00:00+00:00,10343500,1.58,A -2023-09-29 23:15:00+00:00,10343500,1.58,A -2023-09-29 23:30:00+00:00,10343500,1.58,A -2023-09-29 23:45:00+00:00,10343500,1.58,A -2023-09-30 00:00:00+00:00,10343500,1.58,A -2023-09-30 00:15:00+00:00,10343500,1.58,A -2023-09-30 00:30:00+00:00,10343500,1.57,A -2023-09-30 00:45:00+00:00,10343500,1.57,A -2023-09-30 01:00:00+00:00,10343500,1.57,A -2023-09-30 01:15:00+00:00,10343500,1.57,A -2023-09-30 01:30:00+00:00,10343500,1.57,A -2023-09-30 01:45:00+00:00,10343500,1.57,A -2023-09-30 02:00:00+00:00,10343500,1.57,A -2023-09-30 02:15:00+00:00,10343500,1.57,A -2023-09-30 02:30:00+00:00,10343500,1.57,A -2023-09-30 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10:30:00+00:00,10343500,1.57,A -2023-10-10 10:45:00+00:00,10343500,1.57,A -2023-10-10 11:00:00+00:00,10343500,1.57,A -2023-10-10 11:15:00+00:00,10343500,1.57,A -2023-10-10 11:30:00+00:00,10343500,1.57,A -2023-10-10 11:45:00+00:00,10343500,1.57,A -2023-10-10 12:00:00+00:00,10343500,1.57,A -2023-10-10 12:15:00+00:00,10343500,1.57,A -2023-10-10 12:30:00+00:00,10343500,1.57,A -2023-10-10 12:45:00+00:00,10343500,1.57,A -2023-10-10 13:00:00+00:00,10343500,1.57,A -2023-10-10 13:15:00+00:00,10343500,1.57,A -2023-10-10 13:30:00+00:00,10343500,1.57,A -2023-10-10 13:45:00+00:00,10343500,1.57,A -2023-10-10 14:00:00+00:00,10343500,1.57,A -2023-10-10 14:15:00+00:00,10343500,1.57,A -2023-10-10 14:30:00+00:00,10343500,1.57,A -2023-10-10 14:45:00+00:00,10343500,1.57,A -2023-10-10 15:00:00+00:00,10343500,1.57,A -2023-10-10 15:15:00+00:00,10343500,1.57,A -2023-10-10 15:30:00+00:00,10343500,1.58,A -2023-10-10 15:45:00+00:00,10343500,1.57,A -2023-10-10 16:00:00+00:00,10343500,1.57,A -2023-10-10 16:15:00+00:00,10343500,1.58,A -2023-10-10 16:30:00+00:00,10343500,1.57,A -2023-10-10 16:45:00+00:00,10343500,1.58,A -2023-10-10 17:00:00+00:00,10343500,1.58,A -2023-10-10 17:15:00+00:00,10343500,1.58,A -2023-10-10 17:30:00+00:00,10343500,1.58,A -2023-10-10 17:45:00+00:00,10343500,1.58,A -2023-10-10 18:00:00+00:00,10343500,1.58,A -2023-10-10 18:15:00+00:00,10343500,1.58,A -2023-10-10 18:30:00+00:00,10343500,1.58,A -2023-10-10 18:45:00+00:00,10343500,1.58,A -2023-10-10 19:00:00+00:00,10343500,1.58,A -2023-10-10 19:15:00+00:00,10343500,1.57,A -2023-10-10 19:30:00+00:00,10343500,1.57,A -2023-10-10 19:45:00+00:00,10343500,1.57,A -2023-10-10 20:00:00+00:00,10343500,1.57,A -2023-10-10 20:15:00+00:00,10343500,1.57,A -2023-10-10 20:30:00+00:00,10343500,1.57,A -2023-10-10 20:45:00+00:00,10343500,1.57,A -2023-10-10 21:00:00+00:00,10343500,1.57,A -2023-10-10 21:15:00+00:00,10343500,1.57,A -2023-10-10 21:30:00+00:00,10343500,1.57,A -2023-10-10 21:45:00+00:00,10343500,1.57,A -2023-10-10 22:00:00+00:00,10343500,1.57,A -2023-10-10 22:15:00+00:00,10343500,1.57,A -2023-10-10 22:30:00+00:00,10343500,1.57,A -2023-10-10 22:45:00+00:00,10343500,1.57,A -2023-10-10 23:00:00+00:00,10343500,1.57,A -2023-10-10 23:15:00+00:00,10343500,1.56,A -2023-10-10 23:30:00+00:00,10343500,1.56,A -2023-10-10 23:45:00+00:00,10343500,1.56,A -2023-10-11 00:00:00+00:00,10343500,1.57,A -2023-10-11 00:15:00+00:00,10343500,1.57,A -2023-10-11 00:30:00+00:00,10343500,1.56,A -2023-10-11 00:45:00+00:00,10343500,1.56,A -2023-10-11 01:00:00+00:00,10343500,1.56,A -2023-10-11 01:15:00+00:00,10343500,1.56,A -2023-10-11 01:30:00+00:00,10343500,1.56,A -2023-10-11 01:45:00+00:00,10343500,1.56,A -2023-10-11 02:00:00+00:00,10343500,1.56,A -2023-10-11 02:15:00+00:00,10343500,1.56,A -2023-10-11 02:30:00+00:00,10343500,1.57,A -2023-10-11 02:45:00+00:00,10343500,1.57,A -2023-10-11 03:00:00+00:00,10343500,1.57,A -2023-10-11 03:15:00+00:00,10343500,1.57,A -2023-10-11 03:30:00+00:00,10343500,1.57,A -2023-10-11 03:45:00+00:00,10343500,1.57,A -2023-10-11 04:00:00+00:00,10343500,1.57,A -2023-10-11 04:15:00+00:00,10343500,1.57,A -2023-10-11 04:30:00+00:00,10343500,1.57,A -2023-10-11 04:45:00+00:00,10343500,1.57,A -2023-10-11 05:00:00+00:00,10343500,1.57,A -2023-10-11 05:15:00+00:00,10343500,1.58,A -2023-10-11 05:30:00+00:00,10343500,1.58,A -2023-10-11 05:45:00+00:00,10343500,1.58,A -2023-10-11 06:00:00+00:00,10343500,1.58,A -2023-10-11 06:15:00+00:00,10343500,1.58,A -2023-10-11 06:30:00+00:00,10343500,1.58,A -2023-10-11 06:45:00+00:00,10343500,1.58,A -2023-10-11 07:00:00+00:00,10343500,1.58,A -2023-10-11 07:15:00+00:00,10343500,1.58,A -2023-10-11 07:30:00+00:00,10343500,1.58,A -2023-10-11 07:45:00+00:00,10343500,1.58,A -2023-10-11 08:00:00+00:00,10343500,1.58,A -2023-10-11 08:15:00+00:00,10343500,1.58,A -2023-10-11 08:30:00+00:00,10343500,1.58,A -2023-10-11 08:45:00+00:00,10343500,1.58,A -2023-10-11 09:00:00+00:00,10343500,1.58,A -2023-10-11 09:15:00+00:00,10343500,1.58,A -2023-10-11 09:30:00+00:00,10343500,1.58,A -2023-10-11 09:45:00+00:00,10343500,1.58,A -2023-10-11 10:00:00+00:00,10343500,1.59,A -2023-10-11 10:15:00+00:00,10343500,1.59,A -2023-10-11 10:30:00+00:00,10343500,1.59,A -2023-10-11 10:45:00+00:00,10343500,1.59,A -2023-10-11 11:00:00+00:00,10343500,1.59,A -2023-10-11 11:15:00+00:00,10343500,1.59,A -2023-10-11 11:30:00+00:00,10343500,1.6,A -2023-10-11 11:45:00+00:00,10343500,1.6,A -2023-10-11 12:00:00+00:00,10343500,1.6,A -2023-10-11 12:15:00+00:00,10343500,1.61,A -2023-10-11 12:30:00+00:00,10343500,1.61,A -2023-10-11 12:45:00+00:00,10343500,1.61,A -2023-10-11 13:00:00+00:00,10343500,1.61,A -2023-10-11 13:15:00+00:00,10343500,1.62,A -2023-10-11 13:30:00+00:00,10343500,1.62,A -2023-10-11 13:45:00+00:00,10343500,1.62,A -2023-10-11 14:00:00+00:00,10343500,1.62,A -2023-10-11 14:15:00+00:00,10343500,1.62,A -2023-10-11 14:30:00+00:00,10343500,1.62,A -2023-10-11 14:45:00+00:00,10343500,1.62,A -2023-10-11 15:00:00+00:00,10343500,1.62,A -2023-10-11 15:15:00+00:00,10343500,1.62,A -2023-10-11 15:30:00+00:00,10343500,1.62,A -2023-10-11 15:45:00+00:00,10343500,1.62,A -2023-10-11 16:00:00+00:00,10343500,1.62,A -2023-10-11 16:15:00+00:00,10343500,1.62,A -2023-10-11 16:30:00+00:00,10343500,1.62,A -2023-10-11 16:45:00+00:00,10343500,1.61,A -2023-10-11 17:00:00+00:00,10343500,1.61,A -2023-10-11 17:15:00+00:00,10343500,1.62,A -2023-10-11 17:30:00+00:00,10343500,1.62,A -2023-10-11 17:45:00+00:00,10343500,1.62,A -2023-10-11 18:00:00+00:00,10343500,1.62,A -2023-10-11 18:15:00+00:00,10343500,1.61,A -2023-10-11 18:30:00+00:00,10343500,1.61,A -2023-10-11 18:45:00+00:00,10343500,1.61,A -2023-10-11 19:00:00+00:00,10343500,1.61,A -2023-10-11 19:15:00+00:00,10343500,1.61,A -2023-10-11 19:30:00+00:00,10343500,1.61,A -2023-10-11 19:45:00+00:00,10343500,1.61,A -2023-10-11 20:00:00+00:00,10343500,1.61,A -2023-10-11 20:15:00+00:00,10343500,1.61,A -2023-10-11 20:30:00+00:00,10343500,1.61,A -2023-10-11 20:45:00+00:00,10343500,1.61,A -2023-10-11 21:00:00+00:00,10343500,1.61,A -2023-10-11 21:15:00+00:00,10343500,1.61,A -2023-10-11 21:30:00+00:00,10343500,1.61,A -2023-10-11 21:45:00+00:00,10343500,1.61,A -2023-10-11 22:00:00+00:00,10343500,1.61,A -2023-10-11 22:15:00+00:00,10343500,1.6,A -2023-10-11 22:30:00+00:00,10343500,1.6,A -2023-10-11 22:45:00+00:00,10343500,1.6,A -2023-10-11 23:00:00+00:00,10343500,1.6,A -2023-10-11 23:15:00+00:00,10343500,1.6,A -2023-10-11 23:30:00+00:00,10343500,1.6,A -2023-10-11 23:45:00+00:00,10343500,1.6,A -2023-10-12 00:00:00+00:00,10343500,1.6,A -2023-10-12 00:15:00+00:00,10343500,1.6,A -2023-10-12 00:30:00+00:00,10343500,1.6,A -2023-10-12 00:45:00+00:00,10343500,1.6,A -2023-10-12 01:00:00+00:00,10343500,1.6,A -2023-10-12 01:15:00+00:00,10343500,1.6,A -2023-10-12 01:30:00+00:00,10343500,1.6,A -2023-10-12 01:45:00+00:00,10343500,1.59,A -2023-10-12 02:00:00+00:00,10343500,1.59,A -2023-10-12 02:15:00+00:00,10343500,1.59,A -2023-10-12 02:30:00+00:00,10343500,1.59,A -2023-10-12 02:45:00+00:00,10343500,1.59,A -2023-10-12 03:00:00+00:00,10343500,1.59,A -2023-10-12 03:15:00+00:00,10343500,1.59,A -2023-10-12 03:30:00+00:00,10343500,1.59,A -2023-10-12 03:45:00+00:00,10343500,1.59,A -2023-10-12 04:00:00+00:00,10343500,1.59,A -2023-10-12 04:15:00+00:00,10343500,1.59,A -2023-10-12 04:30:00+00:00,10343500,1.59,A -2023-10-12 04:45:00+00:00,10343500,1.59,A -2023-10-12 05:00:00+00:00,10343500,1.59,A -2023-10-12 05:15:00+00:00,10343500,1.59,A -2023-10-12 05:30:00+00:00,10343500,1.59,A -2023-10-12 05:45:00+00:00,10343500,1.59,A -2023-10-12 06:00:00+00:00,10343500,1.59,A -2023-10-12 06:15:00+00:00,10343500,1.59,A -2023-10-12 06:30:00+00:00,10343500,1.59,A -2023-10-12 06:45:00+00:00,10343500,1.59,A -2023-10-12 07:00:00+00:00,10343500,1.59,A -2023-10-12 07:15:00+00:00,10343500,1.59,A -2023-10-12 07:30:00+00:00,10343500,1.59,A -2023-10-12 07:45:00+00:00,10343500,1.59,A -2023-10-12 08:00:00+00:00,10343500,1.59,A -2023-10-12 08:15:00+00:00,10343500,1.59,A -2023-10-12 08:30:00+00:00,10343500,1.59,A -2023-10-12 08:45:00+00:00,10343500,1.59,A -2023-10-12 09:00:00+00:00,10343500,1.59,A -2023-10-12 09:15:00+00:00,10343500,1.59,A -2023-10-12 09:30:00+00:00,10343500,1.59,A -2023-10-12 09:45:00+00:00,10343500,1.59,A -2023-10-12 10:00:00+00:00,10343500,1.59,A -2023-10-12 10:15:00+00:00,10343500,1.59,A -2023-10-12 10:30:00+00:00,10343500,1.59,A -2023-10-12 10:45:00+00:00,10343500,1.59,A -2023-10-12 11:00:00+00:00,10343500,1.59,A -2023-10-12 11:15:00+00:00,10343500,1.59,A -2023-10-12 11:30:00+00:00,10343500,1.59,A -2023-10-12 11:45:00+00:00,10343500,1.59,A -2023-10-12 12:00:00+00:00,10343500,1.59,A -2023-10-12 12:15:00+00:00,10343500,1.59,A -2023-10-12 12:30:00+00:00,10343500,1.59,A -2023-10-12 12:45:00+00:00,10343500,1.59,A -2023-10-12 13:00:00+00:00,10343500,1.59,A -2023-10-12 13:15:00+00:00,10343500,1.59,A -2023-10-12 13:30:00+00:00,10343500,1.59,A -2023-10-12 13:45:00+00:00,10343500,1.59,A -2023-10-12 14:00:00+00:00,10343500,1.59,A -2023-10-12 14:15:00+00:00,10343500,1.59,A -2023-10-12 14:30:00+00:00,10343500,1.59,A -2023-10-12 14:45:00+00:00,10343500,1.59,A -2023-10-12 15:00:00+00:00,10343500,1.59,A -2023-10-12 15:15:00+00:00,10343500,1.59,A -2023-10-12 15:30:00+00:00,10343500,1.59,A -2023-10-12 15:45:00+00:00,10343500,1.59,A -2023-10-12 16:00:00+00:00,10343500,1.59,A -2023-10-12 16:15:00+00:00,10343500,1.59,A -2023-10-12 16:30:00+00:00,10343500,1.59,A -2023-10-12 16:45:00+00:00,10343500,1.59,A -2023-10-12 17:00:00+00:00,10343500,1.59,A -2023-10-12 17:15:00+00:00,10343500,1.59,A -2023-10-12 17:30:00+00:00,10343500,1.59,A -2023-10-12 17:45:00+00:00,10343500,1.59,A -2023-10-12 18:00:00+00:00,10343500,1.59,A -2023-10-12 18:15:00+00:00,10343500,1.59,A -2023-10-12 18:30:00+00:00,10343500,1.59,A -2023-10-12 18:45:00+00:00,10343500,1.6,A -2023-10-12 19:00:00+00:00,10343500,1.6,A -2023-10-12 19:15:00+00:00,10343500,1.6,A -2023-10-12 19:30:00+00:00,10343500,1.6,A -2023-10-12 19:45:00+00:00,10343500,1.6,A -2023-10-12 20:00:00+00:00,10343500,1.6,A -2023-10-12 20:15:00+00:00,10343500,1.6,A -2023-10-12 20:30:00+00:00,10343500,1.6,A -2023-10-12 20:45:00+00:00,10343500,1.6,A -2023-10-12 21:00:00+00:00,10343500,1.6,A -2023-10-12 21:15:00+00:00,10343500,1.59,A -2023-10-12 21:30:00+00:00,10343500,1.59,A -2023-10-12 21:45:00+00:00,10343500,1.59,A -2023-10-12 22:00:00+00:00,10343500,1.59,A -2023-10-12 22:15:00+00:00,10343500,1.59,A -2023-10-12 22:30:00+00:00,10343500,1.59,A -2023-10-12 22:45:00+00:00,10343500,1.59,A -2023-10-12 23:00:00+00:00,10343500,1.59,A -2023-10-12 23:15:00+00:00,10343500,1.59,A -2023-10-12 23:30:00+00:00,10343500,1.59,A -2023-10-12 23:45:00+00:00,10343500,1.59,A -2023-10-13 00:00:00+00:00,10343500,1.59,A -2023-10-13 00:15:00+00:00,10343500,1.59,A -2023-10-13 00:30:00+00:00,10343500,1.59,A -2023-10-13 00:45:00+00:00,10343500,1.59,A -2023-10-13 01:00:00+00:00,10343500,1.58,A -2023-10-13 01:15:00+00:00,10343500,1.58,A -2023-10-13 01:30:00+00:00,10343500,1.58,A -2023-10-13 01:45:00+00:00,10343500,1.58,A -2023-10-13 02:00:00+00:00,10343500,1.59,A -2023-10-13 02:15:00+00:00,10343500,1.59,A -2023-10-13 02:30:00+00:00,10343500,1.58,A -2023-10-13 02:45:00+00:00,10343500,1.58,A -2023-10-13 03:00:00+00:00,10343500,1.58,A -2023-10-13 03:15:00+00:00,10343500,1.58,A -2023-10-13 03:30:00+00:00,10343500,1.58,A -2023-10-13 03:45:00+00:00,10343500,1.58,A -2023-10-13 04:00:00+00:00,10343500,1.58,A -2023-10-13 04:15:00+00:00,10343500,1.58,A -2023-10-13 04:30:00+00:00,10343500,1.58,A -2023-10-13 04:45:00+00:00,10343500,1.58,A -2023-10-13 05:00:00+00:00,10343500,1.58,A -2023-10-13 05:15:00+00:00,10343500,1.58,A -2023-10-13 05:30:00+00:00,10343500,1.58,A -2023-10-13 05:45:00+00:00,10343500,1.58,A -2023-10-13 06:00:00+00:00,10343500,1.58,A -2023-10-13 06:15:00+00:00,10343500,1.58,A -2023-10-13 06:30:00+00:00,10343500,1.59,A -2023-10-13 06:45:00+00:00,10343500,1.58,A -2023-10-13 07:00:00+00:00,10343500,1.58,A -2023-10-13 07:15:00+00:00,10343500,1.59,A -2023-10-13 07:30:00+00:00,10343500,1.59,A -2023-10-13 07:45:00+00:00,10343500,1.59,A -2023-10-13 08:00:00+00:00,10343500,1.59,A -2023-10-13 08:15:00+00:00,10343500,1.59,A -2023-10-13 08:30:00+00:00,10343500,1.59,A -2023-10-13 08:45:00+00:00,10343500,1.59,A -2023-10-13 09:00:00+00:00,10343500,1.59,A -2023-10-13 09:15:00+00:00,10343500,1.59,A -2023-10-13 09:30:00+00:00,10343500,1.59,A -2023-10-13 09:45:00+00:00,10343500,1.59,A -2023-10-13 10:00:00+00:00,10343500,1.59,A -2023-10-13 10:15:00+00:00,10343500,1.59,A -2023-10-13 10:30:00+00:00,10343500,1.59,A -2023-10-13 10:45:00+00:00,10343500,1.59,A -2023-10-13 11:00:00+00:00,10343500,1.59,A -2023-10-13 11:15:00+00:00,10343500,1.59,A -2023-10-13 11:30:00+00:00,10343500,1.59,A -2023-10-13 11:45:00+00:00,10343500,1.59,A -2023-10-13 12:00:00+00:00,10343500,1.59,A -2023-10-13 12:15:00+00:00,10343500,1.59,A -2023-10-13 12:30:00+00:00,10343500,1.59,A -2023-10-13 12:45:00+00:00,10343500,1.59,A -2023-10-13 13:00:00+00:00,10343500,1.59,A -2023-10-13 13:15:00+00:00,10343500,1.59,A -2023-10-13 13:30:00+00:00,10343500,1.59,A -2023-10-13 13:45:00+00:00,10343500,1.59,A -2023-10-13 14:00:00+00:00,10343500,1.59,A -2023-10-13 14:15:00+00:00,10343500,1.59,A -2023-10-13 14:30:00+00:00,10343500,1.59,A -2023-10-13 14:45:00+00:00,10343500,1.59,A -2023-10-13 15:00:00+00:00,10343500,1.59,A -2023-10-13 15:15:00+00:00,10343500,1.59,A -2023-10-13 15:30:00+00:00,10343500,1.59,A -2023-10-13 15:45:00+00:00,10343500,1.59,A -2023-10-13 16:00:00+00:00,10343500,1.59,A -2023-10-13 16:15:00+00:00,10343500,1.59,A -2023-10-13 16:30:00+00:00,10343500,1.59,A -2023-10-13 16:45:00+00:00,10343500,1.59,A -2023-10-13 17:00:00+00:00,10343500,1.59,A -2023-10-13 17:15:00+00:00,10343500,1.59,A -2023-10-13 17:30:00+00:00,10343500,1.59,A -2023-10-13 17:45:00+00:00,10343500,1.59,A -2023-10-13 18:00:00+00:00,10343500,1.59,A -2023-10-13 18:15:00+00:00,10343500,1.59,A -2023-10-13 18:30:00+00:00,10343500,1.59,A -2023-10-13 18:45:00+00:00,10343500,1.59,A -2023-10-13 19:00:00+00:00,10343500,1.59,A -2023-10-13 19:15:00+00:00,10343500,1.59,A -2023-10-13 19:30:00+00:00,10343500,1.59,A -2023-10-13 19:45:00+00:00,10343500,1.59,A -2023-10-13 20:00:00+00:00,10343500,1.59,A -2023-10-13 20:15:00+00:00,10343500,1.59,A -2023-10-13 20:30:00+00:00,10343500,1.59,A -2023-10-13 20:45:00+00:00,10343500,1.59,A -2023-10-13 21:00:00+00:00,10343500,1.59,A -2023-10-13 21:15:00+00:00,10343500,1.59,A -2023-10-13 21:30:00+00:00,10343500,1.59,A -2023-10-13 21:45:00+00:00,10343500,1.59,A -2023-10-13 22:00:00+00:00,10343500,1.59,A -2023-10-13 22:15:00+00:00,10343500,1.59,A -2023-10-13 22:30:00+00:00,10343500,1.59,A -2023-10-13 22:45:00+00:00,10343500,1.59,A -2023-10-13 23:00:00+00:00,10343500,1.59,A -2023-10-13 23:15:00+00:00,10343500,1.58,A -2023-10-13 23:30:00+00:00,10343500,1.58,A -2023-10-13 23:45:00+00:00,10343500,1.58,A -2023-10-14 00:00:00+00:00,10343500,1.58,A -2023-10-14 00:15:00+00:00,10343500,1.58,A -2023-10-14 00:30:00+00:00,10343500,1.57,A -2023-10-14 00:45:00+00:00,10343500,1.58,A -2023-10-14 01:00:00+00:00,10343500,1.58,A -2023-10-14 01:15:00+00:00,10343500,1.58,A -2023-10-14 01:30:00+00:00,10343500,1.57,A -2023-10-14 01:45:00+00:00,10343500,1.58,A -2023-10-14 02:00:00+00:00,10343500,1.58,A -2023-10-14 02:15:00+00:00,10343500,1.58,A -2023-10-14 02:30:00+00:00,10343500,1.58,A -2023-10-14 02:45:00+00:00,10343500,1.57,A -2023-10-14 03:00:00+00:00,10343500,1.57,A -2023-10-14 03:15:00+00:00,10343500,1.57,A -2023-10-14 03:30:00+00:00,10343500,1.57,A -2023-10-14 03:45:00+00:00,10343500,1.57,A -2023-10-14 04:00:00+00:00,10343500,1.57,A -2023-10-14 04:15:00+00:00,10343500,1.57,A -2023-10-14 04:30:00+00:00,10343500,1.57,A -2023-10-14 04:45:00+00:00,10343500,1.57,A -2023-10-14 05:00:00+00:00,10343500,1.57,A -2023-10-14 05:15:00+00:00,10343500,1.57,A -2023-10-14 05:30:00+00:00,10343500,1.57,A -2023-10-14 05:45:00+00:00,10343500,1.57,A -2023-10-14 06:00:00+00:00,10343500,1.57,A -2023-10-14 06:15:00+00:00,10343500,1.57,A -2023-10-14 06:30:00+00:00,10343500,1.58,A -2023-10-14 06:45:00+00:00,10343500,1.58,A -2023-10-14 07:00:00+00:00,10343500,1.58,A -2023-10-14 07:15:00+00:00,10343500,1.58,A -2023-10-14 07:30:00+00:00,10343500,1.58,A -2023-10-14 07:45:00+00:00,10343500,1.58,A -2023-10-14 08:00:00+00:00,10343500,1.58,A -2023-10-14 08:15:00+00:00,10343500,1.58,A -2023-10-14 08:30:00+00:00,10343500,1.58,A -2023-10-14 08:45:00+00:00,10343500,1.58,A -2023-10-14 09:00:00+00:00,10343500,1.58,A -2023-10-14 09:15:00+00:00,10343500,1.58,A -2023-10-14 09:30:00+00:00,10343500,1.58,A -2023-10-14 09:45:00+00:00,10343500,1.58,A -2023-10-14 10:00:00+00:00,10343500,1.58,A -2023-10-14 10:15:00+00:00,10343500,1.58,A -2023-10-14 10:30:00+00:00,10343500,1.58,A -2023-10-14 10:45:00+00:00,10343500,1.58,A -2023-10-14 11:00:00+00:00,10343500,1.58,A -2023-10-14 11:15:00+00:00,10343500,1.58,A -2023-10-14 11:30:00+00:00,10343500,1.58,A -2023-10-14 11:45:00+00:00,10343500,1.58,A -2023-10-14 12:00:00+00:00,10343500,1.58,A -2023-10-14 12:15:00+00:00,10343500,1.58,A -2023-10-14 12:30:00+00:00,10343500,1.58,A -2023-10-14 12:45:00+00:00,10343500,1.58,A -2023-10-14 13:00:00+00:00,10343500,1.58,A -2023-10-14 13:15:00+00:00,10343500,1.58,A -2023-10-14 13:30:00+00:00,10343500,1.58,A -2023-10-14 13:45:00+00:00,10343500,1.58,A -2023-10-14 14:00:00+00:00,10343500,1.58,A -2023-10-14 14:15:00+00:00,10343500,1.58,A -2023-10-14 14:30:00+00:00,10343500,1.58,A -2023-10-14 14:45:00+00:00,10343500,1.59,A -2023-10-14 15:00:00+00:00,10343500,1.59,A -2023-10-14 15:15:00+00:00,10343500,1.58,A -2023-10-14 15:30:00+00:00,10343500,1.58,A -2023-10-14 15:45:00+00:00,10343500,1.58,A -2023-10-14 16:00:00+00:00,10343500,1.58,A -2023-10-14 16:15:00+00:00,10343500,1.59,A -2023-10-14 16:30:00+00:00,10343500,1.59,A -2023-10-14 16:45:00+00:00,10343500,1.59,A -2023-10-14 17:00:00+00:00,10343500,1.58,A -2023-10-14 17:15:00+00:00,10343500,1.58,A -2023-10-14 17:30:00+00:00,10343500,1.58,A -2023-10-14 17:45:00+00:00,10343500,1.58,A -2023-10-14 18:00:00+00:00,10343500,1.58,A -2023-10-14 18:15:00+00:00,10343500,1.58,A -2023-10-14 18:30:00+00:00,10343500,1.58,A -2023-10-14 18:45:00+00:00,10343500,1.58,A -2023-10-14 19:00:00+00:00,10343500,1.58,A -2023-10-14 19:15:00+00:00,10343500,1.58,A -2023-10-14 19:30:00+00:00,10343500,1.57,A -2023-10-14 19:45:00+00:00,10343500,1.58,A -2023-10-14 20:00:00+00:00,10343500,1.58,A -2023-10-14 20:15:00+00:00,10343500,1.58,A -2023-10-14 20:30:00+00:00,10343500,1.57,A -2023-10-14 20:45:00+00:00,10343500,1.57,A -2023-10-14 21:00:00+00:00,10343500,1.58,A -2023-10-14 21:15:00+00:00,10343500,1.57,A -2023-10-14 21:30:00+00:00,10343500,1.57,A -2023-10-14 21:45:00+00:00,10343500,1.57,A -2023-10-14 22:00:00+00:00,10343500,1.58,A -2023-10-14 22:15:00+00:00,10343500,1.58,A -2023-10-14 22:30:00+00:00,10343500,1.57,A -2023-10-14 22:45:00+00:00,10343500,1.56,A -2023-10-14 23:00:00+00:00,10343500,1.56,A -2023-10-14 23:15:00+00:00,10343500,1.56,A -2023-10-14 23:30:00+00:00,10343500,1.56,A -2023-10-14 23:45:00+00:00,10343500,1.56,A -2023-10-15 00:00:00+00:00,10343500,1.56,A -2023-10-15 00:15:00+00:00,10343500,1.56,A -2023-10-15 00:30:00+00:00,10343500,1.55,A -2023-10-15 00:45:00+00:00,10343500,1.56,A -2023-10-15 01:00:00+00:00,10343500,1.56,A -2023-10-15 01:15:00+00:00,10343500,1.56,A -2023-10-15 01:30:00+00:00,10343500,1.56,A -2023-10-15 01:45:00+00:00,10343500,1.56,A -2023-10-15 02:00:00+00:00,10343500,1.56,A -2023-10-15 02:15:00+00:00,10343500,1.56,A -2023-10-15 02:30:00+00:00,10343500,1.56,A -2023-10-15 02:45:00+00:00,10343500,1.56,A -2023-10-15 03:00:00+00:00,10343500,1.56,A -2023-10-15 03:15:00+00:00,10343500,1.56,A -2023-10-15 03:30:00+00:00,10343500,1.56,A -2023-10-15 03:45:00+00:00,10343500,1.57,A -2023-10-15 04:00:00+00:00,10343500,1.56,A -2023-10-15 04:15:00+00:00,10343500,1.56,A -2023-10-15 04:30:00+00:00,10343500,1.57,A -2023-10-15 04:45:00+00:00,10343500,1.57,A -2023-10-15 05:00:00+00:00,10343500,1.57,A -2023-10-15 05:15:00+00:00,10343500,1.57,A -2023-10-15 05:30:00+00:00,10343500,1.57,A -2023-10-15 05:45:00+00:00,10343500,1.57,A -2023-10-15 06:00:00+00:00,10343500,1.57,A -2023-10-15 06:15:00+00:00,10343500,1.57,A -2023-10-15 06:30:00+00:00,10343500,1.57,A -2023-10-15 06:45:00+00:00,10343500,1.57,A -2023-10-15 07:00:00+00:00,10343500,1.57,A -2023-10-15 07:15:00+00:00,10343500,1.57,A -2023-10-15 07:30:00+00:00,10343500,1.57,A -2023-10-15 07:45:00+00:00,10343500,1.57,A -2023-10-15 08:00:00+00:00,10343500,1.57,A -2023-10-15 08:15:00+00:00,10343500,1.57,A -2023-10-15 08:30:00+00:00,10343500,1.57,A -2023-10-15 08:45:00+00:00,10343500,1.57,A -2023-10-15 09:00:00+00:00,10343500,1.57,A -2023-10-15 09:15:00+00:00,10343500,1.57,A -2023-10-15 09:30:00+00:00,10343500,1.57,A -2023-10-15 09:45:00+00:00,10343500,1.57,A -2023-10-15 10:00:00+00:00,10343500,1.57,A -2023-10-15 10:15:00+00:00,10343500,1.57,A -2023-10-15 10:30:00+00:00,10343500,1.57,A -2023-10-15 10:45:00+00:00,10343500,1.57,A -2023-10-15 11:00:00+00:00,10343500,1.57,A -2023-10-15 11:15:00+00:00,10343500,1.57,A -2023-10-15 11:30:00+00:00,10343500,1.57,A -2023-10-15 11:45:00+00:00,10343500,1.57,A -2023-10-15 12:00:00+00:00,10343500,1.58,A -2023-10-15 12:15:00+00:00,10343500,1.58,A -2023-10-15 12:30:00+00:00,10343500,1.58,A -2023-10-15 12:45:00+00:00,10343500,1.58,A -2023-10-15 13:00:00+00:00,10343500,1.58,A -2023-10-15 13:15:00+00:00,10343500,1.58,A -2023-10-15 13:30:00+00:00,10343500,1.58,A -2023-10-15 13:45:00+00:00,10343500,1.58,A -2023-10-15 14:00:00+00:00,10343500,1.58,A -2023-10-15 14:15:00+00:00,10343500,1.58,A -2023-10-15 14:30:00+00:00,10343500,1.58,A -2023-10-15 14:45:00+00:00,10343500,1.58,A -2023-10-15 15:00:00+00:00,10343500,1.58,A -2023-10-15 15:15:00+00:00,10343500,1.58,A -2023-10-15 15:30:00+00:00,10343500,1.58,A -2023-10-15 15:45:00+00:00,10343500,1.58,A -2023-10-15 16:00:00+00:00,10343500,1.58,A -2023-10-15 16:15:00+00:00,10343500,1.58,A -2023-10-15 16:30:00+00:00,10343500,1.58,A -2023-10-15 16:45:00+00:00,10343500,1.58,A -2023-10-15 17:00:00+00:00,10343500,1.58,A -2023-10-15 17:15:00+00:00,10343500,1.58,A -2023-10-15 17:30:00+00:00,10343500,1.58,A -2023-10-15 17:45:00+00:00,10343500,1.58,A -2023-10-15 18:00:00+00:00,10343500,1.58,A -2023-10-15 18:15:00+00:00,10343500,1.58,A -2023-10-15 18:30:00+00:00,10343500,1.58,A -2023-10-15 18:45:00+00:00,10343500,1.57,A -2023-10-15 19:00:00+00:00,10343500,1.57,A -2023-10-15 19:15:00+00:00,10343500,1.57,A -2023-10-15 19:30:00+00:00,10343500,1.57,A -2023-10-15 19:45:00+00:00,10343500,1.57,A -2023-10-15 20:00:00+00:00,10343500,1.57,A -2023-10-15 20:15:00+00:00,10343500,1.57,A -2023-10-15 20:30:00+00:00,10343500,1.57,A -2023-10-15 20:45:00+00:00,10343500,1.56,A -2023-10-15 21:00:00+00:00,10343500,1.56,A -2023-10-15 21:15:00+00:00,10343500,1.56,A -2023-10-15 21:30:00+00:00,10343500,1.56,A -2023-10-15 21:45:00+00:00,10343500,1.56,A -2023-10-15 22:00:00+00:00,10343500,1.57,A -2023-10-15 22:15:00+00:00,10343500,1.57,A -2023-10-15 22:30:00+00:00,10343500,1.56,A -2023-10-15 22:45:00+00:00,10343500,1.56,A -2023-10-15 23:00:00+00:00,10343500,1.56,A -2023-10-15 23:15:00+00:00,10343500,1.56,A -2023-10-15 23:30:00+00:00,10343500,1.56,A -2023-10-15 23:45:00+00:00,10343500,1.56,A -2023-10-16 00:00:00+00:00,10343500,1.56,A -2023-10-16 00:15:00+00:00,10343500,1.56,A -2023-10-16 00:30:00+00:00,10343500,1.56,A -2023-10-16 00:45:00+00:00,10343500,1.57,A -2023-10-16 01:00:00+00:00,10343500,1.57,A -2023-10-16 01:15:00+00:00,10343500,1.57,A -2023-10-16 01:30:00+00:00,10343500,1.56,A -2023-10-16 01:45:00+00:00,10343500,1.56,A -2023-10-16 02:00:00+00:00,10343500,1.56,A -2023-10-16 02:15:00+00:00,10343500,1.56,A -2023-10-16 02:30:00+00:00,10343500,1.56,A -2023-10-16 02:45:00+00:00,10343500,1.56,A -2023-10-16 03:00:00+00:00,10343500,1.56,A -2023-10-16 03:15:00+00:00,10343500,1.56,A -2023-10-16 03:30:00+00:00,10343500,1.56,A -2023-10-16 03:45:00+00:00,10343500,1.56,A -2023-10-16 04:00:00+00:00,10343500,1.57,A -2023-10-16 04:15:00+00:00,10343500,1.57,A -2023-10-16 04:30:00+00:00,10343500,1.57,A -2023-10-16 04:45:00+00:00,10343500,1.57,A -2023-10-16 05:00:00+00:00,10343500,1.57,A -2023-10-16 05:15:00+00:00,10343500,1.57,A -2023-10-16 05:30:00+00:00,10343500,1.57,A -2023-10-16 05:45:00+00:00,10343500,1.57,A -2023-10-16 06:00:00+00:00,10343500,1.57,A -2023-10-16 06:15:00+00:00,10343500,1.57,A -2023-10-16 06:30:00+00:00,10343500,1.57,A -2023-10-16 06:45:00+00:00,10343500,1.57,A -2023-10-16 07:00:00+00:00,10343500,1.57,A -2023-10-16 07:15:00+00:00,10343500,1.57,A -2023-10-16 07:30:00+00:00,10343500,1.57,A -2023-10-16 07:45:00+00:00,10343500,1.57,A -2023-10-16 08:00:00+00:00,10343500,1.57,A -2023-10-16 08:15:00+00:00,10343500,1.57,A -2023-10-16 08:30:00+00:00,10343500,1.57,A -2023-10-16 08:45:00+00:00,10343500,1.57,A -2023-10-16 09:00:00+00:00,10343500,1.57,A -2023-10-16 09:15:00+00:00,10343500,1.57,A -2023-10-16 09:30:00+00:00,10343500,1.57,A -2023-10-16 09:45:00+00:00,10343500,1.57,A -2023-10-16 10:00:00+00:00,10343500,1.57,A -2023-10-16 10:15:00+00:00,10343500,1.57,A -2023-10-16 10:30:00+00:00,10343500,1.57,A -2023-10-16 10:45:00+00:00,10343500,1.57,A -2023-10-16 11:00:00+00:00,10343500,1.57,A -2023-10-16 11:15:00+00:00,10343500,1.57,A -2023-10-16 11:30:00+00:00,10343500,1.57,A -2023-10-16 11:45:00+00:00,10343500,1.57,A -2023-10-16 12:00:00+00:00,10343500,1.57,A -2023-10-16 12:15:00+00:00,10343500,1.57,A -2023-10-16 12:30:00+00:00,10343500,1.57,A -2023-10-16 12:45:00+00:00,10343500,1.57,A -2023-10-16 13:00:00+00:00,10343500,1.57,A -2023-10-16 13:15:00+00:00,10343500,1.57,A -2023-10-16 13:30:00+00:00,10343500,1.57,A -2023-10-16 13:45:00+00:00,10343500,1.57,A -2023-10-16 14:00:00+00:00,10343500,1.57,A -2023-10-16 14:15:00+00:00,10343500,1.57,A -2023-10-16 14:30:00+00:00,10343500,1.58,A -2023-10-16 14:45:00+00:00,10343500,1.58,A -2023-10-16 15:00:00+00:00,10343500,1.58,A -2023-10-16 15:15:00+00:00,10343500,1.58,A -2023-10-16 15:30:00+00:00,10343500,1.58,A -2023-10-16 15:45:00+00:00,10343500,1.58,A -2023-10-16 16:00:00+00:00,10343500,1.58,A -2023-10-16 16:15:00+00:00,10343500,1.58,A -2023-10-16 16:30:00+00:00,10343500,1.58,A -2023-10-16 16:45:00+00:00,10343500,1.58,A -2023-10-16 17:00:00+00:00,10343500,1.58,A -2023-10-16 17:15:00+00:00,10343500,1.58,A -2023-10-16 17:30:00+00:00,10343500,1.58,A -2023-10-16 17:45:00+00:00,10343500,1.58,A -2023-10-16 18:00:00+00:00,10343500,1.57,A -2023-10-16 18:15:00+00:00,10343500,1.58,A -2023-10-16 18:30:00+00:00,10343500,1.58,A -2023-10-16 18:45:00+00:00,10343500,1.58,A -2023-10-16 19:00:00+00:00,10343500,1.57,A -2023-10-16 19:15:00+00:00,10343500,1.57,A -2023-10-16 19:30:00+00:00,10343500,1.57,A -2023-10-16 19:45:00+00:00,10343500,1.57,A -2023-10-16 20:00:00+00:00,10343500,1.56,A -2023-10-16 20:15:00+00:00,10343500,1.57,A -2023-10-16 20:30:00+00:00,10343500,1.57,A -2023-10-16 20:45:00+00:00,10343500,1.57,A -2023-10-16 21:00:00+00:00,10343500,1.56,A -2023-10-16 21:15:00+00:00,10343500,1.56,A -2023-10-16 21:30:00+00:00,10343500,1.57,A -2023-10-16 21:45:00+00:00,10343500,1.57,A -2023-10-16 22:00:00+00:00,10343500,1.56,A -2023-10-16 22:15:00+00:00,10343500,1.56,A -2023-10-16 22:30:00+00:00,10343500,1.56,A -2023-10-16 22:45:00+00:00,10343500,1.56,A -2023-10-16 23:00:00+00:00,10343500,1.56,A -2023-10-16 23:15:00+00:00,10343500,1.56,A -2023-10-16 23:30:00+00:00,10343500,1.56,A -2023-10-16 23:45:00+00:00,10343500,1.56,A -2023-10-17 00:00:00+00:00,10343500,1.56,A -2023-10-17 00:15:00+00:00,10343500,1.56,A -2023-10-17 00:30:00+00:00,10343500,1.56,A -2023-10-17 00:45:00+00:00,10343500,1.55,A -2023-10-17 01:00:00+00:00,10343500,1.55,A -2023-10-17 01:15:00+00:00,10343500,1.56,A -2023-10-17 01:30:00+00:00,10343500,1.56,A -2023-10-17 01:45:00+00:00,10343500,1.56,A -2023-10-17 02:00:00+00:00,10343500,1.56,A -2023-10-17 02:15:00+00:00,10343500,1.56,A -2023-10-17 02:30:00+00:00,10343500,1.56,A -2023-10-17 02:45:00+00:00,10343500,1.56,A -2023-10-17 03:00:00+00:00,10343500,1.56,A -2023-10-17 03:15:00+00:00,10343500,1.56,A -2023-10-17 03:30:00+00:00,10343500,1.56,A -2023-10-17 03:45:00+00:00,10343500,1.56,A -2023-10-17 04:00:00+00:00,10343500,1.56,A -2023-10-17 04:15:00+00:00,10343500,1.56,A -2023-10-17 04:30:00+00:00,10343500,1.56,A -2023-10-17 04:45:00+00:00,10343500,1.56,A -2023-10-17 05:00:00+00:00,10343500,1.56,A -2023-10-17 05:15:00+00:00,10343500,1.56,A -2023-10-17 05:30:00+00:00,10343500,1.56,A -2023-10-17 05:45:00+00:00,10343500,1.56,A -2023-10-17 06:00:00+00:00,10343500,1.56,A -2023-10-17 06:15:00+00:00,10343500,1.56,A -2023-10-17 06:30:00+00:00,10343500,1.56,A -2023-10-17 06:45:00+00:00,10343500,1.56,A -2023-10-17 07:00:00+00:00,10343500,1.56,A -2023-10-17 07:15:00+00:00,10343500,1.56,A -2023-10-17 07:30:00+00:00,10343500,1.56,A -2023-10-17 07:45:00+00:00,10343500,1.56,A -2023-10-17 08:00:00+00:00,10343500,1.56,A -2023-10-17 08:15:00+00:00,10343500,1.56,A -2023-10-17 08:30:00+00:00,10343500,1.56,A -2023-10-17 08:45:00+00:00,10343500,1.56,A -2023-10-17 09:00:00+00:00,10343500,1.56,A -2023-10-17 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20:45:00+00:00,10343500,1.57,A -2023-10-17 21:00:00+00:00,10343500,1.57,A -2023-10-17 21:15:00+00:00,10343500,1.57,A -2023-10-17 21:30:00+00:00,10343500,1.57,A -2023-10-17 21:45:00+00:00,10343500,1.57,A -2023-10-17 22:00:00+00:00,10343500,1.57,A -2023-10-17 22:15:00+00:00,10343500,1.57,A -2023-10-17 22:30:00+00:00,10343500,1.57,A -2023-10-17 22:45:00+00:00,10343500,1.57,A -2023-10-17 23:00:00+00:00,10343500,1.56,A -2023-10-17 23:15:00+00:00,10343500,1.56,A -2023-10-17 23:30:00+00:00,10343500,1.56,A -2023-10-17 23:45:00+00:00,10343500,1.56,A -2023-10-18 00:00:00+00:00,10343500,1.56,A -2023-10-18 00:15:00+00:00,10343500,1.56,A -2023-10-18 00:30:00+00:00,10343500,1.56,A -2023-10-18 00:45:00+00:00,10343500,1.56,A -2023-10-18 01:00:00+00:00,10343500,1.56,A -2023-10-18 01:15:00+00:00,10343500,1.56,A -2023-10-18 01:30:00+00:00,10343500,1.56,A -2023-10-18 01:45:00+00:00,10343500,1.56,A -2023-10-18 02:00:00+00:00,10343500,1.56,A -2023-10-18 02:15:00+00:00,10343500,1.56,A -2023-10-18 02:30:00+00:00,10343500,1.56,A -2023-10-18 02:45:00+00:00,10343500,1.56,A -2023-10-18 03:00:00+00:00,10343500,1.56,A -2023-10-18 03:15:00+00:00,10343500,1.56,A -2023-10-18 03:30:00+00:00,10343500,1.56,A -2023-10-18 03:45:00+00:00,10343500,1.56,A -2023-10-18 04:00:00+00:00,10343500,1.56,A -2023-10-18 04:15:00+00:00,10343500,1.56,A -2023-10-18 04:30:00+00:00,10343500,1.56,A -2023-10-18 04:45:00+00:00,10343500,1.56,A -2023-10-18 05:00:00+00:00,10343500,1.56,A -2023-10-18 05:15:00+00:00,10343500,1.56,A -2023-10-18 05:30:00+00:00,10343500,1.56,A -2023-10-18 05:45:00+00:00,10343500,1.56,A -2023-10-18 06:00:00+00:00,10343500,1.56,A -2023-10-18 06:15:00+00:00,10343500,1.56,A -2023-10-18 06:30:00+00:00,10343500,1.56,A -2023-10-18 06:45:00+00:00,10343500,1.56,A -2023-10-18 07:00:00+00:00,10343500,1.56,A -2023-10-18 07:15:00+00:00,10343500,1.56,A -2023-10-18 07:30:00+00:00,10343500,1.56,A -2023-10-18 07:45:00+00:00,10343500,1.56,A -2023-10-18 08:00:00+00:00,10343500,1.56,A -2023-10-18 08:15:00+00:00,10343500,1.56,A -2023-10-18 08:30:00+00:00,10343500,1.56,A -2023-10-18 08:45:00+00:00,10343500,1.56,A -2023-10-18 09:00:00+00:00,10343500,1.56,A -2023-10-18 09:15:00+00:00,10343500,1.56,A -2023-10-18 09:30:00+00:00,10343500,1.56,A -2023-10-18 09:45:00+00:00,10343500,1.56,A -2023-10-18 10:00:00+00:00,10343500,1.56,A -2023-10-18 10:15:00+00:00,10343500,1.56,A -2023-10-18 10:30:00+00:00,10343500,1.56,A -2023-10-18 10:45:00+00:00,10343500,1.56,A -2023-10-18 11:00:00+00:00,10343500,1.56,A -2023-10-18 11:15:00+00:00,10343500,1.56,A -2023-10-18 11:30:00+00:00,10343500,1.57,A -2023-10-18 11:45:00+00:00,10343500,1.57,A -2023-10-18 12:00:00+00:00,10343500,1.56,A -2023-10-18 12:15:00+00:00,10343500,1.56,A -2023-10-18 12:30:00+00:00,10343500,1.57,A -2023-10-18 12:45:00+00:00,10343500,1.57,A -2023-10-18 13:00:00+00:00,10343500,1.57,A -2023-10-18 13:15:00+00:00,10343500,1.57,A -2023-10-18 13:30:00+00:00,10343500,1.57,A -2023-10-18 13:45:00+00:00,10343500,1.57,A -2023-10-18 14:00:00+00:00,10343500,1.57,A -2023-10-18 14:15:00+00:00,10343500,1.57,A -2023-10-18 14:30:00+00:00,10343500,1.57,A -2023-10-18 14:45:00+00:00,10343500,1.57,A -2023-10-18 15:00:00+00:00,10343500,1.57,A -2023-10-18 15:15:00+00:00,10343500,1.57,A -2023-10-18 15:30:00+00:00,10343500,1.57,A -2023-10-18 15:45:00+00:00,10343500,1.57,A -2023-10-18 16:00:00+00:00,10343500,1.57,A -2023-10-18 16:15:00+00:00,10343500,1.57,A -2023-10-18 16:30:00+00:00,10343500,1.57,A -2023-10-18 16:45:00+00:00,10343500,1.57,A -2023-10-18 17:00:00+00:00,10343500,1.57,A -2023-10-18 17:15:00+00:00,10343500,1.57,A -2023-10-18 17:30:00+00:00,10343500,1.57,A -2023-10-18 17:45:00+00:00,10343500,1.57,A -2023-10-18 18:00:00+00:00,10343500,1.57,A -2023-10-18 18:15:00+00:00,10343500,1.57,A -2023-10-18 18:30:00+00:00,10343500,1.57,A -2023-10-18 18:45:00+00:00,10343500,1.57,A -2023-10-18 19:00:00+00:00,10343500,1.57,A -2023-10-18 19:15:00+00:00,10343500,1.57,A -2023-10-18 19:30:00+00:00,10343500,1.57,A -2023-10-18 19:45:00+00:00,10343500,1.57,A -2023-10-18 20:00:00+00:00,10343500,1.57,A -2023-10-18 20:15:00+00:00,10343500,1.57,A -2023-10-18 20:30:00+00:00,10343500,1.56,A -2023-10-18 20:45:00+00:00,10343500,1.57,A -2023-10-18 21:00:00+00:00,10343500,1.57,A -2023-10-18 21:15:00+00:00,10343500,1.57,A -2023-10-18 21:30:00+00:00,10343500,1.57,A -2023-10-18 21:45:00+00:00,10343500,1.57,A -2023-10-18 22:00:00+00:00,10343500,1.57,A -2023-10-18 22:15:00+00:00,10343500,1.57,A -2023-10-18 22:30:00+00:00,10343500,1.57,A -2023-10-18 22:45:00+00:00,10343500,1.57,A -2023-10-18 23:00:00+00:00,10343500,1.57,A -2023-10-18 23:15:00+00:00,10343500,1.56,A -2023-10-18 23:30:00+00:00,10343500,1.56,A -2023-10-18 23:45:00+00:00,10343500,1.56,A -2023-10-19 00:00:00+00:00,10343500,1.56,A -2023-10-19 00:15:00+00:00,10343500,1.56,A -2023-10-19 00:30:00+00:00,10343500,1.56,A -2023-10-19 00:45:00+00:00,10343500,1.56,A -2023-10-19 01:00:00+00:00,10343500,1.56,A -2023-10-19 01:15:00+00:00,10343500,1.56,A -2023-10-19 01:30:00+00:00,10343500,1.56,A -2023-10-19 01:45:00+00:00,10343500,1.56,A -2023-10-19 02:00:00+00:00,10343500,1.56,A -2023-10-19 02:15:00+00:00,10343500,1.56,A -2023-10-19 02:30:00+00:00,10343500,1.56,A -2023-10-19 02:45:00+00:00,10343500,1.56,A -2023-10-19 03:00:00+00:00,10343500,1.56,A -2023-10-19 03:15:00+00:00,10343500,1.56,A -2023-10-19 03:30:00+00:00,10343500,1.56,A -2023-10-19 03:45:00+00:00,10343500,1.56,A -2023-10-19 04:00:00+00:00,10343500,1.56,A -2023-10-19 04:15:00+00:00,10343500,1.56,A -2023-10-19 04:30:00+00:00,10343500,1.56,A -2023-10-19 04:45:00+00:00,10343500,1.56,A -2023-10-19 05:00:00+00:00,10343500,1.56,A -2023-10-19 05:15:00+00:00,10343500,1.56,A -2023-10-19 05:30:00+00:00,10343500,1.56,A -2023-10-19 05:45:00+00:00,10343500,1.56,A -2023-10-19 06:00:00+00:00,10343500,1.56,A -2023-10-19 06:15:00+00:00,10343500,1.56,A -2023-10-19 06:30:00+00:00,10343500,1.56,A -2023-10-19 06:45:00+00:00,10343500,1.56,A -2023-10-19 07:00:00+00:00,10343500,1.56,A -2023-10-19 07:15:00+00:00,10343500,1.56,A -2023-10-19 07:30:00+00:00,10343500,1.56,A -2023-10-19 07:45:00+00:00,10343500,1.56,A -2023-10-19 08:00:00+00:00,10343500,1.56,A -2023-10-19 08:15:00+00:00,10343500,1.56,A -2023-10-19 08:30:00+00:00,10343500,1.56,A -2023-10-19 08:45:00+00:00,10343500,1.56,A -2023-10-19 09:00:00+00:00,10343500,1.56,A -2023-10-19 09:15:00+00:00,10343500,1.56,A -2023-10-19 09:30:00+00:00,10343500,1.56,A -2023-10-19 09:45:00+00:00,10343500,1.56,A -2023-10-19 10:00:00+00:00,10343500,1.56,A -2023-10-19 10:15:00+00:00,10343500,1.56,A -2023-10-19 10:30:00+00:00,10343500,1.56,A -2023-10-19 10:45:00+00:00,10343500,1.56,A -2023-10-19 11:00:00+00:00,10343500,1.56,A -2023-10-19 11:15:00+00:00,10343500,1.56,A -2023-10-19 11:30:00+00:00,10343500,1.56,A -2023-10-19 11:45:00+00:00,10343500,1.56,A -2023-10-19 12:00:00+00:00,10343500,1.56,A -2023-10-19 12:15:00+00:00,10343500,1.57,A -2023-10-19 12:30:00+00:00,10343500,1.57,A -2023-10-19 12:45:00+00:00,10343500,1.57,A -2023-10-19 13:00:00+00:00,10343500,1.57,A -2023-10-19 13:15:00+00:00,10343500,1.57,A -2023-10-19 13:30:00+00:00,10343500,1.57,A -2023-10-19 13:45:00+00:00,10343500,1.57,A -2023-10-19 14:00:00+00:00,10343500,1.57,A -2023-10-19 14:15:00+00:00,10343500,1.57,A -2023-10-19 14:30:00+00:00,10343500,1.57,A -2023-10-19 14:45:00+00:00,10343500,1.57,A -2023-10-19 15:00:00+00:00,10343500,1.57,A -2023-10-19 15:15:00+00:00,10343500,1.57,A -2023-10-19 15:30:00+00:00,10343500,1.57,A -2023-10-19 15:45:00+00:00,10343500,1.57,A -2023-10-19 16:00:00+00:00,10343500,1.57,A -2023-10-19 16:15:00+00:00,10343500,1.57,A -2023-10-19 16:30:00+00:00,10343500,1.57,A -2023-10-19 16:45:00+00:00,10343500,1.57,A -2023-10-19 17:00:00+00:00,10343500,1.57,A -2023-10-19 17:15:00+00:00,10343500,1.57,A -2023-10-19 17:30:00+00:00,10343500,1.57,A -2023-10-19 17:45:00+00:00,10343500,1.57,A -2023-10-19 18:00:00+00:00,10343500,1.57,A -2023-10-19 18:15:00+00:00,10343500,1.57,A -2023-10-19 18:30:00+00:00,10343500,1.57,A -2023-10-19 18:45:00+00:00,10343500,1.57,A -2023-10-19 19:00:00+00:00,10343500,1.57,A -2023-10-19 19:15:00+00:00,10343500,1.57,A -2023-10-19 19:30:00+00:00,10343500,1.57,A -2023-10-19 19:45:00+00:00,10343500,1.57,A -2023-10-19 20:00:00+00:00,10343500,1.57,A -2023-10-19 20:15:00+00:00,10343500,1.57,A -2023-10-19 20:30:00+00:00,10343500,1.57,A -2023-10-19 20:45:00+00:00,10343500,1.57,A -2023-10-19 21:00:00+00:00,10343500,1.57,A -2023-10-19 21:15:00+00:00,10343500,1.57,A -2023-10-19 21:30:00+00:00,10343500,1.57,A -2023-10-19 21:45:00+00:00,10343500,1.57,A -2023-10-19 22:00:00+00:00,10343500,1.57,A -2023-10-19 22:15:00+00:00,10343500,1.57,A -2023-10-19 22:30:00+00:00,10343500,1.57,A -2023-10-19 22:45:00+00:00,10343500,1.57,A -2023-10-19 23:00:00+00:00,10343500,1.57,A -2023-10-19 23:15:00+00:00,10343500,1.57,A -2023-10-19 23:30:00+00:00,10343500,1.57,A -2023-10-19 23:45:00+00:00,10343500,1.56,A -2023-10-20 00:00:00+00:00,10343500,1.56,A -2023-10-20 00:15:00+00:00,10343500,1.56,A -2023-10-20 00:30:00+00:00,10343500,1.56,A -2023-10-20 00:45:00+00:00,10343500,1.56,A -2023-10-20 01:00:00+00:00,10343500,1.56,A -2023-10-20 01:15:00+00:00,10343500,1.56,A -2023-10-20 01:30:00+00:00,10343500,1.56,A -2023-10-20 01:45:00+00:00,10343500,1.56,A -2023-10-20 02:00:00+00:00,10343500,1.56,A -2023-10-20 02:15:00+00:00,10343500,1.56,A -2023-10-20 02:30:00+00:00,10343500,1.56,A -2023-10-20 02:45:00+00:00,10343500,1.56,A -2023-10-20 03:00:00+00:00,10343500,1.56,A -2023-10-20 03:15:00+00:00,10343500,1.56,A -2023-10-20 03:30:00+00:00,10343500,1.56,A -2023-10-20 03:45:00+00:00,10343500,1.56,A -2023-10-20 04:00:00+00:00,10343500,1.56,A -2023-10-20 04:15:00+00:00,10343500,1.56,A -2023-10-20 04:30:00+00:00,10343500,1.56,A -2023-10-20 04:45:00+00:00,10343500,1.56,A -2023-10-20 05:00:00+00:00,10343500,1.56,A -2023-10-20 05:15:00+00:00,10343500,1.56,A -2023-10-20 05:30:00+00:00,10343500,1.56,A -2023-10-20 05:45:00+00:00,10343500,1.56,A -2023-10-20 06:00:00+00:00,10343500,1.56,A -2023-10-20 06:15:00+00:00,10343500,1.56,A -2023-10-20 06:30:00+00:00,10343500,1.56,A -2023-10-20 06:45:00+00:00,10343500,1.56,A -2023-10-20 07:00:00+00:00,10343500,1.56,A -2023-10-20 07:15:00+00:00,10343500,1.56,A -2023-10-20 07:30:00+00:00,10343500,1.56,A -2023-10-20 07:45:00+00:00,10343500,1.56,A -2023-10-20 08:00:00+00:00,10343500,1.56,A -2023-10-20 08:15:00+00:00,10343500,1.56,A -2023-10-20 08:30:00+00:00,10343500,1.56,A -2023-10-20 08:45:00+00:00,10343500,1.56,A -2023-10-20 09:00:00+00:00,10343500,1.56,A -2023-10-20 09:15:00+00:00,10343500,1.56,A -2023-10-20 09:30:00+00:00,10343500,1.56,A -2023-10-20 09:45:00+00:00,10343500,1.56,A -2023-10-20 10:00:00+00:00,10343500,1.56,A -2023-10-20 10:15:00+00:00,10343500,1.56,A -2023-10-20 10:30:00+00:00,10343500,1.56,A -2023-10-20 10:45:00+00:00,10343500,1.56,A -2023-10-20 11:00:00+00:00,10343500,1.56,A -2023-10-20 11:15:00+00:00,10343500,1.56,A -2023-10-20 11:30:00+00:00,10343500,1.56,A -2023-10-20 11:45:00+00:00,10343500,1.56,A -2023-10-20 12:00:00+00:00,10343500,1.56,A -2023-10-20 12:15:00+00:00,10343500,1.56,A -2023-10-20 12:30:00+00:00,10343500,1.56,A -2023-10-20 12:45:00+00:00,10343500,1.56,A -2023-10-20 13:00:00+00:00,10343500,1.57,A -2023-10-20 13:15:00+00:00,10343500,1.57,A -2023-10-20 13:30:00+00:00,10343500,1.57,A -2023-10-20 13:45:00+00:00,10343500,1.57,A -2023-10-20 14:00:00+00:00,10343500,1.57,A -2023-10-20 14:15:00+00:00,10343500,1.57,A -2023-10-20 14:30:00+00:00,10343500,1.57,A -2023-10-20 14:45:00+00:00,10343500,1.57,A -2023-10-20 15:00:00+00:00,10343500,1.57,A -2023-10-20 15:15:00+00:00,10343500,1.57,A -2023-10-20 15:30:00+00:00,10343500,1.57,A -2023-10-20 15:45:00+00:00,10343500,1.57,A -2023-10-20 16:00:00+00:00,10343500,1.57,A -2023-10-20 16:15:00+00:00,10343500,1.57,A -2023-10-20 16:30:00+00:00,10343500,1.57,A -2023-10-20 16:45:00+00:00,10343500,1.57,A -2023-10-20 17:00:00+00:00,10343500,1.57,A -2023-10-20 17:15:00+00:00,10343500,1.57,A -2023-10-20 17:30:00+00:00,10343500,1.57,A -2023-10-20 17:45:00+00:00,10343500,1.57,A -2023-10-20 18:00:00+00:00,10343500,1.57,A -2023-10-20 18:15:00+00:00,10343500,1.57,A -2023-10-20 18:30:00+00:00,10343500,1.57,A -2023-10-20 18:45:00+00:00,10343500,1.57,A -2023-10-20 19:00:00+00:00,10343500,1.57,A -2023-10-20 19:15:00+00:00,10343500,1.57,A -2023-10-20 19:30:00+00:00,10343500,1.57,A -2023-10-20 19:45:00+00:00,10343500,1.57,A -2023-10-20 20:00:00+00:00,10343500,1.57,A -2023-10-20 20:15:00+00:00,10343500,1.57,A -2023-10-20 20:30:00+00:00,10343500,1.57,A -2023-10-20 20:45:00+00:00,10343500,1.57,A -2023-10-20 21:00:00+00:00,10343500,1.57,A -2023-10-20 21:15:00+00:00,10343500,1.57,A -2023-10-20 21:30:00+00:00,10343500,1.57,A -2023-10-20 21:45:00+00:00,10343500,1.57,A -2023-10-20 22:00:00+00:00,10343500,1.57,A -2023-10-20 22:15:00+00:00,10343500,1.57,A -2023-10-20 22:30:00+00:00,10343500,1.56,A -2023-10-20 22:45:00+00:00,10343500,1.56,A -2023-10-20 23:00:00+00:00,10343500,1.56,A -2023-10-20 23:15:00+00:00,10343500,1.56,A -2023-10-20 23:30:00+00:00,10343500,1.56,A -2023-10-20 23:45:00+00:00,10343500,1.56,A -2023-10-21 00:00:00+00:00,10343500,1.56,A -2023-10-21 00:15:00+00:00,10343500,1.56,A -2023-10-21 00:30:00+00:00,10343500,1.56,A -2023-10-21 00:45:00+00:00,10343500,1.56,A -2023-10-21 01:00:00+00:00,10343500,1.56,A -2023-10-21 01:15:00+00:00,10343500,1.56,A -2023-10-21 01:30:00+00:00,10343500,1.56,A -2023-10-21 01:45:00+00:00,10343500,1.56,A -2023-10-21 02:00:00+00:00,10343500,1.56,A -2023-10-21 02:15:00+00:00,10343500,1.56,A -2023-10-21 02:30:00+00:00,10343500,1.56,A -2023-10-21 02:45:00+00:00,10343500,1.56,A -2023-10-21 03:00:00+00:00,10343500,1.56,A -2023-10-21 03:15:00+00:00,10343500,1.56,A -2023-10-21 03:30:00+00:00,10343500,1.56,A -2023-10-21 03:45:00+00:00,10343500,1.56,A -2023-10-21 04:00:00+00:00,10343500,1.56,A -2023-10-21 04:15:00+00:00,10343500,1.56,A -2023-10-21 04:30:00+00:00,10343500,1.56,A -2023-10-21 04:45:00+00:00,10343500,1.56,A -2023-10-21 05:00:00+00:00,10343500,1.56,A -2023-10-21 05:15:00+00:00,10343500,1.56,A -2023-10-21 05:30:00+00:00,10343500,1.56,A -2023-10-21 05:45:00+00:00,10343500,1.56,A -2023-10-21 06:00:00+00:00,10343500,1.56,A -2023-10-21 06:15:00+00:00,10343500,1.56,A -2023-10-21 06:30:00+00:00,10343500,1.56,A -2023-10-21 06:45:00+00:00,10343500,1.56,A -2023-10-21 07:00:00+00:00,10343500,1.56,A -2023-10-21 07:15:00+00:00,10343500,1.56,A -2023-10-21 07:30:00+00:00,10343500,1.56,A -2023-10-21 07:45:00+00:00,10343500,1.56,A -2023-10-21 08:00:00+00:00,10343500,1.56,A -2023-10-21 08:15:00+00:00,10343500,1.56,A -2023-10-21 08:30:00+00:00,10343500,1.56,A -2023-10-21 08:45:00+00:00,10343500,1.56,A -2023-10-21 09:00:00+00:00,10343500,1.56,A -2023-10-21 09:15:00+00:00,10343500,1.56,A -2023-10-21 09:30:00+00:00,10343500,1.56,A -2023-10-21 09:45:00+00:00,10343500,1.56,A -2023-10-21 10:00:00+00:00,10343500,1.56,A -2023-10-21 10:15:00+00:00,10343500,1.56,A -2023-10-21 10:30:00+00:00,10343500,1.56,A -2023-10-21 10:45:00+00:00,10343500,1.56,A -2023-10-21 11:00:00+00:00,10343500,1.56,A -2023-10-21 11:15:00+00:00,10343500,1.56,A -2023-10-21 11:30:00+00:00,10343500,1.56,A -2023-10-21 11:45:00+00:00,10343500,1.56,A -2023-10-21 12:00:00+00:00,10343500,1.56,A -2023-10-21 12:15:00+00:00,10343500,1.57,A -2023-10-21 12:30:00+00:00,10343500,1.57,A -2023-10-21 12:45:00+00:00,10343500,1.57,A -2023-10-21 13:00:00+00:00,10343500,1.57,A -2023-10-21 13:15:00+00:00,10343500,1.57,A -2023-10-21 13:30:00+00:00,10343500,1.57,A -2023-10-21 13:45:00+00:00,10343500,1.57,A -2023-10-21 14:00:00+00:00,10343500,1.57,A -2023-10-21 14:15:00+00:00,10343500,1.57,A -2023-10-21 14:30:00+00:00,10343500,1.57,A -2023-10-21 14:45:00+00:00,10343500,1.57,A -2023-10-21 15:00:00+00:00,10343500,1.57,A -2023-10-21 15:15:00+00:00,10343500,1.57,A -2023-10-21 15:30:00+00:00,10343500,1.57,A -2023-10-21 15:45:00+00:00,10343500,1.57,A -2023-10-21 16:00:00+00:00,10343500,1.57,A -2023-10-21 16:15:00+00:00,10343500,1.57,A -2023-10-21 16:30:00+00:00,10343500,1.57,A -2023-10-21 16:45:00+00:00,10343500,1.57,A -2023-10-21 17:00:00+00:00,10343500,1.57,A -2023-10-21 17:15:00+00:00,10343500,1.57,A -2023-10-21 17:30:00+00:00,10343500,1.57,A -2023-10-21 17:45:00+00:00,10343500,1.57,A -2023-10-21 18:00:00+00:00,10343500,1.57,A -2023-10-21 18:15:00+00:00,10343500,1.57,A -2023-10-21 18:30:00+00:00,10343500,1.57,A -2023-10-21 18:45:00+00:00,10343500,1.57,A -2023-10-21 19:00:00+00:00,10343500,1.57,A -2023-10-21 19:15:00+00:00,10343500,1.57,A -2023-10-21 19:30:00+00:00,10343500,1.57,A -2023-10-21 19:45:00+00:00,10343500,1.57,A -2023-10-21 20:00:00+00:00,10343500,1.57,A -2023-10-21 20:15:00+00:00,10343500,1.57,A -2023-10-21 20:30:00+00:00,10343500,1.57,A -2023-10-21 20:45:00+00:00,10343500,1.57,A -2023-10-21 21:00:00+00:00,10343500,1.57,A -2023-10-21 21:15:00+00:00,10343500,1.57,A -2023-10-21 21:30:00+00:00,10343500,1.57,A -2023-10-21 21:45:00+00:00,10343500,1.57,A -2023-10-21 22:00:00+00:00,10343500,1.57,A -2023-10-21 22:15:00+00:00,10343500,1.57,A -2023-10-21 22:30:00+00:00,10343500,1.57,A -2023-10-21 22:45:00+00:00,10343500,1.57,A -2023-10-21 23:00:00+00:00,10343500,1.57,A -2023-10-21 23:15:00+00:00,10343500,1.57,A -2023-10-21 23:30:00+00:00,10343500,1.57,A -2023-10-21 23:45:00+00:00,10343500,1.56,A -2023-10-22 00:00:00+00:00,10343500,1.56,A -2023-10-22 00:15:00+00:00,10343500,1.56,A -2023-10-22 00:30:00+00:00,10343500,1.56,A -2023-10-22 00:45:00+00:00,10343500,1.56,A -2023-10-22 01:00:00+00:00,10343500,1.56,A -2023-10-22 01:15:00+00:00,10343500,1.56,A -2023-10-22 01:30:00+00:00,10343500,1.56,A -2023-10-22 01:45:00+00:00,10343500,1.56,A -2023-10-22 02:00:00+00:00,10343500,1.56,A -2023-10-22 02:15:00+00:00,10343500,1.56,A -2023-10-22 02:30:00+00:00,10343500,1.56,A -2023-10-22 02:45:00+00:00,10343500,1.56,A -2023-10-22 03:00:00+00:00,10343500,1.56,A -2023-10-22 03:15:00+00:00,10343500,1.56,A -2023-10-22 03:30:00+00:00,10343500,1.56,A -2023-10-22 03:45:00+00:00,10343500,1.56,A -2023-10-22 04:00:00+00:00,10343500,1.56,A -2023-10-22 04:15:00+00:00,10343500,1.56,A -2023-10-22 04:30:00+00:00,10343500,1.56,A -2023-10-22 04:45:00+00:00,10343500,1.56,A -2023-10-22 05:00:00+00:00,10343500,1.56,A -2023-10-22 05:15:00+00:00,10343500,1.56,A -2023-10-22 05:30:00+00:00,10343500,1.56,A -2023-10-22 05:45:00+00:00,10343500,1.56,A -2023-10-22 06:00:00+00:00,10343500,1.56,A -2023-10-22 06:15:00+00:00,10343500,1.56,A -2023-10-22 06:30:00+00:00,10343500,1.56,A -2023-10-22 06:45:00+00:00,10343500,1.56,A -2023-10-22 07:00:00+00:00,10343500,1.56,A -2023-10-22 07:15:00+00:00,10343500,1.56,A -2023-10-22 07:30:00+00:00,10343500,1.56,A -2023-10-22 07:45:00+00:00,10343500,1.56,A -2023-10-22 08:00:00+00:00,10343500,1.56,A -2023-10-22 08:15:00+00:00,10343500,1.56,A -2023-10-22 08:30:00+00:00,10343500,1.56,A -2023-10-22 08:45:00+00:00,10343500,1.56,A -2023-10-22 09:00:00+00:00,10343500,1.56,A -2023-10-22 09:15:00+00:00,10343500,1.56,A -2023-10-22 09:30:00+00:00,10343500,1.57,A -2023-10-22 09:45:00+00:00,10343500,1.56,A -2023-10-22 10:00:00+00:00,10343500,1.56,A -2023-10-22 10:15:00+00:00,10343500,1.56,A -2023-10-22 10:30:00+00:00,10343500,1.56,A -2023-10-22 10:45:00+00:00,10343500,1.57,A -2023-10-22 11:00:00+00:00,10343500,1.57,A -2023-10-22 11:15:00+00:00,10343500,1.57,A -2023-10-22 11:30:00+00:00,10343500,1.57,A -2023-10-22 11:45:00+00:00,10343500,1.57,A -2023-10-22 12:00:00+00:00,10343500,1.57,A -2023-10-22 12:15:00+00:00,10343500,1.57,A -2023-10-22 12:30:00+00:00,10343500,1.57,A -2023-10-22 12:45:00+00:00,10343500,1.57,A -2023-10-22 13:00:00+00:00,10343500,1.57,A -2023-10-22 13:15:00+00:00,10343500,1.57,A -2023-10-22 13:30:00+00:00,10343500,1.57,A -2023-10-22 13:45:00+00:00,10343500,1.57,A -2023-10-22 14:00:00+00:00,10343500,1.57,A -2023-10-22 14:15:00+00:00,10343500,1.57,A -2023-10-22 14:30:00+00:00,10343500,1.57,A -2023-10-22 14:45:00+00:00,10343500,1.57,A -2023-10-22 15:00:00+00:00,10343500,1.57,A -2023-10-22 15:15:00+00:00,10343500,1.57,A -2023-10-22 15:30:00+00:00,10343500,1.57,A -2023-10-22 15:45:00+00:00,10343500,1.57,A -2023-10-22 16:00:00+00:00,10343500,1.57,A -2023-10-22 16:15:00+00:00,10343500,1.57,A -2023-10-22 16:30:00+00:00,10343500,1.57,A -2023-10-22 16:45:00+00:00,10343500,1.57,A -2023-10-22 17:00:00+00:00,10343500,1.57,A -2023-10-22 17:15:00+00:00,10343500,1.57,A -2023-10-22 17:30:00+00:00,10343500,1.57,A -2023-10-22 17:45:00+00:00,10343500,1.57,A -2023-10-22 18:00:00+00:00,10343500,1.57,A -2023-10-22 18:15:00+00:00,10343500,1.57,A -2023-10-22 18:30:00+00:00,10343500,1.57,A -2023-10-22 18:45:00+00:00,10343500,1.57,A -2023-10-22 19:00:00+00:00,10343500,1.57,A -2023-10-22 19:15:00+00:00,10343500,1.58,A -2023-10-22 19:30:00+00:00,10343500,1.58,A -2023-10-22 19:45:00+00:00,10343500,1.58,A -2023-10-22 20:00:00+00:00,10343500,1.58,A -2023-10-22 20:15:00+00:00,10343500,1.58,A -2023-10-22 20:30:00+00:00,10343500,1.58,A -2023-10-22 20:45:00+00:00,10343500,1.58,A -2023-10-22 21:00:00+00:00,10343500,1.58,A -2023-10-22 21:15:00+00:00,10343500,1.58,A -2023-10-22 21:30:00+00:00,10343500,1.58,A -2023-10-22 21:45:00+00:00,10343500,1.59,A -2023-10-22 22:00:00+00:00,10343500,1.59,A -2023-10-22 22:15:00+00:00,10343500,1.59,A -2023-10-22 22:30:00+00:00,10343500,1.59,A -2023-10-22 22:45:00+00:00,10343500,1.59,A -2023-10-22 23:00:00+00:00,10343500,1.59,A -2023-10-22 23:15:00+00:00,10343500,1.58,A -2023-10-22 23:30:00+00:00,10343500,1.58,A -2023-10-22 23:45:00+00:00,10343500,1.58,A -2023-10-23 00:00:00+00:00,10343500,1.58,A -2023-10-23 00:15:00+00:00,10343500,1.59,A -2023-10-23 00:30:00+00:00,10343500,1.59,A -2023-10-23 00:45:00+00:00,10343500,1.59,A -2023-10-23 01:00:00+00:00,10343500,1.59,A -2023-10-23 01:15:00+00:00,10343500,1.59,A -2023-10-23 01:30:00+00:00,10343500,1.59,A -2023-10-23 01:45:00+00:00,10343500,1.59,A -2023-10-23 02:00:00+00:00,10343500,1.6,A -2023-10-23 02:15:00+00:00,10343500,1.6,A -2023-10-23 02:30:00+00:00,10343500,1.61,A -2023-10-23 02:45:00+00:00,10343500,1.61,A -2023-10-23 03:00:00+00:00,10343500,1.62,A -2023-10-23 03:15:00+00:00,10343500,1.62,A -2023-10-23 03:30:00+00:00,10343500,1.62,A -2023-10-23 03:45:00+00:00,10343500,1.62,A -2023-10-23 04:00:00+00:00,10343500,1.63,A -2023-10-23 04:15:00+00:00,10343500,1.63,A -2023-10-23 04:30:00+00:00,10343500,1.63,A -2023-10-23 04:45:00+00:00,10343500,1.63,A -2023-10-23 05:00:00+00:00,10343500,1.63,A -2023-10-23 05:15:00+00:00,10343500,1.63,A -2023-10-23 05:30:00+00:00,10343500,1.63,A -2023-10-23 05:45:00+00:00,10343500,1.63,A -2023-10-23 06:00:00+00:00,10343500,1.63,A -2023-10-23 06:15:00+00:00,10343500,1.63,A -2023-10-23 06:30:00+00:00,10343500,1.63,A -2023-10-23 06:45:00+00:00,10343500,1.63,A -2023-10-23 07:00:00+00:00,10343500,1.63,A -2023-10-23 07:15:00+00:00,10343500,1.63,A -2023-10-23 07:30:00+00:00,10343500,1.63,A -2023-10-23 07:45:00+00:00,10343500,1.63,A -2023-10-23 08:00:00+00:00,10343500,1.63,A -2023-10-23 08:15:00+00:00,10343500,1.63,A -2023-10-23 08:30:00+00:00,10343500,1.63,A -2023-10-23 08:45:00+00:00,10343500,1.63,A -2023-10-23 09:00:00+00:00,10343500,1.63,A -2023-10-23 09:15:00+00:00,10343500,1.63,A -2023-10-23 09:30:00+00:00,10343500,1.63,A -2023-10-23 09:45:00+00:00,10343500,1.63,A -2023-10-23 10:00:00+00:00,10343500,1.62,A -2023-10-23 10:15:00+00:00,10343500,1.62,A -2023-10-23 10:30:00+00:00,10343500,1.62,A -2023-10-23 10:45:00+00:00,10343500,1.62,A -2023-10-23 11:00:00+00:00,10343500,1.62,A -2023-10-23 11:15:00+00:00,10343500,1.62,A -2023-10-23 11:30:00+00:00,10343500,1.62,A -2023-10-23 11:45:00+00:00,10343500,1.62,A -2023-10-23 12:00:00+00:00,10343500,1.62,A -2023-10-23 12:15:00+00:00,10343500,1.62,A -2023-10-23 12:30:00+00:00,10343500,1.62,A -2023-10-23 12:45:00+00:00,10343500,1.62,A -2023-10-23 13:00:00+00:00,10343500,1.62,A -2023-10-23 13:15:00+00:00,10343500,1.62,A -2023-10-23 13:30:00+00:00,10343500,1.61,A -2023-10-23 13:45:00+00:00,10343500,1.61,A -2023-10-23 14:00:00+00:00,10343500,1.61,A -2023-10-23 14:15:00+00:00,10343500,1.61,A -2023-10-23 14:30:00+00:00,10343500,1.61,A -2023-10-23 14:45:00+00:00,10343500,1.61,A -2023-10-23 15:00:00+00:00,10343500,1.61,A -2023-10-23 15:15:00+00:00,10343500,1.61,A -2023-10-23 15:30:00+00:00,10343500,1.61,A -2023-10-23 15:45:00+00:00,10343500,1.61,A -2023-10-23 16:00:00+00:00,10343500,1.61,A -2023-10-23 16:15:00+00:00,10343500,1.61,A -2023-10-23 16:30:00+00:00,10343500,1.61,A -2023-10-23 16:45:00+00:00,10343500,1.61,A -2023-10-23 17:00:00+00:00,10343500,1.61,A -2023-10-23 17:15:00+00:00,10343500,1.61,A -2023-10-23 17:30:00+00:00,10343500,1.61,A -2023-10-23 17:45:00+00:00,10343500,1.61,A -2023-10-23 18:00:00+00:00,10343500,1.6,A -2023-10-23 18:15:00+00:00,10343500,1.61,A -2023-10-23 18:30:00+00:00,10343500,1.6,A -2023-10-23 18:45:00+00:00,10343500,1.6,A -2023-10-23 19:00:00+00:00,10343500,1.6,A -2023-10-23 19:15:00+00:00,10343500,1.6,A -2023-10-23 19:30:00+00:00,10343500,1.61,A -2023-10-23 19:45:00+00:00,10343500,1.61,A -2023-10-23 20:00:00+00:00,10343500,1.61,A -2023-10-23 20:15:00+00:00,10343500,1.61,A -2023-10-23 20:30:00+00:00,10343500,1.61,A -2023-10-23 20:45:00+00:00,10343500,1.61,A -2023-10-23 21:00:00+00:00,10343500,1.61,A -2023-10-23 21:15:00+00:00,10343500,1.61,A -2023-10-23 21:30:00+00:00,10343500,1.61,A -2023-10-23 21:45:00+00:00,10343500,1.61,A -2023-10-23 22:00:00+00:00,10343500,1.61,A -2023-10-23 22:15:00+00:00,10343500,1.61,A -2023-10-23 22:30:00+00:00,10343500,1.61,A -2023-10-23 22:45:00+00:00,10343500,1.61,A -2023-10-23 23:00:00+00:00,10343500,1.6,A -2023-10-23 23:15:00+00:00,10343500,1.6,A -2023-10-23 23:30:00+00:00,10343500,1.6,A -2023-10-23 23:45:00+00:00,10343500,1.6,A -2023-10-24 00:00:00+00:00,10343500,1.6,A -2023-10-24 00:15:00+00:00,10343500,1.6,A -2023-10-24 00:30:00+00:00,10343500,1.6,A -2023-10-24 00:45:00+00:00,10343500,1.6,A -2023-10-24 01:00:00+00:00,10343500,1.6,A -2023-10-24 01:15:00+00:00,10343500,1.6,A -2023-10-24 01:30:00+00:00,10343500,1.6,A -2023-10-24 01:45:00+00:00,10343500,1.6,A -2023-10-24 02:00:00+00:00,10343500,1.6,A -2023-10-24 02:15:00+00:00,10343500,1.6,A -2023-10-24 02:30:00+00:00,10343500,1.6,A -2023-10-24 02:45:00+00:00,10343500,1.6,A -2023-10-24 03:00:00+00:00,10343500,1.6,A -2023-10-24 03:15:00+00:00,10343500,1.6,A -2023-10-24 03:30:00+00:00,10343500,1.6,A -2023-10-24 03:45:00+00:00,10343500,1.6,A -2023-10-24 04:00:00+00:00,10343500,1.6,A -2023-10-24 04:15:00+00:00,10343500,1.6,A -2023-10-24 04:30:00+00:00,10343500,1.6,A -2023-10-24 04:45:00+00:00,10343500,1.6,A -2023-10-24 05:00:00+00:00,10343500,1.6,A -2023-10-24 05:15:00+00:00,10343500,1.6,A -2023-10-24 05:30:00+00:00,10343500,1.6,A -2023-10-24 05:45:00+00:00,10343500,1.59,A -2023-10-24 06:00:00+00:00,10343500,1.59,A -2023-10-24 06:15:00+00:00,10343500,1.59,A -2023-10-24 06:30:00+00:00,10343500,1.59,A -2023-10-24 06:45:00+00:00,10343500,1.59,A -2023-10-24 07:00:00+00:00,10343500,1.59,A -2023-10-24 07:15:00+00:00,10343500,1.59,A -2023-10-24 07:30:00+00:00,10343500,1.59,A -2023-10-24 07:45:00+00:00,10343500,1.59,A -2023-10-24 08:00:00+00:00,10343500,1.59,A -2023-10-24 08:15:00+00:00,10343500,1.59,A -2023-10-24 08:30:00+00:00,10343500,1.59,A -2023-10-24 08:45:00+00:00,10343500,1.59,A -2023-10-24 09:00:00+00:00,10343500,1.59,A -2023-10-24 09:15:00+00:00,10343500,1.59,A -2023-10-24 09:30:00+00:00,10343500,1.59,A -2023-10-24 09:45:00+00:00,10343500,1.59,A -2023-10-24 10:00:00+00:00,10343500,1.59,A -2023-10-24 10:15:00+00:00,10343500,1.59,A -2023-10-24 10:30:00+00:00,10343500,1.59,A -2023-10-24 10:45:00+00:00,10343500,1.59,A -2023-10-24 11:00:00+00:00,10343500,1.59,A -2023-10-24 11:15:00+00:00,10343500,1.59,A -2023-10-24 11:30:00+00:00,10343500,1.59,A -2023-10-24 11:45:00+00:00,10343500,1.59,A -2023-10-24 12:00:00+00:00,10343500,1.59,A -2023-10-24 12:15:00+00:00,10343500,1.59,A -2023-10-24 12:30:00+00:00,10343500,1.59,A -2023-10-24 12:45:00+00:00,10343500,1.59,A -2023-10-24 13:00:00+00:00,10343500,1.59,A -2023-10-24 13:15:00+00:00,10343500,1.59,A -2023-10-24 13:30:00+00:00,10343500,1.59,A -2023-10-24 13:45:00+00:00,10343500,1.59,A -2023-10-24 14:00:00+00:00,10343500,1.59,A -2023-10-24 14:15:00+00:00,10343500,1.59,A -2023-10-24 14:30:00+00:00,10343500,1.59,A -2023-10-24 14:45:00+00:00,10343500,1.59,A -2023-10-24 15:00:00+00:00,10343500,1.59,A -2023-10-24 15:15:00+00:00,10343500,1.59,A -2023-10-24 15:30:00+00:00,10343500,1.59,A -2023-10-24 15:45:00+00:00,10343500,1.59,A -2023-10-24 16:00:00+00:00,10343500,1.59,A -2023-10-24 16:15:00+00:00,10343500,1.59,A -2023-10-24 16:30:00+00:00,10343500,1.6,A -2023-10-24 16:45:00+00:00,10343500,1.6,A -2023-10-24 17:00:00+00:00,10343500,1.6,A -2023-10-24 17:15:00+00:00,10343500,1.6,A -2023-10-24 17:30:00+00:00,10343500,1.6,A -2023-10-24 17:45:00+00:00,10343500,1.6,A -2023-10-24 18:00:00+00:00,10343500,1.6,A -2023-10-24 18:15:00+00:00,10343500,1.6,A -2023-10-24 18:30:00+00:00,10343500,1.6,A -2023-10-24 18:45:00+00:00,10343500,1.61,A -2023-10-24 19:00:00+00:00,10343500,1.61,A -2023-10-24 19:15:00+00:00,10343500,1.61,A -2023-10-24 19:30:00+00:00,10343500,1.61,A -2023-10-24 19:45:00+00:00,10343500,1.61,A -2023-10-24 20:00:00+00:00,10343500,1.61,A -2023-10-24 20:15:00+00:00,10343500,1.61,A -2023-10-24 20:30:00+00:00,10343500,1.61,A -2023-10-24 20:45:00+00:00,10343500,1.61,A -2023-10-24 21:00:00+00:00,10343500,1.61,A -2023-10-24 21:15:00+00:00,10343500,1.61,A -2023-10-24 21:30:00+00:00,10343500,1.61,A -2023-10-24 21:45:00+00:00,10343500,1.6,A -2023-10-24 22:00:00+00:00,10343500,1.6,A -2023-10-24 22:15:00+00:00,10343500,1.6,A -2023-10-24 22:30:00+00:00,10343500,1.6,A -2023-10-24 22:45:00+00:00,10343500,1.6,A -2023-10-24 23:00:00+00:00,10343500,1.6,A -2023-10-24 23:15:00+00:00,10343500,1.6,A -2023-10-24 23:30:00+00:00,10343500,1.6,A -2023-10-24 23:45:00+00:00,10343500,1.6,A -2023-10-25 00:00:00+00:00,10343500,1.6,A -2023-10-25 00:15:00+00:00,10343500,1.6,A -2023-10-25 00:30:00+00:00,10343500,1.6,A -2023-10-25 00:45:00+00:00,10343500,1.6,A -2023-10-25 01:00:00+00:00,10343500,1.6,A -2023-10-25 01:15:00+00:00,10343500,1.6,A -2023-10-25 01:30:00+00:00,10343500,1.6,A -2023-10-25 01:45:00+00:00,10343500,1.6,A -2023-10-25 02:00:00+00:00,10343500,1.6,A -2023-10-25 02:15:00+00:00,10343500,1.6,A -2023-10-25 02:30:00+00:00,10343500,1.59,A -2023-10-25 02:45:00+00:00,10343500,1.59,A -2023-10-25 03:00:00+00:00,10343500,1.59,A -2023-10-25 03:15:00+00:00,10343500,1.59,A -2023-10-25 03:30:00+00:00,10343500,1.59,A -2023-10-25 03:45:00+00:00,10343500,1.59,A -2023-10-25 04:00:00+00:00,10343500,1.59,A -2023-10-25 04:15:00+00:00,10343500,1.59,A -2023-10-25 04:30:00+00:00,10343500,1.59,A -2023-10-25 04:45:00+00:00,10343500,1.59,A -2023-10-25 05:00:00+00:00,10343500,1.59,A -2023-10-25 05:15:00+00:00,10343500,1.59,A -2023-10-25 05:30:00+00:00,10343500,1.59,A -2023-10-25 05:45:00+00:00,10343500,1.59,A -2023-10-25 06:00:00+00:00,10343500,1.59,A -2023-10-25 06:15:00+00:00,10343500,1.59,A -2023-10-25 06:30:00+00:00,10343500,1.59,A -2023-10-25 06:45:00+00:00,10343500,1.59,A -2023-10-25 07:00:00+00:00,10343500,1.59,A -2023-10-25 07:15:00+00:00,10343500,1.59,A -2023-10-25 07:30:00+00:00,10343500,1.59,A -2023-10-25 07:45:00+00:00,10343500,1.59,A -2023-10-25 08:00:00+00:00,10343500,1.59,A -2023-10-25 08:15:00+00:00,10343500,1.59,A -2023-10-25 08:30:00+00:00,10343500,1.59,A -2023-10-25 08:45:00+00:00,10343500,1.59,A -2023-10-25 09:00:00+00:00,10343500,1.59,A -2023-10-25 09:15:00+00:00,10343500,1.59,A -2023-10-25 09:30:00+00:00,10343500,1.59,A -2023-10-25 09:45:00+00:00,10343500,1.59,A -2023-10-25 10:00:00+00:00,10343500,1.59,A -2023-10-25 10:15:00+00:00,10343500,1.59,A -2023-10-25 10:30:00+00:00,10343500,1.59,A -2023-10-25 10:45:00+00:00,10343500,1.59,A -2023-10-25 11:00:00+00:00,10343500,1.59,A -2023-10-25 11:15:00+00:00,10343500,1.59,A -2023-10-25 11:30:00+00:00,10343500,1.59,A -2023-10-25 11:45:00+00:00,10343500,1.6,A -2023-10-25 12:00:00+00:00,10343500,1.6,A -2023-10-25 12:15:00+00:00,10343500,1.6,A -2023-10-25 12:30:00+00:00,10343500,1.6,A -2023-10-25 12:45:00+00:00,10343500,1.6,A -2023-10-25 13:00:00+00:00,10343500,1.6,A -2023-10-25 13:15:00+00:00,10343500,1.6,A -2023-10-25 13:30:00+00:00,10343500,1.6,A -2023-10-25 13:45:00+00:00,10343500,1.6,A -2023-10-25 14:00:00+00:00,10343500,1.6,A -2023-10-25 14:15:00+00:00,10343500,1.6,A -2023-10-25 14:30:00+00:00,10343500,1.6,A -2023-10-25 14:45:00+00:00,10343500,1.6,A -2023-10-25 15:00:00+00:00,10343500,1.6,A -2023-10-25 15:15:00+00:00,10343500,1.6,A -2023-10-25 15:30:00+00:00,10343500,1.6,A -2023-10-25 15:45:00+00:00,10343500,1.6,A -2023-10-25 16:00:00+00:00,10343500,1.6,A -2023-10-25 16:15:00+00:00,10343500,1.6,A -2023-10-25 16:30:00+00:00,10343500,1.6,A -2023-10-25 16:45:00+00:00,10343500,1.6,A -2023-10-25 17:00:00+00:00,10343500,1.6,A -2023-10-25 17:15:00+00:00,10343500,1.6,A -2023-10-25 17:30:00+00:00,10343500,1.6,A -2023-10-25 17:45:00+00:00,10343500,1.6,A -2023-10-25 18:00:00+00:00,10343500,1.6,A -2023-10-25 18:15:00+00:00,10343500,1.6,A -2023-10-25 18:30:00+00:00,10343500,1.6,A 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00:30:00+00:00,10343500,1.75,A -2023-10-26 00:45:00+00:00,10343500,1.75,A -2023-10-26 01:00:00+00:00,10343500,1.75,A -2023-10-26 01:15:00+00:00,10343500,1.75,A -2023-10-26 01:30:00+00:00,10343500,1.75,A -2023-10-26 01:45:00+00:00,10343500,1.74,A -2023-10-26 02:00:00+00:00,10343500,1.74,A -2023-10-26 02:15:00+00:00,10343500,1.74,A -2023-10-26 02:30:00+00:00,10343500,1.74,A -2023-10-26 02:45:00+00:00,10343500,1.74,A -2023-10-26 03:00:00+00:00,10343500,1.74,A -2023-10-26 03:15:00+00:00,10343500,1.74,A -2023-10-26 03:30:00+00:00,10343500,1.74,A -2023-10-26 03:45:00+00:00,10343500,1.74,A -2023-10-26 04:00:00+00:00,10343500,1.73,A -2023-10-26 04:15:00+00:00,10343500,1.73,A -2023-10-26 04:30:00+00:00,10343500,1.73,A -2023-10-26 04:45:00+00:00,10343500,1.72,A -2023-10-26 05:00:00+00:00,10343500,1.72,A -2023-10-26 05:15:00+00:00,10343500,1.72,A -2023-10-26 05:30:00+00:00,10343500,1.71,A -2023-10-26 05:45:00+00:00,10343500,1.71,A -2023-10-26 06:00:00+00:00,10343500,1.71,A -2023-10-26 06:15:00+00:00,10343500,1.71,A -2023-10-26 06:30:00+00:00,10343500,1.7,A -2023-10-26 06:45:00+00:00,10343500,1.7,A -2023-10-26 07:00:00+00:00,10343500,1.7,A -2023-10-26 07:15:00+00:00,10343500,1.7,A -2023-10-26 07:30:00+00:00,10343500,1.69,A -2023-10-26 07:45:00+00:00,10343500,1.69,A -2023-10-26 08:00:00+00:00,10343500,1.69,A -2023-10-26 08:15:00+00:00,10343500,1.69,A -2023-10-26 08:30:00+00:00,10343500,1.68,A -2023-10-26 08:45:00+00:00,10343500,1.68,A -2023-10-26 09:00:00+00:00,10343500,1.68,A -2023-10-26 09:15:00+00:00,10343500,1.68,A -2023-10-26 09:30:00+00:00,10343500,1.68,A -2023-10-26 09:45:00+00:00,10343500,1.67,A -2023-10-26 10:00:00+00:00,10343500,1.67,A -2023-10-26 10:15:00+00:00,10343500,1.67,A -2023-10-26 10:30:00+00:00,10343500,1.67,A -2023-10-26 10:45:00+00:00,10343500,1.67,A -2023-10-26 11:00:00+00:00,10343500,1.67,A -2023-10-26 11:15:00+00:00,10343500,1.66,A -2023-10-26 11:30:00+00:00,10343500,1.66,A -2023-10-26 11:45:00+00:00,10343500,1.66,A -2023-10-26 12:00:00+00:00,10343500,1.66,A -2023-10-26 12:15:00+00:00,10343500,1.66,A -2023-10-26 12:30:00+00:00,10343500,1.66,A -2023-10-26 12:45:00+00:00,10343500,1.66,A -2023-10-26 13:00:00+00:00,10343500,1.66,A -2023-10-26 13:15:00+00:00,10343500,1.65,A -2023-10-26 13:30:00+00:00,10343500,1.65,A -2023-10-26 13:45:00+00:00,10343500,1.65,A -2023-10-26 14:00:00+00:00,10343500,1.65,A -2023-10-26 14:15:00+00:00,10343500,1.65,A -2023-10-26 14:30:00+00:00,10343500,1.65,A -2023-10-26 14:45:00+00:00,10343500,1.65,A -2023-10-26 15:00:00+00:00,10343500,1.65,A -2023-10-26 15:15:00+00:00,10343500,1.65,A -2023-10-26 15:30:00+00:00,10343500,1.65,A -2023-10-26 15:45:00+00:00,10343500,1.65,A -2023-10-26 16:00:00+00:00,10343500,1.64,A -2023-10-26 16:15:00+00:00,10343500,1.64,A -2023-10-26 16:30:00+00:00,10343500,1.64,A -2023-10-26 16:45:00+00:00,10343500,1.64,A -2023-10-26 17:00:00+00:00,10343500,1.64,A -2023-10-26 17:15:00+00:00,10343500,1.64,A -2023-10-26 17:30:00+00:00,10343500,1.64,A -2023-10-26 17:45:00+00:00,10343500,1.64,A -2023-10-26 18:00:00+00:00,10343500,1.64,A -2023-10-26 18:15:00+00:00,10343500,1.64,A -2023-10-26 18:30:00+00:00,10343500,1.64,A -2023-10-26 18:45:00+00:00,10343500,1.64,A -2023-10-26 19:00:00+00:00,10343500,1.64,A -2023-10-26 19:15:00+00:00,10343500,1.64,A -2023-10-26 19:30:00+00:00,10343500,1.64,A -2023-10-26 19:45:00+00:00,10343500,1.65,A -2023-10-26 20:00:00+00:00,10343500,1.65,A -2023-10-26 20:15:00+00:00,10343500,1.65,A -2023-10-26 20:30:00+00:00,10343500,1.65,A -2023-10-26 20:45:00+00:00,10343500,1.65,A -2023-10-26 21:00:00+00:00,10343500,1.65,A -2023-10-26 21:15:00+00:00,10343500,1.65,A -2023-10-26 21:30:00+00:00,10343500,1.66,A -2023-10-26 21:45:00+00:00,10343500,1.66,A -2023-10-26 22:00:00+00:00,10343500,1.66,A -2023-10-26 22:15:00+00:00,10343500,1.66,A -2023-10-26 22:30:00+00:00,10343500,1.66,A -2023-10-26 22:45:00+00:00,10343500,1.66,A -2023-10-26 23:00:00+00:00,10343500,1.66,A -2023-10-26 23:15:00+00:00,10343500,1.66,A -2023-10-26 23:30:00+00:00,10343500,1.66,A -2023-10-26 23:45:00+00:00,10343500,1.66,A -2023-10-27 00:00:00+00:00,10343500,1.65,A -2023-10-27 00:15:00+00:00,10343500,1.65,A -2023-10-27 00:30:00+00:00,10343500,1.65,A -2023-10-27 00:45:00+00:00,10343500,1.65,A -2023-10-27 01:00:00+00:00,10343500,1.65,A -2023-10-27 01:15:00+00:00,10343500,1.65,A -2023-10-27 01:30:00+00:00,10343500,1.65,A -2023-10-27 01:45:00+00:00,10343500,1.65,A -2023-10-27 02:00:00+00:00,10343500,1.65,A -2023-10-27 02:15:00+00:00,10343500,1.65,A -2023-10-27 02:30:00+00:00,10343500,1.65,A -2023-10-27 02:45:00+00:00,10343500,1.65,A -2023-10-27 03:00:00+00:00,10343500,1.65,A -2023-10-27 03:15:00+00:00,10343500,1.65,A -2023-10-27 03:30:00+00:00,10343500,1.65,A -2023-10-27 03:45:00+00:00,10343500,1.65,A -2023-10-27 04:00:00+00:00,10343500,1.65,A -2023-10-27 04:15:00+00:00,10343500,1.65,A -2023-10-27 04:30:00+00:00,10343500,1.65,A -2023-10-27 04:45:00+00:00,10343500,1.65,A -2023-10-27 05:00:00+00:00,10343500,1.65,A -2023-10-27 05:15:00+00:00,10343500,1.64,A -2023-10-27 05:30:00+00:00,10343500,1.64,A -2023-10-27 05:45:00+00:00,10343500,1.64,A -2023-10-27 06:00:00+00:00,10343500,1.64,A -2023-10-27 06:15:00+00:00,10343500,1.64,A -2023-10-27 06:30:00+00:00,10343500,1.64,A -2023-10-27 06:45:00+00:00,10343500,1.64,A -2023-10-27 07:00:00+00:00,10343500,1.64,A -2023-10-27 07:15:00+00:00,10343500,1.64,A -2023-10-27 07:30:00+00:00,10343500,1.64,A -2023-10-27 07:45:00+00:00,10343500,1.64,A -2023-10-27 08:00:00+00:00,10343500,1.64,A -2023-10-27 08:15:00+00:00,10343500,1.64,A -2023-10-27 08:30:00+00:00,10343500,1.64,A -2023-10-27 08:45:00+00:00,10343500,1.64,A -2023-10-27 09:00:00+00:00,10343500,1.64,A -2023-10-27 09:15:00+00:00,10343500,1.64,A -2023-10-27 09:30:00+00:00,10343500,1.63,A -2023-10-27 09:45:00+00:00,10343500,1.63,A -2023-10-27 10:00:00+00:00,10343500,1.63,A -2023-10-27 10:15:00+00:00,10343500,1.63,A -2023-10-27 10:30:00+00:00,10343500,1.63,A -2023-10-27 10:45:00+00:00,10343500,1.63,A -2023-10-27 11:00:00+00:00,10343500,1.63,A -2023-10-27 11:15:00+00:00,10343500,1.63,A -2023-10-27 11:30:00+00:00,10343500,1.63,A -2023-10-27 11:45:00+00:00,10343500,1.63,A -2023-10-27 12:00:00+00:00,10343500,1.63,A -2023-10-27 12:15:00+00:00,10343500,1.63,A -2023-10-27 12:30:00+00:00,10343500,1.63,A -2023-10-27 12:45:00+00:00,10343500,1.63,A -2023-10-27 13:00:00+00:00,10343500,1.63,A -2023-10-27 13:15:00+00:00,10343500,1.63,A -2023-10-27 13:30:00+00:00,10343500,1.63,A -2023-10-27 13:45:00+00:00,10343500,1.63,A -2023-10-27 14:00:00+00:00,10343500,1.63,A -2023-10-27 14:15:00+00:00,10343500,1.63,A -2023-10-27 14:30:00+00:00,10343500,1.62,A -2023-10-27 14:45:00+00:00,10343500,1.62,A -2023-10-27 15:00:00+00:00,10343500,1.62,A -2023-10-27 15:15:00+00:00,10343500,1.62,A -2023-10-27 15:30:00+00:00,10343500,1.62,A -2023-10-27 15:45:00+00:00,10343500,1.62,A -2023-10-27 16:00:00+00:00,10343500,1.62,A -2023-10-27 16:15:00+00:00,10343500,1.62,A -2023-10-27 16:30:00+00:00,10343500,1.62,A -2023-10-27 16:45:00+00:00,10343500,1.62,A -2023-10-27 17:00:00+00:00,10343500,1.62,A -2023-10-27 17:15:00+00:00,10343500,1.62,A -2023-10-27 17:30:00+00:00,10343500,1.62,A -2023-10-27 17:45:00+00:00,10343500,1.62,A -2023-10-27 18:00:00+00:00,10343500,1.62,A -2023-10-27 18:15:00+00:00,10343500,1.62,A -2023-10-27 18:30:00+00:00,10343500,1.62,A -2023-10-27 18:45:00+00:00,10343500,1.62,A -2023-10-27 19:00:00+00:00,10343500,1.62,A -2023-10-27 19:15:00+00:00,10343500,1.62,A -2023-10-27 19:30:00+00:00,10343500,1.62,A -2023-10-27 19:45:00+00:00,10343500,1.62,A -2023-10-27 20:00:00+00:00,10343500,1.63,A -2023-10-27 20:15:00+00:00,10343500,1.63,A -2023-10-27 20:30:00+00:00,10343500,1.63,A -2023-10-27 20:45:00+00:00,10343500,1.63,A -2023-10-27 21:00:00+00:00,10343500,1.63,A -2023-10-27 21:15:00+00:00,10343500,1.63,A -2023-10-27 21:30:00+00:00,10343500,1.63,A -2023-10-27 21:45:00+00:00,10343500,1.63,A -2023-10-27 22:00:00+00:00,10343500,1.63,A -2023-10-27 22:15:00+00:00,10343500,1.63,A -2023-10-27 22:30:00+00:00,10343500,1.63,A -2023-10-27 22:45:00+00:00,10343500,1.63,A -2023-10-27 23:00:00+00:00,10343500,1.63,A -2023-10-27 23:15:00+00:00,10343500,1.63,A -2023-10-27 23:30:00+00:00,10343500,1.63,A -2023-10-27 23:45:00+00:00,10343500,1.63,A -2023-10-28 00:00:00+00:00,10343500,1.63,A -2023-10-28 00:15:00+00:00,10343500,1.63,A -2023-10-28 00:30:00+00:00,10343500,1.63,A -2023-10-28 00:45:00+00:00,10343500,1.63,A -2023-10-28 01:00:00+00:00,10343500,1.63,A -2023-10-28 01:15:00+00:00,10343500,1.62,A -2023-10-28 01:30:00+00:00,10343500,1.62,A -2023-10-28 01:45:00+00:00,10343500,1.62,A -2023-10-28 02:00:00+00:00,10343500,1.62,A -2023-10-28 02:15:00+00:00,10343500,1.62,A -2023-10-28 02:30:00+00:00,10343500,1.62,A -2023-10-28 02:45:00+00:00,10343500,1.62,A -2023-10-28 03:00:00+00:00,10343500,1.62,A -2023-10-28 03:15:00+00:00,10343500,1.62,A -2023-10-28 03:30:00+00:00,10343500,1.62,A -2023-10-28 03:45:00+00:00,10343500,1.62,A -2023-10-28 04:00:00+00:00,10343500,1.62,A -2023-10-28 04:15:00+00:00,10343500,1.62,A -2023-10-28 04:30:00+00:00,10343500,1.62,A -2023-10-28 04:45:00+00:00,10343500,1.62,A -2023-10-28 05:00:00+00:00,10343500,1.62,A -2023-10-28 05:15:00+00:00,10343500,1.62,A -2023-10-28 05:30:00+00:00,10343500,1.62,A -2023-10-28 05:45:00+00:00,10343500,1.62,A -2023-10-28 06:00:00+00:00,10343500,1.62,A -2023-10-28 06:15:00+00:00,10343500,1.62,A -2023-10-28 06:30:00+00:00,10343500,1.62,A -2023-10-28 06:45:00+00:00,10343500,1.62,A -2023-10-28 07:00:00+00:00,10343500,1.62,A -2023-10-28 07:15:00+00:00,10343500,1.62,A -2023-10-28 07:30:00+00:00,10343500,1.62,A -2023-10-28 07:45:00+00:00,10343500,1.62,A -2023-10-28 08:00:00+00:00,10343500,1.62,A -2023-10-28 08:15:00+00:00,10343500,1.62,A -2023-10-28 08:30:00+00:00,10343500,1.62,A -2023-10-28 08:45:00+00:00,10343500,1.62,A -2023-10-28 09:00:00+00:00,10343500,1.62,A -2023-10-28 09:15:00+00:00,10343500,1.62,A -2023-10-28 09:30:00+00:00,10343500,1.62,A -2023-10-28 09:45:00+00:00,10343500,1.62,A -2023-10-28 10:00:00+00:00,10343500,1.62,A -2023-10-28 10:15:00+00:00,10343500,1.62,A -2023-10-28 10:30:00+00:00,10343500,1.62,A -2023-10-28 10:45:00+00:00,10343500,1.62,A -2023-10-28 11:00:00+00:00,10343500,1.62,A -2023-10-28 11:15:00+00:00,10343500,1.62,A -2023-10-28 11:30:00+00:00,10343500,1.62,A -2023-10-28 11:45:00+00:00,10343500,1.62,A -2023-10-28 12:00:00+00:00,10343500,1.61,A -2023-10-28 12:15:00+00:00,10343500,1.62,A -2023-10-28 12:30:00+00:00,10343500,1.61,A -2023-10-28 12:45:00+00:00,10343500,1.61,A -2023-10-28 13:00:00+00:00,10343500,1.61,A -2023-10-28 13:15:00+00:00,10343500,1.61,A -2023-10-28 13:30:00+00:00,10343500,1.61,A -2023-10-28 13:45:00+00:00,10343500,1.61,A -2023-10-28 14:00:00+00:00,10343500,1.61,A -2023-10-28 14:15:00+00:00,10343500,1.61,A -2023-10-28 14:30:00+00:00,10343500,1.61,A -2023-10-28 14:45:00+00:00,10343500,1.61,A -2023-10-28 15:00:00+00:00,10343500,1.61,A -2023-10-28 15:15:00+00:00,10343500,1.61,A -2023-10-28 15:30:00+00:00,10343500,1.61,A -2023-10-28 15:45:00+00:00,10343500,1.61,A -2023-10-28 16:00:00+00:00,10343500,1.61,A -2023-10-28 16:15:00+00:00,10343500,1.61,A -2023-10-28 16:30:00+00:00,10343500,1.61,A -2023-10-28 16:45:00+00:00,10343500,1.61,A -2023-10-28 17:00:00+00:00,10343500,1.61,A -2023-10-28 17:15:00+00:00,10343500,1.61,A -2023-10-28 17:30:00+00:00,10343500,1.61,A -2023-10-28 17:45:00+00:00,10343500,1.61,A -2023-10-28 18:00:00+00:00,10343500,1.61,A -2023-10-28 18:15:00+00:00,10343500,1.61,A -2023-10-28 18:30:00+00:00,10343500,1.61,A -2023-10-28 18:45:00+00:00,10343500,1.61,A -2023-10-28 19:00:00+00:00,10343500,1.61,A -2023-10-28 19:15:00+00:00,10343500,1.61,A -2023-10-28 19:30:00+00:00,10343500,1.61,A -2023-10-28 19:45:00+00:00,10343500,1.61,A -2023-10-28 20:00:00+00:00,10343500,1.61,A -2023-10-28 20:15:00+00:00,10343500,1.61,A -2023-10-28 20:30:00+00:00,10343500,1.62,A -2023-10-28 20:45:00+00:00,10343500,1.62,A -2023-10-28 21:00:00+00:00,10343500,1.62,A -2023-10-28 21:15:00+00:00,10343500,1.62,A -2023-10-28 21:30:00+00:00,10343500,1.62,A -2023-10-28 21:45:00+00:00,10343500,1.62,A -2023-10-28 22:00:00+00:00,10343500,1.62,A -2023-10-28 22:15:00+00:00,10343500,1.62,A -2023-10-28 22:30:00+00:00,10343500,1.62,A -2023-10-28 22:45:00+00:00,10343500,1.62,A -2023-10-28 23:00:00+00:00,10343500,1.62,A -2023-10-28 23:15:00+00:00,10343500,1.62,A -2023-10-28 23:30:00+00:00,10343500,1.62,A -2023-10-28 23:45:00+00:00,10343500,1.62,A -2023-10-29 00:00:00+00:00,10343500,1.62,A -2023-10-29 00:15:00+00:00,10343500,1.62,A -2023-10-29 00:30:00+00:00,10343500,1.62,A -2023-10-29 00:45:00+00:00,10343500,1.62,A -2023-10-29 01:00:00+00:00,10343500,1.61,A -2023-10-29 01:15:00+00:00,10343500,1.61,A -2023-10-29 01:30:00+00:00,10343500,1.61,A -2023-10-29 01:45:00+00:00,10343500,1.61,A -2023-10-29 02:00:00+00:00,10343500,1.61,A -2023-10-29 02:15:00+00:00,10343500,1.61,A -2023-10-29 02:30:00+00:00,10343500,1.61,A -2023-10-29 02:45:00+00:00,10343500,1.61,A -2023-10-29 03:00:00+00:00,10343500,1.61,A -2023-10-29 03:15:00+00:00,10343500,1.61,A -2023-10-29 03:30:00+00:00,10343500,1.61,A -2023-10-29 03:45:00+00:00,10343500,1.61,A -2023-10-29 04:00:00+00:00,10343500,1.61,A -2023-10-29 04:15:00+00:00,10343500,1.61,A -2023-10-29 04:30:00+00:00,10343500,1.61,A -2023-10-29 04:45:00+00:00,10343500,1.61,A -2023-10-29 05:00:00+00:00,10343500,1.61,A -2023-10-29 05:15:00+00:00,10343500,1.61,A -2023-10-29 05:30:00+00:00,10343500,1.61,A -2023-10-29 05:45:00+00:00,10343500,1.61,A -2023-10-29 06:00:00+00:00,10343500,1.61,A -2023-10-29 06:15:00+00:00,10343500,1.61,A -2023-10-29 06:30:00+00:00,10343500,1.61,A -2023-10-29 06:45:00+00:00,10343500,1.61,A -2023-10-29 07:00:00+00:00,10343500,1.61,A -2023-10-29 07:15:00+00:00,10343500,1.61,A -2023-10-29 07:30:00+00:00,10343500,1.61,A -2023-10-29 07:45:00+00:00,10343500,1.61,A -2023-10-29 08:00:00+00:00,10343500,1.61,A -2023-10-29 08:15:00+00:00,10343500,1.61,A -2023-10-29 08:30:00+00:00,10343500,1.61,A -2023-10-29 08:45:00+00:00,10343500,1.61,A -2023-10-29 09:00:00+00:00,10343500,1.61,A -2023-10-29 09:15:00+00:00,10343500,1.61,A -2023-10-29 09:30:00+00:00,10343500,1.61,A -2023-10-29 09:45:00+00:00,10343500,1.61,A -2023-10-29 10:00:00+00:00,10343500,1.61,A -2023-10-29 10:15:00+00:00,10343500,1.61,A -2023-10-29 10:30:00+00:00,10343500,1.61,A -2023-10-29 10:45:00+00:00,10343500,1.61,A -2023-10-29 11:00:00+00:00,10343500,1.61,A -2023-10-29 11:15:00+00:00,10343500,1.61,A -2023-10-29 11:30:00+00:00,10343500,1.61,A -2023-10-29 11:45:00+00:00,10343500,1.61,A -2023-10-29 12:00:00+00:00,10343500,1.61,A -2023-10-29 12:15:00+00:00,10343500,1.61,A -2023-10-29 12:30:00+00:00,10343500,1.6,A -2023-10-29 12:45:00+00:00,10343500,1.6,A -2023-10-29 13:00:00+00:00,10343500,1.6,A -2023-10-29 13:15:00+00:00,10343500,1.6,A -2023-10-29 13:30:00+00:00,10343500,1.6,A -2023-10-29 13:45:00+00:00,10343500,1.6,A -2023-10-29 14:00:00+00:00,10343500,1.6,A -2023-10-29 14:15:00+00:00,10343500,1.6,A -2023-10-29 14:30:00+00:00,10343500,1.6,A -2023-10-29 14:45:00+00:00,10343500,1.6,A -2023-10-29 15:00:00+00:00,10343500,1.6,A -2023-10-29 15:15:00+00:00,10343500,1.6,A -2023-10-29 15:30:00+00:00,10343500,1.6,A -2023-10-29 15:45:00+00:00,10343500,1.6,A -2023-10-29 16:00:00+00:00,10343500,1.6,A -2023-10-29 16:15:00+00:00,10343500,1.6,A -2023-10-29 16:30:00+00:00,10343500,1.6,A -2023-10-29 16:45:00+00:00,10343500,1.6,A -2023-10-29 17:00:00+00:00,10343500,1.59,A -2023-10-29 17:15:00+00:00,10343500,1.59,A -2023-10-29 17:30:00+00:00,10343500,1.59,A -2023-10-29 17:45:00+00:00,10343500,1.6,A -2023-10-29 18:00:00+00:00,10343500,1.6,A -2023-10-29 18:15:00+00:00,10343500,1.6,A -2023-10-29 18:30:00+00:00,10343500,1.6,A -2023-10-29 18:45:00+00:00,10343500,1.6,A -2023-10-29 19:00:00+00:00,10343500,1.6,A -2023-10-29 19:15:00+00:00,10343500,1.6,A -2023-10-29 19:30:00+00:00,10343500,1.6,A -2023-10-29 19:45:00+00:00,10343500,1.6,A -2023-10-29 20:00:00+00:00,10343500,1.61,A -2023-10-29 20:15:00+00:00,10343500,1.61,A -2023-10-29 20:30:00+00:00,10343500,1.61,A -2023-10-29 20:45:00+00:00,10343500,1.61,A -2023-10-29 21:00:00+00:00,10343500,1.61,A -2023-10-29 21:15:00+00:00,10343500,1.61,A -2023-10-29 21:30:00+00:00,10343500,1.62,A -2023-10-29 21:45:00+00:00,10343500,1.62,A -2023-10-29 22:00:00+00:00,10343500,1.62,A -2023-10-29 22:15:00+00:00,10343500,1.62,A -2023-10-29 22:30:00+00:00,10343500,1.62,A -2023-10-29 22:45:00+00:00,10343500,1.62,A -2023-10-29 23:00:00+00:00,10343500,1.62,A -2023-10-29 23:15:00+00:00,10343500,1.62,A -2023-10-29 23:30:00+00:00,10343500,1.62,A -2023-10-29 23:45:00+00:00,10343500,1.61,A -2023-10-30 00:00:00+00:00,10343500,1.61,A -2023-10-30 00:15:00+00:00,10343500,1.61,A -2023-10-30 00:30:00+00:00,10343500,1.61,A -2023-10-30 00:45:00+00:00,10343500,1.61,A -2023-10-30 01:00:00+00:00,10343500,1.61,A -2023-10-30 01:15:00+00:00,10343500,1.61,A -2023-10-30 01:30:00+00:00,10343500,1.61,A -2023-10-30 01:45:00+00:00,10343500,1.61,A -2023-10-30 02:00:00+00:00,10343500,1.61,A -2023-10-30 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07:15:00+00:00,10343500,1.61,A -2023-10-31 07:30:00+00:00,10343500,1.61,A -2023-10-31 07:45:00+00:00,10343500,1.61,A -2023-10-31 08:00:00+00:00,10343500,1.61,A -2023-10-31 08:15:00+00:00,10343500,1.61,A -2023-10-31 08:30:00+00:00,10343500,1.61,A -2023-10-31 08:45:00+00:00,10343500,1.61,A -2023-10-31 09:00:00+00:00,10343500,1.61,A -2023-10-31 09:15:00+00:00,10343500,1.61,A -2023-10-31 09:30:00+00:00,10343500,1.61,A -2023-10-31 09:45:00+00:00,10343500,1.61,A -2023-10-31 10:00:00+00:00,10343500,1.61,A -2023-10-31 10:15:00+00:00,10343500,1.61,A -2023-10-31 10:30:00+00:00,10343500,1.61,A -2023-10-31 10:45:00+00:00,10343500,1.61,A -2023-10-31 11:00:00+00:00,10343500,1.61,A -2023-10-31 11:15:00+00:00,10343500,1.6,A -2023-10-31 11:30:00+00:00,10343500,1.6,A -2023-10-31 11:45:00+00:00,10343500,1.6,A -2023-10-31 12:00:00+00:00,10343500,1.6,A -2023-10-31 12:15:00+00:00,10343500,1.6,A -2023-10-31 12:30:00+00:00,10343500,1.6,A -2023-10-31 12:45:00+00:00,10343500,1.6,A -2023-10-31 13:00:00+00:00,10343500,1.6,A -2023-10-31 13:15:00+00:00,10343500,1.6,A -2023-10-31 13:30:00+00:00,10343500,1.6,A -2023-10-31 13:45:00+00:00,10343500,1.6,A -2023-10-31 14:00:00+00:00,10343500,1.6,A -2023-10-31 14:15:00+00:00,10343500,1.6,A -2023-10-31 14:30:00+00:00,10343500,1.6,A -2023-10-31 14:45:00+00:00,10343500,1.6,A -2023-10-31 15:00:00+00:00,10343500,1.6,A -2023-10-31 15:15:00+00:00,10343500,1.6,A -2023-10-31 15:30:00+00:00,10343500,1.6,A -2023-10-31 15:45:00+00:00,10343500,1.6,A -2023-10-31 16:00:00+00:00,10343500,1.6,A -2023-10-31 16:15:00+00:00,10343500,1.6,A -2023-10-31 16:30:00+00:00,10343500,1.6,A -2023-10-31 16:45:00+00:00,10343500,1.6,A -2023-10-31 17:00:00+00:00,10343500,1.6,A -2023-10-31 17:15:00+00:00,10343500,1.6,A -2023-10-31 17:30:00+00:00,10343500,1.6,A -2023-10-31 17:45:00+00:00,10343500,1.6,A -2023-10-31 18:00:00+00:00,10343500,1.6,A -2023-10-31 18:15:00+00:00,10343500,1.6,A -2023-10-31 18:30:00+00:00,10343500,1.6,A -2023-10-31 18:45:00+00:00,10343500,1.6,A -2023-10-31 19:00:00+00:00,10343500,1.6,A -2023-10-31 19:15:00+00:00,10343500,1.61,A -2023-10-31 19:30:00+00:00,10343500,1.61,A -2023-10-31 19:45:00+00:00,10343500,1.61,A -2023-10-31 20:00:00+00:00,10343500,1.61,A -2023-10-31 20:15:00+00:00,10343500,1.61,A -2023-10-31 20:30:00+00:00,10343500,1.61,A -2023-10-31 20:45:00+00:00,10343500,1.62,A -2023-10-31 21:00:00+00:00,10343500,1.62,A -2023-10-31 21:15:00+00:00,10343500,1.62,A -2023-10-31 21:30:00+00:00,10343500,1.62,A -2023-10-31 21:45:00+00:00,10343500,1.62,A -2023-10-31 22:00:00+00:00,10343500,1.62,A -2023-10-31 22:15:00+00:00,10343500,1.62,A -2023-10-31 22:30:00+00:00,10343500,1.62,A -2023-10-31 22:45:00+00:00,10343500,1.62,A -2023-10-31 23:00:00+00:00,10343500,1.62,A -2023-10-31 23:15:00+00:00,10343500,1.62,A -2023-10-31 23:30:00+00:00,10343500,1.62,A -2023-10-31 23:45:00+00:00,10343500,1.62,A -2023-11-01 00:00:00+00:00,10343500,1.62,A -2023-11-01 00:15:00+00:00,10343500,1.62,A -2023-11-01 00:30:00+00:00,10343500,1.62,A -2023-11-01 00:45:00+00:00,10343500,1.62,A -2023-11-01 01:00:00+00:00,10343500,1.62,A -2023-11-01 01:15:00+00:00,10343500,1.62,A -2023-11-01 01:30:00+00:00,10343500,1.62,A -2023-11-01 01:45:00+00:00,10343500,1.61,A -2023-11-01 02:00:00+00:00,10343500,1.61,A -2023-11-01 02:15:00+00:00,10343500,1.61,A -2023-11-01 02:30:00+00:00,10343500,1.61,A -2023-11-01 02:45:00+00:00,10343500,1.61,A -2023-11-01 03:00:00+00:00,10343500,1.61,A -2023-11-01 03:15:00+00:00,10343500,1.61,A -2023-11-01 03:30:00+00:00,10343500,1.61,A -2023-11-01 03:45:00+00:00,10343500,1.61,A -2023-11-01 04:00:00+00:00,10343500,1.61,A -2023-11-01 04:15:00+00:00,10343500,1.61,A -2023-11-01 04:30:00+00:00,10343500,1.61,A -2023-11-01 04:45:00+00:00,10343500,1.61,A -2023-11-01 05:00:00+00:00,10343500,1.61,A -2023-11-01 05:15:00+00:00,10343500,1.61,A -2023-11-01 05:30:00+00:00,10343500,1.61,A -2023-11-01 05:45:00+00:00,10343500,1.61,A -2023-11-01 06:00:00+00:00,10343500,1.61,A -2023-11-01 06:15:00+00:00,10343500,1.61,A -2023-11-01 06:30:00+00:00,10343500,1.61,A -2023-11-01 06:45:00+00:00,10343500,1.61,A -2023-11-01 07:00:00+00:00,10343500,1.61,A -2023-11-01 07:15:00+00:00,10343500,1.61,A -2023-11-01 07:30:00+00:00,10343500,1.61,A -2023-11-01 07:45:00+00:00,10343500,1.61,A -2023-11-01 08:00:00+00:00,10343500,1.61,A -2023-11-01 08:15:00+00:00,10343500,1.61,A -2023-11-01 08:30:00+00:00,10343500,1.61,A -2023-11-01 08:45:00+00:00,10343500,1.61,A -2023-11-01 09:00:00+00:00,10343500,1.61,A -2023-11-01 09:15:00+00:00,10343500,1.61,A -2023-11-01 09:30:00+00:00,10343500,1.61,A -2023-11-01 09:45:00+00:00,10343500,1.61,A -2023-11-01 10:00:00+00:00,10343500,1.61,A -2023-11-01 10:15:00+00:00,10343500,1.61,A -2023-11-01 10:30:00+00:00,10343500,1.61,A -2023-11-01 10:45:00+00:00,10343500,1.61,A -2023-11-01 11:00:00+00:00,10343500,1.61,A -2023-11-01 11:15:00+00:00,10343500,1.61,A -2023-11-01 11:30:00+00:00,10343500,1.61,A -2023-11-01 11:45:00+00:00,10343500,1.61,A -2023-11-01 12:00:00+00:00,10343500,1.61,A -2023-11-01 12:15:00+00:00,10343500,1.61,A -2023-11-01 12:30:00+00:00,10343500,1.61,A -2023-11-01 12:45:00+00:00,10343500,1.61,A -2023-11-01 13:00:00+00:00,10343500,1.61,A -2023-11-01 13:15:00+00:00,10343500,1.61,A -2023-11-01 13:30:00+00:00,10343500,1.61,A -2023-11-01 13:45:00+00:00,10343500,1.61,A -2023-11-01 14:00:00+00:00,10343500,1.61,A -2023-11-01 14:15:00+00:00,10343500,1.61,A -2023-11-01 14:30:00+00:00,10343500,1.61,A -2023-11-01 14:45:00+00:00,10343500,1.61,A -2023-11-01 15:00:00+00:00,10343500,1.61,A -2023-11-01 15:15:00+00:00,10343500,1.61,A -2023-11-01 15:30:00+00:00,10343500,1.61,A -2023-11-01 15:45:00+00:00,10343500,1.61,A -2023-11-01 16:00:00+00:00,10343500,1.61,A -2023-11-01 16:15:00+00:00,10343500,1.61,A -2023-11-01 16:30:00+00:00,10343500,1.61,A -2023-11-01 16:45:00+00:00,10343500,1.61,A -2023-11-01 17:00:00+00:00,10343500,1.61,A -2023-11-01 17:15:00+00:00,10343500,1.61,A -2023-11-01 17:30:00+00:00,10343500,1.61,A -2023-11-01 17:45:00+00:00,10343500,1.61,A -2023-11-01 18:00:00+00:00,10343500,1.61,A -2023-11-01 18:15:00+00:00,10343500,1.61,A -2023-11-01 18:30:00+00:00,10343500,1.61,A -2023-11-01 18:45:00+00:00,10343500,1.61,A -2023-11-01 19:00:00+00:00,10343500,1.61,A -2023-11-01 19:15:00+00:00,10343500,1.61,A -2023-11-01 19:30:00+00:00,10343500,1.61,A -2023-11-01 19:45:00+00:00,10343500,1.61,A -2023-11-01 20:00:00+00:00,10343500,1.61,A -2023-11-01 20:15:00+00:00,10343500,1.62,A -2023-11-01 20:30:00+00:00,10343500,1.62,A -2023-11-01 20:45:00+00:00,10343500,1.62,A -2023-11-01 21:00:00+00:00,10343500,1.62,A -2023-11-01 21:15:00+00:00,10343500,1.62,A -2023-11-01 21:30:00+00:00,10343500,1.62,A -2023-11-01 21:45:00+00:00,10343500,1.62,A -2023-11-01 22:00:00+00:00,10343500,1.62,A -2023-11-01 22:15:00+00:00,10343500,1.62,A -2023-11-01 22:30:00+00:00,10343500,1.62,A -2023-11-01 22:45:00+00:00,10343500,1.62,A -2023-11-01 23:00:00+00:00,10343500,1.62,A -2023-11-01 23:15:00+00:00,10343500,1.62,A -2023-11-01 23:30:00+00:00,10343500,1.62,A -2023-11-01 23:45:00+00:00,10343500,1.62,A -2023-11-02 00:00:00+00:00,10343500,1.62,A -2023-11-02 00:15:00+00:00,10343500,1.62,A -2023-11-02 00:30:00+00:00,10343500,1.62,A -2023-11-02 00:45:00+00:00,10343500,1.62,A -2023-11-02 01:00:00+00:00,10343500,1.62,A -2023-11-02 01:15:00+00:00,10343500,1.62,A -2023-11-02 01:30:00+00:00,10343500,1.62,A -2023-11-02 01:45:00+00:00,10343500,1.62,A -2023-11-02 02:00:00+00:00,10343500,1.61,A -2023-11-02 02:15:00+00:00,10343500,1.62,A -2023-11-02 02:30:00+00:00,10343500,1.62,A -2023-11-02 02:45:00+00:00,10343500,1.61,A -2023-11-02 03:00:00+00:00,10343500,1.61,A -2023-11-02 03:15:00+00:00,10343500,1.61,A -2023-11-02 03:30:00+00:00,10343500,1.61,A -2023-11-02 03:45:00+00:00,10343500,1.61,A -2023-11-02 04:00:00+00:00,10343500,1.61,A -2023-11-02 04:15:00+00:00,10343500,1.61,A -2023-11-02 04:30:00+00:00,10343500,1.61,A -2023-11-02 04:45:00+00:00,10343500,1.61,A -2023-11-02 05:00:00+00:00,10343500,1.61,A -2023-11-02 05:15:00+00:00,10343500,1.61,A -2023-11-02 05:30:00+00:00,10343500,1.61,A -2023-11-02 05:45:00+00:00,10343500,1.61,A -2023-11-02 06:00:00+00:00,10343500,1.61,A -2023-11-02 06:15:00+00:00,10343500,1.61,A -2023-11-02 06:30:00+00:00,10343500,1.61,A -2023-11-02 06:45:00+00:00,10343500,1.61,A -2023-11-02 07:00:00+00:00,10343500,1.61,A -2023-11-02 07:15:00+00:00,10343500,1.61,A -2023-11-02 07:30:00+00:00,10343500,1.61,A -2023-11-02 07:45:00+00:00,10343500,1.61,A -2023-11-02 08:00:00+00:00,10343500,1.61,A -2023-11-02 08:15:00+00:00,10343500,1.61,A -2023-11-02 08:30:00+00:00,10343500,1.61,A -2023-11-02 08:45:00+00:00,10343500,1.61,A -2023-11-02 09:00:00+00:00,10343500,1.61,A -2023-11-02 09:15:00+00:00,10343500,1.61,A -2023-11-02 09:30:00+00:00,10343500,1.61,A -2023-11-02 09:45:00+00:00,10343500,1.61,A -2023-11-02 10:00:00+00:00,10343500,1.61,A -2023-11-02 10:15:00+00:00,10343500,1.61,A -2023-11-02 10:30:00+00:00,10343500,1.61,A -2023-11-02 10:45:00+00:00,10343500,1.61,A -2023-11-02 11:00:00+00:00,10343500,1.61,A -2023-11-02 11:15:00+00:00,10343500,1.61,A -2023-11-02 11:30:00+00:00,10343500,1.61,A -2023-11-02 11:45:00+00:00,10343500,1.61,A -2023-11-02 12:00:00+00:00,10343500,1.61,A -2023-11-02 12:15:00+00:00,10343500,1.61,A -2023-11-02 12:30:00+00:00,10343500,1.61,A -2023-11-02 12:45:00+00:00,10343500,1.61,A -2023-11-02 13:00:00+00:00,10343500,1.61,A -2023-11-02 13:15:00+00:00,10343500,1.61,A -2023-11-02 13:30:00+00:00,10343500,1.61,A -2023-11-02 13:45:00+00:00,10343500,1.61,A -2023-11-02 14:00:00+00:00,10343500,1.61,A -2023-11-02 14:15:00+00:00,10343500,1.61,A -2023-11-02 14:30:00+00:00,10343500,1.61,A -2023-11-02 14:45:00+00:00,10343500,1.61,A -2023-11-02 15:00:00+00:00,10343500,1.61,A -2023-11-02 15:15:00+00:00,10343500,1.61,A -2023-11-02 15:30:00+00:00,10343500,1.61,A -2023-11-02 15:45:00+00:00,10343500,1.61,A -2023-11-02 16:00:00+00:00,10343500,1.61,A -2023-11-02 16:15:00+00:00,10343500,1.61,A -2023-11-02 16:30:00+00:00,10343500,1.61,A -2023-11-02 16:45:00+00:00,10343500,1.61,A -2023-11-02 17:00:00+00:00,10343500,1.61,A -2023-11-02 17:15:00+00:00,10343500,1.61,A -2023-11-02 17:30:00+00:00,10343500,1.61,A -2023-11-02 17:45:00+00:00,10343500,1.61,A -2023-11-02 18:00:00+00:00,10343500,1.61,A -2023-11-02 18:15:00+00:00,10343500,1.61,A -2023-11-02 18:30:00+00:00,10343500,1.61,A -2023-11-02 18:45:00+00:00,10343500,1.61,A -2023-11-02 19:00:00+00:00,10343500,1.61,A -2023-11-02 19:15:00+00:00,10343500,1.62,A -2023-11-02 19:30:00+00:00,10343500,1.62,A -2023-11-02 19:45:00+00:00,10343500,1.62,A -2023-11-02 20:00:00+00:00,10343500,1.62,A -2023-11-02 20:15:00+00:00,10343500,1.62,A -2023-11-02 20:30:00+00:00,10343500,1.62,A -2023-11-02 20:45:00+00:00,10343500,1.62,A -2023-11-02 21:00:00+00:00,10343500,1.62,A -2023-11-02 21:15:00+00:00,10343500,1.62,A -2023-11-02 21:30:00+00:00,10343500,1.62,A -2023-11-02 21:45:00+00:00,10343500,1.62,A -2023-11-02 22:00:00+00:00,10343500,1.62,A -2023-11-02 22:15:00+00:00,10343500,1.62,A -2023-11-02 22:30:00+00:00,10343500,1.62,A -2023-11-02 22:45:00+00:00,10343500,1.62,A -2023-11-02 23:00:00+00:00,10343500,1.62,A -2023-11-02 23:15:00+00:00,10343500,1.62,A -2023-11-02 23:30:00+00:00,10343500,1.62,A -2023-11-02 23:45:00+00:00,10343500,1.62,A -2023-11-03 00:00:00+00:00,10343500,1.62,A -2023-11-03 00:15:00+00:00,10343500,1.62,A -2023-11-03 00:30:00+00:00,10343500,1.62,A -2023-11-03 00:45:00+00:00,10343500,1.62,A -2023-11-03 01:00:00+00:00,10343500,1.62,A -2023-11-03 01:15:00+00:00,10343500,1.62,A -2023-11-03 01:30:00+00:00,10343500,1.62,A -2023-11-03 01:45:00+00:00,10343500,1.62,A -2023-11-03 02:00:00+00:00,10343500,1.62,A -2023-11-03 02:15:00+00:00,10343500,1.62,A -2023-11-03 02:30:00+00:00,10343500,1.62,A -2023-11-03 02:45:00+00:00,10343500,1.62,A -2023-11-03 03:00:00+00:00,10343500,1.62,A -2023-11-03 03:15:00+00:00,10343500,1.62,A -2023-11-03 03:30:00+00:00,10343500,1.62,A -2023-11-03 03:45:00+00:00,10343500,1.62,A -2023-11-03 04:00:00+00:00,10343500,1.62,A -2023-11-03 04:15:00+00:00,10343500,1.62,A -2023-11-03 04:30:00+00:00,10343500,1.62,A -2023-11-03 04:45:00+00:00,10343500,1.62,A -2023-11-03 05:00:00+00:00,10343500,1.62,A -2023-11-03 05:15:00+00:00,10343500,1.62,A -2023-11-03 05:30:00+00:00,10343500,1.62,A -2023-11-03 05:45:00+00:00,10343500,1.62,A -2023-11-03 06:00:00+00:00,10343500,1.62,A -2023-11-03 06:15:00+00:00,10343500,1.62,A -2023-11-03 06:30:00+00:00,10343500,1.62,A -2023-11-03 06:45:00+00:00,10343500,1.62,A -2023-11-03 07:00:00+00:00,10343500,1.62,A -2023-11-03 07:15:00+00:00,10343500,1.62,A -2023-11-03 07:30:00+00:00,10343500,1.62,A -2023-11-03 07:45:00+00:00,10343500,1.62,A -2023-11-03 08:00:00+00:00,10343500,1.62,A -2023-11-03 08:15:00+00:00,10343500,1.62,A -2023-11-03 08:30:00+00:00,10343500,1.62,A -2023-11-03 08:45:00+00:00,10343500,1.62,A -2023-11-03 09:00:00+00:00,10343500,1.62,A -2023-11-03 09:15:00+00:00,10343500,1.62,A -2023-11-03 09:30:00+00:00,10343500,1.62,A -2023-11-03 09:45:00+00:00,10343500,1.62,A -2023-11-03 10:00:00+00:00,10343500,1.62,A -2023-11-03 10:15:00+00:00,10343500,1.62,A -2023-11-03 10:30:00+00:00,10343500,1.62,A -2023-11-03 10:45:00+00:00,10343500,1.62,A -2023-11-03 11:00:00+00:00,10343500,1.62,A -2023-11-03 11:15:00+00:00,10343500,1.62,A -2023-11-03 11:30:00+00:00,10343500,1.62,A -2023-11-03 11:45:00+00:00,10343500,1.62,A -2023-11-03 12:00:00+00:00,10343500,1.62,A -2023-11-03 12:15:00+00:00,10343500,1.62,A -2023-11-03 12:30:00+00:00,10343500,1.62,A -2023-11-03 12:45:00+00:00,10343500,1.62,A -2023-11-03 13:00:00+00:00,10343500,1.62,A -2023-11-03 13:15:00+00:00,10343500,1.62,A -2023-11-03 13:30:00+00:00,10343500,1.62,A -2023-11-03 13:45:00+00:00,10343500,1.62,A -2023-11-03 14:00:00+00:00,10343500,1.62,A -2023-11-03 14:15:00+00:00,10343500,1.62,A -2023-11-03 14:30:00+00:00,10343500,1.62,A -2023-11-03 14:45:00+00:00,10343500,1.62,A -2023-11-03 15:00:00+00:00,10343500,1.62,A -2023-11-03 15:15:00+00:00,10343500,1.62,A -2023-11-03 15:30:00+00:00,10343500,1.62,A -2023-11-03 15:45:00+00:00,10343500,1.62,A -2023-11-03 16:00:00+00:00,10343500,1.62,A -2023-11-03 16:15:00+00:00,10343500,1.62,A -2023-11-03 16:30:00+00:00,10343500,1.62,A -2023-11-03 16:45:00+00:00,10343500,1.62,A -2023-11-03 17:00:00+00:00,10343500,1.62,A -2023-11-03 17:15:00+00:00,10343500,1.62,A -2023-11-03 17:30:00+00:00,10343500,1.62,A -2023-11-03 17:45:00+00:00,10343500,1.62,A -2023-11-03 18:00:00+00:00,10343500,1.62,A -2023-11-03 18:15:00+00:00,10343500,1.62,A -2023-11-03 18:30:00+00:00,10343500,1.62,A -2023-11-03 18:45:00+00:00,10343500,1.62,A -2023-11-03 19:00:00+00:00,10343500,1.62,A -2023-11-03 19:15:00+00:00,10343500,1.62,A -2023-11-03 19:30:00+00:00,10343500,1.62,A -2023-11-03 19:45:00+00:00,10343500,1.62,A -2023-11-03 20:00:00+00:00,10343500,1.62,A -2023-11-03 20:15:00+00:00,10343500,1.62,A -2023-11-03 20:30:00+00:00,10343500,1.62,A -2023-11-03 20:45:00+00:00,10343500,1.62,A -2023-11-03 21:00:00+00:00,10343500,1.62,A -2023-11-03 21:15:00+00:00,10343500,1.62,A -2023-11-03 21:30:00+00:00,10343500,1.62,A -2023-11-03 21:45:00+00:00,10343500,1.62,A -2023-11-03 22:00:00+00:00,10343500,1.62,A -2023-11-03 22:15:00+00:00,10343500,1.62,A -2023-11-03 22:30:00+00:00,10343500,1.62,A -2023-11-03 22:45:00+00:00,10343500,1.62,A -2023-11-03 23:00:00+00:00,10343500,1.62,A -2023-11-03 23:15:00+00:00,10343500,1.62,A -2023-11-03 23:30:00+00:00,10343500,1.62,A -2023-11-03 23:45:00+00:00,10343500,1.62,A -2023-11-04 00:00:00+00:00,10343500,1.62,A -2023-11-04 00:15:00+00:00,10343500,1.62,A -2023-11-04 00:30:00+00:00,10343500,1.62,A -2023-11-04 00:45:00+00:00,10343500,1.62,A -2023-11-04 01:00:00+00:00,10343500,1.62,A -2023-11-04 01:15:00+00:00,10343500,1.62,A -2023-11-04 01:30:00+00:00,10343500,1.61,A -2023-11-04 01:45:00+00:00,10343500,1.61,A -2023-11-04 02:00:00+00:00,10343500,1.61,A -2023-11-04 02:15:00+00:00,10343500,1.61,A -2023-11-04 02:30:00+00:00,10343500,1.61,A -2023-11-04 02:45:00+00:00,10343500,1.61,A -2023-11-04 03:00:00+00:00,10343500,1.61,A -2023-11-04 03:15:00+00:00,10343500,1.61,A -2023-11-04 03:30:00+00:00,10343500,1.61,A -2023-11-04 03:45:00+00:00,10343500,1.61,A -2023-11-04 04:00:00+00:00,10343500,1.61,A -2023-11-04 04:15:00+00:00,10343500,1.61,A -2023-11-04 04:30:00+00:00,10343500,1.61,A -2023-11-04 04:45:00+00:00,10343500,1.61,A -2023-11-04 05:00:00+00:00,10343500,1.61,A -2023-11-04 05:15:00+00:00,10343500,1.61,A -2023-11-04 05:30:00+00:00,10343500,1.61,A -2023-11-04 05:45:00+00:00,10343500,1.61,A -2023-11-04 06:00:00+00:00,10343500,1.61,A -2023-11-04 06:15:00+00:00,10343500,1.61,A -2023-11-04 06:30:00+00:00,10343500,1.61,A -2023-11-04 06:45:00+00:00,10343500,1.61,A -2023-11-04 07:00:00+00:00,10343500,1.61,A -2023-11-04 07:15:00+00:00,10343500,1.61,A -2023-11-04 07:30:00+00:00,10343500,1.61,A -2023-11-04 07:45:00+00:00,10343500,1.61,A -2023-11-04 08:00:00+00:00,10343500,1.61,A -2023-11-04 08:15:00+00:00,10343500,1.61,A -2023-11-04 08:30:00+00:00,10343500,1.61,A -2023-11-04 08:45:00+00:00,10343500,1.61,A -2023-11-04 09:00:00+00:00,10343500,1.61,A -2023-11-04 09:15:00+00:00,10343500,1.61,A -2023-11-04 09:30:00+00:00,10343500,1.61,A -2023-11-04 09:45:00+00:00,10343500,1.61,A -2023-11-04 10:00:00+00:00,10343500,1.61,A -2023-11-04 10:15:00+00:00,10343500,1.61,A -2023-11-04 10:30:00+00:00,10343500,1.61,A -2023-11-04 10:45:00+00:00,10343500,1.61,A -2023-11-04 11:00:00+00:00,10343500,1.61,A -2023-11-04 11:15:00+00:00,10343500,1.61,A -2023-11-04 11:30:00+00:00,10343500,1.61,A -2023-11-04 11:45:00+00:00,10343500,1.61,A -2023-11-04 12:00:00+00:00,10343500,1.61,A -2023-11-04 12:15:00+00:00,10343500,1.61,A -2023-11-04 12:30:00+00:00,10343500,1.61,A -2023-11-04 12:45:00+00:00,10343500,1.61,A -2023-11-04 13:00:00+00:00,10343500,1.61,A -2023-11-04 13:15:00+00:00,10343500,1.61,A -2023-11-04 13:30:00+00:00,10343500,1.61,A -2023-11-04 13:45:00+00:00,10343500,1.61,A -2023-11-04 14:00:00+00:00,10343500,1.61,A -2023-11-04 14:15:00+00:00,10343500,1.61,A -2023-11-04 14:30:00+00:00,10343500,1.61,A -2023-11-04 14:45:00+00:00,10343500,1.61,A -2023-11-04 15:00:00+00:00,10343500,1.61,A -2023-11-04 15:15:00+00:00,10343500,1.61,A -2023-11-04 15:30:00+00:00,10343500,1.61,A -2023-11-04 15:45:00+00:00,10343500,1.61,A -2023-11-04 16:00:00+00:00,10343500,1.61,A -2023-11-04 16:15:00+00:00,10343500,1.61,A -2023-11-04 16:30:00+00:00,10343500,1.61,A -2023-11-04 16:45:00+00:00,10343500,1.61,A -2023-11-04 17:00:00+00:00,10343500,1.61,A -2023-11-04 17:15:00+00:00,10343500,1.61,A -2023-11-04 17:30:00+00:00,10343500,1.61,A -2023-11-04 17:45:00+00:00,10343500,1.61,A -2023-11-04 18:00:00+00:00,10343500,1.61,A -2023-11-04 18:15:00+00:00,10343500,1.61,A -2023-11-04 18:30:00+00:00,10343500,1.61,A -2023-11-04 18:45:00+00:00,10343500,1.61,A -2023-11-04 19:00:00+00:00,10343500,1.61,A -2023-11-04 19:15:00+00:00,10343500,1.61,A -2023-11-04 19:30:00+00:00,10343500,1.61,A -2023-11-04 19:45:00+00:00,10343500,1.61,A -2023-11-04 20:00:00+00:00,10343500,1.61,A -2023-11-04 20:15:00+00:00,10343500,1.61,A -2023-11-04 20:30:00+00:00,10343500,1.61,A -2023-11-04 20:45:00+00:00,10343500,1.61,A -2023-11-04 21:00:00+00:00,10343500,1.61,A -2023-11-04 21:15:00+00:00,10343500,1.61,A -2023-11-04 21:30:00+00:00,10343500,1.61,A -2023-11-04 21:45:00+00:00,10343500,1.61,A -2023-11-04 22:00:00+00:00,10343500,1.61,A -2023-11-04 22:15:00+00:00,10343500,1.61,A -2023-11-04 22:30:00+00:00,10343500,1.61,A -2023-11-04 22:45:00+00:00,10343500,1.61,A -2023-11-04 23:00:00+00:00,10343500,1.61,A -2023-11-04 23:15:00+00:00,10343500,1.61,A -2023-11-04 23:30:00+00:00,10343500,1.61,A -2023-11-04 23:45:00+00:00,10343500,1.61,A -2023-11-05 00:00:00+00:00,10343500,1.61,A -2023-11-05 00:15:00+00:00,10343500,1.61,A -2023-11-05 00:30:00+00:00,10343500,1.61,A -2023-11-05 00:45:00+00:00,10343500,1.61,A -2023-11-05 01:00:00+00:00,10343500,1.61,A -2023-11-05 01:15:00+00:00,10343500,1.61,A -2023-11-05 01:30:00+00:00,10343500,1.61,A -2023-11-05 01:45:00+00:00,10343500,1.61,A -2023-11-05 02:00:00+00:00,10343500,1.61,A -2023-11-05 02:15:00+00:00,10343500,1.61,A -2023-11-05 02:30:00+00:00,10343500,1.61,A -2023-11-05 02:45:00+00:00,10343500,1.61,A -2023-11-05 03:00:00+00:00,10343500,1.61,A -2023-11-05 03:15:00+00:00,10343500,1.61,A -2023-11-05 03:30:00+00:00,10343500,1.61,A -2023-11-05 03:45:00+00:00,10343500,1.61,A -2023-11-05 04:00:00+00:00,10343500,1.61,A -2023-11-05 04:15:00+00:00,10343500,1.61,A -2023-11-05 04:30:00+00:00,10343500,1.61,A -2023-11-05 04:45:00+00:00,10343500,1.61,A -2023-11-05 05:00:00+00:00,10343500,1.61,A -2023-11-05 05:15:00+00:00,10343500,1.61,A -2023-11-05 05:30:00+00:00,10343500,1.61,A -2023-11-05 05:45:00+00:00,10343500,1.61,A -2023-11-05 06:00:00+00:00,10343500,1.61,A -2023-11-05 06:15:00+00:00,10343500,1.61,A -2023-11-05 06:30:00+00:00,10343500,1.61,A -2023-11-05 06:45:00+00:00,10343500,1.61,A -2023-11-05 07:00:00+00:00,10343500,1.61,A -2023-11-05 07:15:00+00:00,10343500,1.61,A -2023-11-05 07:30:00+00:00,10343500,1.61,A -2023-11-05 07:45:00+00:00,10343500,1.61,A -2023-11-05 08:00:00+00:00,10343500,1.61,A -2023-11-05 08:15:00+00:00,10343500,1.61,A -2023-11-05 08:30:00+00:00,10343500,1.61,A -2023-11-05 08:45:00+00:00,10343500,1.61,A -2023-11-05 09:00:00+00:00,10343500,1.61,A -2023-11-05 09:15:00+00:00,10343500,1.61,A -2023-11-05 09:30:00+00:00,10343500,1.61,A -2023-11-05 09:45:00+00:00,10343500,1.61,A -2023-11-05 10:00:00+00:00,10343500,1.61,A -2023-11-05 10:15:00+00:00,10343500,1.61,A -2023-11-05 10:30:00+00:00,10343500,1.61,A -2023-11-05 10:45:00+00:00,10343500,1.61,A -2023-11-05 11:00:00+00:00,10343500,1.61,A -2023-11-05 11:15:00+00:00,10343500,1.61,A -2023-11-05 11:30:00+00:00,10343500,1.61,A -2023-11-05 11:45:00+00:00,10343500,1.61,A -2023-11-05 12:00:00+00:00,10343500,1.61,A -2023-11-05 12:15:00+00:00,10343500,1.61,A -2023-11-05 12:30:00+00:00,10343500,1.61,A -2023-11-05 12:45:00+00:00,10343500,1.61,A -2023-11-05 13:00:00+00:00,10343500,1.61,A -2023-11-05 13:15:00+00:00,10343500,1.61,A -2023-11-05 13:30:00+00:00,10343500,1.61,A -2023-11-05 13:45:00+00:00,10343500,1.61,A -2023-11-05 14:00:00+00:00,10343500,1.61,A -2023-11-05 14:15:00+00:00,10343500,1.61,A -2023-11-05 14:30:00+00:00,10343500,1.61,A -2023-11-05 14:45:00+00:00,10343500,1.61,A -2023-11-05 15:00:00+00:00,10343500,1.61,A -2023-11-05 15:15:00+00:00,10343500,1.61,A -2023-11-05 15:30:00+00:00,10343500,1.61,A -2023-11-05 15:45:00+00:00,10343500,1.61,A -2023-11-05 16:00:00+00:00,10343500,1.61,A -2023-11-05 16:15:00+00:00,10343500,1.61,A -2023-11-05 16:30:00+00:00,10343500,1.61,A -2023-11-05 16:45:00+00:00,10343500,1.61,A -2023-11-05 17:00:00+00:00,10343500,1.61,A -2023-11-05 17:15:00+00:00,10343500,1.61,A -2023-11-05 17:30:00+00:00,10343500,1.61,A -2023-11-05 17:45:00+00:00,10343500,1.61,A -2023-11-05 18:00:00+00:00,10343500,1.61,A -2023-11-05 18:15:00+00:00,10343500,1.61,A -2023-11-05 18:30:00+00:00,10343500,1.61,A -2023-11-05 18:45:00+00:00,10343500,1.61,A -2023-11-05 19:00:00+00:00,10343500,1.61,A -2023-11-05 19:15:00+00:00,10343500,1.61,A -2023-11-05 19:30:00+00:00,10343500,1.61,A -2023-11-05 19:45:00+00:00,10343500,1.61,A -2023-11-05 20:00:00+00:00,10343500,1.61,A -2023-11-05 20:15:00+00:00,10343500,1.61,A -2023-11-05 20:30:00+00:00,10343500,1.61,A -2023-11-05 20:45:00+00:00,10343500,1.61,A -2023-11-05 21:00:00+00:00,10343500,1.61,A -2023-11-05 21:15:00+00:00,10343500,1.61,A -2023-11-05 21:30:00+00:00,10343500,1.61,A -2023-11-05 21:45:00+00:00,10343500,1.61,A -2023-11-05 22:00:00+00:00,10343500,1.61,A -2023-11-05 22:15:00+00:00,10343500,1.61,A -2023-11-05 22:30:00+00:00,10343500,1.61,A -2023-11-05 22:45:00+00:00,10343500,1.61,A -2023-11-05 23:00:00+00:00,10343500,1.61,A -2023-11-05 23:15:00+00:00,10343500,1.61,A -2023-11-05 23:30:00+00:00,10343500,1.61,A -2023-11-05 23:45:00+00:00,10343500,1.61,A -2023-11-06 00:00:00+00:00,10343500,1.61,A -2023-11-06 00:15:00+00:00,10343500,1.61,A -2023-11-06 00:30:00+00:00,10343500,1.61,A -2023-11-06 00:45:00+00:00,10343500,1.61,A -2023-11-06 01:00:00+00:00,10343500,1.61,A -2023-11-06 01:15:00+00:00,10343500,1.61,A -2023-11-06 01:30:00+00:00,10343500,1.61,A -2023-11-06 01:45:00+00:00,10343500,1.61,A -2023-11-06 02:00:00+00:00,10343500,1.61,A -2023-11-06 02:15:00+00:00,10343500,1.61,A -2023-11-06 02:30:00+00:00,10343500,1.61,A -2023-11-06 02:45:00+00:00,10343500,1.61,A -2023-11-06 03:00:00+00:00,10343500,1.61,A -2023-11-06 03:15:00+00:00,10343500,1.61,A -2023-11-06 03:30:00+00:00,10343500,1.61,A -2023-11-06 03:45:00+00:00,10343500,1.61,A -2023-11-06 04:00:00+00:00,10343500,1.61,A -2023-11-06 04:15:00+00:00,10343500,1.61,A -2023-11-06 04:30:00+00:00,10343500,1.61,A -2023-11-06 04:45:00+00:00,10343500,1.61,A -2023-11-06 05:00:00+00:00,10343500,1.61,A -2023-11-06 05:15:00+00:00,10343500,1.61,A -2023-11-06 05:30:00+00:00,10343500,1.61,A -2023-11-06 05:45:00+00:00,10343500,1.61,A -2023-11-06 06:00:00+00:00,10343500,1.61,A -2023-11-06 06:15:00+00:00,10343500,1.61,A -2023-11-06 06:30:00+00:00,10343500,1.61,A -2023-11-06 06:45:00+00:00,10343500,1.61,A -2023-11-06 07:00:00+00:00,10343500,1.61,A -2023-11-06 07:15:00+00:00,10343500,1.62,A -2023-11-06 07:30:00+00:00,10343500,1.62,A -2023-11-06 07:45:00+00:00,10343500,1.62,A -2023-11-06 08:00:00+00:00,10343500,1.62,A -2023-11-06 08:15:00+00:00,10343500,1.63,A -2023-11-06 08:30:00+00:00,10343500,1.64,A -2023-11-06 08:45:00+00:00,10343500,1.65,A -2023-11-06 09:00:00+00:00,10343500,1.66,A -2023-11-06 09:15:00+00:00,10343500,1.67,A -2023-11-06 09:30:00+00:00,10343500,1.68,A -2023-11-06 09:45:00+00:00,10343500,1.69,A -2023-11-06 10:00:00+00:00,10343500,1.69,A -2023-11-06 10:15:00+00:00,10343500,1.7,A -2023-11-06 10:30:00+00:00,10343500,1.71,A -2023-11-06 10:45:00+00:00,10343500,1.71,A -2023-11-06 11:00:00+00:00,10343500,1.71,A -2023-11-06 11:15:00+00:00,10343500,1.72,A -2023-11-06 11:30:00+00:00,10343500,1.72,A -2023-11-06 11:45:00+00:00,10343500,1.72,A -2023-11-06 12:00:00+00:00,10343500,1.72,A -2023-11-06 12:15:00+00:00,10343500,1.73,A -2023-11-06 12:30:00+00:00,10343500,1.73,A -2023-11-06 12:45:00+00:00,10343500,1.74,A -2023-11-06 13:00:00+00:00,10343500,1.75,A -2023-11-06 13:15:00+00:00,10343500,1.75,A -2023-11-06 13:30:00+00:00,10343500,1.76,A -2023-11-06 13:45:00+00:00,10343500,1.76,A -2023-11-06 14:00:00+00:00,10343500,1.76,A -2023-11-06 14:15:00+00:00,10343500,1.76,A -2023-11-06 14:30:00+00:00,10343500,1.75,A -2023-11-06 14:45:00+00:00,10343500,1.75,A -2023-11-06 15:00:00+00:00,10343500,1.75,A -2023-11-06 15:15:00+00:00,10343500,1.75,A -2023-11-06 15:30:00+00:00,10343500,1.76,A -2023-11-06 15:45:00+00:00,10343500,1.77,A -2023-11-06 16:00:00+00:00,10343500,1.78,A -2023-11-06 16:15:00+00:00,10343500,1.8,A -2023-11-06 16:30:00+00:00,10343500,1.81,A -2023-11-06 16:45:00+00:00,10343500,1.83,A -2023-11-06 17:00:00+00:00,10343500,1.84,A -2023-11-06 17:15:00+00:00,10343500,1.85,A -2023-11-06 17:30:00+00:00,10343500,1.86,A -2023-11-06 17:45:00+00:00,10343500,1.87,A -2023-11-06 18:00:00+00:00,10343500,1.89,A -2023-11-06 18:15:00+00:00,10343500,1.9,A -2023-11-06 18:30:00+00:00,10343500,1.92,A -2023-11-06 18:45:00+00:00,10343500,1.94,A -2023-11-06 19:00:00+00:00,10343500,1.96,A -2023-11-06 19:15:00+00:00,10343500,1.97,A -2023-11-06 19:30:00+00:00,10343500,1.98,A -2023-11-06 19:45:00+00:00,10343500,1.99,A -2023-11-06 20:00:00+00:00,10343500,1.99,A -2023-11-06 20:15:00+00:00,10343500,1.99,A -2023-11-06 20:30:00+00:00,10343500,1.98,A -2023-11-06 20:45:00+00:00,10343500,1.98,A -2023-11-06 21:00:00+00:00,10343500,1.97,A -2023-11-06 21:15:00+00:00,10343500,1.97,A -2023-11-06 21:30:00+00:00,10343500,1.96,A -2023-11-06 21:45:00+00:00,10343500,1.96,A -2023-11-06 22:00:00+00:00,10343500,1.95,A -2023-11-06 22:15:00+00:00,10343500,1.94,A -2023-11-06 22:30:00+00:00,10343500,1.93,A -2023-11-06 22:45:00+00:00,10343500,1.92,A -2023-11-06 23:00:00+00:00,10343500,1.91,A -2023-11-06 23:15:00+00:00,10343500,1.91,A -2023-11-06 23:30:00+00:00,10343500,1.9,A -2023-11-06 23:45:00+00:00,10343500,1.89,A -2023-11-07 00:00:00+00:00,10343500,1.88,A -2023-11-07 00:15:00+00:00,10343500,1.88,A -2023-11-07 00:30:00+00:00,10343500,1.87,A -2023-11-07 00:45:00+00:00,10343500,1.87,A -2023-11-07 01:00:00+00:00,10343500,1.86,A -2023-11-07 01:15:00+00:00,10343500,1.86,A -2023-11-07 01:30:00+00:00,10343500,1.86,A -2023-11-07 01:45:00+00:00,10343500,1.86,A -2023-11-07 02:00:00+00:00,10343500,1.86,A -2023-11-07 02:15:00+00:00,10343500,1.86,A -2023-11-07 02:30:00+00:00,10343500,1.86,A -2023-11-07 02:45:00+00:00,10343500,1.86,A -2023-11-07 03:00:00+00:00,10343500,1.85,A -2023-11-07 03:15:00+00:00,10343500,1.85,A -2023-11-07 03:30:00+00:00,10343500,1.84,A -2023-11-07 03:45:00+00:00,10343500,1.84,A -2023-11-07 04:00:00+00:00,10343500,1.84,A -2023-11-07 04:15:00+00:00,10343500,1.83,A -2023-11-07 04:30:00+00:00,10343500,1.83,A -2023-11-07 04:45:00+00:00,10343500,1.83,A -2023-11-07 05:00:00+00:00,10343500,1.83,A -2023-11-07 05:15:00+00:00,10343500,1.82,A -2023-11-07 05:30:00+00:00,10343500,1.82,A -2023-11-07 05:45:00+00:00,10343500,1.82,A -2023-11-07 06:00:00+00:00,10343500,1.81,A -2023-11-07 06:15:00+00:00,10343500,1.81,A -2023-11-07 06:30:00+00:00,10343500,1.81,A -2023-11-07 06:45:00+00:00,10343500,1.8,A -2023-11-07 07:00:00+00:00,10343500,1.8,A -2023-11-07 07:15:00+00:00,10343500,1.79,A -2023-11-07 07:30:00+00:00,10343500,1.79,A -2023-11-07 07:45:00+00:00,10343500,1.79,A -2023-11-07 08:00:00+00:00,10343500,1.79,A -2023-11-07 08:15:00+00:00,10343500,1.78,A -2023-11-07 08:30:00+00:00,10343500,1.78,A -2023-11-07 08:45:00+00:00,10343500,1.78,A -2023-11-07 09:00:00+00:00,10343500,1.77,A -2023-11-07 09:15:00+00:00,10343500,1.77,A -2023-11-07 09:30:00+00:00,10343500,1.77,A -2023-11-07 09:45:00+00:00,10343500,1.76,A -2023-11-07 10:00:00+00:00,10343500,1.76,A -2023-11-07 10:15:00+00:00,10343500,1.76,A -2023-11-07 10:30:00+00:00,10343500,1.76,A -2023-11-07 10:45:00+00:00,10343500,1.76,A -2023-11-07 11:00:00+00:00,10343500,1.75,A -2023-11-07 11:15:00+00:00,10343500,1.75,A -2023-11-07 11:30:00+00:00,10343500,1.75,A -2023-11-07 11:45:00+00:00,10343500,1.75,A -2023-11-07 12:00:00+00:00,10343500,1.75,A -2023-11-07 12:15:00+00:00,10343500,1.74,A -2023-11-07 12:30:00+00:00,10343500,1.74,A -2023-11-07 12:45:00+00:00,10343500,1.74,A -2023-11-07 13:00:00+00:00,10343500,1.74,A -2023-11-07 13:15:00+00:00,10343500,1.74,A -2023-11-07 13:30:00+00:00,10343500,1.73,A -2023-11-07 13:45:00+00:00,10343500,1.73,A -2023-11-07 14:00:00+00:00,10343500,1.73,A -2023-11-07 14:15:00+00:00,10343500,1.73,A -2023-11-07 14:30:00+00:00,10343500,1.73,A -2023-11-07 14:45:00+00:00,10343500,1.73,A -2023-11-07 15:00:00+00:00,10343500,1.73,A -2023-11-07 15:15:00+00:00,10343500,1.72,A -2023-11-07 15:30:00+00:00,10343500,1.72,A -2023-11-07 15:45:00+00:00,10343500,1.72,A -2023-11-07 16:00:00+00:00,10343500,1.72,A -2023-11-07 16:15:00+00:00,10343500,1.72,A -2023-11-07 16:30:00+00:00,10343500,1.72,A -2023-11-07 16:45:00+00:00,10343500,1.71,A -2023-11-07 17:00:00+00:00,10343500,1.71,A -2023-11-07 17:15:00+00:00,10343500,1.71,A -2023-11-07 17:30:00+00:00,10343500,1.71,A -2023-11-07 17:45:00+00:00,10343500,1.71,A -2023-11-07 18:00:00+00:00,10343500,1.71,A -2023-11-07 18:15:00+00:00,10343500,1.71,A -2023-11-07 18:30:00+00:00,10343500,1.71,A -2023-11-07 18:45:00+00:00,10343500,1.71,A -2023-11-07 19:00:00+00:00,10343500,1.71,A -2023-11-07 19:15:00+00:00,10343500,1.72,A -2023-11-07 19:30:00+00:00,10343500,1.72,A -2023-11-07 19:45:00+00:00,10343500,1.72,A -2023-11-07 20:00:00+00:00,10343500,1.72,A -2023-11-07 20:15:00+00:00,10343500,1.72,A -2023-11-07 20:30:00+00:00,10343500,1.72,A -2023-11-07 20:45:00+00:00,10343500,1.72,A -2023-11-07 21:00:00+00:00,10343500,1.72,A -2023-11-07 21:15:00+00:00,10343500,1.72,A -2023-11-07 21:30:00+00:00,10343500,1.72,A -2023-11-07 21:45:00+00:00,10343500,1.72,A -2023-11-07 22:00:00+00:00,10343500,1.71,A -2023-11-07 22:15:00+00:00,10343500,1.71,A -2023-11-07 22:30:00+00:00,10343500,1.71,A -2023-11-07 22:45:00+00:00,10343500,1.71,A -2023-11-07 23:00:00+00:00,10343500,1.71,A -2023-11-07 23:15:00+00:00,10343500,1.71,A -2023-11-07 23:30:00+00:00,10343500,1.71,A -2023-11-07 23:45:00+00:00,10343500,1.71,A -2023-11-08 00:00:00+00:00,10343500,1.71,A -2023-11-08 00:15:00+00:00,10343500,1.71,A -2023-11-08 00:30:00+00:00,10343500,1.7,A -2023-11-08 00:45:00+00:00,10343500,1.7,A -2023-11-08 01:00:00+00:00,10343500,1.7,A -2023-11-08 01:15:00+00:00,10343500,1.7,A -2023-11-08 01:30:00+00:00,10343500,1.7,A -2023-11-08 01:45:00+00:00,10343500,1.7,A -2023-11-08 02:00:00+00:00,10343500,1.7,A -2023-11-08 02:15:00+00:00,10343500,1.7,A -2023-11-08 02:30:00+00:00,10343500,1.7,A -2023-11-08 02:45:00+00:00,10343500,1.7,A -2023-11-08 03:00:00+00:00,10343500,1.7,A -2023-11-08 03:15:00+00:00,10343500,1.7,A -2023-11-08 03:30:00+00:00,10343500,1.7,A -2023-11-08 03:45:00+00:00,10343500,1.69,A -2023-11-08 04:00:00+00:00,10343500,1.69,A -2023-11-08 04:15:00+00:00,10343500,1.69,A -2023-11-08 04:30:00+00:00,10343500,1.69,A -2023-11-08 04:45:00+00:00,10343500,1.69,A -2023-11-08 05:00:00+00:00,10343500,1.69,A -2023-11-08 05:15:00+00:00,10343500,1.69,A -2023-11-08 05:30:00+00:00,10343500,1.69,A -2023-11-08 05:45:00+00:00,10343500,1.69,A -2023-11-08 06:00:00+00:00,10343500,1.69,A -2023-11-08 06:15:00+00:00,10343500,1.69,A -2023-11-08 06:30:00+00:00,10343500,1.69,A -2023-11-08 06:45:00+00:00,10343500,1.69,A -2023-11-08 07:00:00+00:00,10343500,1.68,A -2023-11-08 07:15:00+00:00,10343500,1.68,A -2023-11-08 07:30:00+00:00,10343500,1.68,A -2023-11-08 07:45:00+00:00,10343500,1.68,A -2023-11-08 08:00:00+00:00,10343500,1.68,A -2023-11-08 08:15:00+00:00,10343500,1.68,A -2023-11-08 08:30:00+00:00,10343500,1.68,A -2023-11-08 08:45:00+00:00,10343500,1.68,A -2023-11-08 09:00:00+00:00,10343500,1.68,A -2023-11-08 09:15:00+00:00,10343500,1.68,A -2023-11-08 09:30:00+00:00,10343500,1.68,A -2023-11-08 09:45:00+00:00,10343500,1.67,A -2023-11-08 10:00:00+00:00,10343500,1.67,A -2023-11-08 10:15:00+00:00,10343500,1.67,A -2023-11-08 10:30:00+00:00,10343500,1.67,A -2023-11-08 10:45:00+00:00,10343500,1.67,A -2023-11-08 11:00:00+00:00,10343500,1.67,A -2023-11-08 11:15:00+00:00,10343500,1.67,A -2023-11-08 11:30:00+00:00,10343500,1.67,A -2023-11-08 11:45:00+00:00,10343500,1.67,A -2023-11-08 12:00:00+00:00,10343500,1.67,A -2023-11-08 12:15:00+00:00,10343500,1.67,A -2023-11-08 12:30:00+00:00,10343500,1.67,A -2023-11-08 12:45:00+00:00,10343500,1.67,A -2023-11-08 13:00:00+00:00,10343500,1.67,A -2023-11-08 13:15:00+00:00,10343500,1.67,A -2023-11-08 13:30:00+00:00,10343500,1.67,A -2023-11-08 13:45:00+00:00,10343500,1.67,A -2023-11-08 14:00:00+00:00,10343500,1.67,A -2023-11-08 14:15:00+00:00,10343500,1.66,A -2023-11-08 14:30:00+00:00,10343500,1.66,A -2023-11-08 14:45:00+00:00,10343500,1.66,A -2023-11-08 15:00:00+00:00,10343500,1.66,A -2023-11-08 15:15:00+00:00,10343500,1.66,A -2023-11-08 15:30:00+00:00,10343500,1.66,A -2023-11-08 15:45:00+00:00,10343500,1.66,A -2023-11-08 16:00:00+00:00,10343500,1.66,A -2023-11-08 16:15:00+00:00,10343500,1.66,A -2023-11-08 16:30:00+00:00,10343500,1.66,A -2023-11-08 16:45:00+00:00,10343500,1.66,A -2023-11-08 17:00:00+00:00,10343500,1.66,A -2023-11-08 17:15:00+00:00,10343500,1.66,A -2023-11-08 17:30:00+00:00,10343500,1.66,A -2023-11-08 17:45:00+00:00,10343500,1.66,A -2023-11-08 18:00:00+00:00,10343500,1.66,A -2023-11-08 18:15:00+00:00,10343500,1.66,A -2023-11-08 18:30:00+00:00,10343500,1.66,A -2023-11-08 18:45:00+00:00,10343500,1.66,A -2023-11-08 19:00:00+00:00,10343500,1.66,A -2023-11-08 19:15:00+00:00,10343500,1.66,A -2023-11-08 19:30:00+00:00,10343500,1.66,A -2023-11-08 19:45:00+00:00,10343500,1.66,A -2023-11-08 20:00:00+00:00,10343500,1.66,A -2023-11-08 20:15:00+00:00,10343500,1.66,A -2023-11-08 20:30:00+00:00,10343500,1.66,A -2023-11-08 20:45:00+00:00,10343500,1.66,A -2023-11-08 21:00:00+00:00,10343500,1.66,A -2023-11-08 21:15:00+00:00,10343500,1.66,A -2023-11-08 21:30:00+00:00,10343500,1.66,A -2023-11-08 21:45:00+00:00,10343500,1.66,A -2023-11-08 22:00:00+00:00,10343500,1.66,A -2023-11-08 22:15:00+00:00,10343500,1.66,A -2023-11-08 22:30:00+00:00,10343500,1.66,A -2023-11-08 22:45:00+00:00,10343500,1.66,A -2023-11-08 23:00:00+00:00,10343500,1.66,A -2023-11-08 23:15:00+00:00,10343500,1.66,A -2023-11-08 23:30:00+00:00,10343500,1.66,A -2023-11-08 23:45:00+00:00,10343500,1.66,A -2023-11-09 00:00:00+00:00,10343500,1.66,A -2023-11-09 00:15:00+00:00,10343500,1.66,A -2023-11-09 00:30:00+00:00,10343500,1.66,A -2023-11-09 00:45:00+00:00,10343500,1.66,A -2023-11-09 01:00:00+00:00,10343500,1.66,A -2023-11-09 01:15:00+00:00,10343500,1.66,A -2023-11-09 01:30:00+00:00,10343500,1.66,A -2023-11-09 01:45:00+00:00,10343500,1.66,A -2023-11-09 02:00:00+00:00,10343500,1.66,A -2023-11-09 02:15:00+00:00,10343500,1.66,A -2023-11-09 02:30:00+00:00,10343500,1.65,A -2023-11-09 02:45:00+00:00,10343500,1.65,A -2023-11-09 03:00:00+00:00,10343500,1.65,A -2023-11-09 03:15:00+00:00,10343500,1.65,A -2023-11-09 03:30:00+00:00,10343500,1.65,A -2023-11-09 03:45:00+00:00,10343500,1.65,A -2023-11-09 04:00:00+00:00,10343500,1.65,A -2023-11-09 04:15:00+00:00,10343500,1.65,A -2023-11-09 04:30:00+00:00,10343500,1.65,A -2023-11-09 04:45:00+00:00,10343500,1.65,A -2023-11-09 05:00:00+00:00,10343500,1.65,A -2023-11-09 05:15:00+00:00,10343500,1.65,A -2023-11-09 05:30:00+00:00,10343500,1.65,A -2023-11-09 05:45:00+00:00,10343500,1.65,A -2023-11-09 06:00:00+00:00,10343500,1.65,A -2023-11-09 06:15:00+00:00,10343500,1.65,A -2023-11-09 06:30:00+00:00,10343500,1.65,A -2023-11-09 06:45:00+00:00,10343500,1.65,A -2023-11-09 07:00:00+00:00,10343500,1.65,A -2023-11-09 07:15:00+00:00,10343500,1.65,A -2023-11-09 07:30:00+00:00,10343500,1.65,A -2023-11-09 07:45:00+00:00,10343500,1.65,A -2023-11-09 08:00:00+00:00,10343500,1.65,A -2023-11-09 08:15:00+00:00,10343500,1.65,A -2023-11-09 08:30:00+00:00,10343500,1.65,A -2023-11-09 08:45:00+00:00,10343500,1.65,A -2023-11-09 09:00:00+00:00,10343500,1.65,A -2023-11-09 09:15:00+00:00,10343500,1.65,A -2023-11-09 09:30:00+00:00,10343500,1.65,A -2023-11-09 09:45:00+00:00,10343500,1.64,A -2023-11-09 10:00:00+00:00,10343500,1.64,A -2023-11-09 10:15:00+00:00,10343500,1.64,A -2023-11-09 10:30:00+00:00,10343500,1.64,A -2023-11-09 10:45:00+00:00,10343500,1.64,A -2023-11-09 11:00:00+00:00,10343500,1.64,A -2023-11-09 11:15:00+00:00,10343500,1.64,A -2023-11-09 11:30:00+00:00,10343500,1.64,A -2023-11-09 11:45:00+00:00,10343500,1.64,A -2023-11-09 12:00:00+00:00,10343500,1.64,A -2023-11-09 12:15:00+00:00,10343500,1.64,A -2023-11-09 12:30:00+00:00,10343500,1.64,A -2023-11-09 12:45:00+00:00,10343500,1.64,A -2023-11-09 13:00:00+00:00,10343500,1.64,A -2023-11-09 13:15:00+00:00,10343500,1.64,A -2023-11-09 13:30:00+00:00,10343500,1.64,A -2023-11-09 13:45:00+00:00,10343500,1.64,A -2023-11-09 14:00:00+00:00,10343500,1.64,A -2023-11-09 14:15:00+00:00,10343500,1.63,A -2023-11-09 14:30:00+00:00,10343500,1.64,A -2023-11-09 14:45:00+00:00,10343500,1.64,A -2023-11-09 15:00:00+00:00,10343500,1.63,A -2023-11-09 15:15:00+00:00,10343500,1.63,A -2023-11-09 15:30:00+00:00,10343500,1.63,A -2023-11-09 15:45:00+00:00,10343500,1.63,A -2023-11-09 16:00:00+00:00,10343500,1.63,A -2023-11-09 16:15:00+00:00,10343500,1.62,A -2023-11-09 16:30:00+00:00,10343500,1.63,A -2023-11-09 16:45:00+00:00,10343500,1.63,A -2023-11-09 17:00:00+00:00,10343500,1.63,A -2023-11-09 17:15:00+00:00,10343500,1.63,A -2023-11-09 17:30:00+00:00,10343500,1.63,A -2023-11-09 17:45:00+00:00,10343500,1.63,A -2023-11-09 18:00:00+00:00,10343500,1.63,A -2023-11-09 18:15:00+00:00,10343500,1.63,A -2023-11-09 18:30:00+00:00,10343500,1.63,A -2023-11-09 18:45:00+00:00,10343500,1.63,A -2023-11-09 19:00:00+00:00,10343500,1.63,A -2023-11-09 19:15:00+00:00,10343500,1.63,A -2023-11-09 19:30:00+00:00,10343500,1.64,A -2023-11-09 19:45:00+00:00,10343500,1.64,A -2023-11-09 20:00:00+00:00,10343500,1.64,A -2023-11-09 20:15:00+00:00,10343500,1.64,A -2023-11-09 20:30:00+00:00,10343500,1.64,A -2023-11-09 20:45:00+00:00,10343500,1.64,A -2023-11-09 21:00:00+00:00,10343500,1.64,A -2023-11-09 21:15:00+00:00,10343500,1.65,A -2023-11-09 21:30:00+00:00,10343500,1.65,A -2023-11-09 21:45:00+00:00,10343500,1.64,A -2023-11-09 22:00:00+00:00,10343500,1.65,A -2023-11-09 22:15:00+00:00,10343500,1.65,A -2023-11-09 22:30:00+00:00,10343500,1.65,A -2023-11-09 22:45:00+00:00,10343500,1.65,A -2023-11-09 23:00:00+00:00,10343500,1.65,A -2023-11-09 23:15:00+00:00,10343500,1.65,A -2023-11-09 23:30:00+00:00,10343500,1.65,A -2023-11-09 23:45:00+00:00,10343500,1.65,A -2023-11-10 00:00:00+00:00,10343500,1.65,A -2023-11-10 00:15:00+00:00,10343500,1.65,A -2023-11-10 00:30:00+00:00,10343500,1.65,A -2023-11-10 00:45:00+00:00,10343500,1.65,A -2023-11-10 01:00:00+00:00,10343500,1.65,A -2023-11-10 01:15:00+00:00,10343500,1.65,A -2023-11-10 01:30:00+00:00,10343500,1.65,A -2023-11-10 01:45:00+00:00,10343500,1.65,A -2023-11-10 02:00:00+00:00,10343500,1.64,A -2023-11-10 02:15:00+00:00,10343500,1.64,A -2023-11-10 02:30:00+00:00,10343500,1.64,A -2023-11-10 02:45:00+00:00,10343500,1.64,A -2023-11-10 03:00:00+00:00,10343500,1.64,A -2023-11-10 03:15:00+00:00,10343500,1.64,A -2023-11-10 03:30:00+00:00,10343500,1.64,A -2023-11-10 03:45:00+00:00,10343500,1.64,A -2023-11-10 04:00:00+00:00,10343500,1.64,A -2023-11-10 04:15:00+00:00,10343500,1.64,A -2023-11-10 04:30:00+00:00,10343500,1.64,A -2023-11-10 04:45:00+00:00,10343500,1.64,A -2023-11-10 05:00:00+00:00,10343500,1.64,A -2023-11-10 05:15:00+00:00,10343500,1.64,A -2023-11-10 05:30:00+00:00,10343500,1.64,A -2023-11-10 05:45:00+00:00,10343500,1.64,A -2023-11-10 06:00:00+00:00,10343500,1.64,A -2023-11-10 06:15:00+00:00,10343500,1.64,A -2023-11-10 06:30:00+00:00,10343500,1.64,A -2023-11-10 06:45:00+00:00,10343500,1.64,A -2023-11-10 07:00:00+00:00,10343500,1.64,A -2023-11-10 07:15:00+00:00,10343500,1.64,A -2023-11-10 07:30:00+00:00,10343500,1.64,A -2023-11-10 07:45:00+00:00,10343500,1.64,A -2023-11-10 08:00:00+00:00,10343500,1.64,A -2023-11-10 08:15:00+00:00,10343500,1.64,A -2023-11-10 08:30:00+00:00,10343500,1.64,A -2023-11-10 08:45:00+00:00,10343500,1.64,A -2023-11-10 09:00:00+00:00,10343500,1.64,A -2023-11-10 09:15:00+00:00,10343500,1.64,A -2023-11-10 09:30:00+00:00,10343500,1.64,A -2023-11-10 09:45:00+00:00,10343500,1.64,A -2023-11-10 10:00:00+00:00,10343500,1.64,A -2023-11-10 10:15:00+00:00,10343500,1.64,A -2023-11-10 10:30:00+00:00,10343500,1.64,A -2023-11-10 10:45:00+00:00,10343500,1.64,A -2023-11-10 11:00:00+00:00,10343500,1.64,A -2023-11-10 11:15:00+00:00,10343500,1.64,A -2023-11-10 11:30:00+00:00,10343500,1.64,A -2023-11-10 11:45:00+00:00,10343500,1.64,A -2023-11-10 12:00:00+00:00,10343500,1.64,A -2023-11-10 12:15:00+00:00,10343500,1.64,A -2023-11-10 12:30:00+00:00,10343500,1.64,A -2023-11-10 12:45:00+00:00,10343500,1.64,A -2023-11-10 13:00:00+00:00,10343500,1.64,A -2023-11-10 13:15:00+00:00,10343500,1.64,A -2023-11-10 13:30:00+00:00,10343500,1.64,A -2023-11-10 13:45:00+00:00,10343500,1.64,A -2023-11-10 14:00:00+00:00,10343500,1.64,A -2023-11-10 14:15:00+00:00,10343500,1.64,A -2023-11-10 14:30:00+00:00,10343500,1.64,A -2023-11-10 14:45:00+00:00,10343500,1.64,A -2023-11-10 15:00:00+00:00,10343500,1.64,A -2023-11-10 15:15:00+00:00,10343500,1.64,A -2023-11-10 15:30:00+00:00,10343500,1.63,A -2023-11-10 15:45:00+00:00,10343500,1.64,A -2023-11-10 16:00:00+00:00,10343500,1.64,A -2023-11-10 16:15:00+00:00,10343500,1.64,A -2023-11-10 16:30:00+00:00,10343500,1.64,A -2023-11-10 16:45:00+00:00,10343500,1.63,A -2023-11-10 17:00:00+00:00,10343500,1.64,A -2023-11-10 17:15:00+00:00,10343500,1.63,A -2023-11-10 17:30:00+00:00,10343500,1.63,A -2023-11-10 17:45:00+00:00,10343500,1.64,A -2023-11-10 18:00:00+00:00,10343500,1.63,A -2023-11-10 18:15:00+00:00,10343500,1.63,A -2023-11-10 18:30:00+00:00,10343500,1.64,A -2023-11-10 18:45:00+00:00,10343500,1.64,A -2023-11-10 19:00:00+00:00,10343500,1.64,A -2023-11-10 19:15:00+00:00,10343500,1.64,A -2023-11-10 19:30:00+00:00,10343500,1.64,A -2023-11-10 19:45:00+00:00,10343500,1.64,A -2023-11-10 20:00:00+00:00,10343500,1.64,A -2023-11-10 20:15:00+00:00,10343500,1.64,A -2023-11-10 20:30:00+00:00,10343500,1.64,A -2023-11-10 20:45:00+00:00,10343500,1.64,A -2023-11-10 21:00:00+00:00,10343500,1.64,A -2023-11-10 21:15:00+00:00,10343500,1.64,A -2023-11-10 21:30:00+00:00,10343500,1.64,A -2023-11-10 21:45:00+00:00,10343500,1.64,A -2023-11-10 22:00:00+00:00,10343500,1.64,A -2023-11-10 22:15:00+00:00,10343500,1.64,A -2023-11-10 22:30:00+00:00,10343500,1.64,A -2023-11-10 22:45:00+00:00,10343500,1.64,A -2023-11-10 23:00:00+00:00,10343500,1.64,A -2023-11-10 23:15:00+00:00,10343500,1.64,A -2023-11-10 23:30:00+00:00,10343500,1.64,A -2023-11-10 23:45:00+00:00,10343500,1.64,A -2023-11-11 00:00:00+00:00,10343500,1.64,A -2023-11-11 00:15:00+00:00,10343500,1.64,A -2023-11-11 00:30:00+00:00,10343500,1.64,A -2023-11-11 00:45:00+00:00,10343500,1.64,A -2023-11-11 01:00:00+00:00,10343500,1.64,A -2023-11-11 01:15:00+00:00,10343500,1.64,A -2023-11-11 01:30:00+00:00,10343500,1.64,A -2023-11-11 01:45:00+00:00,10343500,1.64,A -2023-11-11 02:00:00+00:00,10343500,1.64,A -2023-11-11 02:15:00+00:00,10343500,1.64,A -2023-11-11 02:30:00+00:00,10343500,1.64,A -2023-11-11 02:45:00+00:00,10343500,1.64,A -2023-11-11 03:00:00+00:00,10343500,1.64,A -2023-11-11 03:15:00+00:00,10343500,1.64,A -2023-11-11 03:30:00+00:00,10343500,1.63,A -2023-11-11 03:45:00+00:00,10343500,1.63,A -2023-11-11 04:00:00+00:00,10343500,1.63,A -2023-11-11 04:15:00+00:00,10343500,1.63,A -2023-11-11 04:30:00+00:00,10343500,1.63,A -2023-11-11 04:45:00+00:00,10343500,1.63,A -2023-11-11 05:00:00+00:00,10343500,1.63,A -2023-11-11 05:15:00+00:00,10343500,1.63,A -2023-11-11 05:30:00+00:00,10343500,1.63,A -2023-11-11 05:45:00+00:00,10343500,1.63,A -2023-11-11 06:00:00+00:00,10343500,1.63,A -2023-11-11 06:15:00+00:00,10343500,1.63,A -2023-11-11 06:30:00+00:00,10343500,1.63,A -2023-11-11 06:45:00+00:00,10343500,1.63,A -2023-11-11 07:00:00+00:00,10343500,1.63,A -2023-11-11 07:15:00+00:00,10343500,1.63,A -2023-11-11 07:30:00+00:00,10343500,1.63,A -2023-11-11 07:45:00+00:00,10343500,1.63,A -2023-11-11 08:00:00+00:00,10343500,1.63,A -2023-11-11 08:15:00+00:00,10343500,1.63,A -2023-11-11 08:30:00+00:00,10343500,1.63,A -2023-11-11 08:45:00+00:00,10343500,1.63,A -2023-11-11 09:00:00+00:00,10343500,1.63,A -2023-11-11 09:15:00+00:00,10343500,1.63,A -2023-11-11 09:30:00+00:00,10343500,1.63,A -2023-11-11 09:45:00+00:00,10343500,1.63,A -2023-11-11 10:00:00+00:00,10343500,1.63,A -2023-11-11 10:15:00+00:00,10343500,1.63,A -2023-11-11 10:30:00+00:00,10343500,1.63,A -2023-11-11 10:45:00+00:00,10343500,1.63,A -2023-11-11 11:00:00+00:00,10343500,1.63,A -2023-11-11 11:15:00+00:00,10343500,1.63,A -2023-11-11 11:30:00+00:00,10343500,1.63,A -2023-11-11 11:45:00+00:00,10343500,1.63,A -2023-11-11 12:00:00+00:00,10343500,1.63,A -2023-11-11 12:15:00+00:00,10343500,1.63,A -2023-11-11 12:30:00+00:00,10343500,1.63,A -2023-11-11 12:45:00+00:00,10343500,1.63,A -2023-11-11 13:00:00+00:00,10343500,1.63,A -2023-11-11 13:15:00+00:00,10343500,1.63,A -2023-11-11 13:30:00+00:00,10343500,1.63,A -2023-11-11 13:45:00+00:00,10343500,1.63,A -2023-11-11 14:00:00+00:00,10343500,1.63,A -2023-11-11 14:15:00+00:00,10343500,1.63,A -2023-11-11 14:30:00+00:00,10343500,1.63,A -2023-11-11 14:45:00+00:00,10343500,1.63,A -2023-11-11 15:00:00+00:00,10343500,1.63,A -2023-11-11 15:15:00+00:00,10343500,1.63,A -2023-11-11 15:30:00+00:00,10343500,1.63,A -2023-11-11 15:45:00+00:00,10343500,1.63,A -2023-11-11 16:00:00+00:00,10343500,1.63,A -2023-11-11 16:15:00+00:00,10343500,1.63,A -2023-11-11 16:30:00+00:00,10343500,1.63,A -2023-11-11 16:45:00+00:00,10343500,1.63,A -2023-11-11 17:00:00+00:00,10343500,1.63,A -2023-11-11 17:15:00+00:00,10343500,1.63,A -2023-11-11 17:30:00+00:00,10343500,1.63,A -2023-11-11 17:45:00+00:00,10343500,1.63,A -2023-11-11 18:00:00+00:00,10343500,1.63,A -2023-11-11 18:15:00+00:00,10343500,1.63,A -2023-11-11 18:30:00+00:00,10343500,1.63,A -2023-11-11 18:45:00+00:00,10343500,1.63,A -2023-11-11 19:00:00+00:00,10343500,1.63,A -2023-11-11 19:15:00+00:00,10343500,1.63,A -2023-11-11 19:30:00+00:00,10343500,1.63,A -2023-11-11 19:45:00+00:00,10343500,1.63,A -2023-11-11 20:00:00+00:00,10343500,1.63,A -2023-11-11 20:15:00+00:00,10343500,1.63,A -2023-11-11 20:30:00+00:00,10343500,1.63,A -2023-11-11 20:45:00+00:00,10343500,1.63,A -2023-11-11 21:00:00+00:00,10343500,1.63,A -2023-11-11 21:15:00+00:00,10343500,1.63,A -2023-11-11 21:30:00+00:00,10343500,1.64,A -2023-11-11 21:45:00+00:00,10343500,1.64,A -2023-11-11 22:00:00+00:00,10343500,1.64,A -2023-11-11 22:15:00+00:00,10343500,1.64,A -2023-11-11 22:30:00+00:00,10343500,1.64,A -2023-11-11 22:45:00+00:00,10343500,1.64,A -2023-11-11 23:00:00+00:00,10343500,1.64,A -2023-11-11 23:15:00+00:00,10343500,1.64,A -2023-11-11 23:30:00+00:00,10343500,1.64,A -2023-11-11 23:45:00+00:00,10343500,1.63,A -2023-11-12 00:00:00+00:00,10343500,1.63,A -2023-11-12 00:15:00+00:00,10343500,1.63,A -2023-11-12 00:30:00+00:00,10343500,1.63,A -2023-11-12 00:45:00+00:00,10343500,1.63,A -2023-11-12 01:00:00+00:00,10343500,1.63,A -2023-11-12 01:15:00+00:00,10343500,1.63,A -2023-11-12 01:30:00+00:00,10343500,1.63,A -2023-11-12 01:45:00+00:00,10343500,1.63,A -2023-11-12 02:00:00+00:00,10343500,1.63,A -2023-11-12 02:15:00+00:00,10343500,1.63,A -2023-11-12 02:30:00+00:00,10343500,1.63,A -2023-11-12 02:45:00+00:00,10343500,1.63,A -2023-11-12 03:00:00+00:00,10343500,1.63,A -2023-11-12 03:15:00+00:00,10343500,1.63,A -2023-11-12 03:30:00+00:00,10343500,1.63,A -2023-11-12 03:45:00+00:00,10343500,1.63,A -2023-11-12 04:00:00+00:00,10343500,1.63,A -2023-11-12 04:15:00+00:00,10343500,1.63,A -2023-11-12 04:30:00+00:00,10343500,1.63,A -2023-11-12 04:45:00+00:00,10343500,1.63,A -2023-11-12 05:00:00+00:00,10343500,1.63,A -2023-11-12 05:15:00+00:00,10343500,1.63,A -2023-11-12 05:30:00+00:00,10343500,1.63,A -2023-11-12 05:45:00+00:00,10343500,1.63,A -2023-11-12 06:00:00+00:00,10343500,1.63,A -2023-11-12 06:15:00+00:00,10343500,1.63,A -2023-11-12 06:30:00+00:00,10343500,1.63,A -2023-11-12 06:45:00+00:00,10343500,1.63,A -2023-11-12 07:00:00+00:00,10343500,1.63,A -2023-11-12 07:15:00+00:00,10343500,1.63,A -2023-11-12 07:30:00+00:00,10343500,1.63,A -2023-11-12 07:45:00+00:00,10343500,1.63,A -2023-11-12 08:00:00+00:00,10343500,1.63,A -2023-11-12 08:15:00+00:00,10343500,1.63,A -2023-11-12 08:30:00+00:00,10343500,1.63,A -2023-11-12 08:45:00+00:00,10343500,1.62,A -2023-11-12 09:00:00+00:00,10343500,1.62,A -2023-11-12 09:15:00+00:00,10343500,1.63,A -2023-11-12 09:30:00+00:00,10343500,1.63,A -2023-11-12 09:45:00+00:00,10343500,1.62,A -2023-11-12 10:00:00+00:00,10343500,1.62,A -2023-11-12 10:15:00+00:00,10343500,1.63,A -2023-11-12 10:30:00+00:00,10343500,1.62,A -2023-11-12 10:45:00+00:00,10343500,1.62,A -2023-11-12 11:00:00+00:00,10343500,1.62,A -2023-11-12 11:15:00+00:00,10343500,1.62,A -2023-11-12 11:30:00+00:00,10343500,1.62,A -2023-11-12 11:45:00+00:00,10343500,1.62,A -2023-11-12 12:00:00+00:00,10343500,1.62,A -2023-11-12 12:15:00+00:00,10343500,1.62,A -2023-11-12 12:30:00+00:00,10343500,1.62,A -2023-11-12 12:45:00+00:00,10343500,1.62,A -2023-11-12 13:00:00+00:00,10343500,1.62,A -2023-11-12 13:15:00+00:00,10343500,1.62,A -2023-11-12 13:30:00+00:00,10343500,1.62,A -2023-11-12 13:45:00+00:00,10343500,1.62,A -2023-11-12 14:00:00+00:00,10343500,1.62,A -2023-11-12 14:15:00+00:00,10343500,1.62,A -2023-11-12 14:30:00+00:00,10343500,1.62,A -2023-11-12 14:45:00+00:00,10343500,1.62,A -2023-11-12 15:00:00+00:00,10343500,1.62,A -2023-11-12 15:15:00+00:00,10343500,1.62,A -2023-11-12 15:30:00+00:00,10343500,1.62,A -2023-11-12 15:45:00+00:00,10343500,1.62,A -2023-11-12 16:00:00+00:00,10343500,1.62,A -2023-11-12 16:15:00+00:00,10343500,1.62,A -2023-11-12 16:30:00+00:00,10343500,1.62,A -2023-11-12 16:45:00+00:00,10343500,1.62,A -2023-11-12 17:00:00+00:00,10343500,1.62,A -2023-11-12 17:15:00+00:00,10343500,1.62,A -2023-11-12 17:30:00+00:00,10343500,1.62,A -2023-11-12 17:45:00+00:00,10343500,1.62,A -2023-11-12 18:00:00+00:00,10343500,1.62,A -2023-11-12 18:15:00+00:00,10343500,1.62,A -2023-11-12 18:30:00+00:00,10343500,1.62,A -2023-11-12 18:45:00+00:00,10343500,1.62,A -2023-11-12 19:00:00+00:00,10343500,1.62,A -2023-11-12 19:15:00+00:00,10343500,1.62,A -2023-11-12 19:30:00+00:00,10343500,1.63,A -2023-11-12 19:45:00+00:00,10343500,1.63,A -2023-11-12 20:00:00+00:00,10343500,1.63,A -2023-11-12 20:15:00+00:00,10343500,1.63,A -2023-11-12 20:30:00+00:00,10343500,1.63,A -2023-11-12 20:45:00+00:00,10343500,1.63,A -2023-11-12 21:00:00+00:00,10343500,1.63,A -2023-11-12 21:15:00+00:00,10343500,1.63,A -2023-11-12 21:30:00+00:00,10343500,1.63,A -2023-11-12 21:45:00+00:00,10343500,1.63,A -2023-11-12 22:00:00+00:00,10343500,1.63,A -2023-11-12 22:15:00+00:00,10343500,1.63,A -2023-11-12 22:30:00+00:00,10343500,1.63,A -2023-11-12 22:45:00+00:00,10343500,1.63,A -2023-11-12 23:00:00+00:00,10343500,1.63,A -2023-11-12 23:15:00+00:00,10343500,1.63,A -2023-11-12 23:30:00+00:00,10343500,1.63,A -2023-11-12 23:45:00+00:00,10343500,1.63,A -2023-11-13 00:00:00+00:00,10343500,1.63,A -2023-11-13 00:15:00+00:00,10343500,1.63,A -2023-11-13 00:30:00+00:00,10343500,1.63,A -2023-11-13 00:45:00+00:00,10343500,1.63,A -2023-11-13 01:00:00+00:00,10343500,1.63,A -2023-11-13 01:15:00+00:00,10343500,1.63,A -2023-11-13 01:30:00+00:00,10343500,1.63,A -2023-11-13 01:45:00+00:00,10343500,1.63,A -2023-11-13 02:00:00+00:00,10343500,1.63,A -2023-11-13 02:15:00+00:00,10343500,1.63,A -2023-11-13 02:30:00+00:00,10343500,1.63,A -2023-11-13 02:45:00+00:00,10343500,1.63,A -2023-11-13 03:00:00+00:00,10343500,1.63,A -2023-11-13 03:15:00+00:00,10343500,1.63,A -2023-11-13 03:30:00+00:00,10343500,1.63,A -2023-11-13 03:45:00+00:00,10343500,1.63,A -2023-11-13 04:00:00+00:00,10343500,1.63,A -2023-11-13 04:15:00+00:00,10343500,1.63,A -2023-11-13 04:30:00+00:00,10343500,1.62,A -2023-11-13 04:45:00+00:00,10343500,1.62,A -2023-11-13 05:00:00+00:00,10343500,1.63,A -2023-11-13 05:15:00+00:00,10343500,1.63,A -2023-11-13 05:30:00+00:00,10343500,1.62,A -2023-11-13 05:45:00+00:00,10343500,1.62,A -2023-11-13 06:00:00+00:00,10343500,1.62,A -2023-11-13 06:15:00+00:00,10343500,1.62,A -2023-11-13 06:30:00+00:00,10343500,1.62,A -2023-11-13 06:45:00+00:00,10343500,1.62,A -2023-11-13 07:00:00+00:00,10343500,1.62,A -2023-11-13 07:15:00+00:00,10343500,1.62,A -2023-11-13 07:30:00+00:00,10343500,1.62,A -2023-11-13 07:45:00+00:00,10343500,1.62,A -2023-11-13 08:00:00+00:00,10343500,1.62,A -2023-11-13 08:15:00+00:00,10343500,1.62,A -2023-11-13 08:30:00+00:00,10343500,1.62,A -2023-11-13 08:45:00+00:00,10343500,1.62,A -2023-11-13 09:00:00+00:00,10343500,1.62,A -2023-11-13 09:15:00+00:00,10343500,1.63,A -2023-11-13 09:30:00+00:00,10343500,1.63,A -2023-11-13 09:45:00+00:00,10343500,1.63,A -2023-11-13 10:00:00+00:00,10343500,1.62,A -2023-11-13 10:15:00+00:00,10343500,1.62,A -2023-11-13 10:30:00+00:00,10343500,1.62,A -2023-11-13 10:45:00+00:00,10343500,1.63,A -2023-11-13 11:00:00+00:00,10343500,1.63,A -2023-11-13 11:15:00+00:00,10343500,1.62,A -2023-11-13 11:30:00+00:00,10343500,1.62,A -2023-11-13 11:45:00+00:00,10343500,1.63,A -2023-11-13 12:00:00+00:00,10343500,1.63,A -2023-11-13 12:15:00+00:00,10343500,1.62,A -2023-11-13 12:30:00+00:00,10343500,1.63,A -2023-11-13 12:45:00+00:00,10343500,1.63,A -2023-11-13 13:00:00+00:00,10343500,1.63,A -2023-11-13 13:15:00+00:00,10343500,1.63,A -2023-11-13 13:30:00+00:00,10343500,1.62,A -2023-11-13 13:45:00+00:00,10343500,1.62,A -2023-11-13 14:00:00+00:00,10343500,1.63,A -2023-11-13 14:15:00+00:00,10343500,1.63,A -2023-11-13 14:30:00+00:00,10343500,1.62,A -2023-11-13 14:45:00+00:00,10343500,1.62,A -2023-11-13 15:00:00+00:00,10343500,1.62,A -2023-11-13 15:15:00+00:00,10343500,1.62,A -2023-11-13 15:30:00+00:00,10343500,1.62,A -2023-11-13 15:45:00+00:00,10343500,1.62,A -2023-11-13 16:00:00+00:00,10343500,1.62,A -2023-11-13 16:15:00+00:00,10343500,1.62,A -2023-11-13 16:30:00+00:00,10343500,1.62,A -2023-11-13 16:45:00+00:00,10343500,1.62,A -2023-11-13 17:00:00+00:00,10343500,1.62,A -2023-11-13 17:15:00+00:00,10343500,1.62,A -2023-11-13 17:30:00+00:00,10343500,1.62,A -2023-11-13 17:45:00+00:00,10343500,1.62,A -2023-11-13 18:00:00+00:00,10343500,1.62,A -2023-11-13 18:15:00+00:00,10343500,1.62,A -2023-11-13 18:30:00+00:00,10343500,1.62,A -2023-11-13 18:45:00+00:00,10343500,1.62,A -2023-11-13 19:00:00+00:00,10343500,1.62,A -2023-11-13 19:15:00+00:00,10343500,1.63,A -2023-11-13 19:30:00+00:00,10343500,1.63,A -2023-11-13 19:45:00+00:00,10343500,1.63,A -2023-11-13 20:00:00+00:00,10343500,1.63,A -2023-11-13 20:15:00+00:00,10343500,1.62,A -2023-11-13 20:30:00+00:00,10343500,1.63,A -2023-11-13 20:45:00+00:00,10343500,1.63,A -2023-11-13 21:00:00+00:00,10343500,1.63,A -2023-11-13 21:15:00+00:00,10343500,1.63,A -2023-11-13 21:30:00+00:00,10343500,1.63,A -2023-11-13 21:45:00+00:00,10343500,1.63,A -2023-11-13 22:00:00+00:00,10343500,1.63,A -2023-11-13 22:15:00+00:00,10343500,1.63,A -2023-11-13 22:30:00+00:00,10343500,1.63,A -2023-11-13 22:45:00+00:00,10343500,1.63,A -2023-11-13 23:00:00+00:00,10343500,1.63,A -2023-11-13 23:15:00+00:00,10343500,1.63,A -2023-11-13 23:30:00+00:00,10343500,1.63,A -2023-11-13 23:45:00+00:00,10343500,1.63,A -2023-11-14 00:00:00+00:00,10343500,1.63,A -2023-11-14 00:15:00+00:00,10343500,1.63,A -2023-11-14 00:30:00+00:00,10343500,1.62,A -2023-11-14 00:45:00+00:00,10343500,1.62,A -2023-11-14 01:00:00+00:00,10343500,1.62,A -2023-11-14 01:15:00+00:00,10343500,1.62,A -2023-11-14 01:30:00+00:00,10343500,1.62,A -2023-11-14 01:45:00+00:00,10343500,1.62,A -2023-11-14 02:00:00+00:00,10343500,1.62,A -2023-11-14 02:15:00+00:00,10343500,1.62,A -2023-11-14 02:30:00+00:00,10343500,1.62,A -2023-11-14 02:45:00+00:00,10343500,1.62,A -2023-11-14 03:00:00+00:00,10343500,1.62,A -2023-11-14 03:15:00+00:00,10343500,1.62,A -2023-11-14 03:30:00+00:00,10343500,1.62,A -2023-11-14 03:45:00+00:00,10343500,1.62,A -2023-11-14 04:00:00+00:00,10343500,1.62,A -2023-11-14 04:15:00+00:00,10343500,1.62,A -2023-11-14 04:30:00+00:00,10343500,1.62,A -2023-11-14 04:45:00+00:00,10343500,1.62,A -2023-11-14 05:00:00+00:00,10343500,1.62,A -2023-11-14 05:15:00+00:00,10343500,1.62,A -2023-11-14 05:30:00+00:00,10343500,1.62,A -2023-11-14 05:45:00+00:00,10343500,1.62,A -2023-11-14 06:00:00+00:00,10343500,1.62,A -2023-11-14 06:15:00+00:00,10343500,1.62,A -2023-11-14 06:30:00+00:00,10343500,1.62,A -2023-11-14 06:45:00+00:00,10343500,1.62,A -2023-11-14 07:00:00+00:00,10343500,1.62,A -2023-11-14 07:15:00+00:00,10343500,1.62,A -2023-11-14 07:30:00+00:00,10343500,1.62,A -2023-11-14 07:45:00+00:00,10343500,1.62,A -2023-11-14 08:00:00+00:00,10343500,1.62,A -2023-11-14 08:15:00+00:00,10343500,1.62,A -2023-11-14 08:30:00+00:00,10343500,1.62,A -2023-11-14 08:45:00+00:00,10343500,1.62,A -2023-11-14 09:00:00+00:00,10343500,1.62,A -2023-11-14 09:15:00+00:00,10343500,1.62,A -2023-11-14 09:30:00+00:00,10343500,1.62,A -2023-11-14 09:45:00+00:00,10343500,1.62,A -2023-11-14 10:00:00+00:00,10343500,1.62,A -2023-11-14 10:15:00+00:00,10343500,1.62,A -2023-11-14 10:30:00+00:00,10343500,1.62,A -2023-11-14 10:45:00+00:00,10343500,1.62,A -2023-11-14 11:00:00+00:00,10343500,1.62,A -2023-11-14 11:15:00+00:00,10343500,1.62,A -2023-11-14 11:30:00+00:00,10343500,1.62,A -2023-11-14 11:45:00+00:00,10343500,1.62,A -2023-11-14 12:00:00+00:00,10343500,1.62,A -2023-11-14 12:15:00+00:00,10343500,1.62,A -2023-11-14 12:30:00+00:00,10343500,1.62,A -2023-11-14 12:45:00+00:00,10343500,1.62,A -2023-11-14 13:00:00+00:00,10343500,1.62,A -2023-11-14 13:15:00+00:00,10343500,1.62,A -2023-11-14 13:30:00+00:00,10343500,1.62,A -2023-11-14 13:45:00+00:00,10343500,1.62,A -2023-11-14 14:00:00+00:00,10343500,1.62,A -2023-11-14 14:15:00+00:00,10343500,1.62,A -2023-11-14 14:30:00+00:00,10343500,1.62,A -2023-11-14 14:45:00+00:00,10343500,1.62,A -2023-11-14 15:00:00+00:00,10343500,1.62,A -2023-11-14 15:15:00+00:00,10343500,1.62,A -2023-11-14 15:30:00+00:00,10343500,1.62,A -2023-11-14 15:45:00+00:00,10343500,1.62,A -2023-11-14 16:00:00+00:00,10343500,1.62,A -2023-11-14 16:15:00+00:00,10343500,1.62,A -2023-11-14 16:30:00+00:00,10343500,1.62,A -2023-11-14 16:45:00+00:00,10343500,1.62,A -2023-11-14 17:00:00+00:00,10343500,1.62,A -2023-11-14 17:15:00+00:00,10343500,1.62,A -2023-11-14 17:30:00+00:00,10343500,1.62,A -2023-11-14 17:45:00+00:00,10343500,1.62,A -2023-11-14 18:00:00+00:00,10343500,1.62,A -2023-11-14 18:15:00+00:00,10343500,1.62,A -2023-11-14 18:30:00+00:00,10343500,1.62,A -2023-11-14 18:45:00+00:00,10343500,1.62,A -2023-11-14 19:00:00+00:00,10343500,1.62,A -2023-11-14 19:15:00+00:00,10343500,1.62,A -2023-11-14 19:30:00+00:00,10343500,1.62,A -2023-11-14 19:45:00+00:00,10343500,1.62,A -2023-11-14 20:00:00+00:00,10343500,1.62,A -2023-11-14 20:15:00+00:00,10343500,1.63,A -2023-11-14 20:30:00+00:00,10343500,1.63,A -2023-11-14 20:45:00+00:00,10343500,1.63,A -2023-11-14 21:00:00+00:00,10343500,1.63,A -2023-11-14 21:15:00+00:00,10343500,1.63,A -2023-11-14 21:30:00+00:00,10343500,1.63,A -2023-11-14 21:45:00+00:00,10343500,1.63,A -2023-11-14 22:00:00+00:00,10343500,1.63,A -2023-11-14 22:15:00+00:00,10343500,1.63,A -2023-11-14 22:30:00+00:00,10343500,1.63,A -2023-11-14 22:45:00+00:00,10343500,1.63,A -2023-11-14 23:00:00+00:00,10343500,1.62,A -2023-11-14 23:15:00+00:00,10343500,1.62,A -2023-11-14 23:30:00+00:00,10343500,1.62,A -2023-11-14 23:45:00+00:00,10343500,1.62,A -2023-11-15 00:00:00+00:00,10343500,1.62,A -2023-11-15 00:15:00+00:00,10343500,1.62,A -2023-11-15 00:30:00+00:00,10343500,1.62,A -2023-11-15 00:45:00+00:00,10343500,1.62,A -2023-11-15 01:00:00+00:00,10343500,1.62,A -2023-11-15 01:15:00+00:00,10343500,1.62,A -2023-11-15 01:30:00+00:00,10343500,1.62,A -2023-11-15 01:45:00+00:00,10343500,1.62,A -2023-11-15 02:00:00+00:00,10343500,1.62,A -2023-11-15 02:15:00+00:00,10343500,1.62,A -2023-11-15 02:30:00+00:00,10343500,1.62,A -2023-11-15 02:45:00+00:00,10343500,1.62,A -2023-11-15 03:00:00+00:00,10343500,1.62,A -2023-11-15 03:15:00+00:00,10343500,1.62,A -2023-11-15 03:30:00+00:00,10343500,1.62,A -2023-11-15 03:45:00+00:00,10343500,1.62,A -2023-11-15 04:00:00+00:00,10343500,1.62,A -2023-11-15 04:15:00+00:00,10343500,1.62,A -2023-11-15 04:30:00+00:00,10343500,1.62,A -2023-11-15 04:45:00+00:00,10343500,1.62,A -2023-11-15 05:00:00+00:00,10343500,1.62,A -2023-11-15 05:15:00+00:00,10343500,1.62,A -2023-11-15 05:30:00+00:00,10343500,1.62,A -2023-11-15 05:45:00+00:00,10343500,1.62,A -2023-11-15 06:00:00+00:00,10343500,1.62,A -2023-11-15 06:15:00+00:00,10343500,1.62,A -2023-11-15 06:30:00+00:00,10343500,1.62,A -2023-11-15 06:45:00+00:00,10343500,1.62,A -2023-11-15 07:00:00+00:00,10343500,1.62,A -2023-11-15 07:15:00+00:00,10343500,1.62,A -2023-11-15 07:30:00+00:00,10343500,1.62,A -2023-11-15 07:45:00+00:00,10343500,1.62,A -2023-11-15 08:00:00+00:00,10343500,1.62,A -2023-11-15 08:15:00+00:00,10343500,1.62,A -2023-11-15 08:30:00+00:00,10343500,1.62,A -2023-11-15 08:45:00+00:00,10343500,1.62,A -2023-11-15 09:00:00+00:00,10343500,1.62,A -2023-11-15 09:15:00+00:00,10343500,1.62,A -2023-11-15 09:30:00+00:00,10343500,1.62,A -2023-11-15 09:45:00+00:00,10343500,1.62,A -2023-11-15 10:00:00+00:00,10343500,1.62,A -2023-11-15 10:15:00+00:00,10343500,1.62,A -2023-11-15 10:30:00+00:00,10343500,1.62,A -2023-11-15 10:45:00+00:00,10343500,1.62,A -2023-11-15 11:00:00+00:00,10343500,1.62,A -2023-11-15 11:15:00+00:00,10343500,1.62,A -2023-11-15 11:30:00+00:00,10343500,1.62,A -2023-11-15 11:45:00+00:00,10343500,1.62,A -2023-11-15 12:00:00+00:00,10343500,1.62,A -2023-11-15 12:15:00+00:00,10343500,1.62,A -2023-11-15 12:30:00+00:00,10343500,1.62,A -2023-11-15 12:45:00+00:00,10343500,1.62,A -2023-11-15 13:00:00+00:00,10343500,1.62,A -2023-11-15 13:15:00+00:00,10343500,1.62,A -2023-11-15 13:30:00+00:00,10343500,1.62,A -2023-11-15 13:45:00+00:00,10343500,1.62,A -2023-11-15 14:00:00+00:00,10343500,1.62,A -2023-11-15 14:15:00+00:00,10343500,1.61,A -2023-11-15 14:30:00+00:00,10343500,1.62,A -2023-11-15 14:45:00+00:00,10343500,1.61,A -2023-11-15 15:00:00+00:00,10343500,1.61,A -2023-11-15 15:15:00+00:00,10343500,1.61,A -2023-11-15 15:30:00+00:00,10343500,1.61,A -2023-11-15 15:45:00+00:00,10343500,1.61,A -2023-11-15 16:00:00+00:00,10343500,1.61,A -2023-11-15 16:15:00+00:00,10343500,1.61,A -2023-11-15 16:30:00+00:00,10343500,1.61,A -2023-11-15 16:45:00+00:00,10343500,1.61,A -2023-11-15 17:00:00+00:00,10343500,1.61,A -2023-11-15 17:15:00+00:00,10343500,1.61,A -2023-11-15 17:30:00+00:00,10343500,1.61,A -2023-11-15 17:45:00+00:00,10343500,1.61,A -2023-11-15 18:00:00+00:00,10343500,1.62,A -2023-11-15 18:15:00+00:00,10343500,1.61,A -2023-11-15 18:30:00+00:00,10343500,1.62,A -2023-11-15 18:45:00+00:00,10343500,1.62,A -2023-11-15 19:00:00+00:00,10343500,1.62,A -2023-11-15 19:15:00+00:00,10343500,1.62,A -2023-11-15 19:30:00+00:00,10343500,1.62,A -2023-11-15 19:45:00+00:00,10343500,1.62,A -2023-11-15 20:00:00+00:00,10343500,1.62,A -2023-11-15 20:15:00+00:00,10343500,1.62,A -2023-11-15 20:30:00+00:00,10343500,1.62,A -2023-11-15 20:45:00+00:00,10343500,1.62,A -2023-11-15 21:00:00+00:00,10343500,1.62,A -2023-11-15 21:15:00+00:00,10343500,1.62,A -2023-11-15 21:30:00+00:00,10343500,1.62,A -2023-11-15 21:45:00+00:00,10343500,1.63,A -2023-11-15 22:00:00+00:00,10343500,1.63,A -2023-11-15 22:15:00+00:00,10343500,1.63,A -2023-11-15 22:30:00+00:00,10343500,1.63,A -2023-11-15 22:45:00+00:00,10343500,1.63,A -2023-11-15 23:00:00+00:00,10343500,1.63,A -2023-11-15 23:15:00+00:00,10343500,1.63,A -2023-11-15 23:30:00+00:00,10343500,1.63,A -2023-11-15 23:45:00+00:00,10343500,1.62,A -2023-11-16 00:00:00+00:00,10343500,1.62,A -2023-11-16 00:15:00+00:00,10343500,1.62,A -2023-11-16 00:30:00+00:00,10343500,1.62,A -2023-11-16 00:45:00+00:00,10343500,1.62,A -2023-11-16 01:00:00+00:00,10343500,1.62,A -2023-11-16 01:15:00+00:00,10343500,1.63,A -2023-11-16 01:30:00+00:00,10343500,1.62,A -2023-11-16 01:45:00+00:00,10343500,1.62,A -2023-11-16 02:00:00+00:00,10343500,1.62,A -2023-11-16 02:15:00+00:00,10343500,1.62,A -2023-11-16 02:30:00+00:00,10343500,1.62,A -2023-11-16 02:45:00+00:00,10343500,1.62,A -2023-11-16 03:00:00+00:00,10343500,1.62,A -2023-11-16 03:15:00+00:00,10343500,1.62,A -2023-11-16 03:30:00+00:00,10343500,1.62,A -2023-11-16 03:45:00+00:00,10343500,1.62,A -2023-11-16 04:00:00+00:00,10343500,1.62,A -2023-11-16 04:15:00+00:00,10343500,1.62,A -2023-11-16 04:30:00+00:00,10343500,1.62,A -2023-11-16 04:45:00+00:00,10343500,1.62,A -2023-11-16 05:00:00+00:00,10343500,1.62,A -2023-11-16 05:15:00+00:00,10343500,1.62,A -2023-11-16 05:30:00+00:00,10343500,1.63,A -2023-11-16 05:45:00+00:00,10343500,1.63,A -2023-11-16 06:00:00+00:00,10343500,1.63,A -2023-11-16 06:15:00+00:00,10343500,1.63,A -2023-11-16 06:30:00+00:00,10343500,1.63,A -2023-11-16 06:45:00+00:00,10343500,1.63,A -2023-11-16 07:00:00+00:00,10343500,1.64,A -2023-11-16 07:15:00+00:00,10343500,1.64,A -2023-11-16 07:30:00+00:00,10343500,1.65,A -2023-11-16 07:45:00+00:00,10343500,1.65,A -2023-11-16 08:00:00+00:00,10343500,1.66,A -2023-11-16 08:15:00+00:00,10343500,1.66,A -2023-11-16 08:30:00+00:00,10343500,1.66,A -2023-11-16 08:45:00+00:00,10343500,1.67,A -2023-11-16 09:00:00+00:00,10343500,1.67,A -2023-11-16 09:15:00+00:00,10343500,1.68,A -2023-11-16 09:30:00+00:00,10343500,1.69,A -2023-11-16 09:45:00+00:00,10343500,1.69,A -2023-11-16 10:00:00+00:00,10343500,1.7,A -2023-11-16 10:15:00+00:00,10343500,1.7,A -2023-11-16 10:30:00+00:00,10343500,1.7,A -2023-11-16 10:45:00+00:00,10343500,1.7,A -2023-11-16 11:00:00+00:00,10343500,1.71,A -2023-11-16 11:15:00+00:00,10343500,1.71,A -2023-11-16 11:30:00+00:00,10343500,1.71,A -2023-11-16 11:45:00+00:00,10343500,1.71,A -2023-11-16 12:00:00+00:00,10343500,1.71,A -2023-11-16 12:15:00+00:00,10343500,1.71,A -2023-11-16 12:30:00+00:00,10343500,1.71,A -2023-11-16 12:45:00+00:00,10343500,1.71,A -2023-11-16 13:00:00+00:00,10343500,1.72,A -2023-11-16 13:15:00+00:00,10343500,1.72,A -2023-11-16 13:30:00+00:00,10343500,1.72,A -2023-11-16 13:45:00+00:00,10343500,1.72,A -2023-11-16 14:00:00+00:00,10343500,1.73,A -2023-11-16 14:15:00+00:00,10343500,1.73,A -2023-11-16 14:30:00+00:00,10343500,1.73,A -2023-11-16 14:45:00+00:00,10343500,1.73,A -2023-11-16 15:00:00+00:00,10343500,1.74,A -2023-11-16 15:15:00+00:00,10343500,1.74,A -2023-11-16 15:30:00+00:00,10343500,1.74,A -2023-11-16 15:45:00+00:00,10343500,1.74,A -2023-11-16 16:00:00+00:00,10343500,1.74,A -2023-11-16 16:15:00+00:00,10343500,1.74,A -2023-11-16 16:30:00+00:00,10343500,1.74,A -2023-11-16 16:45:00+00:00,10343500,1.74,A -2023-11-16 17:00:00+00:00,10343500,1.74,A -2023-11-16 17:15:00+00:00,10343500,1.74,A -2023-11-16 17:30:00+00:00,10343500,1.74,A -2023-11-16 17:45:00+00:00,10343500,1.74,A -2023-11-16 18:00:00+00:00,10343500,1.74,A -2023-11-16 18:15:00+00:00,10343500,1.73,A -2023-11-16 18:30:00+00:00,10343500,1.73,A -2023-11-16 18:45:00+00:00,10343500,1.73,A -2023-11-16 19:00:00+00:00,10343500,1.73,A -2023-11-16 19:15:00+00:00,10343500,1.73,A -2023-11-16 19:30:00+00:00,10343500,1.73,A -2023-11-16 19:45:00+00:00,10343500,1.73,A -2023-11-16 20:00:00+00:00,10343500,1.72,A -2023-11-16 20:15:00+00:00,10343500,1.72,A -2023-11-16 20:30:00+00:00,10343500,1.72,A -2023-11-16 20:45:00+00:00,10343500,1.72,A -2023-11-16 21:00:00+00:00,10343500,1.72,A -2023-11-16 21:15:00+00:00,10343500,1.72,A -2023-11-16 21:30:00+00:00,10343500,1.72,A -2023-11-16 21:45:00+00:00,10343500,1.72,A -2023-11-16 22:00:00+00:00,10343500,1.72,A -2023-11-16 22:15:00+00:00,10343500,1.72,A -2023-11-16 22:30:00+00:00,10343500,1.71,A -2023-11-16 22:45:00+00:00,10343500,1.71,A -2023-11-16 23:00:00+00:00,10343500,1.71,A -2023-11-16 23:15:00+00:00,10343500,1.71,A -2023-11-16 23:30:00+00:00,10343500,1.71,A -2023-11-16 23:45:00+00:00,10343500,1.71,A -2023-11-17 00:00:00+00:00,10343500,1.71,A -2023-11-17 00:15:00+00:00,10343500,1.71,A -2023-11-17 00:30:00+00:00,10343500,1.71,A -2023-11-17 00:45:00+00:00,10343500,1.71,A -2023-11-17 01:00:00+00:00,10343500,1.71,A -2023-11-17 01:15:00+00:00,10343500,1.71,A -2023-11-17 01:30:00+00:00,10343500,1.7,A -2023-11-17 01:45:00+00:00,10343500,1.7,A -2023-11-17 02:00:00+00:00,10343500,1.7,A -2023-11-17 02:15:00+00:00,10343500,1.7,A -2023-11-17 02:30:00+00:00,10343500,1.7,A -2023-11-17 02:45:00+00:00,10343500,1.7,A -2023-11-17 03:00:00+00:00,10343500,1.7,A -2023-11-17 03:15:00+00:00,10343500,1.7,A -2023-11-17 03:30:00+00:00,10343500,1.71,A -2023-11-17 03:45:00+00:00,10343500,1.71,A -2023-11-17 04:00:00+00:00,10343500,1.71,A -2023-11-17 04:15:00+00:00,10343500,1.71,A -2023-11-17 04:30:00+00:00,10343500,1.71,A -2023-11-17 04:45:00+00:00,10343500,1.71,A -2023-11-17 05:00:00+00:00,10343500,1.71,A -2023-11-17 05:15:00+00:00,10343500,1.71,A -2023-11-17 05:30:00+00:00,10343500,1.71,A -2023-11-17 05:45:00+00:00,10343500,1.71,A -2023-11-17 06:00:00+00:00,10343500,1.71,A -2023-11-17 06:15:00+00:00,10343500,1.7,A -2023-11-17 06:30:00+00:00,10343500,1.7,A -2023-11-17 06:45:00+00:00,10343500,1.7,A -2023-11-17 07:00:00+00:00,10343500,1.7,A -2023-11-17 07:15:00+00:00,10343500,1.7,A -2023-11-17 07:30:00+00:00,10343500,1.7,A -2023-11-17 07:45:00+00:00,10343500,1.7,A -2023-11-17 08:00:00+00:00,10343500,1.7,A -2023-11-17 08:15:00+00:00,10343500,1.7,A -2023-11-17 08:30:00+00:00,10343500,1.7,A -2023-11-17 08:45:00+00:00,10343500,1.7,A -2023-11-17 09:00:00+00:00,10343500,1.7,A -2023-11-17 09:15:00+00:00,10343500,1.7,A -2023-11-17 09:30:00+00:00,10343500,1.69,A -2023-11-17 09:45:00+00:00,10343500,1.69,A -2023-11-17 10:00:00+00:00,10343500,1.69,A -2023-11-17 10:15:00+00:00,10343500,1.69,A -2023-11-17 10:30:00+00:00,10343500,1.69,A -2023-11-17 10:45:00+00:00,10343500,1.69,A -2023-11-17 11:00:00+00:00,10343500,1.69,A -2023-11-17 11:15:00+00:00,10343500,1.69,A -2023-11-17 11:30:00+00:00,10343500,1.69,A -2023-11-17 11:45:00+00:00,10343500,1.69,A -2023-11-17 12:00:00+00:00,10343500,1.68,A -2023-11-17 12:15:00+00:00,10343500,1.68,A -2023-11-17 12:30:00+00:00,10343500,1.68,A -2023-11-17 12:45:00+00:00,10343500,1.68,A -2023-11-17 13:00:00+00:00,10343500,1.68,A -2023-11-17 13:15:00+00:00,10343500,1.68,A -2023-11-17 13:30:00+00:00,10343500,1.68,A -2023-11-17 13:45:00+00:00,10343500,1.68,A -2023-11-17 14:00:00+00:00,10343500,1.68,A -2023-11-17 14:15:00+00:00,10343500,1.68,A -2023-11-17 14:30:00+00:00,10343500,1.68,A -2023-11-17 14:45:00+00:00,10343500,1.68,A -2023-11-17 15:00:00+00:00,10343500,1.68,A -2023-11-17 15:15:00+00:00,10343500,1.68,A -2023-11-17 15:30:00+00:00,10343500,1.68,A -2023-11-17 15:45:00+00:00,10343500,1.68,A -2023-11-17 16:00:00+00:00,10343500,1.68,A -2023-11-17 16:15:00+00:00,10343500,1.68,A -2023-11-17 16:30:00+00:00,10343500,1.68,A -2023-11-17 16:45:00+00:00,10343500,1.67,A -2023-11-17 17:00:00+00:00,10343500,1.67,A -2023-11-17 17:15:00+00:00,10343500,1.67,A -2023-11-17 17:30:00+00:00,10343500,1.67,A -2023-11-17 17:45:00+00:00,10343500,1.67,A -2023-11-17 18:00:00+00:00,10343500,1.67,A -2023-11-17 18:15:00+00:00,10343500,1.67,A -2023-11-17 18:30:00+00:00,10343500,1.67,A -2023-11-17 18:45:00+00:00,10343500,1.67,A -2023-11-17 19:00:00+00:00,10343500,1.67,A -2023-11-17 19:15:00+00:00,10343500,1.67,A -2023-11-17 19:30:00+00:00,10343500,1.67,A -2023-11-17 19:45:00+00:00,10343500,1.67,A -2023-11-17 20:00:00+00:00,10343500,1.67,A -2023-11-17 20:15:00+00:00,10343500,1.67,A -2023-11-17 20:30:00+00:00,10343500,1.67,A -2023-11-17 20:45:00+00:00,10343500,1.67,A -2023-11-17 21:00:00+00:00,10343500,1.67,A -2023-11-17 21:15:00+00:00,10343500,1.67,A -2023-11-17 21:30:00+00:00,10343500,1.67,A -2023-11-17 21:45:00+00:00,10343500,1.67,A -2023-11-17 22:00:00+00:00,10343500,1.67,A -2023-11-17 22:15:00+00:00,10343500,1.67,A -2023-11-17 22:30:00+00:00,10343500,1.67,A -2023-11-17 22:45:00+00:00,10343500,1.67,A -2023-11-17 23:00:00+00:00,10343500,1.67,A -2023-11-17 23:15:00+00:00,10343500,1.67,A -2023-11-17 23:30:00+00:00,10343500,1.67,A -2023-11-17 23:45:00+00:00,10343500,1.67,A -2023-11-18 00:00:00+00:00,10343500,1.67,A -2023-11-18 00:15:00+00:00,10343500,1.67,A -2023-11-18 00:30:00+00:00,10343500,1.67,A -2023-11-18 00:45:00+00:00,10343500,1.67,A -2023-11-18 01:00:00+00:00,10343500,1.67,A -2023-11-18 01:15:00+00:00,10343500,1.67,A -2023-11-18 01:30:00+00:00,10343500,1.67,A -2023-11-18 01:45:00+00:00,10343500,1.67,A -2023-11-18 02:00:00+00:00,10343500,1.67,A -2023-11-18 02:15:00+00:00,10343500,1.67,A -2023-11-18 02:30:00+00:00,10343500,1.67,A -2023-11-18 02:45:00+00:00,10343500,1.67,A -2023-11-18 03:00:00+00:00,10343500,1.67,A -2023-11-18 03:15:00+00:00,10343500,1.67,A -2023-11-18 03:30:00+00:00,10343500,1.67,A -2023-11-18 03:45:00+00:00,10343500,1.67,A -2023-11-18 04:00:00+00:00,10343500,1.67,A -2023-11-18 04:15:00+00:00,10343500,1.67,A -2023-11-18 04:30:00+00:00,10343500,1.67,A -2023-11-18 04:45:00+00:00,10343500,1.67,A -2023-11-18 05:00:00+00:00,10343500,1.67,A -2023-11-18 05:15:00+00:00,10343500,1.66,A -2023-11-18 05:30:00+00:00,10343500,1.66,A -2023-11-18 05:45:00+00:00,10343500,1.66,A -2023-11-18 06:00:00+00:00,10343500,1.66,A -2023-11-18 06:15:00+00:00,10343500,1.67,A -2023-11-18 06:30:00+00:00,10343500,1.67,A -2023-11-18 06:45:00+00:00,10343500,1.66,A -2023-11-18 07:00:00+00:00,10343500,1.67,A -2023-11-18 07:15:00+00:00,10343500,1.67,A -2023-11-18 07:30:00+00:00,10343500,1.67,A -2023-11-18 07:45:00+00:00,10343500,1.67,A -2023-11-18 08:00:00+00:00,10343500,1.66,A -2023-11-18 08:15:00+00:00,10343500,1.67,A -2023-11-18 08:30:00+00:00,10343500,1.67,A -2023-11-18 08:45:00+00:00,10343500,1.67,A -2023-11-18 09:00:00+00:00,10343500,1.67,A -2023-11-18 09:15:00+00:00,10343500,1.66,A -2023-11-18 09:30:00+00:00,10343500,1.67,A -2023-11-18 09:45:00+00:00,10343500,1.66,A -2023-11-18 10:00:00+00:00,10343500,1.66,A -2023-11-18 10:15:00+00:00,10343500,1.66,A -2023-11-18 10:30:00+00:00,10343500,1.66,A -2023-11-18 10:45:00+00:00,10343500,1.66,A -2023-11-18 11:00:00+00:00,10343500,1.67,A -2023-11-18 11:15:00+00:00,10343500,1.67,A -2023-11-18 11:30:00+00:00,10343500,1.67,A -2023-11-18 11:45:00+00:00,10343500,1.67,A -2023-11-18 12:00:00+00:00,10343500,1.67,A -2023-11-18 12:15:00+00:00,10343500,1.67,A -2023-11-18 12:30:00+00:00,10343500,1.67,A -2023-11-18 12:45:00+00:00,10343500,1.67,A -2023-11-18 13:00:00+00:00,10343500,1.67,A -2023-11-18 13:15:00+00:00,10343500,1.67,A -2023-11-18 13:30:00+00:00,10343500,1.67,A -2023-11-18 13:45:00+00:00,10343500,1.67,A -2023-11-18 14:00:00+00:00,10343500,1.67,A -2023-11-18 14:15:00+00:00,10343500,1.67,A -2023-11-18 14:30:00+00:00,10343500,1.67,A -2023-11-18 14:45:00+00:00,10343500,1.67,A -2023-11-18 15:00:00+00:00,10343500,1.67,A -2023-11-18 15:15:00+00:00,10343500,1.68,A -2023-11-18 15:30:00+00:00,10343500,1.68,A -2023-11-18 15:45:00+00:00,10343500,1.68,A -2023-11-18 16:00:00+00:00,10343500,1.68,A -2023-11-18 16:15:00+00:00,10343500,1.68,A -2023-11-18 16:30:00+00:00,10343500,1.68,A -2023-11-18 16:45:00+00:00,10343500,1.69,A -2023-11-18 17:00:00+00:00,10343500,1.69,A -2023-11-18 17:15:00+00:00,10343500,1.69,A -2023-11-18 17:30:00+00:00,10343500,1.7,A -2023-11-18 17:45:00+00:00,10343500,1.7,A -2023-11-18 18:00:00+00:00,10343500,1.71,A -2023-11-18 18:15:00+00:00,10343500,1.71,A -2023-11-18 18:30:00+00:00,10343500,1.72,A -2023-11-18 18:45:00+00:00,10343500,1.72,A -2023-11-18 19:00:00+00:00,10343500,1.73,A -2023-11-18 19:15:00+00:00,10343500,1.73,A -2023-11-18 19:30:00+00:00,10343500,1.74,A -2023-11-18 19:45:00+00:00,10343500,1.74,A -2023-11-18 20:00:00+00:00,10343500,1.74,A -2023-11-18 20:15:00+00:00,10343500,1.74,A -2023-11-18 20:30:00+00:00,10343500,1.75,A -2023-11-18 20:45:00+00:00,10343500,1.75,A -2023-11-18 21:00:00+00:00,10343500,1.75,A -2023-11-18 21:15:00+00:00,10343500,1.75,A -2023-11-18 21:30:00+00:00,10343500,1.75,A -2023-11-18 21:45:00+00:00,10343500,1.75,A -2023-11-18 22:00:00+00:00,10343500,1.76,A -2023-11-18 22:15:00+00:00,10343500,1.76,A -2023-11-18 22:30:00+00:00,10343500,1.76,A -2023-11-18 22:45:00+00:00,10343500,1.77,A -2023-11-18 23:00:00+00:00,10343500,1.77,A -2023-11-18 23:15:00+00:00,10343500,1.78,A -2023-11-18 23:30:00+00:00,10343500,1.78,A -2023-11-18 23:45:00+00:00,10343500,1.79,A -2023-11-19 00:00:00+00:00,10343500,1.8,A -2023-11-19 00:15:00+00:00,10343500,1.82,A -2023-11-19 00:30:00+00:00,10343500,1.83,A -2023-11-19 00:45:00+00:00,10343500,1.85,A -2023-11-19 01:00:00+00:00,10343500,1.87,A -2023-11-19 01:15:00+00:00,10343500,1.88,A -2023-11-19 01:30:00+00:00,10343500,1.9,A -2023-11-19 01:45:00+00:00,10343500,1.93,A -2023-11-19 02:00:00+00:00,10343500,1.95,A -2023-11-19 02:15:00+00:00,10343500,1.96,A -2023-11-19 02:30:00+00:00,10343500,1.97,A -2023-11-19 02:45:00+00:00,10343500,1.98,A -2023-11-19 03:00:00+00:00,10343500,1.99,A -2023-11-19 03:15:00+00:00,10343500,1.99,A -2023-11-19 03:30:00+00:00,10343500,1.99,A -2023-11-19 03:45:00+00:00,10343500,1.99,A -2023-11-19 04:00:00+00:00,10343500,1.99,A -2023-11-19 04:15:00+00:00,10343500,2.0,A -2023-11-19 04:30:00+00:00,10343500,1.99,A -2023-11-19 04:45:00+00:00,10343500,1.99,A -2023-11-19 05:00:00+00:00,10343500,1.99,A -2023-11-19 05:15:00+00:00,10343500,1.99,A -2023-11-19 05:30:00+00:00,10343500,1.99,A -2023-11-19 05:45:00+00:00,10343500,1.98,A -2023-11-19 06:00:00+00:00,10343500,1.98,A -2023-11-19 06:15:00+00:00,10343500,1.98,A -2023-11-19 06:30:00+00:00,10343500,1.97,A -2023-11-19 06:45:00+00:00,10343500,1.97,A -2023-11-19 07:00:00+00:00,10343500,1.97,A -2023-11-19 07:15:00+00:00,10343500,1.97,A -2023-11-19 07:30:00+00:00,10343500,1.97,A -2023-11-19 07:45:00+00:00,10343500,1.96,A -2023-11-19 08:00:00+00:00,10343500,1.96,A -2023-11-19 08:15:00+00:00,10343500,1.95,A -2023-11-19 08:30:00+00:00,10343500,1.95,A -2023-11-19 08:45:00+00:00,10343500,1.94,A -2023-11-19 09:00:00+00:00,10343500,1.93,A -2023-11-19 09:15:00+00:00,10343500,1.93,A -2023-11-19 09:30:00+00:00,10343500,1.92,A -2023-11-19 09:45:00+00:00,10343500,1.91,A -2023-11-19 10:00:00+00:00,10343500,1.91,A -2023-11-19 10:15:00+00:00,10343500,1.9,A -2023-11-19 10:30:00+00:00,10343500,1.89,A -2023-11-19 10:45:00+00:00,10343500,1.89,A -2023-11-19 11:00:00+00:00,10343500,1.88,A -2023-11-19 11:15:00+00:00,10343500,1.88,A -2023-11-19 11:30:00+00:00,10343500,1.87,A -2023-11-19 11:45:00+00:00,10343500,1.86,A -2023-11-19 12:00:00+00:00,10343500,1.86,A -2023-11-19 12:15:00+00:00,10343500,1.85,A -2023-11-19 12:30:00+00:00,10343500,1.85,A -2023-11-19 12:45:00+00:00,10343500,1.84,A -2023-11-19 13:00:00+00:00,10343500,1.84,A -2023-11-19 13:15:00+00:00,10343500,1.83,A -2023-11-19 13:30:00+00:00,10343500,1.83,A -2023-11-19 13:45:00+00:00,10343500,1.83,A -2023-11-19 14:00:00+00:00,10343500,1.82,A -2023-11-19 14:15:00+00:00,10343500,1.82,A -2023-11-19 14:30:00+00:00,10343500,1.82,A -2023-11-19 14:45:00+00:00,10343500,1.81,A -2023-11-19 15:00:00+00:00,10343500,1.81,A -2023-11-19 15:15:00+00:00,10343500,1.81,A -2023-11-19 15:30:00+00:00,10343500,1.8,A -2023-11-19 15:45:00+00:00,10343500,1.8,A -2023-11-19 16:00:00+00:00,10343500,1.8,A -2023-11-19 16:15:00+00:00,10343500,1.8,A -2023-11-19 16:30:00+00:00,10343500,1.79,A -2023-11-19 16:45:00+00:00,10343500,1.79,A -2023-11-19 17:00:00+00:00,10343500,1.79,A -2023-11-19 17:15:00+00:00,10343500,1.79,A -2023-11-19 17:30:00+00:00,10343500,1.78,A -2023-11-19 17:45:00+00:00,10343500,1.78,A -2023-11-19 18:00:00+00:00,10343500,1.78,A -2023-11-19 18:15:00+00:00,10343500,1.78,A -2023-11-19 18:30:00+00:00,10343500,1.78,A -2023-11-19 18:45:00+00:00,10343500,1.77,A -2023-11-19 19:00:00+00:00,10343500,1.77,A -2023-11-19 19:15:00+00:00,10343500,1.77,A -2023-11-19 19:30:00+00:00,10343500,1.77,A -2023-11-19 19:45:00+00:00,10343500,1.77,A -2023-11-19 20:00:00+00:00,10343500,1.77,A -2023-11-19 20:15:00+00:00,10343500,1.77,A -2023-11-19 20:30:00+00:00,10343500,1.77,A -2023-11-19 20:45:00+00:00,10343500,1.77,A -2023-11-19 21:00:00+00:00,10343500,1.77,A -2023-11-19 21:15:00+00:00,10343500,1.77,A -2023-11-19 21:30:00+00:00,10343500,1.77,A -2023-11-19 21:45:00+00:00,10343500,1.77,A -2023-11-19 22:00:00+00:00,10343500,1.77,A -2023-11-19 22:15:00+00:00,10343500,1.77,A -2023-11-19 22:30:00+00:00,10343500,1.77,A -2023-11-19 22:45:00+00:00,10343500,1.76,A -2023-11-19 23:00:00+00:00,10343500,1.76,A -2023-11-19 23:15:00+00:00,10343500,1.76,A -2023-11-19 23:30:00+00:00,10343500,1.76,A -2023-11-19 23:45:00+00:00,10343500,1.76,A -2023-11-20 00:00:00+00:00,10343500,1.76,A -2023-11-20 00:15:00+00:00,10343500,1.75,A -2023-11-20 00:30:00+00:00,10343500,1.75,A -2023-11-20 00:45:00+00:00,10343500,1.75,A -2023-11-20 01:00:00+00:00,10343500,1.75,A -2023-11-20 01:15:00+00:00,10343500,1.75,A -2023-11-20 01:30:00+00:00,10343500,1.75,A -2023-11-20 01:45:00+00:00,10343500,1.75,A -2023-11-20 02:00:00+00:00,10343500,1.75,A -2023-11-20 02:15:00+00:00,10343500,1.74,A -2023-11-20 02:30:00+00:00,10343500,1.74,A -2023-11-20 02:45:00+00:00,10343500,1.74,A -2023-11-20 03:00:00+00:00,10343500,1.74,A -2023-11-20 03:15:00+00:00,10343500,1.74,A -2023-11-20 03:30:00+00:00,10343500,1.74,A -2023-11-20 03:45:00+00:00,10343500,1.74,A -2023-11-20 04:00:00+00:00,10343500,1.74,A -2023-11-20 04:15:00+00:00,10343500,1.74,A -2023-11-20 04:30:00+00:00,10343500,1.73,A -2023-11-20 04:45:00+00:00,10343500,1.73,A -2023-11-20 05:00:00+00:00,10343500,1.73,A -2023-11-20 05:15:00+00:00,10343500,1.73,A -2023-11-20 05:30:00+00:00,10343500,1.73,A -2023-11-20 05:45:00+00:00,10343500,1.73,A -2023-11-20 06:00:00+00:00,10343500,1.73,A -2023-11-20 06:15:00+00:00,10343500,1.73,A -2023-11-20 06:30:00+00:00,10343500,1.73,A -2023-11-20 06:45:00+00:00,10343500,1.72,A -2023-11-20 07:00:00+00:00,10343500,1.72,A -2023-11-20 07:15:00+00:00,10343500,1.72,A -2023-11-20 07:30:00+00:00,10343500,1.72,A -2023-11-20 07:45:00+00:00,10343500,1.72,A -2023-11-20 08:00:00+00:00,10343500,1.72,A -2023-11-20 08:15:00+00:00,10343500,1.72,A -2023-11-20 08:30:00+00:00,10343500,1.72,A -2023-11-20 08:45:00+00:00,10343500,1.72,A -2023-11-20 09:00:00+00:00,10343500,1.71,A -2023-11-20 09:15:00+00:00,10343500,1.71,A -2023-11-20 09:30:00+00:00,10343500,1.71,A -2023-11-20 09:45:00+00:00,10343500,1.71,A -2023-11-20 10:00:00+00:00,10343500,1.71,A -2023-11-20 10:15:00+00:00,10343500,1.71,A -2023-11-20 10:30:00+00:00,10343500,1.71,A -2023-11-20 10:45:00+00:00,10343500,1.71,A -2023-11-20 11:00:00+00:00,10343500,1.71,A -2023-11-20 11:15:00+00:00,10343500,1.71,A -2023-11-20 11:30:00+00:00,10343500,1.71,A -2023-11-20 11:45:00+00:00,10343500,1.71,A -2023-11-20 12:00:00+00:00,10343500,1.7,A -2023-11-20 12:15:00+00:00,10343500,1.7,A -2023-11-20 12:30:00+00:00,10343500,1.7,A -2023-11-20 12:45:00+00:00,10343500,1.7,A -2023-11-20 13:00:00+00:00,10343500,1.7,A -2023-11-20 13:15:00+00:00,10343500,1.7,A -2023-11-20 13:30:00+00:00,10343500,1.7,A -2023-11-20 13:45:00+00:00,10343500,1.7,A -2023-11-20 14:00:00+00:00,10343500,1.7,A -2023-11-20 14:15:00+00:00,10343500,1.7,A -2023-11-20 14:30:00+00:00,10343500,1.69,A -2023-11-20 14:45:00+00:00,10343500,1.69,A -2023-11-20 15:00:00+00:00,10343500,1.69,A -2023-11-20 15:15:00+00:00,10343500,1.69,A -2023-11-20 15:30:00+00:00,10343500,1.69,A -2023-11-20 15:45:00+00:00,10343500,1.69,A -2023-11-20 16:00:00+00:00,10343500,1.69,A -2023-11-20 16:15:00+00:00,10343500,1.68,A -2023-11-20 16:30:00+00:00,10343500,1.68,A -2023-11-20 16:45:00+00:00,10343500,1.68,A -2023-11-20 17:00:00+00:00,10343500,1.68,A -2023-11-20 17:15:00+00:00,10343500,1.68,A -2023-11-20 17:30:00+00:00,10343500,1.68,A -2023-11-20 17:45:00+00:00,10343500,1.68,A -2023-11-20 18:00:00+00:00,10343500,1.68,A -2023-11-20 18:15:00+00:00,10343500,1.68,A -2023-11-20 18:30:00+00:00,10343500,1.68,A -2023-11-20 18:45:00+00:00,10343500,1.68,A -2023-11-20 19:00:00+00:00,10343500,1.69,A -2023-11-20 19:15:00+00:00,10343500,1.69,A -2023-11-20 19:30:00+00:00,10343500,1.69,A -2023-11-20 19:45:00+00:00,10343500,1.69,A -2023-11-20 20:00:00+00:00,10343500,1.69,A -2023-11-20 20:15:00+00:00,10343500,1.69,A -2023-11-20 20:30:00+00:00,10343500,1.69,A -2023-11-20 20:45:00+00:00,10343500,1.69,A -2023-11-20 21:00:00+00:00,10343500,1.69,A -2023-11-20 21:15:00+00:00,10343500,1.69,A -2023-11-20 21:30:00+00:00,10343500,1.69,A -2023-11-20 21:45:00+00:00,10343500,1.69,A -2023-11-20 22:00:00+00:00,10343500,1.69,A -2023-11-20 22:15:00+00:00,10343500,1.69,A -2023-11-20 22:30:00+00:00,10343500,1.69,A -2023-11-20 22:45:00+00:00,10343500,1.69,A -2023-11-20 23:00:00+00:00,10343500,1.69,A -2023-11-20 23:15:00+00:00,10343500,1.69,A -2023-11-20 23:30:00+00:00,10343500,1.69,A -2023-11-20 23:45:00+00:00,10343500,1.69,A -2023-11-21 00:00:00+00:00,10343500,1.69,A -2023-11-21 00:15:00+00:00,10343500,1.69,A -2023-11-21 00:30:00+00:00,10343500,1.69,A -2023-11-21 00:45:00+00:00,10343500,1.69,A -2023-11-21 01:00:00+00:00,10343500,1.69,A -2023-11-21 01:15:00+00:00,10343500,1.69,A -2023-11-21 01:30:00+00:00,10343500,1.69,A -2023-11-21 01:45:00+00:00,10343500,1.68,A -2023-11-21 02:00:00+00:00,10343500,1.68,A -2023-11-21 02:15:00+00:00,10343500,1.68,A -2023-11-21 02:30:00+00:00,10343500,1.68,A -2023-11-21 02:45:00+00:00,10343500,1.68,A -2023-11-21 03:00:00+00:00,10343500,1.68,A -2023-11-21 03:15:00+00:00,10343500,1.68,A -2023-11-21 03:30:00+00:00,10343500,1.68,A -2023-11-21 03:45:00+00:00,10343500,1.68,A -2023-11-21 04:00:00+00:00,10343500,1.68,A -2023-11-21 04:15:00+00:00,10343500,1.68,A -2023-11-21 04:30:00+00:00,10343500,1.68,A -2023-11-21 04:45:00+00:00,10343500,1.68,A -2023-11-21 05:00:00+00:00,10343500,1.68,A -2023-11-21 05:15:00+00:00,10343500,1.68,A -2023-11-21 05:30:00+00:00,10343500,1.68,A -2023-11-21 05:45:00+00:00,10343500,1.68,A -2023-11-21 06:00:00+00:00,10343500,1.68,A -2023-11-21 06:15:00+00:00,10343500,1.68,A -2023-11-21 06:30:00+00:00,10343500,1.68,A -2023-11-21 06:45:00+00:00,10343500,1.68,A -2023-11-21 07:00:00+00:00,10343500,1.68,A -2023-11-21 07:15:00+00:00,10343500,1.68,A -2023-11-21 07:30:00+00:00,10343500,1.68,A -2023-11-21 07:45:00+00:00,10343500,1.68,A -2023-11-21 08:00:00+00:00,10343500,1.67,A -2023-11-21 08:15:00+00:00,10343500,1.68,A -2023-11-21 08:30:00+00:00,10343500,1.67,A -2023-11-21 08:45:00+00:00,10343500,1.67,A -2023-11-21 09:00:00+00:00,10343500,1.67,A -2023-11-21 09:15:00+00:00,10343500,1.67,A -2023-11-21 09:30:00+00:00,10343500,1.67,A -2023-11-21 09:45:00+00:00,10343500,1.67,A -2023-11-21 10:00:00+00:00,10343500,1.67,A -2023-11-21 10:15:00+00:00,10343500,1.67,A -2023-11-21 10:30:00+00:00,10343500,1.67,A -2023-11-21 10:45:00+00:00,10343500,1.67,A -2023-11-21 11:00:00+00:00,10343500,1.67,A -2023-11-21 11:15:00+00:00,10343500,1.67,A -2023-11-21 11:30:00+00:00,10343500,1.67,A -2023-11-21 11:45:00+00:00,10343500,1.67,A -2023-11-21 12:00:00+00:00,10343500,1.67,A -2023-11-21 12:15:00+00:00,10343500,1.66,A -2023-11-21 12:30:00+00:00,10343500,1.66,A -2023-11-21 12:45:00+00:00,10343500,1.66,A -2023-11-21 13:00:00+00:00,10343500,1.66,A -2023-11-21 13:15:00+00:00,10343500,1.66,A -2023-11-21 13:30:00+00:00,10343500,1.66,A -2023-11-21 13:45:00+00:00,10343500,1.66,A -2023-11-21 14:00:00+00:00,10343500,1.66,A -2023-11-21 14:15:00+00:00,10343500,1.66,A -2023-11-21 14:30:00+00:00,10343500,1.66,A -2023-11-21 14:45:00+00:00,10343500,1.66,A -2023-11-21 15:00:00+00:00,10343500,1.66,A -2023-11-21 15:15:00+00:00,10343500,1.66,A -2023-11-21 15:30:00+00:00,10343500,1.66,A -2023-11-21 15:45:00+00:00,10343500,1.66,A -2023-11-21 16:00:00+00:00,10343500,1.66,A -2023-11-21 16:15:00+00:00,10343500,1.66,A -2023-11-21 16:30:00+00:00,10343500,1.65,A -2023-11-21 16:45:00+00:00,10343500,1.65,A -2023-11-21 17:00:00+00:00,10343500,1.65,A -2023-11-21 17:15:00+00:00,10343500,1.65,A -2023-11-21 17:30:00+00:00,10343500,1.65,A -2023-11-21 17:45:00+00:00,10343500,1.65,A -2023-11-21 18:00:00+00:00,10343500,1.65,A -2023-11-21 18:15:00+00:00,10343500,1.65,A -2023-11-21 18:30:00+00:00,10343500,1.66,A -2023-11-21 18:45:00+00:00,10343500,1.66,A -2023-11-21 19:00:00+00:00,10343500,1.66,A -2023-11-21 19:15:00+00:00,10343500,1.66,A -2023-11-21 19:30:00+00:00,10343500,1.66,A -2023-11-21 19:45:00+00:00,10343500,1.67,A -2023-11-21 20:00:00+00:00,10343500,1.67,A -2023-11-21 20:15:00+00:00,10343500,1.67,A -2023-11-21 20:30:00+00:00,10343500,1.67,A -2023-11-21 20:45:00+00:00,10343500,1.67,A -2023-11-21 21:00:00+00:00,10343500,1.67,A -2023-11-21 21:15:00+00:00,10343500,1.67,A -2023-11-21 21:30:00+00:00,10343500,1.68,A -2023-11-21 21:45:00+00:00,10343500,1.68,A -2023-11-21 22:00:00+00:00,10343500,1.68,A -2023-11-21 22:15:00+00:00,10343500,1.68,A -2023-11-21 22:30:00+00:00,10343500,1.68,A -2023-11-21 22:45:00+00:00,10343500,1.68,A -2023-11-21 23:00:00+00:00,10343500,1.68,A -2023-11-21 23:15:00+00:00,10343500,1.68,A -2023-11-21 23:30:00+00:00,10343500,1.68,A -2023-11-21 23:45:00+00:00,10343500,1.68,A -2023-11-22 00:00:00+00:00,10343500,1.68,A -2023-11-22 00:15:00+00:00,10343500,1.68,A -2023-11-22 00:30:00+00:00,10343500,1.68,A -2023-11-22 00:45:00+00:00,10343500,1.68,A -2023-11-22 01:00:00+00:00,10343500,1.68,A -2023-11-22 01:15:00+00:00,10343500,1.68,A -2023-11-22 01:30:00+00:00,10343500,1.67,A -2023-11-22 01:45:00+00:00,10343500,1.67,A -2023-11-22 02:00:00+00:00,10343500,1.67,A -2023-11-22 02:15:00+00:00,10343500,1.67,A -2023-11-22 02:30:00+00:00,10343500,1.67,A -2023-11-22 02:45:00+00:00,10343500,1.67,A -2023-11-22 03:00:00+00:00,10343500,1.67,A -2023-11-22 03:15:00+00:00,10343500,1.67,A -2023-11-22 03:30:00+00:00,10343500,1.67,A -2023-11-22 03:45:00+00:00,10343500,1.67,A -2023-11-22 04:00:00+00:00,10343500,1.67,A -2023-11-22 04:15:00+00:00,10343500,1.67,A -2023-11-22 04:30:00+00:00,10343500,1.67,A -2023-11-22 04:45:00+00:00,10343500,1.67,A -2023-11-22 05:00:00+00:00,10343500,1.67,A -2023-11-22 05:15:00+00:00,10343500,1.67,A -2023-11-22 05:30:00+00:00,10343500,1.67,A -2023-11-22 05:45:00+00:00,10343500,1.67,A -2023-11-22 06:00:00+00:00,10343500,1.67,A -2023-11-22 06:15:00+00:00,10343500,1.67,A -2023-11-22 06:30:00+00:00,10343500,1.66,A -2023-11-22 06:45:00+00:00,10343500,1.66,A -2023-11-22 07:00:00+00:00,10343500,1.66,A -2023-11-22 07:15:00+00:00,10343500,1.66,A -2023-11-22 07:30:00+00:00,10343500,1.66,A -2023-11-22 07:45:00+00:00,10343500,1.66,A -2023-11-22 08:00:00+00:00,10343500,1.66,A -2023-11-22 08:15:00+00:00,10343500,1.66,A -2023-11-22 08:30:00+00:00,10343500,1.66,A -2023-11-22 08:45:00+00:00,10343500,1.66,A -2023-11-22 09:00:00+00:00,10343500,1.66,A -2023-11-22 09:15:00+00:00,10343500,1.66,A -2023-11-22 09:30:00+00:00,10343500,1.66,A -2023-11-22 09:45:00+00:00,10343500,1.66,A -2023-11-22 10:00:00+00:00,10343500,1.66,A -2023-11-22 10:15:00+00:00,10343500,1.66,A -2023-11-22 10:30:00+00:00,10343500,1.66,A -2023-11-22 10:45:00+00:00,10343500,1.66,A -2023-11-22 11:00:00+00:00,10343500,1.66,A -2023-11-22 11:15:00+00:00,10343500,1.66,A -2023-11-22 11:30:00+00:00,10343500,1.66,A -2023-11-22 11:45:00+00:00,10343500,1.66,A -2023-11-22 12:00:00+00:00,10343500,1.66,A -2023-11-22 12:15:00+00:00,10343500,1.66,A -2023-11-22 12:30:00+00:00,10343500,1.66,A -2023-11-22 12:45:00+00:00,10343500,1.66,A -2023-11-22 13:00:00+00:00,10343500,1.66,A -2023-11-22 13:15:00+00:00,10343500,1.66,A -2023-11-22 13:30:00+00:00,10343500,1.66,A -2023-11-22 13:45:00+00:00,10343500,1.66,A -2023-11-22 14:00:00+00:00,10343500,1.65,A -2023-11-22 14:15:00+00:00,10343500,1.66,A -2023-11-22 14:30:00+00:00,10343500,1.65,A -2023-11-22 14:45:00+00:00,10343500,1.65,A -2023-11-22 15:00:00+00:00,10343500,1.66,A -2023-11-22 15:15:00+00:00,10343500,1.65,A -2023-11-22 15:30:00+00:00,10343500,1.65,A -2023-11-22 15:45:00+00:00,10343500,1.65,A -2023-11-22 16:00:00+00:00,10343500,1.65,A -2023-11-22 16:15:00+00:00,10343500,1.65,A -2023-11-22 16:30:00+00:00,10343500,1.65,A -2023-11-22 16:45:00+00:00,10343500,1.65,A -2023-11-22 17:00:00+00:00,10343500,1.65,A -2023-11-22 17:15:00+00:00,10343500,1.65,A -2023-11-22 17:30:00+00:00,10343500,1.65,A -2023-11-22 17:45:00+00:00,10343500,1.65,A -2023-11-22 18:00:00+00:00,10343500,1.65,A -2023-11-22 18:15:00+00:00,10343500,1.65,A -2023-11-22 18:30:00+00:00,10343500,1.65,A -2023-11-22 18:45:00+00:00,10343500,1.65,A -2023-11-22 19:00:00+00:00,10343500,1.65,A -2023-11-22 19:15:00+00:00,10343500,1.65,A -2023-11-22 19:30:00+00:00,10343500,1.65,A -2023-11-22 19:45:00+00:00,10343500,1.65,A -2023-11-22 20:00:00+00:00,10343500,1.66,A -2023-11-22 20:15:00+00:00,10343500,1.66,A -2023-11-22 20:30:00+00:00,10343500,1.66,A -2023-11-22 20:45:00+00:00,10343500,1.66,A -2023-11-22 21:00:00+00:00,10343500,1.66,A -2023-11-22 21:15:00+00:00,10343500,1.66,A -2023-11-22 21:30:00+00:00,10343500,1.66,A -2023-11-22 21:45:00+00:00,10343500,1.66,A -2023-11-22 22:00:00+00:00,10343500,1.66,A -2023-11-22 22:15:00+00:00,10343500,1.67,A -2023-11-22 22:30:00+00:00,10343500,1.67,A -2023-11-22 22:45:00+00:00,10343500,1.67,A -2023-11-22 23:00:00+00:00,10343500,1.67,A -2023-11-22 23:15:00+00:00,10343500,1.67,A -2023-11-22 23:30:00+00:00,10343500,1.67,A -2023-11-22 23:45:00+00:00,10343500,1.67,A -2023-11-23 00:00:00+00:00,10343500,1.67,A -2023-11-23 00:15:00+00:00,10343500,1.67,A -2023-11-23 00:30:00+00:00,10343500,1.67,A -2023-11-23 00:45:00+00:00,10343500,1.67,A -2023-11-23 01:00:00+00:00,10343500,1.67,A -2023-11-23 01:15:00+00:00,10343500,1.66,A -2023-11-23 01:30:00+00:00,10343500,1.66,A -2023-11-23 01:45:00+00:00,10343500,1.66,A -2023-11-23 02:00:00+00:00,10343500,1.66,A -2023-11-23 02:15:00+00:00,10343500,1.66,A -2023-11-23 02:30:00+00:00,10343500,1.66,A -2023-11-23 02:45:00+00:00,10343500,1.66,A -2023-11-23 03:00:00+00:00,10343500,1.66,A -2023-11-23 03:15:00+00:00,10343500,1.66,A -2023-11-23 03:30:00+00:00,10343500,1.66,A -2023-11-23 03:45:00+00:00,10343500,1.66,A -2023-11-23 04:00:00+00:00,10343500,1.66,A -2023-11-23 04:15:00+00:00,10343500,1.66,A -2023-11-23 04:30:00+00:00,10343500,1.66,A -2023-11-23 04:45:00+00:00,10343500,1.66,A -2023-11-23 05:00:00+00:00,10343500,1.66,A -2023-11-23 05:15:00+00:00,10343500,1.66,A -2023-11-23 05:30:00+00:00,10343500,1.66,A -2023-11-23 05:45:00+00:00,10343500,1.66,A -2023-11-23 06:00:00+00:00,10343500,1.66,A -2023-11-23 06:15:00+00:00,10343500,1.66,A -2023-11-23 06:30:00+00:00,10343500,1.66,A -2023-11-23 06:45:00+00:00,10343500,1.66,A -2023-11-23 07:00:00+00:00,10343500,1.66,A -2023-11-23 07:15:00+00:00,10343500,1.66,A -2023-11-23 07:30:00+00:00,10343500,1.66,A -2023-11-23 07:45:00+00:00,10343500,1.66,A -2023-11-23 08:00:00+00:00,10343500,1.66,A -2023-11-23 08:15:00+00:00,10343500,1.66,A -2023-11-23 08:30:00+00:00,10343500,1.66,A -2023-11-23 08:45:00+00:00,10343500,1.66,A -2023-11-23 09:00:00+00:00,10343500,1.66,A -2023-11-23 09:15:00+00:00,10343500,1.66,A -2023-11-23 09:30:00+00:00,10343500,1.66,A -2023-11-23 09:45:00+00:00,10343500,1.66,A -2023-11-23 10:00:00+00:00,10343500,1.66,A -2023-11-23 10:15:00+00:00,10343500,1.66,A -2023-11-23 10:30:00+00:00,10343500,1.66,A -2023-11-23 10:45:00+00:00,10343500,1.66,A -2023-11-23 11:00:00+00:00,10343500,1.67,A -2023-11-23 11:15:00+00:00,10343500,1.67,A -2023-11-23 11:30:00+00:00,10343500,1.67,A -2023-11-23 11:45:00+00:00,10343500,1.67,A -2023-11-23 12:00:00+00:00,10343500,1.67,A -2023-11-23 12:15:00+00:00,10343500,1.67,A -2023-11-23 12:30:00+00:00,10343500,1.68,A -2023-11-23 12:45:00+00:00,10343500,1.68,A -2023-11-23 13:00:00+00:00,10343500,1.68,A -2023-11-23 13:15:00+00:00,10343500,1.68,A -2023-11-23 13:30:00+00:00,10343500,1.68,A -2023-11-23 13:45:00+00:00,10343500,1.68,A -2023-11-23 14:00:00+00:00,10343500,1.68,A -2023-11-23 14:15:00+00:00,10343500,1.68,A -2023-11-23 14:30:00+00:00,10343500,1.68,A -2023-11-23 14:45:00+00:00,10343500,1.68,A -2023-11-23 15:00:00+00:00,10343500,1.68,A -2023-11-23 15:15:00+00:00,10343500,1.67,A -2023-11-23 15:30:00+00:00,10343500,1.67,A -2023-11-23 15:45:00+00:00,10343500,1.67,A -2023-11-23 16:00:00+00:00,10343500,1.67,A -2023-11-23 16:15:00+00:00,10343500,1.67,A -2023-11-23 16:30:00+00:00,10343500,1.67,A -2023-11-23 16:45:00+00:00,10343500,1.67,A -2023-11-23 17:00:00+00:00,10343500,1.67,A -2023-11-23 17:15:00+00:00,10343500,1.67,A -2023-11-23 17:30:00+00:00,10343500,1.67,A -2023-11-23 17:45:00+00:00,10343500,1.67,A -2023-11-23 18:00:00+00:00,10343500,1.67,A -2023-11-23 18:15:00+00:00,10343500,1.67,A -2023-11-23 18:30:00+00:00,10343500,1.67,A -2023-11-23 18:45:00+00:00,10343500,1.67,A -2023-11-23 19:00:00+00:00,10343500,1.67,A -2023-11-23 19:15:00+00:00,10343500,1.67,A -2023-11-23 19:30:00+00:00,10343500,1.67,A -2023-11-23 19:45:00+00:00,10343500,1.67,A -2023-11-23 20:00:00+00:00,10343500,1.68,A -2023-11-23 20:15:00+00:00,10343500,1.68,A -2023-11-23 20:30:00+00:00,10343500,1.67,A -2023-11-23 20:45:00+00:00,10343500,1.68,A -2023-11-23 21:00:00+00:00,10343500,1.68,A -2023-11-23 21:15:00+00:00,10343500,1.68,A -2023-11-23 21:30:00+00:00,10343500,1.68,A -2023-11-23 21:45:00+00:00,10343500,1.68,A -2023-11-23 22:00:00+00:00,10343500,1.68,A -2023-11-23 22:15:00+00:00,10343500,1.68,A -2023-11-23 22:30:00+00:00,10343500,1.68,A -2023-11-23 22:45:00+00:00,10343500,1.68,A -2023-11-23 23:00:00+00:00,10343500,1.68,A -2023-11-23 23:15:00+00:00,10343500,1.68,A -2023-11-23 23:30:00+00:00,10343500,1.68,A -2023-11-23 23:45:00+00:00,10343500,1.68,A -2023-11-24 00:00:00+00:00,10343500,1.68,A -2023-11-24 00:15:00+00:00,10343500,1.68,A -2023-11-24 00:30:00+00:00,10343500,1.68,A -2023-11-24 00:45:00+00:00,10343500,1.68,A -2023-11-24 01:00:00+00:00,10343500,1.68,A -2023-11-24 01:15:00+00:00,10343500,1.68,A -2023-11-24 01:30:00+00:00,10343500,1.68,A -2023-11-24 01:45:00+00:00,10343500,1.67,A -2023-11-24 02:00:00+00:00,10343500,1.67,A -2023-11-24 02:15:00+00:00,10343500,1.67,A -2023-11-24 02:30:00+00:00,10343500,1.67,A -2023-11-24 02:45:00+00:00,10343500,1.67,A -2023-11-24 03:00:00+00:00,10343500,1.67,A -2023-11-24 03:15:00+00:00,10343500,1.67,A -2023-11-24 03:30:00+00:00,10343500,1.67,A -2023-11-24 03:45:00+00:00,10343500,1.67,A -2023-11-24 04:00:00+00:00,10343500,1.67,A -2023-11-24 04:15:00+00:00,10343500,1.67,A -2023-11-24 04:30:00+00:00,10343500,1.67,A -2023-11-24 04:45:00+00:00,10343500,1.67,A -2023-11-24 05:00:00+00:00,10343500,1.67,A -2023-11-24 05:15:00+00:00,10343500,1.67,A -2023-11-24 05:30:00+00:00,10343500,1.67,A -2023-11-24 05:45:00+00:00,10343500,1.66,A -2023-11-24 06:00:00+00:00,10343500,1.66,A -2023-11-24 06:15:00+00:00,10343500,1.66,A -2023-11-24 06:30:00+00:00,10343500,1.66,A -2023-11-24 06:45:00+00:00,10343500,1.66,A -2023-11-24 07:00:00+00:00,10343500,1.66,A -2023-11-24 07:15:00+00:00,10343500,1.66,A -2023-11-24 07:30:00+00:00,10343500,1.66,A -2023-11-24 07:45:00+00:00,10343500,1.66,A -2023-11-24 08:00:00+00:00,10343500,1.66,A -2023-11-24 08:15:00+00:00,10343500,1.66,A -2023-11-24 08:30:00+00:00,10343500,1.66,A -2023-11-24 08:45:00+00:00,10343500,1.66,A -2023-11-24 09:00:00+00:00,10343500,1.66,A -2023-11-24 09:15:00+00:00,10343500,1.66,A -2023-11-24 09:30:00+00:00,10343500,1.66,A -2023-11-24 09:45:00+00:00,10343500,1.66,A -2023-11-24 10:00:00+00:00,10343500,1.66,A -2023-11-24 10:15:00+00:00,10343500,1.66,A -2023-11-24 10:30:00+00:00,10343500,1.66,A -2023-11-24 10:45:00+00:00,10343500,1.66,A -2023-11-24 11:00:00+00:00,10343500,1.66,A -2023-11-24 11:15:00+00:00,10343500,1.66,A -2023-11-24 11:30:00+00:00,10343500,1.66,A -2023-11-24 11:45:00+00:00,10343500,1.66,A -2023-11-24 12:00:00+00:00,10343500,1.65,A -2023-11-24 12:15:00+00:00,10343500,1.65,A -2023-11-24 12:30:00+00:00,10343500,1.65,A -2023-11-24 12:45:00+00:00,10343500,1.65,A -2023-11-24 13:00:00+00:00,10343500,1.65,A -2023-11-24 13:15:00+00:00,10343500,1.65,A -2023-11-24 13:30:00+00:00,10343500,1.65,A -2023-11-24 13:45:00+00:00,10343500,1.65,A -2023-11-24 14:00:00+00:00,10343500,1.65,A -2023-11-24 14:15:00+00:00,10343500,1.65,A -2023-11-24 14:30:00+00:00,10343500,1.64,A -2023-11-24 14:45:00+00:00,10343500,1.64,A -2023-11-24 15:00:00+00:00,10343500,1.64,A -2023-11-24 15:15:00+00:00,10343500,1.64,A -2023-11-24 15:30:00+00:00,10343500,1.64,A -2023-11-24 15:45:00+00:00,10343500,1.64,A -2023-11-24 16:00:00+00:00,10343500,1.64,A -2023-11-24 16:15:00+00:00,10343500,1.64,A -2023-11-24 16:30:00+00:00,10343500,1.64,A -2023-11-24 16:45:00+00:00,10343500,1.64,A -2023-11-24 17:00:00+00:00,10343500,1.64,A -2023-11-24 17:15:00+00:00,10343500,1.64,A -2023-11-24 17:30:00+00:00,10343500,1.64,A -2023-11-24 17:45:00+00:00,10343500,1.64,A -2023-11-24 18:00:00+00:00,10343500,1.64,A -2023-11-24 18:15:00+00:00,10343500,1.64,A -2023-11-24 18:30:00+00:00,10343500,1.64,A -2023-11-24 18:45:00+00:00,10343500,1.64,A -2023-11-24 19:00:00+00:00,10343500,1.65,A -2023-11-24 19:15:00+00:00,10343500,1.65,A -2023-11-24 19:30:00+00:00,10343500,1.65,A -2023-11-24 19:45:00+00:00,10343500,1.65,A -2023-11-24 20:00:00+00:00,10343500,1.65,A -2023-11-24 20:15:00+00:00,10343500,1.65,A -2023-11-24 20:30:00+00:00,10343500,1.65,A -2023-11-24 20:45:00+00:00,10343500,1.65,A -2023-11-24 21:00:00+00:00,10343500,1.66,A -2023-11-24 21:15:00+00:00,10343500,1.65,A -2023-11-24 21:30:00+00:00,10343500,1.65,A -2023-11-24 21:45:00+00:00,10343500,1.65,A -2023-11-24 22:00:00+00:00,10343500,1.65,A -2023-11-24 22:15:00+00:00,10343500,1.66,A -2023-11-24 22:30:00+00:00,10343500,1.65,A -2023-11-24 22:45:00+00:00,10343500,1.66,A -2023-11-24 23:00:00+00:00,10343500,1.66,A -2023-11-24 23:15:00+00:00,10343500,1.66,A -2023-11-24 23:30:00+00:00,10343500,1.66,A -2023-11-24 23:45:00+00:00,10343500,1.65,A -2023-11-25 00:00:00+00:00,10343500,1.65,A -2023-11-25 00:15:00+00:00,10343500,1.65,A -2023-11-25 00:30:00+00:00,10343500,1.65,A -2023-11-25 00:45:00+00:00,10343500,1.65,A -2023-11-25 01:00:00+00:00,10343500,1.65,A -2023-11-25 01:15:00+00:00,10343500,1.65,A -2023-11-25 01:30:00+00:00,10343500,1.65,A -2023-11-25 01:45:00+00:00,10343500,1.65,A -2023-11-25 02:00:00+00:00,10343500,1.65,A -2023-11-25 02:15:00+00:00,10343500,1.65,A -2023-11-25 02:30:00+00:00,10343500,1.65,A -2023-11-25 02:45:00+00:00,10343500,1.65,A -2023-11-25 03:00:00+00:00,10343500,1.65,A -2023-11-25 03:15:00+00:00,10343500,1.65,A -2023-11-25 03:30:00+00:00,10343500,1.65,A -2023-11-25 03:45:00+00:00,10343500,1.65,A -2023-11-25 04:00:00+00:00,10343500,1.65,A -2023-11-25 04:15:00+00:00,10343500,1.64,A -2023-11-25 04:30:00+00:00,10343500,1.65,A -2023-11-25 04:45:00+00:00,10343500,1.65,A -2023-11-25 05:00:00+00:00,10343500,1.64,A -2023-11-25 05:15:00+00:00,10343500,1.64,A -2023-11-25 05:30:00+00:00,10343500,1.64,A -2023-11-25 05:45:00+00:00,10343500,1.64,A -2023-11-25 06:00:00+00:00,10343500,1.64,A -2023-11-25 06:15:00+00:00,10343500,1.64,A -2023-11-25 06:30:00+00:00,10343500,1.64,A -2023-11-25 06:45:00+00:00,10343500,1.63,A -2023-11-25 07:00:00+00:00,10343500,1.63,A -2023-11-25 07:15:00+00:00,10343500,1.63,A -2023-11-25 07:30:00+00:00,10343500,1.63,A -2023-11-25 07:45:00+00:00,10343500,1.63,A -2023-11-25 08:00:00+00:00,10343500,1.63,A -2023-11-25 08:15:00+00:00,10343500,1.63,A -2023-11-25 08:30:00+00:00,10343500,1.63,A -2023-11-25 08:45:00+00:00,10343500,1.63,A -2023-11-25 09:00:00+00:00,10343500,1.62,A -2023-11-25 09:15:00+00:00,10343500,1.62,A -2023-11-25 09:30:00+00:00,10343500,1.62,A -2023-11-25 09:45:00+00:00,10343500,1.62,A -2023-11-25 10:00:00+00:00,10343500,1.62,A -2023-11-25 10:15:00+00:00,10343500,1.62,A -2023-11-25 10:30:00+00:00,10343500,1.62,A -2023-11-25 10:45:00+00:00,10343500,1.62,A -2023-11-25 11:00:00+00:00,10343500,1.62,A -2023-11-25 11:15:00+00:00,10343500,1.62,A -2023-11-25 11:30:00+00:00,10343500,1.62,A -2023-11-25 11:45:00+00:00,10343500,1.62,A -2023-11-25 12:00:00+00:00,10343500,1.62,A -2023-11-25 12:15:00+00:00,10343500,1.62,A -2023-11-25 12:30:00+00:00,10343500,1.62,A -2023-11-25 12:45:00+00:00,10343500,1.62,A -2023-11-25 13:00:00+00:00,10343500,1.62,A -2023-11-25 13:15:00+00:00,10343500,1.61,A -2023-11-25 13:30:00+00:00,10343500,1.62,A -2023-11-25 13:45:00+00:00,10343500,1.61,A -2023-11-25 14:00:00+00:00,10343500,1.61,A -2023-11-25 14:15:00+00:00,10343500,1.61,A -2023-11-25 14:30:00+00:00,10343500,1.61,A -2023-11-25 14:45:00+00:00,10343500,1.61,A -2023-11-25 15:00:00+00:00,10343500,1.62,A -2023-11-25 15:15:00+00:00,10343500,1.62,A -2023-11-25 15:30:00+00:00,10343500,1.63,A -2023-11-25 15:45:00+00:00,10343500,1.63,A -2023-11-25 16:00:00+00:00,10343500,1.64,A -2023-11-25 16:15:00+00:00,10343500,1.63,A -2023-11-25 16:30:00+00:00,10343500,1.63,A -2023-11-25 16:45:00+00:00,10343500,1.62,A -2023-11-25 17:00:00+00:00,10343500,1.62,A -2023-11-25 17:15:00+00:00,10343500,1.61,A -2023-11-25 17:30:00+00:00,10343500,1.62,A -2023-11-25 17:45:00+00:00,10343500,1.61,A -2023-11-25 18:00:00+00:00,10343500,1.61,A -2023-11-25 18:15:00+00:00,10343500,1.62,A -2023-11-25 18:30:00+00:00,10343500,1.62,A -2023-11-25 18:45:00+00:00,10343500,1.62,A -2023-11-25 19:00:00+00:00,10343500,1.62,A -2023-11-25 19:15:00+00:00,10343500,1.62,A -2023-11-25 19:30:00+00:00,10343500,1.62,A -2023-11-25 19:45:00+00:00,10343500,1.62,A -2023-11-25 20:00:00+00:00,10343500,1.63,A -2023-11-25 20:15:00+00:00,10343500,1.63,A -2023-11-25 20:30:00+00:00,10343500,1.63,A -2023-11-25 20:45:00+00:00,10343500,1.63,A -2023-11-25 21:00:00+00:00,10343500,1.63,A -2023-11-25 21:15:00+00:00,10343500,1.63,A -2023-11-25 21:30:00+00:00,10343500,1.63,A -2023-11-25 21:45:00+00:00,10343500,1.63,A -2023-11-25 22:00:00+00:00,10343500,1.63,A -2023-11-25 22:15:00+00:00,10343500,1.63,A -2023-11-25 22:30:00+00:00,10343500,1.64,A -2023-11-25 22:45:00+00:00,10343500,1.64,A -2023-11-25 23:00:00+00:00,10343500,1.64,A -2023-11-25 23:15:00+00:00,10343500,1.64,A -2023-11-25 23:30:00+00:00,10343500,1.64,A -2023-11-25 23:45:00+00:00,10343500,1.64,A -2023-11-26 00:00:00+00:00,10343500,1.64,A -2023-11-26 00:15:00+00:00,10343500,1.64,A -2023-11-26 00:30:00+00:00,10343500,1.64,A -2023-11-26 00:45:00+00:00,10343500,1.64,A -2023-11-26 01:00:00+00:00,10343500,1.64,A -2023-11-26 01:15:00+00:00,10343500,1.64,A -2023-11-26 01:30:00+00:00,10343500,1.64,A -2023-11-26 01:45:00+00:00,10343500,1.64,A -2023-11-26 02:00:00+00:00,10343500,1.64,A -2023-11-26 02:15:00+00:00,10343500,1.64,A -2023-11-26 02:30:00+00:00,10343500,1.64,A -2023-11-26 02:45:00+00:00,10343500,1.64,A -2023-11-26 03:00:00+00:00,10343500,1.63,A -2023-11-26 03:15:00+00:00,10343500,1.64,A -2023-11-26 03:30:00+00:00,10343500,1.63,A -2023-11-26 03:45:00+00:00,10343500,1.63,A -2023-11-26 04:00:00+00:00,10343500,1.64,A -2023-11-26 04:15:00+00:00,10343500,1.63,A -2023-11-26 04:30:00+00:00,10343500,1.63,A -2023-11-26 04:45:00+00:00,10343500,1.63,A -2023-11-26 05:00:00+00:00,10343500,1.63,A -2023-11-26 05:15:00+00:00,10343500,1.63,A -2023-11-26 05:30:00+00:00,10343500,1.63,A -2023-11-26 05:45:00+00:00,10343500,1.63,A -2023-11-26 06:00:00+00:00,10343500,1.63,A -2023-11-26 06:15:00+00:00,10343500,1.63,A -2023-11-26 06:30:00+00:00,10343500,1.63,A -2023-11-26 06:45:00+00:00,10343500,1.63,A -2023-11-26 07:00:00+00:00,10343500,1.63,A -2023-11-26 07:15:00+00:00,10343500,1.63,A -2023-11-26 07:30:00+00:00,10343500,1.63,A -2023-11-26 07:45:00+00:00,10343500,1.62,A -2023-11-26 08:00:00+00:00,10343500,1.62,A -2023-11-26 08:15:00+00:00,10343500,1.62,A -2023-11-26 08:30:00+00:00,10343500,1.62,A -2023-11-26 08:45:00+00:00,10343500,1.62,A -2023-11-26 09:00:00+00:00,10343500,1.62,A -2023-11-26 09:15:00+00:00,10343500,1.62,A -2023-11-26 09:30:00+00:00,10343500,1.62,A -2023-11-26 09:45:00+00:00,10343500,1.61,A -2023-11-26 10:00:00+00:00,10343500,1.61,A -2023-11-26 10:15:00+00:00,10343500,1.61,A -2023-11-26 10:30:00+00:00,10343500,1.61,A -2023-11-26 10:45:00+00:00,10343500,1.61,A -2023-11-26 11:00:00+00:00,10343500,1.61,A -2023-11-26 11:15:00+00:00,10343500,1.61,A -2023-11-26 11:30:00+00:00,10343500,1.6,A -2023-11-26 11:45:00+00:00,10343500,1.61,A -2023-11-26 12:00:00+00:00,10343500,1.62,A -2023-11-26 12:15:00+00:00,10343500,1.62,A -2023-11-26 12:30:00+00:00,10343500,1.63,A -2023-11-26 12:45:00+00:00,10343500,1.63,A -2023-11-26 13:00:00+00:00,10343500,1.63,A -2023-11-26 13:15:00+00:00,10343500,1.64,A -2023-11-26 13:30:00+00:00,10343500,1.64,A -2023-11-26 13:45:00+00:00,10343500,1.64,A -2023-11-26 14:00:00+00:00,10343500,1.64,A -2023-11-26 14:15:00+00:00,10343500,1.64,A -2023-11-26 14:30:00+00:00,10343500,1.64,A -2023-11-26 14:45:00+00:00,10343500,1.64,A -2023-11-26 15:00:00+00:00,10343500,1.64,A -2023-11-26 15:15:00+00:00,10343500,1.64,A -2023-11-26 15:30:00+00:00,10343500,1.64,A -2023-11-26 15:45:00+00:00,10343500,1.64,A -2023-11-26 16:00:00+00:00,10343500,1.63,A -2023-11-26 16:15:00+00:00,10343500,1.63,A -2023-11-26 16:30:00+00:00,10343500,1.63,A -2023-11-26 16:45:00+00:00,10343500,1.62,A -2023-11-26 17:00:00+00:00,10343500,1.61,A -2023-11-26 17:15:00+00:00,10343500,1.61,A -2023-11-26 17:30:00+00:00,10343500,1.61,A -2023-11-26 17:45:00+00:00,10343500,1.62,A -2023-11-26 18:00:00+00:00,10343500,1.62,A -2023-11-26 18:15:00+00:00,10343500,1.62,A -2023-11-26 18:30:00+00:00,10343500,1.62,A -2023-11-26 18:45:00+00:00,10343500,1.62,A -2023-11-26 19:00:00+00:00,10343500,1.61,A -2023-11-26 19:15:00+00:00,10343500,1.62,A -2023-11-26 19:30:00+00:00,10343500,1.62,A -2023-11-26 19:45:00+00:00,10343500,1.62,A -2023-11-26 20:00:00+00:00,10343500,1.62,A -2023-11-26 20:15:00+00:00,10343500,1.61,A -2023-11-26 20:30:00+00:00,10343500,1.62,A -2023-11-26 20:45:00+00:00,10343500,1.62,A -2023-11-26 21:00:00+00:00,10343500,1.62,A -2023-11-26 21:15:00+00:00,10343500,1.62,A -2023-11-26 21:30:00+00:00,10343500,1.62,A -2023-11-26 21:45:00+00:00,10343500,1.62,A -2023-11-26 22:00:00+00:00,10343500,1.62,A -2023-11-26 22:15:00+00:00,10343500,1.62,A -2023-11-26 22:30:00+00:00,10343500,1.62,A -2023-11-26 22:45:00+00:00,10343500,1.62,A -2023-11-26 23:00:00+00:00,10343500,1.62,A -2023-11-26 23:15:00+00:00,10343500,1.62,A -2023-11-26 23:30:00+00:00,10343500,1.63,A -2023-11-26 23:45:00+00:00,10343500,1.63,A -2023-11-27 00:00:00+00:00,10343500,1.63,A -2023-11-27 00:15:00+00:00,10343500,1.63,A -2023-11-27 00:30:00+00:00,10343500,1.63,A -2023-11-27 00:45:00+00:00,10343500,1.63,A -2023-11-27 01:00:00+00:00,10343500,1.63,A -2023-11-27 01:15:00+00:00,10343500,1.63,A -2023-11-27 01:30:00+00:00,10343500,1.63,A -2023-11-27 01:45:00+00:00,10343500,1.63,A -2023-11-27 02:00:00+00:00,10343500,1.63,A -2023-11-27 02:15:00+00:00,10343500,1.63,A -2023-11-27 02:30:00+00:00,10343500,1.63,A -2023-11-27 02:45:00+00:00,10343500,1.63,A -2023-11-27 03:00:00+00:00,10343500,1.63,A -2023-11-27 03:15:00+00:00,10343500,1.63,A -2023-11-27 03:30:00+00:00,10343500,1.63,A -2023-11-27 03:45:00+00:00,10343500,1.63,A -2023-11-27 04:00:00+00:00,10343500,1.63,A -2023-11-27 04:15:00+00:00,10343500,1.63,A -2023-11-27 04:30:00+00:00,10343500,1.63,A -2023-11-27 04:45:00+00:00,10343500,1.62,A -2023-11-27 05:00:00+00:00,10343500,1.62,A -2023-11-27 05:15:00+00:00,10343500,1.62,A -2023-11-27 05:30:00+00:00,10343500,1.62,A -2023-11-27 05:45:00+00:00,10343500,1.62,A -2023-11-27 06:00:00+00:00,10343500,1.62,A -2023-11-27 06:15:00+00:00,10343500,1.62,A -2023-11-27 06:30:00+00:00,10343500,1.62,A -2023-11-27 06:45:00+00:00,10343500,1.62,A -2023-11-27 07:00:00+00:00,10343500,1.62,A -2023-11-27 07:15:00+00:00,10343500,1.62,A -2023-11-27 07:30:00+00:00,10343500,1.62,A -2023-11-27 07:45:00+00:00,10343500,1.62,A -2023-11-27 08:00:00+00:00,10343500,1.62,A -2023-11-27 08:15:00+00:00,10343500,1.62,A -2023-11-27 08:30:00+00:00,10343500,1.62,A -2023-11-27 08:45:00+00:00,10343500,1.62,A -2023-11-27 09:00:00+00:00,10343500,1.62,A -2023-11-27 09:15:00+00:00,10343500,1.61,A -2023-11-27 09:30:00+00:00,10343500,1.61,A -2023-11-27 09:45:00+00:00,10343500,1.61,A -2023-11-27 10:00:00+00:00,10343500,1.61,A -2023-11-27 10:15:00+00:00,10343500,1.61,A -2023-11-27 10:30:00+00:00,10343500,1.61,A -2023-11-27 10:45:00+00:00,10343500,1.61,A -2023-11-27 11:00:00+00:00,10343500,1.6,A -2023-11-27 11:15:00+00:00,10343500,1.6,A -2023-11-27 11:30:00+00:00,10343500,1.61,A -2023-11-27 11:45:00+00:00,10343500,1.61,A -2023-11-27 12:00:00+00:00,10343500,1.62,A -2023-11-27 12:15:00+00:00,10343500,1.63,A -2023-11-27 12:30:00+00:00,10343500,1.64,A -2023-11-27 12:45:00+00:00,10343500,1.65,A -2023-11-27 13:00:00+00:00,10343500,1.65,A -2023-11-27 13:15:00+00:00,10343500,1.65,A -2023-11-27 13:30:00+00:00,10343500,1.66,A -2023-11-27 13:45:00+00:00,10343500,1.66,A -2023-11-27 14:00:00+00:00,10343500,1.66,A -2023-11-27 14:15:00+00:00,10343500,1.66,A -2023-11-27 14:30:00+00:00,10343500,1.66,A -2023-11-27 14:45:00+00:00,10343500,1.66,A -2023-11-27 15:00:00+00:00,10343500,1.66,A -2023-11-27 15:15:00+00:00,10343500,1.64,A -2023-11-27 15:30:00+00:00,10343500,1.64,A -2023-11-27 15:45:00+00:00,10343500,1.64,A -2023-11-27 16:00:00+00:00,10343500,1.64,A -2023-11-27 16:15:00+00:00,10343500,1.64,A -2023-11-27 16:30:00+00:00,10343500,1.63,A -2023-11-27 16:45:00+00:00,10343500,1.63,A -2023-11-27 17:00:00+00:00,10343500,1.62,A -2023-11-27 17:15:00+00:00,10343500,1.61,A -2023-11-27 17:30:00+00:00,10343500,1.61,A -2023-11-27 17:45:00+00:00,10343500,1.61,A -2023-11-27 18:00:00+00:00,10343500,1.61,A -2023-11-27 18:15:00+00:00,10343500,1.62,A -2023-11-27 18:30:00+00:00,10343500,1.62,A -2023-11-27 18:45:00+00:00,10343500,1.62,A -2023-11-27 19:00:00+00:00,10343500,1.62,A -2023-11-27 19:15:00+00:00,10343500,1.62,A -2023-11-27 19:30:00+00:00,10343500,1.61,A -2023-11-27 19:45:00+00:00,10343500,1.62,A -2023-11-27 20:00:00+00:00,10343500,1.62,A -2023-11-27 20:15:00+00:00,10343500,1.62,A -2023-11-27 20:30:00+00:00,10343500,1.62,A -2023-11-27 20:45:00+00:00,10343500,1.61,A -2023-11-27 21:00:00+00:00,10343500,1.61,A -2023-11-27 21:15:00+00:00,10343500,1.61,A -2023-11-27 21:30:00+00:00,10343500,1.61,A -2023-11-27 21:45:00+00:00,10343500,1.61,A -2023-11-27 22:00:00+00:00,10343500,1.61,A -2023-11-27 22:15:00+00:00,10343500,1.61,A -2023-11-27 22:30:00+00:00,10343500,1.61,A -2023-11-27 22:45:00+00:00,10343500,1.61,A -2023-11-27 23:00:00+00:00,10343500,1.61,A -2023-11-27 23:15:00+00:00,10343500,1.62,A -2023-11-27 23:30:00+00:00,10343500,1.62,A -2023-11-27 23:45:00+00:00,10343500,1.62,A -2023-11-28 00:00:00+00:00,10343500,1.62,A -2023-11-28 00:15:00+00:00,10343500,1.62,A -2023-11-28 00:30:00+00:00,10343500,1.62,A -2023-11-28 00:45:00+00:00,10343500,1.62,A -2023-11-28 01:00:00+00:00,10343500,1.62,A -2023-11-28 01:15:00+00:00,10343500,1.62,A -2023-11-28 01:30:00+00:00,10343500,1.62,A -2023-11-28 01:45:00+00:00,10343500,1.62,A -2023-11-28 02:00:00+00:00,10343500,1.62,A -2023-11-28 02:15:00+00:00,10343500,1.62,A -2023-11-28 02:30:00+00:00,10343500,1.62,A -2023-11-28 02:45:00+00:00,10343500,1.62,A -2023-11-28 03:00:00+00:00,10343500,1.62,A -2023-11-28 03:15:00+00:00,10343500,1.62,A -2023-11-28 03:30:00+00:00,10343500,1.62,A -2023-11-28 03:45:00+00:00,10343500,1.62,A -2023-11-28 04:00:00+00:00,10343500,1.62,A -2023-11-28 04:15:00+00:00,10343500,1.62,A -2023-11-28 04:30:00+00:00,10343500,1.62,A -2023-11-28 04:45:00+00:00,10343500,1.62,A -2023-11-28 05:00:00+00:00,10343500,1.62,A -2023-11-28 05:15:00+00:00,10343500,1.62,A -2023-11-28 05:30:00+00:00,10343500,1.62,A -2023-11-28 05:45:00+00:00,10343500,1.62,A -2023-11-28 06:00:00+00:00,10343500,1.62,A -2023-11-28 06:15:00+00:00,10343500,1.61,A -2023-11-28 06:30:00+00:00,10343500,1.61,A -2023-11-28 06:45:00+00:00,10343500,1.61,A -2023-11-28 07:00:00+00:00,10343500,1.61,A -2023-11-28 07:15:00+00:00,10343500,1.61,A -2023-11-28 07:30:00+00:00,10343500,1.61,A -2023-11-28 07:45:00+00:00,10343500,1.61,A -2023-11-28 08:00:00+00:00,10343500,1.61,A -2023-11-28 08:15:00+00:00,10343500,1.61,A -2023-11-28 08:30:00+00:00,10343500,1.61,A -2023-11-28 08:45:00+00:00,10343500,1.61,A -2023-11-28 09:00:00+00:00,10343500,1.61,A -2023-11-28 09:15:00+00:00,10343500,1.61,A -2023-11-28 09:30:00+00:00,10343500,1.61,A -2023-11-28 09:45:00+00:00,10343500,1.61,A -2023-11-28 10:00:00+00:00,10343500,1.61,A -2023-11-28 10:15:00+00:00,10343500,1.61,A -2023-11-28 10:30:00+00:00,10343500,1.61,A -2023-11-28 10:45:00+00:00,10343500,1.61,A -2023-11-28 11:00:00+00:00,10343500,1.61,A -2023-11-28 11:15:00+00:00,10343500,1.6,A -2023-11-28 11:30:00+00:00,10343500,1.6,A -2023-11-28 11:45:00+00:00,10343500,1.6,A -2023-11-28 12:00:00+00:00,10343500,1.6,A -2023-11-28 12:15:00+00:00,10343500,1.6,A -2023-11-28 12:30:00+00:00,10343500,1.6,A -2023-11-28 12:45:00+00:00,10343500,1.61,A -2023-11-28 13:00:00+00:00,10343500,1.61,A -2023-11-28 13:15:00+00:00,10343500,1.62,A -2023-11-28 13:30:00+00:00,10343500,1.63,A -2023-11-28 13:45:00+00:00,10343500,1.63,A -2023-11-28 14:00:00+00:00,10343500,1.64,A -2023-11-28 14:15:00+00:00,10343500,1.64,A -2023-11-28 14:30:00+00:00,10343500,1.65,A -2023-11-28 14:45:00+00:00,10343500,1.65,A -2023-11-28 15:00:00+00:00,10343500,1.65,A -2023-11-28 15:15:00+00:00,10343500,1.65,A -2023-11-28 15:30:00+00:00,10343500,1.65,A -2023-11-28 15:45:00+00:00,10343500,1.65,A -2023-11-28 16:00:00+00:00,10343500,1.65,A -2023-11-28 16:15:00+00:00,10343500,1.65,A -2023-11-28 16:30:00+00:00,10343500,1.64,A -2023-11-28 16:45:00+00:00,10343500,1.63,A -2023-11-28 17:00:00+00:00,10343500,1.62,A -2023-11-28 17:15:00+00:00,10343500,1.61,A -2023-11-28 17:30:00+00:00,10343500,1.61,A -2023-11-28 17:45:00+00:00,10343500,1.62,A -2023-11-28 18:00:00+00:00,10343500,1.62,A -2023-11-28 18:15:00+00:00,10343500,1.61,A -2023-11-28 18:30:00+00:00,10343500,1.61,A -2023-11-28 18:45:00+00:00,10343500,1.6,A -2023-11-28 19:00:00+00:00,10343500,1.6,A -2023-11-28 19:15:00+00:00,10343500,1.6,A -2023-11-28 19:30:00+00:00,10343500,1.6,A -2023-11-28 19:45:00+00:00,10343500,1.6,A -2023-11-28 20:00:00+00:00,10343500,1.6,A -2023-11-28 20:15:00+00:00,10343500,1.6,A -2023-11-28 20:30:00+00:00,10343500,1.6,A -2023-11-28 20:45:00+00:00,10343500,1.6,A -2023-11-28 21:00:00+00:00,10343500,1.6,A -2023-11-28 21:15:00+00:00,10343500,1.6,A -2023-11-28 21:30:00+00:00,10343500,1.59,A -2023-11-28 21:45:00+00:00,10343500,1.6,A -2023-11-28 22:00:00+00:00,10343500,1.6,A -2023-11-28 22:15:00+00:00,10343500,1.6,A -2023-11-28 22:30:00+00:00,10343500,1.6,A -2023-11-28 22:45:00+00:00,10343500,1.6,A -2023-11-28 23:00:00+00:00,10343500,1.6,A -2023-11-28 23:15:00+00:00,10343500,1.6,A -2023-11-28 23:30:00+00:00,10343500,1.6,A -2023-11-28 23:45:00+00:00,10343500,1.6,A -2023-11-29 00:00:00+00:00,10343500,1.6,A -2023-11-29 00:15:00+00:00,10343500,1.6,A -2023-11-29 00:30:00+00:00,10343500,1.6,A -2023-11-29 00:45:00+00:00,10343500,1.6,A -2023-11-29 01:00:00+00:00,10343500,1.6,A -2023-11-29 01:15:00+00:00,10343500,1.6,A -2023-11-29 01:30:00+00:00,10343500,1.6,A -2023-11-29 01:45:00+00:00,10343500,1.6,A -2023-11-29 02:00:00+00:00,10343500,1.6,A -2023-11-29 02:15:00+00:00,10343500,1.6,A -2023-11-29 02:30:00+00:00,10343500,1.6,A -2023-11-29 02:45:00+00:00,10343500,1.6,A -2023-11-29 03:00:00+00:00,10343500,1.6,A -2023-11-29 03:15:00+00:00,10343500,1.6,A -2023-11-29 03:30:00+00:00,10343500,1.6,A -2023-11-29 03:45:00+00:00,10343500,1.6,A -2023-11-29 04:00:00+00:00,10343500,1.6,A -2023-11-29 04:15:00+00:00,10343500,1.6,A -2023-11-29 04:30:00+00:00,10343500,1.6,A -2023-11-29 04:45:00+00:00,10343500,1.6,A -2023-11-29 05:00:00+00:00,10343500,1.6,A -2023-11-29 05:15:00+00:00,10343500,1.6,A -2023-11-29 05:30:00+00:00,10343500,1.6,A -2023-11-29 05:45:00+00:00,10343500,1.6,A -2023-11-29 06:00:00+00:00,10343500,1.6,A -2023-11-29 06:15:00+00:00,10343500,1.6,A -2023-11-29 06:30:00+00:00,10343500,1.6,A -2023-11-29 06:45:00+00:00,10343500,1.6,A -2023-11-29 07:00:00+00:00,10343500,1.6,A -2023-11-29 07:15:00+00:00,10343500,1.6,A -2023-11-29 07:30:00+00:00,10343500,1.6,A -2023-11-29 07:45:00+00:00,10343500,1.6,A -2023-11-29 08:00:00+00:00,10343500,1.6,A -2023-11-29 08:15:00+00:00,10343500,1.6,A -2023-11-29 08:30:00+00:00,10343500,1.6,A -2023-11-29 08:45:00+00:00,10343500,1.6,A -2023-11-29 09:00:00+00:00,10343500,1.6,A -2023-11-29 09:15:00+00:00,10343500,1.6,A -2023-11-29 09:30:00+00:00,10343500,1.6,A -2023-11-29 09:45:00+00:00,10343500,1.6,A -2023-11-29 10:00:00+00:00,10343500,1.6,A -2023-11-29 10:15:00+00:00,10343500,1.6,A -2023-11-29 10:30:00+00:00,10343500,1.6,A -2023-11-29 10:45:00+00:00,10343500,1.6,A -2023-11-29 11:00:00+00:00,10343500,1.6,A -2023-11-29 11:15:00+00:00,10343500,1.6,A -2023-11-29 11:30:00+00:00,10343500,1.6,A -2023-11-29 11:45:00+00:00,10343500,1.6,A -2023-11-29 12:00:00+00:00,10343500,1.6,A -2023-11-29 12:15:00+00:00,10343500,1.6,A -2023-11-29 12:30:00+00:00,10343500,1.6,A -2023-11-29 12:45:00+00:00,10343500,1.6,A -2023-11-29 13:00:00+00:00,10343500,1.6,A -2023-11-29 13:15:00+00:00,10343500,1.6,A -2023-11-29 13:30:00+00:00,10343500,1.6,A -2023-11-29 13:45:00+00:00,10343500,1.6,A -2023-11-29 14:00:00+00:00,10343500,1.6,A -2023-11-29 14:15:00+00:00,10343500,1.6,A -2023-11-29 14:30:00+00:00,10343500,1.6,A -2023-11-29 14:45:00+00:00,10343500,1.6,A -2023-11-29 15:00:00+00:00,10343500,1.59,A -2023-11-29 15:15:00+00:00,10343500,1.59,A -2023-11-29 15:30:00+00:00,10343500,1.59,A -2023-11-29 15:45:00+00:00,10343500,1.59,A -2023-11-29 16:00:00+00:00,10343500,1.59,A -2023-11-29 16:15:00+00:00,10343500,1.59,A -2023-11-29 16:30:00+00:00,10343500,1.59,A -2023-11-29 16:45:00+00:00,10343500,1.59,A -2023-11-29 17:00:00+00:00,10343500,1.59,A -2023-11-29 17:15:00+00:00,10343500,1.59,A -2023-11-29 17:30:00+00:00,10343500,1.59,A -2023-11-29 17:45:00+00:00,10343500,1.59,A -2023-11-29 18:00:00+00:00,10343500,1.59,A -2023-11-29 18:15:00+00:00,10343500,1.59,A -2023-11-29 18:30:00+00:00,10343500,1.59,A -2023-11-29 18:45:00+00:00,10343500,1.59,A -2023-11-29 19:00:00+00:00,10343500,1.59,A -2023-11-29 19:15:00+00:00,10343500,1.59,A -2023-11-29 19:30:00+00:00,10343500,1.59,A -2023-11-29 19:45:00+00:00,10343500,1.6,A -2023-11-29 20:00:00+00:00,10343500,1.6,A -2023-11-29 20:15:00+00:00,10343500,1.6,A -2023-11-29 20:30:00+00:00,10343500,1.6,A -2023-11-29 20:45:00+00:00,10343500,1.6,A -2023-11-29 21:00:00+00:00,10343500,1.6,A -2023-11-29 21:15:00+00:00,10343500,1.6,A -2023-11-29 21:30:00+00:00,10343500,1.6,A -2023-11-29 21:45:00+00:00,10343500,1.6,A -2023-11-29 22:00:00+00:00,10343500,1.6,A -2023-11-29 22:15:00+00:00,10343500,1.6,A -2023-11-29 22:30:00+00:00,10343500,1.6,A -2023-11-29 22:45:00+00:00,10343500,1.6,A -2023-11-29 23:00:00+00:00,10343500,1.6,A -2023-11-29 23:15:00+00:00,10343500,1.61,A -2023-11-29 23:30:00+00:00,10343500,1.61,A -2023-11-29 23:45:00+00:00,10343500,1.61,A -2023-11-30 00:00:00+00:00,10343500,1.61,A -2023-11-30 00:15:00+00:00,10343500,1.61,A -2023-11-30 00:30:00+00:00,10343500,1.61,A -2023-11-30 00:45:00+00:00,10343500,1.61,A -2023-11-30 01:00:00+00:00,10343500,1.61,A -2023-11-30 01:15:00+00:00,10343500,1.61,A -2023-11-30 01:30:00+00:00,10343500,1.61,A -2023-11-30 01:45:00+00:00,10343500,1.61,A -2023-11-30 02:00:00+00:00,10343500,1.61,A -2023-11-30 02:15:00+00:00,10343500,1.61,A -2023-11-30 02:30:00+00:00,10343500,1.61,A -2023-11-30 02:45:00+00:00,10343500,1.61,A -2023-11-30 03:00:00+00:00,10343500,1.61,A -2023-11-30 03:15:00+00:00,10343500,1.61,A -2023-11-30 03:30:00+00:00,10343500,1.61,A -2023-11-30 03:45:00+00:00,10343500,1.61,A -2023-11-30 04:00:00+00:00,10343500,1.61,A -2023-11-30 04:15:00+00:00,10343500,1.61,A -2023-11-30 04:30:00+00:00,10343500,1.61,A -2023-11-30 04:45:00+00:00,10343500,1.61,A -2023-11-30 05:00:00+00:00,10343500,1.61,A -2023-11-30 05:15:00+00:00,10343500,1.61,A -2023-11-30 05:30:00+00:00,10343500,1.61,A -2023-11-30 05:45:00+00:00,10343500,1.61,A -2023-11-30 06:00:00+00:00,10343500,1.61,A -2023-11-30 06:15:00+00:00,10343500,1.61,A -2023-11-30 06:30:00+00:00,10343500,1.61,A -2023-11-30 06:45:00+00:00,10343500,1.61,A -2023-11-30 07:00:00+00:00,10343500,1.61,A -2023-11-30 07:15:00+00:00,10343500,1.61,A -2023-11-30 07:30:00+00:00,10343500,1.61,A -2023-11-30 07:45:00+00:00,10343500,1.61,A -2023-11-30 08:00:00+00:00,10343500,1.61,A -2023-11-30 08:15:00+00:00,10343500,1.61,A -2023-11-30 08:30:00+00:00,10343500,1.61,A -2023-11-30 08:45:00+00:00,10343500,1.61,A -2023-11-30 09:00:00+00:00,10343500,1.61,A -2023-11-30 09:15:00+00:00,10343500,1.61,A -2023-11-30 09:30:00+00:00,10343500,1.61,A -2023-11-30 09:45:00+00:00,10343500,1.61,A -2023-11-30 10:00:00+00:00,10343500,1.61,A -2023-11-30 10:15:00+00:00,10343500,1.61,A -2023-11-30 10:30:00+00:00,10343500,1.61,A -2023-11-30 10:45:00+00:00,10343500,1.61,A -2023-11-30 11:00:00+00:00,10343500,1.61,A -2023-11-30 11:15:00+00:00,10343500,1.61,A -2023-11-30 11:30:00+00:00,10343500,1.61,A -2023-11-30 11:45:00+00:00,10343500,1.61,A -2023-11-30 12:00:00+00:00,10343500,1.61,A -2023-11-30 12:15:00+00:00,10343500,1.61,A -2023-11-30 12:30:00+00:00,10343500,1.61,A -2023-11-30 12:45:00+00:00,10343500,1.61,A -2023-11-30 13:00:00+00:00,10343500,1.61,A -2023-11-30 13:15:00+00:00,10343500,1.61,A -2023-11-30 13:30:00+00:00,10343500,1.61,A -2023-11-30 13:45:00+00:00,10343500,1.61,A -2023-11-30 14:00:00+00:00,10343500,1.61,A -2023-11-30 14:15:00+00:00,10343500,1.61,A -2023-11-30 14:30:00+00:00,10343500,1.61,A -2023-11-30 14:45:00+00:00,10343500,1.61,A -2023-11-30 15:00:00+00:00,10343500,1.61,A -2023-11-30 15:15:00+00:00,10343500,1.61,A -2023-11-30 15:30:00+00:00,10343500,1.61,A -2023-11-30 15:45:00+00:00,10343500,1.6,A -2023-11-30 16:00:00+00:00,10343500,1.61,A -2023-11-30 16:15:00+00:00,10343500,1.6,A -2023-11-30 16:30:00+00:00,10343500,1.6,A -2023-11-30 16:45:00+00:00,10343500,1.61,A -2023-11-30 17:00:00+00:00,10343500,1.61,A -2023-11-30 17:15:00+00:00,10343500,1.61,A -2023-11-30 17:30:00+00:00,10343500,1.61,A -2023-11-30 17:45:00+00:00,10343500,1.61,A -2023-11-30 18:00:00+00:00,10343500,1.6,A -2023-11-30 18:15:00+00:00,10343500,1.61,A -2023-11-30 18:30:00+00:00,10343500,1.61,A -2023-11-30 18:45:00+00:00,10343500,1.61,A -2023-11-30 19:00:00+00:00,10343500,1.61,A -2023-11-30 19:15:00+00:00,10343500,1.61,A -2023-11-30 19:30:00+00:00,10343500,1.61,A -2023-11-30 19:45:00+00:00,10343500,1.61,A -2023-11-30 20:00:00+00:00,10343500,1.61,A -2023-11-30 20:15:00+00:00,10343500,1.61,A -2023-11-30 20:30:00+00:00,10343500,1.61,A -2023-11-30 20:45:00+00:00,10343500,1.61,A -2023-11-30 21:00:00+00:00,10343500,1.61,A -2023-11-30 21:15:00+00:00,10343500,1.61,A -2023-11-30 21:30:00+00:00,10343500,1.61,A -2023-11-30 21:45:00+00:00,10343500,1.61,A -2023-11-30 22:00:00+00:00,10343500,1.61,A -2023-11-30 22:15:00+00:00,10343500,1.61,A -2023-11-30 22:30:00+00:00,10343500,1.61,A -2023-11-30 22:45:00+00:00,10343500,1.61,A -2023-11-30 23:00:00+00:00,10343500,1.61,A -2023-11-30 23:15:00+00:00,10343500,1.62,A -2023-11-30 23:30:00+00:00,10343500,1.62,A -2023-11-30 23:45:00+00:00,10343500,1.62,A -2023-12-01 00:00:00+00:00,10343500,1.62,A -2023-12-01 00:15:00+00:00,10343500,1.62,A -2023-12-01 00:30:00+00:00,10343500,1.62,A -2023-12-01 00:45:00+00:00,10343500,1.62,A -2023-12-01 01:00:00+00:00,10343500,1.62,A -2023-12-01 01:15:00+00:00,10343500,1.62,A -2023-12-01 01:30:00+00:00,10343500,1.62,A -2023-12-01 01:45:00+00:00,10343500,1.62,A -2023-12-01 02:00:00+00:00,10343500,1.62,A -2023-12-01 02:15:00+00:00,10343500,1.62,A -2023-12-01 02:30:00+00:00,10343500,1.61,A -2023-12-01 02:45:00+00:00,10343500,1.61,A -2023-12-01 03:00:00+00:00,10343500,1.61,A -2023-12-01 03:15:00+00:00,10343500,1.61,A -2023-12-01 03:30:00+00:00,10343500,1.61,A -2023-12-01 03:45:00+00:00,10343500,1.61,A -2023-12-01 04:00:00+00:00,10343500,1.61,A -2023-12-01 04:15:00+00:00,10343500,1.61,A -2023-12-01 04:30:00+00:00,10343500,1.61,A -2023-12-01 04:45:00+00:00,10343500,1.62,A -2023-12-01 05:00:00+00:00,10343500,1.61,A -2023-12-01 05:15:00+00:00,10343500,1.61,A -2023-12-01 05:30:00+00:00,10343500,1.61,A -2023-12-01 05:45:00+00:00,10343500,1.61,A -2023-12-01 06:00:00+00:00,10343500,1.61,A -2023-12-01 06:15:00+00:00,10343500,1.61,A -2023-12-01 06:30:00+00:00,10343500,1.61,A -2023-12-01 06:45:00+00:00,10343500,1.61,A -2023-12-01 07:00:00+00:00,10343500,1.61,A -2023-12-01 07:15:00+00:00,10343500,1.61,A -2023-12-01 07:30:00+00:00,10343500,1.61,A -2023-12-01 07:45:00+00:00,10343500,1.61,A -2023-12-01 08:00:00+00:00,10343500,1.61,A -2023-12-01 08:15:00+00:00,10343500,1.61,A -2023-12-01 08:30:00+00:00,10343500,1.61,A -2023-12-01 08:45:00+00:00,10343500,1.61,A -2023-12-01 09:00:00+00:00,10343500,1.61,A -2023-12-01 09:15:00+00:00,10343500,1.61,A -2023-12-01 09:30:00+00:00,10343500,1.61,A -2023-12-01 09:45:00+00:00,10343500,1.61,A -2023-12-01 10:00:00+00:00,10343500,1.61,A -2023-12-01 10:15:00+00:00,10343500,1.61,A -2023-12-01 10:30:00+00:00,10343500,1.61,A -2023-12-01 10:45:00+00:00,10343500,1.61,A -2023-12-01 11:00:00+00:00,10343500,1.61,A -2023-12-01 11:15:00+00:00,10343500,1.61,A -2023-12-01 11:30:00+00:00,10343500,1.61,A -2023-12-01 11:45:00+00:00,10343500,1.61,A -2023-12-01 12:00:00+00:00,10343500,1.61,A -2023-12-01 12:15:00+00:00,10343500,1.61,A -2023-12-01 12:30:00+00:00,10343500,1.61,A -2023-12-01 12:45:00+00:00,10343500,1.61,A -2023-12-01 13:00:00+00:00,10343500,1.61,A -2023-12-01 13:15:00+00:00,10343500,1.61,A -2023-12-01 13:30:00+00:00,10343500,1.61,A -2023-12-01 13:45:00+00:00,10343500,1.61,A -2023-12-01 14:00:00+00:00,10343500,1.61,A -2023-12-01 14:15:00+00:00,10343500,1.61,A -2023-12-01 14:30:00+00:00,10343500,1.61,A -2023-12-01 14:45:00+00:00,10343500,1.61,A -2023-12-01 15:00:00+00:00,10343500,1.61,A -2023-12-01 15:15:00+00:00,10343500,1.61,A -2023-12-01 15:30:00+00:00,10343500,1.61,A -2023-12-01 15:45:00+00:00,10343500,1.61,A -2023-12-01 16:00:00+00:00,10343500,1.61,A -2023-12-01 16:15:00+00:00,10343500,1.61,A -2023-12-01 16:30:00+00:00,10343500,1.61,A -2023-12-01 16:45:00+00:00,10343500,1.61,A -2023-12-01 17:00:00+00:00,10343500,1.61,A -2023-12-01 17:15:00+00:00,10343500,1.61,A -2023-12-01 17:30:00+00:00,10343500,1.61,A -2023-12-01 17:45:00+00:00,10343500,1.61,A -2023-12-01 18:00:00+00:00,10343500,1.61,A -2023-12-01 18:15:00+00:00,10343500,1.61,A -2023-12-01 18:30:00+00:00,10343500,1.61,A -2023-12-01 18:45:00+00:00,10343500,1.61,A -2023-12-01 19:00:00+00:00,10343500,1.61,A -2023-12-01 19:15:00+00:00,10343500,1.61,A -2023-12-01 19:30:00+00:00,10343500,1.61,A -2023-12-01 19:45:00+00:00,10343500,1.61,A -2023-12-01 20:00:00+00:00,10343500,1.61,A -2023-12-01 20:15:00+00:00,10343500,1.61,A -2023-12-01 20:30:00+00:00,10343500,1.61,A -2023-12-01 20:45:00+00:00,10343500,1.61,A -2023-12-01 21:00:00+00:00,10343500,1.61,A -2023-12-01 21:15:00+00:00,10343500,1.61,A -2023-12-01 21:30:00+00:00,10343500,1.61,A -2023-12-01 21:45:00+00:00,10343500,1.61,A -2023-12-01 22:00:00+00:00,10343500,1.61,A -2023-12-01 22:15:00+00:00,10343500,1.62,A -2023-12-01 22:30:00+00:00,10343500,1.62,A -2023-12-01 22:45:00+00:00,10343500,1.62,A -2023-12-01 23:00:00+00:00,10343500,1.62,A -2023-12-01 23:15:00+00:00,10343500,1.62,A -2023-12-01 23:30:00+00:00,10343500,1.62,A -2023-12-01 23:45:00+00:00,10343500,1.62,A -2023-12-02 00:00:00+00:00,10343500,1.62,A -2023-12-02 00:15:00+00:00,10343500,1.62,A -2023-12-02 00:30:00+00:00,10343500,1.62,A -2023-12-02 00:45:00+00:00,10343500,1.62,A -2023-12-02 01:00:00+00:00,10343500,1.62,A -2023-12-02 01:15:00+00:00,10343500,1.62,A -2023-12-02 01:30:00+00:00,10343500,1.62,A -2023-12-02 01:45:00+00:00,10343500,1.62,A -2023-12-02 02:00:00+00:00,10343500,1.62,A -2023-12-02 02:15:00+00:00,10343500,1.62,A -2023-12-02 02:30:00+00:00,10343500,1.62,A -2023-12-02 02:45:00+00:00,10343500,1.62,A -2023-12-02 03:00:00+00:00,10343500,1.62,A -2023-12-02 03:15:00+00:00,10343500,1.62,A -2023-12-02 03:30:00+00:00,10343500,1.62,A -2023-12-02 03:45:00+00:00,10343500,1.62,A -2023-12-02 04:00:00+00:00,10343500,1.62,A -2023-12-02 04:15:00+00:00,10343500,1.62,A -2023-12-02 04:30:00+00:00,10343500,1.62,A -2023-12-02 04:45:00+00:00,10343500,1.62,A -2023-12-02 05:00:00+00:00,10343500,1.62,A -2023-12-02 05:15:00+00:00,10343500,1.62,A -2023-12-02 05:30:00+00:00,10343500,1.62,A -2023-12-02 05:45:00+00:00,10343500,1.62,A -2023-12-02 06:00:00+00:00,10343500,1.61,A -2023-12-02 06:15:00+00:00,10343500,1.62,A -2023-12-02 06:30:00+00:00,10343500,1.62,A -2023-12-02 06:45:00+00:00,10343500,1.61,A -2023-12-02 07:00:00+00:00,10343500,1.61,A -2023-12-02 07:15:00+00:00,10343500,1.61,A -2023-12-02 07:30:00+00:00,10343500,1.61,A -2023-12-02 07:45:00+00:00,10343500,1.62,A -2023-12-02 08:00:00+00:00,10343500,1.61,A -2023-12-02 08:15:00+00:00,10343500,1.61,A -2023-12-02 08:30:00+00:00,10343500,1.61,A -2023-12-02 08:45:00+00:00,10343500,1.61,A -2023-12-02 09:00:00+00:00,10343500,1.61,A -2023-12-02 09:15:00+00:00,10343500,1.61,A -2023-12-02 09:30:00+00:00,10343500,1.61,A -2023-12-02 09:45:00+00:00,10343500,1.61,A -2023-12-02 10:00:00+00:00,10343500,1.61,A -2023-12-02 10:15:00+00:00,10343500,1.61,A -2023-12-02 10:30:00+00:00,10343500,1.61,A -2023-12-02 10:45:00+00:00,10343500,1.61,A -2023-12-02 11:00:00+00:00,10343500,1.61,A -2023-12-02 11:15:00+00:00,10343500,1.61,A -2023-12-02 11:30:00+00:00,10343500,1.61,A -2023-12-02 11:45:00+00:00,10343500,1.61,A -2023-12-02 12:00:00+00:00,10343500,1.61,A -2023-12-02 12:15:00+00:00,10343500,1.61,A -2023-12-02 12:30:00+00:00,10343500,1.61,A -2023-12-02 12:45:00+00:00,10343500,1.61,A -2023-12-02 13:00:00+00:00,10343500,1.61,A -2023-12-02 13:15:00+00:00,10343500,1.61,A -2023-12-02 13:30:00+00:00,10343500,1.61,A -2023-12-02 13:45:00+00:00,10343500,1.61,A -2023-12-02 14:00:00+00:00,10343500,1.61,A -2023-12-02 14:15:00+00:00,10343500,1.61,A -2023-12-02 14:30:00+00:00,10343500,1.61,A -2023-12-02 14:45:00+00:00,10343500,1.61,A -2023-12-02 15:00:00+00:00,10343500,1.61,A -2023-12-02 15:15:00+00:00,10343500,1.61,A -2023-12-02 15:30:00+00:00,10343500,1.61,A -2023-12-02 15:45:00+00:00,10343500,1.61,A -2023-12-02 16:00:00+00:00,10343500,1.61,A -2023-12-02 16:15:00+00:00,10343500,1.61,A -2023-12-02 16:30:00+00:00,10343500,1.61,A -2023-12-02 16:45:00+00:00,10343500,1.61,A -2023-12-02 17:00:00+00:00,10343500,1.61,A -2023-12-02 17:15:00+00:00,10343500,1.61,A -2023-12-02 17:30:00+00:00,10343500,1.61,A -2023-12-02 17:45:00+00:00,10343500,1.61,A -2023-12-02 18:00:00+00:00,10343500,1.61,A -2023-12-02 18:15:00+00:00,10343500,1.61,A -2023-12-02 18:30:00+00:00,10343500,1.61,A -2023-12-02 18:45:00+00:00,10343500,1.61,A -2023-12-02 19:00:00+00:00,10343500,1.61,A -2023-12-02 19:15:00+00:00,10343500,1.61,A -2023-12-02 19:30:00+00:00,10343500,1.62,A -2023-12-02 19:45:00+00:00,10343500,1.62,A -2023-12-02 20:00:00+00:00,10343500,1.62,A -2023-12-02 20:15:00+00:00,10343500,1.62,A -2023-12-02 20:30:00+00:00,10343500,1.62,A -2023-12-02 20:45:00+00:00,10343500,1.62,A -2023-12-02 21:00:00+00:00,10343500,1.62,A -2023-12-02 21:15:00+00:00,10343500,1.62,A -2023-12-02 21:30:00+00:00,10343500,1.62,A -2023-12-02 21:45:00+00:00,10343500,1.63,A -2023-12-02 22:00:00+00:00,10343500,1.63,A -2023-12-02 22:15:00+00:00,10343500,1.63,A -2023-12-02 22:30:00+00:00,10343500,1.63,A -2023-12-02 22:45:00+00:00,10343500,1.63,A -2023-12-02 23:00:00+00:00,10343500,1.63,A -2023-12-02 23:15:00+00:00,10343500,1.63,A -2023-12-02 23:30:00+00:00,10343500,1.63,A -2023-12-02 23:45:00+00:00,10343500,1.63,A -2023-12-03 00:00:00+00:00,10343500,1.63,A -2023-12-03 00:15:00+00:00,10343500,1.63,A -2023-12-03 00:30:00+00:00,10343500,1.63,A -2023-12-03 00:45:00+00:00,10343500,1.63,A -2023-12-03 01:00:00+00:00,10343500,1.63,A -2023-12-03 01:15:00+00:00,10343500,1.63,A -2023-12-03 01:30:00+00:00,10343500,1.63,A -2023-12-03 01:45:00+00:00,10343500,1.63,A -2023-12-03 02:00:00+00:00,10343500,1.63,A -2023-12-03 02:15:00+00:00,10343500,1.63,A -2023-12-03 02:30:00+00:00,10343500,1.63,A -2023-12-03 02:45:00+00:00,10343500,1.63,A -2023-12-03 03:00:00+00:00,10343500,1.62,A -2023-12-03 03:15:00+00:00,10343500,1.62,A -2023-12-03 03:30:00+00:00,10343500,1.62,A -2023-12-03 03:45:00+00:00,10343500,1.62,A -2023-12-03 04:00:00+00:00,10343500,1.62,A -2023-12-03 04:15:00+00:00,10343500,1.62,A -2023-12-03 04:30:00+00:00,10343500,1.62,A -2023-12-03 04:45:00+00:00,10343500,1.62,A -2023-12-03 05:00:00+00:00,10343500,1.62,A -2023-12-03 05:15:00+00:00,10343500,1.62,A -2023-12-03 05:30:00+00:00,10343500,1.62,A -2023-12-03 05:45:00+00:00,10343500,1.62,A -2023-12-03 06:00:00+00:00,10343500,1.62,A -2023-12-03 06:15:00+00:00,10343500,1.62,A -2023-12-03 06:30:00+00:00,10343500,1.62,A -2023-12-03 06:45:00+00:00,10343500,1.62,A -2023-12-03 07:00:00+00:00,10343500,1.62,A -2023-12-03 07:15:00+00:00,10343500,1.62,A -2023-12-03 07:30:00+00:00,10343500,1.62,A -2023-12-03 07:45:00+00:00,10343500,1.62,A -2023-12-03 08:00:00+00:00,10343500,1.62,A -2023-12-03 08:15:00+00:00,10343500,1.62,A -2023-12-03 08:30:00+00:00,10343500,1.62,A -2023-12-03 08:45:00+00:00,10343500,1.62,A -2023-12-03 09:00:00+00:00,10343500,1.62,A -2023-12-03 09:15:00+00:00,10343500,1.62,A -2023-12-03 09:30:00+00:00,10343500,1.62,A -2023-12-03 09:45:00+00:00,10343500,1.62,A -2023-12-03 10:00:00+00:00,10343500,1.62,A -2023-12-03 10:15:00+00:00,10343500,1.62,A -2023-12-03 10:30:00+00:00,10343500,1.62,A -2023-12-03 10:45:00+00:00,10343500,1.62,A -2023-12-03 11:00:00+00:00,10343500,1.62,A -2023-12-03 11:15:00+00:00,10343500,1.62,A -2023-12-03 11:30:00+00:00,10343500,1.62,A -2023-12-03 11:45:00+00:00,10343500,1.62,A -2023-12-03 12:00:00+00:00,10343500,1.62,A -2023-12-03 12:15:00+00:00,10343500,1.62,A -2023-12-03 12:30:00+00:00,10343500,1.62,A -2023-12-03 12:45:00+00:00,10343500,1.62,A -2023-12-03 13:00:00+00:00,10343500,1.62,A -2023-12-03 13:15:00+00:00,10343500,1.62,A -2023-12-03 13:30:00+00:00,10343500,1.62,A -2023-12-03 13:45:00+00:00,10343500,1.62,A -2023-12-03 14:00:00+00:00,10343500,1.62,A -2023-12-03 14:15:00+00:00,10343500,1.62,A -2023-12-03 14:30:00+00:00,10343500,1.62,A -2023-12-03 14:45:00+00:00,10343500,1.62,A -2023-12-03 15:00:00+00:00,10343500,1.62,A -2023-12-03 15:15:00+00:00,10343500,1.62,A -2023-12-03 15:30:00+00:00,10343500,1.62,A -2023-12-03 15:45:00+00:00,10343500,1.62,A -2023-12-03 16:00:00+00:00,10343500,1.62,A -2023-12-03 16:15:00+00:00,10343500,1.62,A -2023-12-03 16:30:00+00:00,10343500,1.62,A -2023-12-03 16:45:00+00:00,10343500,1.62,A -2023-12-03 17:00:00+00:00,10343500,1.62,A -2023-12-03 17:15:00+00:00,10343500,1.62,A -2023-12-03 17:30:00+00:00,10343500,1.62,A -2023-12-03 17:45:00+00:00,10343500,1.62,A -2023-12-03 18:00:00+00:00,10343500,1.62,A -2023-12-03 18:15:00+00:00,10343500,1.62,A -2023-12-03 18:30:00+00:00,10343500,1.62,A -2023-12-03 18:45:00+00:00,10343500,1.62,A -2023-12-03 19:00:00+00:00,10343500,1.63,A -2023-12-03 19:15:00+00:00,10343500,1.63,A -2023-12-03 19:30:00+00:00,10343500,1.63,A -2023-12-03 19:45:00+00:00,10343500,1.63,A -2023-12-03 20:00:00+00:00,10343500,1.63,A -2023-12-03 20:15:00+00:00,10343500,1.63,A -2023-12-03 20:30:00+00:00,10343500,1.63,A -2023-12-03 20:45:00+00:00,10343500,1.63,A -2023-12-03 21:00:00+00:00,10343500,1.63,A -2023-12-03 21:15:00+00:00,10343500,1.63,A -2023-12-03 21:30:00+00:00,10343500,1.63,A -2023-12-03 21:45:00+00:00,10343500,1.63,A -2023-12-03 22:00:00+00:00,10343500,1.64,A -2023-12-03 22:15:00+00:00,10343500,1.64,A -2023-12-03 22:30:00+00:00,10343500,1.64,A -2023-12-03 22:45:00+00:00,10343500,1.64,A -2023-12-03 23:00:00+00:00,10343500,1.64,A -2023-12-03 23:15:00+00:00,10343500,1.64,A -2023-12-03 23:30:00+00:00,10343500,1.64,A -2023-12-03 23:45:00+00:00,10343500,1.64,A -2023-12-04 00:00:00+00:00,10343500,1.64,A -2023-12-04 00:15:00+00:00,10343500,1.64,A -2023-12-04 00:30:00+00:00,10343500,1.64,A -2023-12-04 00:45:00+00:00,10343500,1.64,A -2023-12-04 01:00:00+00:00,10343500,1.64,A -2023-12-04 01:15:00+00:00,10343500,1.64,A -2023-12-04 01:30:00+00:00,10343500,1.63,A -2023-12-04 01:45:00+00:00,10343500,1.63,A -2023-12-04 02:00:00+00:00,10343500,1.63,A -2023-12-04 02:15:00+00:00,10343500,1.63,A -2023-12-04 02:30:00+00:00,10343500,1.63,A -2023-12-04 02:45:00+00:00,10343500,1.63,A -2023-12-04 03:00:00+00:00,10343500,1.63,A -2023-12-04 03:15:00+00:00,10343500,1.63,A -2023-12-04 03:30:00+00:00,10343500,1.63,A -2023-12-04 03:45:00+00:00,10343500,1.63,A -2023-12-04 04:00:00+00:00,10343500,1.63,A -2023-12-04 04:15:00+00:00,10343500,1.63,A -2023-12-04 04:30:00+00:00,10343500,1.63,A -2023-12-04 04:45:00+00:00,10343500,1.63,A -2023-12-04 05:00:00+00:00,10343500,1.63,A -2023-12-04 05:15:00+00:00,10343500,1.63,A -2023-12-04 05:30:00+00:00,10343500,1.63,A -2023-12-04 05:45:00+00:00,10343500,1.63,A -2023-12-04 06:00:00+00:00,10343500,1.63,A -2023-12-04 06:15:00+00:00,10343500,1.63,A -2023-12-04 06:30:00+00:00,10343500,1.63,A -2023-12-04 06:45:00+00:00,10343500,1.63,A -2023-12-04 07:00:00+00:00,10343500,1.63,A -2023-12-04 07:15:00+00:00,10343500,1.62,A -2023-12-04 07:30:00+00:00,10343500,1.63,A -2023-12-04 07:45:00+00:00,10343500,1.62,A -2023-12-04 08:00:00+00:00,10343500,1.62,A -2023-12-04 08:15:00+00:00,10343500,1.62,A -2023-12-04 08:30:00+00:00,10343500,1.62,A -2023-12-04 08:45:00+00:00,10343500,1.62,A -2023-12-04 09:00:00+00:00,10343500,1.62,A -2023-12-04 09:15:00+00:00,10343500,1.62,A -2023-12-04 09:30:00+00:00,10343500,1.62,A -2023-12-04 09:45:00+00:00,10343500,1.62,A -2023-12-04 10:00:00+00:00,10343500,1.62,A -2023-12-04 10:15:00+00:00,10343500,1.62,A -2023-12-04 10:30:00+00:00,10343500,1.62,A -2023-12-04 10:45:00+00:00,10343500,1.62,A -2023-12-04 11:00:00+00:00,10343500,1.62,A -2023-12-04 11:15:00+00:00,10343500,1.62,A -2023-12-04 11:30:00+00:00,10343500,1.62,A -2023-12-04 11:45:00+00:00,10343500,1.62,A -2023-12-04 12:00:00+00:00,10343500,1.62,A -2023-12-04 12:15:00+00:00,10343500,1.62,A -2023-12-04 12:30:00+00:00,10343500,1.62,A -2023-12-04 12:45:00+00:00,10343500,1.62,A -2023-12-04 13:00:00+00:00,10343500,1.62,A -2023-12-04 13:15:00+00:00,10343500,1.62,A -2023-12-04 13:30:00+00:00,10343500,1.62,A -2023-12-04 13:45:00+00:00,10343500,1.62,A -2023-12-04 14:00:00+00:00,10343500,1.62,A -2023-12-04 14:15:00+00:00,10343500,1.62,A -2023-12-04 14:30:00+00:00,10343500,1.62,A -2023-12-04 14:45:00+00:00,10343500,1.62,A -2023-12-04 15:00:00+00:00,10343500,1.62,A -2023-12-04 15:15:00+00:00,10343500,1.62,A -2023-12-04 15:30:00+00:00,10343500,1.62,A -2023-12-04 15:45:00+00:00,10343500,1.62,A -2023-12-04 16:00:00+00:00,10343500,1.62,A -2023-12-04 16:15:00+00:00,10343500,1.62,A -2023-12-04 16:30:00+00:00,10343500,1.62,A -2023-12-04 16:45:00+00:00,10343500,1.62,A -2023-12-04 17:00:00+00:00,10343500,1.62,A -2023-12-04 17:15:00+00:00,10343500,1.62,A -2023-12-04 17:30:00+00:00,10343500,1.62,A -2023-12-04 17:45:00+00:00,10343500,1.62,A -2023-12-04 18:00:00+00:00,10343500,1.62,A -2023-12-04 18:15:00+00:00,10343500,1.62,A -2023-12-04 18:30:00+00:00,10343500,1.62,A -2023-12-04 18:45:00+00:00,10343500,1.62,A -2023-12-04 19:00:00+00:00,10343500,1.62,A -2023-12-04 19:15:00+00:00,10343500,1.62,A -2023-12-04 19:30:00+00:00,10343500,1.62,A -2023-12-04 19:45:00+00:00,10343500,1.62,A -2023-12-04 20:00:00+00:00,10343500,1.62,A -2023-12-04 20:15:00+00:00,10343500,1.62,A -2023-12-04 20:30:00+00:00,10343500,1.62,A -2023-12-04 20:45:00+00:00,10343500,1.62,A -2023-12-04 21:00:00+00:00,10343500,1.62,A -2023-12-04 21:15:00+00:00,10343500,1.62,A -2023-12-04 21:30:00+00:00,10343500,1.62,A -2023-12-04 21:45:00+00:00,10343500,1.62,A -2023-12-04 22:00:00+00:00,10343500,1.62,A -2023-12-04 22:15:00+00:00,10343500,1.63,A -2023-12-04 22:30:00+00:00,10343500,1.63,A -2023-12-04 22:45:00+00:00,10343500,1.63,A -2023-12-04 23:00:00+00:00,10343500,1.63,A -2023-12-04 23:15:00+00:00,10343500,1.63,A -2023-12-04 23:30:00+00:00,10343500,1.63,A -2023-12-04 23:45:00+00:00,10343500,1.63,A -2023-12-05 00:00:00+00:00,10343500,1.63,A -2023-12-05 00:15:00+00:00,10343500,1.63,A -2023-12-05 00:30:00+00:00,10343500,1.63,A -2023-12-05 00:45:00+00:00,10343500,1.63,A -2023-12-05 01:00:00+00:00,10343500,1.63,A -2023-12-05 01:15:00+00:00,10343500,1.63,A -2023-12-05 01:30:00+00:00,10343500,1.63,A -2023-12-05 01:45:00+00:00,10343500,1.62,A -2023-12-05 02:00:00+00:00,10343500,1.62,A -2023-12-05 02:15:00+00:00,10343500,1.62,A -2023-12-05 02:30:00+00:00,10343500,1.62,A -2023-12-05 02:45:00+00:00,10343500,1.62,A -2023-12-05 03:00:00+00:00,10343500,1.62,A -2023-12-05 03:15:00+00:00,10343500,1.62,A -2023-12-05 03:30:00+00:00,10343500,1.62,A -2023-12-05 03:45:00+00:00,10343500,1.62,A -2023-12-05 04:00:00+00:00,10343500,1.62,A -2023-12-05 04:15:00+00:00,10343500,1.62,A -2023-12-05 04:30:00+00:00,10343500,1.62,A -2023-12-05 04:45:00+00:00,10343500,1.62,A -2023-12-05 05:00:00+00:00,10343500,1.62,A -2023-12-05 05:15:00+00:00,10343500,1.62,A -2023-12-05 05:30:00+00:00,10343500,1.62,A -2023-12-05 05:45:00+00:00,10343500,1.62,A -2023-12-05 06:00:00+00:00,10343500,1.62,A -2023-12-05 06:15:00+00:00,10343500,1.62,A -2023-12-05 06:30:00+00:00,10343500,1.62,A -2023-12-05 06:45:00+00:00,10343500,1.62,A -2023-12-05 07:00:00+00:00,10343500,1.62,A -2023-12-05 07:15:00+00:00,10343500,1.62,A -2023-12-05 07:30:00+00:00,10343500,1.62,A -2023-12-05 07:45:00+00:00,10343500,1.62,A -2023-12-05 08:00:00+00:00,10343500,1.62,A -2023-12-05 08:15:00+00:00,10343500,1.62,A -2023-12-05 08:30:00+00:00,10343500,1.62,A -2023-12-05 08:45:00+00:00,10343500,1.62,A -2023-12-05 09:00:00+00:00,10343500,1.62,A -2023-12-05 09:15:00+00:00,10343500,1.62,A -2023-12-05 09:30:00+00:00,10343500,1.62,A -2023-12-05 09:45:00+00:00,10343500,1.62,A -2023-12-05 10:00:00+00:00,10343500,1.62,A -2023-12-05 10:15:00+00:00,10343500,1.62,A -2023-12-05 10:30:00+00:00,10343500,1.61,A -2023-12-05 10:45:00+00:00,10343500,1.61,A -2023-12-05 11:00:00+00:00,10343500,1.62,A -2023-12-05 11:15:00+00:00,10343500,1.61,A -2023-12-05 11:30:00+00:00,10343500,1.61,A -2023-12-05 11:45:00+00:00,10343500,1.61,A -2023-12-05 12:00:00+00:00,10343500,1.61,A -2023-12-05 12:15:00+00:00,10343500,1.61,A -2023-12-05 12:30:00+00:00,10343500,1.61,A -2023-12-05 12:45:00+00:00,10343500,1.61,A -2023-12-05 13:00:00+00:00,10343500,1.61,A -2023-12-05 13:15:00+00:00,10343500,1.61,A -2023-12-05 13:30:00+00:00,10343500,1.61,A -2023-12-05 13:45:00+00:00,10343500,1.61,A -2023-12-05 14:00:00+00:00,10343500,1.61,A -2023-12-05 14:15:00+00:00,10343500,1.61,A -2023-12-05 14:30:00+00:00,10343500,1.61,A -2023-12-05 14:45:00+00:00,10343500,1.61,A -2023-12-05 15:00:00+00:00,10343500,1.61,A -2023-12-05 15:15:00+00:00,10343500,1.61,A -2023-12-05 15:30:00+00:00,10343500,1.61,A -2023-12-05 15:45:00+00:00,10343500,1.61,A -2023-12-05 16:00:00+00:00,10343500,1.61,A -2023-12-05 16:15:00+00:00,10343500,1.61,A -2023-12-05 16:30:00+00:00,10343500,1.61,A -2023-12-05 16:45:00+00:00,10343500,1.61,A -2023-12-05 17:00:00+00:00,10343500,1.61,A -2023-12-05 17:15:00+00:00,10343500,1.61,A -2023-12-05 17:30:00+00:00,10343500,1.61,A -2023-12-05 17:45:00+00:00,10343500,1.61,A -2023-12-05 18:00:00+00:00,10343500,1.61,A -2023-12-05 18:15:00+00:00,10343500,1.61,A -2023-12-05 18:30:00+00:00,10343500,1.61,A -2023-12-05 18:45:00+00:00,10343500,1.61,A -2023-12-05 19:00:00+00:00,10343500,1.61,A -2023-12-05 19:15:00+00:00,10343500,1.61,A -2023-12-05 19:30:00+00:00,10343500,1.61,A -2023-12-05 19:45:00+00:00,10343500,1.61,A -2023-12-05 20:00:00+00:00,10343500,1.61,A -2023-12-05 20:15:00+00:00,10343500,1.61,A -2023-12-05 20:30:00+00:00,10343500,1.62,A -2023-12-05 20:45:00+00:00,10343500,1.62,A -2023-12-05 21:00:00+00:00,10343500,1.62,A -2023-12-05 21:15:00+00:00,10343500,1.62,A -2023-12-05 21:30:00+00:00,10343500,1.62,A -2023-12-05 21:45:00+00:00,10343500,1.62,A -2023-12-05 22:00:00+00:00,10343500,1.62,A -2023-12-05 22:15:00+00:00,10343500,1.62,A -2023-12-05 22:30:00+00:00,10343500,1.63,A -2023-12-05 22:45:00+00:00,10343500,1.63,A -2023-12-05 23:00:00+00:00,10343500,1.63,A -2023-12-05 23:15:00+00:00,10343500,1.63,A -2023-12-05 23:30:00+00:00,10343500,1.63,A -2023-12-05 23:45:00+00:00,10343500,1.63,A -2023-12-06 00:00:00+00:00,10343500,1.63,A -2023-12-06 00:15:00+00:00,10343500,1.63,A -2023-12-06 00:30:00+00:00,10343500,1.63,A -2023-12-06 00:45:00+00:00,10343500,1.63,A -2023-12-06 01:00:00+00:00,10343500,1.63,A -2023-12-06 01:15:00+00:00,10343500,1.63,A -2023-12-06 01:30:00+00:00,10343500,1.63,A -2023-12-06 01:45:00+00:00,10343500,1.63,A -2023-12-06 02:00:00+00:00,10343500,1.63,A -2023-12-06 02:15:00+00:00,10343500,1.62,A -2023-12-06 02:30:00+00:00,10343500,1.62,A -2023-12-06 02:45:00+00:00,10343500,1.62,A -2023-12-06 03:00:00+00:00,10343500,1.62,A -2023-12-06 03:15:00+00:00,10343500,1.62,A -2023-12-06 03:30:00+00:00,10343500,1.62,A -2023-12-06 03:45:00+00:00,10343500,1.62,A -2023-12-06 04:00:00+00:00,10343500,1.62,A -2023-12-06 04:15:00+00:00,10343500,1.62,A -2023-12-06 04:30:00+00:00,10343500,1.62,A -2023-12-06 04:45:00+00:00,10343500,1.62,A -2023-12-06 05:00:00+00:00,10343500,1.62,A -2023-12-06 05:15:00+00:00,10343500,1.62,A -2023-12-06 05:30:00+00:00,10343500,1.62,A -2023-12-06 05:45:00+00:00,10343500,1.62,A -2023-12-06 06:00:00+00:00,10343500,1.62,A -2023-12-06 06:15:00+00:00,10343500,1.62,A -2023-12-06 06:30:00+00:00,10343500,1.62,A -2023-12-06 06:45:00+00:00,10343500,1.62,A -2023-12-06 07:00:00+00:00,10343500,1.62,A -2023-12-06 07:15:00+00:00,10343500,1.62,A -2023-12-06 07:30:00+00:00,10343500,1.62,A -2023-12-06 07:45:00+00:00,10343500,1.62,A -2023-12-06 08:00:00+00:00,10343500,1.62,A -2023-12-06 08:15:00+00:00,10343500,1.62,A -2023-12-06 08:30:00+00:00,10343500,1.62,A -2023-12-06 08:45:00+00:00,10343500,1.62,A -2023-12-06 09:00:00+00:00,10343500,1.62,A -2023-12-06 09:15:00+00:00,10343500,1.62,A -2023-12-06 09:30:00+00:00,10343500,1.62,A -2023-12-06 09:45:00+00:00,10343500,1.62,A -2023-12-06 10:00:00+00:00,10343500,1.62,A -2023-12-06 10:15:00+00:00,10343500,1.62,A -2023-12-06 10:30:00+00:00,10343500,1.62,A -2023-12-06 10:45:00+00:00,10343500,1.62,A -2023-12-06 11:00:00+00:00,10343500,1.62,A -2023-12-06 11:15:00+00:00,10343500,1.62,A -2023-12-06 11:30:00+00:00,10343500,1.62,A -2023-12-06 11:45:00+00:00,10343500,1.62,A -2023-12-06 12:00:00+00:00,10343500,1.62,A -2023-12-06 12:15:00+00:00,10343500,1.62,A -2023-12-06 12:30:00+00:00,10343500,1.62,A -2023-12-06 12:45:00+00:00,10343500,1.62,A -2023-12-06 13:00:00+00:00,10343500,1.62,A -2023-12-06 13:15:00+00:00,10343500,1.62,A -2023-12-06 13:30:00+00:00,10343500,1.62,A -2023-12-06 13:45:00+00:00,10343500,1.62,A -2023-12-06 14:00:00+00:00,10343500,1.62,A -2023-12-06 14:15:00+00:00,10343500,1.62,A -2023-12-06 14:30:00+00:00,10343500,1.62,A -2023-12-06 14:45:00+00:00,10343500,1.62,A -2023-12-06 15:00:00+00:00,10343500,1.62,A -2023-12-06 15:15:00+00:00,10343500,1.62,A -2023-12-06 15:30:00+00:00,10343500,1.62,A -2023-12-06 15:45:00+00:00,10343500,1.62,A -2023-12-06 16:00:00+00:00,10343500,1.62,A -2023-12-06 16:15:00+00:00,10343500,1.62,A -2023-12-06 16:30:00+00:00,10343500,1.61,A -2023-12-06 16:45:00+00:00,10343500,1.62,A -2023-12-06 17:00:00+00:00,10343500,1.62,A -2023-12-06 17:15:00+00:00,10343500,1.62,A -2023-12-06 17:30:00+00:00,10343500,1.62,A -2023-12-06 17:45:00+00:00,10343500,1.62,A -2023-12-06 18:00:00+00:00,10343500,1.62,A -2023-12-06 18:15:00+00:00,10343500,1.62,A -2023-12-06 18:30:00+00:00,10343500,1.62,A -2023-12-06 18:45:00+00:00,10343500,1.62,A -2023-12-06 19:00:00+00:00,10343500,1.62,A -2023-12-06 19:15:00+00:00,10343500,1.62,A -2023-12-06 19:30:00+00:00,10343500,1.62,A -2023-12-06 19:45:00+00:00,10343500,1.62,A -2023-12-06 20:00:00+00:00,10343500,1.62,A -2023-12-06 20:15:00+00:00,10343500,1.62,A -2023-12-06 20:30:00+00:00,10343500,1.62,A -2023-12-06 20:45:00+00:00,10343500,1.63,A -2023-12-06 21:00:00+00:00,10343500,1.63,A -2023-12-06 21:15:00+00:00,10343500,1.63,A -2023-12-06 21:30:00+00:00,10343500,1.63,A -2023-12-06 21:45:00+00:00,10343500,1.63,A -2023-12-06 22:00:00+00:00,10343500,1.63,A -2023-12-06 22:15:00+00:00,10343500,1.64,A -2023-12-06 22:30:00+00:00,10343500,1.64,A -2023-12-06 22:45:00+00:00,10343500,1.64,A -2023-12-06 23:00:00+00:00,10343500,1.64,A -2023-12-06 23:15:00+00:00,10343500,1.64,A -2023-12-06 23:30:00+00:00,10343500,1.65,A -2023-12-06 23:45:00+00:00,10343500,1.65,A -2023-12-07 00:00:00+00:00,10343500,1.64,A -2023-12-07 00:15:00+00:00,10343500,1.64,A -2023-12-07 00:30:00+00:00,10343500,1.64,A -2023-12-07 00:45:00+00:00,10343500,1.64,A -2023-12-07 01:00:00+00:00,10343500,1.64,A -2023-12-07 01:15:00+00:00,10343500,1.64,A -2023-12-07 01:30:00+00:00,10343500,1.64,A -2023-12-07 01:45:00+00:00,10343500,1.64,A -2023-12-07 02:00:00+00:00,10343500,1.64,A -2023-12-07 02:15:00+00:00,10343500,1.64,A -2023-12-07 02:30:00+00:00,10343500,1.64,A -2023-12-07 02:45:00+00:00,10343500,1.64,A -2023-12-07 03:00:00+00:00,10343500,1.64,A -2023-12-07 03:15:00+00:00,10343500,1.64,A -2023-12-07 03:30:00+00:00,10343500,1.64,A -2023-12-07 03:45:00+00:00,10343500,1.64,A -2023-12-07 04:00:00+00:00,10343500,1.64,A -2023-12-07 04:15:00+00:00,10343500,1.64,A -2023-12-07 04:30:00+00:00,10343500,1.64,A -2023-12-07 04:45:00+00:00,10343500,1.64,A -2023-12-07 05:00:00+00:00,10343500,1.64,A -2023-12-07 05:15:00+00:00,10343500,1.63,A -2023-12-07 05:30:00+00:00,10343500,1.64,A -2023-12-07 05:45:00+00:00,10343500,1.64,A -2023-12-07 06:00:00+00:00,10343500,1.64,A -2023-12-07 06:15:00+00:00,10343500,1.63,A -2023-12-07 06:30:00+00:00,10343500,1.64,A -2023-12-07 06:45:00+00:00,10343500,1.64,A -2023-12-07 07:00:00+00:00,10343500,1.64,A -2023-12-07 07:15:00+00:00,10343500,1.64,A -2023-12-07 07:30:00+00:00,10343500,1.64,A -2023-12-07 07:45:00+00:00,10343500,1.64,A -2023-12-07 08:00:00+00:00,10343500,1.64,A -2023-12-07 08:15:00+00:00,10343500,1.64,A -2023-12-07 08:30:00+00:00,10343500,1.64,A -2023-12-07 08:45:00+00:00,10343500,1.64,A -2023-12-07 09:00:00+00:00,10343500,1.64,A -2023-12-07 09:15:00+00:00,10343500,1.64,A -2023-12-07 09:30:00+00:00,10343500,1.64,A -2023-12-07 09:45:00+00:00,10343500,1.63,A -2023-12-07 10:00:00+00:00,10343500,1.63,A -2023-12-07 10:15:00+00:00,10343500,1.63,A -2023-12-07 10:30:00+00:00,10343500,1.64,A -2023-12-07 10:45:00+00:00,10343500,1.64,A -2023-12-07 11:00:00+00:00,10343500,1.64,A -2023-12-07 11:15:00+00:00,10343500,1.64,A -2023-12-07 11:30:00+00:00,10343500,1.63,A -2023-12-07 11:45:00+00:00,10343500,1.63,A -2023-12-07 12:00:00+00:00,10343500,1.63,A -2023-12-07 12:15:00+00:00,10343500,1.63,A -2023-12-07 12:30:00+00:00,10343500,1.63,A -2023-12-07 12:45:00+00:00,10343500,1.63,A -2023-12-07 13:00:00+00:00,10343500,1.63,A -2023-12-07 13:15:00+00:00,10343500,1.63,A -2023-12-07 13:30:00+00:00,10343500,1.63,A -2023-12-07 13:45:00+00:00,10343500,1.63,A -2023-12-07 14:00:00+00:00,10343500,1.63,A -2023-12-07 14:15:00+00:00,10343500,1.63,A -2023-12-07 14:30:00+00:00,10343500,1.63,A -2023-12-07 14:45:00+00:00,10343500,1.63,A -2023-12-07 15:00:00+00:00,10343500,1.63,A -2023-12-07 15:15:00+00:00,10343500,1.63,A -2023-12-07 15:30:00+00:00,10343500,1.63,A -2023-12-07 15:45:00+00:00,10343500,1.63,A -2023-12-07 16:00:00+00:00,10343500,1.63,A -2023-12-07 16:15:00+00:00,10343500,1.63,A -2023-12-07 16:30:00+00:00,10343500,1.63,A -2023-12-07 16:45:00+00:00,10343500,1.63,A -2023-12-07 17:00:00+00:00,10343500,1.63,A -2023-12-07 17:15:00+00:00,10343500,1.63,A -2023-12-07 17:30:00+00:00,10343500,1.63,A -2023-12-07 17:45:00+00:00,10343500,1.63,A -2023-12-07 18:00:00+00:00,10343500,1.63,A -2023-12-07 18:15:00+00:00,10343500,1.63,A -2023-12-07 18:30:00+00:00,10343500,1.63,A -2023-12-07 18:45:00+00:00,10343500,1.63,A -2023-12-07 19:00:00+00:00,10343500,1.63,A -2023-12-07 19:15:00+00:00,10343500,1.63,A -2023-12-07 19:30:00+00:00,10343500,1.63,A -2023-12-07 19:45:00+00:00,10343500,1.63,A -2023-12-07 20:00:00+00:00,10343500,1.63,A -2023-12-07 20:15:00+00:00,10343500,1.63,A -2023-12-07 20:30:00+00:00,10343500,1.63,A -2023-12-07 20:45:00+00:00,10343500,1.63,A -2023-12-07 21:00:00+00:00,10343500,1.63,A -2023-12-07 21:15:00+00:00,10343500,1.63,A -2023-12-07 21:30:00+00:00,10343500,1.63,A -2023-12-07 21:45:00+00:00,10343500,1.63,A -2023-12-07 22:00:00+00:00,10343500,1.63,A -2023-12-07 22:15:00+00:00,10343500,1.63,A -2023-12-07 22:30:00+00:00,10343500,1.63,A -2023-12-07 22:45:00+00:00,10343500,1.63,A -2023-12-07 23:00:00+00:00,10343500,1.63,A -2023-12-07 23:15:00+00:00,10343500,1.63,A -2023-12-07 23:30:00+00:00,10343500,1.63,A -2023-12-07 23:45:00+00:00,10343500,1.63,A -2023-12-08 00:00:00+00:00,10343500,1.63,A -2023-12-08 00:15:00+00:00,10343500,1.63,A -2023-12-08 00:30:00+00:00,10343500,1.63,A -2023-12-08 00:45:00+00:00,10343500,1.63,A -2023-12-08 01:00:00+00:00,10343500,1.63,A -2023-12-08 01:15:00+00:00,10343500,1.63,A -2023-12-08 01:30:00+00:00,10343500,1.63,A -2023-12-08 01:45:00+00:00,10343500,1.63,A -2023-12-08 02:00:00+00:00,10343500,1.63,A -2023-12-08 02:15:00+00:00,10343500,1.63,A -2023-12-08 02:30:00+00:00,10343500,1.63,A -2023-12-08 02:45:00+00:00,10343500,1.63,A -2023-12-08 03:00:00+00:00,10343500,1.63,A -2023-12-08 03:15:00+00:00,10343500,1.63,A -2023-12-08 03:30:00+00:00,10343500,1.63,A -2023-12-08 03:45:00+00:00,10343500,1.63,A -2023-12-08 04:00:00+00:00,10343500,1.63,A -2023-12-08 04:15:00+00:00,10343500,1.63,A -2023-12-08 04:30:00+00:00,10343500,1.63,A -2023-12-08 04:45:00+00:00,10343500,1.63,A -2023-12-08 05:00:00+00:00,10343500,1.63,A -2023-12-08 05:15:00+00:00,10343500,1.63,A -2023-12-08 05:30:00+00:00,10343500,1.63,A -2023-12-08 05:45:00+00:00,10343500,1.63,A -2023-12-08 06:00:00+00:00,10343500,1.63,A -2023-12-08 06:15:00+00:00,10343500,1.63,A -2023-12-08 06:30:00+00:00,10343500,1.63,A -2023-12-08 06:45:00+00:00,10343500,1.63,A -2023-12-08 07:00:00+00:00,10343500,1.63,A -2023-12-08 07:15:00+00:00,10343500,1.63,A -2023-12-08 07:30:00+00:00,10343500,1.63,A -2023-12-08 07:45:00+00:00,10343500,1.63,A -2023-12-08 08:00:00+00:00,10343500,1.63,A -2023-12-08 08:15:00+00:00,10343500,1.63,A -2023-12-08 08:30:00+00:00,10343500,1.62,A -2023-12-08 08:45:00+00:00,10343500,1.62,A -2023-12-08 09:00:00+00:00,10343500,1.62,A -2023-12-08 09:15:00+00:00,10343500,1.62,A -2023-12-08 09:30:00+00:00,10343500,1.62,A -2023-12-08 09:45:00+00:00,10343500,1.62,A -2023-12-08 10:00:00+00:00,10343500,1.62,A -2023-12-08 10:15:00+00:00,10343500,1.62,A -2023-12-08 10:30:00+00:00,10343500,1.62,A -2023-12-08 10:45:00+00:00,10343500,1.62,A -2023-12-08 11:00:00+00:00,10343500,1.62,A -2023-12-08 11:15:00+00:00,10343500,1.62,A -2023-12-08 11:30:00+00:00,10343500,1.62,A -2023-12-08 11:45:00+00:00,10343500,1.62,A -2023-12-08 12:00:00+00:00,10343500,1.62,A -2023-12-08 12:15:00+00:00,10343500,1.62,A -2023-12-08 12:30:00+00:00,10343500,1.62,A -2023-12-08 12:45:00+00:00,10343500,1.62,A -2023-12-08 13:00:00+00:00,10343500,1.62,A -2023-12-08 13:15:00+00:00,10343500,1.62,A -2023-12-08 13:30:00+00:00,10343500,1.62,A -2023-12-08 13:45:00+00:00,10343500,1.62,A -2023-12-08 14:00:00+00:00,10343500,1.62,A -2023-12-08 14:15:00+00:00,10343500,1.62,A -2023-12-08 14:30:00+00:00,10343500,1.62,A -2023-12-08 14:45:00+00:00,10343500,1.61,A -2023-12-08 15:00:00+00:00,10343500,1.61,A -2023-12-08 15:15:00+00:00,10343500,1.61,A -2023-12-08 15:30:00+00:00,10343500,1.62,A -2023-12-08 15:45:00+00:00,10343500,1.62,A -2023-12-08 16:00:00+00:00,10343500,1.62,A -2023-12-08 16:15:00+00:00,10343500,1.62,A -2023-12-08 16:30:00+00:00,10343500,1.62,A -2023-12-08 16:45:00+00:00,10343500,1.61,A -2023-12-08 17:00:00+00:00,10343500,1.61,A -2023-12-08 17:15:00+00:00,10343500,1.61,A -2023-12-08 17:30:00+00:00,10343500,1.61,A -2023-12-08 17:45:00+00:00,10343500,1.61,A -2023-12-08 18:00:00+00:00,10343500,1.61,A -2023-12-08 18:15:00+00:00,10343500,1.62,A -2023-12-08 18:30:00+00:00,10343500,1.62,A -2023-12-08 18:45:00+00:00,10343500,1.62,A -2023-12-08 19:00:00+00:00,10343500,1.62,A -2023-12-08 19:15:00+00:00,10343500,1.62,A -2023-12-08 19:30:00+00:00,10343500,1.62,A -2023-12-08 19:45:00+00:00,10343500,1.62,A -2023-12-08 20:00:00+00:00,10343500,1.62,A -2023-12-08 20:15:00+00:00,10343500,1.62,A -2023-12-08 20:30:00+00:00,10343500,1.62,A -2023-12-08 20:45:00+00:00,10343500,1.62,A -2023-12-08 21:00:00+00:00,10343500,1.62,A -2023-12-08 21:15:00+00:00,10343500,1.62,A -2023-12-08 21:30:00+00:00,10343500,1.62,A -2023-12-08 21:45:00+00:00,10343500,1.62,A -2023-12-08 22:00:00+00:00,10343500,1.62,A -2023-12-08 22:15:00+00:00,10343500,1.62,A -2023-12-08 22:30:00+00:00,10343500,1.62,A -2023-12-08 22:45:00+00:00,10343500,1.62,A -2023-12-08 23:00:00+00:00,10343500,1.62,A -2023-12-08 23:15:00+00:00,10343500,1.62,A -2023-12-08 23:30:00+00:00,10343500,1.62,A -2023-12-08 23:45:00+00:00,10343500,1.62,A -2023-12-09 00:00:00+00:00,10343500,1.62,A -2023-12-09 00:15:00+00:00,10343500,1.62,A -2023-12-09 00:30:00+00:00,10343500,1.62,A -2023-12-09 00:45:00+00:00,10343500,1.62,A -2023-12-09 01:00:00+00:00,10343500,1.62,A -2023-12-09 01:15:00+00:00,10343500,1.62,A -2023-12-09 01:30:00+00:00,10343500,1.62,A -2023-12-09 01:45:00+00:00,10343500,1.62,A -2023-12-09 02:00:00+00:00,10343500,1.62,A -2023-12-09 02:15:00+00:00,10343500,1.62,A -2023-12-09 02:30:00+00:00,10343500,1.62,A -2023-12-09 02:45:00+00:00,10343500,1.62,A -2023-12-09 03:00:00+00:00,10343500,1.62,A -2023-12-09 03:15:00+00:00,10343500,1.62,A -2023-12-09 03:30:00+00:00,10343500,1.62,A -2023-12-09 03:45:00+00:00,10343500,1.62,A -2023-12-09 04:00:00+00:00,10343500,1.62,A -2023-12-09 04:15:00+00:00,10343500,1.62,A -2023-12-09 04:30:00+00:00,10343500,1.62,A -2023-12-09 04:45:00+00:00,10343500,1.62,A -2023-12-09 05:00:00+00:00,10343500,1.62,A -2023-12-09 05:15:00+00:00,10343500,1.62,A -2023-12-09 05:30:00+00:00,10343500,1.62,A -2023-12-09 05:45:00+00:00,10343500,1.62,A -2023-12-09 06:00:00+00:00,10343500,1.62,A -2023-12-09 06:15:00+00:00,10343500,1.62,A -2023-12-09 06:30:00+00:00,10343500,1.62,A -2023-12-09 06:45:00+00:00,10343500,1.62,A -2023-12-09 07:00:00+00:00,10343500,1.62,A -2023-12-09 07:15:00+00:00,10343500,1.62,A -2023-12-09 07:30:00+00:00,10343500,1.62,A -2023-12-09 07:45:00+00:00,10343500,1.62,A -2023-12-09 08:00:00+00:00,10343500,1.62,A -2023-12-09 08:15:00+00:00,10343500,1.62,A -2023-12-09 08:30:00+00:00,10343500,1.62,A -2023-12-09 08:45:00+00:00,10343500,1.61,A -2023-12-09 09:00:00+00:00,10343500,1.61,A -2023-12-09 09:15:00+00:00,10343500,1.61,A -2023-12-09 09:30:00+00:00,10343500,1.61,A -2023-12-09 09:45:00+00:00,10343500,1.62,A -2023-12-09 10:00:00+00:00,10343500,1.62,A -2023-12-09 10:15:00+00:00,10343500,1.63,A -2023-12-09 10:30:00+00:00,10343500,1.63,A -2023-12-09 10:45:00+00:00,10343500,1.63,A -2023-12-09 11:00:00+00:00,10343500,1.63,A -2023-12-09 11:15:00+00:00,10343500,1.64,A -2023-12-09 11:30:00+00:00,10343500,1.64,A -2023-12-09 11:45:00+00:00,10343500,1.64,A -2023-12-09 12:00:00+00:00,10343500,1.64,A -2023-12-09 12:15:00+00:00,10343500,1.64,A -2023-12-09 12:30:00+00:00,10343500,1.64,A -2023-12-09 12:45:00+00:00,10343500,1.64,A -2023-12-09 13:00:00+00:00,10343500,1.65,A -2023-12-09 13:15:00+00:00,10343500,1.65,A -2023-12-09 13:30:00+00:00,10343500,1.65,A -2023-12-09 13:45:00+00:00,10343500,1.65,A -2023-12-09 14:00:00+00:00,10343500,1.65,A -2023-12-09 14:15:00+00:00,10343500,1.65,A -2023-12-09 14:30:00+00:00,10343500,1.64,A -2023-12-09 14:45:00+00:00,10343500,1.65,A -2023-12-09 15:00:00+00:00,10343500,1.64,A -2023-12-09 15:15:00+00:00,10343500,1.64,A -2023-12-09 15:30:00+00:00,10343500,1.64,A -2023-12-09 15:45:00+00:00,10343500,1.63,A -2023-12-09 16:00:00+00:00,10343500,1.63,A -2023-12-09 16:15:00+00:00,10343500,1.63,A -2023-12-09 16:30:00+00:00,10343500,1.63,A -2023-12-09 16:45:00+00:00,10343500,1.63,A -2023-12-09 17:00:00+00:00,10343500,1.62,A -2023-12-09 17:15:00+00:00,10343500,1.62,A -2023-12-09 17:30:00+00:00,10343500,1.62,A -2023-12-09 17:45:00+00:00,10343500,1.63,A -2023-12-09 18:00:00+00:00,10343500,1.63,A -2023-12-09 18:15:00+00:00,10343500,1.63,A -2023-12-09 18:30:00+00:00,10343500,1.63,A -2023-12-09 18:45:00+00:00,10343500,1.63,A -2023-12-09 19:00:00+00:00,10343500,1.62,A -2023-12-09 19:15:00+00:00,10343500,1.63,A -2023-12-09 19:30:00+00:00,10343500,1.63,A -2023-12-09 19:45:00+00:00,10343500,1.63,A -2023-12-09 20:00:00+00:00,10343500,1.63,A -2023-12-09 20:15:00+00:00,10343500,1.62,A -2023-12-09 20:30:00+00:00,10343500,1.62,A -2023-12-09 20:45:00+00:00,10343500,1.62,A -2023-12-09 21:00:00+00:00,10343500,1.62,A -2023-12-09 21:15:00+00:00,10343500,1.61,A -2023-12-09 21:30:00+00:00,10343500,1.62,A -2023-12-09 21:45:00+00:00,10343500,1.62,A -2023-12-09 22:00:00+00:00,10343500,1.62,A -2023-12-09 22:15:00+00:00,10343500,1.62,A -2023-12-09 22:30:00+00:00,10343500,1.62,A -2023-12-09 22:45:00+00:00,10343500,1.62,A -2023-12-09 23:00:00+00:00,10343500,1.62,A -2023-12-09 23:15:00+00:00,10343500,1.62,A -2023-12-09 23:30:00+00:00,10343500,1.62,A -2023-12-09 23:45:00+00:00,10343500,1.62,A -2023-12-10 00:00:00+00:00,10343500,1.62,A -2023-12-10 00:15:00+00:00,10343500,1.62,A -2023-12-10 00:30:00+00:00,10343500,1.62,A -2023-12-10 00:45:00+00:00,10343500,1.62,A -2023-12-10 01:00:00+00:00,10343500,1.62,A -2023-12-10 01:15:00+00:00,10343500,1.62,A -2023-12-10 01:30:00+00:00,10343500,1.62,A -2023-12-10 01:45:00+00:00,10343500,1.62,A -2023-12-10 02:00:00+00:00,10343500,1.62,A -2023-12-10 02:15:00+00:00,10343500,1.62,A -2023-12-10 02:30:00+00:00,10343500,1.62,A -2023-12-10 02:45:00+00:00,10343500,1.62,A -2023-12-10 03:00:00+00:00,10343500,1.62,A -2023-12-10 03:15:00+00:00,10343500,1.62,A -2023-12-10 03:30:00+00:00,10343500,1.62,A -2023-12-10 03:45:00+00:00,10343500,1.62,A -2023-12-10 04:00:00+00:00,10343500,1.62,A -2023-12-10 04:15:00+00:00,10343500,1.62,A -2023-12-10 04:30:00+00:00,10343500,1.62,A -2023-12-10 04:45:00+00:00,10343500,1.62,A -2023-12-10 05:00:00+00:00,10343500,1.62,A -2023-12-10 05:15:00+00:00,10343500,1.62,A -2023-12-10 05:30:00+00:00,10343500,1.62,A -2023-12-10 05:45:00+00:00,10343500,1.62,A -2023-12-10 06:00:00+00:00,10343500,1.62,A -2023-12-10 06:15:00+00:00,10343500,1.62,A -2023-12-10 06:30:00+00:00,10343500,1.62,A -2023-12-10 06:45:00+00:00,10343500,1.62,A -2023-12-10 07:00:00+00:00,10343500,1.62,A -2023-12-10 07:15:00+00:00,10343500,1.62,A -2023-12-10 07:30:00+00:00,10343500,1.62,A -2023-12-10 07:45:00+00:00,10343500,1.61,A -2023-12-10 08:00:00+00:00,10343500,1.62,A -2023-12-10 08:15:00+00:00,10343500,1.61,A -2023-12-10 08:30:00+00:00,10343500,1.61,A -2023-12-10 08:45:00+00:00,10343500,1.61,A -2023-12-10 09:00:00+00:00,10343500,1.61,A -2023-12-10 09:15:00+00:00,10343500,1.61,A -2023-12-10 09:30:00+00:00,10343500,1.61,A -2023-12-10 09:45:00+00:00,10343500,1.61,A -2023-12-10 10:00:00+00:00,10343500,1.61,A -2023-12-10 10:15:00+00:00,10343500,1.61,A -2023-12-10 10:30:00+00:00,10343500,1.61,A -2023-12-10 10:45:00+00:00,10343500,1.61,A -2023-12-10 11:00:00+00:00,10343500,1.61,A -2023-12-10 11:15:00+00:00,10343500,1.61,A -2023-12-10 11:30:00+00:00,10343500,1.61,A -2023-12-10 11:45:00+00:00,10343500,1.61,A -2023-12-10 12:00:00+00:00,10343500,1.61,A -2023-12-10 12:15:00+00:00,10343500,1.61,A -2023-12-10 12:30:00+00:00,10343500,1.61,A -2023-12-10 12:45:00+00:00,10343500,1.61,A -2023-12-10 13:00:00+00:00,10343500,1.61,A -2023-12-10 13:15:00+00:00,10343500,1.61,A -2023-12-10 13:30:00+00:00,10343500,1.61,A -2023-12-10 13:45:00+00:00,10343500,1.61,A -2023-12-10 14:00:00+00:00,10343500,1.61,A -2023-12-10 14:15:00+00:00,10343500,1.61,A -2023-12-10 14:30:00+00:00,10343500,1.61,A -2023-12-10 14:45:00+00:00,10343500,1.61,A -2023-12-10 15:00:00+00:00,10343500,1.61,A -2023-12-10 15:15:00+00:00,10343500,1.61,A -2023-12-10 15:30:00+00:00,10343500,1.61,A -2023-12-10 15:45:00+00:00,10343500,1.61,A -2023-12-10 16:00:00+00:00,10343500,1.61,A -2023-12-10 16:15:00+00:00,10343500,1.61,A -2023-12-10 16:30:00+00:00,10343500,1.61,A -2023-12-10 16:45:00+00:00,10343500,1.61,A -2023-12-10 17:00:00+00:00,10343500,1.61,A -2023-12-10 17:15:00+00:00,10343500,1.61,A -2023-12-10 17:30:00+00:00,10343500,1.61,A -2023-12-10 17:45:00+00:00,10343500,1.61,A -2023-12-10 18:00:00+00:00,10343500,1.61,A -2023-12-10 18:15:00+00:00,10343500,1.61,A -2023-12-10 18:30:00+00:00,10343500,1.61,A -2023-12-10 18:45:00+00:00,10343500,1.61,A -2023-12-10 19:00:00+00:00,10343500,1.61,A -2023-12-10 19:15:00+00:00,10343500,1.61,A -2023-12-10 19:30:00+00:00,10343500,1.61,A -2023-12-10 19:45:00+00:00,10343500,1.61,A -2023-12-10 20:00:00+00:00,10343500,1.61,A -2023-12-10 20:15:00+00:00,10343500,1.61,A -2023-12-10 20:30:00+00:00,10343500,1.61,A -2023-12-10 20:45:00+00:00,10343500,1.61,A -2023-12-10 21:00:00+00:00,10343500,1.61,A -2023-12-10 21:15:00+00:00,10343500,1.62,A -2023-12-10 21:30:00+00:00,10343500,1.61,A -2023-12-10 21:45:00+00:00,10343500,1.62,A -2023-12-10 22:00:00+00:00,10343500,1.62,A -2023-12-10 22:15:00+00:00,10343500,1.62,A -2023-12-10 22:30:00+00:00,10343500,1.62,A -2023-12-10 22:45:00+00:00,10343500,1.62,A -2023-12-10 23:00:00+00:00,10343500,1.62,A -2023-12-10 23:15:00+00:00,10343500,1.62,A -2023-12-10 23:30:00+00:00,10343500,1.62,A -2023-12-10 23:45:00+00:00,10343500,1.62,A -2023-12-11 00:00:00+00:00,10343500,1.62,A -2023-12-11 00:15:00+00:00,10343500,1.62,A -2023-12-11 00:30:00+00:00,10343500,1.62,A -2023-12-11 00:45:00+00:00,10343500,1.62,A -2023-12-11 01:00:00+00:00,10343500,1.62,A -2023-12-11 01:15:00+00:00,10343500,1.62,A -2023-12-11 01:30:00+00:00,10343500,1.62,A -2023-12-11 01:45:00+00:00,10343500,1.62,A -2023-12-11 02:00:00+00:00,10343500,1.62,A -2023-12-11 02:15:00+00:00,10343500,1.62,A -2023-12-11 02:30:00+00:00,10343500,1.62,A -2023-12-11 02:45:00+00:00,10343500,1.62,A -2023-12-11 03:00:00+00:00,10343500,1.62,A -2023-12-11 03:15:00+00:00,10343500,1.62,A -2023-12-11 03:30:00+00:00,10343500,1.62,A -2023-12-11 03:45:00+00:00,10343500,1.62,A -2023-12-11 04:00:00+00:00,10343500,1.62,A -2023-12-11 04:15:00+00:00,10343500,1.62,A -2023-12-11 04:30:00+00:00,10343500,1.62,A -2023-12-11 04:45:00+00:00,10343500,1.62,A -2023-12-11 05:00:00+00:00,10343500,1.62,A -2023-12-11 05:15:00+00:00,10343500,1.62,A -2023-12-11 05:30:00+00:00,10343500,1.62,A -2023-12-11 05:45:00+00:00,10343500,1.62,A -2023-12-11 06:00:00+00:00,10343500,1.62,A -2023-12-11 06:15:00+00:00,10343500,1.62,A -2023-12-11 06:30:00+00:00,10343500,1.62,A -2023-12-11 06:45:00+00:00,10343500,1.62,A -2023-12-11 07:00:00+00:00,10343500,1.62,A -2023-12-11 07:15:00+00:00,10343500,1.62,A -2023-12-11 07:30:00+00:00,10343500,1.62,A -2023-12-11 07:45:00+00:00,10343500,1.62,A -2023-12-11 08:00:00+00:00,10343500,1.62,A -2023-12-11 08:15:00+00:00,10343500,1.62,A -2023-12-11 08:30:00+00:00,10343500,1.62,A -2023-12-11 08:45:00+00:00,10343500,1.62,A -2023-12-11 09:00:00+00:00,10343500,1.62,A -2023-12-11 09:15:00+00:00,10343500,1.62,A -2023-12-11 09:30:00+00:00,10343500,1.62,A -2023-12-11 09:45:00+00:00,10343500,1.62,A -2023-12-11 10:00:00+00:00,10343500,1.62,A -2023-12-11 10:15:00+00:00,10343500,1.62,A -2023-12-11 10:30:00+00:00,10343500,1.62,A -2023-12-11 10:45:00+00:00,10343500,1.62,A -2023-12-11 11:00:00+00:00,10343500,1.62,A -2023-12-11 11:15:00+00:00,10343500,1.62,A -2023-12-11 11:30:00+00:00,10343500,1.62,A -2023-12-11 11:45:00+00:00,10343500,1.62,A -2023-12-11 12:00:00+00:00,10343500,1.62,A -2023-12-11 12:15:00+00:00,10343500,1.62,A -2023-12-11 12:30:00+00:00,10343500,1.62,A -2023-12-11 12:45:00+00:00,10343500,1.62,A -2023-12-11 13:00:00+00:00,10343500,1.62,A -2023-12-11 13:15:00+00:00,10343500,1.62,A -2023-12-11 13:30:00+00:00,10343500,1.62,A -2023-12-11 13:45:00+00:00,10343500,1.62,A -2023-12-11 14:00:00+00:00,10343500,1.62,A -2023-12-11 14:15:00+00:00,10343500,1.62,A -2023-12-11 14:30:00+00:00,10343500,1.62,A -2023-12-11 14:45:00+00:00,10343500,1.62,A -2023-12-11 15:00:00+00:00,10343500,1.62,A -2023-12-11 15:15:00+00:00,10343500,1.62,A -2023-12-11 15:30:00+00:00,10343500,1.62,A -2023-12-11 15:45:00+00:00,10343500,1.62,A -2023-12-11 16:00:00+00:00,10343500,1.62,A -2023-12-11 16:15:00+00:00,10343500,1.61,A -2023-12-11 16:30:00+00:00,10343500,1.62,A -2023-12-11 16:45:00+00:00,10343500,1.61,A -2023-12-11 17:00:00+00:00,10343500,1.62,A -2023-12-11 17:15:00+00:00,10343500,1.62,A -2023-12-11 17:30:00+00:00,10343500,1.62,A -2023-12-11 17:45:00+00:00,10343500,1.62,A -2023-12-11 18:00:00+00:00,10343500,1.62,A -2023-12-11 18:15:00+00:00,10343500,1.62,A -2023-12-11 18:30:00+00:00,10343500,1.61,A -2023-12-11 18:45:00+00:00,10343500,1.62,A -2023-12-11 19:00:00+00:00,10343500,1.62,A -2023-12-11 19:15:00+00:00,10343500,1.62,A -2023-12-11 19:30:00+00:00,10343500,1.61,A -2023-12-11 19:45:00+00:00,10343500,1.62,A -2023-12-11 20:00:00+00:00,10343500,1.62,A -2023-12-11 20:15:00+00:00,10343500,1.62,A -2023-12-11 20:30:00+00:00,10343500,1.62,A -2023-12-11 20:45:00+00:00,10343500,1.62,A -2023-12-11 21:00:00+00:00,10343500,1.62,A -2023-12-11 21:15:00+00:00,10343500,1.62,A -2023-12-11 21:30:00+00:00,10343500,1.62,A -2023-12-11 21:45:00+00:00,10343500,1.62,A -2023-12-11 22:00:00+00:00,10343500,1.62,A -2023-12-11 22:15:00+00:00,10343500,1.62,A -2023-12-11 22:30:00+00:00,10343500,1.62,A -2023-12-11 22:45:00+00:00,10343500,1.62,A -2023-12-11 23:00:00+00:00,10343500,1.62,A -2023-12-11 23:15:00+00:00,10343500,1.62,A -2023-12-11 23:30:00+00:00,10343500,1.62,A -2023-12-11 23:45:00+00:00,10343500,1.62,A -2023-12-12 00:00:00+00:00,10343500,1.62,A -2023-12-12 00:15:00+00:00,10343500,1.62,A -2023-12-12 00:30:00+00:00,10343500,1.62,A -2023-12-12 00:45:00+00:00,10343500,1.62,A -2023-12-12 01:00:00+00:00,10343500,1.62,A -2023-12-12 01:15:00+00:00,10343500,1.62,A -2023-12-12 01:30:00+00:00,10343500,1.62,A -2023-12-12 01:45:00+00:00,10343500,1.62,A -2023-12-12 02:00:00+00:00,10343500,1.62,A -2023-12-12 02:15:00+00:00,10343500,1.62,A -2023-12-12 02:30:00+00:00,10343500,1.62,A -2023-12-12 02:45:00+00:00,10343500,1.62,A -2023-12-12 03:00:00+00:00,10343500,1.62,A -2023-12-12 03:15:00+00:00,10343500,1.62,A -2023-12-12 03:30:00+00:00,10343500,1.62,A -2023-12-12 03:45:00+00:00,10343500,1.62,A -2023-12-12 04:00:00+00:00,10343500,1.62,A -2023-12-12 04:15:00+00:00,10343500,1.62,A -2023-12-12 04:30:00+00:00,10343500,1.62,A -2023-12-12 04:45:00+00:00,10343500,1.62,A -2023-12-12 05:00:00+00:00,10343500,1.62,A -2023-12-12 05:15:00+00:00,10343500,1.62,A -2023-12-12 05:30:00+00:00,10343500,1.62,A -2023-12-12 05:45:00+00:00,10343500,1.62,A -2023-12-12 06:00:00+00:00,10343500,1.62,A -2023-12-12 06:15:00+00:00,10343500,1.62,A -2023-12-12 06:30:00+00:00,10343500,1.62,A -2023-12-12 06:45:00+00:00,10343500,1.62,A -2023-12-12 07:00:00+00:00,10343500,1.62,A -2023-12-12 07:15:00+00:00,10343500,1.62,A -2023-12-12 07:30:00+00:00,10343500,1.62,A -2023-12-12 07:45:00+00:00,10343500,1.62,A -2023-12-12 08:00:00+00:00,10343500,1.62,A -2023-12-12 08:15:00+00:00,10343500,1.62,A -2023-12-12 08:30:00+00:00,10343500,1.62,A -2023-12-12 08:45:00+00:00,10343500,1.62,A -2023-12-12 09:00:00+00:00,10343500,1.62,A -2023-12-12 09:15:00+00:00,10343500,1.62,A -2023-12-12 09:30:00+00:00,10343500,1.62,A -2023-12-12 09:45:00+00:00,10343500,1.62,A -2023-12-12 10:00:00+00:00,10343500,1.62,A -2023-12-12 10:15:00+00:00,10343500,1.62,A -2023-12-12 10:30:00+00:00,10343500,1.62,A -2023-12-12 10:45:00+00:00,10343500,1.62,A -2023-12-12 11:00:00+00:00,10343500,1.62,A -2023-12-12 11:15:00+00:00,10343500,1.62,A -2023-12-12 11:30:00+00:00,10343500,1.62,A -2023-12-12 11:45:00+00:00,10343500,1.62,A -2023-12-12 12:00:00+00:00,10343500,1.62,A -2023-12-12 12:15:00+00:00,10343500,1.62,A -2023-12-12 12:30:00+00:00,10343500,1.62,A -2023-12-12 12:45:00+00:00,10343500,1.62,A -2023-12-12 13:00:00+00:00,10343500,1.62,A -2023-12-12 13:15:00+00:00,10343500,1.62,A -2023-12-12 13:30:00+00:00,10343500,1.62,A -2023-12-12 13:45:00+00:00,10343500,1.62,A -2023-12-12 14:00:00+00:00,10343500,1.62,A -2023-12-12 14:15:00+00:00,10343500,1.62,A -2023-12-12 14:30:00+00:00,10343500,1.62,A -2023-12-12 14:45:00+00:00,10343500,1.62,A -2023-12-12 15:00:00+00:00,10343500,1.62,A -2023-12-12 15:15:00+00:00,10343500,1.62,A -2023-12-12 15:30:00+00:00,10343500,1.62,A -2023-12-12 15:45:00+00:00,10343500,1.62,A -2023-12-12 16:00:00+00:00,10343500,1.62,A -2023-12-12 16:15:00+00:00,10343500,1.61,A -2023-12-12 16:30:00+00:00,10343500,1.61,A -2023-12-12 16:45:00+00:00,10343500,1.61,A -2023-12-12 17:00:00+00:00,10343500,1.61,A -2023-12-12 17:15:00+00:00,10343500,1.61,A -2023-12-12 17:30:00+00:00,10343500,1.61,A -2023-12-12 17:45:00+00:00,10343500,1.61,A -2023-12-12 18:00:00+00:00,10343500,1.61,A -2023-12-12 18:15:00+00:00,10343500,1.61,A -2023-12-12 18:30:00+00:00,10343500,1.61,A -2023-12-12 18:45:00+00:00,10343500,1.62,A -2023-12-12 19:00:00+00:00,10343500,1.62,A -2023-12-12 19:15:00+00:00,10343500,1.61,A -2023-12-12 19:30:00+00:00,10343500,1.62,A -2023-12-12 19:45:00+00:00,10343500,1.61,A -2023-12-12 20:00:00+00:00,10343500,1.62,A -2023-12-12 20:15:00+00:00,10343500,1.62,A -2023-12-12 20:30:00+00:00,10343500,1.62,A -2023-12-12 20:45:00+00:00,10343500,1.62,A -2023-12-12 21:00:00+00:00,10343500,1.62,A -2023-12-12 21:15:00+00:00,10343500,1.62,A -2023-12-12 21:30:00+00:00,10343500,1.62,A -2023-12-12 21:45:00+00:00,10343500,1.62,A -2023-12-12 22:00:00+00:00,10343500,1.62,A -2023-12-12 22:15:00+00:00,10343500,1.62,A -2023-12-12 22:30:00+00:00,10343500,1.62,A -2023-12-12 22:45:00+00:00,10343500,1.62,A -2023-12-12 23:00:00+00:00,10343500,1.62,A -2023-12-12 23:15:00+00:00,10343500,1.62,A -2023-12-12 23:30:00+00:00,10343500,1.62,A -2023-12-12 23:45:00+00:00,10343500,1.62,A -2023-12-13 00:00:00+00:00,10343500,1.62,A -2023-12-13 00:15:00+00:00,10343500,1.62,A -2023-12-13 00:30:00+00:00,10343500,1.62,A -2023-12-13 00:45:00+00:00,10343500,1.62,A -2023-12-13 01:00:00+00:00,10343500,1.62,A -2023-12-13 01:15:00+00:00,10343500,1.62,A -2023-12-13 01:30:00+00:00,10343500,1.62,A -2023-12-13 01:45:00+00:00,10343500,1.62,A -2023-12-13 02:00:00+00:00,10343500,1.62,A -2023-12-13 02:15:00+00:00,10343500,1.62,A -2023-12-13 02:30:00+00:00,10343500,1.62,A -2023-12-13 02:45:00+00:00,10343500,1.62,A -2023-12-13 03:00:00+00:00,10343500,1.62,A -2023-12-13 03:15:00+00:00,10343500,1.62,A -2023-12-13 03:30:00+00:00,10343500,1.62,A -2023-12-13 03:45:00+00:00,10343500,1.62,A -2023-12-13 04:00:00+00:00,10343500,1.62,A -2023-12-13 04:15:00+00:00,10343500,1.62,A -2023-12-13 04:30:00+00:00,10343500,1.62,A -2023-12-13 04:45:00+00:00,10343500,1.62,A -2023-12-13 05:00:00+00:00,10343500,1.62,A -2023-12-13 05:15:00+00:00,10343500,1.62,A -2023-12-13 05:30:00+00:00,10343500,1.62,A -2023-12-13 05:45:00+00:00,10343500,1.62,A -2023-12-13 06:00:00+00:00,10343500,1.62,A -2023-12-13 06:15:00+00:00,10343500,1.62,A -2023-12-13 06:30:00+00:00,10343500,1.62,A -2023-12-13 06:45:00+00:00,10343500,1.62,A -2023-12-13 07:00:00+00:00,10343500,1.62,A -2023-12-13 07:15:00+00:00,10343500,1.62,A -2023-12-13 07:30:00+00:00,10343500,1.62,A -2023-12-13 07:45:00+00:00,10343500,1.62,A -2023-12-13 08:00:00+00:00,10343500,1.62,A -2023-12-13 08:15:00+00:00,10343500,1.62,A -2023-12-13 08:30:00+00:00,10343500,1.62,A -2023-12-13 08:45:00+00:00,10343500,1.62,A -2023-12-13 09:00:00+00:00,10343500,1.62,A -2023-12-13 09:15:00+00:00,10343500,1.62,A -2023-12-13 09:30:00+00:00,10343500,1.62,A -2023-12-13 09:45:00+00:00,10343500,1.61,A -2023-12-13 10:00:00+00:00,10343500,1.61,A -2023-12-13 10:15:00+00:00,10343500,1.62,A -2023-12-13 10:30:00+00:00,10343500,1.61,A -2023-12-13 10:45:00+00:00,10343500,1.61,A -2023-12-13 11:00:00+00:00,10343500,1.61,A -2023-12-13 11:15:00+00:00,10343500,1.61,A -2023-12-13 11:30:00+00:00,10343500,1.61,A -2023-12-13 11:45:00+00:00,10343500,1.61,A -2023-12-13 12:00:00+00:00,10343500,1.61,A -2023-12-13 12:15:00+00:00,10343500,1.61,A -2023-12-13 12:30:00+00:00,10343500,1.61,A -2023-12-13 12:45:00+00:00,10343500,1.61,A -2023-12-13 13:00:00+00:00,10343500,1.61,A -2023-12-13 13:15:00+00:00,10343500,1.61,A -2023-12-13 13:30:00+00:00,10343500,1.61,A -2023-12-13 13:45:00+00:00,10343500,1.61,A -2023-12-13 14:00:00+00:00,10343500,1.61,A -2023-12-13 14:15:00+00:00,10343500,1.61,A -2023-12-13 14:30:00+00:00,10343500,1.61,A -2023-12-13 14:45:00+00:00,10343500,1.61,A -2023-12-13 15:00:00+00:00,10343500,1.61,A -2023-12-13 15:15:00+00:00,10343500,1.61,A -2023-12-13 15:30:00+00:00,10343500,1.61,A -2023-12-13 15:45:00+00:00,10343500,1.61,A -2023-12-13 16:00:00+00:00,10343500,1.61,A -2023-12-13 16:15:00+00:00,10343500,1.61,A -2023-12-13 16:30:00+00:00,10343500,1.61,A -2023-12-13 16:45:00+00:00,10343500,1.61,A -2023-12-13 17:00:00+00:00,10343500,1.61,A -2023-12-13 17:15:00+00:00,10343500,1.61,A -2023-12-13 17:30:00+00:00,10343500,1.61,A -2023-12-13 17:45:00+00:00,10343500,1.61,A -2023-12-13 18:00:00+00:00,10343500,1.61,A -2023-12-13 18:15:00+00:00,10343500,1.61,A -2023-12-13 18:30:00+00:00,10343500,1.61,A -2023-12-13 18:45:00+00:00,10343500,1.61,A -2023-12-13 19:00:00+00:00,10343500,1.61,A -2023-12-13 19:15:00+00:00,10343500,1.61,A -2023-12-13 19:30:00+00:00,10343500,1.61,A -2023-12-13 19:45:00+00:00,10343500,1.61,A -2023-12-13 20:00:00+00:00,10343500,1.61,A -2023-12-13 20:15:00+00:00,10343500,1.61,A -2023-12-13 20:30:00+00:00,10343500,1.61,A -2023-12-13 20:45:00+00:00,10343500,1.61,A -2023-12-13 21:00:00+00:00,10343500,1.61,A -2023-12-13 21:15:00+00:00,10343500,1.61,A -2023-12-13 21:30:00+00:00,10343500,1.61,A -2023-12-13 21:45:00+00:00,10343500,1.61,A -2023-12-13 22:00:00+00:00,10343500,1.61,A -2023-12-13 22:15:00+00:00,10343500,1.61,A -2023-12-13 22:30:00+00:00,10343500,1.61,A -2023-12-13 22:45:00+00:00,10343500,1.61,A -2023-12-13 23:00:00+00:00,10343500,1.61,A -2023-12-13 23:15:00+00:00,10343500,1.61,A -2023-12-13 23:30:00+00:00,10343500,1.61,A -2023-12-13 23:45:00+00:00,10343500,1.61,A -2023-12-14 00:00:00+00:00,10343500,1.61,A -2023-12-14 00:15:00+00:00,10343500,1.61,A -2023-12-14 00:30:00+00:00,10343500,1.62,A -2023-12-14 00:45:00+00:00,10343500,1.61,A -2023-12-14 01:00:00+00:00,10343500,1.61,A -2023-12-14 01:15:00+00:00,10343500,1.61,A -2023-12-14 01:30:00+00:00,10343500,1.61,A -2023-12-14 01:45:00+00:00,10343500,1.61,A -2023-12-14 02:00:00+00:00,10343500,1.61,A -2023-12-14 02:15:00+00:00,10343500,1.61,A -2023-12-14 02:30:00+00:00,10343500,1.61,A -2023-12-14 02:45:00+00:00,10343500,1.61,A -2023-12-14 03:00:00+00:00,10343500,1.61,A -2023-12-14 03:15:00+00:00,10343500,1.61,A -2023-12-14 03:30:00+00:00,10343500,1.61,A -2023-12-14 03:45:00+00:00,10343500,1.61,A -2023-12-14 04:00:00+00:00,10343500,1.61,A -2023-12-14 04:15:00+00:00,10343500,1.61,A -2023-12-14 04:30:00+00:00,10343500,1.61,A -2023-12-14 04:45:00+00:00,10343500,1.61,A -2023-12-14 05:00:00+00:00,10343500,1.61,A -2023-12-14 05:15:00+00:00,10343500,1.61,A -2023-12-14 05:30:00+00:00,10343500,1.61,A -2023-12-14 05:45:00+00:00,10343500,1.61,A -2023-12-14 06:00:00+00:00,10343500,1.61,A -2023-12-14 06:15:00+00:00,10343500,1.61,A -2023-12-14 06:30:00+00:00,10343500,1.61,A -2023-12-14 06:45:00+00:00,10343500,1.61,A -2023-12-14 07:00:00+00:00,10343500,1.61,A -2023-12-14 07:15:00+00:00,10343500,1.61,A -2023-12-14 07:30:00+00:00,10343500,1.61,A -2023-12-14 07:45:00+00:00,10343500,1.61,A -2023-12-14 08:00:00+00:00,10343500,1.61,A -2023-12-14 08:15:00+00:00,10343500,1.61,A -2023-12-14 08:30:00+00:00,10343500,1.61,A -2023-12-14 08:45:00+00:00,10343500,1.61,A -2023-12-14 09:00:00+00:00,10343500,1.61,A -2023-12-14 09:15:00+00:00,10343500,1.61,A -2023-12-14 09:30:00+00:00,10343500,1.61,A -2023-12-14 09:45:00+00:00,10343500,1.61,A -2023-12-14 10:00:00+00:00,10343500,1.61,A -2023-12-14 10:15:00+00:00,10343500,1.61,A -2023-12-14 10:30:00+00:00,10343500,1.61,A -2023-12-14 10:45:00+00:00,10343500,1.61,A -2023-12-14 11:00:00+00:00,10343500,1.61,A -2023-12-14 11:15:00+00:00,10343500,1.61,A -2023-12-14 11:30:00+00:00,10343500,1.61,A -2023-12-14 11:45:00+00:00,10343500,1.61,A -2023-12-14 12:00:00+00:00,10343500,1.61,A -2023-12-14 12:15:00+00:00,10343500,1.61,A -2023-12-14 12:30:00+00:00,10343500,1.61,A -2023-12-14 12:45:00+00:00,10343500,1.61,A -2023-12-14 13:00:00+00:00,10343500,1.61,A -2023-12-14 13:15:00+00:00,10343500,1.61,A -2023-12-14 13:30:00+00:00,10343500,1.61,A -2023-12-14 13:45:00+00:00,10343500,1.61,A -2023-12-14 14:00:00+00:00,10343500,1.61,A -2023-12-14 14:15:00+00:00,10343500,1.61,A -2023-12-14 14:30:00+00:00,10343500,1.61,A -2023-12-14 14:45:00+00:00,10343500,1.61,A -2023-12-14 15:00:00+00:00,10343500,1.61,A -2023-12-14 15:15:00+00:00,10343500,1.61,A -2023-12-14 15:30:00+00:00,10343500,1.61,A -2023-12-14 15:45:00+00:00,10343500,1.61,A -2023-12-14 16:00:00+00:00,10343500,1.61,A -2023-12-14 16:15:00+00:00,10343500,1.61,A -2023-12-14 16:30:00+00:00,10343500,1.61,A -2023-12-14 16:45:00+00:00,10343500,1.61,A -2023-12-14 17:00:00+00:00,10343500,1.61,A -2023-12-14 17:15:00+00:00,10343500,1.61,A -2023-12-14 17:30:00+00:00,10343500,1.61,A -2023-12-14 17:45:00+00:00,10343500,1.61,A -2023-12-14 18:00:00+00:00,10343500,1.61,A -2023-12-14 18:15:00+00:00,10343500,1.61,A -2023-12-14 18:30:00+00:00,10343500,1.61,A -2023-12-14 18:45:00+00:00,10343500,1.61,A -2023-12-14 19:00:00+00:00,10343500,1.61,A -2023-12-14 19:15:00+00:00,10343500,1.61,A -2023-12-14 19:30:00+00:00,10343500,1.61,A -2023-12-14 19:45:00+00:00,10343500,1.61,A -2023-12-14 20:00:00+00:00,10343500,1.61,A -2023-12-14 20:15:00+00:00,10343500,1.61,A -2023-12-14 20:30:00+00:00,10343500,1.61,A -2023-12-14 20:45:00+00:00,10343500,1.61,A -2023-12-14 21:00:00+00:00,10343500,1.61,A -2023-12-14 21:15:00+00:00,10343500,1.61,A -2023-12-14 21:30:00+00:00,10343500,1.61,A -2023-12-14 21:45:00+00:00,10343500,1.61,A -2023-12-14 22:00:00+00:00,10343500,1.61,A -2023-12-14 22:15:00+00:00,10343500,1.61,A -2023-12-14 22:30:00+00:00,10343500,1.61,A -2023-12-14 22:45:00+00:00,10343500,1.61,A -2023-12-14 23:00:00+00:00,10343500,1.61,A -2023-12-14 23:15:00+00:00,10343500,1.61,A -2023-12-14 23:30:00+00:00,10343500,1.61,A -2023-12-14 23:45:00+00:00,10343500,1.61,A -2023-12-15 00:00:00+00:00,10343500,1.61,A -2023-12-15 00:15:00+00:00,10343500,1.61,A -2023-12-15 00:30:00+00:00,10343500,1.61,A -2023-12-15 00:45:00+00:00,10343500,1.61,A -2023-12-15 01:00:00+00:00,10343500,1.61,A -2023-12-15 01:15:00+00:00,10343500,1.61,A -2023-12-15 01:30:00+00:00,10343500,1.61,A -2023-12-15 01:45:00+00:00,10343500,1.61,A -2023-12-15 02:00:00+00:00,10343500,1.61,A -2023-12-15 02:15:00+00:00,10343500,1.61,A -2023-12-15 02:30:00+00:00,10343500,1.61,A -2023-12-15 02:45:00+00:00,10343500,1.61,A -2023-12-15 03:00:00+00:00,10343500,1.61,A -2023-12-15 03:15:00+00:00,10343500,1.61,A -2023-12-15 03:30:00+00:00,10343500,1.61,A -2023-12-15 03:45:00+00:00,10343500,1.61,A -2023-12-15 04:00:00+00:00,10343500,1.61,A -2023-12-15 04:15:00+00:00,10343500,1.61,A -2023-12-15 04:30:00+00:00,10343500,1.61,A -2023-12-15 04:45:00+00:00,10343500,1.61,A -2023-12-15 05:00:00+00:00,10343500,1.61,A -2023-12-15 05:15:00+00:00,10343500,1.61,A -2023-12-15 05:30:00+00:00,10343500,1.61,A -2023-12-15 05:45:00+00:00,10343500,1.61,A -2023-12-15 06:00:00+00:00,10343500,1.61,A -2023-12-15 06:15:00+00:00,10343500,1.61,A -2023-12-15 06:30:00+00:00,10343500,1.61,A -2023-12-15 06:45:00+00:00,10343500,1.61,A -2023-12-15 07:00:00+00:00,10343500,1.61,A -2023-12-15 07:15:00+00:00,10343500,1.61,A -2023-12-15 07:30:00+00:00,10343500,1.61,A -2023-12-15 07:45:00+00:00,10343500,1.61,A -2023-12-15 08:00:00+00:00,10343500,1.61,A -2023-12-15 08:15:00+00:00,10343500,1.61,A -2023-12-15 08:30:00+00:00,10343500,1.61,A -2023-12-15 08:45:00+00:00,10343500,1.61,A -2023-12-15 09:00:00+00:00,10343500,1.61,A -2023-12-15 09:15:00+00:00,10343500,1.61,A -2023-12-15 09:30:00+00:00,10343500,1.61,A -2023-12-15 09:45:00+00:00,10343500,1.61,A -2023-12-15 10:00:00+00:00,10343500,1.61,A -2023-12-15 10:15:00+00:00,10343500,1.61,A -2023-12-15 10:30:00+00:00,10343500,1.61,A -2023-12-15 10:45:00+00:00,10343500,1.61,A -2023-12-15 11:00:00+00:00,10343500,1.61,A -2023-12-15 11:15:00+00:00,10343500,1.61,A -2023-12-15 11:30:00+00:00,10343500,1.61,A -2023-12-15 11:45:00+00:00,10343500,1.61,A -2023-12-15 12:00:00+00:00,10343500,1.61,A -2023-12-15 12:15:00+00:00,10343500,1.61,A -2023-12-15 12:30:00+00:00,10343500,1.61,A -2023-12-15 12:45:00+00:00,10343500,1.61,A -2023-12-15 13:00:00+00:00,10343500,1.61,A -2023-12-15 13:15:00+00:00,10343500,1.61,A -2023-12-15 13:30:00+00:00,10343500,1.61,A -2023-12-15 13:45:00+00:00,10343500,1.61,A -2023-12-15 14:00:00+00:00,10343500,1.61,A -2023-12-15 14:15:00+00:00,10343500,1.61,A -2023-12-15 14:30:00+00:00,10343500,1.61,A -2023-12-15 14:45:00+00:00,10343500,1.61,A -2023-12-15 15:00:00+00:00,10343500,1.61,A -2023-12-15 15:15:00+00:00,10343500,1.61,A -2023-12-15 15:30:00+00:00,10343500,1.61,A -2023-12-15 15:45:00+00:00,10343500,1.61,A -2023-12-15 16:00:00+00:00,10343500,1.61,A -2023-12-15 16:15:00+00:00,10343500,1.61,A -2023-12-15 16:30:00+00:00,10343500,1.61,A -2023-12-15 16:45:00+00:00,10343500,1.61,A -2023-12-15 17:00:00+00:00,10343500,1.61,A -2023-12-15 17:15:00+00:00,10343500,1.61,A -2023-12-15 17:30:00+00:00,10343500,1.61,A -2023-12-15 17:45:00+00:00,10343500,1.61,A -2023-12-15 18:00:00+00:00,10343500,1.61,A -2023-12-15 18:15:00+00:00,10343500,1.61,A -2023-12-15 18:30:00+00:00,10343500,1.61,A -2023-12-15 18:45:00+00:00,10343500,1.61,A -2023-12-15 19:00:00+00:00,10343500,1.61,A -2023-12-15 19:15:00+00:00,10343500,1.61,A -2023-12-15 19:30:00+00:00,10343500,1.61,A -2023-12-15 19:45:00+00:00,10343500,1.61,A -2023-12-15 20:00:00+00:00,10343500,1.61,A -2023-12-15 20:15:00+00:00,10343500,1.61,A -2023-12-15 20:30:00+00:00,10343500,1.61,A -2023-12-15 20:45:00+00:00,10343500,1.61,A -2023-12-15 21:00:00+00:00,10343500,1.61,A -2023-12-15 21:15:00+00:00,10343500,1.61,A -2023-12-15 21:30:00+00:00,10343500,1.61,A -2023-12-15 21:45:00+00:00,10343500,1.61,A -2023-12-15 22:00:00+00:00,10343500,1.61,A -2023-12-15 22:15:00+00:00,10343500,1.61,A -2023-12-15 22:30:00+00:00,10343500,1.61,A -2023-12-15 22:45:00+00:00,10343500,1.61,A -2023-12-15 23:00:00+00:00,10343500,1.61,A -2023-12-15 23:15:00+00:00,10343500,1.61,A -2023-12-15 23:30:00+00:00,10343500,1.61,A -2023-12-15 23:45:00+00:00,10343500,1.61,A -2023-12-16 00:00:00+00:00,10343500,1.61,A -2023-12-16 00:15:00+00:00,10343500,1.61,A -2023-12-16 00:30:00+00:00,10343500,1.61,A -2023-12-16 00:45:00+00:00,10343500,1.61,A -2023-12-16 01:00:00+00:00,10343500,1.61,A -2023-12-16 01:15:00+00:00,10343500,1.61,A -2023-12-16 01:30:00+00:00,10343500,1.61,A -2023-12-16 01:45:00+00:00,10343500,1.61,A -2023-12-16 02:00:00+00:00,10343500,1.61,A -2023-12-16 02:15:00+00:00,10343500,1.61,A -2023-12-16 02:30:00+00:00,10343500,1.61,A -2023-12-16 02:45:00+00:00,10343500,1.61,A -2023-12-16 03:00:00+00:00,10343500,1.61,A -2023-12-16 03:15:00+00:00,10343500,1.61,A -2023-12-16 03:30:00+00:00,10343500,1.61,A -2023-12-16 03:45:00+00:00,10343500,1.61,A -2023-12-16 04:00:00+00:00,10343500,1.61,A -2023-12-16 04:15:00+00:00,10343500,1.61,A -2023-12-16 04:30:00+00:00,10343500,1.61,A -2023-12-16 04:45:00+00:00,10343500,1.61,A -2023-12-16 05:00:00+00:00,10343500,1.61,A -2023-12-16 05:15:00+00:00,10343500,1.61,A -2023-12-16 05:30:00+00:00,10343500,1.61,A -2023-12-16 05:45:00+00:00,10343500,1.61,A -2023-12-16 06:00:00+00:00,10343500,1.61,A -2023-12-16 06:15:00+00:00,10343500,1.61,A -2023-12-16 06:30:00+00:00,10343500,1.61,A -2023-12-16 06:45:00+00:00,10343500,1.61,A -2023-12-16 07:00:00+00:00,10343500,1.61,A -2023-12-16 07:15:00+00:00,10343500,1.61,A -2023-12-16 07:30:00+00:00,10343500,1.61,A -2023-12-16 07:45:00+00:00,10343500,1.61,A -2023-12-16 08:00:00+00:00,10343500,1.61,A -2023-12-16 08:15:00+00:00,10343500,1.61,A -2023-12-16 08:30:00+00:00,10343500,1.61,A -2023-12-16 08:45:00+00:00,10343500,1.61,A -2023-12-16 09:00:00+00:00,10343500,1.61,A -2023-12-16 09:15:00+00:00,10343500,1.61,A -2023-12-16 09:30:00+00:00,10343500,1.61,A -2023-12-16 09:45:00+00:00,10343500,1.61,A -2023-12-16 10:00:00+00:00,10343500,1.61,A -2023-12-16 10:15:00+00:00,10343500,1.61,A -2023-12-16 10:30:00+00:00,10343500,1.61,A -2023-12-16 10:45:00+00:00,10343500,1.61,A -2023-12-16 11:00:00+00:00,10343500,1.61,A -2023-12-16 11:15:00+00:00,10343500,1.61,A -2023-12-16 11:30:00+00:00,10343500,1.61,A -2023-12-16 11:45:00+00:00,10343500,1.61,A -2023-12-16 12:00:00+00:00,10343500,1.61,A -2023-12-16 12:15:00+00:00,10343500,1.61,A -2023-12-16 12:30:00+00:00,10343500,1.61,A -2023-12-16 12:45:00+00:00,10343500,1.61,A -2023-12-16 13:00:00+00:00,10343500,1.61,A -2023-12-16 13:15:00+00:00,10343500,1.61,A -2023-12-16 13:30:00+00:00,10343500,1.61,A -2023-12-16 13:45:00+00:00,10343500,1.61,A -2023-12-16 14:00:00+00:00,10343500,1.61,A -2023-12-16 14:15:00+00:00,10343500,1.61,A -2023-12-16 14:30:00+00:00,10343500,1.61,A -2023-12-16 14:45:00+00:00,10343500,1.61,A -2023-12-16 15:00:00+00:00,10343500,1.61,A -2023-12-16 15:15:00+00:00,10343500,1.61,A -2023-12-16 15:30:00+00:00,10343500,1.61,A -2023-12-16 15:45:00+00:00,10343500,1.61,A -2023-12-16 16:00:00+00:00,10343500,1.61,A -2023-12-16 16:15:00+00:00,10343500,1.61,A -2023-12-16 16:30:00+00:00,10343500,1.61,A -2023-12-16 16:45:00+00:00,10343500,1.61,A -2023-12-16 17:00:00+00:00,10343500,1.61,A -2023-12-16 17:15:00+00:00,10343500,1.61,A -2023-12-16 17:30:00+00:00,10343500,1.61,A -2023-12-16 17:45:00+00:00,10343500,1.61,A -2023-12-16 18:00:00+00:00,10343500,1.61,A -2023-12-16 18:15:00+00:00,10343500,1.61,A -2023-12-16 18:30:00+00:00,10343500,1.61,A -2023-12-16 18:45:00+00:00,10343500,1.61,A -2023-12-16 19:00:00+00:00,10343500,1.61,A -2023-12-16 19:15:00+00:00,10343500,1.61,A -2023-12-16 19:30:00+00:00,10343500,1.61,A -2023-12-16 19:45:00+00:00,10343500,1.61,A -2023-12-16 20:00:00+00:00,10343500,1.61,A -2023-12-16 20:15:00+00:00,10343500,1.61,A -2023-12-16 20:30:00+00:00,10343500,1.61,A -2023-12-16 20:45:00+00:00,10343500,1.61,A -2023-12-16 21:00:00+00:00,10343500,1.61,A -2023-12-16 21:15:00+00:00,10343500,1.61,A -2023-12-16 21:30:00+00:00,10343500,1.61,A -2023-12-16 21:45:00+00:00,10343500,1.61,A -2023-12-16 22:00:00+00:00,10343500,1.61,A -2023-12-16 22:15:00+00:00,10343500,1.61,A -2023-12-16 22:30:00+00:00,10343500,1.61,A -2023-12-16 22:45:00+00:00,10343500,1.61,A -2023-12-16 23:00:00+00:00,10343500,1.61,A -2023-12-16 23:15:00+00:00,10343500,1.61,A -2023-12-16 23:30:00+00:00,10343500,1.61,A -2023-12-16 23:45:00+00:00,10343500,1.61,A -2023-12-17 00:00:00+00:00,10343500,1.61,A -2023-12-17 00:15:00+00:00,10343500,1.61,A -2023-12-17 00:30:00+00:00,10343500,1.61,A -2023-12-17 00:45:00+00:00,10343500,1.61,A -2023-12-17 01:00:00+00:00,10343500,1.61,A -2023-12-17 01:15:00+00:00,10343500,1.61,A -2023-12-17 01:30:00+00:00,10343500,1.61,A -2023-12-17 01:45:00+00:00,10343500,1.61,A -2023-12-17 02:00:00+00:00,10343500,1.61,A -2023-12-17 02:15:00+00:00,10343500,1.61,A -2023-12-17 02:30:00+00:00,10343500,1.61,A -2023-12-17 02:45:00+00:00,10343500,1.61,A -2023-12-17 03:00:00+00:00,10343500,1.61,A -2023-12-17 03:15:00+00:00,10343500,1.61,A -2023-12-17 03:30:00+00:00,10343500,1.61,A -2023-12-17 03:45:00+00:00,10343500,1.61,A -2023-12-17 04:00:00+00:00,10343500,1.61,A -2023-12-17 04:15:00+00:00,10343500,1.61,A -2023-12-17 04:30:00+00:00,10343500,1.61,A -2023-12-17 04:45:00+00:00,10343500,1.61,A -2023-12-17 05:00:00+00:00,10343500,1.61,A -2023-12-17 05:15:00+00:00,10343500,1.61,A -2023-12-17 05:30:00+00:00,10343500,1.61,A -2023-12-17 05:45:00+00:00,10343500,1.61,A -2023-12-17 06:00:00+00:00,10343500,1.61,A -2023-12-17 06:15:00+00:00,10343500,1.61,A -2023-12-17 06:30:00+00:00,10343500,1.61,A -2023-12-17 06:45:00+00:00,10343500,1.61,A -2023-12-17 07:00:00+00:00,10343500,1.61,A -2023-12-17 07:15:00+00:00,10343500,1.61,A -2023-12-17 07:30:00+00:00,10343500,1.61,A -2023-12-17 07:45:00+00:00,10343500,1.61,A -2023-12-17 08:00:00+00:00,10343500,1.61,A -2023-12-17 08:15:00+00:00,10343500,1.61,A -2023-12-17 08:30:00+00:00,10343500,1.61,A -2023-12-17 08:45:00+00:00,10343500,1.61,A -2023-12-17 09:00:00+00:00,10343500,1.61,A -2023-12-17 09:15:00+00:00,10343500,1.61,A -2023-12-17 09:30:00+00:00,10343500,1.61,A -2023-12-17 09:45:00+00:00,10343500,1.61,A -2023-12-17 10:00:00+00:00,10343500,1.61,A -2023-12-17 10:15:00+00:00,10343500,1.61,A -2023-12-17 10:30:00+00:00,10343500,1.61,A -2023-12-17 10:45:00+00:00,10343500,1.61,A -2023-12-17 11:00:00+00:00,10343500,1.61,A -2023-12-17 11:15:00+00:00,10343500,1.61,A -2023-12-17 11:30:00+00:00,10343500,1.61,A -2023-12-17 11:45:00+00:00,10343500,1.61,A -2023-12-17 12:00:00+00:00,10343500,1.61,A -2023-12-17 12:15:00+00:00,10343500,1.61,A -2023-12-17 12:30:00+00:00,10343500,1.61,A -2023-12-17 12:45:00+00:00,10343500,1.61,A -2023-12-17 13:00:00+00:00,10343500,1.61,A -2023-12-17 13:15:00+00:00,10343500,1.61,A -2023-12-17 13:30:00+00:00,10343500,1.61,A -2023-12-17 13:45:00+00:00,10343500,1.61,A -2023-12-17 14:00:00+00:00,10343500,1.61,A -2023-12-17 14:15:00+00:00,10343500,1.61,A -2023-12-17 14:30:00+00:00,10343500,1.61,A -2023-12-17 14:45:00+00:00,10343500,1.61,A -2023-12-17 15:00:00+00:00,10343500,1.61,A -2023-12-17 15:15:00+00:00,10343500,1.61,A -2023-12-17 15:30:00+00:00,10343500,1.61,A -2023-12-17 15:45:00+00:00,10343500,1.61,A -2023-12-17 16:00:00+00:00,10343500,1.61,A -2023-12-17 16:15:00+00:00,10343500,1.61,A -2023-12-17 16:30:00+00:00,10343500,1.61,A -2023-12-17 16:45:00+00:00,10343500,1.61,A -2023-12-17 17:00:00+00:00,10343500,1.61,A -2023-12-17 17:15:00+00:00,10343500,1.61,A -2023-12-17 17:30:00+00:00,10343500,1.61,A -2023-12-17 17:45:00+00:00,10343500,1.61,A -2023-12-17 18:00:00+00:00,10343500,1.61,A -2023-12-17 18:15:00+00:00,10343500,1.61,A -2023-12-17 18:30:00+00:00,10343500,1.61,A -2023-12-17 18:45:00+00:00,10343500,1.61,A -2023-12-17 19:00:00+00:00,10343500,1.61,A -2023-12-17 19:15:00+00:00,10343500,1.61,A -2023-12-17 19:30:00+00:00,10343500,1.61,A -2023-12-17 19:45:00+00:00,10343500,1.61,A -2023-12-17 20:00:00+00:00,10343500,1.61,A -2023-12-17 20:15:00+00:00,10343500,1.61,A -2023-12-17 20:30:00+00:00,10343500,1.61,A -2023-12-17 20:45:00+00:00,10343500,1.61,A -2023-12-17 21:00:00+00:00,10343500,1.61,A -2023-12-17 21:15:00+00:00,10343500,1.61,A -2023-12-17 21:30:00+00:00,10343500,1.61,A -2023-12-17 21:45:00+00:00,10343500,1.61,A -2023-12-17 22:00:00+00:00,10343500,1.61,A -2023-12-17 22:15:00+00:00,10343500,1.61,A -2023-12-17 22:30:00+00:00,10343500,1.61,A -2023-12-17 22:45:00+00:00,10343500,1.61,A -2023-12-17 23:00:00+00:00,10343500,1.61,A -2023-12-17 23:15:00+00:00,10343500,1.61,A -2023-12-17 23:30:00+00:00,10343500,1.61,A -2023-12-17 23:45:00+00:00,10343500,1.61,A -2023-12-18 00:00:00+00:00,10343500,1.61,A -2023-12-18 00:15:00+00:00,10343500,1.61,A -2023-12-18 00:30:00+00:00,10343500,1.61,A -2023-12-18 00:45:00+00:00,10343500,1.61,A -2023-12-18 01:00:00+00:00,10343500,1.61,A -2023-12-18 01:15:00+00:00,10343500,1.62,A -2023-12-18 01:30:00+00:00,10343500,1.62,A -2023-12-18 01:45:00+00:00,10343500,1.61,A -2023-12-18 02:00:00+00:00,10343500,1.61,A -2023-12-18 02:15:00+00:00,10343500,1.62,A -2023-12-18 02:30:00+00:00,10343500,1.62,A -2023-12-18 02:45:00+00:00,10343500,1.62,A -2023-12-18 03:00:00+00:00,10343500,1.62,A -2023-12-18 03:15:00+00:00,10343500,1.62,A -2023-12-18 03:30:00+00:00,10343500,1.62,A -2023-12-18 03:45:00+00:00,10343500,1.62,A -2023-12-18 04:00:00+00:00,10343500,1.62,A -2023-12-18 04:15:00+00:00,10343500,1.62,A -2023-12-18 04:30:00+00:00,10343500,1.62,A -2023-12-18 04:45:00+00:00,10343500,1.62,A -2023-12-18 05:00:00+00:00,10343500,1.62,A -2023-12-18 05:15:00+00:00,10343500,1.62,A -2023-12-18 05:30:00+00:00,10343500,1.62,A -2023-12-18 05:45:00+00:00,10343500,1.62,A -2023-12-18 06:00:00+00:00,10343500,1.62,A -2023-12-18 06:15:00+00:00,10343500,1.62,A -2023-12-18 06:30:00+00:00,10343500,1.62,A -2023-12-18 06:45:00+00:00,10343500,1.62,A -2023-12-18 07:00:00+00:00,10343500,1.62,A -2023-12-18 07:15:00+00:00,10343500,1.62,A -2023-12-18 07:30:00+00:00,10343500,1.62,A -2023-12-18 07:45:00+00:00,10343500,1.62,A -2023-12-18 08:00:00+00:00,10343500,1.62,A -2023-12-18 08:15:00+00:00,10343500,1.62,A -2023-12-18 08:30:00+00:00,10343500,1.62,A -2023-12-18 08:45:00+00:00,10343500,1.62,A -2023-12-18 09:00:00+00:00,10343500,1.62,A -2023-12-18 09:15:00+00:00,10343500,1.62,A -2023-12-18 09:30:00+00:00,10343500,1.62,A -2023-12-18 09:45:00+00:00,10343500,1.62,A -2023-12-18 10:00:00+00:00,10343500,1.62,A -2023-12-18 10:15:00+00:00,10343500,1.62,A -2023-12-18 10:30:00+00:00,10343500,1.62,A -2023-12-18 10:45:00+00:00,10343500,1.62,A -2023-12-18 11:00:00+00:00,10343500,1.62,A -2023-12-18 11:15:00+00:00,10343500,1.62,A -2023-12-18 11:30:00+00:00,10343500,1.62,A -2023-12-18 11:45:00+00:00,10343500,1.62,A -2023-12-18 12:00:00+00:00,10343500,1.62,A -2023-12-18 12:15:00+00:00,10343500,1.62,A -2023-12-18 12:30:00+00:00,10343500,1.62,A -2023-12-18 12:45:00+00:00,10343500,1.62,A -2023-12-18 13:00:00+00:00,10343500,1.62,A -2023-12-18 13:15:00+00:00,10343500,1.62,A -2023-12-18 13:30:00+00:00,10343500,1.62,A -2023-12-18 13:45:00+00:00,10343500,1.62,A -2023-12-18 14:00:00+00:00,10343500,1.62,A -2023-12-18 14:15:00+00:00,10343500,1.62,A -2023-12-18 14:30:00+00:00,10343500,1.62,A -2023-12-18 14:45:00+00:00,10343500,1.62,A -2023-12-18 15:00:00+00:00,10343500,1.62,A -2023-12-18 15:15:00+00:00,10343500,1.62,A -2023-12-18 15:30:00+00:00,10343500,1.62,A -2023-12-18 15:45:00+00:00,10343500,1.62,A -2023-12-18 16:00:00+00:00,10343500,1.62,A -2023-12-18 16:15:00+00:00,10343500,1.63,A -2023-12-18 16:30:00+00:00,10343500,1.63,A -2023-12-18 16:45:00+00:00,10343500,1.63,A -2023-12-18 17:00:00+00:00,10343500,1.63,A -2023-12-18 17:15:00+00:00,10343500,1.64,A -2023-12-18 17:30:00+00:00,10343500,1.64,A -2023-12-18 17:45:00+00:00,10343500,1.65,A -2023-12-18 18:00:00+00:00,10343500,1.66,A -2023-12-18 18:15:00+00:00,10343500,1.67,A -2023-12-18 18:30:00+00:00,10343500,1.69,A -2023-12-18 18:45:00+00:00,10343500,1.71,A -2023-12-18 19:00:00+00:00,10343500,1.72,A -2023-12-18 19:15:00+00:00,10343500,1.74,A -2023-12-18 19:30:00+00:00,10343500,1.76,A -2023-12-18 19:45:00+00:00,10343500,1.78,A -2023-12-18 20:00:00+00:00,10343500,1.79,A -2023-12-18 20:15:00+00:00,10343500,1.81,A -2023-12-18 20:30:00+00:00,10343500,1.83,A -2023-12-18 20:45:00+00:00,10343500,1.86,A -2023-12-18 21:00:00+00:00,10343500,1.88,A -2023-12-18 21:15:00+00:00,10343500,1.91,A -2023-12-18 21:30:00+00:00,10343500,1.93,A -2023-12-18 21:45:00+00:00,10343500,1.96,A -2023-12-18 22:00:00+00:00,10343500,1.98,A -2023-12-18 22:15:00+00:00,10343500,2.0,A -2023-12-18 22:30:00+00:00,10343500,2.01,A -2023-12-18 22:45:00+00:00,10343500,2.02,A -2023-12-18 23:00:00+00:00,10343500,2.03,A -2023-12-18 23:15:00+00:00,10343500,2.04,A -2023-12-18 23:30:00+00:00,10343500,2.05,A -2023-12-18 23:45:00+00:00,10343500,2.07,A -2023-12-19 00:00:00+00:00,10343500,2.09,A -2023-12-19 00:15:00+00:00,10343500,2.11,A -2023-12-19 00:30:00+00:00,10343500,2.13,A -2023-12-19 00:45:00+00:00,10343500,2.14,A -2023-12-19 01:00:00+00:00,10343500,2.14,A -2023-12-19 01:15:00+00:00,10343500,2.15,A -2023-12-19 01:30:00+00:00,10343500,2.15,A -2023-12-19 01:45:00+00:00,10343500,2.14,A -2023-12-19 02:00:00+00:00,10343500,2.14,A -2023-12-19 02:15:00+00:00,10343500,2.13,A -2023-12-19 02:30:00+00:00,10343500,2.12,A -2023-12-19 02:45:00+00:00,10343500,2.12,A -2023-12-19 03:00:00+00:00,10343500,2.12,A -2023-12-19 03:15:00+00:00,10343500,2.11,A -2023-12-19 03:30:00+00:00,10343500,2.1,A -2023-12-19 03:45:00+00:00,10343500,2.1,A -2023-12-19 04:00:00+00:00,10343500,2.09,A -2023-12-19 04:15:00+00:00,10343500,2.09,A -2023-12-19 04:30:00+00:00,10343500,2.08,A -2023-12-19 04:45:00+00:00,10343500,2.08,A -2023-12-19 05:00:00+00:00,10343500,2.07,A -2023-12-19 05:15:00+00:00,10343500,2.07,A -2023-12-19 05:30:00+00:00,10343500,2.07,A -2023-12-19 05:45:00+00:00,10343500,2.07,A -2023-12-19 06:00:00+00:00,10343500,2.08,A -2023-12-19 06:15:00+00:00,10343500,2.08,A -2023-12-19 06:30:00+00:00,10343500,2.08,A -2023-12-19 06:45:00+00:00,10343500,2.08,A -2023-12-19 07:00:00+00:00,10343500,2.09,A -2023-12-19 07:15:00+00:00,10343500,2.09,A -2023-12-19 07:30:00+00:00,10343500,2.09,A -2023-12-19 07:45:00+00:00,10343500,2.09,A -2023-12-19 08:00:00+00:00,10343500,2.1,A -2023-12-19 08:15:00+00:00,10343500,2.1,A -2023-12-19 08:30:00+00:00,10343500,2.11,A -2023-12-19 08:45:00+00:00,10343500,2.11,A -2023-12-19 09:00:00+00:00,10343500,2.11,A -2023-12-19 09:15:00+00:00,10343500,2.12,A -2023-12-19 09:30:00+00:00,10343500,2.11,A -2023-12-19 09:45:00+00:00,10343500,2.11,A -2023-12-19 10:00:00+00:00,10343500,2.11,A -2023-12-19 10:15:00+00:00,10343500,2.1,A -2023-12-19 10:30:00+00:00,10343500,2.1,A -2023-12-19 10:45:00+00:00,10343500,2.1,A -2023-12-19 11:00:00+00:00,10343500,2.1,A -2023-12-19 11:15:00+00:00,10343500,2.1,A -2023-12-19 11:30:00+00:00,10343500,2.1,A -2023-12-19 11:45:00+00:00,10343500,2.1,A -2023-12-19 12:00:00+00:00,10343500,2.1,A -2023-12-19 12:15:00+00:00,10343500,2.1,A -2023-12-19 12:30:00+00:00,10343500,2.09,A -2023-12-19 12:45:00+00:00,10343500,2.09,A -2023-12-19 13:00:00+00:00,10343500,2.09,A -2023-12-19 13:15:00+00:00,10343500,2.09,A -2023-12-19 13:30:00+00:00,10343500,2.09,A -2023-12-19 13:45:00+00:00,10343500,2.08,A -2023-12-19 14:00:00+00:00,10343500,2.08,A -2023-12-19 14:15:00+00:00,10343500,2.08,A -2023-12-19 14:30:00+00:00,10343500,2.08,A -2023-12-19 14:45:00+00:00,10343500,2.08,A -2023-12-19 15:00:00+00:00,10343500,2.07,A -2023-12-19 15:15:00+00:00,10343500,2.07,A -2023-12-19 15:30:00+00:00,10343500,2.07,A -2023-12-19 15:45:00+00:00,10343500,2.07,A -2023-12-19 16:00:00+00:00,10343500,2.07,A -2023-12-19 16:15:00+00:00,10343500,2.08,A -2023-12-19 16:30:00+00:00,10343500,2.08,A -2023-12-19 16:45:00+00:00,10343500,2.1,A -2023-12-19 17:00:00+00:00,10343500,2.1,A -2023-12-19 17:15:00+00:00,10343500,2.11,A -2023-12-19 17:30:00+00:00,10343500,2.12,A -2023-12-19 17:45:00+00:00,10343500,2.13,A -2023-12-19 18:00:00+00:00,10343500,2.14,A -2023-12-19 18:15:00+00:00,10343500,2.16,A -2023-12-19 18:30:00+00:00,10343500,2.18,A -2023-12-19 18:45:00+00:00,10343500,2.21,A -2023-12-19 19:00:00+00:00,10343500,2.23,A -2023-12-19 19:15:00+00:00,10343500,2.25,A -2023-12-19 19:30:00+00:00,10343500,2.27,A -2023-12-19 19:45:00+00:00,10343500,2.28,A -2023-12-19 20:00:00+00:00,10343500,2.29,A -2023-12-19 20:15:00+00:00,10343500,2.29,A -2023-12-19 20:30:00+00:00,10343500,2.3,A -2023-12-19 20:45:00+00:00,10343500,2.3,A -2023-12-19 21:00:00+00:00,10343500,2.3,A -2023-12-19 21:15:00+00:00,10343500,2.3,A -2023-12-19 21:30:00+00:00,10343500,2.29,A -2023-12-19 21:45:00+00:00,10343500,2.28,A -2023-12-19 22:00:00+00:00,10343500,2.27,A -2023-12-19 22:15:00+00:00,10343500,2.27,A -2023-12-19 22:30:00+00:00,10343500,2.26,A -2023-12-19 22:45:00+00:00,10343500,2.25,A -2023-12-19 23:00:00+00:00,10343500,2.24,A -2023-12-19 23:15:00+00:00,10343500,2.23,A -2023-12-19 23:30:00+00:00,10343500,2.23,A -2023-12-19 23:45:00+00:00,10343500,2.21,A -2023-12-20 00:00:00+00:00,10343500,2.2,A -2023-12-20 00:15:00+00:00,10343500,2.2,A -2023-12-20 00:30:00+00:00,10343500,2.19,A -2023-12-20 00:45:00+00:00,10343500,2.18,A -2023-12-20 01:00:00+00:00,10343500,2.18,A -2023-12-20 01:15:00+00:00,10343500,2.18,A -2023-12-20 01:30:00+00:00,10343500,2.18,A -2023-12-20 01:45:00+00:00,10343500,2.18,A -2023-12-20 02:00:00+00:00,10343500,2.17,A -2023-12-20 02:15:00+00:00,10343500,2.17,A -2023-12-20 02:30:00+00:00,10343500,2.17,A -2023-12-20 02:45:00+00:00,10343500,2.16,A -2023-12-20 03:00:00+00:00,10343500,2.15,A -2023-12-20 03:15:00+00:00,10343500,2.14,A -2023-12-20 03:30:00+00:00,10343500,2.13,A -2023-12-20 03:45:00+00:00,10343500,2.13,A -2023-12-20 04:00:00+00:00,10343500,2.12,A -2023-12-20 04:15:00+00:00,10343500,2.11,A -2023-12-20 04:30:00+00:00,10343500,2.1,A -2023-12-20 04:45:00+00:00,10343500,2.09,A -2023-12-20 05:00:00+00:00,10343500,2.09,A -2023-12-20 05:15:00+00:00,10343500,2.08,A -2023-12-20 05:30:00+00:00,10343500,2.07,A -2023-12-20 05:45:00+00:00,10343500,2.06,A -2023-12-20 06:00:00+00:00,10343500,2.06,A -2023-12-20 06:15:00+00:00,10343500,2.05,A -2023-12-20 06:30:00+00:00,10343500,2.05,A -2023-12-20 06:45:00+00:00,10343500,2.04,A -2023-12-20 07:00:00+00:00,10343500,2.04,A -2023-12-20 07:15:00+00:00,10343500,2.03,A -2023-12-20 07:30:00+00:00,10343500,2.03,A -2023-12-20 07:45:00+00:00,10343500,2.02,A -2023-12-20 08:00:00+00:00,10343500,2.02,A -2023-12-20 08:15:00+00:00,10343500,2.02,A -2023-12-20 08:30:00+00:00,10343500,2.01,A -2023-12-20 08:45:00+00:00,10343500,2.01,A -2023-12-20 09:00:00+00:00,10343500,2.01,A -2023-12-20 09:15:00+00:00,10343500,2.0,A -2023-12-20 09:30:00+00:00,10343500,2.0,A -2023-12-20 09:45:00+00:00,10343500,2.0,A -2023-12-20 10:00:00+00:00,10343500,1.99,A -2023-12-20 10:15:00+00:00,10343500,1.99,A -2023-12-20 10:30:00+00:00,10343500,1.99,A -2023-12-20 10:45:00+00:00,10343500,1.99,A -2023-12-20 11:00:00+00:00,10343500,1.98,A -2023-12-20 11:15:00+00:00,10343500,1.98,A -2023-12-20 11:30:00+00:00,10343500,1.98,A -2023-12-20 11:45:00+00:00,10343500,1.98,A -2023-12-20 12:00:00+00:00,10343500,1.97,A -2023-12-20 12:15:00+00:00,10343500,1.97,A -2023-12-20 12:30:00+00:00,10343500,1.97,A -2023-12-20 12:45:00+00:00,10343500,1.97,A -2023-12-20 13:00:00+00:00,10343500,1.96,A -2023-12-20 13:15:00+00:00,10343500,1.96,A -2023-12-20 13:30:00+00:00,10343500,1.96,A -2023-12-20 13:45:00+00:00,10343500,1.95,A -2023-12-20 14:00:00+00:00,10343500,1.95,A -2023-12-20 14:15:00+00:00,10343500,1.95,A -2023-12-20 14:30:00+00:00,10343500,1.94,A -2023-12-20 14:45:00+00:00,10343500,1.94,A -2023-12-20 15:00:00+00:00,10343500,1.94,A -2023-12-20 15:15:00+00:00,10343500,1.94,A -2023-12-20 15:30:00+00:00,10343500,1.93,A -2023-12-20 15:45:00+00:00,10343500,1.93,A -2023-12-20 16:00:00+00:00,10343500,1.93,A -2023-12-20 16:15:00+00:00,10343500,1.92,A -2023-12-20 16:30:00+00:00,10343500,1.92,A -2023-12-20 16:45:00+00:00,10343500,1.92,A -2023-12-20 17:00:00+00:00,10343500,1.92,A -2023-12-20 17:15:00+00:00,10343500,1.91,A -2023-12-20 17:30:00+00:00,10343500,1.91,A -2023-12-20 17:45:00+00:00,10343500,1.91,A -2023-12-20 18:00:00+00:00,10343500,1.91,A -2023-12-20 18:15:00+00:00,10343500,1.91,A -2023-12-20 18:30:00+00:00,10343500,1.9,A -2023-12-20 18:45:00+00:00,10343500,1.9,A -2023-12-20 19:00:00+00:00,10343500,1.9,A -2023-12-20 19:15:00+00:00,10343500,1.9,A -2023-12-20 19:30:00+00:00,10343500,1.9,A -2023-12-20 19:45:00+00:00,10343500,1.9,A -2023-12-20 20:00:00+00:00,10343500,1.9,A -2023-12-20 20:15:00+00:00,10343500,1.9,A -2023-12-20 20:30:00+00:00,10343500,1.9,A -2023-12-20 20:45:00+00:00,10343500,1.9,A -2023-12-20 21:00:00+00:00,10343500,1.9,A -2023-12-20 21:15:00+00:00,10343500,1.9,A -2023-12-20 21:30:00+00:00,10343500,1.89,A -2023-12-20 21:45:00+00:00,10343500,1.9,A -2023-12-20 22:00:00+00:00,10343500,1.9,A -2023-12-20 22:15:00+00:00,10343500,1.9,A -2023-12-20 22:30:00+00:00,10343500,1.9,A -2023-12-20 22:45:00+00:00,10343500,1.89,A -2023-12-20 23:00:00+00:00,10343500,1.9,A -2023-12-20 23:15:00+00:00,10343500,1.9,A -2023-12-20 23:30:00+00:00,10343500,1.9,A -2023-12-20 23:45:00+00:00,10343500,1.9,A -2023-12-21 00:00:00+00:00,10343500,1.89,A -2023-12-21 00:15:00+00:00,10343500,1.89,A -2023-12-21 00:30:00+00:00,10343500,1.89,A -2023-12-21 00:45:00+00:00,10343500,1.89,A -2023-12-21 01:00:00+00:00,10343500,1.89,A -2023-12-21 01:15:00+00:00,10343500,1.89,A -2023-12-21 01:30:00+00:00,10343500,1.89,A -2023-12-21 01:45:00+00:00,10343500,1.89,A -2023-12-21 02:00:00+00:00,10343500,1.88,A -2023-12-21 02:15:00+00:00,10343500,1.88,A -2023-12-21 02:30:00+00:00,10343500,1.88,A -2023-12-21 02:45:00+00:00,10343500,1.88,A -2023-12-21 03:00:00+00:00,10343500,1.88,A -2023-12-21 03:15:00+00:00,10343500,1.88,A -2023-12-21 03:30:00+00:00,10343500,1.87,A -2023-12-21 03:45:00+00:00,10343500,1.87,A -2023-12-21 04:00:00+00:00,10343500,1.87,A -2023-12-21 04:15:00+00:00,10343500,1.87,A -2023-12-21 04:30:00+00:00,10343500,1.87,A -2023-12-21 04:45:00+00:00,10343500,1.87,A -2023-12-21 05:00:00+00:00,10343500,1.86,A -2023-12-21 05:15:00+00:00,10343500,1.86,A -2023-12-21 05:30:00+00:00,10343500,1.86,A -2023-12-21 05:45:00+00:00,10343500,1.86,A -2023-12-21 06:00:00+00:00,10343500,1.86,A -2023-12-21 06:15:00+00:00,10343500,1.86,A -2023-12-21 06:30:00+00:00,10343500,1.86,A -2023-12-21 06:45:00+00:00,10343500,1.85,A -2023-12-21 07:00:00+00:00,10343500,1.85,A -2023-12-21 07:15:00+00:00,10343500,1.85,A -2023-12-21 07:30:00+00:00,10343500,1.85,A -2023-12-21 07:45:00+00:00,10343500,1.85,A -2023-12-21 08:00:00+00:00,10343500,1.85,A -2023-12-21 08:15:00+00:00,10343500,1.85,A -2023-12-21 08:30:00+00:00,10343500,1.85,A -2023-12-21 08:45:00+00:00,10343500,1.84,A -2023-12-21 09:00:00+00:00,10343500,1.84,A -2023-12-21 09:15:00+00:00,10343500,1.84,A -2023-12-21 09:30:00+00:00,10343500,1.84,A -2023-12-21 09:45:00+00:00,10343500,1.84,A -2023-12-21 10:00:00+00:00,10343500,1.84,A -2023-12-21 10:15:00+00:00,10343500,1.84,A -2023-12-21 10:30:00+00:00,10343500,1.83,A -2023-12-21 10:45:00+00:00,10343500,1.83,A -2023-12-21 11:00:00+00:00,10343500,1.83,A -2023-12-21 11:15:00+00:00,10343500,1.83,A -2023-12-21 11:30:00+00:00,10343500,1.83,A -2023-12-21 11:45:00+00:00,10343500,1.83,A -2023-12-21 12:00:00+00:00,10343500,1.83,A -2023-12-21 12:15:00+00:00,10343500,1.83,A -2023-12-21 12:30:00+00:00,10343500,1.82,A -2023-12-21 12:45:00+00:00,10343500,1.82,A -2023-12-21 13:00:00+00:00,10343500,1.82,A -2023-12-21 13:15:00+00:00,10343500,1.82,A -2023-12-21 13:30:00+00:00,10343500,1.82,A -2023-12-21 13:45:00+00:00,10343500,1.82,A -2023-12-21 14:00:00+00:00,10343500,1.82,A -2023-12-21 14:15:00+00:00,10343500,1.82,A -2023-12-21 14:30:00+00:00,10343500,1.81,A -2023-12-21 14:45:00+00:00,10343500,1.81,A -2023-12-21 15:00:00+00:00,10343500,1.81,A -2023-12-21 15:15:00+00:00,10343500,1.81,A -2023-12-21 15:30:00+00:00,10343500,1.81,A -2023-12-21 15:45:00+00:00,10343500,1.81,A -2023-12-21 16:00:00+00:00,10343500,1.81,A -2023-12-21 16:15:00+00:00,10343500,1.81,A -2023-12-21 16:30:00+00:00,10343500,1.81,A -2023-12-21 16:45:00+00:00,10343500,1.81,A -2023-12-21 17:00:00+00:00,10343500,1.81,A -2023-12-21 17:15:00+00:00,10343500,1.8,A -2023-12-21 17:30:00+00:00,10343500,1.8,A -2023-12-21 17:45:00+00:00,10343500,1.8,A -2023-12-21 18:00:00+00:00,10343500,1.8,A -2023-12-21 18:15:00+00:00,10343500,1.8,A -2023-12-21 18:30:00+00:00,10343500,1.8,A -2023-12-21 18:45:00+00:00,10343500,1.8,A -2023-12-21 19:00:00+00:00,10343500,1.8,A -2023-12-21 19:15:00+00:00,10343500,1.8,A -2023-12-21 19:30:00+00:00,10343500,1.8,A -2023-12-21 19:45:00+00:00,10343500,1.8,A -2023-12-21 20:00:00+00:00,10343500,1.8,A -2023-12-21 20:15:00+00:00,10343500,1.8,A -2023-12-21 20:30:00+00:00,10343500,1.8,A -2023-12-21 20:45:00+00:00,10343500,1.8,A -2023-12-21 21:00:00+00:00,10343500,1.8,A -2023-12-21 21:15:00+00:00,10343500,1.8,A -2023-12-21 21:30:00+00:00,10343500,1.8,A -2023-12-21 21:45:00+00:00,10343500,1.8,A -2023-12-21 22:00:00+00:00,10343500,1.8,A -2023-12-21 22:15:00+00:00,10343500,1.8,A -2023-12-21 22:30:00+00:00,10343500,1.8,A -2023-12-21 22:45:00+00:00,10343500,1.8,A -2023-12-21 23:00:00+00:00,10343500,1.8,A -2023-12-21 23:15:00+00:00,10343500,1.8,A -2023-12-21 23:30:00+00:00,10343500,1.8,A -2023-12-21 23:45:00+00:00,10343500,1.8,A -2023-12-22 00:00:00+00:00,10343500,1.8,A -2023-12-22 00:15:00+00:00,10343500,1.8,A -2023-12-22 00:30:00+00:00,10343500,1.8,A -2023-12-22 00:45:00+00:00,10343500,1.8,A -2023-12-22 01:00:00+00:00,10343500,1.8,A -2023-12-22 01:15:00+00:00,10343500,1.8,A -2023-12-22 01:30:00+00:00,10343500,1.8,A -2023-12-22 01:45:00+00:00,10343500,1.8,A -2023-12-22 02:00:00+00:00,10343500,1.8,A -2023-12-22 02:15:00+00:00,10343500,1.8,A -2023-12-22 02:30:00+00:00,10343500,1.8,A -2023-12-22 02:45:00+00:00,10343500,1.8,A -2023-12-22 03:00:00+00:00,10343500,1.8,A -2023-12-22 03:15:00+00:00,10343500,1.8,A -2023-12-22 03:30:00+00:00,10343500,1.8,A -2023-12-22 03:45:00+00:00,10343500,1.8,A -2023-12-22 04:00:00+00:00,10343500,1.79,A -2023-12-22 04:15:00+00:00,10343500,1.8,A -2023-12-22 04:30:00+00:00,10343500,1.79,A -2023-12-22 04:45:00+00:00,10343500,1.8,A -2023-12-22 05:00:00+00:00,10343500,1.79,A -2023-12-22 05:15:00+00:00,10343500,1.8,A -2023-12-22 05:30:00+00:00,10343500,1.79,A -2023-12-22 05:45:00+00:00,10343500,1.79,A -2023-12-22 06:00:00+00:00,10343500,1.79,A -2023-12-22 06:15:00+00:00,10343500,1.79,A -2023-12-22 06:30:00+00:00,10343500,1.79,A -2023-12-22 06:45:00+00:00,10343500,1.79,A -2023-12-22 07:00:00+00:00,10343500,1.79,A -2023-12-22 07:15:00+00:00,10343500,1.79,A -2023-12-22 07:30:00+00:00,10343500,1.79,A -2023-12-22 07:45:00+00:00,10343500,1.78,A -2023-12-22 08:00:00+00:00,10343500,1.78,A -2023-12-22 08:15:00+00:00,10343500,1.78,A -2023-12-22 08:30:00+00:00,10343500,1.78,A -2023-12-22 08:45:00+00:00,10343500,1.78,A -2023-12-22 09:00:00+00:00,10343500,1.78,A -2023-12-22 09:15:00+00:00,10343500,1.78,A -2023-12-22 09:30:00+00:00,10343500,1.78,A -2023-12-22 09:45:00+00:00,10343500,1.78,A -2023-12-22 10:00:00+00:00,10343500,1.78,A -2023-12-22 10:15:00+00:00,10343500,1.78,A -2023-12-22 10:30:00+00:00,10343500,1.78,A -2023-12-22 10:45:00+00:00,10343500,1.78,A -2023-12-22 11:00:00+00:00,10343500,1.78,A -2023-12-22 11:15:00+00:00,10343500,1.77,A -2023-12-22 11:30:00+00:00,10343500,1.77,A -2023-12-22 11:45:00+00:00,10343500,1.77,A -2023-12-22 12:00:00+00:00,10343500,1.77,A -2023-12-22 12:15:00+00:00,10343500,1.77,A -2023-12-22 12:30:00+00:00,10343500,1.77,A -2023-12-22 12:45:00+00:00,10343500,1.77,A -2023-12-22 13:00:00+00:00,10343500,1.77,A -2023-12-22 13:15:00+00:00,10343500,1.77,A -2023-12-22 13:30:00+00:00,10343500,1.77,A -2023-12-22 13:45:00+00:00,10343500,1.77,A -2023-12-22 14:00:00+00:00,10343500,1.77,A -2023-12-22 14:15:00+00:00,10343500,1.76,A -2023-12-22 14:30:00+00:00,10343500,1.76,A -2023-12-22 14:45:00+00:00,10343500,1.76,A -2023-12-22 15:00:00+00:00,10343500,1.76,A -2023-12-22 15:15:00+00:00,10343500,1.76,A -2023-12-22 15:30:00+00:00,10343500,1.76,A -2023-12-22 15:45:00+00:00,10343500,1.76,A -2023-12-22 16:00:00+00:00,10343500,1.76,A -2023-12-22 16:15:00+00:00,10343500,1.76,A -2023-12-22 16:30:00+00:00,10343500,1.76,A -2023-12-22 16:45:00+00:00,10343500,1.76,A -2023-12-22 17:00:00+00:00,10343500,1.76,A -2023-12-22 17:15:00+00:00,10343500,1.76,A -2023-12-22 17:30:00+00:00,10343500,1.76,A -2023-12-22 17:45:00+00:00,10343500,1.76,A -2023-12-22 18:00:00+00:00,10343500,1.76,A -2023-12-22 18:15:00+00:00,10343500,1.76,A -2023-12-22 18:30:00+00:00,10343500,1.76,A -2023-12-22 18:45:00+00:00,10343500,1.75,A -2023-12-22 19:00:00+00:00,10343500,1.75,A -2023-12-22 19:15:00+00:00,10343500,1.75,A -2023-12-22 19:30:00+00:00,10343500,1.75,A -2023-12-22 19:45:00+00:00,10343500,1.75,A -2023-12-22 20:00:00+00:00,10343500,1.75,A -2023-12-22 20:15:00+00:00,10343500,1.75,A -2023-12-22 20:30:00+00:00,10343500,1.75,A -2023-12-22 20:45:00+00:00,10343500,1.75,A -2023-12-22 21:00:00+00:00,10343500,1.75,A -2023-12-22 21:15:00+00:00,10343500,1.75,A -2023-12-22 21:30:00+00:00,10343500,1.75,A -2023-12-22 21:45:00+00:00,10343500,1.75,A -2023-12-22 22:00:00+00:00,10343500,1.76,A -2023-12-22 22:15:00+00:00,10343500,1.75,A -2023-12-22 22:30:00+00:00,10343500,1.76,A -2023-12-22 22:45:00+00:00,10343500,1.76,A -2023-12-22 23:00:00+00:00,10343500,1.76,A -2023-12-22 23:15:00+00:00,10343500,1.76,A -2023-12-22 23:30:00+00:00,10343500,1.76,A -2023-12-22 23:45:00+00:00,10343500,1.76,A -2023-12-23 00:00:00+00:00,10343500,1.76,A -2023-12-23 00:15:00+00:00,10343500,1.76,A -2023-12-23 00:30:00+00:00,10343500,1.76,A -2023-12-23 00:45:00+00:00,10343500,1.76,A -2023-12-23 01:00:00+00:00,10343500,1.75,A -2023-12-23 01:15:00+00:00,10343500,1.75,A -2023-12-23 01:30:00+00:00,10343500,1.75,A -2023-12-23 01:45:00+00:00,10343500,1.75,A -2023-12-23 02:00:00+00:00,10343500,1.75,A -2023-12-23 02:15:00+00:00,10343500,1.75,A -2023-12-23 02:30:00+00:00,10343500,1.75,A -2023-12-23 02:45:00+00:00,10343500,1.75,A -2023-12-23 03:00:00+00:00,10343500,1.75,A -2023-12-23 03:15:00+00:00,10343500,1.75,A -2023-12-23 03:30:00+00:00,10343500,1.75,A -2023-12-23 03:45:00+00:00,10343500,1.75,A -2023-12-23 04:00:00+00:00,10343500,1.75,A -2023-12-23 04:15:00+00:00,10343500,1.75,A -2023-12-23 04:30:00+00:00,10343500,1.75,A -2023-12-23 04:45:00+00:00,10343500,1.75,A -2023-12-23 05:00:00+00:00,10343500,1.74,A -2023-12-23 05:15:00+00:00,10343500,1.74,A -2023-12-23 05:30:00+00:00,10343500,1.74,A -2023-12-23 05:45:00+00:00,10343500,1.74,A -2023-12-23 06:00:00+00:00,10343500,1.74,A -2023-12-23 06:15:00+00:00,10343500,1.74,A -2023-12-23 06:30:00+00:00,10343500,1.74,A -2023-12-23 06:45:00+00:00,10343500,1.74,A -2023-12-23 07:00:00+00:00,10343500,1.74,A -2023-12-23 07:15:00+00:00,10343500,1.74,A -2023-12-23 07:30:00+00:00,10343500,1.74,A -2023-12-23 07:45:00+00:00,10343500,1.74,A -2023-12-23 08:00:00+00:00,10343500,1.74,A -2023-12-23 08:15:00+00:00,10343500,1.74,A -2023-12-23 08:30:00+00:00,10343500,1.74,A -2023-12-23 08:45:00+00:00,10343500,1.74,A -2023-12-23 09:00:00+00:00,10343500,1.73,A -2023-12-23 09:15:00+00:00,10343500,1.73,A -2023-12-23 09:30:00+00:00,10343500,1.73,A -2023-12-23 09:45:00+00:00,10343500,1.73,A -2023-12-23 10:00:00+00:00,10343500,1.73,A -2023-12-23 10:15:00+00:00,10343500,1.73,A -2023-12-23 10:30:00+00:00,10343500,1.73,A -2023-12-23 10:45:00+00:00,10343500,1.73,A -2023-12-23 11:00:00+00:00,10343500,1.73,A -2023-12-23 11:15:00+00:00,10343500,1.72,A -2023-12-23 11:30:00+00:00,10343500,1.72,A -2023-12-23 11:45:00+00:00,10343500,1.72,A -2023-12-23 12:00:00+00:00,10343500,1.72,A -2023-12-23 12:15:00+00:00,10343500,1.72,A -2023-12-23 12:30:00+00:00,10343500,1.72,A -2023-12-23 12:45:00+00:00,10343500,1.72,A -2023-12-23 13:00:00+00:00,10343500,1.72,A -2023-12-23 13:15:00+00:00,10343500,1.72,A -2023-12-23 13:30:00+00:00,10343500,1.72,A -2023-12-23 13:45:00+00:00,10343500,1.72,A -2023-12-23 14:00:00+00:00,10343500,1.72,A -2023-12-23 14:15:00+00:00,10343500,1.72,A -2023-12-23 14:30:00+00:00,10343500,1.71,A -2023-12-23 14:45:00+00:00,10343500,1.71,A -2023-12-23 15:00:00+00:00,10343500,1.71,A -2023-12-23 15:15:00+00:00,10343500,1.71,A -2023-12-23 15:30:00+00:00,10343500,1.71,A -2023-12-23 15:45:00+00:00,10343500,1.71,A -2023-12-23 16:00:00+00:00,10343500,1.71,A -2023-12-23 16:15:00+00:00,10343500,1.71,A -2023-12-23 16:30:00+00:00,10343500,1.71,A -2023-12-23 16:45:00+00:00,10343500,1.71,A -2023-12-23 17:00:00+00:00,10343500,1.71,A -2023-12-23 17:15:00+00:00,10343500,1.71,A -2023-12-23 17:30:00+00:00,10343500,1.71,A -2023-12-23 17:45:00+00:00,10343500,1.71,A -2023-12-23 18:00:00+00:00,10343500,1.71,A -2023-12-23 18:15:00+00:00,10343500,1.72,A -2023-12-23 18:30:00+00:00,10343500,1.72,A -2023-12-23 18:45:00+00:00,10343500,1.72,A -2023-12-23 19:00:00+00:00,10343500,1.72,A -2023-12-23 19:15:00+00:00,10343500,1.72,A -2023-12-23 19:30:00+00:00,10343500,1.72,A -2023-12-23 19:45:00+00:00,10343500,1.73,A -2023-12-23 20:00:00+00:00,10343500,1.73,A -2023-12-23 20:15:00+00:00,10343500,1.73,A -2023-12-23 20:30:00+00:00,10343500,1.73,A -2023-12-23 20:45:00+00:00,10343500,1.73,A -2023-12-23 21:00:00+00:00,10343500,1.73,A -2023-12-23 21:15:00+00:00,10343500,1.73,A -2023-12-23 21:30:00+00:00,10343500,1.74,A -2023-12-23 21:45:00+00:00,10343500,1.74,A -2023-12-23 22:00:00+00:00,10343500,1.73,A -2023-12-23 22:15:00+00:00,10343500,1.73,A -2023-12-23 22:30:00+00:00,10343500,1.73,A -2023-12-23 22:45:00+00:00,10343500,1.73,A -2023-12-23 23:00:00+00:00,10343500,1.73,A -2023-12-23 23:15:00+00:00,10343500,1.73,A -2023-12-23 23:30:00+00:00,10343500,1.73,A -2023-12-23 23:45:00+00:00,10343500,1.73,A -2023-12-24 00:00:00+00:00,10343500,1.73,A -2023-12-24 00:15:00+00:00,10343500,1.72,A -2023-12-24 00:30:00+00:00,10343500,1.72,A -2023-12-24 00:45:00+00:00,10343500,1.72,A -2023-12-24 01:00:00+00:00,10343500,1.72,A -2023-12-24 01:15:00+00:00,10343500,1.72,A -2023-12-24 01:30:00+00:00,10343500,1.72,A -2023-12-24 01:45:00+00:00,10343500,1.72,A -2023-12-24 02:00:00+00:00,10343500,1.72,A -2023-12-24 02:15:00+00:00,10343500,1.72,A -2023-12-24 02:30:00+00:00,10343500,1.72,A -2023-12-24 02:45:00+00:00,10343500,1.72,A -2023-12-24 03:00:00+00:00,10343500,1.72,A -2023-12-24 03:15:00+00:00,10343500,1.72,A -2023-12-24 03:30:00+00:00,10343500,1.72,A -2023-12-24 03:45:00+00:00,10343500,1.71,A -2023-12-24 04:00:00+00:00,10343500,1.72,A -2023-12-24 04:15:00+00:00,10343500,1.71,A -2023-12-24 04:30:00+00:00,10343500,1.71,A -2023-12-24 04:45:00+00:00,10343500,1.71,A -2023-12-24 05:00:00+00:00,10343500,1.71,A -2023-12-24 05:15:00+00:00,10343500,1.71,A -2023-12-24 05:30:00+00:00,10343500,1.71,A -2023-12-24 05:45:00+00:00,10343500,1.71,A -2023-12-24 06:00:00+00:00,10343500,1.71,A -2023-12-24 06:15:00+00:00,10343500,1.71,A -2023-12-24 06:30:00+00:00,10343500,1.71,A -2023-12-24 06:45:00+00:00,10343500,1.71,A -2023-12-24 07:00:00+00:00,10343500,1.71,A -2023-12-24 07:15:00+00:00,10343500,1.7,A -2023-12-24 07:30:00+00:00,10343500,1.7,A -2023-12-24 07:45:00+00:00,10343500,1.7,A -2023-12-24 08:00:00+00:00,10343500,1.69,A -2023-12-24 08:15:00+00:00,10343500,1.7,A -2023-12-24 08:30:00+00:00,10343500,1.69,A -2023-12-24 08:45:00+00:00,10343500,1.69,A -2023-12-24 09:00:00+00:00,10343500,1.69,A -2023-12-24 09:15:00+00:00,10343500,1.69,A -2023-12-24 09:30:00+00:00,10343500,1.69,A -2023-12-24 09:45:00+00:00,10343500,1.69,A -2023-12-24 10:00:00+00:00,10343500,1.69,A -2023-12-24 10:15:00+00:00,10343500,1.68,A -2023-12-24 10:30:00+00:00,10343500,1.68,A -2023-12-24 10:45:00+00:00,10343500,1.68,A -2023-12-24 11:00:00+00:00,10343500,1.68,A -2023-12-24 11:15:00+00:00,10343500,1.68,A -2023-12-24 11:30:00+00:00,10343500,1.68,A -2023-12-24 11:45:00+00:00,10343500,1.68,A -2023-12-24 12:00:00+00:00,10343500,1.68,A -2023-12-24 12:15:00+00:00,10343500,1.68,A -2023-12-24 12:30:00+00:00,10343500,1.68,A -2023-12-24 12:45:00+00:00,10343500,1.68,A -2023-12-24 13:00:00+00:00,10343500,1.68,A -2023-12-24 13:15:00+00:00,10343500,1.68,A -2023-12-24 13:30:00+00:00,10343500,1.68,A -2023-12-24 13:45:00+00:00,10343500,1.68,A -2023-12-24 14:00:00+00:00,10343500,1.68,A -2023-12-24 14:15:00+00:00,10343500,1.68,A -2023-12-24 14:30:00+00:00,10343500,1.68,A -2023-12-24 14:45:00+00:00,10343500,1.68,A -2023-12-24 15:00:00+00:00,10343500,1.68,A -2023-12-24 15:15:00+00:00,10343500,1.68,A -2023-12-24 15:30:00+00:00,10343500,1.68,A -2023-12-24 15:45:00+00:00,10343500,1.68,A -2023-12-24 16:00:00+00:00,10343500,1.68,A -2023-12-24 16:15:00+00:00,10343500,1.68,A -2023-12-24 16:30:00+00:00,10343500,1.68,A -2023-12-24 16:45:00+00:00,10343500,1.68,A -2023-12-24 17:00:00+00:00,10343500,1.68,A -2023-12-24 17:15:00+00:00,10343500,1.68,A -2023-12-24 17:30:00+00:00,10343500,1.68,A -2023-12-24 17:45:00+00:00,10343500,1.68,A -2023-12-24 18:00:00+00:00,10343500,1.68,A -2023-12-24 18:15:00+00:00,10343500,1.68,A -2023-12-24 18:30:00+00:00,10343500,1.68,A -2023-12-24 18:45:00+00:00,10343500,1.68,A -2023-12-24 19:00:00+00:00,10343500,1.69,A -2023-12-24 19:15:00+00:00,10343500,1.69,A -2023-12-24 19:30:00+00:00,10343500,1.69,A -2023-12-24 19:45:00+00:00,10343500,1.69,A -2023-12-24 20:00:00+00:00,10343500,1.69,A -2023-12-24 20:15:00+00:00,10343500,1.7,A -2023-12-24 20:30:00+00:00,10343500,1.7,A -2023-12-24 20:45:00+00:00,10343500,1.7,A -2023-12-24 21:00:00+00:00,10343500,1.7,A -2023-12-24 21:15:00+00:00,10343500,1.71,A -2023-12-24 21:30:00+00:00,10343500,1.71,A -2023-12-24 21:45:00+00:00,10343500,1.71,A -2023-12-24 22:00:00+00:00,10343500,1.71,A -2023-12-24 22:15:00+00:00,10343500,1.71,A -2023-12-24 22:30:00+00:00,10343500,1.72,A -2023-12-24 22:45:00+00:00,10343500,1.72,A -2023-12-24 23:00:00+00:00,10343500,1.72,A -2023-12-24 23:15:00+00:00,10343500,1.72,A -2023-12-24 23:30:00+00:00,10343500,1.72,A -2023-12-24 23:45:00+00:00,10343500,1.72,A -2023-12-25 00:00:00+00:00,10343500,1.72,A -2023-12-25 00:15:00+00:00,10343500,1.72,A -2023-12-25 00:30:00+00:00,10343500,1.72,A -2023-12-25 00:45:00+00:00,10343500,1.72,A -2023-12-25 01:00:00+00:00,10343500,1.72,A -2023-12-25 01:15:00+00:00,10343500,1.72,A -2023-12-25 01:30:00+00:00,10343500,1.72,A -2023-12-25 01:45:00+00:00,10343500,1.72,A -2023-12-25 02:00:00+00:00,10343500,1.71,A -2023-12-25 02:15:00+00:00,10343500,1.71,A -2023-12-25 02:30:00+00:00,10343500,1.71,A -2023-12-25 02:45:00+00:00,10343500,1.71,A -2023-12-25 03:00:00+00:00,10343500,1.71,A -2023-12-25 03:15:00+00:00,10343500,1.71,A -2023-12-25 03:30:00+00:00,10343500,1.71,A -2023-12-25 03:45:00+00:00,10343500,1.7,A -2023-12-25 04:00:00+00:00,10343500,1.7,A -2023-12-25 04:15:00+00:00,10343500,1.7,A -2023-12-25 04:30:00+00:00,10343500,1.7,A -2023-12-25 04:45:00+00:00,10343500,1.7,A -2023-12-25 05:00:00+00:00,10343500,1.7,A -2023-12-25 05:15:00+00:00,10343500,1.7,A -2023-12-25 05:30:00+00:00,10343500,1.7,A -2023-12-25 05:45:00+00:00,10343500,1.7,A -2023-12-25 06:00:00+00:00,10343500,1.7,A -2023-12-25 06:15:00+00:00,10343500,1.7,A -2023-12-25 06:30:00+00:00,10343500,1.7,A -2023-12-25 06:45:00+00:00,10343500,1.7,A -2023-12-25 07:00:00+00:00,10343500,1.7,A -2023-12-25 07:15:00+00:00,10343500,1.7,A -2023-12-25 07:30:00+00:00,10343500,1.7,A -2023-12-25 07:45:00+00:00,10343500,1.7,A -2023-12-25 08:00:00+00:00,10343500,1.7,A -2023-12-25 08:15:00+00:00,10343500,1.7,A -2023-12-25 08:30:00+00:00,10343500,1.7,A -2023-12-25 08:45:00+00:00,10343500,1.69,A -2023-12-25 09:00:00+00:00,10343500,1.69,A -2023-12-25 09:15:00+00:00,10343500,1.69,A -2023-12-25 09:30:00+00:00,10343500,1.69,A -2023-12-25 09:45:00+00:00,10343500,1.69,A -2023-12-25 10:00:00+00:00,10343500,1.69,A -2023-12-25 10:15:00+00:00,10343500,1.69,A -2023-12-25 10:30:00+00:00,10343500,1.69,A -2023-12-25 10:45:00+00:00,10343500,1.69,A -2023-12-25 11:00:00+00:00,10343500,1.69,A -2023-12-25 11:15:00+00:00,10343500,1.69,A -2023-12-25 11:30:00+00:00,10343500,1.69,A -2023-12-25 11:45:00+00:00,10343500,1.69,A -2023-12-25 12:00:00+00:00,10343500,1.69,A -2023-12-25 12:15:00+00:00,10343500,1.69,A -2023-12-25 12:30:00+00:00,10343500,1.69,A -2023-12-25 12:45:00+00:00,10343500,1.69,A -2023-12-25 13:00:00+00:00,10343500,1.69,A -2023-12-25 13:15:00+00:00,10343500,1.69,A -2023-12-25 13:30:00+00:00,10343500,1.69,A -2023-12-25 13:45:00+00:00,10343500,1.69,A -2023-12-25 14:00:00+00:00,10343500,1.69,A -2023-12-25 14:15:00+00:00,10343500,1.69,A -2023-12-25 14:30:00+00:00,10343500,1.69,A -2023-12-25 14:45:00+00:00,10343500,1.69,A -2023-12-25 15:00:00+00:00,10343500,1.69,A -2023-12-25 15:15:00+00:00,10343500,1.69,A -2023-12-25 15:30:00+00:00,10343500,1.69,A -2023-12-25 15:45:00+00:00,10343500,1.69,A -2023-12-25 16:00:00+00:00,10343500,1.69,A -2023-12-25 16:15:00+00:00,10343500,1.69,A -2023-12-25 16:30:00+00:00,10343500,1.69,A -2023-12-25 16:45:00+00:00,10343500,1.69,A -2023-12-25 17:00:00+00:00,10343500,1.69,A -2023-12-25 17:15:00+00:00,10343500,1.69,A -2023-12-25 17:30:00+00:00,10343500,1.69,A -2023-12-25 17:45:00+00:00,10343500,1.69,A -2023-12-25 18:00:00+00:00,10343500,1.69,A -2023-12-25 18:15:00+00:00,10343500,1.69,A -2023-12-25 18:30:00+00:00,10343500,1.69,A -2023-12-25 18:45:00+00:00,10343500,1.69,A -2023-12-25 19:00:00+00:00,10343500,1.69,A -2023-12-25 19:15:00+00:00,10343500,1.69,A -2023-12-25 19:30:00+00:00,10343500,1.69,A -2023-12-25 19:45:00+00:00,10343500,1.69,A -2023-12-25 20:00:00+00:00,10343500,1.69,A -2023-12-25 20:15:00+00:00,10343500,1.69,A -2023-12-25 20:30:00+00:00,10343500,1.69,A -2023-12-25 20:45:00+00:00,10343500,1.69,A -2023-12-25 21:00:00+00:00,10343500,1.69,A -2023-12-25 21:15:00+00:00,10343500,1.69,A -2023-12-25 21:30:00+00:00,10343500,1.69,A -2023-12-25 21:45:00+00:00,10343500,1.69,A -2023-12-25 22:00:00+00:00,10343500,1.69,A -2023-12-25 22:15:00+00:00,10343500,1.7,A -2023-12-25 22:30:00+00:00,10343500,1.7,A -2023-12-25 22:45:00+00:00,10343500,1.7,A -2023-12-25 23:00:00+00:00,10343500,1.7,A -2023-12-25 23:15:00+00:00,10343500,1.7,A -2023-12-25 23:30:00+00:00,10343500,1.7,A -2023-12-25 23:45:00+00:00,10343500,1.7,A -2023-12-26 00:00:00+00:00,10343500,1.7,A -2023-12-26 00:15:00+00:00,10343500,1.7,A -2023-12-26 00:30:00+00:00,10343500,1.7,A -2023-12-26 00:45:00+00:00,10343500,1.7,A -2023-12-26 01:00:00+00:00,10343500,1.7,A -2023-12-26 01:15:00+00:00,10343500,1.7,A -2023-12-26 01:30:00+00:00,10343500,1.7,A -2023-12-26 01:45:00+00:00,10343500,1.7,A -2023-12-26 02:00:00+00:00,10343500,1.7,A -2023-12-26 02:15:00+00:00,10343500,1.7,A -2023-12-26 02:30:00+00:00,10343500,1.7,A -2023-12-26 02:45:00+00:00,10343500,1.7,A -2023-12-26 03:00:00+00:00,10343500,1.7,A -2023-12-26 03:15:00+00:00,10343500,1.7,A -2023-12-26 03:30:00+00:00,10343500,1.7,A -2023-12-26 03:45:00+00:00,10343500,1.7,A -2023-12-26 04:00:00+00:00,10343500,1.7,A -2023-12-26 04:15:00+00:00,10343500,1.7,A -2023-12-26 04:30:00+00:00,10343500,1.69,A -2023-12-26 04:45:00+00:00,10343500,1.69,A -2023-12-26 05:00:00+00:00,10343500,1.69,A -2023-12-26 05:15:00+00:00,10343500,1.69,A -2023-12-26 05:30:00+00:00,10343500,1.69,A -2023-12-26 05:45:00+00:00,10343500,1.69,A -2023-12-26 06:00:00+00:00,10343500,1.69,A -2023-12-26 06:15:00+00:00,10343500,1.69,A -2023-12-26 06:30:00+00:00,10343500,1.69,A -2023-12-26 06:45:00+00:00,10343500,1.69,A -2023-12-26 07:00:00+00:00,10343500,1.69,A -2023-12-26 07:15:00+00:00,10343500,1.69,A -2023-12-26 07:30:00+00:00,10343500,1.69,A -2023-12-26 07:45:00+00:00,10343500,1.69,A -2023-12-26 08:00:00+00:00,10343500,1.69,A -2023-12-26 08:15:00+00:00,10343500,1.69,A -2023-12-26 08:30:00+00:00,10343500,1.69,A -2023-12-26 08:45:00+00:00,10343500,1.69,A -2023-12-26 09:00:00+00:00,10343500,1.69,A -2023-12-26 09:15:00+00:00,10343500,1.69,A -2023-12-26 09:30:00+00:00,10343500,1.69,A -2023-12-26 09:45:00+00:00,10343500,1.69,A -2023-12-26 10:00:00+00:00,10343500,1.69,A -2023-12-26 10:15:00+00:00,10343500,1.69,A -2023-12-26 10:30:00+00:00,10343500,1.69,A -2023-12-26 10:45:00+00:00,10343500,1.69,A -2023-12-26 11:00:00+00:00,10343500,1.69,A -2023-12-26 11:15:00+00:00,10343500,1.69,A -2023-12-26 11:30:00+00:00,10343500,1.69,A -2023-12-26 11:45:00+00:00,10343500,1.69,A -2023-12-26 12:00:00+00:00,10343500,1.69,A -2023-12-26 12:15:00+00:00,10343500,1.69,A -2023-12-26 12:30:00+00:00,10343500,1.69,A -2023-12-26 12:45:00+00:00,10343500,1.69,A -2023-12-26 13:00:00+00:00,10343500,1.68,A -2023-12-26 13:15:00+00:00,10343500,1.69,A -2023-12-26 13:30:00+00:00,10343500,1.69,A -2023-12-26 13:45:00+00:00,10343500,1.69,A -2023-12-26 14:00:00+00:00,10343500,1.68,A -2023-12-26 14:15:00+00:00,10343500,1.69,A -2023-12-26 14:30:00+00:00,10343500,1.68,A -2023-12-26 14:45:00+00:00,10343500,1.69,A -2023-12-26 15:00:00+00:00,10343500,1.68,A -2023-12-26 15:15:00+00:00,10343500,1.68,A -2023-12-26 15:30:00+00:00,10343500,1.68,A -2023-12-26 15:45:00+00:00,10343500,1.68,A -2023-12-26 16:00:00+00:00,10343500,1.68,A -2023-12-26 16:15:00+00:00,10343500,1.68,A -2023-12-26 16:30:00+00:00,10343500,1.68,A -2023-12-26 16:45:00+00:00,10343500,1.68,A -2023-12-26 17:00:00+00:00,10343500,1.68,A -2023-12-26 17:15:00+00:00,10343500,1.68,A -2023-12-26 17:30:00+00:00,10343500,1.68,A -2023-12-26 17:45:00+00:00,10343500,1.68,A -2023-12-26 18:00:00+00:00,10343500,1.68,A -2023-12-26 18:15:00+00:00,10343500,1.68,A -2023-12-26 18:30:00+00:00,10343500,1.68,A -2023-12-26 18:45:00+00:00,10343500,1.68,A -2023-12-26 19:00:00+00:00,10343500,1.68,A -2023-12-26 19:15:00+00:00,10343500,1.68,A -2023-12-26 19:30:00+00:00,10343500,1.68,A -2023-12-26 19:45:00+00:00,10343500,1.68,A -2023-12-26 20:00:00+00:00,10343500,1.68,A -2023-12-26 20:15:00+00:00,10343500,1.68,A -2023-12-26 20:30:00+00:00,10343500,1.68,A -2023-12-26 20:45:00+00:00,10343500,1.68,A -2023-12-26 21:00:00+00:00,10343500,1.69,A -2023-12-26 21:15:00+00:00,10343500,1.69,A -2023-12-26 21:30:00+00:00,10343500,1.69,A -2023-12-26 21:45:00+00:00,10343500,1.69,A -2023-12-26 22:00:00+00:00,10343500,1.69,A -2023-12-26 22:15:00+00:00,10343500,1.69,A -2023-12-26 22:30:00+00:00,10343500,1.69,A -2023-12-26 22:45:00+00:00,10343500,1.69,A -2023-12-26 23:00:00+00:00,10343500,1.7,A -2023-12-26 23:15:00+00:00,10343500,1.7,A -2023-12-26 23:30:00+00:00,10343500,1.7,A -2023-12-26 23:45:00+00:00,10343500,1.7,A -2023-12-27 00:00:00+00:00,10343500,1.7,A -2023-12-27 00:15:00+00:00,10343500,1.7,A -2023-12-27 00:30:00+00:00,10343500,1.7,A -2023-12-27 00:45:00+00:00,10343500,1.7,A -2023-12-27 01:00:00+00:00,10343500,1.7,A -2023-12-27 01:15:00+00:00,10343500,1.7,A -2023-12-27 01:30:00+00:00,10343500,1.7,A -2023-12-27 01:45:00+00:00,10343500,1.7,A -2023-12-27 02:00:00+00:00,10343500,1.7,A -2023-12-27 02:15:00+00:00,10343500,1.7,A -2023-12-27 02:30:00+00:00,10343500,1.7,A -2023-12-27 02:45:00+00:00,10343500,1.7,A -2023-12-27 03:00:00+00:00,10343500,1.7,A -2023-12-27 03:15:00+00:00,10343500,1.7,A -2023-12-27 03:30:00+00:00,10343500,1.7,A -2023-12-27 03:45:00+00:00,10343500,1.7,A -2023-12-27 04:00:00+00:00,10343500,1.69,A -2023-12-27 04:15:00+00:00,10343500,1.69,A -2023-12-27 04:30:00+00:00,10343500,1.7,A -2023-12-27 04:45:00+00:00,10343500,1.69,A -2023-12-27 05:00:00+00:00,10343500,1.69,A -2023-12-27 05:15:00+00:00,10343500,1.69,A -2023-12-27 05:30:00+00:00,10343500,1.69,A -2023-12-27 05:45:00+00:00,10343500,1.69,A -2023-12-27 06:00:00+00:00,10343500,1.69,A -2023-12-27 06:15:00+00:00,10343500,1.69,A -2023-12-27 06:30:00+00:00,10343500,1.69,A -2023-12-27 06:45:00+00:00,10343500,1.69,A -2023-12-27 07:00:00+00:00,10343500,1.69,A -2023-12-27 07:15:00+00:00,10343500,1.69,A -2023-12-27 07:30:00+00:00,10343500,1.69,A -2023-12-27 07:45:00+00:00,10343500,1.69,A -2023-12-27 08:00:00+00:00,10343500,1.69,A -2023-12-27 08:15:00+00:00,10343500,1.69,A -2023-12-27 08:30:00+00:00,10343500,1.69,A -2023-12-27 08:45:00+00:00,10343500,1.69,A -2023-12-27 09:00:00+00:00,10343500,1.69,A -2023-12-27 09:15:00+00:00,10343500,1.69,A -2023-12-27 09:30:00+00:00,10343500,1.69,A -2023-12-27 09:45:00+00:00,10343500,1.69,A -2023-12-27 10:00:00+00:00,10343500,1.69,A -2023-12-27 10:15:00+00:00,10343500,1.69,A -2023-12-27 10:30:00+00:00,10343500,1.69,A -2023-12-27 10:45:00+00:00,10343500,1.69,A -2023-12-27 11:00:00+00:00,10343500,1.69,A -2023-12-27 11:15:00+00:00,10343500,1.69,A -2023-12-27 11:30:00+00:00,10343500,1.68,A -2023-12-27 11:45:00+00:00,10343500,1.68,A -2023-12-27 12:00:00+00:00,10343500,1.68,A -2023-12-27 12:15:00+00:00,10343500,1.68,A -2023-12-27 12:30:00+00:00,10343500,1.68,A -2023-12-27 12:45:00+00:00,10343500,1.68,A -2023-12-27 13:00:00+00:00,10343500,1.68,A -2023-12-27 13:15:00+00:00,10343500,1.68,A -2023-12-27 13:30:00+00:00,10343500,1.68,A -2023-12-27 13:45:00+00:00,10343500,1.68,A -2023-12-27 14:00:00+00:00,10343500,1.68,A -2023-12-27 14:15:00+00:00,10343500,1.68,A -2023-12-27 14:30:00+00:00,10343500,1.68,A -2023-12-27 14:45:00+00:00,10343500,1.68,A -2023-12-27 15:00:00+00:00,10343500,1.68,A -2023-12-27 15:15:00+00:00,10343500,1.68,A -2023-12-27 15:30:00+00:00,10343500,1.68,A -2023-12-27 15:45:00+00:00,10343500,1.68,A -2023-12-27 16:00:00+00:00,10343500,1.68,A -2023-12-27 16:15:00+00:00,10343500,1.68,A -2023-12-27 16:30:00+00:00,10343500,1.68,A -2023-12-27 16:45:00+00:00,10343500,1.68,A -2023-12-27 17:00:00+00:00,10343500,1.68,A -2023-12-27 17:15:00+00:00,10343500,1.68,A -2023-12-27 17:30:00+00:00,10343500,1.68,A -2023-12-27 17:45:00+00:00,10343500,1.68,A -2023-12-27 18:00:00+00:00,10343500,1.68,A -2023-12-27 18:15:00+00:00,10343500,1.68,A -2023-12-27 18:30:00+00:00,10343500,1.68,A -2023-12-27 18:45:00+00:00,10343500,1.68,A -2023-12-27 19:00:00+00:00,10343500,1.68,A -2023-12-27 19:15:00+00:00,10343500,1.68,A -2023-12-27 19:30:00+00:00,10343500,1.68,A -2023-12-27 19:45:00+00:00,10343500,1.68,A -2023-12-27 20:00:00+00:00,10343500,1.68,A -2023-12-27 20:15:00+00:00,10343500,1.68,A -2023-12-27 20:30:00+00:00,10343500,1.68,A -2023-12-27 20:45:00+00:00,10343500,1.68,A -2023-12-27 21:00:00+00:00,10343500,1.68,A -2023-12-27 21:15:00+00:00,10343500,1.68,A -2023-12-27 21:30:00+00:00,10343500,1.68,A -2023-12-27 21:45:00+00:00,10343500,1.68,A -2023-12-27 22:00:00+00:00,10343500,1.68,A -2023-12-27 22:15:00+00:00,10343500,1.68,A -2023-12-27 22:30:00+00:00,10343500,1.68,A -2023-12-27 22:45:00+00:00,10343500,1.68,A -2023-12-27 23:00:00+00:00,10343500,1.69,A -2023-12-27 23:15:00+00:00,10343500,1.69,A -2023-12-27 23:30:00+00:00,10343500,1.69,A -2023-12-27 23:45:00+00:00,10343500,1.68,A -2023-12-28 00:00:00+00:00,10343500,1.68,A -2023-12-28 00:15:00+00:00,10343500,1.68,A -2023-12-28 00:30:00+00:00,10343500,1.68,A -2023-12-28 00:45:00+00:00,10343500,1.68,A -2023-12-28 01:00:00+00:00,10343500,1.68,A -2023-12-28 01:15:00+00:00,10343500,1.68,A -2023-12-28 01:30:00+00:00,10343500,1.68,A -2023-12-28 01:45:00+00:00,10343500,1.68,A -2023-12-28 02:00:00+00:00,10343500,1.68,A -2023-12-28 02:15:00+00:00,10343500,1.68,A -2023-12-28 02:30:00+00:00,10343500,1.68,A -2023-12-28 02:45:00+00:00,10343500,1.68,A -2023-12-28 03:00:00+00:00,10343500,1.68,A -2023-12-28 03:15:00+00:00,10343500,1.68,A -2023-12-28 03:30:00+00:00,10343500,1.68,A -2023-12-28 03:45:00+00:00,10343500,1.68,A -2023-12-28 04:00:00+00:00,10343500,1.68,A -2023-12-28 04:15:00+00:00,10343500,1.68,A -2023-12-28 04:30:00+00:00,10343500,1.68,A -2023-12-28 04:45:00+00:00,10343500,1.68,A -2023-12-28 05:00:00+00:00,10343500,1.68,A -2023-12-28 05:15:00+00:00,10343500,1.68,A -2023-12-28 05:30:00+00:00,10343500,1.68,A -2023-12-28 05:45:00+00:00,10343500,1.68,A -2023-12-28 06:00:00+00:00,10343500,1.68,A -2023-12-28 06:15:00+00:00,10343500,1.68,A -2023-12-28 06:30:00+00:00,10343500,1.68,A -2023-12-28 06:45:00+00:00,10343500,1.68,A -2023-12-28 07:00:00+00:00,10343500,1.68,A -2023-12-28 07:15:00+00:00,10343500,1.68,A -2023-12-28 07:30:00+00:00,10343500,1.68,A -2023-12-28 07:45:00+00:00,10343500,1.68,A -2023-12-28 08:00:00+00:00,10343500,1.68,A -2023-12-28 08:15:00+00:00,10343500,1.68,A -2023-12-28 08:30:00+00:00,10343500,1.68,A -2023-12-28 08:45:00+00:00,10343500,1.68,A -2023-12-28 09:00:00+00:00,10343500,1.68,A -2023-12-28 09:15:00+00:00,10343500,1.68,A -2023-12-28 09:30:00+00:00,10343500,1.68,A -2023-12-28 09:45:00+00:00,10343500,1.68,A -2023-12-28 10:00:00+00:00,10343500,1.68,A -2023-12-28 10:15:00+00:00,10343500,1.68,A -2023-12-28 10:30:00+00:00,10343500,1.68,A -2023-12-28 10:45:00+00:00,10343500,1.68,A -2023-12-28 11:00:00+00:00,10343500,1.68,A -2023-12-28 11:15:00+00:00,10343500,1.68,A -2023-12-28 11:30:00+00:00,10343500,1.68,A -2023-12-28 11:45:00+00:00,10343500,1.68,A -2023-12-28 12:00:00+00:00,10343500,1.68,A -2023-12-28 12:15:00+00:00,10343500,1.68,A -2023-12-28 12:30:00+00:00,10343500,1.68,A -2023-12-28 12:45:00+00:00,10343500,1.68,A -2023-12-28 13:00:00+00:00,10343500,1.68,A -2023-12-28 13:15:00+00:00,10343500,1.68,A -2023-12-28 13:30:00+00:00,10343500,1.68,A -2023-12-28 13:45:00+00:00,10343500,1.68,A -2023-12-28 14:00:00+00:00,10343500,1.68,A -2023-12-28 14:15:00+00:00,10343500,1.68,A -2023-12-28 14:30:00+00:00,10343500,1.68,A -2023-12-28 14:45:00+00:00,10343500,1.67,A -2023-12-28 15:00:00+00:00,10343500,1.68,A -2023-12-28 15:15:00+00:00,10343500,1.67,A -2023-12-28 15:30:00+00:00,10343500,1.67,A -2023-12-28 15:45:00+00:00,10343500,1.67,A -2023-12-28 16:00:00+00:00,10343500,1.67,A -2023-12-28 16:15:00+00:00,10343500,1.67,A -2023-12-28 16:30:00+00:00,10343500,1.67,A -2023-12-28 16:45:00+00:00,10343500,1.67,A -2023-12-28 17:00:00+00:00,10343500,1.67,A -2023-12-28 17:15:00+00:00,10343500,1.67,A -2023-12-28 17:30:00+00:00,10343500,1.67,A -2023-12-28 17:45:00+00:00,10343500,1.67,A -2023-12-28 18:00:00+00:00,10343500,1.67,A -2023-12-28 18:15:00+00:00,10343500,1.67,A -2023-12-28 18:30:00+00:00,10343500,1.67,A -2023-12-28 18:45:00+00:00,10343500,1.67,A -2023-12-28 19:00:00+00:00,10343500,1.67,A -2023-12-28 19:15:00+00:00,10343500,1.67,A -2023-12-28 19:30:00+00:00,10343500,1.67,A -2023-12-28 19:45:00+00:00,10343500,1.68,A -2023-12-28 20:00:00+00:00,10343500,1.68,A -2023-12-28 20:15:00+00:00,10343500,1.68,A -2023-12-28 20:30:00+00:00,10343500,1.68,A -2023-12-28 20:45:00+00:00,10343500,1.68,A -2023-12-28 21:00:00+00:00,10343500,1.68,A -2023-12-28 21:15:00+00:00,10343500,1.68,A -2023-12-28 21:30:00+00:00,10343500,1.68,A -2023-12-28 21:45:00+00:00,10343500,1.68,A -2023-12-28 22:00:00+00:00,10343500,1.68,A -2023-12-28 22:15:00+00:00,10343500,1.68,A -2023-12-28 22:30:00+00:00,10343500,1.68,A -2023-12-28 22:45:00+00:00,10343500,1.69,A -2023-12-28 23:00:00+00:00,10343500,1.69,A -2023-12-28 23:15:00+00:00,10343500,1.69,A -2023-12-28 23:30:00+00:00,10343500,1.69,A -2023-12-28 23:45:00+00:00,10343500,1.69,A -2023-12-29 00:00:00+00:00,10343500,1.69,A -2023-12-29 00:15:00+00:00,10343500,1.69,A -2023-12-29 00:30:00+00:00,10343500,1.69,A -2023-12-29 00:45:00+00:00,10343500,1.7,A -2023-12-29 01:00:00+00:00,10343500,1.69,A -2023-12-29 01:15:00+00:00,10343500,1.69,A -2023-12-29 01:30:00+00:00,10343500,1.69,A -2023-12-29 01:45:00+00:00,10343500,1.69,A -2023-12-29 02:00:00+00:00,10343500,1.69,A -2023-12-29 02:15:00+00:00,10343500,1.69,A -2023-12-29 02:30:00+00:00,10343500,1.69,A -2023-12-29 02:45:00+00:00,10343500,1.69,A -2023-12-29 03:00:00+00:00,10343500,1.69,A -2023-12-29 03:15:00+00:00,10343500,1.69,A -2023-12-29 03:30:00+00:00,10343500,1.69,A -2023-12-29 03:45:00+00:00,10343500,1.69,A -2023-12-29 04:00:00+00:00,10343500,1.69,A -2023-12-29 04:15:00+00:00,10343500,1.69,A -2023-12-29 04:30:00+00:00,10343500,1.69,A -2023-12-29 04:45:00+00:00,10343500,1.69,A -2023-12-29 05:00:00+00:00,10343500,1.69,A -2023-12-29 05:15:00+00:00,10343500,1.69,A -2023-12-29 05:30:00+00:00,10343500,1.69,A -2023-12-29 05:45:00+00:00,10343500,1.69,A -2023-12-29 06:00:00+00:00,10343500,1.69,A -2023-12-29 06:15:00+00:00,10343500,1.68,A -2023-12-29 06:30:00+00:00,10343500,1.68,A -2023-12-29 06:45:00+00:00,10343500,1.68,A -2023-12-29 07:00:00+00:00,10343500,1.68,A -2023-12-29 07:15:00+00:00,10343500,1.68,A -2023-12-29 07:30:00+00:00,10343500,1.68,A -2023-12-29 07:45:00+00:00,10343500,1.68,A -2023-12-29 08:00:00+00:00,10343500,1.68,A -2023-12-29 08:15:00+00:00,10343500,1.68,A -2023-12-29 08:30:00+00:00,10343500,1.68,A -2023-12-29 08:45:00+00:00,10343500,1.68,A -2023-12-29 09:00:00+00:00,10343500,1.68,A -2023-12-29 09:15:00+00:00,10343500,1.68,A -2023-12-29 09:30:00+00:00,10343500,1.68,A -2023-12-29 09:45:00+00:00,10343500,1.68,A -2023-12-29 10:00:00+00:00,10343500,1.68,A -2023-12-29 10:15:00+00:00,10343500,1.68,A -2023-12-29 10:30:00+00:00,10343500,1.68,A -2023-12-29 10:45:00+00:00,10343500,1.68,A -2023-12-29 11:00:00+00:00,10343500,1.68,A -2023-12-29 11:15:00+00:00,10343500,1.68,A -2023-12-29 11:30:00+00:00,10343500,1.68,A -2023-12-29 11:45:00+00:00,10343500,1.68,A -2023-12-29 12:00:00+00:00,10343500,1.68,A -2023-12-29 12:15:00+00:00,10343500,1.68,A -2023-12-29 12:30:00+00:00,10343500,1.68,A -2023-12-29 12:45:00+00:00,10343500,1.68,A -2023-12-29 13:00:00+00:00,10343500,1.68,A -2023-12-29 13:15:00+00:00,10343500,1.68,A -2023-12-29 13:30:00+00:00,10343500,1.68,A -2023-12-29 13:45:00+00:00,10343500,1.68,A -2023-12-29 14:00:00+00:00,10343500,1.68,A -2023-12-29 14:15:00+00:00,10343500,1.68,A -2023-12-29 14:30:00+00:00,10343500,1.67,A -2023-12-29 14:45:00+00:00,10343500,1.68,A -2023-12-29 15:00:00+00:00,10343500,1.67,A -2023-12-29 15:15:00+00:00,10343500,1.67,A -2023-12-29 15:30:00+00:00,10343500,1.67,A -2023-12-29 15:45:00+00:00,10343500,1.67,A -2023-12-29 16:00:00+00:00,10343500,1.67,A -2023-12-29 16:15:00+00:00,10343500,1.67,A -2023-12-29 16:30:00+00:00,10343500,1.67,A -2023-12-29 16:45:00+00:00,10343500,1.67,A -2023-12-29 17:00:00+00:00,10343500,1.67,A -2023-12-29 17:15:00+00:00,10343500,1.67,A -2023-12-29 17:30:00+00:00,10343500,1.67,A -2023-12-29 17:45:00+00:00,10343500,1.67,A -2023-12-29 18:00:00+00:00,10343500,1.67,A -2023-12-29 18:15:00+00:00,10343500,1.67,A -2023-12-29 18:30:00+00:00,10343500,1.67,A -2023-12-29 18:45:00+00:00,10343500,1.67,A -2023-12-29 19:00:00+00:00,10343500,1.67,A -2023-12-29 19:15:00+00:00,10343500,1.67,A -2023-12-29 19:30:00+00:00,10343500,1.67,A -2023-12-29 19:45:00+00:00,10343500,1.67,A -2023-12-29 20:00:00+00:00,10343500,1.67,A -2023-12-29 20:15:00+00:00,10343500,1.68,A -2023-12-29 20:30:00+00:00,10343500,1.68,A -2023-12-29 20:45:00+00:00,10343500,1.68,A -2023-12-29 21:00:00+00:00,10343500,1.68,A -2023-12-29 21:15:00+00:00,10343500,1.68,A -2023-12-29 21:30:00+00:00,10343500,1.69,A -2023-12-29 21:45:00+00:00,10343500,1.69,A -2023-12-29 22:00:00+00:00,10343500,1.69,A -2023-12-29 22:15:00+00:00,10343500,1.69,A -2023-12-29 22:30:00+00:00,10343500,1.69,A -2023-12-29 22:45:00+00:00,10343500,1.69,A -2023-12-29 23:00:00+00:00,10343500,1.69,A -2023-12-29 23:15:00+00:00,10343500,1.69,A -2023-12-29 23:30:00+00:00,10343500,1.7,A -2023-12-29 23:45:00+00:00,10343500,1.7,A -2023-12-30 00:00:00+00:00,10343500,1.7,A -2023-12-30 00:15:00+00:00,10343500,1.7,A -2023-12-30 00:30:00+00:00,10343500,1.7,A -2023-12-30 00:45:00+00:00,10343500,1.69,A -2023-12-30 01:00:00+00:00,10343500,1.69,A -2023-12-30 01:15:00+00:00,10343500,1.69,A -2023-12-30 01:30:00+00:00,10343500,1.69,A -2023-12-30 01:45:00+00:00,10343500,1.69,A -2023-12-30 02:00:00+00:00,10343500,1.69,A -2023-12-30 02:15:00+00:00,10343500,1.69,A -2023-12-30 02:30:00+00:00,10343500,1.69,A -2023-12-30 02:45:00+00:00,10343500,1.69,A -2023-12-30 03:00:00+00:00,10343500,1.69,A -2023-12-30 03:15:00+00:00,10343500,1.69,A -2023-12-30 03:30:00+00:00,10343500,1.69,A -2023-12-30 03:45:00+00:00,10343500,1.69,A -2023-12-30 04:00:00+00:00,10343500,1.69,A -2023-12-30 04:15:00+00:00,10343500,1.69,A -2023-12-30 04:30:00+00:00,10343500,1.69,A -2023-12-30 04:45:00+00:00,10343500,1.68,A -2023-12-30 05:00:00+00:00,10343500,1.69,A -2023-12-30 05:15:00+00:00,10343500,1.69,A -2023-12-30 05:30:00+00:00,10343500,1.68,A -2023-12-30 05:45:00+00:00,10343500,1.68,A -2023-12-30 06:00:00+00:00,10343500,1.68,A -2023-12-30 06:15:00+00:00,10343500,1.68,A -2023-12-30 06:30:00+00:00,10343500,1.68,A -2023-12-30 06:45:00+00:00,10343500,1.68,A -2023-12-30 07:00:00+00:00,10343500,1.68,A -2023-12-30 07:15:00+00:00,10343500,1.68,A -2023-12-30 07:30:00+00:00,10343500,1.68,A -2023-12-30 07:45:00+00:00,10343500,1.68,A -2023-12-30 08:00:00+00:00,10343500,1.68,A -2023-12-30 08:15:00+00:00,10343500,1.68,A -2023-12-30 08:30:00+00:00,10343500,1.68,A -2023-12-30 08:45:00+00:00,10343500,1.68,A -2023-12-30 09:00:00+00:00,10343500,1.68,A -2023-12-30 09:15:00+00:00,10343500,1.68,A -2023-12-30 09:30:00+00:00,10343500,1.68,A -2023-12-30 09:45:00+00:00,10343500,1.68,A -2023-12-30 10:00:00+00:00,10343500,1.68,A -2023-12-30 10:15:00+00:00,10343500,1.68,A -2023-12-30 10:30:00+00:00,10343500,1.68,A -2023-12-30 10:45:00+00:00,10343500,1.68,A -2023-12-30 11:00:00+00:00,10343500,1.68,A -2023-12-30 11:15:00+00:00,10343500,1.68,A -2023-12-30 11:30:00+00:00,10343500,1.68,A -2023-12-30 11:45:00+00:00,10343500,1.68,A -2023-12-30 12:00:00+00:00,10343500,1.68,A -2023-12-30 12:15:00+00:00,10343500,1.68,A -2023-12-30 12:30:00+00:00,10343500,1.68,A -2023-12-30 12:45:00+00:00,10343500,1.68,A -2023-12-30 13:00:00+00:00,10343500,1.68,A -2023-12-30 13:15:00+00:00,10343500,1.68,A -2023-12-30 13:30:00+00:00,10343500,1.68,A -2023-12-30 13:45:00+00:00,10343500,1.68,A -2023-12-30 14:00:00+00:00,10343500,1.68,A -2023-12-30 14:15:00+00:00,10343500,1.68,A -2023-12-30 14:30:00+00:00,10343500,1.68,A -2023-12-30 14:45:00+00:00,10343500,1.68,A -2023-12-30 15:00:00+00:00,10343500,1.68,A -2023-12-30 15:15:00+00:00,10343500,1.68,A -2023-12-30 15:30:00+00:00,10343500,1.68,A -2023-12-30 15:45:00+00:00,10343500,1.68,A -2023-12-30 16:00:00+00:00,10343500,1.68,A -2023-12-30 16:15:00+00:00,10343500,1.68,A -2023-12-30 16:30:00+00:00,10343500,1.68,A -2023-12-30 16:45:00+00:00,10343500,1.68,A -2023-12-30 17:00:00+00:00,10343500,1.68,A -2023-12-30 17:15:00+00:00,10343500,1.68,A -2023-12-30 17:30:00+00:00,10343500,1.68,A -2023-12-30 17:45:00+00:00,10343500,1.68,A -2023-12-30 18:00:00+00:00,10343500,1.68,A -2023-12-30 18:15:00+00:00,10343500,1.68,A -2023-12-30 18:30:00+00:00,10343500,1.68,A -2023-12-30 18:45:00+00:00,10343500,1.68,A -2023-12-30 19:00:00+00:00,10343500,1.68,A -2023-12-30 19:15:00+00:00,10343500,1.68,A -2023-12-30 19:30:00+00:00,10343500,1.68,A -2023-12-30 19:45:00+00:00,10343500,1.68,A -2023-12-30 20:00:00+00:00,10343500,1.68,A -2023-12-30 20:15:00+00:00,10343500,1.68,A -2023-12-30 20:30:00+00:00,10343500,1.68,A -2023-12-30 20:45:00+00:00,10343500,1.68,A -2023-12-30 21:00:00+00:00,10343500,1.68,A -2023-12-30 21:15:00+00:00,10343500,1.68,A -2023-12-30 21:30:00+00:00,10343500,1.69,A -2023-12-30 21:45:00+00:00,10343500,1.69,A -2023-12-30 22:00:00+00:00,10343500,1.69,A -2023-12-30 22:15:00+00:00,10343500,1.69,A -2023-12-30 22:30:00+00:00,10343500,1.69,A -2023-12-30 22:45:00+00:00,10343500,1.69,A -2023-12-30 23:00:00+00:00,10343500,1.69,A -2023-12-30 23:15:00+00:00,10343500,1.69,A -2023-12-30 23:30:00+00:00,10343500,1.69,A -2023-12-30 23:45:00+00:00,10343500,1.69,A -2023-12-31 00:00:00+00:00,10343500,1.69,A -2023-12-31 00:15:00+00:00,10343500,1.69,A -2023-12-31 00:30:00+00:00,10343500,1.69,A -2023-12-31 00:45:00+00:00,10343500,1.69,A -2023-12-31 01:00:00+00:00,10343500,1.69,A -2023-12-31 01:15:00+00:00,10343500,1.69,A -2023-12-31 01:30:00+00:00,10343500,1.69,A -2023-12-31 01:45:00+00:00,10343500,1.69,A -2023-12-31 02:00:00+00:00,10343500,1.68,A -2023-12-31 02:15:00+00:00,10343500,1.68,A -2023-12-31 02:30:00+00:00,10343500,1.68,A -2023-12-31 02:45:00+00:00,10343500,1.68,A -2023-12-31 03:00:00+00:00,10343500,1.68,A -2023-12-31 03:15:00+00:00,10343500,1.68,A -2023-12-31 03:30:00+00:00,10343500,1.68,A -2023-12-31 03:45:00+00:00,10343500,1.68,A -2023-12-31 04:00:00+00:00,10343500,1.68,A -2023-12-31 04:15:00+00:00,10343500,1.68,A -2023-12-31 04:30:00+00:00,10343500,1.68,A -2023-12-31 04:45:00+00:00,10343500,1.68,A -2023-12-31 05:00:00+00:00,10343500,1.68,A -2023-12-31 05:15:00+00:00,10343500,1.67,A -2023-12-31 05:30:00+00:00,10343500,1.67,A -2023-12-31 05:45:00+00:00,10343500,1.67,A -2023-12-31 06:00:00+00:00,10343500,1.67,A -2023-12-31 06:15:00+00:00,10343500,1.67,A -2023-12-31 06:30:00+00:00,10343500,1.67,A -2023-12-31 06:45:00+00:00,10343500,1.67,A -2023-12-31 07:00:00+00:00,10343500,1.67,A -2023-12-31 07:15:00+00:00,10343500,1.67,A -2023-12-31 07:30:00+00:00,10343500,1.67,A -2023-12-31 07:45:00+00:00,10343500,1.67,A -2023-12-31 08:00:00+00:00,10343500,1.67,A -2023-12-31 08:15:00+00:00,10343500,1.67,A -2023-12-31 08:30:00+00:00,10343500,1.67,A -2023-12-31 08:45:00+00:00,10343500,1.67,A -2023-12-31 09:00:00+00:00,10343500,1.67,A -2023-12-31 09:15:00+00:00,10343500,1.67,A -2023-12-31 09:30:00+00:00,10343500,1.67,A -2023-12-31 09:45:00+00:00,10343500,1.67,A -2023-12-31 10:00:00+00:00,10343500,1.67,A -2023-12-31 10:15:00+00:00,10343500,1.67,A -2023-12-31 10:30:00+00:00,10343500,1.67,A -2023-12-31 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b/notebooks/part1_flopy/data/unstructured_grid_data/nhd_streams.shx differ diff --git a/notebooks/part1_flopy/solutions/05_Unstructured_Grid_generation.ipynb b/notebooks/part1_flopy/solutions/05_Unstructured_Grid_generation.ipynb new file mode 100644 index 00000000..66d223f9 --- /dev/null +++ b/notebooks/part1_flopy/solutions/05_Unstructured_Grid_generation.ipynb @@ -0,0 +1,2947 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "81c052ce-0ca3-4f8c-a6e3-f626433018b3", + "metadata": {}, + "source": [ + "# Unstructured grid and general mesh generation with FloPy\n", + "\n", + "In this notebook we'll cover how to build Structured and Unstructured Meshes (Grids) with FloPy for use in MODFLOW models. \n", + "\n", + "This notebook will start with generating a simple Structured Grid and we will use this grid object to begin developing Unstructured Meshes. The grids generated in theis notebook include the following:\n", + "\n", + " - Regular structured grid (review)\n", + " - Irregular structured grid with variable row and column spacings\n", + " - Local Grid Refinement (LGR): A locally refined mesh that can be subsetted into a second model within a MODFLOW simulation\n", + " - Quadtree Mesh: A mesh with a four fold (quad) refinement for each grid cell in a given refinement area\n", + " - Triangular Mesh: A triangular mesh generated using Delaunay triangulation\n", + " - Voronoi Mesh: A mesh generated from the connected centers of the Delaunay triangulation circumcircles\n" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "296be634-fa9e-4373-805c-15952a73baa4", + "metadata": {}, + "outputs": [], + "source": [ + "import warnings\n", + "from pathlib import Path\n", + "\n", + "import flopy\n", + "import geopandas as gpd\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import pandas as pd\n", + "import contextily as ctx\n", + "from dataretrieval import nldi, nwis\n", + "from flopy.discretization import StructuredGrid, VertexGrid\n", + "from flopy.plot import PlotMapView\n", + "from flopy.utils.gridgen import Gridgen\n", + "from flopy.utils.gridintersect import GridIntersect\n", + "from flopy.utils.lgrutil import Lgr\n", + "from flopy.utils.rasters import Raster\n", + "from flopy.utils.triangle import Triangle\n", + "from flopy.utils.voronoi import VoronoiGrid\n", + "from shapely.errors import ShapelyDeprecationWarning\n", + "\n", + "warnings.simplefilter(\"ignore\", DeprecationWarning)\n", + "warnings.simplefilter(\"ignore\", ShapelyDeprecationWarning)" + ] + }, + { + "cell_type": "markdown", + "id": "96fbc012-0c27-4335-9cc6-2314b5e445e5", + "metadata": {}, + "source": [ + "## Creating a regular structured (rectilinear) grid\n", + "\n", + "This activity will start by creating a simple sturctured (rectilinear) grid from a 1/3 arc second Digital Elevation Model of the Sagehen Creek watershed as an illustration of how we can create an initial mesh that can be used to develop a model from.\n", + "\n", + "This is a quick review for more information, see the previous activity `04_Modelgrid_and_intersection.ipynb`" + ] + }, + { + "cell_type": "markdown", + "id": "a140b317-5a20-4af5-9e1e-07392acdeb2a", + "metadata": {}, + "source": [ + "Load the Digital Elevation Model and visualize it" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "32163ef9-ede0-4cdd-a238-c64b8bef43da", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "data_ws = Path(\"./data\")\n", + "geospatial_ws = data_ws / \"unstructured_grid_data\"\n", + "dem = geospatial_ws / \"dem.img\"\n", + "rstr = Raster.load(dem)\n", + "rstr.plot();" + ] + }, + { + "cell_type": "markdown", + "id": "3e09da28-5aac-43c4-b248-98488e783bb2", + "metadata": {}, + "source": [ + "Get the DEM boundaries" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "11714a91-b05b-4586-b1c2-278faa625bdb", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "xmin=214270.0, xmax=221720.0\n", + "epsg=26911\n" + ] + } + ], + "source": [ + "xmin, xmax, ymin, ymax = rstr.bounds\n", + "epsg = rstr.crs.to_epsg()\n", + "print(f\"{xmin=}, {xmax=}\")\n", + "print(f\"{epsg=}\")" + ] + }, + { + "cell_type": "markdown", + "id": "5b234f85-67ed-4ef0-b6b7-6f4d6cddb9de", + "metadata": {}, + "source": [ + "And begin developing an initial mesh for the model" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "29b63ada-d57b-4254-beb0-e03d7ec9322e", + "metadata": {}, + "outputs": [], + "source": [ + "# live code modelgrid creation\n", + "cellsize = 200\n", + "ncol = int(np.ceil((xmax - xmin) / cellsize))\n", + "nrow = int(np.ceil((ymax - ymin) / cellsize))\n", + "nlay = 1\n", + "\n", + "delc = np.full((nrow,), cellsize)\n", + "delr = np.full((ncol,), cellsize)" + ] + }, + { + "cell_type": "markdown", + "id": "998ebaa1-7304-4cbb-b506-7536a91a0a34", + "metadata": {}, + "source": [ + "Finally create a fake top, bottom, and idomain for the model for now. These will be refined in a subsequent step." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "562186f7-e3a8-47ef-9fc8-7202f98be7ae", + "metadata": {}, + "outputs": [], + "source": [ + "# live code modelgrid creation\n", + "top = np.full((nrow, ncol), 100)\n", + "botm = np.full((1, nrow, ncol), 0)\n", + "idomain = np.ones(botm.shape, dtype=int)" + ] + }, + { + "cell_type": "markdown", + "id": "7d9a5b38-de02-45ed-85ea-57d596c7e0eb", + "metadata": {}, + "source": [ + "And now we can generate a `StructuredGrid` object that can be used for developing model inputs" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "7b52fe9c-991a-4c1e-a088-cd080c13af5c", + "metadata": {}, + "outputs": [], + "source": [ + "# live code modelgrid creation\n", + "sgrid = StructuredGrid(\n", + " delc=delc,\n", + " delr=delr,\n", + " nlay=nlay,\n", + " nrow=nrow,\n", + " ncol=ncol,\n", + " top=top,\n", + " botm=botm,\n", + " idomain=idomain,\n", + " xoff=xmin,\n", + " yoff=ymin\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "9232a243-d892-4aac-8af1-191346429ecd", + "metadata": {}, + "source": [ + "We can plot our `SturcturedGrid` object over the existing raster data to check that it is correctly orientied in space" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "88b9c624-fae6-4ebc-8686-11d4bd159da2", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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VpqRde4Dnn5tT+EKWe+zcCxx5hgII+aVRJ7Bzv8ORp7qZ8YGzT8EbTntdk5+VlRX8yq/8yuK4qUV3LG/HKAIL78TpDj5j7ibAdSdXcPtSvNOhk7TpHLiOMwGu3dTde1GcGKkIomu2rOBLx3vusVD94a1bV/ClY8vNMHzW+y3LK/jyC8vZXfM+CbOQSVe2q/at4J4nl1P81HF1HsH98ld391KYrOsZK4ArXrWCe38yXZmveFU9D4sST4Zy1EIODrhy/wq++tSymLnF8on7KTzgvMflrz2K+3+4PfUFU9ApuvTAMXzte3xfgSWR8hT30tOO4mv6TgcggQWtHA6dHu42CDy7sU93WMD7tLKGADguPPcEHnp0M/ymUV6toP0U+f4KhNUL4LLXHM33fbQEavC7/HVdPVl+AIqVOOvei9YyfFFHA+ZJqR3iLBUgYAW5MuO6O0vu+9F2sS/F6teRevs35wvgylNXcO+Ty7IfGUqfqXl3jCEL0r0rYvx7KcuAdI/FJWeu4sG/21q9k0XTxWet4ut/u1WCCV6NAcTeq0vOOIYH/8G4f6SxCnPo9C5OltU+9/V4J0fo6wBw0dnH8dBjWxAVrL6DCJCfeM4/7wQefnhzaAOfw/qcJt9vcd4lYzzyYH0CZrXNuYcmePQBeS9lsSeN6LxLxnjk69ak0Ce+ogyH7+69eOyrk8xz9IcX5Yh3Wpxz7RZ864vH4fwEV7/tTLz3ff9PlRegm5z/yq/8SjMMsEGBhVx6lJs1PUi3xNMj8bNJWAb0Iyf3WsQ4lRlPlYfwW/sUUjh78VMGlgC8ztOUVKRFfKyb9fnact+UaTRBBSkSC2wMyV/vs8nJDGnUyIAvKjLyZB4hDMvkcbHRks2OLw0Krn5EgCTGGqkVipEEE+lPn/DJ2+9txU/119qo2dzEOUWY6SmP9MQqD/55kZ61G+4sAxyQThQIgMHheZxbdTPL2AlxiirgtHRHn4J6o2iQV3p1/k55syziCMyzVxWSXsOxyyHl0Rs342UiVp6JV2fvcULMu5ZX+3m6vUexjLGjuEoC8+34GxJYJMCQBqUCF6GTiHdQ35rQ5k6XhUHqa47euT/VBk+lTVnY6SD6Mp2UzqwCuC9eMVgp2nqBi7XQAFBRHM8MEwl9M6JOV7cpyy1xB40iCyiko2zaj/qSTkQfuRNyIvIeV1KQy523mXnZtx1oA2cANeFCrFRHI6o/Jek9acBZAEDf8VMzzDyo2PE3QxqtOI6KYaE/5ObqvnMDfhJYmlC7WcBBvExZMc26pgz7dFCDryH7xqoTJB1O8RibSpwKEYq/UiemMw/e7FRT3s1uUum30VMcw6/FT8/ETO2eixYVaIwFh5u6y0xLGxJYsHDMHSVeGuOSYzqLzGABCBs3PTBxqY3EKR5H/ZzdAdV51G+NV1JWTrvXBO4sIEODhTyCcxkNcFF7H5R9jc9ZO74lzKOCZH9H7twOtfKRW7rdM65oEoj0Kq5Q+AZZS+rcTwoAKdojS3jeiCyWYEkJmEIxrkQ4pI2b8R6LXEetMwoyowgyaidGuAxMQ1cuGPDbaceBu75UHV6q3dgtPptgg+SF94Dje3RikGof6r+RNsXXwYw+XnyKb8mYZoYD3XWdacXLWl6DmlpDGPJHdEmKNy1olcBeVVhD7k4HKGDUEyshI42kr0h5BUbl5KNkcOgJnqG0MYEFINF1eO8+bxDqjR0+XpAF0rUe3cUt/N3VSN+nf4AWJDUylYniNblrcDE1oDCUEBSQGAAuUrBpOqgz0rSDDU7LdNcAgwWZkTgVWQiiNDhDXn7kQr/wZhPHtJKHIzASnUm4Mc8FT7qNAXtWFZRHdXmc+kxXBqTVichfXNGLKxc6k6JviIKGzNTSzZBVCZNfw92jRxHMAC6GDJshFzxZMoCfi8lFJfy6HLWdhSwZ00P2uDJKo+UaUIKK6KYrhPrd4FV+Htjg53BZVB8pMCL4AyDQvShUT5o6HdWP+DNZgUCHMFt4TT8+pqUNCSw8PMSVpjR4klBmwUhCIcnTEeAnnQPjkCSgYzQ9c6soDZNP5e6UX+8Mz86uDDSEWuCCeKrGreTdByoG8cgDUfND7ZFn4BTPlfFSu1HaSXCRQs0rU7TMqZLTgMGPZPreqD+df/KPTlqh84zV0x9yv0yROS7XT9qg6YS7qDsuh247DT58+y6GQdToG7XV7peSNIgEvVv9U4Stlcer9jOoqGeeKxjxuvQqewsairkX0LWoTzYY4DXWiQOS0jVBP4XVz1lOdg/2ZVgtBlVgh/kpZQNUmKs28Wpv4j3J4TgYKZxUFEa+Xr2sw1jakMAiLvN6boR4OiS2k/QyZ6LOodsQN3EZaFB4AS6AIpEC2VtCh2d9gJi1FvplSOeozWTZOyoUS3lY4KJGQ8bqWjq0U9GjAIz1OlLv1vNASneZ6PzT5CFcPRzDG7wKPwVkxAwlOhLw0bKCP5UyX/mbMydkucVy0eVYFX4L4R/rL/YPTY3+3uqj1XswanFa7Tfld2kONc3lTr1UAxWV9OPYap7G0O1dCVuegqiyOIxcWU+aBp3yqKavBkX8FZlyZtJfyqUstDO4VhVrAJFqfsItK/NZP4tYoCKXmd4T6HRJZ8Xry7kY03VXBhPz6uiSNiawIKUDIEnnDCgyOu4aNm/uFDIzdYTgr6F0C1BYPNGzJYxi/+IZESsWXhK0OrTlly6XKdlskjljeDHJqiMnx4qloGcBFQlQhd/iEzAyuOgmRta0T/FKkU3FUwYLacMEFDmcas+KYIt7Kbyun+BXnegosOONPOLY8EVAlAHXOFOa10SrysrQDDT4Cs/TgAqLkaKN9WyzD1QMpaHtowCyI/faRKnPeJsei0WRG2NJ2BKJM3vFl5TJ4bOHNWlqNUwh03PYmcEFp5NklwIVmi3Nr9hzQQhr2lWVOR/vG/UH+emj/P04dFraqNYNEJ/AhwAXTocLv7SbPuWB0i3mXRB3IFaOOr9RDusNPkT6epCrvGVZKp3KUjBacMzaHx0KkDQkToyn64hPMGj/Kqio5K3r1mu3Fn8AxIkKSjOlY5SpCUQq7WtOOIw21isRqc/HcDGS0V/NtHV/1GWYr4zqTW+uG898o31nJTVmhOyp8JD+tDslWVvV0O7VlYsamGi9Kz/BZqsP92Q7JE8fPGO9iTGeZLAeey7zyfIurtBVeXayXFY/H8Cz6WfJnJAn55e6gaOjqQxoGllWyWzzeQ/YjbpiMfLdH5AEiTQhC3gfzv4CefPmRK5cpAMkES3y9+kYBpUOUOlsorNXOmACLRSkb4Za5EXIV5SlEiYzl/20whJMGn6WHOTBK/in/AsFqQV1dKsAjhSupfgUz2JvQrURDUphXeZdBRiqCKMwLE6ERDdqB5Fkpb2SUxDApbAcxhhNDuVnwsCI3uQ6F9JlWkeaprkjFUrKVdy0ktVVXstYAAdvund+7bTSbayNMMUG1VaF9ICJpqE80T+M8WLJlCR8Jb/O+7TnCZO8nbobK3kwJ3kdOmgMl1d9w96g0MkTf/HOmAboybLToVgxsGSPuVG14s/HztLgsgTtFD2XQdKcwcXGBBYG6oz7LRytA6c9GKJTELhw1Mau66ZAB0TSLYcyE0pH8lOgYxDCpvgpv5CHd8i3PyoFLrqZoZQyKKpQTM8bbBf1R17Odu+jKIirPFmCO7prUAEDVDjFnDU9rSmwnjFrAQAzTg3UVMd1MF+t7RNQfv0igRjRfcoZbg3+GBDyFRARVzcVkDlbKt2HbEweTH074KsbRdDTLm0qctSgYiag5IetUljp9r0zWWUeqrNa9VVL1/KrvHf9Lp/PSSyNArjwAEYRTLhu1XkSRXfXsYQYNjpbseEZQJp5FUiO+hcztJaTF65d1RLElCwVicUY/MnIUyrrcEpkQ9oKef//T9kKYVK1ceqJMZ7c1LhjP/ap8LvfTzrbIiSBW2NtnxvjKb/UHnSKv/0YpzwcuVtlcAi2RcbqXv5CKOUp7Smbx3jmRGm7oFaOvZvXaBthljg1YBPcRRlcJRLFPGXTGM+crNhG0OX3lTL0jKTB9h2CLNDhC+657/lsS6FUPgSgIjJ1nT2I51ao7zE4q7zv3TLGM8crtjwM5bV36xjP6TI36knYtKgRxd+7PdsWGYoBanYqdB8SPIUy1MKwW1FHPYylvtqQLzoZ0TcGSPBog6XaVor2bO/6xtA6TbZFdPKVBFIbWOO4EoftyLT6XPTbvTzG4RdG9bIq2bxr5wTPP68335V5xDi7dnk8f7ivhmTkZF9EpFQmHmMV9ktEcmFcUzl27vE48qwRzigHvMfOfSMcebq7je3A2XsXtkLWQrfv24LR9i3K1aVGArpfN3G4/rlj+Ktd2+Am2b9bIcg2RtwEyZbEdSdW8MXRMtwEwo5EyCG3cegJ1y6t4E6/nECl2C+hd8CEDvQ2T3F8VizpAhzlds22zrZI4Z/KGfjzHpgAb96zgq8+u1yEqwGZK08l2yIDqAg/YPZ25akruOcplUdtZQLAVaes4O7nQvgREK1FCkqC3OPNe1Zw97NkTyX6c/tR/V15arAHoYClKIeaoV7+6gE2Uoiu0DZY+IhgaDcXf8e+s6Xwna1Ff3BqB3m8xvuSN65mew3p7oowy4vvoxzej0I7PM08Ub/Wzz7YbIk2Lay6UnV22es7mxbVcBQWkLZF6uGlR2crhCYWdJTRWv267PUVWyEWAHPAFfupjpSfRVftDeGpTYVtGlIgkaKtmlq9iPrwXT09EG2qKLsxpcLKtjx4lt5SoZecsYoH/35rSNIYa2qsHjo9tAEB3eSvx3Wgy15/FF/7wXY1Hn0h79jeydf/bmseAzx2UMa98OBxfPOxzVJmW5+NgmmH8y84iYcf2pTcUlGFLJAVK+yLALnvufDM5Y95fHOTGFcA2f/x6Ox+TDyc9zj3ModH7/XBdgoDCh/6FLt7nHPNJnzrzhOA9wtbIWsma5Dzh+HoxMcHeayEVu6+7YV3utei2+jpIMZX6NdpRY2zsgbVCKqHkvBDwiHiueaW4jjlrxRgPFEQBafjcDGML6tOlIXKK9y10G/M+Exy5bMW2FrYIwxWc08DjTnRrppPDSoMvz5eG3ipl+RKbcW2AQu1wFcGQT6kUyrFoh9WmTB+uZ6prZsXO4Ww5qcOo+7n+klkAKmi2O1myI7UD62wlp81JsRAVeGForOYknHaR1U1+kApOApeXYradzeJCSr6qAIktD+AvN8t4YTyvhRrj0i6/juUtStL18Esudnuqw7F5w863lycEkmMeZlGDzn6UwUUjy4Fyhl3e0WQB2QsN0K5FxdkrQM1Zg+5N1EYBhJgBe0RN/gITEI9Qigu1JVMoRTZLSJu/qit0m6Bi5SmV/4EHlKQESkgTtPqzK2+WROmll8fWYKH6kqf8ki7xqksnYMRXzcQsvvQC4RairRaRa3604oryovY+YZAFRJs5kmSyhjQqev+YYUx+4MCLnGDXZOG9ouBVfCikOqThR43OouuT5GUArLNlR6jDqp7MHriDSKH5sVnfQCriDWtHFBpOXLkPRc8tOWtyQQuYlp6PBUClfY4UVBRFqM/VgEJXAkqhtRDApcEaAT66TRUzkejfSeScqoG500bE1jwqRDAGBGh0qPTCJ1RJ9GIuV86yLbTQKNoQiVZ7GVV2dl1ZxArCpJrs8sUqxXN5xJxiDQjQFkvAa8VK2dTA1/07NMAHpZXum+hASYKTar9K9FqeYrfIVQgwJ5MVEcowFdf5tyZOL1GWUX/N9AIC/ahqxHTrFqsr6hU5CrPPeELUOGNYL707AMGrVWKoRdllRnZ/ha46GRWT+Q1AIncbyHEU/41NnSybEhhM+/26aWwKigjFSexUsJaBtY2czaoN4iBYrKOIX5jhqnMucQ5ISpQQkke817B2JjAwnlx3DR1Bu4wESk4dA2XvoVRQ0UJSlo+KbqRh5/IJk3ZF/zk3xbqT/ZJVBgTSECNAQUOWGAX+ioqgXh3B4F1E1zMg5TgtfyEoOA6Y0DhVDiVhHgpqzK5i/0o7K5ZWw9gJTLAYCBjxoUCrggCR9ejTt/lrl1jo8pjra/NCC5ebtTCmIkqY7gZUfU3sVfGiDP1CkYIUJMVVX51ugxMzQFmpNHjpicOxbHcSvJyglVacxHHR2v88WmR8C7ARQ4o4vV13SQfp+nj1iSmqP+gi2JZ47jysQwSSPD/6ZiZnTbkBVnFbCNeiGU9hzBeuHfOXg+CAiCoS7WQwxcX5DCo4HiAyDemKzo2pVUVeo7CGc/Q8Ry6TwkJXBlxHPX7WQGGTke5Q/HrmZdo32IUec18eKiycpqcRy6xuY8iCRcvn1P4F4OG1G0TuTb8RLvaEr8pmCkd0Q+4f6tnq8+1aOi9H3Mjq6wDeNbjQMuFQgf7Rh+qgAZnxbGUD6bon31Ksq8/DQAVcx8qxlj2QcvWQIk1AfGcgEjXFTKjaZ10LfIvMdqoJS0PAeRLvpzwyxtBWX7HMCGQ5nexYjEfKvbUmJcQAMW01qG7PEvc7+67nfNsK8TlVJo2FQrF5+29BPoZlKiSWAb3xcxT3GXBYWMawTZGnAl0+LisHVGU6DmEFOtmGdOApnetsEauHl6lqydvGiikoJ7cDVCRnnuoWh3VKWKdalG0oknhKplbIDAKol4FrmfOBkgR9mUsEOMBsRzt5gfQ5oY/knDOTnpGnZ41YBpCNWDA/Y1PLMQsuK9WwEQKV6GZ61oLlLUSKUfxPpSm5aM2GLlcTo2f2KEb8WV4chgqJ/Q4MQ4RFLwKN9fpo4nLpwjTPR80EL2X446TW4eNnBsSWBTyLvaf1BOUZIwKy4fGih3Qw9xjITPxofGVv+5QGlRowAFbKCSFbiTZKjRjKXHiReWda8IAF4qfacDF1IACEFeaJxRuhbfStDKvzAp19FlARUqvxcNMmpDmWPOXB02eTC/DsWb5NI6xzquxRD0NQF1vMsbNrG3a3AfBUb0KHwEGuddAps3XMBQ8yFS7NaMYEm6Wvl6JU91UXS1m2aFYVrEMBSTYFTLNGf3WvFyKErYYVcqA5XDOVOmfymQAQSf5JXRHUFPYeKuo2g9Trbv5Drg1fQr5xCc+Aeccfu3Xfq0a5q677sI111yD/fv3Y/v27Th48CB+93d/V4S57rrr4Jwr/t71rnelMH/wB3+Aiy66CLt378bu3btx9dVX4//+3/87G+MtMNgaEI7/fEUaAGnGAxJETk1KKK6pZB3sWRMr0donkfBrffaofQrxKj8dns9ZizzYXoTisai3yGPDL9VThc8IKDzxostqDUL96SlnSRIEWYCbd4NQuKE0k/I3ylBNt4LQUh3OQKKeuNO24igWdL8vyqQE+dQ0TZx1sIXQzm+KsNyOPg7p8r6S5EcV7bz8K9P2UulV+0zme+ruaiIcxca0aVpJ8nikhMtyD8zNSWHAMpTdxbXeUH7T5Fi0hXoHJGBsJNrtkYqgw3UWisMvEH7pM3b6JNLkb0ghhtPMKxb33nsv/vAP/xAXXXRRM9yOHTvw4Q9/GBdddBF27NiBu+66Cx/84AexY8cO/Oqv/ioA4HOf+xyOHz+e4jz11FO4+OKL8Z73vCe5nXbaafjkJz+JN73pTQCA//pf/yt+4Rd+AQ888ADOP//8WYuRKaJSfhfaxskZCT3zpw8zzbRXQyIJz+lU9mNkXkIcr926BCqsQY1DwadgT4McLq5A710szkPwY80AYpDWAIZSMArgxASiktLAw1L6TYXl1R+ombTfUFBRtE1+HTxue4R7wZs19fX5t6zTgVqPgViP8mAQ7eiB+6regc+rfUMq58XY6GntU8pUVsJgdvRg0f0tuimQwYpz6rIbM9BBLU/tZmVpptHqJ1b6ysmUCdGjlqYWbJzFevSTqQbxFJQ+tehBVAkOVOs7A/jweSQ9B3BKaNXFvL2f+2oFMCOwOHLkCH7pl34Jf/RHf4SPfexjzbCHDh3CoUOH0vsZZ5yBz33uc7jzzjsTsNi3b5+Ic+utt2J5eVkAi5//+Z8XYT7+8Y/jD/7gD3D33XfPBiyK9SfqO7VO5CA/h9BzF8enJJN8j0KV/DtPiZg1mUJdKdu8tBzAhVdJWXF92Ye9Q15GK1BHzs8lkB32X1N48TnF29VnAi+gDihUGcxVFMi6aJW9FOheCO8UhoW69q9RK0xNWPQIEQ5XKOAGX+Jo3BAy6k7ULf/WiIAMgwsrTMOh6VWAC0OwDi3yUKqWeUBGfKrGVH4MahsZzgNUTEU1oOBnrOO+CNMmWKujuSjIfgQxNcgdwpe1Ec+K1zTE1Pn5kev0TrxReULG1+LpR76JFMb7GmmmTyEf+tCH8K53vQs33HDD1HEfeOABfPnLX8bb3/72aphbbrkF733ve7Fjxw7Tfzwe49Zbb8ULL7yAq6++uprO6uoqDh8+LP4AyF5RvbiAyFG4CCLCc7Hbnd35F1DL9hIFeKu/UBp6NcMDydx7kZ5T6XFcUhQcrloOlY93yKcwgLIMTroVpHgsPmEYdRrvpYjXTEPHa+VF/tbmNxFdg4khoILT7GGlGt9iuzat80XXsXOrBZhSiIvTIhzXUvDcN50K5lD06+J5rdQCP2v9HDINnz3iRYgfI44GtlNRTYnNS+fSuF1zkpU2GfppzKyfaZmq5LXWk0hNudHTrmvZYOvRyeb0OSTk52gZKl265i1LmfOhqY2Q3Xrrrfj4xz+Oe++9F9u2bcN1112HSy65BJ/+9Keb8U477TT85Cc/wcmTJ3HzzTfjt3/7t81w99xzD6666ip89atfxZVXXin8HnroIVx99dU4duwYdu7ciT/5kz/Bz/3cz1XzvPnmm/HRj360cH//79ykjJDVUeCpqxM8uWWUpaUWAPTrAJx6cownl0rjQDX8kgyKVUCGNWs4dTLGkyPLCJkxhUPOo7V5jMuwbzTG0xPDIJcWiL77d8omZbTMSp8iFkbODNaFo+uMhD19smKszaB9S7bhNeab+Txlc2c4ypFbqxyDDYpFctMbXxPhdVsXbU+GnSrAQ3cRYYzLKX8NDLgMJ8ggV6s9PHCKKkPJkCzHICNkRGyYithsUtMImY7sgD2xra2EDdFxSjRC1lM3MXoy4sf1Ya1mDChDjfZsmzL8tOlPE97J8AJwNqjoG1b9UB8zx4M3Aoef3TsmwmhZwY6Ku2unMhBWhCkddu0Gnn9Oh+EEZK67duc8GiI1+e/a5XHk+TiYfepH+QZXuWKxc7/DkaeCEbJzTnlpjJB973vfw0c+8hHcdttt2FazDlqhO++8E0eOHMHdd9+N3/zN38Sb3vQmvO997yvC3XLLLbjgggsKUAEA55xzDh588EE8++yz+B//43/gl3/5l/HFL34R5513npnnTTfdhF//9V9P74cPH8aBAwfwxddsxmj75hyQNHmCWQGS3/Dj4/j8qVu7mzcjTPdQRsny8/UvHMUXtgWDX9GQECBnvyQ0rju5gi9uWs64hWfuvCKBjNDfcWwFt28hI2GsaAIvaSncA2/DCu6cLEvFquMST2/d2hktK2ZN9J5/Pd68uzP4JQRiTbm5zkDYV59dFm4I5e/eaYYcyn/1zhV8eWVZJsojKv4Gt7csh/AxaNwAl4w7ebEp7spTOiNnzkO41yga16qSUfjLX7OCe388pRGyJ6JhNJ/6UzZw54Nfx++h07PhKKeXNh2gL8Y69DPH8MD3tnXBgqExvdrW9cEg2EbAFa8KxuA4nGEsL9XrvhXc+9Sy7BNGH4p+l2njWkYbcLuwEbJaGMmbN42QJVChyg/X8XTfj5cl+DKAWMzySmWErOSBePRd+Ht/Eg0XemHAsFaOS087iq/9ozZCVu+wl57WtTXn36JDpx/DA98dLuMPnX4MD/zDNmseZILVS08/lvivfvYEuXvDQJ2QqXIswHf9+8G/34ZkrEvJM57FA8BFb1rFQ49vRVK+CO0AL9KNcc8/7wQe/uZmCCNxwlCgqmhvGCFjSvWQC3/exePO0Bn3uRiU5V6g8y88iYe/sRT6ke+Mk42D7BhPgMkkuWMywTnXbsbjf30MmExw9dsufWmMkN1///348Y9/jMsuuyy5jcdj3HHHHfi93/s9rK6uYmnJrrQzzzwTAHDhhRfiiSeewM0331wAi5WVFdx66634nd/5HTONLVu2pM2bl19+Oe6991785//8n/Ff/st/McNv3boVW7duLT3WuMyl0yiPa4Yzw8EwmdjO4SFXAJWwEn8xTvhYax0LJV1KN3OGXRcELlJ6pPA5vRSE9ZGT7ikOdeR0z53ihaKoDCTJkygKUFj1otNkqrVrAaR8GTdm4fNzlQYI5rnES8rYF0BwEFHbC+NQui4JuApFUHHTgMVsW6sCY1grjN0kw0ini7Kf2vG4oFPmqcdWGNdFlrVBoQOy+9B2HrrYPHPFBmqNKxXOB/fUJPOQtSqf2iei6jHUqTN0ueM7dLIX+ZZLs+0KNy/97VxsGVm7+EiXJVa2AKAdkEiggiyfZoDl819RkPnQVMDi+uuvx0MPPSTcPvCBD+DgwYP4jd/4jSqo0OS9x+rqauH+p3/6p1hdXcX73//+NaUziLhVaZdVdq5oQjOtJL1pMHkDcYRgA5RXMSh5J5irgIL0rMBFwS9nkt9FOk4UK7Oi3cI/P3LdJiHCBlUlQnl0Ss6ZsxYTSPQ1iREnHcdLZoNRzGBqM4B5E9ep6a/yT6CCZ7AsyHqVZ/nLUcSzBd6YtIAHyk2zyUOmy6CVDEFm3VwDKBYbQ0BDjeiYXkqP+J7m27qlGNRtyioDGVfMgI1w89DJsynWgUzUytfo34Oz9ZW28DJM51Yq8ZnLLBARV154bxWMFbfBr8gmrrAkB5dwQgEu4kRI3eqY+xDx5QE3nmQ+IqggcIGCRwtkrI2mAha7du3CBRdcINx27NiB/fv3J/ebbroJ3//+9/HZz34WAPD7v//7OP3003Hw4EEA3b0Wn/rUp3DjjTcW6d9yyy1497vfjf379xd+//bf/lu8853vxIEDB/D888/j1ltvxe23346//Mu/nKYI/WQh0uiO3NvzzWbI7xbKdJV+ytmEpeTWXQwpDisISq8EGlJKCzkX40WAQJ5a0RQCnOqn2GQZwEUBRvrKYYCK6lFHix8djgcZKeIU1Jd+KV7f+Bo6/loVoOvfSjeGmWR/AYKgBFOTFUZ7AyNpZmYV1T2gI84IqxqwMh4LpWOEGwJA0ths8KxBNf/Ky/Uq4a1MDQUY76/o3zA8oBOuFVB0DNWSll7cr4aMj8a4KMax1RazjNGB4zb2Bxdy8z6NHjmZ0n3YyqcCFM3jneE25wJcgPuDAjbRf6KARXz3GVRgEkEFdT7+FDRfXDH/mzd/+MMf4rvf/W56n0wmuOmmm/Cd73wHmzZtwllnnYVPfvKT+OAHPyjiPf7447jrrrtw2223mek+8cQT+Ff/6l/hhz/8Ifbs2YOLLroIf/mXf4l/+k//6ezMcgexILIz/AbM6NJxUx3FoVitSLurWalW+S35qComI61iAYX51QMlAnSX+7gjN8Q4PvfLrsxt89jyXgoqSDVCfxAuCz+Xs/w8AIuDQVqgz2Ogpb5V9y+8PNIqBfNpfSMewqv4BMJBWyAj1HlaDVZA0dQfRjvp6hQ3HVYTMmhouCnJBBWtwI5YMUCGyaehLAXw4GcGHFXl2F8R877HwVo58LUXqw7WgEnNFbGCAeM9pZE9pqkXztaSm8LeSGrTno7aBwgDiPHim5qHAADMIEAnPHzuWx5ipSIDjByO952sB7JYM7C4/fbbxftnPvMZ8X7jjTeaqxOazj77bLQOqNxyyy2zsDc7sbCokF61KOIHC6p5QyhSeKHMp5lJhkjWpxDBrhgZKPp8EvThxbz7oDZONKip8c75tWaFZgHKtLRg8DqOUsI80PQnkJTmRL6n+BUeZqIh4CgMcGuDr63F2/xUVykG8FHMwlv1EQFIq33je00BuY7f5kU9Q8DFFADE4nfQZ5BYP+FZgI0aK166m20b+2tNxg9cqh6kPFv1pMHhIJmEVH9T3Z8yMGlToaZ3L9+nIBPgapnJs0GU1lNTJLE5yw1ur5SXSEoJapWU2HSaAEUGDt2+iujHn0AYhDBg8fPGFRvTVkgfVa9/B9rCPM7GlWAWd837Tgo7L/qrzGfgKDGRdIjuYwc1rq5NRfEqvh5gqsNb7HrtgKAk4G2hVLjFiqE8dX1UKCk0DQgUwKjuq+DfmNW8QYWOb4C8Lm8vwjBAHHynhkxwPmEs0n2E0ml9PrN0julmpcH8Kj8TpHvDL7zP3JTUdnpSaRVMb+bU/UsCYN8AtHOW+omZNpXgy4ikeOvDFWsqycDIpogxA5Kgn3UsxEmWV8OBl+dqJABTveYKwB3BAWIfYtCAsEqBDDK8ByaTHG/Cfc2L9OZFGxJYiNvfm+i94lHthNRJWdiyQPLIGpFnkTUgUyXZET3Kcd9lRTxVBL6J2DVxecI/x+4atEAZv6mWoqegXj2r4Nbni/SdugUq4pE+QAj4at7McVL8fZXWKhMJBiu/AUqmCYSYovDjtkrPmffqhrlKkqnrRKHqqE+0+HIVUEvU3B9hpN8Kv9bLjkIqKAaBxOylbvBqTHr1q5NfB/wwMwlw30L3ekCiWo75tIORvlWvs9TlUDCe0UPpES2LavANwDS77hXTVtkmUbB1A0dsECVg0eXpErBwflIAjbTHwtrIOcf+tyGBBVDp/0MkK4MCD1ifQzxJuOSndJAfebiQjnV4ZDBV+qq2MmriYQUqWDgzUOF6chyPPSlsFVy0wNPQCmh0frli4ftBhafymPnIWtMzB4H6EbtOOXXlFRF745ZRjkowZy6nNSjOmhUAHBw9dncfFoEt3iorCTV+agBXfL5J+TbSUSRaqw/c9KQlEq1mQu9qLFXjxyypTwwJ/2KR7CtTSqXQN/VeXJHmHGhwUvOuy4SeDQBgAUgRb4b8FOZInzSiX5JvBBIA5M8fMYwEEk5s5IR8nhNtWGDRR6Iv6I4hUGug+O6QL0r36D59OJcAbgSMXRJZuhh6bBCDWseLGaOluAkXAQRCyK9ZRs7bGXkrEisSjhRrzWpgDGqN3eim2iPlkOo2Dz4TVFAbWLMcac57+IBzqREHkhFUK1IBMloCqiLo9EVD1kpFlR2tNCtk3nVhBlSZRB5jWxigZ6qjpZX02x1tYNIe9TlHqJ+UvZUf1WXZX2UcuYr14iGNuQCAZBzpJcJIPUBO+/swA7P6mIecXA1eQWMDUa0VY4s/I2lzhSI8F0dIw2d2G1R4CSr06sUcaQEshpI4k0nPrgMItaOmIUKQKzmMAAQBkJjfpqfiMScugbXSwkr4FsvSxFcqdvhlHaeBiCd3My/EgaxARWXlwnIuwAC9J8WuPnFYx0tFOgQiqp8m5jjj6qUKD1MpWBigwshmuuXpNQifVr+LfSfKSwKsoo+hUgezzggp3VmW6YtsxaA2Iqj+xn1w0DHTPlpDfAEqWqBzSD1Nu6q2nsTAHKj0FScmeQJQV5Jk2W2CkiQ7e+qi5V9srvSpPPm2zwwsnAjvxRHTAlAkfwo/Ryg4ta2QVzIdPnwYe/bsMWyFMBFERbAVsnUk61yMQgi/U0+M8eTmykVhhsJ41TjY/ZiCTh2TPZJGHrHD7/djPKUxpOKF5cU+F2yFNNIGcpx9I7LLIZS8TadsGuOZk41rbQV6CXGWGnE0c17ZI9FAQj8DOGVK2x9T2woZEkfxxHYwCnlu1G+vvQaVyJ7tpZ0NU3HQkNi7Vdk74eFixNXtUATTZd6S66hXh/mBtkWUYhlsjyQwENvN7NIGk1PZhPGh7x1TfbWHzLZujLlZ+kZhy6NBe9dgW6Q6ydB5hPEwZCzEPA6vlLZFarR7x7izFWKF1e3igV27JsmOR7ESVVDnaNoKscZFoJ17gSPPqEQLNJt/du4Ltj+Sm/QXIMZ77HzVJhz5yUkAwIGD+/GGAy+BrZCfFrrjtZswWt4E7yWIENOWAOZueOIEPv+qLXl6l2a9FDcpU4frnz2Gz+/la8RdeYTQd2HhgZ89chR/vbzd5qFLNCaT6GdfOIovLG8X4cVsPEYJ+wiuO7mCL462J/7F3QigOOHv2qUV3HVyWdZNDIcyn2u2reDLR8m2CH1usOjqXSv4yvPLEvr3UIpDvHTV4qnuMk9X7Q32GhRPeqNmjH/5a4/ivh9tJ/cuTO2irhS+j6gOLn/dUdz3QzuO1RaXvqGzByEFms/hVdsc+pnOVohQ8tasPHyGuvQ0srNhhiufL3/NUdz7k2CzJa6CBKuz3qGwl5zaIdaFql9dlitetdLZ5Uh1UROoXbzLXhdsi1T6mgVwtX2R2lHZuJIY21pcOa/j0u8Vp67gnidtmzBi/ADABLjiNSu4/4fbS/sgjTlfYe+kUtZIhw6QrRBFcmWre4m2SGqAseCn0VcLcq6wdaJX18w8Xt+1W/GpSMul8HzJGcfw9b/fWsirGl38xlV8/W+30v6EmJZXMrJb2bzg3BP45iObitM9uZ8r3gCcd/FJPPJ1ApH0GUN88gh07mXAo/d6lXYECz6nEVYkzrlmE75154l0CsTpVQpe/Zh4nH3DDjz++SOAB65++2V47/v+RbOO1sVWyE8XMTBQPZnqfnBSHnnTpsvJx81MrrHWKjdvkjar7vDqSyMnY0Z15G+VMSoJX66KMhbwKON7QByzK44Baj76iNIvjkipMNZ31CaosI5xoVIn09CU8WvffwHdpr4arh4pRNHL3BVBXr3xlBxr+w1qq8fFcVD1zFd+izAOSBuAPcoMdBmmqPeqwhwIdNsJ27TWpNedjE8gU1Vr0T6uBBdDNoSykLG8tdwy+pTFWyGTZqQqa6G4LvHhKN+428zJ8OjCuAnAt3yGKBCFqYGKAsBFwe2zjNZ2cWIdR2ZZZ82BtF3CDUPm5nwF6Ko17VD2ThbIhtD28YximumpdxGf4HVfYxujpCbcB3UeVQ6veUP5rtNPM1eHbKGV+arxoPlLVRBiR2QeL7XyuaqsGb+bQK6eWKBCMCarc6bjcWsEFTx7r4GKlj40274IZVO1vNp9VgFE/SYVk/qU5/4lwjrofgkYZTX69+AyzUgpGUMcFGLAl+HmRvNId72/irdAxZRZ9wZPfUT1HeS+xn/NjMSkxPdnrvuqQ7Ae3Hn4UWdbCc4BIyfCmUdSe9irDtCwn02CCvIbkf+0J4B6aAOvWFRISDvDX6BjL8MaCpfTFUdTXYdQOXxrcl/wMMS9GAPEJJcDudgiCdJW4ibxOMvkmauj1F2QUSMKoyfboh4r5QFgLYU7ei78oiAAKisVvrpC0JzJ9MyirPT6qAkqkp8sv6XIitmbftaCFUaYHmJlXxRTzxaNNK2NwADkqSQdHjms95V7UQagrKlOlsyLuK/W6rhXQTFybweer1qYnYrmH7iRU4kjWzbo5zgTb528CH2nk20VPvT4EWLZi4D9sjnwU+uXAWQAgJ/kVQyfdHsDuBSdqavt4soDZeUvt4nLA44H3mhYG01DC2BRkCXleoINUTpD/f0MgjBob2YjjrlpSc8kC0/yYz0R3YPuFnZFtDKMeTT585CrCjDqxFKuBCQcGfDqlDINWh2X3WuzmEb+g8jX21XwX4lugYo+VuYnLgZ0pp5xwMCT+5LoMy776+SEHRpLibRYi8C4byyr8HMho9+4qmeFmqcHBuY7Kw2Rb5GmbBcR1Rv1rgFGJX1xB4+Wn0nPEsAYUmdRbqhfGS4wxJOnhmDzwd/Bd6sYUc5Rv9d8F/zrOwIYXEQbJqosHg7OQvZxQM4ZmW7QTyEz1qL5eSL0uFaSPPHoYyd2Iof2Ml1PEarersGDmpUWICPyROHjTNaP8jOcjCfGoE6L07T41wNZMAa5IhEvvppQGg1QURzxmy9oTzxUjxJqgcXdqHoZV5mGCQSVULK8RDJGHzSp4jdoRPUEMjCf8RmuTGRNnzvmLFCnJevTW708tkfhygpwDjRNFa3bypAFFFog1ur/STa1FKmn+uPGaYARxVcvRR6q/k49OyGfPX/OSMbQnNpH5SA+eyRErxnN8ec5GDYosAjUwcf8PA0VbaSgbV8bCSXeznyW2VORYgIpXnVSlLw6+ZeqKf7FUwAjFCbfi70cTvqbeUT+dAk0juNZvVLIxcwC5Ifyd70BRcqjZ2Zkfv6w0lHxsieqoGKmWTeD4B6FbQHMwWnWgBClWQNHtT0+Jr+uDDcTzRmApO7YaDu7PAPR2bR+LwYN+SSyBh4tgM19tMyswUeILD6t1vKt9d3anxk27MEIACE+Z2YYRDDAluCiKBu5eQ4j0p9z58ZGBxZEaxpzZrsYvdFhOOjQqa1BIBYbKy2h1Uqf4qS0RpDp6LSNPBigeMVXwYOheON7HPQMKIrlShHHl2mqfIoir1EIt1YYekFF44hlf8ZGNLU5q2iXiqJObvOXO0V+8b1YtdCC2IyYadCGvGn5Qs8Ms8FHfzSXwqffXiDEAWA/Vxnr81+PZTvmd0D6U/d5VsCoT1hYDvY0jA/pDm1D7xx8Y4wZUUpw6dDtdwh/cSWXTbQX4IIBhHh2qh6on63XeCZa7LEYQg65F/CzDhN/UxiPdPayFk/Hb4RpHrPS6aRIZkpdQB3fFOJlGPGqwQHnMAL8pNGPHdIlpgkssHdltaFQxmqlIuXnAb7e20yT3MRGU65r1266olhW4FrZtJ/+BDJFviK5KIRaVPFuHzklPwvETEutPtw3XnhMRmJMptqwd6zAmH3qaEY/b5EHCrs9Ii1jPOt9Sa09Vy+CjpiqfQftDxuwEbUqtnrSNvOPIljLMR/3HXCylIDC96Kuq2NnALhIMiYLG++STWgAtBXT+Q5kTGiCRDwWlqoC4HCA0j09SoiByRxoQ65YrEkQDo08SMGjPiOcQyMLfVUBAObqhcWL/lNxi+Nb8Xck3USagF3OlhBVYML8XJLcvHxvgIpm3gG0VPdKMI89oEIfjRW8N+JVeUsJU5Ca0EPZ1kNAxLSz9T4avJrQGBcezk5H9VOxelEDzhZfQ8ZkX/iYbiWs2VaR7xHSUe1BNJX2X0NcprV2iwbAGDLOJFDoV+hFP3Chb3OfGeWVgPjpQP5qRgw37S7COPGTxlZYoUirFSN0R1JjWD6iGvhB4pPc4HJaKYzKc84gwqKNu2JR7bgFNq1TLyIFIcWcp2kRNYZqgcqmYummNkO472ZEPhzhy25TEYWPAAI+r1AwPnbRr8abLrNOoCiAktMEMmorAUM/bUTwUgSnDIu9HDVq+Zvl8nX/AaCieI5RZwGuLSVacW/2oUa/bvo1yeWlYu1TvfXRdq6BiuoOf1dhuZYOct9KfjwxdnlWLXgZobs8CQ0Q3DNGqrN/0jdTV/+8FFPtvDHK8jrDrZdU4dKKBskYvXLhAuBwzudqCv+KS6w4nz53VuwE19MlcOGUSOQt8ulHLr0nI5Y+cQu4KMtpphJXQ1I5HTjxdDIF7Dc/WtgKqUqIjpKtEGDQ6Dv1+ARPbqGFID0tUWmcemKMJzcNu/M/piJshQxQXqdOOnskpdK1+dqPMZ7CQLsCnsJHYaby0WNO2BZR+ef4XrifsnmMZ44bNiQqQKKw/dHTdskux0CBOdjehBXHEJgF+QH2HRTtWbbD10BStQz17ipthTBeroCXUzaRrZAWxXZmOxsDwFXL/krBUohflLvR5t7Ko6eP7N0yxrO1MltlCPZRqslGZUJOe7aP8dzKbLY5qkQZ9NoKUTJg7/aGXZtZ+VlLnFnGD9sWiTKIwJsu166dEzz/fM+iv4ok40gZVwT3wK7dHs8fdnZ45inwK2yLeGTAwDKVaOf+EY482R2jO3DOKXjDaQtbITPTF1+7GaNtm7uXsENGVDlNGW748fHOVgiglJg9fG54chWfP5VshaTZtJMdIrxf/9wx/NWubSnN4iSBVkIe+NkVthVS8qTvdLhudQW3b14u9yRMKD8qztv8Cu6AsnXQQORv8yu40y9TujSrL+wfANdsX8GXji4LECLCxe+JPqdz1SmdzYnqvgquN+9xxWuy7Y8hqxjRDkFfeWOzX/b6o7j/B/22QkQeb5D2EbQ/zxqcJ/sONVCkFHuyH9FaFqb3S99AZdArD9ayqQMuf/UK7n1yOX/uinEd5eVyOm/es4KvPlvaeCnL3v1cuW8F9zy1XLarBVrR8ZNsi+gpuqeVC+oHyb4IGvXj8pzy8tfkPKqfS2h4X/kqw1aIUsTct6+IZQjCv/hUxuMpuF162tGib7Rm85f8zDE88F3DVkhlxenSA8dSXzWBo3rn8VPfuJw9Lj0t9lVOsw1JtH2RWtqRB9M+itHnYr+65IxjePDvtwnZ48JNvy4o6dwfPS489wS++dhmmx3BTC7XhQeP45uPbhaBXOMo6/nnn8DDD28S+UZekPjzXRoT4NzLgce+OuncokXTwrJpzvyct2/F47cfAwBc/fYz8d73/T82I4EWtkJmpcbgFGStH856lCClFTQ8p923TjnzMvLANCszUaCSLykcR2E9VPXQUmTfqktx0oMVDUo/ay9F8d5XZxX/tIyKsrm1kurbv7HWzzYpWlr6BJrCuaJERHo9s/epadYl89AveCNja6OvVvhimZlvIPSVOMwrgYpqnVVARU0Bi67fAOlprX7ayh4QvvjMMpCmFTGDNnAit6MXDVwL7PrDDCFDtgngNAL8JG+jxKjrP13XixdR5QiDruDW8lLJPnvPg8+yJu7vCLLNe99NTCc+ydupGij2s7krjkwbcvNmm4YJ5gxp6S+F8zKOC25CSHk7KzXrm4a9QaQFMvOo82nxZ5HBe2vGTMC5yl8RtTbjqMWpAYRGnoP2Tug/1LvDMJoyglgtsGugCh4GpJ3iG8rU67A1hdtDvYpa81HJ3yqnp3hslbR63NoiBhozggrGvEOpSM+pNIwEB1f7FONtKlqDXBq2gXqOSpD6gHm8N/aZGCba8wBEH+K0mn+cLyrjp/gLmzUh89Yk7rtIjnZ5rY2ctXTXShtzxSLNaJ14HUR9QC91phmmBw7Va+YjFQJGdJBGnrVZPZdHI2vF21Tk8gwxzTpr9da3OtASpDNI7qbS9wPCIGNFQIF/q54s/gVA4ml0O9+Yh5hlUdS+mXOvX8VjTfdCDCWtsD3y1fAg+am7eavOkzCn68B78m42QQNgiOxnra+afGnJnSn6vymaeJzNqZ2nTapY/bMSiDN29CduYhORoXJXwMG5vHKBCC5CxTlkUOL7pubWfDOtQLQbrgm4kpzy04MubStk6iWPftqYwGK9qECWpFUN5S1u3Jy1bRvCRlzAVOOXhYxXfvMgKtdMJ0/mNfMfKJRnKbar1eE8aOjyQuW16rYWirM6cmquTLkKkNV+PXlKk9QDeNSApBW25tAAEiaIcwOaTK10FX41qih/8Tqw/1lzkKTr5tFfrDaawt5JiwVrkmL2P9cnc1zZdg6F3vWjmF/4LCL6rz7fFz1iml44eSCdoEv5ewpRyOscP+3FoAmitXJqF1XXfc7Yu/k0OdMCWGAG/aUjWIAiXk4i4qnRbAJGI+5QBhujKAlYUvLJmI0JembsbFZcPTti90a50kTKyfeC5g3KZqBpvl9XVyswRZ0PDUh1N/Pyp6M/wz0tDbPAnSL5AniwH4x+O0XaKQ0A6VifkU/mxQl/sxxDwAOFZUYsUdGK0vEEsTpW3xw5lKmQjwbEWs9NS7OCRq9+jbSKsBwuuk/VMXJH8rqtGRSHF+d8t0LBG+ydg18KPSoeQy0AtMvuGuzIrgax9KlXJ9TG7rRhE9ynck+vF5sQ+rwnQUQLYKFp2h1O3EnSVnZAruMaI9ZE9N1P3+cQM414IoS8xWzNmO14RHBBCfryMQXGAL4qHZaznmt/dlPUF9qCbta9t0Pixy611jxM5T4k7IDn3s8L0Z3ARPG9uZV/IXRl3sWqRhw+MSkaH1YZknMtH5cVhVW+mS4CU3z4mp9XvGnF0fqtEKuRVD+tOIbyNcFFyj/KsOnFYspyKLiI/DCv8aeVLwGiNOHv47N5aipt2xTBfZSvjlYsHOBHoXzOyX6phZIAXC6DZWMFR9RBCMOnQsQRUj7tMZRSp5mhQQfSAlgAs6M3IVC97ae90q0nLR7mMX0oszYvhxHsa+mn+AONl4F8iTxlUjYNLHMhI2mGMDgBFX09ydyrO9SCaQowW96DAEMjv0LfDQUg9Mw4ezCfWnNWAIPW0X1F7GR0I9R6dYYIzhvAwRmOg/rFGuSE2LcwYNILYFhFz4EKWcN9wODFwQCeZYpVp24O6EKyXtwr1Z3IyHI51lmxXyUkmlaZBJ/OngxFAJGekVckNMBA9oNOo1pmPxd9MpQ2NrCownBDE1pAoPXO6bNmtRrWIZn6LvIzBrvZN0JeCYhWhLE1g4gDRB4HZVhuZciRUa+jIYJqaIdXMyt+HrRqURHoa1pF8OnfmmYAvTvjXd2rTIzCTgsqUjc1kKAGC+RudQOvTDGLUcXtN4CnApgwT0qwt/Z09M9mBzwPjM489eKvAr0F/3krAksxx9coDmtITStsHW5QW0ZNbfn1p8H15dnBAhdW3kS1fUFpddF1N20K1limOeRrtzX5sigJDKT+yUDCABWi35T3m7ycaWMDixrNE9lNozS1AKwp6ip1Pb4AF1Z8Iy397S+lae0XMXMeymcPNYAcl23wpCmP5zKrNYEKXYEasTS4099Mp6E1zhTtdl5DekbaheVFS9JqHiJwZizupXcvy0PBbI0HchsUfYDidfRcKGCRicyRFUlfHxk8FqysmhFzyklhT5NRH2CeJq5kp+RH+QmqgQoLXPBkJfRdgccYuNdOhThiJ7Sfn6gwsS94r9raJ3cRDtqNP5FU+LBIpeWmjT+AFsBiKM0TbAzIZ/D47QELFlU3y/lKGIubGepDyPu++A1w0QvAoldNMLX8a+SnrGSOM63ZaE0cvZaV0VmmWa1o7pVokY7jwjxM8eySH0WttS/q4KLZLzizvmruq4+e6DMRz0CNDMwZqXqeWgkMESSskH3uN+mZ91pgCnDhrWBDx84AP9cGF9XofbwzuACQzn3E/ksrDwWwIPPk8ROTm/iwoupy2jGNiQEqiI3oUbsmqbq/Yio5M//evrAVwlNhg4StEE1GJzbDF4IiRzr1+BhPbh5gK4TcTh2P8dTSMPsiMfyTozJ8bXzt92M85Sx7DXaM/b60LVK7VRK+sxXyzESlX8zuvIhzyuZgc6IIV+bjEOw7WHYwOD7RLHYF5mLroNFuZvhKo3mQvYaW4CS/mp2NgiUCDXu3BJstJggpMz5l0xjPnIx59IgabudepkL6W7INmYKLSh9s2Rex6m4v2y+pEdfrlgF2bcgt8lNkbfAfw0xlK8TX7cjUSPS9Rp+LxLZCIrW64Z5t09n9cAB2L3e2PJQIredhlLnat2HYkOnprlaZzaRJxu1ZHuPwkU4/lEAyr0bEuLt2KVshWl56GW/nKcCRZ7zRd7z5vrAVMkcqbIUEEhAruN/w4+P4/Ku3kDvksxCwHjf8+AQ+/xpph6T7o2fk5xueXsVf7d1Gfjl8bQbzsy8cxRd2bG8obzri5IF3HFvB7VuWzbQswXfdyRXcvpRtHeR8Mt+s2N+GzrZIsXTr7edrtqzgy8eWhZ+wFRKRO8W5au8KvvrMchcu8jSBKCfHvfy1wR4ED0AxGCVNY4cAILscU5CO07diom0dFAJV7W6/9A3BXoPLbjls6Xb5647ivh8qWyF6xcEhnwBBsIPx9HIy6R1nbOa1xA64eucKvvL8MtW9NbvKj8m2iDVDM6Jeua/jh/2dbnMv61rYFyFea81xxatXcO9PlksPHSeU/8pTV3DvU2q8Nfrh5a9ewX1PbLfHD7hfI/XFS7UdGR7LBeD2uOSMVTz4Dz39ldov2RZxqt/pTwrhN46fqr5X7X7padS3LZmUyp9n65ecuYoHv7NV9lGeFyqwe+j0Hts5ilm2nTPkNtA03ixK5fBZVk08Dv3MKr7xN1vgvO9swIy9LKenOADOv+AkHv7GUmf3I/IVbH/kZyS5d/BKh8funuSVELYNwp9Ywl+yFeI9rn77pQtbIetPjBp6giVqr34MznYWGrL8q8O53OfiUvWg9BzkZrqBeffO3shP3DkwLaloVQA2KK21NGYr3fVJ1qQhy9YhXAEqwmMBagD5nbomsDmMR7onIrUtDzOvwiPGaRSj0WdF0rFYvozXbIpW3bEyj+WzEjUArYHBmvkMcmvwmMreU57CP4zzXK448DuqdQHJ5+yd3fz04xGOfbY6xnSkP48Ux8OtPHShNchTk6MWWBEgWPkLYC1u52rUa3WTrK/Hm6NMWgCLaammRMWg7JPIxm+Rpu/OO2vFzQLR1We9TRlieAiAweFE/m3JJC7yaYbsoaEgyeai7qzL91LRS8SHOVsTKxnGbHQQth4o4IUyd6mT8G75yIulCKtdQveXynsqT2N1wuJ1ENUUkKeyVN6nSn+9qTJw5ZHU2F6NSpojINfH1cu8evzXQPpG3d5sGFRAtfWwHLM+SBs1FVpOqxAq3sDkbff5drCFETKiQqlOFQElUDDfK6saeqYWe6R211k2lvb6pxOVvHUeIkweYUMVz5rIlbMJM5iF7l+mtCbANZBS8QfHUeDAwewXZrpTAArL3fqM4oHCQFTiaWiZdBmG8DlN+pUkillqDVQwVfpr83NZYwXE5s1SSI101W/Bu76caeBlTa39V9VyeOOP02zmOAeKgLQnI+HNk5nEc8/Ep6r4CYD35dtk0NmAcM6XZS2AxbTUNzCFIDF6Yiu+AS6GKO/yPHbXQwsc4yp/OpzBi2DbAiLT9stZgFskXYc1MKEG6kxDJw7EeQ289QY8M7BpHb0zZf9aqqCmsJPAdvI6bVpZSAafKkChdaLFq7BF/DmAiTJDiKXtQsGosEOoUFgzUgIXA9IQ/BK4KADTUNKKswcc9F0WVv1UWgFGfbwNJUusV5Op1VMvyFjLDMmYJKwp3PS0ABZEvvoyJDL1Nt3zknCxtDTqgg8IAMFLt0r2RRjnzUuMqtSDyrO7N9za/NWIMZjg0aHNsJ4Fro2NYTQHkLHuM6uZyDVfC7coj2aRfS0h5sI/rl+l9BlocBgTRJNfsQJiAItihWStpJRxdVXCiNOkNfLo4APA6M+sABcKqDPIcH1/rYxmBFzD4g0s5zyompBvrz6tkYoL7VxwE/wwcGe/OU6cAi2ARaSi0Y2pzwwIvfgEYgYL4MESelDPqLuJWR0BEw5vrigarGnhzHmIdCHDtITzoOpr9G8uihV0mtnYXGieKxnzphZboj3LgObqVC2Qp5nj0HqvKXdKuvg8UgMCFT5rZdA6UowD9A7VOpkJNQBFT10VQNuiAXy2NkB3oMHXM+HxphV4tfKUm5Wm9mPQYTWQ5lv4Dex03B46r/WgQXJBK/5p48MeQ2kCxOk4CuNyOKwDoMZi82aiqfvYkNk0P1vhlYaMKxOOJUqYuXf31hutH50offNyoYaC8EB5Uye/K95z+jmCSGMAFVYqG4LI3E1d++vLcz2ESeua4pcJmRdo8YtGa3r236fkhva3Fqm+V864sl8ynqdAr1BQNX5qgnTWJqzEG9LXek8+pbpoV2nNvy9eGr2MDcWFbsj6z1N/aDFiPTfCW6Bi6Ikw3cRet3uqAKoJrpS+CpqBhPwt5DMpeJaxmgcOzxSBAcsb53IU0c+7K8nj7aEpQGSOLv2bxcBcizb2ikWozUInDNotuIZ8+2ZiYqqQw6VVDasj1twD+VqYRjmKGaES4p6nMhY/mow0hvAhmZLB86+3QYiOPucBlGidVy/mBlt0xbXyqfSxog5nmJH3Um2MIPLQU9fOELQD85w6npXUoIlHY7VAJDaAn6r/dAXphrTiy2t/9Tcjic8jIp1GvbQmGbC7bA7rzTBzo4rMi2BNHs92QYYGHZT6nivTiobL1CdCzzInpNml5VCuWNR4XJ/a2JjAYuhqQx/V2sTsYB6msKw8e/UJIz4L0KH/KO1ys5vczFmCFpvv6qY5l/1nki61uktLlkaasQoHrlbU9gC0Nl+xf184k9YLYMySZKuM7FmiNNknnFG9faDQchuijBpgtkkVfjyo/zb6scXqoLynAVWq7DOtnrEiqYaBKKd3bioMkKLrY47KP/2lMWv/FWSBg/RMPbMKPEgOGOkUX2lbskGlM68VTbGdLo6hdKlcABlJ+cvnDECMRmbA4Ix0QCBEhKH0it/5lJlpYwILrsiig81YyzqaBRrQGm1lHO8qoxkdwKgexxNpsFsDXFi80J+ngWEK6VY6Q8iaccSqUn8i27hsWhEU02KeXpsbQ+kl3HtR5TeBQQNUYAB4UO2d9wG4fqAxDVljaSDIqK2yNbFoK04rzz6FxeHEUPb1o4PcHkrRmAfMavzp5INiMc3FVwBfBxpobA0E9JqamzjVWC0Aw4CVCzH+e39zxLWAiGpc0Zdcar8EAChclKl+5BLggA6nKK5+MCCJKx9egA7FR3SogYnF5s2XiHoFmyVlGvF5hFlCmcGFARjiVKEDGL6clVF4Dx2HUbERzioHAwwGLDUlUElrsDA0ZhFJ6GihVpmpsP+gmVRMY06zlpfLxs7WxVgFkVJN8WtpOkBaMW2kWyTQ42/1r0oc3ZfLDcyV9EDdqBifRh49ZTO9C2Xt22XvUVhJsVQzXCOZAMNjyCbPaQFHCSoMgNCIJ69sl3E1eBGAZZp7NmbwT9lqJR9kbAITI2RgEMyvZxDpVH/OYMLHxAhc6Hwys4abdlgHObXBjZC53gHQNEIWidI49fgET24ZiNc8cOqJCZ7cHMPXNLHi6cQYT24ablDo1JNjPLm0VM4GauEto2UGxQHWGSGjfcBa0as8943GeHpMRpoUAEgv5H5KNASlwQQnTPns3ZYNBA0ZNi+aEbKhhqN0Hj2F8AhGkSzDa06Gi7R3a8O4lo4T3k/ZzEbFSgXH6TsoI2RW31NDcJ8wWqbIly8p/SmUtWW4LPJrxR1khIzyqRk5qzVh0yiagfAcqG8MlN4x/FClGA1+tdhJzGCN40cDgUpmu3eMcfiFuGxa8pCitHgygGWk6vip0BCjZU757dlO9eqRQY4APz69SyNkKhMjv117gCPPQgFBBQpJ5e/cN8KRp4IRsrP3LoyQrYWSEbJgGKxoH5riFUbIgMoULoT/yXF8/lVbinRM8sANT63i8/u3qoZXIyWi8iCFr3/uGP5qzzabD+YvxPnZ5zujZUJx+y4f3fGBzmjZX29bVjx1P7xqEI3rXHdyBV8cLefz7OjcUxiV71s3r+BLx5ez4bFJ94dJWE2YkOGe4H/l/mAIaiLTijMV6QZc+vrOQNBQQdo0QrbW8NFw1GnSqFgfsREysytpI2SndWXm2bW4x8RRHNcZv7r3J6GdjfAp3ijP2K86ZQV3P7dMy65UTMh3eOAtu4IRshRAl0GW7eqdK/jKkeWe1acsjN8cjNMV4aBmlvQsDJfpOAafV566gnueXC79K/GSkTPhr4V7fhTG4BTxChqPpUtPO4qvfW+bGs+Ggg7+l5xxDA/+/Tb5CaYxNpLBL5MpTsKJ9K0wZvoxvNpTwb/aRsbFb1rFN77d8eTVqg2vUsVPc5eccQwP/sO23C/1CgBk34vjZyhFGVMlbo8g0w6dntvBBcNkWQb67n0S+vjE44ILTuLhhzblerIAQpKzHucemuCx+5CMnrHhMeflOwCcc80mfOuuEwA8rn7bmQsjZC87MgW/b4MLa8nKq3gs4PXiUt9UnOPwUmp67THko920YPQUsCI0k5OTS5eFcGbEroBLESeG1/XRAhG+EuBl8rmiRQOxUZ1c8SDTNMBE/LU+e1mgQiVvv8+BaopzcMQKuInuhLFs6gPz5nsdVLRo6j0AVI5eGlIOftaT5iQ2fPLmI6Ke5V6tQoeCCiMJ5ztbSqLBUlifAA885GnwFNavbexb9aeBZnJXO1tCO0WA4+DTUWkP0LF9ls3d0VE4qptYsFgNmidHmYXWiXJfcLgOMnBDAossZ7sKTgZ22L2YflkJBKoNwJRHhVipc8dPvcQVfSCNl1E9XTchFJGUQWcvNHXq6MX88SP3O0PYFCsR0a/Clt67oG/ri/EdmRkuZmCe4pEmYCRfzPCswglnL5/nPcjEefMposXfAXHEAlclfPnNVvJk7lOI7wwuYh8Ss1YMK9tQxVdR0nFWZrbvtACjL8wUSr2VZGulQq+yNfOodV+VfxMY9QJvCe5jnmaf6lOsSq4kEBD91bgVPChQUZxOceolpOWzDs1ypIgzBzLKXm2/2t4U4jUVwyHdOeGd6yy4cvg8Hcx51u7QcRFIyEwkvgrybmTomTXShgQWuSeGV0uQONgNZpGOr0d6NV5NC8d4PGIgO2OjE/iRD32GOswI3WUpJCXSIyvwAUVOnzB8Fhbmka5K0VKeWrDSnyXgBDjRzy3ep9lGVBmkM5GRllnnOgzQ28YFWeAzgYL67FHnVVwBPzLSIdxqpblW0mAy/a4VVMxKrHStPKv5DwAVA/OukiV7pq2PxhhOSc6YJidQdJMWqFDRRXhqDx+VI40nAXQj0ODsfOlf8GPxaFATUDD/DXDRWbHuyuFHHpgEUEEbOtOFW/xrpQdArmS4AlwgYhGBMqYVOG3aoMAi9UWElk3LT6K91iLYveHOZAEZdhcdPzjy1YKtdKMi8GGVgsKL2z0pfJqsp/xDvbByn9BvWBUplixryp/4Y9AgwYTPKxjh101U2QCxA1ysUEA995EWbCxkRLiYqJPBY9WaAqlPIklB55RfL01z5W/8jXm68q/Yi6HDKb68eq/REH1UXSAUbVwBFS8mDcm3Bh7WACpqm6CnJyMBP4CfBgiuJq8iVEEZvZv1RfsITL4CaOHPInIFmga1IZMLHT1FHVfrRB9pHdJ+Lor3rgB+5Lo9Eg6Qqw9AXpqpZI9YLy6N+QQuIojwvlsVDhOGOc8NNiiwCBrIhUr21OOKzyLowlY0Dido5IF6+wsg4iFWJaxsvQpXI4XEPTNgCW4CsvGW5M7P0coE8kZKD2DiTIFUG0QJKEyyewQBDCQEyFAAIwIPBiu1zx5SQNkNUJ0ZtaqYPpU0W2Ha6V2cQcwwuoucCiDhTFBRburMvwL0RJlMqxVDQcU0lPqDKlQCFfweyWrDAUpyzTQAPIiXaUHFOgGnPLaniDS0X5I8EHqPZ9lW3j2gQvcHe+LVTTZ89LCAA/HQVstrIPXJpujLVhRHVURjK+ICLo+Qz7VCpIlACJD0QJRbVIGj+OvmbpFgQwIL57xYsXAuVmzXCuWeC1CnoR5dHakUdijAEN8kjRGQeh9rW05A5aEHtMGhnkV0SYcOGE9qCGDhhOLnPLVg0CBDgwQBQDzyLmkDYIhB2gIVXvMxHFRo/6ryJARQnlxYw+jsaa9mPAYKkRXyYzCgwYMGFdYFUwxOkvtaKZZVl9nrX5/e17wCMA1rkbfYx6ZMY+pPHZXws6xWzIhR7YT4d2CiBcCoKcFpQIVuB0NGC3Ep4nkgzMqn6ipanvJrz9gvqoplnkkuJ+rC9lM6ueLSgPaEOlSCdKNmt301goucNl8ZLjaBmkzPTmu6IOsTn/gEnHP4tV/7tWqYu+66C9dccw3279+P7du34+DBg/jd3/1dEea6666Dc674e9e73iXyuuKKK7Br1y68+tWvxrvf/W5861vfmonv7iIy320wCr03I0GvQW9wj38+halngNLfVf60X+LBkGhWuoUWNryLoC4HnWQQ4ca0SjGObvHZpSyclSW9F58yEjAhfoy0dBo5HW/HgQFUGsTV2hsWJR+yItXrQFDhjPKJTOdA+vIqD3R7Jejm1L4Vi25vBd/mZ1Sz1Zd1WQVjmlH6VX2jS94AFbrt14GEQusL1+feSqcnj6nKp+XE0LCaWmPJGKtWu6VsBpSvF1R4FU7LCRVXXJTFfBhyKtkOUWVmEV+IfUuG9J1Oa6kLMf5cMTbT6oMF6q3JhH7n2zhH8q96U+ccaOYVi3vvvRd/+Id/iIsuuqgZbseOHfjwhz+Miy66CDt27MBdd92FD37wg9ixYwd+9Vd/FQDwuc99DsePH09xnnrqKVx88cV4z3vek9y++MUv4kMf+hCuuOIKnDx5Er/1W7+Ff/bP/hkeeeQR7NixYzrmacUiH03q3hidDxnYsd0LBB3yyVPHRmICavOzh9hXwWG0W+bGpjQg874J+AgqMmjguyPyAFRxLEHSUPhVpUDAoQAI6V4LX823tmphKf61jhtWNnkDJgkmdrfitwT2Gkk0Awup6Efduli1sICBMpiUujCTVdbYd636VoI7bS6rHHd28F0fQKXd43tfvXK6a6l/K66lFFusDMm/p+56y+pzMKfcXhRKGQeWtFys8eNlENGP+viPeXLe3DdckPNhL51ILnzeZACxJtI8zyp7rNMeDuJziKpqnQDgfCieEYo31a1DH5kJWBw5cgS/9Eu/hD/6oz/Cxz72sWbYQ4cO4dChQ+n9jDPOwOc+9znceeedCVjs27dPxLn11luxvLwsgMVf/uVfijB//Md/jFe/+tW4//778ba3vW0q/l1crfCGcV7RKzql3jjRI+KZjTx0ZFQ34xHgaXUAay3cA+kUSHwmwOAmLq1YFMBgEtIk95pid0vInzG4uBxX5xFBjQIOcrbg6/ma70blzAFUaCrqo0U9+a95TOtVAz3zKfxgMpTAgwYVA2ZKJk8VZcgzxa7bB2Dvc+C4QsUKJsVV6fXSvJVq5KXiPdTcdy1YE1Q08h2UZTx9sN5E4hNQwFvJGREeJA8AJTpjIqoBjI338V6ImLdZYgYilob2mrFhNV/F30OqvcbLECGhJ6cA4icQHdXpcMDg8g2lmT6FfOhDH8K73vUu3HDDDVPHfeCBB/DlL38Zb3/726thbrnlFrz3ve9trkQ899xzAEpQwrS6uorDhw+LPwBwIyQN1l2z7gOA8MJeC2sOMhaXVo9MojCDqehIQruihPOKrJs6456IdLtlBhFu7OBOOvrMgXzzZQAUbuLyJxIGHxMrfP4VIIHjsBsIVLCfl2lopWx9hkmKyhCYfV+s5k16uXRo/rPOkvjyKm1joFiVQAYPntyKsFDuUOkMrFA+VpuSTG0F1Vd8+otxinbWF6WxcrLctfKqMmqEm5fu1WVvkL3EXoZZO0tlA9ZW2rhdan/T7CvqK2PttFdCDRqMqP7EQJRBaE7Li/iZHypHKpNiNN1aabjXqOkllYTVBvJ+GlI8xYQhoiiKnMbqiykBKftpbYXceuut+PjHP457770X27Ztw3XXXYdLLrkEn/70p5vxTjvtNPzkJz/ByZMncfPNN+O3f/u3zXD33HMPrrrqKnz1q1/FlVdeaYbx3uMXfuEX8Mwzz+DOO++s5nnzzTfjox/9aOH+/378N7Fl6zbqt13l674HAKeuejy5dfh0zbQtUkXEA22RKL6SPZKoKSrhUh4nx3hqqbSzAcgBGNPajzGe8ktlGCsPBNsfE2kPwlnhw+++pTGeOTkq/BhD6dnp1LY/tq2v7Y+ZbYXU4hiF6stDNL8D9kSbE5Vpk+4u0u4HeTrVxBRn31K281L0a0MRClshSrDrtIEQ/oQqs9WnAg2x46G7b81WSJFH7HtWHhWp6VCx/dGQsoXNCSO8Lru2tdFHbFvEHD8qjWyXYxjt3jGx7XhUw49x+AUus6+XI7jv3jnB80dGlpeZ7e6dk5xHZQwwVcfbNOF72qJpIyWBnPyeyqz89HwzvuzaDTz/nMq00Zd27vHBtghw4Kw9eMNpr23yvy62Qr73ve/hIx/5CG677TZs2zbc5gEA3HnnnThy5Ajuvvtu/OZv/ibe9KY34X3ve18R7pZbbsEFF1xQBRUA8OEPfxjf+MY3cNdddzXzvOmmm/Drv/7r6f3w4cM4cOAAvnQAGG138D7+ofvWG55j7/MeuP6HJ/BXr92sUjbWpgI4uf6JE/ir1+jwNnkP3PDECXz+NZvlFE8Iayc6GrzDDU+u4vP7tiJpAI+8QgHQ545uleL6I0fx11s72wX6k0RaoQDS6sG1bgV3jZdN9C9ASXC7ZssKvrQabCmosPzZIK5yXL37Bdz97HK5l0OskHjB46VvOIoH/nG7jf5EpXZ8sZ2NIbTe4fviWALv0gPH8DUOHxV5ONceN2TGlYTLXnsU9/142V6tcEiXXfkgm9+8t7P70fnTDEqtTvDM6S07VvDlF8jOhiKn2v3qXSv4yuHYN7zsTylSLt9VwfaHWLFIFVQS2/GoM5WS7+LsX8E9T5Vxinx8ziPZVOFyqnDx093lry1tf5ibFANdpm1OGEBeKiCf+4apnMp4l/xMtM0B8KZYEZbG7sVnreIb31Y2khp0UbDj0fVj1ZENxXzxG1fx9b/t7H7wSpXkRYKNi84+joe+VfJUnGRC9znvon+yim/87ZZiFc/cJInOjscD391m8msBbWt8Oo5gtE1hU4X2l+Vfn2x9XHT2cTz06Oa02pflZa6z/DnZ47xLxnjkwTABU3ZBOrecLzxw7uXAY/d0z1dfeybe+753l4UnWhdbIffffz9+/OMf47LLLktu4/EYd9xxB37v934Pq6urWFqyZwJnnnkmAODCCy/EE088gZtvvrkAFisrK7j11lvxO7/zO1UebrzxRvyv//W/cMcdd+C0005r8rt161Zs3Voa0nEOcCOfLgjBpAMKUW5333zLy6UA1BVb3Gg5Bdmhu7wL7GIJVgUgyudYNpSbMtMnDw4bwiwBbpzzrG48TAJVhik2bgoA4VMYE1R4BSqEcqkDinksE7+UZEDV3gjmVd4MKthPCdH86zKocWV4c4/FFDymx8r+F+u9tqdHhKF3q+2TE1Usrxj3ztp1PkOo0oAtUNHyK/yBYgw0+Zu6U1WoLw2nHuOFVUPiG6DCitca33oPBxzdMByAlEe4RmBE75Fhr1i02sFamav0vTqj6jcNPJ/GayqCo0zTJj+XMvRcbpT9oDneXoR9NlMBi+uvvx4PPfSQcPvABz6AgwcP4jd+4zeqoEKT9x6rq6uF+5/+6Z9idXUV73//+804N954I/78z/8ct99+ewIqs9BoFBpi1CmwCfUwsZHM6jVrHaxqHHUvakql16K9ChPfCUjEkx3idkx170TcT5FOeYiwORxGkN+0VZnNTZoT9c7pTXJH13syBoOKSl3Oou9+miiDi+5BNI2TfyXudQVwqIKVFg0ZE7wDOklPSAAK9a76WXXloqIIfPRzRrimsmvnV10hmJKaSmlI364AszXTtIOK2yomES+sam0K1Nd8DwFzVhmj/vUSXCQ3BDDhuolUBhc5srP6CDNTc28RzRFN1pNI15tqJdiIY9eJsNMrorKu1w9gTAUsdu3ahQsuuEC47dixA/v370/uN910E77//e/js5/9LADg93//93H66afj4MGDALp7LT71qU/hxhtvLNK/5ZZb8O53vxv79+8v/D70oQ/hT/7kT/A//+f/xK5du/CjH/0IALBnzx5s3z7c1C0AOOcxGnlMfLyIJPmkTil3qhMVg3lAD9NgIkl9I81a+gwo4IAxgYoELhCUNqH1uFky3kXBKxfm0VIAccWCeYqDXoOKQNbmzS68L5UF55l+5QVZ8pcy+ykGE72LXmEWo7tPOV3Jj1656+Oowj3lITGunViZb0tRFvo9Tr4IXKTsFagQCt5QPjxz40x0tfjiwfJsFKAZ1k5gcF+l6NV6bI2DoWVy6I5dxgQGttkgUhHi6gWg+lsIzKtOJkX9KupeCx7kzutUXwgPGcdmcAGH7tMg5QNQXtSPBo2FGhlqRHz1VtWSqlCDCra3MJQPq8+qPtSbxow095s3f/jDH+K73/1uep9MJrjpppvwne98B5s2bcJZZ52FT37yk/jgBz8o4j3++OO46667cNttt5np/sEf/AEA4LrrrhPuf/zHf4x//a//9VQ8xrmdi29pduNTq7LpXefIvHiMM6QxYqdMPSS7cxhMeEQorcBxhWJ2+ZcVcnJH+u1WK/IpD/uzCKUB+c48m8LAExARIMTLdMliqeTDSxDE9xdsEFCRaIg0t1YSeHVCvxOg0P76SKopRFs8WPzPKLCKVQtOQwt+I78YvnrKQcdr8VIJU0ujDgYGhO8DLfrzh1UH05AFKPKcitxcqciNeKZ/ATorTDZ5HzArzwI2ZxrFafQLe8i8B9yIPtP4DmykMRfjqGx5NcNTNvMkPey9i8bDAgMufs6ZsrH56DZnput1zp9H1gwsbr/9dvH+mc98RrzfeOON5uqEprPPPhutAypTHl5pk8urFHl11oseFL/JSSbUb4O6TaAECACUnzwoPe1XbNqE/LQxpmf9eYM/cUw67VE7NioABD2PxpC8Bz4swZrySgWXaYn9G4n/Lqy5YuIpLaqDn3pQAUOZDgEaigoMXHQtAtMjDPvkIRROO39LKTt+GDqUddv3KeCYheaVulHSPVZ5hvBlhhkiECr8KSqqdlZQMXS86PZotY8JenrCDgGgU5IJ+lzQEeYSQECbcQUEtMfCgxc8kuJO6pjrI77ymJybWkrMEbZxefzGz9PIoIPvuNIpCUrjaAoFtkbakLZCAPTWbWqvApHXh2s8UeLjfgePvHnSG3FdcIvhiS/efCRmZRFc1FYpxH4Fl24vHI0h91Tozw68WpAUPxcuVkUGDuxZ7Pj3dh6ZZwpP8cQqxQYBE00SICG/yHsoXApXO81hrmCo8GaeMytbHaY/UOszkMBXsa90orfrS5F41YUK4qIfj7MhyqEGCKZ1r7nVwJI3GBsCKlLdzECGkkoz56H9oC/jAaClN5lKuTv2Q2yn+kvY0JkxgrLzrOUvujjeO9lPGFyskYoy1kBd1BO1yqvd4MikN8muM21IYOF9J5Im6ripdS9KFyEChaBaRScsVxZAqwnFykORNuBO6iml8gelh6Ab6FSHAAsTABOXN2t6wI0CUIirCmrTZvEpxANurEZ6oNpML34KKYAE5ZfAB8rwGVz49qa2jUSufCmOksZnFcerMPqoXfFHZAr2GvhYz7ZSsjRcJJjdq+Ml8ueDkwIYFHYQMWDWLFrfrI34Q9xdw7Pv9EgRZkj+laCJj9psWMmAwcmvhzI2/AV7rE/ptIiPfs6HFQiX2tlTQq4CLtZcjiF1kTuyGMM5bgNsVIkqZB3H7oYEFpNJt0rgvcNkEi2buvT5Ik4W5G/X8WLYKnDwTgKL4O70COQ44xI8CIqAgpUwb8QcZ7cIJqKyj4I4hUnx82/e2xAKG89LM58WkcBlcFLuqfAZzKR6ykIqzjgXgCJTURXczQSgcMWqQxVUxKVV9fkjCVLO3ysnlb5WMEXb1WQe9+XwbrY7x6dnXrbmDYGchp7cpSueeTnc4rfCa82t9b3b2uTcAgfVDYq6HSo8VXXdHMZUU5d6lEcxrfc+PjRQnUVnpjxLjhNgCAzxRukMNZDqUmIndcKFyzykH+kgA0CiJhPwFYy6MmyTJaqEOcveDQss/GQEP4G8GAvImzRZ2k6c/LzhjecYRwMFdkd+ZyDhxl0+jtNMDjGOMgR2Enm1QV2/XRwf1UDCgz6H+Jwm8SlOhUTSApuUxCiBm5iWlwJcgaNROp66WKEwSUgGddcEgwECCBE0CDAR3+HyBVkUr/r5wSn5rPKBate5kC9fhTClMIQRUn2Iz2nRPSQSV8NqeZnl0AoyOXsZfo11IIHDFKBiVkDR8tMrEGnW7Ovx+sq/nuNbIoCs9I2l/7TahfjBJCji1JEkuEguLgITjaKM+tfVRGPFClt5qZPeVBGbRqxk9BDLewBz+a6jaEMCCz/pVhX45s3OA0grFmlvhIMfu7wPQgEL5/VIhDjumcLEd/qNs3s3zjdfinDqkhn5qQJyhcLaNxGfAVrVqCh/AQqQj2RR/gUv0X0SgY5ML9UHA5Y4aP0CUAwjmlY5CQx4tULuuUACFWmjZrwJmUynF6ABKAV1bSavZFsRtyyBBJfhXfcVM7KhPDi7tJlNpZ3y9lQ/cTy0NopHZRo3F7fCW86G29Sz1BaoqCmqoWkPCWQlXqwiCOiXvaXzbKwMAX4DwnC7dU9hEucQDgQ4wXe6fyOs7iWMosFFowrFcKqBPy1Pq+VZu5D0QHdclW/gLED2fIXx1LZCXsl0+PBh7NmzB//qY7+JLVu3G/VZdphTV6NdjsaSEbmdenKMJzcNsJsRw4/HeJLteKAHeXpgPybJloe15CqEkg/2HU4uUefVklnyuHdzj/0FVa69Ww1bB0a46DZ3OxuvgPBTx3E5vA/v7Cfcwu/eLWRnIypH7tIqjWjjxRvemqKu2DciWyHsKZNObp2tEMN2jvHuoOxyDJBMe7dkuxx9ACfVk2XLo5XHNOF9xfZHhTcHo18MKPfM/bWm6BTtXh5gy4MARLYVMowGhyd+dwm7GZqRSLl0u3ZN8PzzKg9VeB5HgienArsyzrxkgCnvfeRpjMPRPoqQ694EJLt2e2krRMtgtSK28xTgyDPdy4Gz9r40tkJ+WuiO126C276JPm84+LAZUq9I3PDUcXx+71Z5kyVAsy9ayQDws0eO4q/jhV0xDK9ghN/YIa7zK7h907I6NUEoOlBc0XCebHnQCkVajaDn+PuWnZ1NiLSioDZtap6ueNUK7vvxsiqrr840k60DDY4qR+XmbWfjlRB+mjgRw1564Bi+9o/bu+4YP2mMAD9yefWCbIVcuX8FX31uObjnMPwLIK1eXLN9BXetZpsZNUDLX+au2baCLx+t25ERgs4DV+9ewd3P5b5h9iESflfuJ9sfLBQrYOSKV3d2PLr+7Aue+Ft6TOyy1x3F/T8cfqneZa87ivt+1B8+5nvZ647i/h9sl+4aUND7pacdzTYn1KRAEPld8jPH8OA/bLPDGXTJzxzD1/++NG9Qi3vJmav4+t/l8Hn/lT22LzznOB56fGsdyKr8Lvonq/jG30h+ZLnLtrzw4HF885HN1JfqBffO4YLzTnThVQbdWHCFmyiDWAl05RhyrrP78Q/TyQBhKyT1bwJtqswXn3UM3/j21iC3fbajlO7+ie3SyefzLj6JRx5cgrYTktostWH3fPBKh8fu7hTBS2Yr5KeFfDziGT6HwKP6qQMe3akN7sO+BBTyMwUBCS18ieKnkO4oqCtBAYCEMEgQu02QmzFbF15NAHiP0dgX4XNZ+Dcs/8ZTIQb/1qcOR3smZGUPmyEtyCYBKgJgiMDAjyTgsMKIzyBaOA7I2/ZQkSugQufCisMCFTWGPIw+pJF34Dc6O9U/i+QHKGORXUzDqJP6iZHp3K0ZaDPO0DLMYQx6oL5hkd085HXqgNlWIK8ijejHfamYpLQL79LZfw/edJnzVJ88Un+MitiFq79Vm4fO6OJ15Ok7SZOdkjzy5witR5LblJ20kdeLTRsTWEwc3DhsyEw2NjJQcApYxP0WYnWAhaveWEm3UFY/VSQA4xJwKTZYmsznPCwDYsVtlhxed+B0qVUYiBMZXpQ5htO8RLQ9kQwvwMRslGqRNmxm0ODyHgu2VJrAg0srFYhxxSwNctbW4kP5ayCg3SxQIb7jisKptC2/IcKQeOw2rzU0mMpn6v09pD84am3vRGsyIcNn5VLUg1CEM5I32kGlb7q36qcKMEIlaSTYSstCe1wXSYHnvwJUNNLPyh959UEDjICaHIB0eoSWurTRMq/TjzIwsVMBGsy/1c7F+FHPHMUZfbhVLy2Q0h42M9GGBRZ5Q6brZvXWp47YqPpmSMDYoJl/xfXWgTKQkGHhpNLPJz0gFITgZ5MCFmpDpvysQmnqvKmTF+5iVaPsdbpTL4DE2ilvwKRNmQwq4goFmUtn/y4uxOcRBhfiWRG3Zy+o8NLNBhUqPAbEbdEQ4Rd1Gik2b+XRpzhrVFP0FXBhAo3kl5VoDVSYTTWU7wBaph6XU9YL1zVX/sDmkpmygrVABaYDFaKdkyIOIINy73jNCUVwIfBTrUAlykBxakgH6Rkr3e90DSFWoK08FXVAyWB+TrQhgQUiqIh3QYjPIGFYGEqZVybM1QtSyon0aoZ6dkvy+myRn0b9Mf4WYHRSggl5qyVyB7OOmbKlUUie0y54tQKRws1Y5QsaSHFVQnzuyG4JWGhQQW7mJVpQgEE1ZBNwsPKLbiA3LRSBUjDOosjXQGn4DFEIisSwC/HNzyk63gCAERV+fHY6zFwABeqrFK20WLEPCC/AIocNs/2ewxO5LrSCNUBFNwGqK2yRXtUvM56v7nYEOnI4PjUCdOEjeC/27eg8Wn6cB7ursVP4Nctty+pctwM675xp4wKLsROmxrvOKwFFeh6X7iVYoGlh3C+Bvjjo7oCn67M1OGDByMp/dNJLEFEDLuF5NPa9eytqNPWy8YKmIg8EIECgIn3icHl1YgkJLGSA4RLAECscyG6ABBizUHVGbQhGPas0VyumpWniNKbLCTjrGzNrwCougbMyiNGs5WjNq1C62cP6VDJUoZvke8BEX5o1UFElNtOY46avURGQGeBCrFR4lWcVVDRYqZRdt3P6RCEAAKGEkFeni10CFw4urHx5CUS8TovK0KAqAGV+db+Y5ni+OFaq8qiNvznPGDcssJBGvFzu4GzQi5U8zfiB2DkMIAK6/ImFb0X5YxOBCEigIFc+CAB4ny7I0nlLoEHn8PXNm0mwLQDFS0kWqGBwwO/iMwetZCRAAYjVCvEO+k0ZD2WQnvWfIvOK6/XqRzOAjeZnHkO4xtP46ds7pVfbRxHdLEAh3RUfhnuTOg04XCdMo/BUHN11annmlZ1QULVyocGotVlRTn4aoEKXv8a/i3nT9d0x/city+H5yoeuCNxxPPh+oepKVt+qReFnrFJYEVufSEQfsurtxRPoGxJY8EqFC3ssOtBAFkIZWJwEKWWnBoNU1o5WIIrNkhYQYOAC0OoJhL0OAQgm9PnE8BOfOqLfGFUwUQhNHvALWhdKgALIpzjipwt9sRUBDs+rFOqzB0JcAGIBDU6271BFpPu58CsKY7u9WDSXvCelU7ro0Kfte+3kfW6K7r0fVOj4g9y9PUufKs3B8WrasxKedHD6LKIDGqBCgyvr5EfvRWUaoOl+65DapMMlYQWC+OqKkFcnEkaCBB2SL8q2sWJW8MdlYkCl33U5WqBLA4yXgDYmsIgrFg1Awe/JLgdQggMFLOBaqwMhf4qbgAsggIELYCARn+AAyg2lcWAq3hNIsfZMcJ3MWJcLmo4EoIh7Iwgg8H6JAlDEuyn0td2NFQrOTzKRw1juLMiGz4inF2J+aPpaWBuKlsdaCxh3ddJpiPQ5owdMuwm6mSsQbjGEWP2wZ/u+9NPKs2CsfK8t8w+iIU3SV/ahgCIe7aRyeREgp+dUvFJGkrLtEEC9zAaAKPwNZZ9WK+JbUNYxJz4N4h19EuEdwcZYGjQpGwQqfNFfxK9Ibw19ZB1oQwILTILSnrhSGafNjlkq1+xvmM9LkEc7taAz4nThvQQjZBwsxQPFS+BFxRO/PT1cC7YFrS+llQXaS5E+b7gMEuKeCkhQYa1SeBjPKAFG55h/nJhWZz9AAeEB7l0W5NACAPMgnXfq897s0xZ46eqANIEQ2vHFiQj5fobupdwT4Yvn6ueSAaDCXJFY77qtZWjlFepDAidZd6Z8YUAh3rt/Yh+O92U9Vfptk2rtEIEllVPuHukydBPAj9RZitjnEMav0W2avBjuzvBfj9XjwatdM9KGBBbFioUAFi6/R1DQByyADAa8POUBKEAg4nYP4vIq5kUJEbECMfYVMAGInkn5pfLPoQ4XNJykwq+sUqjViQQWljKo4IuuzJUK+q2BCnYyAUIBGMpwpkKsCW4dblYy4stxVQE2MaBWSKQUE9ACIJfkc0LOA36SAZmvGYHg8W3xU3MX/o2yzJt60p9GqcmwcRNk9Iwd1NvhPbm1gIcBwNZE1fge+Qbk0Hki8FHgogMnZAG1BjAK3o125oRrfX4WWu9+pGhj2gr5t7+FLdu2GYPc0XP3u9+N8bSXtjyqQhrBLsd4qQyjhVX4OWXzGM8cX6oKISufZIugItt03Jeb3YwNZyvE5TjJhgR3Nf50Qc+nbJrgmbFhK0S9x6bet9TZ/hhEPtsKsZIXCdPzvk1jPHNyyRBU3nw9ZTPZLzGC6nyTrZAhUslLOx7NFQDOY9sYz1Lb8fi0FOnu5RehL60sTaU0di+PcXhleB7N8FaZd0RbIb4aJro7BDse2i5HJL3C4KzwZT66PXft9nj+8PBamiq8A3bt8jj8vEvv4kGPN2fZFjE5F5TrNaVUBZgAsDvaR1HugFrZCUBk1x50tkIs3WAcAc+2QoADZ+1Z2ApZC921aRlLS9tolp+ti8q9FcBbN63grhPLcmWAT4ZQ4zoPXL1jBV85slyuTMSGVnsjrtofbB2AwyPNnPiuiZjHpa8/ige+tx2MalvD5+VmN+On3VaIBQS8c7j0tM5GRf4EIo+XelrJ8COHN+9ZwVdeWJZ7KnjmzZ9OALzVreCuk8shP7maFomF0TVbVvCl1eXK/gDkvojcD6/esYK7D0tbHl26WUhyelftXcFXn1nOeVPaqZoo/JWnlrZCRFzlznZt0sVEFkig52TbBuVYc7x6GOjis1bx9e9sTStL+rOTpkOnH8MD35V9o/VJ5JIzDDseFd4jXfLGVTz4d4btj5ShCn/mKh78jp2H1f4Xv3EVX//2lnLC46nNaF/XhQeP45uPbrb5NerpgnOzHQ/riCWnHen8C0/i4YeGq6ypw190Eo88tEm2c3xGNyZjefwIuPDszrZIsa/J1aXxxWet4ut/G9pBH6uNzyTXLzr7OB761paivt3EI95fBJ9th5x3yRiPfm2EZKRMr4qI8eE7WyH3eMAvbIWsmfJNlYZ9Dn2hlIc4USFOWqjB7+If7ZkAKJ3aL50IicJRbM4Eh+86Y99d+Qt68Sm1SLG6kAUVIhCgmzTLkx9O7b+gNPXnj9otmyJ/Zk4+9y51M5ixFEZ0K87oleGSMTPNh5W2chdASeSbE/Q+LFLr/Gr8a9IgXQGhaJodyKccWgAjBjDTCw/ctNJPUrmfo952fde1C76GiBETFNUy735q5sqzi68DigEsrQsR73oDZ/rc4TrXrKDzpk7Z0KoUTj17oDhi4utR5kai48bn+euSDQksEIyQmdZANbjYHIACsn8xK0qgo3sZaQNeFqCAzLu9CRM5E8pvQS8fqioY6yZN684KBSrEvRTGCrNlLwSRB0vpGIpViPqaHKRuJ1aHvQzI/iIbrTkV4Ihd2xn8DaWUd0hPA4kESjTfCjiI9LxUjmkvRgwa67nCt7lakoCLEcEADmZaQ8nQbezXBBUaYGk3Jcf6FJPYHGmkmd/VnRQD058rhXrr7rwgcEGnXVpVixCDf+ZF6wa4amdo10AbEli4cd5gKYCFNicuFH+IrMECAGhQoC/IEpdqcbhuII308utEDUa/jp1qQWsme5WALq/iFYV4qZU+UrqUAYdQxqNK+hpUzNBBfI13FUYHiVZEdUBeNmZlGBVxAh4G+IknFQsasJpR9aiBC4ustDw9sFJxQelMsQoSVzyqeRl8zHoawPlcx7W0+0AFDF4zqNCNq9MYWE6ScdVVm2JfQK2jzJEUaE5usd+CjJLV+hS5mVfp06pabzsrYGauVhvgoLeWBF/zrdONCSzip5DKikVxQZbaU5GOcjLybwEL7V8BIsUR0QWgeNlTOcTVZVfxN+yD4Jsz5b4Kl8GHBhcon70KxxM8wBBYNeFlLdGiAig4/57kPLuMEHWzDJMEdXiPYaZR2Aafg+I3SIP6OGbTnQaTDlx03pWlHs+/6nRDjXjiUfFruhEr03w66eNHrnD4Oo8lGyGsNUoIaBn5db+VTNInN2OmPUcFycdO+fNIC0jw/orihBa55xU0GqgDAee8qGqFdQ60cYEFr1g0jpI6MLDwBkiAEAgpvAksvAEk4nvuXAsw8cqgpAQRHhSY0EbC0upEBBoKVAyx5yFAB9sFaUXVApuOrRafQIxZfgIZVLbiE0CcgYGEZuI5COcQIX6PjuFqk77BVOgnOhBorVpMkaY+QpmPIMbkDaWZgAiVS7eBkd9gQNHieS0VmcpsTG4iqGjwL5Ft/PWlW+29Fq/K7zpo2z5q1S8BieKuGbWSlsaJjt8HLrzx/DKkjQksxoBbQrkyUfuNt1ZqMIASWEADlTgYVdzsD4jVjwW9cohAhfzcQQBjVPrxigPfa1EsvWpBLZR1dhasmAoxB/IqXDGbYmfKU2+eFJiCI/kyrGAgdnSfyxDlKU/2e/dcSO2uwk4vcfWKQrHCMAHcCMluRJU9EvzFeK61jQUqZlUas4ILDSqEfJJBRV8butnS6s9VkPIy0phWPzZRAdSkwloNcGncc5+PV6LUm26GDa1TVKF3bu6HATYmsKAVC0CBC7F60T0II2EKWFjCgjdjijgRdAAoruBe0CuGPECzkzBnHUnBkkAFGxQDSPAE4cOXZVUyiyum4D/mITEVnK2ZoyaVhj5B4UO/9BOk1QXPcRl0QMZNKxdlUYYJyJh/C1xY7kPdhD9NGpCfC9Af6kKDC+ZZZKeRUnxlhWpVxlB+5zldtUBFI1x75WFKvgYotLRnpDfgFPlaYc34uSHZdHpv2qNGTQSZ4axPOmmw+3p8s58PqXcC9jqdOc9qNyywqK5SpM8UBCjYTgeDEJTP3eZPeQZbgpGewbugly0JQAHA2qBpfdoojoOOADCosO4V0iDC8G/pp8ywSlOnoQEGCFwAbAgyfQ5h9zztqmTFgKen07eUh/BqJlM3L20dD7fceYymJvAezrk0u+wEv1pySWFLPp3hVn1W5TFXP4D0uWVN+woSX6VckqsVPuRJr2ud5Q4EFYPIUVskNzQGR8XPAu2DSfHQGLvpVw9is7zKRH0LcA8lxdu8D/luSGAhbIIUwCIMILVKYX7yEMLJ18GKGoSLFYpXHglQEYRYC1TA8AOym1il4NmtlXdMA+1wmVGUAstID0D9KKvPkyfrW7C40Vo9Fzw0JtlipY/Caf0g0i0Yjn4NUMFhG2nIse7FmBd6MDHlessl8hhA0yxLR9AjZtI9/cnixwREDCr66nUainZUFA/Ffh/NX5G5swPUnpmFmucMBdLjsqgqBRrSqSqXn4vPIRo8aOAxD3CxjrQhgYUzgEVcpcgrCxSGPnvolYt44xlAIKPYvLkAFa9kMkFFcCuOfGowEcMw+Bi5EiRoIUJCSKx0RDfA3PxYm9VYNkQ8u3P2lkBTPBbRGHjr8oCUZQVINJWcpbjZz9vpizy0XwD7CUio9Iq8I3CBy6vWXmYgsuZGSWlIdcYxm7ZONFnKTx/DbIELxahTdex0YCXf5ka6rcipNy+9QlHMwHXXcfX64Djapok45TEMdUQQGoG51Z4+pO3S7mge9LFANKAI7adu9zIGFxsWWIjPGwEcmCdDYhwhxOKvT/smdBgh7CDTWtArh+QZdGOlgjZdxts0AYhPHLwxM23qoulJOm1mzbQqoKIgy92hABTFLZ6isNItCrAkw6zwKhmtpITStICHl3EKPysvr9xa6VN8p/LUkwq9epJWGoN/ujDJwVzFTzNNBM0iKtPbZYnvNQAkAlb8U7YDVi4s4FUALnqxFFesF4PWBD5aMpLTbYCKBN1cJSxiP+7ZsDjt5yWh7SHaOOWix3cIXqwKiqULlUUM4Lzch6Q7pQU6NNJZR4W0IY2QfeDX/x22bN0GiRCJqN73bg5GkQw/K97emgGiSi1vOINcM4R/SXkqhFbnlgzBOUNwRDclSIRRMYt0+FEwgKf9iHwOjn2OjJAZQkm77ccYT6Esc2s/wP5ouKyiCOW48DglGi0zwmo3h2CEbHWYsSwHaYSsd/YW/PcGo1/snvnOyjTWwy5lCKpvI2EyTjUAEIjwU1A1DwCWozR+pRgy+Nq9Y4LDVOY+hb9rVzQqVqapARUwvUExM47Vxzn8Lo/nj1hoXZPP4aMRMh5YVnzX9YvDR0Zi3DOoscZcIWcqfS/S7h11I2Qybvewa3fDCJlIo4u0cy9w5NnO+cAbF0bI1kT3Ht6OpS1shAyikXjl4opTs5GjtAqhwnD8S087iq+xcapWA+On3yDXPMK/VDzl2T59uggzjMvecBT3PbE9r1LQykLxKQSd+5t3H8VXjiwX91XolQrvAL8EXLOtMypWu9+C4zkPXLu0gjvHyymdGsCJcuhtWMEdWJZAwujb6TST73j60oplNI+egTRW3rxnBXc/u1yAFTFTprF35f4V3PtkHm8pbIrrxfvlrzuK+3+wXaRdxuF3j0tP64yE8edM3rSNcKor2vy54OCJzsCWg9yYq+s2KJUL/8kqvvFtw0BYBVhc9E9W8Y2/2VpOVlwligMuehPlYYJI6SiMXwHlpyOlpC48exUPPb6FwqsMvLz0KxoVK4+ryvfu2eP8i8Z45OvTTS7Ou3iMh7+xJFchkhJ30P38/PNP4JuPbMlhY/YOov9GuuC8E3j4YVslerXy4UfAhQdPdHU04k3c1D/SGHTp+ZKfOYYH/mFbWlFwHnBjPiHoxc3LF/6T4/jmt0IZJipc6Lv51+O8ixtGyGSBAHiceznw6L1dmle/dWGEbG3kIfdNWEKRNm9GQQP0xVON2AMqFvTypWJWykAhCpcIKuL12hpYaOFCaZlKHzkNFmApjOpecVHTmlTp2ztrtwCyYim8CTAUpPs+x1UCrfiGr9IthLwC+hagsNIpZnDpPSs3vQ9KfgLxZhoiT4QbOGPFh18fGdIXjHDd6HrUk2/tH3nRAMMIx+nFMhd7AvSdE7V6C/WQeDNAhcmHJge5ydeKJJbvh0pL2euLceTUA/X9guVi/A3gwaV/xED0ohtalVs7PRTtGPtScS+MAp+5Ori8sfJdqZdSPJ3Y/GhDAotitYHc7BmbL93BYYzGWYCKVyyJ1mQjYuHXhxUMv4RyT4WezaoZi7iKGwrAOMpjieNnf1NxUjhxdFXzMqTgqo9b0Qo3r8aPTi/Gs0CMHn+cXnyOis6rdDj/Ii3fk66XwMQj32ETVjAyOOr2iYQUka2c5trIIpryrQBC5tt8NsLxsV8Rp9WuYkNnuccjpd3gpXoUV/MxlJrljA04reQcBgaKojiUdTJl1h2WNCyceuoTToILdk/ANGIA6l9Ot69z8AocepkM4qoJW/nt3RS0DicKNiSwaIMEFpJ5uW8wqPDr0k4LegkoLWsKK6S07MnXcxNwyKBBAQoo8EFhu/CQ+aGUw0LWKNAhBJUGFFoahV8LUIs/HQ5GeKI4Wy4AhiLrE6SVbrExU4ETdpObLVXaxAtv3NSTh7zc7M06iO2igQTgVHm93XiiEiqeXofJDa0ny0X65BfbogAj9FvWT34xQYVuB2Z14Ha9XvmoT7jMg7SSJueOKaRx08+fiCnT9wFExGvsjW4gyAHed6dDchIBXNSqIAIR5p09I0Bx6CCKB1wTXOg01k4bEliY+yMUcEjHSE0hhLJz+bm3zYJeZPJAEDAleOgAQbl6wSBBf2c1/cKnEwBydQE5XAE+EnM5nOCX3UbyvamE4q8eC5C/ZjxmR4ARW0GaG0JBeXgZpg9QlGPXABTxs2WIVKxq8A25HuJiuwJwpHKEmadTPDle0bDrqSDVBtUweuraSjvjnMyzlZ+ZFoGKwplARSP7kjIEs16rVAEXVvTeTw0xXKjGInuVj7fqDkbG7B6GfL5AU/YTH9y4/wlQo9ISxbcLrdxcdyNsKk8cBN2zj+ACxGQ9sTXThgQWTbDAS6TV8L5M78XhfEHrSQQqxB0U8ZbMqOzJUmkBIODECkZKIz4vqTisCAjItDqUCSg0kGgBitiPHT1zNAYVCnTENOzNyxkMNMfDUBnWAypc4tOXtnsiPzVlSqAiGgFMvwao0J9C4FF8j3dAEu7TrFo6I7yYrSpcIQNW/LS7wY9Sp3a7WKBiGh1kKMDBlVP7NEJ9NzPVSofCkL71nHYaN7LSykvRWrw6VefZLYOLzI8IGux1pBUTvtfCufC5hcqcEqX6VMZ3/Mjl/u0AH/t7cVcHxZ0TbUhgUQcVhhsgL9PSo2oBKl7xFBW1H3Ut2fvpQ4EGc5Ui2grgzyQgdwYPnI614mAJtwagYOBRbrxTfZv8rE8hxdiAGiNFRZbP5mqFV+9cxMrGz/LZl2M2xlfpy8mCz6sTxk779KzKFuZ+iLWWrLVaGyCGKL1GeK0r8tq3kWAtL62AW1RtL19tV/N9uqwGRhgQg6f4QoNDual3vTIitb0cICrJ+M56OSYJIGxtsFBEoxyOm821+08MHz6liKLR3hq/5MQ4kQBjhgYcQBsTWPDNm4AUJga4WKxS/PQRK18+Tio/dThzT4T8FGLYC9HhNBBBxV2DBKh3ci83iHaFKma66lcABUfPBpho7YMQabMiZsBhKaQZx00NVACg43mBD9PyMCkGj+oqRQpLz6yjNLjo3KzPIwOQhfhspJFFLsPQq9/tPHreFUkgml+0ni7TGqigqscfmQmLsXbB6yqSKk3Vn47jIcePzNGp+FZuXWNxuo7GZh6y4bI1a5x7nVUnX9IeCUqck/CeNmyGFY4EHgIDce8G9+JKYddMGxJYlMLS+rbKYUhoviQML2heJAAFgGI/BRsR05sylSXSeItmH7BIih/klvInngzgwDMhHbYoi6W8C4VM6cWwNVCh/BXblJYNKsxPKMSTqax6iEF+gbf4DgATJFDe6bZdTzxWAAblCcRNmmQAzEtwEcvmwfEq5YER3lGHcQpcCJVj6PY1CKjqPpgp22hwm9aOrVqYjMM6wFyhMPZlyLozsokrjZY/gTvBT618PgZ2YuUCUHxROMlMm7qvHoRe6ZrvLgk2FRB6qfch6wgmCFys492YGxJYyF3hUcBA/AJIBslinAW9ckkrYXODZTxKalx4Je+rcB0gqWzerLkhphd5YdmigETBvzJiVsyc6P4EobAtpWq4W588tJJupqXHTg1QcHHXMqa8ei5AjTd49Bm/6TC8AhKAggBFiLpLAgwvlAZpsZhvTdEbyjRPLtnTSXCRlJKKw+m2wEWBRhQzPr832+jFkIeVskjQloGBI6de/mp1ZNz9IdLTvwQ+RPt4xZdVBmJW5NrDO1dL3JuhZZtwS7yS0Al9TMiiOdKGBBYWoCjAhQj70rC5oDlSUuCVTxdA3k9hXHiVgYVrHh1NwEDdwBnT0/dMRDIBhZPP+fOHPIpmbb4E/dZAA0aojoEqAAH7+zJdnZ/BU5XHNVBcNRF4K/GlxjoqoCKEFTN3vg8DJIO1MktOPuU3NSkwYinP7EFxpgUXRr7mu1UGs1yNwq5VdoqyVAAVKfnmCREebzobButaIetI1sknJ/Ae4DycN4wNUjzXQG6OC8dBqG9kNrXdEwWGkrPul+uAKGLKG9FWyP/n//tbna0Q1RaA6gN+YTfj5RB+LnlEQaSUNdC5791KNmF02CjtSZjt2zTG0+MlqQRUujqdmm0OQcRfEd7SvpSBCK+CFps4AexTdj+0/NbhHYBTlqLtD0O4qmeHYPvj+FJbfpHfKVuVrRBDXrJ7bOdiGV8Jf272XTujXYvg2VP+bKPC0NhG++/aTTYnBmj4bGdDkRE15rN753T2RZr2SAzZJ+uoj7xtZwMqXXLv6rR0r5JDZwfjsOa0zCgml22F2G0mS1CpU0svxPSVDRkVxZA1rrPZsjJAjoVEdu8YZ5st3uBDAZDYDnZf9sV42rWXbIWcuXthK2Qt9MAT27G0eVvaxJlnMrnWo6Ba2M146cPPmsfX/jGED58tzEuswj6Jy1+9gnueWi5XKRzKTZwj4C3bV/ClY8vCzdq0yXlF2xyFILXAjgPePlnBF5eWuxUKHS7Nxl16fpvP6ZufJbx8fuvmFXzpOIUHpNVfI97Vu1Zw93Pbi7T1foqYxpX7V3DPk8v2igaXJQi9y197FPf9cLuddnLLeyEOnX4MD/79NrkCMQHdSeGTW4wn7FrE9CD555WK8y4e45EHSYHEPTj0zO/nn38CDz+8uWzbCnU2LTZT+lQ1CZ/kVQvvgAvPPo6H/maLDKxXLigtYVukaAsvn31nB+ObjxJPVeXf1akos2hbVbehDc67+CQeebAHcCo67xKyLyIsDdPykW6HRzajsPORxqSq03OO46HHt8qJvKgbWZ4LzuvqKAOJnA+3W5YLrrPZ8ndbyxUSPR5Cfhe/8Rge+put4CPVVp+Nffn880/g4W9uIj8veE/gJNoWudTj0fs7/6uvWdgKWRO5JHwg9lEs6KeDkhJWGzMBBgGuUP7y2m4k40J8/BSV8DIe/UZetDKNVFndiBuBvDOmKQaoyILQAATTuleASfFZQceP7JMfx0/P7BdnUVrZiXKW6dSoWNTh+CIcAZEYzlImnIh4pz0WIWWnw2qF0eS7C9h9p3dlm3NYwUbOHx4zfxYZEMSO92KLT1We7vCDLHh5yaRVCVTHxvhSD3VefMYTPu3HcPEHHfAK2yW1rrH6CPV5fZIpP+s7LWS6RX/uo3Voww0JLNACFYYcX9ArgwSgAMxVCu+cvYciAgTeoEkAgUGF5wuyOI8lDTrowhueTqoVisx3Vwqv/GUBK6BCK/EhoMIKr8Om+L4OFLSCVmG0X/fuxbtOq5oPfBGuSb3KXQEbdeKEg6XkfHaQlkMywOiOFA5gKypETj96ugr7ShHlBnV1cKHjzYGGXeHdaIBZ+Yn173J9e3VKJN3r4KlOW8mZ5CJyGcAPt6nP4CIEiGcxYn8zedLtagIHX44lPRZqz8lN9flauDXQxgQWSrgmt5eEmQXNg8ylR1LyccnU/NQR5RF9+pDxUHwKSW7xCKoAGV4uddbkagyjAYXVEYWCdVJZx/7s1LsCFwXYgAxbBRd65qSUfRVEcLjkpwS15hEoAQWAYkmaq4nSS0AuzFpdS7EVRHkkp/ziCHTko6WkNKj+h8iTuMLhYj58usScRjsVV7BNBTfAxZxpqF2Qqap/WuKjubHTxdUeE40NlPBi3PYUQGJK2sDZ5ZeTCjZPw3jqDIWJ7pVXKtJRaFTHp8jbYL0fNKxn79igwIK/KwJYgIpXKKUWTMDAqXckoFCCDAUWCFCklQkdTn8S2ST9MLL3Qgie9WpE+NRRxFMFzQrW1T99wBBCoHcjPf5ua69Y+CKOCUqAOl/TAgrhR/lTWHPGFcNEUKF0Qq9qSTzrRoNYsQlZiDZLS/KcWR8Rf6xkmrNZcg8TYxmGlOLU4KIWWLk3QYXhNYVKr1IRPyYaGjotLNBqTzMF67RNCMZyJa2J6JMgupy6joJjl038NJL7MiaBb9V+8YK3tJeI8tNHogHtpvstW7RdXyChaUMCi8WFV698kgpa3pyZFL9eebA+jaQLq1zpb91hIWyIQHzyEJ2JBFwnW3wnTMQm8n5QkZVtuUoh/UmRKoVvggaosIDYuJkEGcp4zsobxrMqqkirEj5iLXOMVgFMXejzCkafltX5mkSIpVPsGcXUVjrszJTW9wgWLhsSyVCGJbigCvOuCS7MnHpk4uCVCp2T+FwzXRryivfYCchMuQAXsX0UkAbdjopQJzEeRHcSFHCB3PZCgYRid+ztIpvpM400DdGFTFF5LEVQIcaJ7OPaSF8RHso/xTMKaZZ8bbQxgQWwABWvQDIVsPr0kRQ/FCCwVilGSMKmAA0tYMHWSZ0XeUYp5eiZ/TxpnzTIDaWXPnlMnAxbVa7q2VL4WnhBxeOwJJg0KKnlpdOLVdC7P4PjAVJIEk8xveJd1wG7x5eoIYYIUCsdATp89iElwdPP6qbGGE0sT5R5J9PblFWRt8orAQwO0ivnhiuUXlAxNKk4OAY2h52X/gTF9U9oy/rE5AnXKVBgZgWQ2XEFQwxFnVYnPAGcSf78gYmHC3LLUZzEr+rLGjSUln8l6Ih8Fat+HAmqb8+Zhh+ENugTn/gEnHP4tV/7tWqYu+66C9dccw3279+P7du34+DBg/jd3/1dEea6666Dc674e9e73pXC3HHHHfj5n/95vP71r4dzDn/xF38xM99uASpemSRWBFy+rCruc1hC2PPgEogQf0v5OZ0Mie+ANJGun4t9FEigQgAOBjliVaNRFM9/Dm4SkU1wCzOdKCyKd0NZJ3eeJenwGmikZ5+WYwtQgRBuoviIeSOnkfYkGGmVz74Uqt5IP4Tl9Ms4Ghm45ua9JlnKlPJIfHAZ4Kk83ogr21y4s5Qn7GHypJSakGuJR1/4i7pUeZllRQNUcD+qEYNuDtpj/yPHr4XTpyPKcrX2JzRzd/THXFO7p76IcJk298dgPddNuj/QYYF0HHrC/uFP9wmgGFfJzzMfqmzpmXhK8fy6gAmmmVcs7r33XvzhH/4hLrrooma4HTt24MMf/jAuuugi7NixA3fddRc++MEPYseOHfjVX/1VAMDnPvc5HD9+PMV56qmncPHFF+M973lPcnvhhRdw8cUX4wMf+AB+8Rd/cVa2F/QKpPIzQ23PRN6cmVYnek6GSHeKF/McUR58SsT7Ys9FxyxMiVWMYx8Llt+1kAQgDWqRf3M/Q0WYmnsYCnevhJACFyo8IMMCvuDNEpA5DyX4IOM6/V4sARvKhOuP67M5Qy495EwwKpQc3MMjTjuj/QVvJTVgT0Jnll2tRCCvWlgGVC27IrHO5OoFl0NlbrHmrbCG/6zk1HNPeh0oqcAAUQfdc/ok4jmFUI+QNl2Sn5OsFZsqjfGUwotxkF+6R+ofMY1JOC1mWVUlQGCOK3IrjmrrE03G55IXi2YCFkeOHMEv/dIv4Y/+6I/wsY99rBn20KFDOHToUHo/44wz8LnPfQ533nlnAhb79u0TcW699VYsLy8LYPHOd74T73znO2dhd0GvIGK9HMdlIt5LIfY60ApFBACAWEUojpASkNAgogoyQH5Q6ShWM88A1HhOnzmUAjejaz8dRynftIpAcVufUWSYHlCh0knx0cW1PpXIMMZMistklTHF87afei6Ah6KUpJP6tqlEtaJNAlwfNeXNcpX0apkkAKB6kfr04aCCWDs+qWzp6Gps35SAl+3jgZri6avT6YkHDA2QGdN3oY48JeIIiXU5eAlOCE943901kevASdb0pzkGLfq3KGUXNl3SFVYxugvPcsfnZtRpmvspKnmmcKoti88nnOn8GjbRTJ9CPvShD+Fd73oXbrjhhqnjPvDAA/jyl7+Mt7/97dUwt9xyC9773vdix44ds7C3oJcRJR1Kf2lplMOplYOs9F0CFPqzhA+fPazPHQkoOAqn75ngeCF9sddC3XHBmzUBiE8fDDzEn1KuEVSkG1/TnSrlX65AJKUs4lQUf809548CQIjPEBVQoRVxcp94uTHNZ/7SM+1053P0xacZSL66GzR9wVMJcGQ4Ed4UnJUZcMNXCmNIAc95Ez/VP85DtY0urz6Rwu0n0kifYWSaGrTxUrjeC1KWWym1tZLS7Z2bA99g2qJoANDwkYl66c71pPuKi/0MSDe0mp+yrP0PKQsVZ8LvlCfzMPFwYy9kQPp0Gfu9as8CVFDe1ucPDcpTepXqmxdNbSvk1ltvxcc//nHce++92LZtG6677jpccskl+PSnP92Md9ppp+EnP/kJTp48iZtvvhm//du/bYa75557cNVVV+GrX/0qrrzySptp5/Dnf/7nePe7393Mc3V1Faurq+n98OHDOHDgAH7lQ8FWyAD6qbSb8WKFrwiJoelnwQPs3TbGs8eyLY/kzwodSJO2UzZHmxZOAhkdPrzuWwp2M4y0rOn0fj/Gk6Ol0t8YTXHA7/cT05ZHbaPfPjfG017VU0Mo7B9RGXqEh/PAKZuU3Q+tvFAqP237w5yhk1/R1j3SZs/2MZ4LthQKhWgUKNnAaKWrlGuyg8FLx6yIVFl27QWef7bCj+pHQA7fpyRT+D3KBoZO0xUPpX2Rnrxqdi0K8jr9iiLS6bOtEIO0z65d0f5KhQF+DMF27Qaef66flxinsy0yZZ2qOvKa9wTggN3VMtSJ7cgMUbyF7Q/mo5b+4Ubiaizs3AsceaYLfOCNe14aWyHf+9738JGPfAS33XYbtm2bztbDnXfeiSNHjuDuu+/Gb/7mb+JNb3oT3ve+9xXhbrnlFlxwwQVVUDENfeITn8BHP/rRwv3r39+GTZuH8f/TYjfjxQ6vj4NmD49LDxzD12rp0+cO/iRx2euP4r4ntgeQ4LJfZZXhzXtX8JXnd1RNm+srut/qVnDXyWWxb0KunHgR97oTK/jrrcu2QI+zGo88k584vN2v4A6/3BXT2FSpNxheu2kFd54kOxv0K2b1wf2abSv40lEVnvIA5Iz/6t0v4O7ntpt3WZh5eOCKV63gvieWxSzaXNkIs6PY1kUZALNch844hq9/Z6tMW4SRM7ZkA8MEOiWP8L6zg/HIJmE/BNq2CJA205176QSP3e8gZ6/xnyOw2j0cvMzj0fulQiuI7Eqce2jS2c0IK3Rd/4uAmNOPfcQlOxVlukqnhPAXHjyOh761xeYllJvr9YJzj+PhhzeV9V6h8y84iUe+mdUJ82ABsvMvOImHH9qU09azbYOErZDUrmX4eF1/DB8vx8vjX4GN4HbBuSfwzceC7Q+yzZLqx4Mur/I4//yTeOQbyt6J2Jwha8w74PyLxnj4G0ulP7cxxbkg1qsB3Mt9P74r8wNL5E6TBiP8uZcDj97X+V/91pfIVsj999+PH//4x7jsssuS23g8xh133IHf+73fw+rqKpaW7JnomWeeCQC48MIL8cQTT+Dmm28ugMXKygpuvfVW/M7v/M40bFXppptuwq//+q+n97hisaD1Jb4Fs6A0qEs/rwWoy24eSBdg8WbOAlSkUyHy04cJLsgPDvnUCL0D3g4P+hWFkKCiU16uVL7qREXycyotVvrIcQBD6QJVYADktJwpZBQA0W4EYNIGTw0kUhgWZrIMnDaXE9Dn8FX5rO/KGjRoD52OIBeYU4AhJWFUruJXgAsK2+FQyUMymqV5DHHz5k0PN3HdccWRy4gzsgtAXLSk+6Anp1S0SnitzGtF9mU2fWSGr6UflGlt5a6agRcP7aC8dwJyo6wLLpG3dPdErdTc3+JYks0Z/CRfcWwkUxIMbKKDN0RjUW9ejm/Oi8eojm+Fp6znSVMBi+uvvx4PPfSQcPvABz6AgwcP4jd+4zeqoEKT9158ooj0p3/6p1hdXcX73//+adiq0tatW7F169a5pLWgfkrjHEA6uUEkNqfrjqwHGQMGMduAeBZHOsMRUmHLowIkrIuwJkugkx8EKJDjiXddBAUaum+mxk2ZarWChYRZZ5bCVcJCgAgCAQVgMPYhFBdjMZ8ijazcBaiYcHV4mz9LuAEobuSELovaEKkFKnI4i0xwEutBZ1rRTwISMKhgQc+ho5+hZPKVCnKzYeQpgQu4blMhOnDh6dKDDN6sDsN5Ql6QpZUl1YFMRSkp9T6TEtJ9QlAY34Fh12jPIllXAhLH0QlQCINxLt+KmYGTpzJDxQABCOqzxv6XvptJO2ARwKOTcIdzj+E1oEghpgEVL+KJEGBKYLFr1y5ccMEFwm3Hjh3Yv39/cr/pppvw/e9/H5/97GcBAL//+7+P008/HQcPHgTQ3WvxqU99CjfeeGOR/i233IJ3v/vd2L9/f+F35MgRfPvb307v3/nOd/Dggw9i3759OP3006cpxoLWgfSnD+veAF596MJZcVnZO+mvTnSkcOpOCvMyLAYF6vhocS23BiLMKz3nghmgwju6mhdpNaK6chGz0Qqzctw05avcCjAQ/aPA03EYSGhgIkAGCbUJDFDkizyzEmfe9Q77sky5zN7kUyi+ihLSZSxm5WYMw9Oq91oYftGdvMgiXJJE9SiDKNAQO5DqK14vc2nd5CFnwAPqygSBkccGABteRxVyWf0PAhg1XryXiCq8O6/BBeBVWH3sl0GFteKXwjHgMFfAKNy4q2TnXFiF7XhyCE2u45t5Kb/amKrVn1ipazXqbDT3mzd/+MMf4rvf/W56n0wmuOmmm/Cd73wHmzZtwllnnYVPfvKT+OAHPyjiPf7447jrrrtw2223mened999eMc73pHe4yeOX/7lX8ZnPvOZeRdjQQOpULTWd0MOz0qfwsjPIE4o9vg7qd1LMXLFHguRh46jwvgRupvxlrwNRCplAZSCTSc9nFTOrID5NIgBLETaIKCQKpDy1e+Fso9+vnQnkFCUo/j1FXdkQAE77+zmZTlVmVlYilUVcNqlgC3Ai6YQTwOwQWQKZcUDlUvsQvBG+KTTstbPxyIjAiDFR4owqVx1oQV/evJO5U/gIraLLlEJKrSi0koONvmG31TkIJYcap+qKLiHK/gWqywxvWT4i+oYCcrIvkppZT9jnwmNj+6dxkN81yyH/D06sJLBRWzpoogGP6pfQbWd8q+Ir3WjNQOL22+/XbxrJX/jjTeaqxOazj77bLQOqFx33XVN/wW9+FSAiujOSlnN+BONbH8GFfoSLB8OeRQXYqXVhjJvC0gIALLUrVB4H9In/mHwJ5Q3AYQILHg/RaGEHcWxgIWuoxivqPT8WwUY6TkLG6H8mUcYblGQctk0X94b+VGYoGpr33tL3n0SzKLsej+IotpnFsDLcqdfm59hpNSzKE+sayeVDev7uHafp6eSPxcBBYKfS6sSCWgwuGAc730dXIR3hWvMcujSzgcwTEnMYx+4sEiXzalnBS7Sr/col1sNU+VFJsjjIabT5C9eSR5WQuKESqQpQSTH5bJlviFBRR+giPmlvjg/2ri2QhY0M5mAgj9bOOqnKpz8lOGKMPLzRnCjK7fTPgoFGCTgyL/iM4fT6fsEVjC2AUVzz4NafWiCiiA8ClAR44Y8i7rl/ABbiQbZIPP2Mk4FADjt5iNvJJzUJx03IQHK+ysi2GDe1HPxSYfDR14mwcFX4mgywARgKEUzfo8CcCqENe0HlCJRijAqRyCqkhBMKrd8kyfZwQABDQE6OG3KOeTr1cqG5NV+ty5isuO8OEhDFK3v+m8GH2n1J9RXarPOX+xpUFbaxOZjDcC4XnQfSyB7irpJ4CYCx46fLDvDoLBWb0T+PvEQ/eYLE6anBbBY0GAyQW0DUFjgwqfLrmQ8EYdXFNhtKX/yAFDdnCkAid53sYSw455ARuQxApikpWXhHYGFNItPbm1QwQo8AQ2+OCrkKyYtMQ/BB1W9oXCLVQpOSz2nlQqVl/j0AVUGXQcizZoi6gcUAlx4tQ/D5wdr1cLcLFdRnvW9FlbCJMh7l+R7/Ckd6/purWSqvw4EORTrJsAgj6bOK+tFAz4GbXYSVFdzIrk500F+Csra1VeVKVuhBdJqRdzDgbinA7KsGkDG/LjPA9MBCYPSZxEqQMabCtU2QUV2y/VA7dULzGYugkkLYLGgQVQMHwIU8r4HDS5c2WkNMFAFCA75+Gjluu0yPBKIECBl5OlZ5h3LUgMUGkgkZRxBhXEXhFbIRRqspGPWUZao2VLvhsf4YO15YKVu+Qk+fPF5h/dSADBOkZCfEHpUZsRykHAUvPgUrwlCNPmKuw4T86+lU1uKoA2FwsIlN4ipgEhDcf9PSi2fAEHsQyA3yHf+JFItrwkwoodHsZqBChg067sHVIigKuBMQCPUcQIDpbfJj1bI1Fw+V61oHzOpvrJPtTLR5x/22ngQwMhcFatUKMeRzWMMPGfUMIAWwGJBgqJSi+AgDUhAgAmEcIn0CkMUqBSGFWaxX6JQ8ADb9vCA+TmjtlIhTo1EUKHBCK9QxMKylKmAiqzsXamcAXN2X7uEKlJnPwDw3uVPn0op50qkeIAUchZYqT3H8Cmel/nGtCZS0eSylUrJWmmwDIfldHw1XqHg+hRqg0x7F7HsViKxEVhZi2cCHM2caQCpgOKzCPEpwAXpSPFJBEggxcqSMimofseBL6MYSqsGzsw9MA4QJuKnmhp3iKC6GmGtEnl6EOCiswciwIXFewUwmGXrBQxGQI+uP+gCiZWxxHTnNvE9d1t41ZdRLceLRQtgsUFJdLvGWC/ukIABLHhVIN0YaISJv6zgWdFTftWVCD4iKj5dyLAZPHgzfg5LQs8CFZVPALCOk2owoUBFqmavnjkuz9JolikbRfNaplV8AjEABb87vVGTViqSe8q/NLZVpksOmpeQRqRq3AJQGCAk1FFt75mpEChuDbRYgKHTB0GZpfp3pPEb+eQEIFYzUpCQo5NNW/9EEssWzzRQWsw4l6+pHMv7Qqy6adennb7Lj6B1/oEUANw0UQRw8llZu8pnESABtN7yDVXYCRxUPFPfkT5pn0UYe4i/Vp3V9lQUYEuW8cWgqW2FvJLp8OHD2LNnz8azFbI8G08FOKi879k6xrOrS7a8YNkZfk/ZMsYzJzh8ntEVnTF47Vsa4ylly6MAOhRnP8Z4CiMZpsHfqeMxnlzS1/NSMCFkXUi/DK8VLj/vH43x9HhJho0CiMOHRLItjx4KcU/ZHOqV3Ex+Au3d0rWbnoFWN0v6ri8dXmnZ/pBlSbY8jPBWcyQ7HjrNCvXZqLCSKOwv9JRh155g+0PzXJn57zwl218oqeR15ynAkWfJ3wLm6blzYJsTBvcF1eqpVnN1Wx52LsIuxwDqbFpMp+jqcbw53pLNFqBeUHKvl8EG97v2kO2SYuzb7b9zL7c1MVDhb+deKkODYvQy/TZx+ANn7n5pbIX8tNBPu60QrWgvPXAMX/vH7fY0zEr/tKP42ve3m6sGOf2Mti9/9Qru/clyXikI3rwSwWlcdcoK7j68nM2dK6Uv8gwrDNds7Wx5iBUPqPwon7dPXsDtm5fLEyJRAqh6+NkXjuIL27ej9fmDj5O+za/gzslymtmlmb+ySsorCNdsXcGXV5bzSsgE+YRFjEd8XXXKCu5+djm7M1gwBOlVp6zgnqeCLRI1U3X6eQJc8ZoV3P+j7XLfR7LuCGMPiMclZ6ziwWDLQ/sVIMsDF569WtiokLxpGxUn8M1HNlc/Xeg6Ov/8E3j4YcNmRo28l3Yt0uxcHRWkcp17aIJHHxjleuEwqX19cjv4ZofHvqyXqfiZZqrO4eCVDo/ei9wvXefugXCtN+QJKudw3sVjPPzQUk5UjyHO1Kl6CoqvAFZU1+dfeDLbtICayRtz0fMuGeORB3uMnFEZzrtonG2F9FJXr+dfRLZChHfur6B2OC/abFHyKssxqjA3sAyBHaAL3/UL5P6T+q1LfDOde0WwzaETM1YvAODcy4HH7iemY4xYlapdku0PTZXVinMv8114B1x9zUtkK2RBL28qZ+6dQ5R/um9VZ0UOcg8EID9R6IwjAADkKQsLmIRB7pecDVp4clvbrEn7K0pA4vOY5k8fI5D21xWXEyhAhdhrYFzPTaDA9FNhEEGFClvw4iiuDqPea6c0BB9FuM5Rl1MKac7Dm2XTwECWy9t8ooyXZ3m+yCs+uBS11pFt0qcoCoVqR7L9hXstkMEbB40blxwQl7kdwrXdCf3HmznJny/TSml76COTAI/1DIZ67UcYDuWm4UoaQ0h/AqrtESnIJUaK7QlRsPlKG3PAFDYmGdN0WUj6SgK6fg0uu+RLXop6ikfPRUI8VlQhuZ1B3Ubk0WiMIUd1BS9rpwWw+CkgRrDC2JECDCYg4HRI+ed7JOKMyY5ThocJKOLqRMzHunpb8AArDchNmyl/L+M6wE+g9lMYoEILC6X0a6DCJcGErKhBzzEruvzKcR6s3GvyoAYocnELf6ffq/x5IUhTOUH8i3crfMuGhxflrgIKBg1ephXTsUAAA4VCYYrKaJAGQFWaQtqSUkknZWI/LTZwErgIr87xSREJMhK4IKWTTzp4Ai4NfgtlpF76gMJaQEU1nSnAhZV1HIdUj3pMCDxjnNZxFg8tPc1l8OjpPxWyotT6RnKOg8q6n7NClbpdS/MNoQWweIWSKUPE5SrsLt8lECF3VupxCVaFteJ6IBn+ShsqR8SPk2kLIGLcV2EBC+8gjo9aYCK9o4wvC68oBrBARbyeWx8bHdEzKcXWZs5SAZekZ4jVzWQKXIjmVko6AwVf8CxBhNqoOSGlLeKQUKU0BKDQ/BkbMuunRZS7ftb1MIuUHFjPgzYNslKjxwTMQgae0X30TEuCrB3zY9aFWvl5k28fM7RWdcy+Lx3NfmSEK9OppF9LfJ4UsZiVRTzKCVXF/CIAR39WZdiE6konI9lsfs6V/n2yyszfYrRe2SzDI4vzbpoFsHgFUeoQQknT/K2iYIt3pbjZPd5qae5h0GlbQMHldKyVi+QfTZpXgIXo/OIEiZfxmA9U3plplpbx0wfIS4GKKlAA6PMBK9dKWEuRK3YyX/TbAywESNF8UhoFQOA4QB1UNMCDBEm+AFlZ+XlRFuuGR9GUCmjEMAW1pGFL9lK+HT+NsJXoKWtDp9QidZ8zYnirPyJY3XTxJSlGT2mkAVIcUWR2akhJAYlBvBfoRcUvE4nptoCZ5HWgajM+NXgggIeiEkKA0M7xrogURoM16psxKl2k1c9bO1g3DritQuldiBzj8iCY5jiMo35TIe5660kLYPEKIAkKXPrVilV0GgUeeO+C9JOzJK+fWemjfE5u0cKoAgnF/ogoE5dsv2KFAehWQbyHH3kbiFjkykefCi2VLv9ZoEL4N96b4EKDBWNZWe9riG5aVqWiaQVP6fNGRP1pg3mKG85qnz/kakwFVLCCNvJN+0vgi7ooDD4l/5yXABvBQch6rsuhQnNGUCHIoSub4s3KJyxbZIWbgAMgCu8d0tp+1LfmkVPOV4EFYoLHUrqmfSjVjjrH4hQgpQIwCBgVM3JnuE9Djka3qp6CApAQQWpHORP/Q+qshSYg+7mZB7WTABfBIdShjDR9hb1YoAJYAIuXPYnuGFcToiIHCiAB2Ao3AwtXgA5BLoe39kykeDFsEJhsECyFb5gwjxswdThrxcWPfGfLYwnGRVykVSNo0IPTy9ecMITy1J8/GGzo1Qwswd64WShjck9sacVggApW8pp5S7nrdIIkdw2eonLQqzKDQAUpf/npxb610dxUCplmDt5/MZarPLdk/ABvW5m2SCsE4UGOsb4IYEiDYvk5YYmoKZ3hhqj0lMpyKi3VpyrMGuSrr+anKn43wJUrwIUVeUqtR8q1GlvVo7zXIvPXWwYz3UrczKDlaJK4LK3ggdHhbMjgxQQVwAJYvCyp6AR6rwJK5Z66b/KXg453/nqKl8IoECGAC+ftAN5AlvxMI18yHoebKJDQ+XlZrsjbCPCTEDfa+qC6SEUPys8wbkwVkZ+TfBNKNaYFCSqsy7D0vgvOQyvm5Obt8IpPEwRZvOtfBgdWvFo5h4KKGKcGKgRPXaLmKkXBe87AGW5FXWgrngMpdS+z3kslMfOKBisFnW5YkShWo0gJWhs5Xbw4KdZfSMuFgSr3e1qKu6IEByqcCER1n7KSLyleSw7R5k7z3UdDNn6m0zT1NIrPIqkMBDzaxZmq35V1FjsYgYla+VOnXQMyeBFBBbAAFi87kqDCZWUMiM8Z+tNG+k5HPwIs6PCcj0MJVIpfJ0GMkuvFrZgMMow0k1XR9J73ThR1EsNt8uIEiZ7F57GpRrwhCAtQgahcnTiCWYAKYfeiTEMoJAYhorIkMCg+lbR4Nvz0JjsL0BSgIioIsvuh90KAwwnevOLbAA/WTI7drbSiR9/pA6E4VfgatYRyM37p1y+jjRAiDycbk0BCBiJOBI9ppJl/SjNrRUeBC65bilC7R0VP7gwmy/KohIr0XCpft+y/di3HX4uGEaGI2H/iZxGt1MXelWoHLPmp5mm4m6kaxulmIJH6gORMubJGWgCLlxFJZZ8/ewhlH8PEFYU4UFjRM2AAxdVhNLBQqwQdIHEmENH8lAa/CBCMyjxyuTrT5eJuClA+QLdCcTyDl+Q3ZCCYAjK7yT0TLlxahaxwKysWyY/SKoAEA4/4UFH2gifFv87DLouP1WnyYu6p0HWkeVJHSk2wZKxSmGlDhdOAQhzfQ5vM9A2ylEWRlnLnNtCz4ylJ66siXwc46/RGmh+ouy1iRxDfCRVgyVKhIL63IQM/B82Crs9hoKJB5ucHg+vaCgTlqftWp4x79GcuKgQTGlxU8qwnaLxaq14JcPVyWs1iUHBj0jc07trhjKQFsHiZkDwm6bIC5TsbwgZJH8MAUsFzWrqnGHsyzD0UDh2oiYBCrRAIoEK2OqqbMXmvRnyeePglL02XjwKA0IbBdH4OSEfqYhXQTmsRWStB0DMrykmXmAAVyU+F1coa6l0/R1BhxCmFpMEjcjoivgo7hBe9UVP6eVlPsAAQ30FhX3BV7KUAlZ8UlAkoOO/03pKwLoe1Zq9a57LHlBsTzTSpjacioWiV0hFgCKpTdHF4v2IioR3bakJuSGQg6FQ4nQmq7cVuugi8QmDStJpNgSmRnwBNIXGzYzjB18yK1VdYt2SOGY7qhevBkuFGHU5zaMTixcpmHrQAFi8DygreScXNKwD6+OZIxde9g1YGPHL4GphI+yY0IHDlr+UmgIUCHdmNbsXkOylGyPsruCwsQB3S3opCclkKtOZPbunTB78PARXeSNcCDAwqakpIKLPSvSqUKoq8KCPzpFcqDCqAhhVXAIzMULn6osIVYKQGKixlYBFl5jsVUxW0lT5hh/Vl+MjbELZChCIs6331Ld8lb98NlgiaoTb1hbgOoZ5YKXEagmSYPr5LhAtZZ4YyFcOS98vEvQwJ+GgbLUGxxzAmW74EokZetSKlY53iiEyJZlLfVPJF4DiX3QqxK1bdpuRzBpoqxRoASv7z5W9hhKyH1t0IGRkISx2XfoVboL1bx3j2uMyDx0Nq0OAgjFOJtJL0Ep1036Yxnj65ZPOi03DAPjfG036p5JUlCKVxqg8GvyicVU6mU0+O8eRmy06AyiK8nzoe48lRzdaByswHo2W+NMhVk7X7lkIdERVxlWAW7WClrdz3blHt3FJwHti7bYxnjy0V7paeAEJfXVky/EvFGsM0jYQZ/NnGrGxAAZSGnfpo114KP5BEHi3ylMez3bOpSCgsQEbIfCUsk3PYuc/hyNPcGVgBFhG6PPYCRxpl0LkJg1wtCvkVddQDrvqMX2nZkdLX5W1QZ4TM5omQWfLbtZeMwTGo40j0HstgBjXILLNP/0w+u77RSFRl2rWzzYnVo2rtXCvLwgjZHOnlYoTMA7j09M5AWHkM04nPCLxCccWpnbGpNJaM6QOvYkSjX9nPmeHi+1uWV/DlY8vlqkTlvolr3QruxHIqU7Yb4stVDAdcd3wFX1jeXrh38b3gJ/5d/+wxfH7vVgDyfgnnXTLoBY90VPQdx1Zw+5Zl5Bk3yECYTgO4Fiu4a7ycwxnx2MDYW5ZX8JUjZPBLABwvZngR1Fy1dwX3PL2cG5/8RPzwfMWrgnE3DhsEV7E644HLXn8U939/u1gl6J69jB/iXXLGMXz977equlFpT2i2OPG48NwT+Oajm4O/UqzMW3A7/8KTeOQbS+UsTpQ/K+FzL510hqM4jKoidjz3Ut8ZghpKDtmoGECrBkoBEa/nXurxWOJJh0Oui+B38CqHx74yyW6x7LwS4pBWG85562Z868snwwbp8Ddi0J+fYwLZmFUFhKgl83MvozIQmfIDql5V/XCfSuFrxq9S+nE1qVPm5146wSMP8uSlvtoU+9N5F5/s4hA7ZdhQxxPfGSG7F8UKWJZ/PvEGF8pg1FGNzo1GzkSf0GPfi7o6eNUIj311opMS7cXy+dwrgEfvr4QLYQRPl3o8+jXlSCJVj8Hcbn5hhOyngWgbgDxJMYKw+ll8hkD4HeWxovcjJDeXHb0QVMhKG5CfScLfZEml1bqCG8pt5CXAiOWz7IMkgEJaJLl78Y4RgImnTPWfE4OawUFmxAAKE6QruvVnD/NzCCh95gOkbAswIOOJuDotHRYyXwtUJL8ifQUqgNwtRN2grK9GWau3Z3rppvmTZTKUuS6vXlanNJLP0EVXPkYYu5F5ekW6mUI5hq+UTQIPb4fV7EGVqbHhMb8Tg1EQ6HLV+I97CzxspW6k4ZgRr8Jami4WKv3mAiU2Sc/DyWRrCrHgq/UZIsXv5KoLG2fTpxH+LGLtBeFTIma6NmPDLtcaQNwHRAbDopvBfPo3qG9OSwtg8SJTHnsug4mwPyHZ17BWBnRf125qQHZK3WUlzacpOL6RjzgOGsNapzxiemEzZnMvxghpBcMH/rq0SdsRcEobObmMHnAx4wnSpk1zrwSkkpRhtR+Fj6sfQGkfRCmNmhI3wyqF3QsqNFhI4QxhL5RYyU/tBIjT8UU+XXw+IWICgiCg9MkQoZCJF8GbVuRcV+yu06CLpFwI35SLSfEqhWhF0rxo9+SX3+1bFTVTXvIf/SzQoHWzJ8umKsm6gxYYMPIkJVpTXlbyXjs0mIr7RTxfkhXrWN3NoYBUHl82qBisuJnf9Owg9l7wJg9RL5w3udfymIOSntexU0DxwqtnnN/gPU3DaQEsXkQSmzRJ2cdPH9XTFE4+C6AQ3WK6UHFIkbNfDVCIVQx1SVYBEmI+nlY4OJ140kODI5fdJf/KT48tVs7aLTybKw5w6r6GHM/FMCMkUKE3cwIUJ6ZBeesLn8yTH95OJ7lBukUyN4JadVKEV8o98RrC8Wwl8eoL3kS6Rb0bJ0MimEnupFBTvXE++Tk1ee+GPK28SAwbgt88LNHKw6PoeuyXFFSlrnopKaigzDwn5PIvKTILXFg3uJJxeQ5YlkHd+Bnby+twlSTMsut6SIk6CaAEi77kpVafLVBRa4vYqUQ9c8BoNTY6ZyBk8zCAOdTApgqu++MU93tMjQMIVEgg4UywsVZaAIsXiQSooIukul/XexJDAAsgzPjzKRLhhxyvBiJSGL2PI4YLd0twuukzBxsQA4AJ4Ddx+r7kOaXhiX8j/cbJj7RaAeQViJgECfq0AjHpEi2UuQYVFL44IcJxOB8NKnpARMJRPaCiVNSxiqTSt1ZnpDIv0xJlaciRqNzto6gkoBSP8SG7C41nf/pQeRY0i9JOCfKjk4rTowiX+LTSS3Ea2je9G8q9CBbCOVkn2QhZyVtcwu/q1pl1oxWasKBpsRaVKK0CxV9TzTEIUv0o3ZNRMo54HCytUNSqrarQc1LVeq30H4/uJtOkXGMdxgc+bsphinLU+ao+V/t0qJNampa7Kzr1lESgIo3FALimtSPTQwtg8SJQPC6a9kwQoIgrAPrzQrkHAUi3X4L2THAeTBpE6EuqLPDC91KI8F6ESaAjarMTgN+cVzDAv0C5AsGgJ/pD+ZkViaCgnHiPQjatMJA7b7gsVhK8fBZgQoMKrXAQhDivaECFZWHYAyDEu3huHCk1qQdURL4b0U2hDwIYFr8xXy1QU91WQIVRrzLfHoHHClaDUaMQquu1k298/ijaQre/VY/RPyl3remdyicrPp1vwZ8gR0+xgjUQCe56hj7khlIaE6l/UjvEPH1NcRZshNUYS6FW2rFZD1afMlfjKK1QF27CvKQChXAqVat/+p7xZQ4w4jEBvJ7PITXwUfAS0vW+M0Ln83sKNNGrGGunBbBYZ+qUbf70wTdaZsCAQtFLYJFnMJ79a3lG8AJKowUs+MrwyFO0yTGSeXWgwpNBsA50TDYZA76Q4kggwo/UoOU4ZiWq3xpISOGcCSQsQFHcsmkoBqGIokDh/CqKpgkqLAVNwtkZ6Zl1w3wadaVBBhOfNLHTrmhHkR7VBShOqgPVNyxQ0VLimqeaQ3pUncjsU1xpWmHUEAFkW+uGM6Np9/Cuv+HHMgvrm0F7mPxooJCdC5CQ+nRMNYIJIK0mCLCj+Ffs589sqmxqD4m5+hL2VaTw+lNPpdnLPsQv2U30JyGLXFfWiWy3jO0yTxnq6X7U0yeLX6PupqFGeNf2pnHvc59Nbec7MBHDLVYsXjkUdBuKTx904iMpXW20K4EAFRYqTE2waJACSpPBA33qEGDGh82Yka9RLJHrPoWMkG/OHIUevGTw4wBxfJT4a65MqIrkFQr5jFRAR2CgWD2oXHSVVigUCNDyo/jMwpsitR+Md+bFehZx2sLI2r9RCBBOT0YvlYHir8gnvfsyzSjcRbmUAtDl6AUV3ohj8MuMFP2uVYeG8urZb2HNdu2Ng7rBRSJ2nuIazQginHw3VxG85FvPqhlgRIeQdjkb5nR4FqDbwhvFig4qnis/yphL/xS9uklVU2WMlP2p0q48hsM/L46kdPxzG5cgQ2WReGgp6Ni2tXfk9hZefX2hlp1Pv91qRfjTKxSTzm2e+ywWwGK9iEEF300RlX50A/sDcTVDg4MEGJDdHOUV3QHYcWnlobZq4Ue+C3cSmMQ9EwFIYITQsSncks/pLBkKgetC08jqxErox88a4vMGhCLTyl1UhJeAI4IMc9WC33Xa8T0KVv0HFVa/CyUq+c9x7OuwU1qQfuZmSvbX7pDgQJMTvy3FzHx7VZYewaT3VLCbT/9knn1yui9MmWH4ccq9krbBU6E89KwwhrVmi1Y+HC9UpkOw0Nk0hIWsgJjf9G4ULm2QDGM5fQpR6RT9S9bDkBMZ3WKIp7rOCjL1GeFvpcH9g/jwlaYz+CpWlow44vRTrAh9YobbqJZkrVpa7lWsEOuL8818pdNQBliT9kkoOSHzfPc3nvSP3SlpASzmTUlZd6AinpaQChwJXHRKGeETh0thTHAA+o2fOqhjik+AlE7K1wAUabViiQDEGAk0xE8f2upoWqkYhZ5qAYtaX+UTISJRKkw8TsqbK9PyC4K7K5S0fXoh+FVAhV6xKNIkQFFstjTKWD1BouOkfC3lZYfV6ccVFN09yjhaGUr/ws9KrxZOK01droq/vUvf5q260oJ8bJDjV79PFwDDDlZQVZH0JWArssRIbEyhQB2xWq4u5L4hy1CWWXWmpCCDcvKQnys0v5r1ol25TeiZ8mDcIMET6+dcH3HVwsX0OV4xphp1L/pmDlvEU6sAzscTIhJciNUUsy/MekA0VJBoglx3ZjixFwNF1Wd55XM/sf7inovJpFvRmCMtgMWciMcmn/JABAxi5QLF5kxxKZb12cLJ52KPBeePnK622SFWTAIwEKsqBHbAqxhagy757i+myysQ6ZHQtnCHGkjENFCCCrVZswkEoO6zMJ4LUFHzA4Rwm+pTB9S7juO7f9XVCKPOevO3nlEqoMRX4s3LOmiQKJ/mQfCmhDf5m8Jd8Zfz822eKjwnsOGCyK/wOS3Vl7p93T8KcpFvfHc5DND1eZId8E6UpQA1PrgHgOVFGKfiGMrJB54dlJ4uHFTf1o3F4WUeyUprdNPCyslnczVEr1TUQEXBH7n7ir8GvYaS70plb6i0j4FP0+F0po1wlc22xYSiWC0LwROomIR9FR5uPOneZxwTFi1shfRQr+0P1R/2bA/2Ghjc0nRSHxs9ZdMEz4yXhCzgXxE/0L7RGE9PeuyRUJx9boynoG2F+Kz3GXQg2NnYVNoKkRopu5+6OsGTW1u7SeXrqccneHLLSPm3ZgPBVshSw5ZHEhhdOvt9V+bezYzhed+mMZ45uVQK/sprsvshlKAdNtLeLWM8u0r2S6xAFLdm+6OWn9VXqydIPLB7xxiHXwibY1R9lGXpwuw2bX9kf0279kjbBYUAVJGE/YUBkqnX9kKRab9diyKPQTxlxZdsf9Q+8+j0949w5Kl4fIlmr43v6Tv3uS7OwG/uO/e5bDdjgBIbVK8AYrl2nhLKnJJWeTj5svOUXKeF7LOz6Gx/PNsOw/Wc2q0PTMTw+0d1my0Gj0X6TaJ6esaKYBee60mErdTVzj0xvAFkI+AAEvDYeeoIR34yBgAcOLgPbzjtdc1SLGyFNGittkKKo50A4smPS087ivt+tD18VrBOg4BWDBzevHsFX3mB7HKIq72RwQiBkrf5Fdw5XpbLjAU/Od61bgV3uOW8QkErFun4KG3GvP75Y/irPdvyJxD+7BHSdvQ54/onTuCvXrO5YMH7UFlqHN3w4+P4/Ku2EprOqxNypQJps+bPPn8Uf728PYXnjZfZTgiASef3NuQ6Ev7hN5lI910aV+9cwVeeXxabM6NffE5V64Er93X2WuI7h6l9Crn81Su474kYR86SrNWHy15/FF/7/vbCPefhRX6HTj+GB/9hmxCkFoiKeV38xlV8/dtbujBpE6vPd3uEb8/5mBpwwQUn8PBDm5JfzIcn1fx+7qFJZ7vAkx8oXuQvhr8SeOyrhuCtzH+qtheAqtI9eKXDY/fK9FoL2edeCTx6jzEz1Z96fBfmnKuX8K0vncwb4iaTMg7ROW/fim99cRVCYYxGiBaNrVsgz7lmU5dHrbyq7Oe8ZQmPfWWc3VlxGkDm4JUOj91TaYcIlFK7eRy8egnf+nKnoOKn4JQemxMIpzM6GxW5fJ75sMijs/2h7ZFYoC3wlfpS5Hni4WJb8GeckG+02dLJclX3hi2Pal+N6RvPB988wmN3D+yvzqW+KuzFOMU4FfzcyyHto8TNmtwXx+HTx2SCs6/bhsc//wLgPa5++6V47/v+hc1boIWtkHUguYfBCXe5Z4Ju1uRPH/r+iigvCEDkOyIIXADi04dHSKsxATHvqIhXaiu+/JIH4vHSaONnyXdAIt5XEX5TscU+CW9+CnHdumaSQQJkePpjUMHKU69iMKiIClL85RsEU7Wo/GqfRLoisbCsAAao9FQexbshd0x7Ihyv4ibyUHxUyQAsIm+dps8PBSixMiqWnElg15avWTERdYpbdea1LKjquLX7IGLe0gEeYZOjlycEZB5GYrVMOHnTK9SJc50CSMq5ks6EG47CVTZ8dkPRl+HFtwhKr/ZJgtpXjgkfYqbLsjMv2k6LSjNf7Q3ZwX3ppPMr0qzVbfEa+2N9BcCiPH4rkWp81dxS9XsIcBnffdc/y+O4VplAJ0AQ2ii8x88f3gM+fwpJfnP8eLEAFgNJgwoTFPAKRQAJ2Q95BYNWDASA4M2eeoUjAtagiPVGTfEbeY5xPWivRM4rb8BEvrNiKWjDTT4DCgRAwSsWiZlYJawVO0Y8K5KJZi7+OaHoa3/xaGmpAKleQGFZbirFGUF/BihxgFFYJQRN5a/CpXdLGKZ8Wbk2wAulU5QBSIKjqA+rzFb60ZHrGb4Ea8QEQelK2ixQVTwLVBQKRr9XBF1fvJJhld4ALeINsGHy1SOMKwq+2L/gaUynfQi+XQdiT4PPCrIax2ewDrVJMabpohtU0Tz1Lb511c4r7asAlYVOo0jg0vl3zlp5Vkg3QSEPuEJ1XBrvMftWPlOAjiYZMiQRD+QK0Gnd9ZE3bIZ65Y2bYXWik8NxtcIDPruJVbU50AJYDCDRjhFUMGCIoIJWF4rPH2E5UBw1VasU6TetfHixgdONAXHhTBz/DWAB54ORMKgrwz3x5jOoUKc9XMwnhE+AQgMbR+DCy/HoPV/6wwzmQcInPpwCG/K+BnKj37KhYrrZz9qoCRVfg4Oa8mZQUZxEUfl2vHv5buim5spFCpvTcSqsyF8ogjI/pxU/h0dO21qlyX86DeWeeOSyexUhO+WbZWOiTsbh54Ipg5KzIahbs7Mht09arKg6ZIUqT1AYfMbZfwTlrbOEAnQo5V0owigkfFF/8ioul5OKdTop6zZ+LpOK3ee/tFri6MQJ88k8qTJFUNS6S0Pnb455w1H3o9hPHfPXIM1XK1yZcfXVdGeQqPJuHvON/SGsSiQAm0AFuYV3AMBkAr8AFi8BJcXtFJjohKE+xSGtlaI48VGYEA+AYrIJaSVBgAyP7ru3Q1L0hcyx3OKnD5956fjxxIMXQCP/+c6UOJBBRdI26hnAaJSFkHdRALlSp7BA8LFsPaBCxSmUZKgAATxQxktVRe88K22uHnBehrvgp0jHEs6qTJBxOt44nBSwM02iLJln1bVWgtGtlSZ/063x6NI/Jctl2p6FqNZH8tiDXa4i41geeyZYUFFWVyl/W8F1UWtxG3nT+OGEvVVfAlwo7yaYipm40FZlm5dKzMv2rvKfwUVeionvIUz4vJQADUiZFp/XrPzt7O07Rjq3rFT9sDYRfXSeJD8zBu6QfjwAp9sjChPFULFKSJ8+PPKRUi53/BQSwvuw76Lah2egBbBokLw/onItt/gUIn9BwKPYN0FukyV0QGKTF6sXESwkexdB4QPBn8n5cuUi8IVxjIsSVMS7K+LqRi5uSpdXI5wjt+Tv4Ua6g9M3U7G3IjwHMKGBhK3oSBnpPxhxiHWttAUwsNLkuBxWx43jHCqO9h+ynwI6DvMnFYYEG0YaLWL9I/LyRbAiA9Of0zDCMO9CINaQgC+dPaRytsBFSyDqCovlHaJYrBlqRcnZx2Ir5ekjXzyk6KJAFqgQ6TjZOPwNPyqeVsdJfddI3+g3gp/QZnGflRdtljPNn0xg+kPXq/fFeBG3dfocLgFCj2LfgVytME60pbqhStJ7IIoq0PWhnq3xHd9dAFncpAlwxYCRB4PXGC6Vj8oZ9k+4yQQYe6T9FTrcHGkBLCpUu5cir0TQrZrkF+P6kZN3V1inPWJ6mzpbG34T+3kpWCMwCIq9sLXhJM+JXM6ri4e8UTPmE1czGFwwgLB+0f3mzdNeZJr7LDPITMFQ5tmdQYW90Y0VvYMe04L0ANfpTAMo6NnVwmhFU/s18quVtQUqijJ5w43IuixL7DfxUG1gg6oqA0kQZiUTm6nzd0pnJw3R/Y46HuLdB07MgtGvoFlhNuqzn6jAtVk0C/VWwsR/WuVWCtOOl/7lvKKX8VmmdmJNKNxUP4EnK078Ns98cBk5vZh/UJAJ+FGZOxcXGae4vNWz0mipjm1ZUKxscURe/k97DawB00BYAlBwW7dAHZWj2tcoX9/J0C6ak0kX5VP1ZLZFLq+LmzbHE6SVCr7CO4YfNigG0QJYKBICMK5SRDPhATCITZcF4EB3KkQBCV6l4H0WXXj+9OGD4g8sxPZPnyVC3yhWLDKPon/Esohjpj4DifSJxMvw/PmDQMUork4Et3i5zmjkA/A1Bmjqsy5ZA02XYHn2R2/frp3qKBSfM+JZ5FUYSkPPjAp3fhfxvCwT599yqyiacp9FHz9lYfXklfNJTS8+gfgin2mIi1R0CSezSUapUmGk5k2nM8SeC+rolnxXSrjw8153ERW60o+LZ/uSsyKp6D71p5FKot72c/TkWclb4CjWY1WvUh+w+kUBtqIC9qq8wRk+RHGUTm5XAcZbwND6LKDHTpIP4ZlBRd9+CY/yRlK976FF3C7ecIsOXP74GPLyIh5UvdhpZ3niCVT4DCrG41z+iYcvPovMjxbAIlDq70AGFLwZM96eSQq8+Awy6jxMMGGtWCwB8AFUhLsk0ibLOBongBvROWbPcakALvMitZfilVYo0qqI0785areBM6xMBFDhRr4DGHHlAlE2ZI1hTKaylvElqNBHTWNYrTS5WIPJUtzWO7mXM0rKl9LTny2GbcAsQYsQChyupbR0Olo4E1WBlZV2zDfxNkDo6L4oMlcOLGSp2dNmwhQ8a+QMLpAVoTk9t47JllT9fCOZzKwae9uat4L21hkp/CJeo3ezV21ZPKwUpfqMwSa5zgvNbbUfD1ytuNk/VrgnB0dhxcqFQzryyumQ7C34EeUjXrwqjyP/WI96j8HEMwcQFZpWc3wneyK4SH0u5t0GJWWbFjmV9clt4mVYcc242W/LMmZQMcmgIqxcZEAREjM26a6VFsACSj7V9lKw4tYrFAFU8DHTAlzEeOKYqe+OjkZQoY+Bxr0K4X/32zHrR1I4xk8kYuUi+gFiT0WxURP0zEsABqgYhT+gAxcJVYgKpd+G8s7KUDJrnkSopaHjcXwrrhagTvnFQa3TZrekcPm9ASpaaYl0fOlm8V3kXefRTMskn8ufhLf+nj0goeKSH0uqmg7woY8nWxFC4/gMLmpJGWWXDoZCaAKA3DOHgSulMIeQpbBb9SyUve4UUTERHzwbjp9iopJkACDixz8jD+oHYkFEhIntRr+02uSigiz2iDhSspVyWzYtjL5Z2KlhRQsAS1pmsTDNhSvARSy45qt8KeVPq1vEMgi2FNBwBDA4wRg3AQUqq/oToIIvzVqsWMyX8hYAeTdFAg0xjDiqqUGD3KCZLYNCAgsBRny3adOHzZtx78PIJ2DhfLyd3uUhGgfeyMs+y0DBgTC5Czx7CSZYYxAoieRE+LBSkVYpCFSEJHhs+7Ssk/3FH1EWMhDgoFitiCwXsrcxe1C+7ZAVijzxe8w/6Uxv8GUr9CGgogmGvGy67FbGN8EJLROnMEa7mGQowcRLq3LNhqwEdJ0SEjC6UDasgPpaldqGK0/UNwloATRZMdNzNX1Oy+4TU9NUIMVSuuQWLt3SWLojjRBICROJzb6pOgmQJBChQUOZT0xL7K1I3hQ31aPLfd1KFtSE6iIox59CnDqRIuqI2jlhIvosIorUGDiFVwNhKABYD5cBhvSOY9rLvwgowqcOL9xzOL8OwGJj2wrRs3qevQe3vVvHePb4UgIZMowjYNL9nTIa4+m4ASKmo9JNyNMBp07G+Em0y6HDRSaUgDp13NnNSNQjuE89McaTm63wvszTRdsfLp8AycWF4ziB9r3g8NQyCGA4AhoSOMC7jp9NxA8rWvWeyjAe48lRF0cqejUgA3v7HNlT8SpdoXi7l1M2ZdsfheLW5EO/WF2y1Vol3t5tYzxLtjz64vbaqQnhYzq7l8c4vJLLbAYm9907Jnj+yEiFz2Gseti12+P5w6V7jXbtAZ5/rj+cGZ75UAotUmfTonRvUWfXYvi5/Z37RhX7DkQkRnfuG+X0exQFEOw1PDlphil4OnUJR54ct3ni8K/i8KrnGR1R2i+p8xHjF+FjohXcJ+xyWLwYXskGC5Dru7ZXwvuuHZ4aU3qekIcreNu5fym324A7K6T9FZ1/Iw6X21yBc/XwNQrp7NznQl8isBH9Ux3k552v3YIjP1wFABy48DV4w4HXN7NZ2App0IM/IFshzsnPE+m3c7/i1Z1NiHLfBH36oL0U12xdwZ0nl+XmzLR64YuTIj97bAVf2LU9fArx3ZXa8VPIBMDY5XseJgDgcP3zR/FXuw1bJ2o1wsPDeYfrnwu2P8KnELFCEZ9HYZVi5HH9j07gC2/YlD59xJWK7hlh0ybg4TCZOFz798Dtp4/CBMGFvxF8sN3hJ647XhrKc8Mzq/irXduQ7IJ0zNonQcLvO46t4PYtyzlcMoGurvgONkCuXVrBXSeWhT2QzpaIjB/tYLx5zwrueXpZ8ZGfNTC5/DUruP9H2wWP1n4IdruUbH80P3+E30OnH8MD391mgx1PqxTh55IzV/H1vyMbLCldCpfK5HHR2cfx0GNbAB/sg8BTXfqcTlyd8MB5F4/xyIOjUnBqORz8z7tkjEceXCr9zaOcHuddPMajDy7lJe/AR7pJUbz7zlbI3YHRVG77qun4LOxs6P0COjyAc962pbTLYZQ18nDOtZvxrTuOm+WLv+mkgvc4+x3b8fhfH62EzekCSPV49s8u4/EvrMj8G7owhW/YE2G3s6/bhsdvPyZ5qZFzOPsd2/D47asB50elTcqbVwGc69og2BbpXXkK+Z9zzSZ8664TBk9G55t4nHPtZjx++6qcoQOd7ZJ4XXqaIDqc8/Yt+NadJzr3GKbCn3fAwauD/ZUBq2axP57zliXZl3rqVtQTUzxxFaOHFZlzrt3c9aW4tyJ+AkmfQzwwGYd3j4O/8Co89rkfwU8muPpnr8B73/eeJj8LWyFDiD9hIAIAlwGGcbLDOkaqL8iKpzoyEPHpboq818LTngxPmyp9Bha04uHSldjBb4SiP3tjNSGaO/ecpgEqpFsGD4BPYzBUGQAXxqlDOp8eQUV0I71QJVaSShlqf5vyaoUAADq+jlJJz6OoviovWtFX9zwoPmoKz9qfIdJR7hpUyFWhmKYCFDFPDwFsHJfB5zA23wUj4bcyC45COsY2wweeuo7X9fdRABGhwfIHQSOT2KZpiHQnIhLP4qiq5pPGVVH3VH/jSaksox8/VPtx9k+gYipq8Cf40KT57cmX93lM1OzdjEsKzsdW8sIr1X9xkyrVWW3gmZ+swm8Cn8bqUyoGnQTx4ZZBY2NIHqsxbZAMDuGp7/CY8a5VgCmJ60fzVI1jdLpY3vgJJJ4OSSAj1gngx5P0PC/amMDCZet14pQH36IZAQBggwq+XZNWLkT4sCFTrnQYmzTjsc+RB5ZI0ccBMAJ8BMZxLC2x1A+/Xr2zfzquagAMxKu780kPpPeYcBd2EkBD1/9d6tN+EisTwr+se/WuFac+q64UtFidUIpU1AFnaYVL2ZHCIvnpnArfACRmfg1+UibB3wIggqVaeqQDzI2kudmywPKSP2uFojjpUiuLAgnFJ78YbRQcCSjLsoWxGCOMHPykE9a0uwjZ0kX3zbtqy8N1mUhwQfwzUuayxV3/QhGGSokGv4b2A1Ppy5WKJiUekOtIgwudhJmkxUdMrtagOgkCADoRp3nygXVSxl7/cro86BplcRSH65B4KkC7R1ao0S6GC8+xw6U+63M8i5h/7eXRBBfVzdM6L2v1DGif5oHxqoBEWrkQICv4Ib4vrvReMxUnO+IGTO0eAccI8m6KeOojhlfgYRIBxBL7K0BBKw7du0/gwiVgEfLgmzfjhQRLRiesgmbSFhpUuDIe64skg1muBUARNzSl3fypchVfFZaKZ+MTSF9aVaU3D6KZcLF/cNqktIKHBgNEDbAhVipik4r4BCrQABVkCl2CipoS0QWKvxmgJ/BAFdWtyI3K+DH1Eb/Esdel44IsZHDx/2fvz6M1vY76YPRXz/uec3qeJVujLQ/qljVYQrZsSR4EEpfBN3HycQMWJh/LCQsHGyHDWlyjJHAFsTEEFvYKY8yCRYAFJgFuyM11Fp6QLXmUbNmWJ8kYYwtbtsZWq3Vap/u8T90/9q7aVbX387zvaR0n90tr9zr9PsMeak9Vv6d27V0FiASBpl+VlmyHJnx9hF5mfy9laN8bRp5p8XiZUA8MDxzc+SCtL/B5g9eiXO1LX4YXOjU5VdmDZZk0leCLcdm0kaWHjHKC4TRGNq9eBqThGUPAzY5byVe1bQPta+thfzspy3V0Gj4ZQCZXCuy0baUf2uBCxt9JsSJnA2GfmXZ1NC+QH4C4C4SD4abE5ZbW40mEUxJYOCdgHdDeYooCLCbhWG5hpJ33RppsNrloKsw20uQ1VOKyOe2SnSdRmpTjsZmRlkDM4VY6rpWxL1BfSav3XnIVbUXJz+4ASdHIgAfkJQ9DQNBk5KwXJDAEw29bX9fpj4wwNO/j79hciXJnXpzW/UhSDVzfDAGoYWwYzmcIdZWOcXV2HWbbo30olhrmKr9NN8rKInECxnWtGqoJtOOTK1zREsalXO4oy6ysWrfgQhoh8ldDb7mvi/WgAwPCgqEA3sQnWGFmkjTGGNltkZWauZHAgQRDW7WEwwjIpmQ5+GksEdjflgLbdFVf0I3JMnTgF9vFK9N3EUyxua6KsAi1FrgUAYMnAFAA1sNtU5VljuqLoQhbEg/SPTK4MISNCfexOTwUXN3MM6XXZirjMo5Xf1vyNW3g7mWXCOr22YRwagILAQKZKdbbR8s1QO4+2lW4Z1MGZqgOvKoOpbL2FARg2ifenN/pVs8+xeGeigYPUu7ACB4aH05CQxk0BcCh8qABXFRGGVDBWcirBqMxRwpPG4DzOY+xJRCbzipfqvw2d34sFuaVOe8rLHZl1Q5txuFARRQCmmcAFcwOYLhis5ColoGadTIAQgAzSAFs8VRK/qtvJGux35G8dFfSAMgpWwCNgLCAgKK8HQA0VgNSCfAhajlrEltCFX6rZkMeLxysXUJ1Qmmj3KHAY+9NflYoqbBpJNQ+gUnLpi/sWJJTQG1ieOHZrEtjcjdBRQtYoPSDNdx09iIBIDBS3E6ozPYieZtu+UBbZII8iVCBCzM2rWajWs4LbSJ55WUgDsBCDsbabG0FcIoCi6RxIG8bYUFC/mpS7YScM9FY9qjsKeyBVwIqFFxwsaUgZADB6DKwAMl5EUgDoUOyXeg4fbWpQRv0WO3BOtpxIhPCMjgDIpwGw0grMnGK1syACWnM/FwAgv5WRM3pGIkj5JjxHu+bgGKz5obhG4H1jAdJQxj/eFwgD7kePSNDAYZlIvkZoIymAhUll/KjY4PAIhDkJbOpE6FoKkoeciaAOoRygGNOEBsNKa6jopImgMjYSyiqgB+3VZ4YLVjOPHLCjuAF0FzBh3acQRuKBUZSc6dG/s/ZKFgANJI20jVUZlMwh8GoxOSOkAY02kMVeOzjF8pIDcoXWpqJpMopkQ5UmHzYXjCq46qb/QWj0fUgxRmj2vwX2I46XAks0N4mOtv2MkcchLFaWLe1lzBprbYi2518q+DRqQksOqo0FE6LEZ7DgoiWfcWkPBethNpVTDgtdQigEOCg2zihwELuZX4mNRyKdGM5BY6LjUVVufQjXwoaDBM28kCfS9kCOuzEKTzUaibKWRVKr6o+TULHBE0Ik6tpbMjmHew7Kvc8kE+TjuHy4zMHKCz5+cWTmpBDiV09F1n6MBcOUOT/2MR3zB1aJwUMAVxUqnkutgUOVJC51zGFJq7UvKpn7aiV1iKXyRDgY4iOWgsjCNkjiPIcKW8HtpwQ98kSGJkDOMbCUDoRkm6CjgTbhk72bzJdTshaMGHfWRTNpe2rnSQFCMUly1GaDH4q7RSAhY3PJj2He5u3MFoZVzpnLANI8UjsiOzHWcxrI4EHru1Dy9uCM7i63XrfPjF/RgJHbgmEQ1ttLsRoW1UtGN7ylreAiPCGN7xhMM5tt92Gq6++Gvv378fWrVtx6NAhvPWtb3VxrrnmGlDuQPv3ile8wsX7rd/6LZx33nnYsmULLr/8ctx6660nRfc4qKACPPJZQ+rW3B7VbZc7sg2EblsVF+hLDCxxAhYTBk0Y3YRB0x7dtMdkqQd1jMm0x2QyQzfp0XU9OupR/HL05TwJOU6boD47Wn8eNAhwKH8FPJR3lRZD2oqRQIT5K7tB7NbSskNE36v0Gu6LOEmaoMJNFPLxYrqhcjT9cBzNPvw5Wd7gIUO7IebSMvi+Zg7SXYWQHLdqn/xfjM/aNYEAal7WIyEmMUJGDTgN0JDn+p7MffhrhLKUAgNo8jPNzzx35bWqN1QgFcPtVuJQ12bdYhhqOsv8e/MHeIO6Mc3CWP6LhqgSb/1VNMG/iwJcn7EvI5YJE7cq1xw/bdX1zhPnAKjgkCfCu0hDMz+UMofapefa+HGhz4xGe+jzsfixfNNG4gPEnFdh6fFLH6lMNrtkmIfKfvLhpDUWt99+O97+9rfjkksuGY23fft2/PiP/zguueQSbN++Hbfddhte+9rXYvv27fjRH/1RAMBf/uVf4vjxcqDMQw89hOc///n4Z/+sHNbxZ3/2Z3jDG96A3/qt38LVV1+N//gf/yO+53u+B5/73Odw7rnnboh2t6W0AhUoW0njltKhraOSxyQDjCknewsFFD1UKzAph0112Uhz0vVmWycAUJpbSBqKpM3LxlCc00/sGi6ZMZshbZaCLJO9C4NIeWZ6WI7wLozDChe3BCK/hmQ7l0ui8De3Y0K8kKZsjRwoayyvkwiMWm7Ih2wi6MmXsQgRFO61+Iqp5wvG6NegqxeVfvb+MEzBjFBXMy7sVtMIKjYIuAbrpoO1+AtR7UGKXKV386DGEr5uMQiY4JC42jqJ0pgRDDjVo63jUMeIIOna+WlWUahtIMwVZlVhw/m47Zc2X3Pf2qLZFK4D9xLGNAIi7EfzSe2l3LVZTi5DDSWl70t9iO0yhC1rA4ygBYha1LB533ISFni5A0ZyLoVNFwAS67uTHEtzwklpLI4ePYpXv/rV+N3f/V3s3bt3NO5ll12G66+/HhdeeCGe+cxn4od+6IfwXd/1XU7bsG/fPjz96U/Xv3e/+93Ytm2bAxa/9mu/hn/5L/8lfuRHfgQXXHAB3va2t+Gcc87Bb//2b2+8AgIEnI1EWR7pzZKHBR72a9YafPbWiRila132mPZJUzHtMZn2mE5nmE57TCbpj4gxnfRYms6wNO0xnfSYdPl9l/66SY9uwkmb0SUxIMDEOgejLoEYvc7ajlxl99GmoMIw2db0TWN1GFSoAZ1OtBKnbnQTD+G6UbDOb/0jd+92icS4GwnhI7WlgeDGe/U1gHaakym+GQJ4IGbPHCP4aGVqNQaSVYvmwbHg09daBzqpui8cCOGLnUodiLw2Q+M06Ix1tijRIcZhQqJ9SXoc2ifSbGkZCiIY+tZfD/Sz8oUKDAuEpgbC3o/QMC+MAh77C/M7jx5D19gzSRPbZki7YIQmCx3Zu6f8uTbX/MOWTFMPitoKRwMG/kwcQ0dTS9VsX059vp773mooVHNR3KLzbAY23kwdmFCbE26XtUnhpHyF/PAP/zD27duHt771rbjmmmtw6aWX4m1ve9tCae+88058z/d8D970pjcNHg168cUX48orr8Tb3/52AMDx48exbds2/Jf/8l/wT//pP9V4N954Iz75yU/i/e9/fzOftbU1rK2t6f2RI0dwzjnn4DVv+DdY3rLFMRIOTEeY1r7s+6MwMYnDLo1cH1if4cHliQrttDSRmrjwvPSuI8bexwmHd8gILJoH1kztfE33+1eRfHPEwO5HCTvwBOOBLRReFNpLM6QIB44BD26NeRuhFPI5sMZ4cMU2hqfHpWcUXyEiEBvx4w6R/ejxENp+MFpLBNZXCMU0HMvg5CtkfdKOF+4BYM9yw1dIayaZPNT3x9iM41Ke+v7gEGGgrF3bexw5Wr4V5sn5nTuGfYUM1WvnLsZjj5F/PAIsXBkLhJ07ejz2WOfpiPU3/b1zD3D0sMThRrswImHJv4h9X1+m+/Qg+Zzo6wgD/Zh8f8wWipviT3D0wfUNCfwdp01x9IGhY8brjMbjbzR/oGrT06bzfZeYJOrrZCN1jv5RooYtxj9tiqP3rzei5DERxuuO022dhTkG8GheJf8olmktUIdqLMVETgAk/yVK00BjmcepzifMfDCARQCG3APYedZWPPa1dJz8uc8/E2ed+7/IV8g73vEOfOITn8Dtt9++oXRnn302HnjgAayvr+Pmm28eBBUf+9jH8JnPfAa/93u/p88efPBBzGYzPO1pT3Nxn/a0p+Eb3/jGYJlvectb8PM///PV8zse3YZubUvzeG6nzSDgpUur+EC/zWsuZMeHeCPNNhXogGsffQLvObCclkCmPSZLs2RXQYxJ1jokTQRj2vV44RenuPPgcaMZIPT5L42DZMbX95RBLuGlXwZuPS9Uyo6fjIwkv2vuneGWsyaan86rzLV1RwrS82vuneGWcyaan90BUpY8yvW13ziB9z5t2cV3Woa+PKOecO3hJ/DeHVtAPRVfHrP8PqdzxpxMePlsFR+gbXpYmN8VAeM7JP1evbSKD65tq/KTuP4Z48W7V/HRw9tMmSX/Fl0vPH0Vd9y/DWD271BfC43fdvYxfOLeLTUQsgKUM/Dk5Pvjk3+3Um0rbYExYuDi89dw1xdXEJFfc1mEgYsPHcddn19C7vZSfl9rRKScCy9ex2c/M03zIdhWWEAuTPjig8dx193LDQJqesCMiy84gc98bkm/DOttsqx9BgYuuKzHFz5O6bn2K2NM6Bx6UYcvfNQ6CWNfBtgdxHTwJUu4+9bjWrbk55drynXy/fFE1Q/uq8G8O/+67bjnPY+35cbAd9/537kD97z7aBEYc8L537UT9/z1Y3PjLRw/2Jic/507Uh2sJsfJTC/I1XeJI90L1Zj2/GulnfKgYBS7Ag7xwTj/u3bh7v9x2PeRxBXDMgOKD373btzz10eK9qmy6ckV6LpEz7dvzf5RbH2DhipU5eDLlnD3+4+jMOE6Molmoc9+ZN5ztBzHzeyalW3d+x4Hv2cP7v7vD0G1M2KvMuvBs/V8fHfZKXPBq87F59/xVQDAVde9CK+6/vsxFr4lvkLuvfde3HjjjXjXu96FLVsaTrBGwq233oqjR4/iIx/5CH7mZ34Gz3nOc3D99ddX8X7v934PF110Ea644orqHQVVY7I3GIaJN910E37qp35K70VjkUAB1UDCnk8hjJIQwAcHw80MKtyWUtbdH7Lbo5swppNZ/uuxJMscmGBpMjNggkD5L4GMvLW6Sw7FOiZ0RJh2ZbR63kbKa3oRogDE9N95J9V5xWZOsMnLZC78K0uOcq0JyzP9C1qSIf43uIWgFvD6zOZpgQCHeK0/uCao6ZvPpy2F8xNE+ULaHcpflNcBGD2uepHiA0OLm4NcHLGRYLPFdChPLuk21EQ5fZWla28rVDyJPhENC1JD26CNSWu5YvS8irFg0+VOdfJtgFaZbA1h2KaXT468JxMC+GkbG4VBIenaCKme52LP0ABnFeMQeqyL7wCqijGiAA8uSxwVOfK8Ua9YR5UHMln70re92McZkDIWGKBoZEmkA9ZvpzXRjI+ParupXAsYzktlCir6HtzPKlDxrQwbAhYf//jHcf/99+Pyyy/XZ7PZDB/4wAfwG7/xG1hbW8PEuvM24bzz0if2xRdfjG9+85u4+eabK2CxurqKd7zjHfiFX/gF9/zAgQOYTCaVduL++++vtBg2rKysYGVlpXpebTe120ypgAvV3sezKqzh5iT9pZM1i9QSgQ3ZUkoJSCxPeixP17HUzdBR1mRkwZ54HCcjDxiWRdmIk7PxGnWYdL2LAyBrN9KBWj0IHVJWhARMWE6Tk4rJYNb/WgOuFnEOVOg5FiV+K4/FntlCxl9XgGIoVx4oSYFGlPp1/DmUzg9O/iSG1GBprjBnOGuBCOQMyijEbFn2C8oL7Jbpi41ivpsKFVF+VAy0xaB9/LmszLR727hO4nHOjzQeI390qFDJE1Dyae7cIJdfEwC3ZJJtL/JNrOBiKIG9DuCvijqYx0g9nmyY1+62PH1mG4T92Kiya+UR8mfT+PEd2B88lt/53Q0RhNnxHxpbx3UBPWIZMMgzJK6MNzk8SxPNa0MuNjI2GRl6BFxUu08Qnoe8ZanDArCewXqy5rceUEjYELC49tprcdddd7lnr3nNa3Do0CG88Y1vHAQVMTCzs32Q8J//83/G2toafuiHfsg9X15exuWXX453v/vdzsbi3e9+N175yldupAqpfAEPwShTn5vf8tyAiqyxEC0Fix1FTkPZmRip1oLRURLuk67HUjfDUtdn0MHoKJ8xS4S+7xRw9Kq5QNoSx5ACMJn0YQ4l4NEzoe+Ari/HYCDTkM7ECF9W1WTIE0zaKv9nt5W6hpRI8k4Ftr0ORWBg4kZSJOIQT43pzJ9Ui8y7uGRBMW2LjjHQghbsaoemLSv7j77Iu7W5hZcZPs4IaRHSyI8DGaZyVZcXApgojeE89pyWqxGUL1s505AdMU0VNsr3yPw1C6E6vv2VOAouQkZyW+Vd4qkTOwsu2lEHKhCFXRSMti5j7zAODMZCJXTH4sZBGtItklc0WLT5VADDPoNLx4A3umyWNUSPTCLz2uYt2nDVWsg8yglUY2EYin5RjtUbxfmX7vM3NLq2yc962Rqa/2YDtilmSQSzmU8zz8nYRs/imBM2BCx27tyJiy66yD3bvn079u/fr89vuukmfO1rX8Mf/uEfAgB+8zd/E+eeey4OHToEIJ1r8au/+qu44YYbqvx/7/d+D//kn/wT7N+/v3r3Uz/1U/jn//yf4wUveIEadn71q1/Fv/pX/2ojVQCA4hwsAwh3poU922KCNP6cTUW5L0dzp3TIWgua5rMnJn0GF9m2gpJdxTQvgyAnnXScHRwh7eTIDL2jsjwCZEdfTOiQ8pGg9hiSYQ89zEXAiN/OWvPQdkPVYMIvgdhrAyQG8zPvzXVTyDgBOk7onNeufL880mKKNRmDwGOkvtVyh41qhJnKYCOM7RIwk2c9VnNRvhBN5uZeuq75ISXd1aDT0QXo+KOQvmoPstkI2oD9IKxD7geyD6oxdhIC0wGbunCmovEohyU1BLfl/YMgZJHJ1IhG+p9/OAQuoibmZMNGgMRgHia9gp74bE66RYCFCvp82wdVfqxLVbeROd5qS2GkgrMVR3C7TrNZdWR9mXQRfAUh39L4CF8y9WejfRBNBOdlDyJCdVT3bJZ3gJTyXBwlk/zvJoZNP3nzvvvuw1e/+lW97/seN910E7785S9jOp3i2c9+Nn7pl34Jr33ta126e+65B7fddhve9a53NfP9gR/4ATz00EP4hV/4Bdx333246KKL8M53vhPPeMYzNk5kZthNUOGuU2damwoFEaKpmKLYVGS7h26SQIVsJ02aCs7nVaSlj85Iw456UJdABIEMoGB0lA+mynGZKeXR9fo8KSKyK2kGqEMeSJ1q6rpONCCGN4p2IoIDoAimfK1SSJ+RvqqC24LqPg/N8wVDI7kV1POmhIvTEuRPlr+KYB4r2/IOFeSkDS+3TrDbPhkQNOwYAnshaB7X+QtDSdcMLjRZRCJ55shs6J0bFu0cGYURTLQAhgnNrB2IozmRI7iAHxPaP4b5OqYM36cI74dCK59WRQqqa+fRSIJFadjIoDeCuoW5XLxFyo5CNj632glwvjUCd9RmYoh+czNGotahHrw6dQT1i5Du8/pynIsSbH9LFHfuhgUVnEmsgYLWXUCF0aw4rQ3DbyuVpZEhUCGE/a/UWLTCLbfc4u7/4A/+wN3fcMMNTe1EDOeffz7m7Xx93eteh9e97nUbJbEK8RAsARrOV4jYUzDAU8C5PZ9yOatiwulMm64sfQiomEx6dAos8rX85QElQIPztRhtdiRaiPBL6VigLttvlGUSykbxCWqk3Hug6xJYyVqRXGr+Ks5gxIz90gPlk9awghpgwLy07zg+H+ChLW7FKF/qc3gBAPdV77I1pLTlRjCSbHyEqrwFiiZB3ltmbj56q8IMLUqvFV5k8o7xzUdyVYYLiSAVloEGV4+YDBlcwJRl6dS4cxZ+GnW1xTRftzJ0YyWP2MiLx3hFa6DFZzrOPLhI/dDqEElnhXd5X4GLUSPTxrshkDuWT8xgDIycTJ7M7f7OgKsyIhyqe0szyCi2Bpn8qlz5zwlFyxBG6iBjpFnPPDFcPvnP2kxY2nJ+3KpbIdbXpYrbqI+hoXVSZgIWRUtjDTJrEGbqwL0BZWNzJYEKNUDdpHBq+goxR3OD/G9lmDnL9xlcCLCAsaMQbYWcWUFdPsAqg4gJ9Wo3QRAfIcVgc0I9emRtBaDaB87Cr6e0O8Sq56aiscjPZIomo03GDBmAKJSALimwlbrNBqrBBDfAhIL76sXifdEMA0zWydMhRtzKayyjVjlWoAaJaMGFmquY+JUthHzwBjDQAhfD9ZGC4PmhvI15y20DXGidbFyKCQuRSWCyL3TO182iXaOx8jiS7ZtaXsxkIY3Agi8Etcb3+jx0ttXm2D4zYKICuB7FzqHbdELVwa5TzHhsARTbuXMEygI0URNcxLSUiwsAYyhoNOuu2b7zArMpnIfyHSw75BnfKcMr8ywNRjO5I6gU7YEkNsypOQxVoxA930ZA0XsSo41F0Ny4g744t+sYqAhLIGnZdfNABXCqAgsBE8bOAgQ9khsZVKjvj2l+l7UTyNoKmnDw09HnHSAFPNhlEAEaQBH0Aix0+YOKZqLnsgNAhqow+o4YjLS8oR8reZmEgaT5gFj1Z8ADao6zJj8QMGFBSHgPhHccGURjsA4JcvO6uh5jJkaAR4HmBH6JOvSx36bJggN5F0EH+Z0aTbsFW5bJ136Jq5BvpWnIQJfO0oRMj1U/jIREqngQtU6+hM5ooFjT0MiweuRuBEwMRjrZEBFj6Dy5NsjL7jCBGEmTWaKBjz9OZyyoJZQa964MjAjIMBgGwYUBR4OkniS4kOz1YW6TeLR2Fexg5zp9K25F3xCoGOgXq+kYpEXSSx5SOQMuyeZlJq6ABIJjZNykPQe7pVRis/kNGgvd1WGABdv4gAEj9lkoNy5/2OdPAYsnHypQEW0rJumYbshOkKGlj0nDQRi8tqLL9hCTrLmYdH0GCukdgVX70OuShoCCAjS6LLyS+j6Blz7Djfb4zenzXUteccUE4cFBiWiuyc/VsXk/NMBtaAnNOfypEtw2DZlfGgYS9oOzKTAFUDTAicvHfqUOgQm0m7XkYwgaABVpm3FghkP5K9jKXyQtgFGBI/OL7JPGvpdr+6tl05z3WDioMD9ZkEHVRb6191wJX1liBLjsnhLENmTk1lD9y5hx5Q4tEQwJdpJ3GHg/VDcrrBaYSDGvkaWbxGfM+87Q7pJZ4TwnjO1UGAIazbgBVMQvpHg51gdheaHZZ6I9ZM51kE7nMmZGae1rmvWdvEfRUsxMGph+sONjcMlnIOTJTVqnbqGPkEXDKQssFEhk4cDEultEfH9A7C+m7LQU4vI87fpA0UxMenQETCczTLq0jVRAhpy2ObHajNzxHYxL6szsjI4iA44ENWZA/ppS11GNCo49X7SRSnrlE6rBCGWcrBAYKhoDY7zBKxmFN+qcHvhodK/0w9AI7JYQZVTaCxG4UrZiArteP0Kzo58afGgAYDR3Z1haCU1tSZOuVnlktFwCbmMeVO7zVV0nS9NYWFT2LZCV79sgzANNMpSVsXYwJ22WehWwYfIcWAYZM+6cCy6GgiI7rYHPswImoUEjjfOCpaVBVtVddgwooFoAqLTComCkGVoDyQh/V0aM5oV1tPOrm4HDYBoT7APlic2ERe5GS1EZW2ZQ4WiLGp8Nh+wOHnkcbSKoAICT8hXyf9Vw5MgR7N69G//nz/xbLK8YXyFkTjOjAjhA4vujMxOnqInVI2i+Lr4/eh0zAgASmEg7QNLKS0q79dElHNt9ImXi5kAQ7JBxR9hxZIrHds7yhx2VOSRQJA986dm9jxMe3lbmrhNNETiz8S0SaFJpGsKBtT61kcsHKJMvxB/yFRIrjCJ09/Ms+wpp5MlhXnD28dJP/LtWGmmj6XryFTJAR3y2d3mGw8dHfIs00u7ZMsPhJybt+I0y1bfIAA0xrfoWGaI9PIy+RWy0Nk2MnTs5+/IYCSbxzh11GRUP0wGe8j/62BBg5er5zt3AY4dLvqPMjEyaR9Hor5h/utixl3D04cDUXRRfavIhYY8Mb4XyYsf+yXw/GyF4vxlxEjfinzY5eV8hC0iIHacHvxzAqLDdcfpS8mmxgTCYZgCU7HjaMo5+oz4vaTD/py/j6DeOz4+o8Vc2FH+4jEC7abcdT1/B0fvW6ngDc2PHmVvx2NePVfm4YADzjjO34uh9TwAgnHPJ03DWOf+LfIX87xA+iG2Y0BZ/kqY7o4L1NM3rDj+B95y+nOwpJsVjaNJQlB0f00mPjnq86ItT3HnouFsGEQPOaT4ca5qXRCbU45w79+Hr3/YwAAGhZRdID+M7BMjHfnd47qd34nMXrmLGnR4F3jNh1icdSPIrUt69+IsT3PYsOb0zu2RnKqCEDThhwnf8wwzvO3MK+bQrSx/Bc2l+ft39x/Ge01YE3Whcvc9/lJ9d++gTeN/OrcAM5lwJ8r42jJ8e6oFr1lfx/sk2oC/xYhxNy8BLpqu47XjDV0hffu2ZFlfuWsVHHjWe11ogweRzxb5V3P7gNp+3/nK5N+HyM47h41/fGo6yNvFyQ0s+l537BO78ypZhQSw05QeXPnMNn/zyigdNQ7ydGc9/zho+/aWVRv1aPjpSlIuedxyf+dySzysQmIB5+gq6+OBx3HVP7SuklT/1jAsvPIHPfWbqaWf2baTtxrjgsh6f/0RxWlY1VlymAUyakl/S6OQxK75S8lr4oRd3uPvDM6XXrcfbL8vchgdfvoy7379W6qmCn12dJJz/HVtxz98cGxXEMZz/Hdtwz3sf1zJdno181LdIDA16gAFfISP0nf9du5KfjVbeEsrXVspffZ2kyBzbKmwtPfiKfbj7//twuw6u7un64P/9AO7+bw/W0e1arqn/oX9yOr7wX++v8x9YCjv0ytOa+Y+Fg/840cRxLNjxZNrg0P9xBj7/F1+v6+noL3U/9P1n4/N/dq9/XtUlayuIcMH3n4Uv/OU3AOpw5bUvxKuu/2d1GhO+Jb5C/rcJhHA8d7nXI7rF5weQfimBiq5Lfj/SdtKZGmYKgCBiTDtZCik7QiYGZIh2o8sGYh3lNbWsimYU47te1FUsx3zXg8XxNgZaBwLZuECtRU3jkOqxqhHm6Mp44DqHyk66YjpiROcS5XYpSfzSgxGgC6rVm8FoqzQPo+m0BpXOpiI2SaBj6IyL1s6ReLaFW94IZcRdHItsm63rTMPxW+pzjUP185HgcjGEFwxgCrf93Cx7IMh7I7g8fVQPX2tjATb2KJmGHqAOut3KGbCK/QOZe6AMTFt/yoDabh+Kfe1oGgmt+BUdpvUqINDIvxrDIw09RjPZ69YYoXBNwGTiAIF1HqdbJ2GA3CBdsIxqMFqlnG/ZObQTDr+yOzxsPceyc7tCQv3YACzk3wr8BSYtjyKjiEFBRb7+Fi6FnJLAQh2JWVAhYELsK7JRp7a72f3hPZQmp2Jy6BURsDTpFVDYvyklrcaU0vtJtpWYgMsHPgO98gdS2zGyEhYRPOQBYp7rtGzxooUFcJBqJyu452TvtAJSlBW+8loiWqOKgTzHyhwCIiyTzqIqaS9q02miGaBQBL3K6yDoB8GFzW+AfpElti5xO3BTOMcIAmBt3mzqYh8O0NJ81nwexiux6YbUXuolFaExIDtWJB/Wdm7mPwgmTJVyHArjye4AUnBh5lTAIwFUmLYKBp3EjYG3scnoywp1Tdna3hR6GuljHvHdIjTUL4ywMnEd2DMCjAiYdEVAGs0FGAlkdAy1LdDdF3GCD7RlELztFf8GExgLTWAyXOZgHtFWwqRt0xkAUAUq2JPWykNABIBsGFhODKVG3z3JcEoCC9ilDzmjIoOJ5PcDibHla3v4lZ5BoYABuswhB19Ns6kg00oAAQAASURBVIMx3QlCXnvRyTPk/EkOJ0oaiuymIR1Drzx28U7fLPlfzaNW5kPAY2B+1JoKIyjzvY1u5ZsKPvn6w0DcoRDKd4LCkV2ki2oCGiCnBhSWrZNL63YLNMCEC5ZH2kpF2k1eli7YtEMNYxi8ejZt5R/zjOmbgfz71jUHcGHke+lnS4w3Jq3qGcq3NlM1TeWaDahIeIYLw7VftBZtOeJM4vg8gouIanUAzmHqi4KACN5spw3uJDF1qJDTgsFqKioNhggt1G3TdR4MWQZjlgZIDq2yaewEsV/y8mPabENmhGNxW82ykbxtGgOiJHNfDak/6nYJeY2SYCcVAOpKX5Dtl26O3dQGwykJLNRXiLpAZ9VWqNtzAmiaFuRp0qOb5GUQ+dNzKvqy7JF3i0wzgJh2RTNhNRh2qynBnJNJhI5ZNRYCKtIKMmPMvKs5tsbmyJNFHy2mHgVQmO9VqIRDOQnU0ul4f+DJ1VzfSL1i+gYvLfRwrek2gs9pu/Ux6f+an4CJCEa0HURAZfqET1tCTXpHSwA7se00agUSDHO2bZ/jOhAT4vh8QvfHePY9wSwRhEi5sCySG8VZYSIECf1UAJbUzUZD43kuR0qTcxuos+e+pDLSuLONy3Wn2oJamos4UOaFlqZBBMIAMNUL277Nr9LY/mwGnQFSY3S1fq3Qqt7nPxVmkQZTJnNy0ZzBBXUdqhMqZQKpVshnRrncCmDEOdQKDgA0kMXJMNLGseRcgQ22L9uE8kjxEVDIBKbwl19SNS6eXDglgUU/BbppXn4QR2ITANM+naZJAIwTsclUQEVfjufuio2EAIUJpRMolvJSiSx9WGAhcQHpcjnsSgBEGu09siZQvr5a42qDY7paqpwn+F3i/LvIZGylC0BEDmPSaFTaQ87qkPhR5rHMiQjeUU37YbIcAEA508SCBy7lhw/bQht8PlaZIqp71rem7AY4cLYWGrJAk3et+tp8HPJqyF9Dp8m+Bm3VFy+q9na0WEHemajK0BqyIwtaJk5CvE+Nzx2B+kKg9WWi22FNw7M2gq+nCLdCixlvtq+l8gbQFaZrB5/raf9rAQNMfrZcZqVVxrrvt0aYp62g6sLQCNdOzlmWBSVSt2hzYLUXbvklAIVIn23DADbY9YERfo2xRSJQZfcdETCZFFsMFgddQmbkAJ4+ddhl3xPquo2pauPSxwaYsFSn2I+YSeVAhS1zAFQAGDhwHXn9Ll/n0Wb7g4KdxSaDCuAUBRZ68FU+8Cq5QGfQVA69AvScCkIy1Ox6p62odn10SUNBBCx1M931MZGlD5Q0drYToMBC7CvEZrSnpE5PpyG2w7jmzkzi6gSl8jyN4Tl+IKJgmXcf0xaiCuNB43lmEHqOR0vwxnwXBT2BjmjHoV/93Ipe200IOGmBCwUdWi9hsHXZmt7IJU8zqVCqbSuCzMu06smRA6EeDlF4jLyLQZlUaYOoKfBAAyVizp+RwIXS1lEW/Az9n7nEtUAg0iLlU6Al1okyk1fSS/l6gq2oDQ2SVU3UkKGMpaESWikHB4aG5kNsR3nBQv9YD9vKGsFcaXCk03Ide0ZxEFDaqc6a/LUTVIFuARRSz9byT6MqjERPcpWQ40+zwWf29ElAAqRdn43TpJ9MnU0fVOCipZWpNHhzxj8ELIjfpbG4Bihw+JX3FsgMZWFBSCsQCqCwvyg7Qmzc2kPrkwunJLAQIJG8k7KepglKW0oFQFA+JXMyEdCQljrkoKtJdoEuSx5T1VjM9JTNDqzgogMb3pJGBQHo8kTuiUBMeSdIGqD1qfPlPn61s7koQKIeMIPjURjWQLCsdSxeg1QYqOCfmfUMq11eRF1sZXbTVqFBT6Tc2tRZ2R/fJY2yiB9hWtV3h8VGVXkMuN0FTaAU+rPIXlJwAddODfkqwpoHwIVJa4MzOuXMmMbhpttaWuxIvOFkE1TA0C5pJCZlHyXM4N4DugIA2De6y9fQYwWjjUf+QgGGBb7NqttIggRNh7hlhNDIFgWKcBC5Zhh99eHthJ45U0dtFEaCESi69BABiRVwSV1bC+Uh7YQtKIIKq6XoGsJs3pdytndhbWOUnSQdJyAxIxD14BnntuEKF5VGzjw3Lo0M1a0CF0BrUNjtq4Pd4bAD18/kwbz+5HnABbkryN6Y9jZ/OU4BGpsHLk5NYCF2FAIqss+PblrcnHeduD2nZJiZT9Ismgk5m2Km4GLazZKGg2qwIcsf6tmUkqCSfORMCdFYpJMOU/yZEWpDwQovV9cNN47P0y3DtJgth19NbICBClkDLizBLk5+1RK8MX+d7AO0mXKGhL27USbv6+zsDFD6oqWxcNkawW/LsHXU+EFeWfqLPDI3sd2a7dBowCCMB8sdC9LsRhNgAUYr/mheFlwQwB0UyJFqrxKRzgtrixm65Q9hqP6egQZm9W2rIMuODW2ndFOOWbeVaAkrGUANYWXpFnkTB8eAAOah9kZj3hDy0kNIk8knOZmakQUzqdYo/XGVX0WfrZOACgEUrTj2sjWJIq8AgfNOEnVfTpTPw2Ew+kQ7tdqOS/trF5EHF9KeTT5iiAttUS+xhGDbT9pzKLSWYnK6hQAFzLyQtjbjpBhsIuwKeepI7ycfxKYiOxRLoIL1jAoBFbJ9dDpJoKHrxN9HsZkoBppm+6iADiqHYyVtRQIV0n9pLqf4CrIVXDD6gd0PNhRe1pyZaC1wtOeOcJiILFoNOGcEKhMO4KIRT/YFRF46N+95cSR/w+/dls78LH50VdcmHWemSxKhBQJ80jaAkYQ2PjdoivUwRY3ZC3rAMXLGxckEAREipFW2W4Ee6Gndw9AhvFTrW+wqyvARTU9pJKvhqLI1DJSjMNUyUuzmTpNAvOCCUoIBFxHlaX3DM2esY2mPArS6MXPcEEKAW083+SrbsA3bsvyXudGhbInV5RwpJ45q+862rUo2tEFFqGcERkNjhk3eWUuT5kOuT89IJ96Rp1sGgOWRof2bdhexnSswSKiF/5yJNQQYWhUm1HFJueTc5EBoc0LRYFTaC6Qx9NRSyJMPnJc0IFtI824O8VBqDTSJOixP1xVQpG2lZWup+AQRjUWHYINhzq0Q52MSOpBqOBIH7VTI9Ej59xniRoBgfYWk7arkbJw8p1bWWNhCYJJsbk9qiA0uXXhwVISBFq1PjUnb4kAj5+VwjGQQ+XnrK85eR9oFa5mk9tAkSUPIv72hxWdRsqSBuhle2ORz+rsIg4p1TGks3xlqWydA2T+PAkRBBZFrR0e77QfDqB3/b2FiTZeXRXr2tJnCgvlKqA9pXtXYYKFdDEJDDsqEWduxBhEGXFhkqNolMzhtJVtr3K0+aWo4cgWaQCEIQ1uI5FEthST7hOTW0OThypQ8W3Uw8e3yR6WpCHnGsVLlqwU33yU+Tqntui73hthaGHoUZee8hIYWuGi1X5xzhIrG0WlJJtJCzJXaGY6mNQ3sgCdQ+QTJbeafP7Xd9MkHc/iVMA09/IrYHH6V3JkvT2ZOU2FP0+yoV3AgSxxFg9FjiWa6O6QLnEMY0oT6RBCnraZJoZLO4ExAReZC+boqYKK2XSj8vLiUKj/5i8Yd2FOiMIwQiYzEUO6ZiWRgJnDk8i3BMRQGPiCqtLEcKo+BBs4ZwD6cSRYVfEWO+dCR+ElQWTf1XnDFj+CquoZuC2iGlkNg8xeBRnX8oR4DUf7Ks4Kq0Dq0HNLcqUJwmgoHKmwfyHUUFFFbEMqVMx84bYsymDUR484IyfmBjY28LIeUiaA0iLYlCT527dkS7G63i/J6mXOlU8rW4igtjSArLVOHSg3PAeWFbE371wM6v5ODcCRN17Xzk/XXvksgQ/M1dZR6hLlmNUNlOaElQKlN78AyjwcgVCahm/uU52yXlrRh2FbUOmijSF5mwgBw2y1tGjbP5gh6IvJlD4VW/oPxcnvOAy32xrRzE1TYPiLU9i+bEE5JJ2Q/9P/6N1jeugIBFmR+5eArcRq25yjh6M5ZFuRs+sMjWMogYOXRZazvWdP4siUV4GquMQB6ZBv6vcfK7owck5EGaY/k70N8e/QMbD+yhKO71jWN2GfINWdmKT27sBOyzEXVCZkbGVZi+HBgrceDK93g+/C5iwPHZ3hwacS5lvBic3+gn+HBruVUjOr0APZjhoe57SSsFdRpmQmuv0I++6YzPHJi4l82yrK07gmOy0anMgenZUNpTJmDTstCfMlj0GlZ2FJny1SnYi3iqbrAru0zHHl8jCZf1q7tPY48HpyWxXY12pfkFK3BeCkOjyKUdu7ojSM19m0bBTuS07Kjhy25jf428XfsC07LNEp7AO7Y1+HowyMuxMfSDAmEUNaO/V2bJhvX1G3H/q44OZsnIUicovVhXJD7WZiegaDtGullqYO9zo7U7j/h48Zg69xyEDYiHnecsYKjXx9ycjbQ12dsyU6/FoqOHWduwdGvN+IP0XSmzb/R/gFA7XjacmojIpxzwQGcdc4Zo/k/5YRsJNyybxndjuRYDJO0rTSdVdFjOmUsTdIx3UuTGS6/exn3XHw0OQ/rwlHdKHYTE0onbp5+x+k4csXXsNT1mNIMy90MHcT+IjEPWdjouUP34fNw/MVfxYwJPboMJjqsc4f1vsPxforjPMGJ2QQneIL1vsOzP7Ubd198NKXpO8yYnEOyWW+ck/WEF/3tBB96FmfnZNnJmfstzsWYgW//2gzvOyMPDS4ARYBH3B113f0n8J7Tlt0z5ewGHEj66x5ew3v2rGieugOXkdZ5naOwdP/tT6ziluVtxcZBPjqyuoEY7veltIrbZt5JmF43wtXLq/jg8W2G/hRcWpTrq7at4iNHJX9WelVIxTIZuOLAKm5/YJuJxzU9Jv2GnJYBuOycJ3DnV7c0wJfPv3Ja5toz10edtHkaLzp4HHd9cRkANTUCUYg8/1lr+NTfraAZApghAJc8Zw2f/ttIU6ahT7/Uc7oGcOFF6/jsXdM6X0Je40+/Vit08QUn8JkvLJn+kf4TgVXKAwPPu3SGz9/ZmecSh427ddb8Dl1pnJZZogbG3sGrCXd/aDYqxKo0L1lKZVTLGqYso94/eDXhCx+eoagdjO8T5nQAVZ+ENvWM81++gnv+5gkjxNnnLV+/GbCd/x3bcM8tT3gD0WhfYbQcqc7rcAPGfbsUOpE/hQ5eOcHdH1zPtOS/Pp/M2XNyRz6b5br0OP+7d+Pudx7ONIc2kWdSIHNxEGb7oQ+Az7w79E+fhi/8v79ZQA0Go+r7C77vDHz+L+6r4vpoJeEF33cmPv/nXx+ODzjwfMH/4wx8/i++kZvdao/IaSbSCZwdDv6jA7j7rx8FdR2uvOZyvOr67xst6iknZCcZ0nwop2LqL8Etf0zFWFOBRXEwJqBiSj069G4pRA/AyovyBGT7C0KPvMrJwDQz6wn1mHCHnhgzzrYhSlvWsABgsOzOAhv1PJE/bIowzL8G2Zqf434ZkkIcveYyoDUfDnHyM8NR3BZUU2xFi74zMcjEJ9hsiwZV6jBa4ZE2MEGNOiG+LgbybaQVIrU57Fo6w6jgQzM1aB7dtqoVN/lFg85WGKivTAZdDgKc0Gifw1E/r+wB3To36nEi5RhhKeycjQGNHetjIReZr3P/dZQBTm6drtDJXQLA3AOyE6TY7uRIVOjXHRtcSmgTUuqzYXW02DK4ZwA471axxicEc1Q5adGtEssyF0qbW1sF2Pcw4CE8axoMBmLJDrOBwWNHqxuXYZCa8elo0s6WzpT+so1Qyq5sLsYAn5TnQEtJaiMutDhgaXEALgDTaKNjbipQ0Wz/8v6p7aabGWy/DLanDK68rIGkqVjqikGm+v5A0WIIqJgG+wo5ebNnMbhMUCPZZyQ36dl8CoR8xDd12ViUQNRBzoqRQ7UKpUmwad5MZS4B7rrZCGzmoLzi+CuRSPMsc4UHGjJKOFNYvtRtqE7QhLJtauHhpk4V3SGpE/qWV1oSx0IU3CcbuKZFL1vC1BTv6tJ437p3gjaAizEabYbxSBTWX6qetdqmemdlnhtjgbm1xqwKbWOf0ZVChrqylVULXKgtCici2QghBoE6LsBMDXmF8ZuOsXWWZc48h5wdjrP9MATNC2TbP86dRKOjQQSJVn4RIWcmivs171vCKuZhhZoRnGyuW/UrtM4lNAAKCzakgy34I/ivohpctNNjGGjEeC0q8/i29hyjNhlV/w1mHRKg8E+fSaHjZIDsBsKpCSzyYVhVXxEcxy6Cx3QKEjiYUloa6ZAdkIF1t4iCCQUdZStqyjcBCMIMsxyfke0p8haqdQYmRGGHCYO7BD26vAWBkHeSoAe6DtwnUCHnZvROjx4HUvgCCeCfhREifN+q4ZPx66GSMhZlJIhwV23nEaYifHpot4mNY3UXRmgJ8yZKzVMJ9DkMS5czIqWLAJGh+C0+l18kucRVXL2uhOwAk7Pl5P+Ux1hwMUSvFVK2LNuu+X4MUDTrEfIfBInSv0jzpTrKm/3yRgVKY+DBxyoPWZbVUBtjyjHjCVxk+dpL/Y0xp3D0+EXJUOHc1OrEHR5D7WnGizuHIIZW+uZ4mTcJAqhoCbhqLBAKoDD0RRBleU+zbCw8V0tVpF26XKRZyq0srKVemthUaUCDJvXYJNNE1S7Eath+bqds5GNuLJAzc5dc3xiAsckY4xQFFpx216jDMf95xk4XaF7l3yTYGR16XfYo20llh0jeGYJynkXSTyQAQWKMCWBCs3xNmOU4DMKMZbtqUnn2NMtv0o6VngnrPcDo8jTq9YAh7jtEDrbQ/FTmED4ro3C3n9hiABvzYIAtoLCt2CGvT2dmI8yZ87VdDonCa6wSQXgWWut0lQwyGIzC/dxyR8gZozMK1pY2YqGOG2sj4aGL5lXlawTHEKgYACqu693D8rzqB7fk4dMo6DAEulMrbcSB8so9+SgyVll8lRhNQ2eAq/3NibkPyx1R+Agjj7TIDXENEFp9VQkQCOTKzxhUIZeR0BwLRihFgRq1AQ5wkk9LoT00awM6THHNMDZec/vWW8wDqLEqIgcu4HmD9tECE7AJ5syAtnUN9M6bhDHZxh2EKYrQ/iHZTurAhIm3ycjilAQWNOF8hgWjuET3uzYiX4qTVxhchwIaZKljiWZZczFL11ljgZxPOvwq5bcOxgR9uucOTGmBZII+LYNkcNF3hCXksyqI1S6jqGPT0VtEcnJnOmCrE82MG6iyjGJ1EW5zqomXJmR0VV5/dbUmCukkkSOTFaAQZ4MQ1n3nCihk15uM98AD7MdGeZ7/j8+tAChkjQrXCCoi+DB4Ksfn4SZwmYaym+CCXKFD9hNuG6gRwraNhF591wIXY21h+stuL42ggqMQCXnYUUWxQYXntx5LXYGitaByMJbWxY4R25bzQoxj2l7tLQRrdFknIcM4/EJO144CrgrSV1YAIwOXRvyh4wWExsYL7do5X9WD41XHnjm3g8MgVKFtErjnQbjlwCF6VagLcxBwa+w6DUQqu4wZmSBsCAmDZWg+LKqlGPv6l3f2RNO5X0ljz1t9At8Htn9aoOJbFE5JYAEFE0lgdvLbiXEkyo4JlAnPZZrBdroYb0502WKGCTGWaL2cuokCLGTCyjdOlwc6Za2HDBg5XIuRbCdmRJjkkickylrxjsroWbbEZut5lO2u+hyA9R5ahiYXtWHWQHAGFAIu3DJRaFLqpN2ieJD4oUSV3kES6MS2z4LgtF8ZjohG0VRulY3UqFGvB0FFjkeRfG7kYfJXASn0U0jfqMeQ1oIjPa7ijTYKr6qyFhS+pmr1O6vyHsmjkG06BMiA1ZRjhLJ6NbW0G0bJUasBSZdLYtTGja4M0x8KCMpZBGU+5OULAcJCLCMti8gOGgcIGwKGy1hg2PfpPIZmg42FZjQzowc1JEP5CXENJGuXRAIRXnNl6hWWg7TOpt6jtAnQa9E5TyhHFaqd2Ba16n3MX/o/AMEILk52WUTaaRDcmbapNFl28Db6JIAHZ1MxtPwxbw5vMJySwEI1FRlM2DMs5PwK2eFRpTXXnBkLIDtGEjBY7tbVrkI0GmUMJUHdc958arQPSSDIGQGEdWLMsmEnEWMC1kGc/It0IC7AQWwx+jwpkhbQSr0YhGHI/OCidqNiW0EmXrtBS8NQlKpWCLCJm9QqhVH36V61FjmeW4EJ2MTyg2Kf0LAgH+JPrfsxkMH+N11zG0yYTB0PDEDHCtVKa9Ei2GTuDdp9bRw4GeGhDQsaVw9LszCquCTiQEErg1Z1tA6U+b4ViNI2pRJJphmwYQFGvrTtiVirimkGoWfGFuU+EJANAjAhBRAMQM60K8SV9knju9EOCAfWLSI8hoJo/KR8LcJOGHY/czIE4iCNr1yUJJyKtipKKRtvAFSMqvikPBGeI+/mBSr9pgMlGm8uEhYBFxvVBCwSf0QbaBivjz8PVFT5biKqwCkKLNR7Kflf7w69LG0kQ8kUfB8TilaAs61EMsacYlbOurBMEwlQpHeUT9ns0VE6v4LQp22joAxOCOvc5cNC0/KGqt5htC4AZpkpigajI3bnC4jGQr375f+IsqW7kaQJRwgbrCe3FZYpz9bkrNXWcuKn5K/CQ9ZwQGm9uiMFOlXOrTlQS8z0I/yrwUP0w6WRlzaF1NGAiVLvIAwNcLJ8yy7x2o+lwe2pkRzDg2N9tA/b1WjK0+aH51Ag82v+HKgYyivyrfYQybQGQa9JzHkL9p2tnI5nM9aalYf7uo7LOxrH5iPghfKOkD79Sv+BkMYqQvqwRGXp9PVPc6S9rGHSBGFmhiGoVZZUdiHhbdOZjlIgZyLF9muACAVKdoxWhYb6xRDtU7h5Uwv1Qe1BZACBpy2ILUbBxaJh0bij21zbY8lqI9JOO//M9Y8FJZu8NHJKAovkD8R4Ms0ajInxEzLpiqahg7eh6PK07oz/D7GLmAGYomwz9bIuMUlZ+xQ9RlnuYMyyCmSGvM2UOxXcxMUzqmw3JRYtBSktpHPGghA7neVZARhlCYgCUEiZNT84lcmwLoWUIggsdiv5k5L1/5wGlI5t7j3DUrsRSzQVQdzcfy8C0zILw9gGcM9gXo53OTBhqihCLzDQmJ/ly06wc3kcyx1U4RssZoVC4bteyDghvCjztOVJPkGtrXWJcbXSjcs5vItyH+tR6eYwtEJ/qryrigoHyu3LRQZyiEclqgziuLtE50X+zJViBRQySD2LA7k/OyuQ5UwMP1oqWoRIq30YaxxbHwHjsEDGNLHbGj7Q8fG9Lg/4icckhtVmXA1qW6yQogI+THuPAi1b30WXGChPCDM+DOqqGUA03tSKtLLObeyAzgJCeEgDNSTEx7awjj1vaB/I9Y2UacrOf9TRULWfdDglgUXyYGq0FBlEiI8Qq7mgrL2Y5rMrisfSsgXUOh7rNa3YVgAyeq0atGxny5oOTudUgPtkwMnmZE/idE/JhTo0T1JHZTpugqAsQDVrN+wWUSst7WIzAWSlkX0/ENwcYHhQYb58/A4PecYZTAhTyMysy+l6sc4XqVpIj1tIBz5UGwSXX10273J1g8AfupZ+tPdgVv6mCeytuAQX41SDRkaNK8Nva5tmqVtuCBl3Me6IrKmCyEcjJ0WtrfVsNTgNXI8Ey+OTIXJuS9nqqX1dhIfSUHWMr2DbwJQMwDBxc17asyTjjHL/eTNnp2bPnSgaCLW9iLuqtKNzmWPAwso0+1yXYkw+ZuAo7xnoa2ljl6vQq+1V2pkCze6azF8rmqRt9sNQCCDB5leNY8mbB8HU4sO+kTbzMAdY5K+1DDIPNA0WvUGA0QIU5Qlcm1tQoWmpymczwinpK+SHf/FnsLxlJbd3ZgkiCAkq0ImAnUcmOLb7BKwNg1yLTYUCCzD6h3dguv8IBmy8q3DioV1Y2n8EgMAM8Q+SYIkc9d1n5tEzYenwCtZ2H0cPgvUXotdMeoInA9j92AQP7xAGYfZ1M5pU7l8FHtq2APE5n/3HgIe2ukeNeKWc/U8wHlyxkt3n5z4R8/2B9RkemkzquJJLuN/PMzwkuJnbcSx9zldIAAOurHy9bzrDI+vBB8Zw5QEAe61/ER7PHwD2rsxweG2RMtLzPVtnOHxs0h53jXS7t87w6OqkQUeLk6efXdtG/JHEgnlB/yWRJhOfXH/XQmbX9uy7pFH8UNi5o/ZHMiZ11H9J1WesQNTlv4vx2JFGhgPNunMXcvyhUBO2cxfw2KPj0QutjB17gKOPNCLFrDNz2LGvw9GH+kaEVqDs+yMvGUftlr9I+e/N9AxVuyqWsWOv8cHi7EpsXVh/dxyY4ugD66jGjQHdNv2Opy3j6Dc34Cuk5VtkTthomh1PX8bR+4w/kgrctfI/YeKiDXhyPjtOm+Log+lo9XMO7cNZZz/lK+Skw+3PmmG6faZf8bLsIS7Rlya9+gY5eNcO/MNlD2Gp67HcrWO5m2Gpm2GZZljpTmCpm4FopltLj3/wIPa89C5MZZnEGW7WA+LB9z8f+1/2qQwoOsy4w3GeYK1fwnGeou+neKJfwvF+gnWeYJ077L396fjm5Q/iRJ98hyS/IundrC9+RmZ9AiiXfn4Ftz93HT3LswxCDLLnLMyZgZf+PfCBZwwP3jgvX/5Vxi3ndoVXWSBh53Q2iPuOr83wvjOn6b5Pz8EJEKFH0lz06Zp6AmbAtUeewPu2b03+Q3oqDJ0LLXbJ4poTq3h/t60YXPblfVS+EGffIuvbNL+2oWZpgKu2r+LDjwffIgNgQQw8X7x7FR89nH2FSHzxi8ImfU77gtNX8fFv1IjNC9ty/21nHsMnvrbVx5EOibQxcNkznsAn/36LN0DVPPO4yCov+bJ//rPW8MmvbKltFQbCt53zBD7xD1s8vcPRi78TW9ceoOwnJLVZoffi89dw1z3FT42234AQZwIuPngcd31xpeDdOcLtkues4a57VuCAhPVbwoBsTQXEf8mkykfrk8uVywsvmQV/JzWAiumf9/wZPvfpSRCwZawBQmMa8Be8gPGFj7GOBQcsDO15OxwOXj3F3bceN8I6EGSFVUc4+NJl3H3bevg6LuMnaisOvYjw+dvbdUyxS7vKr/PBIj48mNXHifMb0vc4/9ptuOddj2mdVJvYCyPI6fP1wVfsxd3//eHyzLRrpQFjxqFXnoYv/NUDoVmGtAvp5+A/OoC7/z8PNvu39Y1/6JWn4Qv/7YEUvwUqCE6zdvAfn4a7//tDQgyy0V162RlNRfZ0e/537sA971sFiHDly78Nr7r+/2jTn8NTvkJGgmobCHmpo88OxtL1cjfDtJvpiZrTzh/TvUTpfUfJrkJ3gBitBxRUsOFd9cARGsD5gG9iPbZbmLt6XDUMJ/LOAT4UnufdInKNMmdkaxXlgWqNMV0eslWV/Dt3CgahTEQpj1HWaiUKckVl1ojxAQGyhixLIlbValdDrLBsGUPaOCpIgsW+qvhFM8jQ9X1JQ4a36vJsVwqwBpruGaeWbhp6hnaUZrOsg4nSODAfwIOHalHjmRTSUimXjmgGjvGofl6KGIELoi6W9KGOkR7deimZd/KCtUPUYZgrm80yRqiLAUKatY6nmhoKRMpSSC6lqMbzMg2IiowigDs/yKol/VBnT3CjAih5Sy6WpvSAy9kTThBFUBAf5XnG4Z0zBKIw4WwcM+9NW9bjx8SbE9ycqeJzGVP63gAXY3/SDIQyQXTZUNKaAmUyy7NoUGqzDJqAZplahuFIbhj7dAVoDIwHByqoLkPbnDyoiH+WuW5SOCWBxaRjTCbFOFOAhdpRZFAxzQaecnz3xPgHmVKPJUraCwEbE/Q4jgQ2Fu+qfCInJSBdjnIpixTWCLMd4oCsY8iZLMkANPkhkV0ZlJkV2f+9dDNFZdSfn9lourvEvLD7wCmDC8kHKOd5wM5xmfCWN4vAYRTrfFhgA8/JjJB196E6KnNz/mpfQSg73Yo8c9d22VyLsQIflr95pqo8egFh37KniEv2FRN34IJ9PgsEK2ydbYXkT6Udkg0NEIahpysIglEyDJNmZu0f9CLEkWwSeitg3UUe655+z3xz/kQDdJuetfWF6Yvc0KyTCwWQhHMpTDdUDcRK44AA0bjs6ylz2NFkhXI4C8QFM5jCeBte0zcXFJ+NJvDVCHOhEaFNZ/N9iKoCsxEpg/TitK70m2MUlS1X3U4W0HljySGuH5iTdFg1iQvYGDtx071zIAJFQ2HombvtdGAenGw4JYFFR0VDQdkAcyLAIYAMAlQboVoN0Vx061iidSznpZAJ9TgGv4NEAEL6mPE91yGAhzzwPZDIjEOYljy1BlsMs7TRCFRfy5kPZIBCmktJqMuYS0qEzKQG+FC7oMUDQQCHSHJKW097QLQWmeh0QmH2MOkMJwcEriVYDfUCGmAbT16JZ0sYgGA/BHN8J6y5Ll8EXBHOjfeWnix/fR2E2XnaY16tkPI3Qr0VQvkVQGtdy70FFfG97RNb0QXNuoR29dwhmguL2qzQl+EjAt/RSpakClQE7GzawTBpLnnpUfV5GU/qlAxbadgYMwsPp7Ei6K6QQe1JjiylaFpTV3cIXcuA0dUBpWMcag6AQxuIa8Ah75WJDY1Gal4271tjLw6XajwPc6QqjX7gmALtpDVt6uZDbAvNNoCKQWARgIApvhXFlqMHdZHtY5OXARCVJsLSZZdGLLCYtyPpJMIpCixYNRDWwZe4QxfPpWKcOTHPVVNB2c6C1vOBWAUMyDZT2ZYK2DmSt3PqfsoU+iy4K2NKK7hgWUsZwBz+QvLGvX5eqYYhqULH9CJtMaZ2UwHUlLlXJGqTP7i887eWcHbdwioTAOUQL5JMqQh4yapFfQeN52iwachdeo0F2z60kQI4QODBUUjZ8qMgb/FHLUNcYYfnKrRzlva+BRQaQb5wmztNRHC7LyQBaR5UWPlk0wpdAALA0P/agaQK5cu8LIsAsu7BE8r9lEcTC8P3AMTRKs+cQDFk+UdliUHqkjV9LHVg8jsaJ1RXjWUreNjiigxE4tgwZSfA5AGGO3IbQFmMNFu9dcwJWIhCeSTol31ojTAWKr6w6NfvmPxdkMS5+fsvJJ3Isn1WtRc6QKV9zAQiwH1VNXi0F+Zk4prgmlIHt49QrZPmXmyBtsZyhz439/V5Fl0NNjY5nJLAothUFLsK3enRFd8fyQ6j+PwQrcSUZlim9fIcvR6i5X2OtOFoAgCdXssukB6EdU4LKW47W2OWic1SbwZfym94kKSpUgOEIigtlG8DCSnb/sLdk39WJW7n6eZzi7lYAUAJKFAPcJe2ow4xJJ3DrXyFz+RzM+LShvDjlk1HhZsETLDJ1+YVBFeWL04RYT+MXDVURqYEiy5n+IZYTKBUQKUVx/6qoPZ5+LJLAg8wzMsWbbbBReNg1UgCKmUsiADuObd/rgx5WkVYtECF3kceDxQhFOqkBQhpmSaNquMtzGQ7DieBCG1kuygjgoJNu5OJYyydyABGeUdA5T3X9jWb7adWTW4BoCXTtGUMm4ELWmGYK+X3BFRbKZsR04Ql5jatsX91/piJrXWPQto8L5kUENCkyTAaW1FCWce2A8bOiwogULKpaL3vGvEpAt0nH05JYJF2fJAua0yIgQwmRFsxzUacXY4vthTLeUeI1WzEg7AA0VZkZogxgV9AxYw73V4qgEMFSkgjGosx64vFNrzaBBXXKK/yO7t7hJW+pPmQD8ShfGuQEe4JmUlmdqiI3E7MDCZmVAR+EABV0VQKswaaKpiCINW5bcECGu8bQpjMhWOC8cPP3lsBA5Mnmfcajyo0UgtAOM2DfR9BjoZIl2kr9ytx7TIEhTxCcMsMaNPcCjZuuU+HqomBLYtwzadhkmv0HN/QVi01RNpDP3lAAtd4jte7LY8o7aOvhiurQMRkXEox2hrpeie8ShxtH7DX2FT1pEKvDBJDa8nWDkjbGCafTRZI80OYMEDpdAea8rt0pLEPVnvRGvjaJrENg4DXedD4s/RpuYE2/9A/MjzLfbFIXDseXX5UXg/RZuaugtNN7sdTElgsT2ZY6jo9yEoABoGxlDUZsgOEiPP20rTksUQz/Z1ipqdy2q4X9+iLCnbWP8IsbzntOZ1d0QIObNNxEfoAvNYAqNJuJFgQEe8VVFjAEcrW8h0REt9z7qL9MIM8EM8kDBODcfwz1iWQVhSrWm6CHJPXEFmVUEcNRuqMy2FPTtA3wIbLT/ncsH+P0RAZpSdJr60sKREw2I6ariWks9B0wMa+bjLbQB77ctJ4Yce/tXnyQWuEskNEhaYZC5W9TahqVU+jgWjFJyZXnncqhtI4gwCYXPEeTJDpe6PByF+yzlBTMxT6zAAlysDBCFYS2kycQYFm6xyE0SLq9IYMXSh+K9hJFscqodSNyHiAbteF+sZJrm5cRnARAIxqA7pSPlmLF9PWsRyLYO38adbJ0oRSP0cHEo/M20ndu67EKfTWTbIZ4ZQEFpOu2E1MzJKIuDrXXR9dAg4CJpYNqOj0BM70C/j+UZ+mA5NJjTo5+wDJ7KHndM5E0lzUx2wVLYEciJXipeWUfM/mA8poEtiVXBPVlNEtUCFMVOpnDUe9BBjUcNt4cds47H2L+S8YWnYVsgXUCqPWx4q7z3GcYSaFuKNgwtCEdnX0eYMHtcBF/HVCXWiNgKdFkAUrRoJHbUUUIu65jQfUBYW2dhoUFcwt4jyZLbrLyyJeU3l+y7Rj4pbuKCAbgW2a5ssimwUe6E6RZgW4fmenTxb2pb245E1UAya5VIAgNhYCwLzWg0HDSyJKgKVbOtA0+EnNyThwF0myAQBtQYBdCnF14xoEUegrfRYAlla/M++6anmh2ENkQe/sOwJNKFELYzRtJEBg0Co91FXurWYCVC+B2OWPp2wsNidMqByAtdzN1GhTvJFOdItp1ljkpY9JtrNYoRMFmJAsXJQgWoaZW3gWXsAujoSYRxxFVnvBCMAh52+BjAAPLT4ntBpbN2fdUgecJiRqKNyyhwUU1vjTCrW4gCd5xyq75RTLaTcWuMtZiY95pc8IMqXNzKuGUFYeZbLRtGRYgHvRoMkJ3cRkRpcDIk3mUUre0FrUzdzUnsxl61TfVMLVgAkLMpygJpMulOtoaAChhYLkSzbflJHyYgMiY1gEVBTgNJ/5qvgmDGs4cky7k0iBiI0ha/95XiW5ZAAGbBvmTm6Nvyi8YuUGlkQAaT/zPE4ezWagbex4cXVrR/dJAyo+2UBmENhg1zkp74JTod8osKW5aAhsZyhp0zog1wVyWhU0E7e5rGVAg/w0gYUFGI13J4cQ54ZTElgsdT2WOjK2EwkgLKm2Ip9LQXJA1rruAtlCJ7C1Ow4x9izeS/Mx2hCh3dI2tOea35ha4spvnwU2Gw4uz/UPZYmCKzqgaVzmcmnzVwBC7h1YtBUCUizoALg3XF7zHekEraCps8lXEdRY2hysgEJpoqL6DvNTyipLEOySC1mRT1dCagRIVAQOfaHEASFlROHQEL7RlqLKex5NLRqH4pLvsiaoyA1a4cjc8LEZHJ/kOl2KZDvKPGuBJWWech86n0oZ1jtrK1RNQQPvyNJf6l9pLHLK6mwNoXds6UTrW3ZwaZ3gx27R1JgzLFxZQUjZ+ln1EZm4QwN94S/dASg7F+EO5dWgxW7Fp5BtrEe0sZAOTJEHruHbTsd9ABVxKydsVqksmnSB5kxLBgqytdQxGsvkgkYEGczobrku7vowcTPN1VzbZK3FKekr5PW/8pPYsm3ZOPlCBgqyxyKbRhKDHt6Gbt9Rt1OkbCOtgcATD+3B8v5HjUAfD8lXyGM5R9J0PTqIz48eUN8hPROWD69gdfeJ/B4OGHgwka53H+3wyI7CTAQoRNrlYt8qeV8hHOP5tAec7w8b2oP1wFqPB1e6ije4YN8x4cCJGR6cel8eYIQvv1LkgdkMD04aPiosnzDX+7nHQ2gfw2yfSY320YK+Rcz9PusrJDYqh9ZiYM/yDIePz6mDebxHfIsMlB/pG/TLYaMFAbh76wyHn5i4Z46k0OVah0hDqIfc71nUt8hAHeSdkxV2rtIcfyeN8GT9nSwUf3Ui5NXB1iNf79re47GjXYjD7bozsHM38Nhh+y5Oah+SL48AQFrGkRJ/n/HjoXEGb1L+h9tl13RxTtMoIxrNmoQ79nc4+mA+Mz/mV409xo7Tpzj6zfVYeJs2AnacvoSj95/wbUH6XzPsOE38l3haXd4x/v0nxukxoGHHaUsp/yGaQp9YHy/nPHfPU75Cnky49/mHsW3nNGkhJkkbsaVbTyduZqNN+es/+FzsetlnsEInsELr2NIdxzLNwABmIuxRdnbc9/7Lsf9ln0x+OfKW0r7xKSZ6jiO3XoztL/kc1rOjsWK8mXyDnOinWOun6itkrZ/itDtOx1cuPZz8hIiPECbM+mT0Wa4TELn87iV87Dmz4rSMEyouQASqDWEuvkLqJRCUZRDze+19J/Depy/litE8noXrvnkC7zltCc3PQJFmgt0YQE+47uE1vHf3lsQ41Y9Ieue+AvPNd6wew/u2b815GNWz8RmiwISBa9aTbxEn4EUYWtpympdOim+R6O/DXaNcX7VjFR9+TPyXsIsXfwHgiv2ruP3BbTX4MHGA8hX8gqcfwx33bXX0Nq/7BJwvO+cJ3PmVLcW2z2oCCLBnPTAB6AiXnX0MH//61nSmCPl4qtUw3frC01Zx+wPbQtuUARLbSfydOJATv31MHzV9izCcPxFXpw54/nnJ30mL3la47NxchgVRA2mIa5rmyanLnlHiO1DApU+I/X3yX7JcPaee1Y9J8p2Rnj/v0hk+/wlzFHoP3xeOVsahF3X4wkdYmEMZs81KAwevmuLuD81Mm1pBRmXw5efqKyS2o6sPKz1g4NCLja8QVZ3m695cM4OYcf7Lt+CevzlW8olp7PWsx/nfvQt3/4/DSA6MBoLRMhx8xV7c/T8eTdoCe4ZEZThZkp9/7Xbc897HCz0xb0MXM+Pgd+9OZcC0h+Yn867Lbg8I53/XrpQ/EfS8CkMbO+0F4eDLlnH3bQkcXfmy8/Cq6//pcN3xlK+Q0SBr/urZND3N16ygYolmOE6MFTqBLd2JtDOE0mFYSV5RPoZb0o9zqGJXIUsZSfeRQEVnvJUWAJC2oHZqnNk7bYHXTBTDzWiLQQYgFCChSycSh6VtuMQBdJkjOQmjMtetnYSzj5DmHGmPYH9SPdcKhHi9fZcfd6wC0GVjEEIyWBshSUEJVdp3lleNKpzMUoSSQeaBfWfSx/tFyjgpe4WQN7tZAd9urXa2QrrRxvIukV38n2hb8EiTVWvUGG1foUuikXmm6e31YLlmeMelCjdACjFuicjS27q29IbtpgDc2RxFOBpwQNlIszdtKrRFw8NceBobrM/dDqM4MFuD1I3zUBkZN65tabyNq4ZogJ3w/qSDVqWRCQ3e1PHsoHJjiVBpCrIAd6EzSyEGOGm/CTjSfGx626+pPGoabxpQIYAiLqHY+JscTk1gATO2grAhsG4hleUP2Vq6hKTRAGCM51qdYu0c0q818RRhLjJSbShQQIWca7FuAEfZJWI8lCoYsSDCgHEBDBAwQXNABbR+RUMRt5waUKGc1IKK0CZxHnN8Zjm4jZOek9pvIBmTKaDIDyPTt1kpXytHgEdhJvMqCaPEdJUvcyFvaPopT5D4TUJCyEzEpZXoHHj6aBiXsvNARlVESwgarGfztYLDgopmcV6+ubZya+K2L56MEFkgDAOZQoPeG+bbXJ/m0JbBGHMMZ4s2CADYCBT1jYMEMHRbZD6lM23jlR0gyIDGAoxQIYsRdIAVXz0Q0NFqC5YDl8KkMe2hBq6DoKrxfm74Vg+CLMijhmUuTQVRDMcWYW8EuQUfCiTInCibvbNybzBE+ZhzfWqyh9iTaTlI7g+izYetXzQw3VjHjIZTElgARpiYxowmlCLui/dS2RQKUEb6HbETyEABCgAygDDAwRg3pgktW0Y7NcK0SytiV2E1FgIKjPftAjIgAKHeFcIatw0quBCmwKIYbRZuW+IVidMEFS1AYVrbSyr7S4XYHkZta9J0SEZscS4oA0xxFDwooaX9yxjwJJFhNC2wEKvhHrbkfHxGHjywidIU9HN464aE8AImVXG3hG2fisBwPy/3QmuuWP6pwAXHevmGaLZV1TGsZQ7SP1QPTUP+vkVOzleHcBb6VV6tIMBV+X7ZNybFM2d53pEwFFhAF20KJT918efkoNVaSGTbD9arqBU8wTeP1ot8u7q6RsElVY4AozHI7bJcNajYX24q9jCDbgwhOwE/MLCGgFS1YwSlDft86EtPyTV81jok7RWbgRJ2siD8Nv8MMZampzQWmxdUWDoGmgVyvndt7yBIupdDuWco+glN6MZ+XMKAaiHkfRH2pFqKmTsky59rIRoL+94tX0g5hquqtgKoQQUL0AHSSZrw9hSAWwax7ViqHiU1/L3lsP3I+0y8Agmd5wzYLaQU8sgoYIzP2C63wskunaTVoHJMMmL8RRlZED5Wns4DJBFzRRng08xBHwvSy5KpH+gnHeYmHSBb+ygIy/GOHeibxlycFwqWIX9v87S/hm697obfuaxkbItnXZFbuRGibb07ply0E7IkQqTjvzieI91F4rQZsT4G3VbbcKl0CFu0FwWnBRoDwZ/yaCfjBsbwULRN2IeQ5LypV2UcCiPAMTgWmhkPPe9KmxNxthdhX5/ASyCgQvKImpCoraDYL1TnsYnhFAUWNcNQoWoGVtzXYe/JcAHK95S5h5y86Q+4Eg2D3bkhthZFIzFDOXVTngNwAAAw51qoRkEADGCXPFQoV19zlMcvhbylvAAqKrBAjTxb8fK71tdHC1AAycBS0lg0L4b2cQ7YOBaIUPnGqkAB+aSWDL/8kR21zRNsMZj4lhcnpg9l4JQloihJLD1D+TWF7Eb4gqXNJg3MZaHqhvak1jtzbWWKLidKe8Q6VOBLhGVNQwQVi+3JGghjbSnjZoBWZ2NhgQYFWwaE+PbcCzZ/sE4CkewKjUAvH7AZVFABHxagVR2kqhCUAWrAhcZ1/WsQSOh3vYmAxAS/xTfG9e2iDaHtEBgIh/vNCFnQUs4/NZsZhGwitsb7wuXYxN7+IW0Xzhbm1iA0LNdUc9aCB6Lc1qQgw8W19W0934RwSgILI3vMHLZ2EVlILzBs2jGsQDNLFHlWleURHydpKUhBidpWcHnf2/zyWC9LJFZzUcCGUsXhnQEPFrRgAFS4+b1IiHO/anRqvwcSNBMmJNG64cJrd8Iw4MDkT8aQEyWOS8MFCFTMVuLNCQog8o1Tx0dmPfClZeWB5SttrcUCBA3dzgEqKk7MxClL7e4g6TYtLTA5FGy/NYDZUJLRMjbAN0eXLcj3ic3b9S9QvkJtHLkIhpoMAyzseMvjkBnZQDOPAbH9owwowApQqrM7ov3A0HhuNLKeiWHRMEwebhCa9GNGnS1QYSPq/PS0VNvKv9XBAAwAxX5EKt8SytF4czR/2yZhsrW0DCT2YWJPE8rVX5OnzSum+RaHUxNY6PwoSwM9k9FWWLPMGgBQ6V4HSIppJXSeRQNPb6hZAIx9LjYWJU5Z+mDHwYoNhtshouDDGl0W6xB3eqYFFQ6IBFDh9LwLStYY1zI2kQbyWWWbyTEt80wYcoO5cM7LzR0CRB0MKkXJ9PSAw9Bn8839yDI/F2VsEUBY0GR4sAUgludXLSwyopGHpB0ttyVMGvlWdWg9ZiNguUSthG4jnSfYPBhq+xxN6+u+tAfKWaSTsrydF9O1a+M3Agom8xER49j0CM+6Mgfl1E0dC0GwKyZXG6IMAMwYHgRjWeDoDLCGnroOY+s/dsJrAAgtDYVN0wIVFi1vNHB1MRw2MndduszbmdWmZC73GwIYVtOk7RAAAidX7k0PrZyXu1rlRBuWBjAZpnfz8dqAPf1i4S1veQuICG94wxsG49x22224+uqrsX//fmzduhWHDh3CW9/61ire4cOH8frXvx5nnHEGtmzZggsuuADvfOc79f1jjz2GN7zhDXjGM56BrVu34qqrrsLtt99+UnTLOprbLYEi7OPx2ev5bIn1vPXTfd2bYIW7EeNNRiflyjWEDrGdgDlV02gtStps02i4edFumPykHgZASHoPKnL+CiQssR5kDIYmIxtgSsJouvxZ1oU/Cn+w9xj4Y6imA6GcfM02rr2Hfeef2zoMYqpGOidoR37dF3+gJarUXdqRhy1hluhpZNgqI+aeB40Ien0GO9ZLV0l3uedKnE8fQ7MfyNRpzpfXoB3FXIlg49aRaxBh7qkWpEwop792UMt97qDHzlvtA9t87L3GpzBeqeRPieay+lmEmK2TjknNqx57cxqm/LX6Q+rdBBWNIOpTV4JFw3PCZkvEaPBonsu/1rvF8/egs2rDMU1DE6w03pN5uYAWhUc76OTCSWssbr/9drz97W/HJZdcMhpv+/bt+PEf/3Fccskl2L59O2677Ta89rWvxfbt2/GjP/qjAIDjx4/jO7/zO3H66afjz//8z3H22Wfj3nvvxc6dOzWfH/mRH8FnPvMZ/NEf/RHOPPNM/PEf/zGuu+46fO5zn8NZZ521IdpVoJp1repLPcSfEaFDl7tgCCws3jl9kGh2icPtAIEx3ORijKnbUt0yCEp+ZtkjgQZzNkVPDVDRaigAzZqWlhqc1/ZlS4IQlwEfX8cva/l8s4I+fkraz/zqyze9tK/JRHTLRdikKdaixYGJWE6qqDlioKYp5mnbZoTB6gcv4PPPQssur1ftSGg2iqbpRUDKZ3KIKkDD3g8Fk7BoKFC+2u3zVtoNtovSM9bhkedaUOH60wsLNd4UgBDSl3QljidbNKPmeYd8pgwbGqjMJeKCGwWUsHHGJs9QtspXmot5jRaAiqvL4Bq+eTAIMPS/kwg1zeO82MSPKs6oQWmuP9okA+W4cTPULkM0WvpG4tqPBB0Ljbh2Oex/UjgpYHH06FG8+tWvxu/+7u/iTW9602jcyy67DJdddpneP/OZz8Rf/uVf4tZbb1Vg8fu///t4+OGH8aEPfQhLS+kEx2c84xma5tixY/iLv/gL/NVf/RVe9rKXAQBuvvlm/Nf/+l/x27/923NpGArjPC7iuGFUR4GLyX35jeV6eKLbSiHbTrtyDa/FED5dL6kYwOTKydfG/gKIoMM0iNwLI9/IXI/ze2zeqBRbIN0w5jMJqdAcJ6XGawCITfricfLYCD+rznf3ksY9J6XekW4SDIIEW5UoZCVuvk9DoDSqnIOw6Heiw3WwNKQXgw67Fm3rnF8FLkoRaXbpbof03NvZBRX+hvgqlXwlSzP9x0AFu+dwbGMR+w0HLqicXaHPpRMDgHAZEQBicOfPtHA2GUPgIg6EqqPrMA4oyD9bJGxknDTjmwnYTBTraQFSQyhXWcypU6s/xiK1bFJkOUTfhy+N8ULDZJG+HZZfm8QGS54n4yvkh3/4h7Fv3z689a1vxTXXXINLL70Ub3vb2xZKe+edd+J7vud78KY3vUmPBv3e7/1e7Nu3D9u2bcNf/dVf4bTTTsMP/uAP4o1vfCMmkwkee+wx7Nq1C+95z3tw7bXXal5XXnklVlZWcMsttzTLWltbw9ramt4fOXIE55xzDl73Kz+FLVuX0RGDyByGRX3WWBaX6LOHdmDlwBER8dnpGACdlPJRlgT3mvgKEeFt3iXea9ZgAfDD24F9q2VXB/xSiAAGeyrn1kenOLprps9hy1FAQPq7dxV4eKsBGlYwBG7HGPP9IaHkAxjfHwuGjcav0sQRqxy83B84McODSyO+P4TfSh3Et4iVRWzj+jrvxwwPc/DLMSTH8vN9kxkentU0eYBTUMLepexbJOKkgbrsWZnh0bXab8ZQ2LNlhsPHJk1ah8Lu7GcjNvkQk90t/ksaoZVkTyt+o76S1vrZqELjI5NR6jCPKKnjni3GP0qUO410e5ZnOHxiMhrHvthrfcKM1NV8MSSfKqslDRlgV6Vhxs6djKNHLAHs8otjYMce9r485nww7NjT8v0xJFQb8d3XTCAm3zt/JFFsxfkD6ytkIO+Qh/fj0cy8EX9Wv6gAVWmEHQc6HH2oj5F9O5m22LG/S2X4tWlUibK2YseBSc4/tP0AqLBtes5z9uCss5/ejCfhW+Yr5B3veAc+8YlPbNi+4eyzz8YDDzyA9fV13Hzzze688b/7u7/D+973Prz61a/GO9/5Tnzxi1/E61//eqyvr+Pnfu7nsHPnTlx55ZX4d//u3+GCCy7A0572NPzpn/4pPvrRj+K5z33uYJlvectb8PM///PV87+/+Ai27JxiuVvHSreOpW6G5W6Wju3uZlimdSx16RjvJ247hNNedieWKPkUWaF1TPJBWb09bwKEdZ7ga+9/AU5/+Z16FPcMyTZjnSdqlDmTX+4w+9BzwVd+CTN0ONFPcIInONFPcJynyRcIp+frnHyCrPcdnvnJPfj8RY9jxh1OzGr/IMyEWV+WSq78Upd8fwDgntD3YrxJ1XxkJnzH19fxvjOmem/fp2sPUK775gm852lL8zlofnXdN0/gPacvbegrRtPop2DOVhaV7TWQfIvs2WLilT97Pkby80H4jmOr+Jst25wvkXzIqsax9y+jVdy6HnxgwJYRqs7A1VtX8aHVbXqvcfqSlgoaxYt3r+Kjj5Qy4q6MWO4LTl/FHd/cWpXtgIvpisvPPIZPfH1ryJO1nlWg5DfjE/duQVmjh/tKd1/qSP5LPv7NrYiq6aFjm1/w9GO445tbHZ2xPW07XH7WMXziH7YC4IG+4MCzCZee9wQ++fcNXyEEdV9utRLfdtYxfPy+rV4bYQ3xglbiitNW8bGHtpW8zTsXMp1X7FvFxx7e5uiu+jz3C+VxefmZx/CJe7foPfX5/Sz3n8TP/kIufN4JfO4zUz/GevbXSOnAwAUvQPLlMQdoShtc8ELg83fkm1jPhlC74HLO8UtbAMjzj1G+ygRYMA5dOcHdH1ovzyVdtNPI9wdfvoJ7bnnCxC15lTwKcDn/uu245z2P10J8oA3O/7/txD3vfgwFHBiQIK7Rg83G+des4O4PHA/xQ5ulNW9Qzzj/5Su4532r+TRO9nXVdJT9k2RfJO9/AtzycOo0Len64FWT5OMFwJUvPQ+vuv6ftCubw6K+Qjb02XjvvffixhtvxB//8R9jy5Yt8xOYcOutt+KOO+7A7/zO7+Btb3sb/vRP/1Tf9X2P008/HW9/+9tx+eWX41WvehX+zb/5N/jt3/5tjfNHf/RHYGacddZZWFlZwX/4D/8BP/iDP4hJy4NlDjfddBMeffRR/bv33nurOHanR/2uBAL0qO9omFnWMMtzAKoNISBpR8y7SIOcWeH8gpQS1JZilhdv/eFYCEsg5Tfu5mDLBatQPx+V/ZGHSNZjxpYSNY57AqjjwT9QSlPn2bjW6i7CFTcQKoY5/C4a+rV+qziAF8BWcEcBZt8HouLRyoq5CGoIqO/MvazZq2Fhq/MtRowgKr+nEE+Emf2rss3CmnMbNA0hqXENQ7cZZ2wS2zZ1888Plxb2qsGAbZcGqKiuW/fy16EGZaGOpa7knwNpJ0kjrmsHymApt68bd1owfEOI4BkaA626yIXLh0yfLhC4wR8rGoTeOE8GJmd8RzEN1WndjgrzvmnYSb4M01fDDRjq4fIs8cvYsPSgLh/wQEydzw39ARUY2+SwIY3Fxz/+cdx///24/PLL9dlsNsMHPvAB/MZv/AbW1tYGBf15550HALj44ovxzW9+EzfffDOuv/56AMAZZ5yBpaUll/aCCy7AN77xDRw/fhzLy8t49rOfjfe///14/PHHceTIEZxxxhn4gR/4Ac23FVZWVrCystJ859hNNZYrVg2/+TPGT6GN0tzmTwBkxgc3YgaQIONAnjfGQgTrDRLcOApAfbFAKAnc0bLwc1PyjXPVPtPfEQoqji9gTR6xicgmQb428bTFbR3Ggs1yI/HDvW0iyY+lDiFfb09gj1XO7xl5N1NDcDdoKacyNuIIbVnIUC6/DDTK5yewZhmBQpICJfO4BXXRpkt1bzNfe3aA612pozRGl9sH2V7AtrWk4/bHQ8l0Ho02uhHQ0o4I1/m+tscowQ1xIzccOWYcyiFbFgjKwVggKga0uWH0NE67pVQrw6WN2BSl6/E5QdPwulGDUE8n2KXYOBwtbXNHy0AHDQ00akSwtgZu7za88LYd6M7xMHQ3r+U/zxstKHRxI2CwLwkNZk66xXhUEDADfQ9CV4yIZRzZus8zTH0SYUPA4tprr8Vdd93lnr3mNa/BoUOH1B5ikcDMzvbh6quvxp/8yZ+g73t02fPbPffcgzPOOAPLy8su7fbt27F9+3Y88sgj+Ou//mv8+3//7zdSBRci89bnYU50WSuR7DBsPAY5hsUujcAIIkbHjD5PZuIEVOwBXG6rZ6ASRjNR4g8DTrHXaAERfw5GHeoxHiSkBRcDGVRMsYrPiQnKq0pykY+rjVoaiDiKCQ4z12S1sISb/1p4h/a44b0ONFimBQxP3ChNbCHxNjSR4weRabEI5rAI0RCibkiw/WsADEtKhXZ8fe3SRFXfWDaG45iZCmto5oWUkEHpIDUBN65/FuSe8/oq1kGeDYGK8FzTufkRhLzIFnPUt/Sm5VtaRofkX0JObJSlDRVoWbhx4kfWWNgOsKaMiQ091Ea6y67dTjJmq9AaJ4PlK6n+gaLJISAUQYX5dVQbBiYdNG/YxCUGK7QdEVTi6/JEjGuFAPnkgBnQI0Tp12if+KQc7S3vytcZyhfn5iKLDQGLnTt34qKLLnLPtm/fjv379+vzm266CV/72tfwh3/4hwCA3/zN38S5556LQ4cOAUjnWvzqr/4qbrjhBs3jx37sx/Drv/7ruPHGG3HDDTfgi1/8In7xF38RP/ETP6Fx/vqv/xrMjIMHD+Jv//Zv8dM//dM4ePAgXvOa15xUxT0fTp3pv4vSc0LxcmrfxVCckeUlD2J0nI7xVt6RQYVOBJNVBSbM86F3NrB7XwxHNxocU1Cgz1B7jDgP5Wb0y6Zc27Zwmbi5NQT4bD9lFvstmBSjDReBQ3jX3C5qhFtM3/pwwpy+s1+3+mwwQQBgVrAB5QvI5O3BBYCeMh8OA1aGsZFPTP79/NBgnvm6hUcY3uW60gw7ZM1WTSOUN/pR3AI9ukXdgAaXzi4rdQ0h2xIiJo+I0XS45DzFRToogw4lhmt6KGtw9IuZ0rKiHgvOCkD9zrbYoYYq10eWT8kR2HWbuWDq2XpedbqWHyNbcBDTFYCR5l4VoU5v68cmn9ZkVABhAIIFINXSiRkvrUpTeCbN3WIaDmUG2l3IgKEvZ2+wLv2g/Gn0k5EWw2HTT96877778NWvflXv+77HTTfdhC9/+cuYTqd49rOfjV/6pV/Ca1/7Wo1zzjnn4F3vehd+8id/EpdccgnOOuss3HjjjXjjG9+ocR599FHcdNNN+Id/+Afs27cP3/d934c3v/nNuj11Y8HYRcQ3I7OjMyOsTPiitfC2F6TlEJvfwdxR/IJ4SuUi21WU5+7sjYFxUT9ucPwB+e45nBh30YYYiF5WB2Wxi6ZCVb+g/EtdfmzVk5C+1hYK1LhaMJm0faBPW9R8NLWWOyRUPdCQNVW55MtRYWN5SxDMiwT136AyTsBbzr8PdYlDLcgf7TKbJ6MNOIbobQxnv1QQlooqL7ZZWPasoE7JX4R/Mha2PrPAQe0bgAIqSOpDjT6hqr01T5F7OQvVXHRQ49poxyF0pDZJg4NARdMndCDxrTROU0dpm9q+kvwi4Q5QoN2fIZ4LbOsswntkwiwUAliwxeUxUE0Y9/UubWSEtlTOCfhYrO3XAC6iHYTGscK9kvAhDxR6pZ2ayzMD9OUswZzOQdFmtgyN/f0mhCcNLOJWzz/4gz9w9zfccIPTTgyFK6+8Eh/5yEcG33//938/vv/7v/9kSKxCc1kLpVmlnVvNrKrERroyjLw9RZfx/CzHFg2AwAjO+SL8+kOyxCGovJc/Y/A2olduzLd2C5AZ72ZuaUXlzINYVnOMc/NdAfkeqMlFfKd1EBIQ+masXn5xPLwbSWfKcmTwAu8DzxoECzBxbZ6xgq05b8sCvAr9ZPiDCjVpa3NYl8yFuEYoFLM4yhrPfiGyBuYdUMZiGstGuBmyrCxI5zgALDtDBia9CHCPTDC3TlooofoibYKKID+KoCcdB1Y22bGuv5Y3WbmlYMjYmXRITsvs2LDx7SR3zzJXcvYZpr1t3WNjBBk63GhcjX0fxby0c45KG9To2set8rMdHEFFBEFNBgjTgOGebDr/W4xvF2gcBxZM27uvlUbaJus3ZZYmB1tmwSgDa/NwxanpK6RlhKmCOU/23nACidlnmDDRo6pKfhRnwECwmmebh4CD5N1UdoJ0SqnaTEDAhKfN5tMK1fOsaYnzpkQsIMNpKSyfMZk2NUBWDg1oLBwvagANrv5v1GWk2Qd52wYmUWJmhutbJBmFewQXI8WPaTUsA2Nzq9cM9xUf6V0okI8r+ZYbLyDFEVaNUtknEMHeEKSOTjdA6vdDjRebn023OFlpwRsCTY22J2QQQoNmnqPBthWyMHHPEMoXGqmAIDA3+1iHlqGbs9zgDCjQ5zlL+fAwEh8iVPpNpIuhmbrUQKIVkYFb7DBC/VrB1tu2SRDYalAswjZqF9Ayss0DSueEnWiRiACEMmosp+/K4DBlt5ZEBFh5JteoN9XvtB2o2LfYsW7r3wouTwJ3XR4Pcc6NhJaNhwU5QovmuyjTWCycksBCtn6K7YSd67E/GNDzKDr0WYVIbUEK3z1Wc6H36RPKpUkAwrpK78opm0zlD0Ur4cBF+Cq3uVvNiTJeyFhiUJBClW2nxAP58deSmnZujRh3AqGd7bKIPjcSuxXUMHVjE2Jzp4//gnLLAWGuajVafJFC9EadB41EW/kvRPjAIxVkZcyqULReNbVvAhEj5bdEwSBJNHBt4wuD7igt2cAYdlrAl0u2YMPOBUe71GmI6Y+FQLMFFRFg2DoIOJKEah8idFkSI3Dp8rkVwrzEMFPtO8ygzJec24z6VAq73jadmG00Ith0lbSD1jDQ4WkbTiImCybqfqqC9Kntr6i1gIAGI0Dz5FR7kgguTFKXxyiYACpAoW1iQEXV7wuMLe1PpPGNzpzvMTKLHHDIv122rxgFQZsbTklg4c6eMM/a08EKevlL8dLOjhTHpygCHchCluVZ3ZcM6LkV9qHVSvQRAMgfNygfkumOU5GCCxdHQLzENECijEf/TaFjNnLCOOdsIVE7MSZVVbKhcOIYXRthZJa0sp4D/B0NlsFahm/4jGQ5dG3TtwBCq1iXONxHrcXJGiraEA3PK+NTWMFcMrJyGYRaOMwBHk3aaKAqpt765Y7GEdbibjx2WpRFmT63LBLJdRJthGbkuSugwv424ibhkenhNKero7xt3tEPSfijDs2PH/laJUL6ghdwwXlrqhJjK28Gq6M5DHoAleOxVrBZ2fxtuYrQTSdFww81YgwgIS4XtOwqXB1tOiN85y2VxEqW9V2vFXBtVbdZzK6wZDPA5dA2RjlMz4bmTphSpoKKFrBo3W9COCWBRUds+oydBsNYLBjxKXCiaAnGukJsKJL9VMLjaXdJ2sXQI2lKZjkne36F9U4qwR7xrc8AwMYd0n/rfGlJxZprp0khbVAzCtb2CMV0jcENyavKJozlhaW7qS9KnaMdRQQbo9kv4AZ5OGmTNmpcN7/AGgCljidM1hdiQYleiwAbI7USEOHeApYMbsWmiGK6IaDWypPCfTCOHDIPGsOKDl8KuOAELuSsFnQeXDjrKBrum1i9phxrk1XTaAHAQH1Y1kjl5NfcuRFcaFOS1Jny+RXyzJxfYv+Q86TsQwQoO6rYLIvKvJe8otCvvnYND6oGiHmmE8ICv4a/EhvHAQafpwKnMXBh663CV0BUnDwhDNiXKAGRkZEFVhFIzAEUkj5HYOIyBuSvgwIuZvbai2i7YcttgQppy0YdNiucksAizQdWXyGiwZBDsMRPiBzdLcsl6bpXACK2FWVbaslfDDYFXHTEAPdeKwGULccmx+IbRJ6XoLZYxt5CuDIHUOKGm5MshVFEiODHGqP8b967z2RG1EC4sk0+PgJXcSvgnYWDNVQVQOEARitwgAwRbLgXJV6YoqMhNkP1PDzTd6YLHF8TPm/Kbl5XzLrRdkGQa9QhQGDTWXCBRnyhPfDvjYS2MPJlVKAixlVhGmRHjqgwIoALTWPkV01YWO3P9WRpkCEDl0Y9XPZUP3PxKIOMHpnaNrjQuEJUtkEgMmUo6Ch11rboKP8yqPfLIVqSLdQSbZhE3Y8D7ULxglSY6m4UALo1FtDnVT6Kh0bAhcanInzNc7tMkcZBABGNNO69q05Y9rDxBpdNvDB3Y91pkEI62QE1prlw2opAu9ARwYclZhPCSTkh+79qOHLkCHbv3o0bfvUN2LJ1ObdzOadCAENHPSb5d/bQTqwceFRBB5l4EtiAgNWH9mLr/sMKFvS9ieMcjT28A7O9x4zBpt/lUZ6XZzsem+DIjr6UYcCJCgVApdm+VeChbUpsARONeQsAB44BD25dvF1b8ashah7sF3oahVePcnsUx2jkI1XXqaADx0eckJWPJr0edUKW6bBhP2Z4iBd0fpXz2dcVJ2St95G2vZMZHlmf1JFaAAzBmdUAXTbsmRc/p7HgyTnksm0Vi8gPXHzz3JFiGsPRFIVyII1i/Ea7OOCX3+/Zmp2QzQNYOcmerbUTMh1qcm94897pDI+sTxcDR/DjwtajjM8aAe1dyvVmU09JZ8Fzfrdr2wxHjhY1EZn3wghsW+3cxXjsCOm70UDAzl3AY0cGKtgIzfxdvevxvmMvcPQR8yBclmfp4Y59HY4+3Jt44xXZsd84CFtAKtYOxZT6wWbYsa/D0UcamQ/F3zvgeG2gPq4ONvMIMJSe/z9xQva/Q/jGZQ9h644plmiGpS7/0Sw5JKMZlrp1bO2OY5nW8ditF+KMl38cy7SOKc0wRY8lmmFCMxCKbcQMyanY3/3NlTj3mo+leyTnYD2yEzImnODkYOwET7DWL2H2wfOx9uKv4ng/xXHnbGyCE9np2Ho/ye/S9QWf2Y5PHlpLefdlW6o4IFMQk4Xy1V/q8MFnyVcBoe+hoMWNzTzervlqj/efa3TVdjxXnJLx7fea+Dqv/KC3oPtlX2G8/1xyQEiLyfmrhqJP19/x9XW89+lLeu+s3oSRmuvrHlnDe3dvMe/y16pcy/M+WeN/+xOr+JuVbcUBF8NfS/5I1y/jVXyAtnlmbtuKPYMnBl4yXcUHT2yraeCSnvpyf+WOVXz4yLac3guXmDc4O7PKCNIKmirk51ccWMXtD26r40Vwxbl8zk7Fvl47OqtC7u9vOyvFjwJYdzJYrEjAC09bxcce3ObycMMkMGCpsxWKrl2zUytt1z47Lrt3i6tfi35ZK7/s7OSsjQnlOO3spwPZ14r4V+EOePGe3G/mWcmvrsPVW1bxwSeknwPtOh7Y1e1Fe1LfiWMyiBMy/WN3fekz1/DpLy2XPOQ9s3H8BaRlEeDCi9bx2U9Pyi6RgTaS8LxLZ/jcp6auj/3XeukfoM4/2XrY66I5ENoOXUH4wkf7ImDdHAjClxkHr57i7ttOaL7uvaQ3dTj4smXc/f41U+cWACh1Ov+aLbj7/WsN7YTVTPj7gy9Zwt0fXC/xKPFkPy5KYx16cYe7PzwrzFF8gKgvEE/ewZcv4+73H6/L1yUVT+PBqyYpf2yuE7JTElh0SMscdsnD/jlTzYpDp9GcxkHamkZsDTnhjDU7EHqXuix5SLDnVdhSJL5SIzshdA5SyK/1OWgC+Xe6stlYZE4niZp0uby6PdJ7ElWsfRyNxwIosQpYpVuWOQyoKB5WrfmrTROeDYV5wjA+l/Yi+Sn/L/JF4/KQIqiAiEqbzuWZVsnQ4H5N3gxU2sxFz9EIvLVJc6tODAOmNhrmaCJaZbXSteLE5lHGnXdPsB5cRQCz74MF6qNbVlmzKGOQFm+TyqZE+tLSk0FJWkU1uxnkXQY2mAHiM6QcpBUGRwZD1MfzSdJpnJp/npVFIIZBN1g/KvWShndgMjR0zl+P5iIzv/RaqhC2oDq7i0BTNXalUySNdBoMPTZ6WBZq2VmQ/tcAFSFOBFnhXQUqbDxZ4s79QHZwaNe0wE/jvlFGMSpegHduMJyiwCItfUxploEEY5p/O7CCDsqfB2UZJAlcIIGB5hJcVZqIwsLCxRBzXc+p8J5MNaUChwJnxICzZ6OVMGDcb56dHxwgsIOU2KzHZ+plHdPOaJlPHfv5FjhQMc0yk9oKXFMOR1Ah7zLwKA3SABhs8j1ZwSfJpS4WXMQ931YgRABgaIhG7ZG+poA38UedaMUyNU25plBeM/3JhA2kHbIvHsx3DFSQj5cKqMEaG/uKMs4lrQEXEbTFoti85jQXOBSmoGNevew1l6Es5Si4tLYhhLp+YaqL4WYBr/nCKh9JPiTKOr7KW1hwgSL4kD6g5JwMN9aMUBoEFQ2hyu6affkd6Q4ZaZSGuTgsLykyNj+3gt528OAOD9+gFujUURq2C+YdbJ2rutv0EheNuOTzQwFhmlc4jj8UYvKj8tfql9BnmxFOTWBBYqCZ/optRdtoU99n3YPdxVHux3tFgIEcgDVLZqCASZvytBqM9FCEq7yTsu0eFt0xIoxqgAirPbPahzIPpM4SKcUpdfUZSrqOOMwLhtVQiBGa5GN5uAAGBsA9pWsucT2YkIRUXyvJdV/oMws6YiMJg6pSQ1+494sK1RCvWYZh2E7G2bQGyVZGoBTymUefIcAKro0Eq30ZDfP4+Fic1rux/KxglkcdQD0BHaeTKPUZCrhoZcv6nx9fbEBbHkdjoCK+M9PC/Ro5WuwRjXxR76amvu64BiM/3F8ALwqY5eu8o7zTIM+//LGRDu3iDPIzuLCaAvvlq3UZEF6NwJRf92Q0MyV7ARweRJBpfPuK/G4KCyCk0hR7metLo6XR/827QeDogILtkLoNxoV6Q8BTg2bbByI4WvHVYLNBo96Py66TCacksJiQ0UqAMUGfAAYKoLDGmq0Qly2G+KsYagKEGUhtLmacAAZBhL3Nr4wEbwBa4inIyH8IebTmjCynpPHkJ6dXNeZx560XC7gwg7gs3bGbEGXucOHPcYIZriqgwoEJoNhUaK51/RYRiMpSGgLUM0bDkyKY0HQ8N8/BEOawy3sOEHC77sbi2+dGsFTsY7P4SaQjdOGGy5T0I+9ssFUdBBf5pWyLlq9rCu00RJ/MU7v8QQbR6RgXvs+tr+xGHcjcx7Fm24GQzqeQJQsygtnU2QuRcC/558EtgMt4Cim7LKRtKbcZJ3ABphEwSaHcwBByfrnximaiy+DFghzx/SONEftGO9UK2pyH5TUODA0MVHtL/rmDGK78wDQWABUlPVVJXR6RNFVXCT0mngy8sd0nYSzouKRA+yaGUxJY2J0dZc5Z7USaYJM8g4rQzYKcgiA2IYFHPwNk6WPGXQYVpEafE0C3lurHkXxhmD/Jq5RDte0O+/LTmCvcicOcsnUQEJDagsxSkMnefULZrKgsheS20zThU9rZWTB0KUe3zeZPK1320IrYBiF/vVAwKAG2GlznIbyIfDI3l4U5GvriF7zytwVBhwMq8kzojAIwxl+kjA3QYskYXIJ5EnlvRtIKEPpbh71I/GYE5q2MekhrEenMkZz8lbEYxkNFUH6mMtFGpTbdWm7egirgQl+IsOgAmkn9RHAjCew8KMXGQoQLmTFsARjlzFWLoE8kLvs+a8hY159UgF0ZsGQ0MJRsYJjAvdhcsNHYmEkg6dk0pNs3bDQXWj4V5jfv61zeu3MvxuKjCG+3hbPUlzWiVt20VRDuVvDb+E74cxhbYeDZZ64cS0MoY5PDKQksOirnUXRm6UPOtAhdq0HeiIvg0p12pFi+Qu66z8sges+Ulsnyskavf1lfEjhny0jZCeYBmguNqMCCAgqy7whdx/q8lFWq6UwNCJh0EYQV5qVtxlTmrSOSCvBhL8aqXShjszy2T0tiRebvpLZJMwQuQn4bEu62GpYU4Y2GtmZWhGJrMVDe2PLERoFOJSAXCd8CJtUK1TAIbSuPVGCyr7sKaiu8MvBtVqEYIuiRCRb5y/JIbHsFI0YONu1tKIyJ1nUGRzqHjJDS8WPf5Xyt7OJs5Jlqm6/dl79dbPEfUXr4Vq9PQiXsZRFiHlQYOskAHOEUVqOR06VlGKmXHAAWwIUD+o1JMBdQ5DhVPC7515Wsn1WgguokVXuYtnIAQigYmPNxacrSgBCv1KZdhU2et6cksJhSj6UOarhZTt/051mU6SNgoIALmKnFQNAepJTJVqIrgCFrKWaclkLM3hJNqcCDJd+GZmKB0IqvjFbHMWfGI1qaXNsMuAA/RqWu8pwEkGCCCfkTW7g1D9AACnNCZvfmgUz0UKl43cjIAYMWUHCSCDW4sKRTSHOyIaS3AkXpbNHQkp5D+W6UxlbcRdLb/t8ERrUw2QNM0nWlEbg6BAnBQHIOuJCQMy7bEqmMdwvGWv2CeghHmuU2Jre7OVQwST2yTNQlH7M0KVb/unQiAMWN6bAbQsuxACQLObutybSlzCmbPoIKZ2tCgguK3xKQ7FRDATUW3cP4+9DJIRmz0qMfWi2bjKrh7fsm1zLgJSAEZ8Mg9RR5YdrHlW3AQ07jAIXmwT4dS1whM9BTfXmGPB2N0LRP7QrZpJAMNKE7QCZ5d8hUt5sOmWPWrE5O0rQnaraYoRhsVjs98mQVewnvKt18vXNNUfr4GFnLbaj4BQxIbYhYQYKADKC2mZDy7FYtnT7UoTNLIRaAlK22aW1Wy7KZuyWWrBIlyWngyG0trObe3OyBnF9TZVIetfiOnb/VB4KVXmh/LA3SbumgcB1+PQ1mnX1MCNbD1YfAt5okWnuaJwOghsrfCE9rCCeXneXjsT8sQybodkzZgkq9tHEWXs0CGOL5tAkOTH0EdMjOkaorhuoenunwYoDy1lKrjVBbERHEVs6IVkaFClToCvBwbRbI0imZBbcugZg2jbS6r29JPNJvkhd3pHNZeBohA6C8HVYZCIxViJs/hYf49gyVrNqXwtxrdUzkWY6JmncirM2tYxim8ZQVkYlHIT7M/JdBDecNt5BH5a8KbuG78X5zwykLLDqQ226qf2RP4ownmJXQG4En6NiCi7KskQCDgArRXFjoIqdqzhTSGNDBAWDkQDL1jHCL2gCHu8VeRO1GoECj03dQhpPmCjdBuvzYvCbaVpn+TE8HQs8m/9xWqXwzm8XfgTlemG3lXNUCV7eSwzdBuW9JirH5FQS9s//SwFrfTZmqlrtHOgI9psOr+i0EbmxoxV0w/abUfajf5gUrRO11fqcyhkwTtoQyGuCite4Y6c0TNdktUHMpxKUZklemDhTojcCzfOUDunXUggatn1GfW8Fu5A4TkrFkn+dnJkBJItmZZnZnZISrRpLyOMfX+zhZDF1VE6gsJXA25CRipQ+9lGEmYbSZaCH+3EbzxpVjm2Nf77FMW8eqnSPPoqoMB7wqUAFhmOmZ3YKb6ydLx9XhYDGE5ZmKbkfn5oRTFlhMiAqIoLLVdIoZJpgl7YXdJdLgGBx+Rcj0hmvJ/YzLsVu6LGIAiRhw2p0ecadIAhrjdWtp/dK4NFRaIIGgsRDII/YmZMalDWSoM8zKfSrm9OmQsKSJoPzVIXvpI+dMBmOiWjZmYgT4zyRzPdYmFUCQbXNVLlA1LDfSmqD9Lu1mP/ti/EUF9AAYkA+RsXwWEu5z8nCZjeWxQL6LLIOMkrNJSE2FsBSYjR9lehKJIPO8Vht9YLK5ISXdn5m+S8LmOYXrMZrt2DQgw95bYpythZ30HNrAlAEY53KiBaAALswEFzsH7zhMqSxlmvwtA/LCW34LZSWX3CcQjQX7etl6I7hABwaEv72IqN08EyAibwjpq6+0vkka88+0O1DRipNLHIonYM6wNgWQYtvS5dd97jdA+8QTX6pZlloaNBGaND6ZcEr6Cvl/vvV12LJ1RQVoOa8iL4OYZ088tBtb9z/i2r51oqSI2dWH9mLL/sMinlU7kTQWcjhWARndw1txYs9aci7G4jqdNC5QwEafZ+iuox0Ob8/nQuiszbSEeyD5Cnl4e2EFVVAekN7vOdrh0R29vks/w8Nkt43foEMFceaoex+n7CukZagJ5bxsEh9YYzy40pnMXGFwM4OBAyeCr5CYJtyf1vAVUgXz7kA/w0MkPiqoGScChX00w8P9ME0Rm+2bZB8S3H4fOh57l2Z45MR4nS3/2LM04iukRReAPSvB98ec4HyFtJvJvVPfH624Dea3d8n6UxkJZtyoTxUR/JGg0N67xbdIjNISnJTq8MiJiWUY7fj5el+Xx0VL9kV67NhYz0dii3AF9MhvSSdp9mxp+EeJdTeiYNf2HkeOdnWTx7GXf3buYjz22ICEajzauaPHY8Z3SV0GKxAT2nbuBh47bGkeQOI5FN8iiwUfn5vtYj9S1BdJc4dFW1Lv2AscPWyfFADWGuc7dwOPPYrGGAjMNdNrfX/UNIUbAnbsKfSc86zdT/kKeTKhv+LvwTunmFCPZUr+QabqK2QdU+oxRY8pzfAPt7wA5337R/VwLGvcKUsUySgzGWR+5ZYX4ekv/zjWMcGMk4+Q4zzBE/1y9hMywYl+KT3vJ9j60XPwwOX3Y507nOgn2bCzGHiu9116N8vvesIln9+KO84/kZZYOPkLAQDxDcLmC5rAuPJLHT7ynF7BgdsJggKUEqACLr9nCZ84eBxFiwE18PQh5fH8z23Bpy5Yy09kHpICrmI7AvTc4UVfnODDz+L0LPs64T7rSowvkLINNfsKedpS2YYqDHTg+rpH1vCePSuw/kGUQOQvM/P8O44ew99s22qehf36IoTy77cfX8Ut023mWYlv/X3Ycl86WcVt68ZXCPx7G58YuGrrKj70+DbDXE0cRvlay+9fvHsVHz0c/JeMCJIr9ie/HDZ/Tadp2OXzgqcfw8fv2zoIoOLX+OVn5vj2HaH6qpV3Lzw9+woZENouf0o+Mz7yqInfCqE9rJ8NaVPqSz3luaT5trOP4RP/4L3ssaEn+Qoh9RnywtNW8bFHthUfIvld03dIB1y9nMaFBR/apsbI0tJ71dZVfPjoNvX3QbP8vpf6wPkMufyMY/jE17ZW9RQfHeo3JOd/8XPXcNc9y54WLnHcPYALL1zHZz63VPeD9h+5dxcfPI677l6u+ymPt0IXp+ue8bznz/D5O7vk5yQbzaZ0RciWOcE49KIu+RaR8ueEQ1cQvvAxhqqGpX69fyb1Ur8fYoBpbRzUHgRmqSeV8fnbpZ+VuVbLJ6I5ed6lM3zuk5PS7rbuzIa+XOcrO3zhI2EJ3wEfLs8o03NHur/yJU/5CnlSYZoNNQVQTGmm1xOkA7OmNMsHZqEIZPjzL0QJ1Rqyak8ByjtARAYUTcY6J7uL9QwidEkEcu6F13pYzQgwDNqtRkXmc0dSOgrzUnBRtptKfe05FsPAooRO1Ko5QdK4pPseyWcKiIC+BzBBl09BJErtR11aM+zVZbSUrLlmfw8Ets8a9XdCSZY+QnDH4wpfcryvsSxiqFH1c4MGNUgD5i5jtNK5LDNjjupxAMWIcyxsoHyJvtF8Fln6WKTcDZDpCaXGMwnaYSF+FuxESOdb2I7K76UP55IiEzGDVQVvARCypWVOm1X2FlzGZzyPBkxgaxsl6aR+tn2sfUQWYJTtE3R7uI75NJHduPT4IAlAO0fitBwAkGyum0uAeclFBK5b4jG0mkZI6WRODCxHjHIxLaMAljLf4mSP+VtQAf2VJQjDkX07uTRyH+i29e3kwwv+uHc7qBy9/tLSzLEOmxhOSWAxoRmWiJK2opthigwsUMCGGHUCcMsjYneRjDfLzCAugjjaUejyB5cTN9MhWcVXiHzZy1+fQUexuYDGSWXA/SY6EARhsNLQMVtSCYAo4CHXmfpie4F67Dm+TsWGQ/ipju0s2Ht5kb/WdNdJ14N60mWfDvkrj1GMtvJv4qF514iU0rK7sI8suAhChikAw5BUoCMiwBgAM60t5dWujXmSaqMSNlT9SQceuI7lnUTwVVuAwS+aaf5tCg0zhh0o64qQJkr34OykSw+GKjQbkyEfhsCCBRU00qXmRbPrW3m6OptHVP7KsRveyWBly0Mln1R+OZ1UMxVwkR+W1vTTzxqODtbhZAJBAUY6CRTF9sFuNzX81xquVts+43UF1PKF+8hpTTDLKWDan9ogQeJ0ZmksxkWIjww8wAriROPEgNvVpDRGUNWydhBaLbjYRHxxSgKLJWIs0zqWu7IMsgQLKIrhZvp672FPnQCkD8q0rjeDIscuAAKAs50YCrJoob9OYwE3EbxRNPvtY1R+O4ICCJmABUykX6uNqXx/gEeArddupCflm8IN6/xF0VEPdB3QJy0FceIVfVFzZJRBpR7ZYlxBRpOrR+Qu7RPAhbYj+0klURwfMfoNNl9dmZelX/OV1KJoHjCxccbCRoHHAtl9y0LInOOzKCAbfNsybPflDX/fFB4CIFG88kp+sgxBvQ6x/K7445D+Lkx4QcHPJT9CGnv2U70JNBpyqxpD5MeS1Wq4sV5kkSOkxE8X+trWmeHaiLSS9tisUribK47p1GFIszVkuJwKo4KSlJQsjGVWVlu2yhZ8jkK9RZxRTRXjTRHSth8MmLFZkVS+0GhBhQUNjKKFkbTF+NakD+0DIt/vPStAsWO40BPa0N0LfYZGV6EnH05NYNGtY7kjrNB62iGCXpdHpllzoQacBEygOgUARSCLut8o1QEUJmfBAQBdWLGBkIR4H1ClGD96DUXd8SLwpSy7hAYIcIhLG6zzvwUsEhBhzceq2/0YZa2RbDc1JeS/tN20k4HfJU3IpGNQVkVQ1sygJ6BLRq7cZZABBLDE+esSaVlEJDsX0FFNfKE27Aixkz3G1y9UlTgeXJgOcPfCt2MZja5vhzHQEMoaBBlDz08qDGS2wTKcfWsDyGn7DDxvggrtvwFhZssEPHM2niEJKM6vSOZzEjbc+fKaAtBPfv2tllKsoB8IbtcImTQ279E6BkEvQsTElyUZt1xn6TOZlvFcEqgQMwJeM49zaCNBO4CLQG/UuV6akYFQA4y2YWUrQxtHtAOctrtybrPeLr+EPPWXyni0oEIZMquHx6aWQse6pEOJz1D7iqSlyPUT7W+gaUiDp+VpvJG2OclwSgKLaV4KEQ3FFDMs0wyTDCq8d9O0/CEDLvV1moG9rE+i3Ynl+58UYAzxlHELhjrkoaZSLNkDlPu47EFmyQMogETiqraC0PzVMgcYuJ03nOlKS0bAhERzyTo5J12ftp+iwyyhoqyh6NMSULa/SPSlySPOioQDsvgXEI4oZ2EI17RcWnmPsbkIjN6hfvNxos+EY1vhl5s8U5T+t88iwEBIK2U92dDol9EvQY10kmWNCcmhodyi0TxnE8+BjZC+GE6KtF+gbFseqCqDstrbjoFW+1XCkgaasEWHHZI8ECcmocYYsr8WRHB4Lq8b4zUCFl0yseDCymuCaZzgV6USinMCmT8hMr6fB6CFxrxMIxVVvih0UYgvFbJ0W4QZmJy2Xw/odnSbByx4CGVFewuxbQh2H2rzoO1i2hNwLIz1/wwulPeX8VwAS2xg0zm5HD0bZJPtLE5JYDFBjwkIE+qxhBmWaD0Diz57OrXnRfqDsmRRQzT2ydKiYHbWvyRmZmy3kFJ2lV7eayJTnpTTU22wWea8SC+z6CCCOAALgtVAFJBQgIZoNcr7AjQ85Kn4qmhEMt2FMRe6OLcTg3QP9kTy7TI3R6frmT0n1bUe1oVCeznnohhyBuU1HKNocPDKcFMnOJcDksw7l7M0c2Ty7aIUXOj4IEOWbceTBhctrvutDYMycYA3DWkrnNYhXqN+55Y+KqERhNqAYBcBYB1yWZBRFFrlnIcU32S9SHNz+M1Fzz2HpkG3CLeWDU+J47+mVcNih4e0cc7QGnFKQdGA2MjvgjVEU2GXEFD3mw+th4W4Zrlo3NsPqQb6r2yaRGjHZxTuGfpBpB0l/DXzI5m4ws+E7sFxb8py4MN2Yhh/HlTIdQ0QpO/0XJGOyutqF2+DQDKjZZPtK4BTFFhMqcdKx1jKW02XUWwt5AROoAzozgzLMnfMOl4Wmr27R97+WYw1Z6bH7UD3gz4yLhHJBLtrw391mAkGOICgmooIECyoyAyoLIdk403JvgEuqg8Ik19pA85kpSWLZLGd6jHp+qx9yECL0pdHBySw0XdAJ0ciZxo7hj0MtXb7HFiSXgrHtLdD4AJpTVy/fnKUXGkiu35r+LQy5YbYPYlJu2iSBT98Nyc4gIBghzInTWDA5evMv2eTjm062z+GSTO1BVrzyznT7L7sxHmeGAob3yHQY6ZD3pLdvPpbUGHKje8cidyg3cx1l0crHpXxKM84P9Ovb42TGqTYP5YdIimt5XKh7oCfU1YobiiUThnWsLVfOJ8hgEEVpZFde7n86kcgNm1v538BoJKwEsotbYSQ1QIyplwLQMqzmsZoiKtCIJ+eStJOYrch0RptWs2tpzQWTz4kOwpOoILWDbCQnSCsQIGQ7Af6MNtFU2F7v5ysmrQTs+wiXYEH+79W0LMoILyE8xKbrBWk0BGrwTJxtt8w4ACQ8cIa39NfwEByEd+XJRFK51n447+HNRdk8g9TWgnsM7jomDQ+Z8Y1QRb0HcyySFoq6fM1BFgpFsjqP+XueVlEJTxQfY5ZCiO4gGYjXNN9mWgWZPIamYvKxNk/A8Gro4cSn2wYy3eTw9yllgo0kAo6zcO+d+DB56Ft19FwHAtAEK7Z/STaxQV5V14SPLhQA2Qx6rNfx7acWLYtl9yFXjobjDkgZUjT5epaoX0z1gB1PqZyOr733ycqSK13UUvuII1DdWjRrAnZtEGuTFRjaBny3oALLum0j+VRw3hxMJi4VrOpxr7Cn8SuoWknEXiKe2bGry1zDqjQd1xOLWbZfq9jOR+aaOtsl4qaNHENfDYhnJLAYolmWJJlECRwIYdiUf6yLh/G/khv0UaIFhWQXRsAUEw8xUeIABTddopyLkUpIYKWJHgn4Cw4U5xOSynnUhQAVC95OPAQ2sAadSqYIKBsN2UFE3lqNduSsgC3y0fNeAKuUMAPUwJLPYBJl8Fb3+kE7g2HkLnSZaNOgggW0VUkAUFM+UhgITxybM/gi6vmdrS4m8TlJowZLktEW4tGY1Rkua9MG7juu//ZQb9kNxIc42yACrleBFRInK7OI+YDGIES6IH0B6E46BJwQazbC2VsOX6stJSKkUEGTRupgSaj+HojTRvGjNS7GjsWNOjYNV+8MpbtuJU4dtAJuMixDI5vtvFGquKzkA7K71jokf4gAxIMERHB20yj4Jdyx77ObVqmoqlEvmcubEUaPtpIzKt3BBuLgApDnz2rg/PHFiNvwyVWY0+X+RAf0t/N5TKnJLAQr6ZTPSArGXB2MmKofMSksVIEOsC6EVVCEvFlzUo0FOt5GUS0F30+w6IcgpX1I3mkpUOm+pxfB+ayNCFuz2QpoRPUqlM+0xs0FghAQ2Jag82mlkJtLEq7RYtoOy6FzqHjzokYvVmonuTtpsTZxqLPxwfnZZAZZFkE+QuBCqjQZ/bTyroui5PJoIJIPMw3zsDcqgw+G41Qfa1F3jeSf5VfLIPD71jYoPxfOFi6LB9vCLVa2yBCwTy3oAI+vktrQYW5j+WMaissbea9BRfy0noEtf3mbIBV+LnJ4esol9JOrT4dwbxVPewHvLQZ1X9NzYYTliV9qktta+GW+ixNKmjZyfInE1Q+ZwJVO+IQEbs6RxDu51doUApAYp7Q7rQRMm7IfNZoK/QaQidqECPry0NltpZMWnHlfehP5XWy5ZShdjCxvs2PArGx0LbeXNZxSvoKedN/+BfYunXJeTaNNggi8I88eAC7DjxY5WU1E6KB6EF44qG9WNr/aDkMK4OI6hTNnP/S4RWs7TmeBZAsg1C4L0yMQdhxZIIjO3sdCQPyUsOuo12Kr3HYxXUndQLYfmSKx3edGAW79vm2I1Os7loXykM7+dic4x/dOUv3HOvcfrYv+xdRZs4mb9EYmYY4sMZ4cNlYMdlGijOYB3yLDKYFTlvPvkXCe23KRhn7McPDXKdx6c199BXSimMz2Dtt+App5Z9D01fIADeQdHtWZji8NpImDIDdEn9AYEZQof5OqI7csqXYN6n9r4wxNILxzWH6imQA2Wf5V/2XtIIFWznsWZ7hcO4HTzPV2hahh03+Y8JPxgbN8MjJ1IHD+GFTnGm43VtnOLLaGKvNymffIo93hviRXmAbv/2+pomxc0fyR+KBbIMJ5qB+NhpjqdVxO3cxHjsSpQCa7Qmw87Ph8rfAT3+pLsOzhyobANi5U3yw1GRpNHPv68DNNDbxzl3Q+Oc+cyfOOuspXyEnHZ7x0tuxaxewjHVs6U5gGbIjRMQ4FCh8/L3X4rJr36cHZDGAde6wjgnWucMaT3GCJ1jHBCd4gntveRH2vuxTWOuXcKxfTu/7CY73SzjBE/UBknaLdNjzsTPw0AuSr5ByUmenJ3POWI73Tn5Ceu5w8K4d+OyFxzS+COIEPjMcMeD5ks9twWeed8yAZNk14pdCKL977l078beXHClg2rwDUGkxzvvkHnz1skfMPIomX8htmpaNnvnJvfjSJY9h1hefKFKX9b7DrM8Gr72cQAq86G8n+NB5cohW8jGiJ5Vm/yLiV4SZcO1963jP6UtwlmsGlMT76x5ew3v2ruT7cF5Fjk9McnAJrj16DO/buk1PwdPf3sTvyTB84GVYxa19Iw3bMqD+Hq7aVvsKiYJBfQgw8OI92VeIe+/rYdNesX8Vtz/QiB87TfqVGS94+jHc8Y0BXyGBoTIBL3jaMdzxgPGDQShaCPNM4r9or/f94ZY/Gr9Xb13FB49tK89sOagDcfLN8aEntnnfGrNUP5rVfXPF/lV87CHjg8W2SyyEsq+QhzJN4i+Ecl3s/STFv2rLKj54Yltz90vsC6HrJdNUB6hPEKjvD/UpYnyLXLF/Fbffn8aS+uEwYzY+v/TcJ/Cpv18pcyX2daj385+9hk/93UpFr2/78uCS56zh03/bjk/MZh5lbQozLrrgBD77mSUz5su7VnnPu3SGz31KHOCFxmyAt+ddMsNnPz3xUbS+rD5L0i9wwQuR/H5oZBImrHYOMn6l/Oc9f4bP3jUtaXQeOKaq4cILT+Czn12qibV0mT658OJ1fPbTkxqYDWgtnvf8XGciXHn1s3D99a+s45nwlK+QkZBO1oQaaxZvply+3lkOxgKWMVNQYXd2xOB3gyQh37Fxy26OyyIQZkBekkj0pIWOpItl7sBIyxMJNBh1vNznNFbw2x0hNgiQ0F+hT5ZDpAYktholHjRdbhgUEFPo8fF0k60Z4cz57A+wLoXoKVjZ+2sBR0BHBKBXI1pZroE4OTUHaIlBV1FPy9qjQK5Ce/NeBBwDINnBEvvX1IdyPCk50+6WBpweWTIIRbdCg+k1Xw3lMQQSFkl7sqEBKpyKtSXsKca3fzQIJmw6AOrUy+UVaNFpzT4vXeHqkA9oY2O46TGoaOfjKNJKBvo4vJP8NhTCWMjDU+tAVMcp47idl2y11Trq0iJ0LCf6qeIlzbrPo13aPm6btJnYBhfbAYlk97oSis2P2RHmC4IfI24LZ6sCVqibuEpTtjzJ7S3HwScURj4LXWKgwfYfDY04dmlDwZltK6UlP5cjw/N/5BhXq8wGrU8ynJLAIp2wyXl3yAwT9NnuInVRl2G7GEVOsvBNBplZ6EG+ylWkujXXFKdP2za5w5SS6n8G2TzaQawtpnlr58yCCkrWFkl+kdLVG9bkQIIFDWZZR6Zdsbsw2gliZxthLUfUiwnZGiLP7wgoChiwdMDcyyQUo6ypnNRJqSXldM5OtpoCKrjVZwuxnh/SUXFYVuzpyNNHYooWuWzr3lTIcW8T1TA4tnFtQzTAgystMyxdw+e2DBgNUToNfEUuFE5K2vl0HIgXo1qYH8C0mQUJQONLfRxU2GeSp7OxoECT3HMtT9R2IgsMqZgFFxYouFFj5J3mN9Re2gLUvnWCtU4F+HKqYISu2EAYuVjVIYILaQTW+ZrjswEXJnJVz9jmA2TaQRDnRWwDvdU2Jn2ffIYwkkGlCFyZXJaIMF8b4zK2Yf0+t4s9QtuC2QpAk3u+cLBDI+4icc+5+mYpXNrEAZTnisZCu7KaHxukdU44JYHFBH3abopkuDnJ4EG1FjmeLH/Y3RgA6xHcnejFUX7SeGIQF6dlE+pNrhOkr3DGDB1kOQLWaBOMngt4EY3KDHl9kYSGYgBs/XzYzfAeBLCZC1ZLUxyt2fdSX7kv+eRfC1BQtD3CNqJ2BChgraOy24Yh51p0SUvU9eBePOt0SV9EQNdxcQqUQUVPxvNhlhza1iT0G3ChXDrcS3zL3GIgpB5xRnulreXDwDPEBjemcG3ftcIQPRsMNK+chTIYf6+gIjJp81eYfAM4oAYVNo8m0Ojq/Cy9rWaXrZdk0gnpcr6F+GCwiRWgkHlmmbwtM7RXXB4kwGuoR0CFzdtVyNRXP0zNGHTDr8jlPD7D0eU9oGchuLoUoqIBd1UhS3uFiKIsFMNDn2eiz/QWGSN1S7MRoM5w2yLCOCZdvTxFDFTGmxJFjCO1/cTplzWCzLTa/Crg0W6Ikoaql40gtjpcxmKVne5Nc2VEQKHjfV6RGwynJLCQcxtkS+ckL1N0+j5fcBGSQH1uxVBvEMp20RkYU7N5FTm/mVH9T6nHOjp0nIRsDwZRD8rAg/L2og5pi6bkn0kEgEqwM3FVZmVXgYbGIg/YLlc+aicieJCgfkZy+1lAIdPKqlZl+afPTKMcopVYiJxz0VGfd4xk4CMyi8vpnLpLRJlHpp38TpGmu3XtQvOlo6jeMKpGEBV7c0dIzjt+NWZcWFvvR6ERsrOvK4v8eL+RMC+dybuym7HlEuJFs5hRUBGZMtrxWrYIlcaiQYrbVUFGCGfmLGns+Rbkltvq+gB1fxSBEhj5yQZpLxFsJk/HkQjVYLFgwtVV61zqaZdEgFBnHb+UhZn/oBqj2xLrlgrlsSxtNMZ1qQ6VNkUBFwpO9H925doluTIuFugUu+LNhUYFPWzOjIh5irB2dfR0FHpKvfxL3w6WFvcisifJS/qLzfbhyDMAN1Y3rGEZCacksOhk6QPmyxlFcOoHUBaQEwAzMFh1GBndwp/KWYLYLfSYNjpLhDJreeXrvUe5TyX0+esqL5Ogc8CiZ0NzXA8VrUVY8rCgolNBXzQeFPKy91aj09JwCLjoDKAo86ickTnNRx32uiQC9OjQdQzuU00nXY9ZX04cTWAjTWw5hbMTzYUwxbxWbvtPmSFQwIVIdeGeKuXN5GeFQ0PyUvsbKOPCbVXk/F9Zr1kICOjrVrkbyGdusMLI/rbitIqjxrUKgJyGyjMncMm/c3UeiKe/A1qKlsbCBltGtLPQ5yhgwYGXgWwHzysZCrG9W4Ea7+SefRyth9CZhYmCiiiszXDUrjXpjaGUG76Wdl32NQJqSJ0etRyun8240vLlnk2E0KceXNg+sxITSrgT7DY/T6g5ut3G5bxkmc6KYMmwMEIX3Z++STWo0LFkeU8AoWPjYijkjnSHhlleFKPbsf3UUsiTD6kvvSAFioAu8MEIVS5bIIuIlXR28mbBinS4lS6JUNRaFL8hE+rVM6nQk+w6xGwRQAfM+i4jcnNWRZZe4olVqcgaAAkVgCABA34pJMa37SVtVNrGxEcBLnIviTvTavaEUOKkLWKwanjkpLgJkj2FnM4paTr7eSgnCbbARaaFEU/olD4y125pw3Vjfe8bxTPCEGVQUKN+nhhpeN/IajQ0uUf5tQKzem/LadFsnw3USb9+wrUTgGgzUPvlNgQihu4dsx5i1KY8BspZBCZtbH+mrGGzTCJUvQjz8HJISBhcO4QJRaPl2tAmb405U2eKRJn2jDMg/RKSPROq9nPDfwxAhTbyNFNOW4SdGxu5Unr4VKh31TfynGrNBRDyIDO2Qr5SR+0QUF1BSpGYkG1SZEzkeJVmgko6yT9oTIbpocazRrzBgVN+pQw9h6NKWM+3zQynKLBgp+kSNbuAiva+j9LyPRNmGRgkg043nKuyktajLx2OtPQx0Z0TGYBQr9oSOaUzxWMAfVoagPl651KG3Q1ijcrs10rRWsBoSQAYUKFqM6U9X1MZnnbJhLT8ADKMxqIzcUv7Gw0NG7sV6tGjS1vOpJ45zYQYYneRs1ZP6ZXmoloWIpjvnPDZZhiwXTCP3D/fW8BWmG8BKHGJxO8UMXlaZt8oZ/Q6Ro6CbA4IqBi7CVagVbQNBdL/nLB3ecZy/eBSxmuZnYKI4L68aZxJPk5VVyv8Cf6gI5OPkXVlhA/w/DFAOLoMEpHiPORIJo7t2yiA7TWFbKkRJ1+okLb9AA8uJA0wQOoQ/dLeeSJYA0KyddI1mkwTAGdrEemxdJtKc+4UhhH0gb7Kw6i0TzVuhG+gGLxSJjyM4XqMG2Jt3rHfWjTGuWBDjD4yvxPAkDYfGMSbrK0ATmFgYYUmgCzQZUkhC3f2vMj697AHVtmcuMqd9AuQzFu73CFCVoDGLAtAQlkQYXTG4FI0IulrXtKLN8Y+78e0XzfRliItg2SKha+b5Yxos6HtRhZgQL/oJB3IaCgI2hIKRvJ8nBhQ0SuwSvlOwGkyENLJnHmXSEec14HTMgp3XTohlfOJnCQCPVFMeVklsadobwFUOmzLsQx31WO/W4xdYhsgUcVzeRvg4R8Pg4D8zm1pzeXMk0fzQhQ8LZChGgzDrKy2KhrHuSzI/IV3kXFGxhufN20r4vMWIze0UB4vFvRBfINYrAkPPER7waZvyQ4TggOPLfxXxuAGg20XDvU0daUwLnX8mvYLXZmeO98otn2Fx5XaUMjThuqZoae88gJYgZmpW6WdcO1pWtGOR2dZaRvB5GGfRwGu8ahKChRtSrHNyVytCQpyu9l5QeW5H5t1eRuxy7F4Iebt2pwAuzMk7jrZFFsgE05JYNGFRhQtgYCKqLGwIEI0FcnBWPpdxyTdZyCghz7B+wkBDLjIQGIGMWRMUCIZbuYDonKZzLLNsiwpJAHeFxsNtbkwFtRaptZEyy7LIEUzUICDN8YE4AEF1ezRblcVPybUiOuWZJgD/RK3z/5CUq9Yg1UGkrFmQnoQ42yZ8JMMPGSpR5ZJRBhW4EI5dSOYx9FnSHwfhXL8AKtEjWWCQ4y1RVYoZ/DZUHWGvm64cW3rEpIMrsnaNgu/FmQoGLCM3rxr2WVYgBKBRGWrQWhKKLv1MpYZsaM2haFVVe8wAC/W07bDPIbN86OEKrSvHZ0CEAwAjO8siIrjL8cvAqpEbAr+Fn1h0DQxD5moDtVweGcGZSZOwYWCu8JfWwVG8Fvq5zuRA/MvK6jFQky1FbZCAOxHii6BNMb5QvYei4bWPJS+zNelnQInsnV4ysbiyQdCsmuwgrJoAmreKptKBSTMUP70xEhOJ29yvk6+QRwUCOdcyC6PbFuQ7Sxmug8ubzbNwpfs+iOyzQblfDL96sOk8cVcdnkUjYIYcvqtpiL4+2q8R/sKe223rlK4huZLOr476kGUdsKAejAl4DCTYwl7gIiQXIl0Smv+4EzLT0Jzlx2gdul5l0tM528tAi5gBJFhfRH6B6njD+dJ6cOTIrxGBPrQV5otcjAQiuW3yXMjoSrjJPKw9Dqhbd6N0jAkJG2+Ei/kPwQqYp5kpKk1eCxfoaUsCr+lr9TfZfqfSz5VcEKt0RBzO9dElaE41C8BGGhVKanvbZzqWkjJKj9t66yxKWRKzUPC/MoJZTNnbBWNnHbAR8EFGs0Sx1Z+GMGF9I+mIUK15KFjJAAKivmX51qPPhWiSyGSTyu+zVvpQUlDrvnbwcZfJJ59oHTLJgH4vjdRvxXbTU9JXyG/8uv/HNu3LalwLIaHXoYwAw8+cDr2nfYAekCP204nAXd6wuZMbS0Ixx/ahcn+o5pHurCQQH7zJH14B3jv43qvcCdrOcTTKss9CFsfXcKx3SesWFRAIUCGTWHbHxNfHjK+BVBZSpDfM1YeXU7+SwaCZawAsHJ4Bcf3rJV3jXxtmD6yBcf3rGU6Sdsx1kPqzUzY+dgER3bOjB+R1Ebs0pRn4lsEgDGsI9cudnYfWOvx4Epnq+U5TZglB07M8OB04uJSjCe8J//u5x4PYdJ8h/BLaPi0CO89XZx8hazXvkWqNDk0fYUMhZxH01eIDYFp7Vme4ZHjw75ChAkKyfum2T9KU5iUa5lS+zFLbery52FGycB+5H5g6NJIlcy04b7JDA+vT+r+jRHzrfo7ibTLzAnCZ99khof6SVXPlqCToH5nGPXYs/2dr/dO1+uxMTJm967McPiJSfV8iKTdW2d49NicsWTykPjUKFtvQtPu2t7jyNGu3SQNKbZzZ4/HHhNL7jkk0Rz/JTmythczdu2MvkVCaIzhnTsZjx0dKSOEnTv6/ynxGcAzz9mxab5CTklg8e67zsWenen8iGX0WM5GkxOCsH3MAKwz8L53fzeuvO5deIKneIKnOM5TrOXfE9k/yBP9Ek7wFMd5gkdvvRjbXvL5PPbKd739/mcgezYlnPjgc0FXfUmXTtZ5gvW+wzp3OMETnOgnei0ajzM+fgD3XV4coyU/I8mvyIw7rPedClsQ8NxP78SXn384HQJGfvkhLocAwNM/fhruv/z+ugEJCsasAef+25+OR15434i2ogQGsOtjZ+HhF36joleXjTjVf71PfzPucP6nd+IzF646nynJT0paeur7nL5PeVz1pQ63PpOKX5H8HMGviHyqXPvNE3jP6cu5c0gZtnJ4YeAS/9En8N6dW9wzYmT1Fnk/DNknxTXrx/AB2qbPrWBz99l3w9Vbkh8McuWXhvTPGS/enX2FNOK2hMgV+1fxsQe3le4dACT23QtOX8Ud929DK7Q0B1ccWMVHHza+PITZduZLKb/jDrhq+yo+dGyb3sP+pq8AJ5hfSqupTck+59oOwdTpmvVjeD9tQzcrfaP9FPoAAK7auooPP76tblPzq4c8cfbZ8si2Chy06ssdcPW2Vdy2ts3XtzNpbd1yX7yUVnHbiW3Zx4mhPY6r/HvlzsfxkUe3Ve9bcYmBF56+ijvu2+rfwV/b4fJtZx/DJ/5ha6PBtasgqJ564LJzn8AnvyLzhwfGN7t2vuS5a7jrnhXAui7PQr4F+i664AQ+8/ml3PYoX45RW5A1Ahefv4ZPf9H4LzFfmSn/RDvNGNQzLnreCXz2UxZAkk9HSNxS+5Bw0fNO4DNfWKpx0MCSxsUHj+Ouu5frd5HGHC4+fyB+LDCnu/jgcXz6nmWACP/q/zyE61/1j4fLQpGhTzkhawTZ+SHnWABQ2wo51bc3HZGWKEiXKtbljzsc52kCAyynY6TBZA09U5ZFyCaG0aNnUo1JOaGmRJKx2oGxjJkOho4Yy90sOycjlKO+Sd8zA+jKmRxLXa/LG/aALLujI829XIMgZfK3Vs4fuZYFYMTtrJpfrojOUZY+MP7PO+S2KEedq8wnSj1A5YTS4mMkgbEOnDquNIHWJdlaIC83EPTQK5QlkZKIJWJ55o5VzKmietUw2tZWTVW1w/hnyG0SfYxIHhXjOYmw8Hr4JpWl15L3gvWwwlfvJZwEjW7qRVQrEkgEOKMsg5CPxyhDwRo+tshqG7SWiE2blEXqNgSQwjsdP1SqaJ/LJBwy4PR1KX2i4zW/qMamrefQhzL7prc7fFLelLPg0uYA4nkMtky/BBWWRWLxFlTYKMJgKT6rr9PSkmXM0kbUTBdth7hVvk0f8xgI84wsuRGHGp1tDXoXXprZQDglgYX9ou6QBOUEGVjIuQmQCVa+pGfyJe28lHZquCn2AR5UiAD2Qd0SIAnAdOw9o+M+HYGVx/A021I4+omzjQgld2phRHSUoL+AhrRVs9fTRu2BWvWellTcJIOQ1mBToS1tKX8EeI0Gl7pKCTnOhBhiS6LlMiCHgInvFu7KyZvTrsdM9pMacMGmDKZyLXYdRDl6ZlJ2p4iyM2lybQwuN3FSWiUfwYAVeVbOz2g2HkzDtqTVwtJ4A4Gg6+4ubSx/0XeWFCtcTgasxDQL5rFhS3YrUYXbKuM35YoMEAEm12h3nwIRNn41rFCKZxuE9/NCFHruXvrV5hkBhqYj3Tlmm8KBB5sN1Z524kYqHri2wbdZObwutqmtr4IQ+DGb6lVyLOmLtYbmNzYeI6hoAArdXWa+HMpYD7yBSv3sM5uPiy95nARQ2Ghopq+A0OaGUxJYTJBO05xkw8kJkO+Tb9HiyzQF2dUhu0LSX94RkrUV4vq7hLKdMwZCPjEzCzdCUt2yOUPLb0GVcx4IIsLkvs67aAs66pNjL2JMu5n6Q7Fu0i19BSiU7ansoyTaKg1H3M5qAAeZiQkY+sXaMrtVowIQZNOsFt2lOZg8ogIsB4V1qSEldio/MwNiUJeNWnO7kmEmQNRYsD6vjTYN+4sMKEibyCitlb0VDG6DSQtQWIYd8nRl/88OgVnP+9JbOIx9Qg+RsoE0VVvDgAnK/SHuaTLQ0DPtQt9pNlaAazl59A+cTeB+54XYpr4gFYiqcXHCNwAGTZ+eVKCCTfYSt8tgKTgra2osRurl2owKWKvp9LtuJAEzFzBjhCDlDDir+lJ0ck634s4PtyNjAFQ4TQQaAMsYbw4CDdSA0oWxMbARQU/hwtZvweDHx+aEUxJYJIGdAQZBtRbheHgNum0U5DQVuvvDnS1ZyphHgyAJyxfsMsoSzdQeIn97F8dlWWgLGOkI2SlZEfDilZXAWDLaCqtVaNIpO1WkLcKAE0BiQYPuLhFgQwWkuK8IJG2KbC9Vp2ScNBUpoixzsB4OJmAH6I1/kQwgONWfmdQDqrYxJQDSeyVHsqNAOWLc1s1agpcKy2dp1RD1l5XElwlueKU//KAUU4ERbjA9idsaWha0NF679AOgZCytpWVsZJ8M1nErUOZ+tJANMEGh3badLk/l5RA9y6EziWR5TeIPlO+GCVo3pfyNMvBoK1KNMytwqc46ggvhIw4Fx/pEwd9lPxlBeRqXnAY1FlJc/i302D1aBlyQWRIRcAFUbVemWho8vh9MwzhQUdrBRXNJAiBofDDo+6Y2agBQxAES5/ai44L0v3b+jVct+m0bPFmtSAynJLBIHkfJaCoAb2vs2aMI/CTWig9UPXWTy5dKK/1wELErqRKooCzYyyFVRiwbNbzXyBdhLZqStPzB+rVfvJDKAgIHAFCo6sIR5DaGs6GQJReUZReJE5dGJB+5l3Qg2dJrS0nlr6caORAkp3QSiafUAqpsJTritA+173TiKLgwk7OouwOnjSCgJeTluTvuNL8XgCBCTOPCDxXy8Vthg7LU0eGu58U9mXCSTIlCjzdDbPuhhjDPx4CJ2OyCAO44AUwDKvQ34/5aKOd8whCBKbNlOBpB4sks4ygdBlTYslrncGjZMEABcGBu0H7ECmAQYL0LB9p8Qh+07hzakxLISdvqDe2iITBppADnsMzRLA+K4S4DYQsstUFFi+4W4BgB9Mh0t9JWyRpbXecGqi6q90WOtIN7butuAdImhVMUWEB3gSSDTYL9ULFBQEUK5Ve2gvqY84NMrHT2Rd4NkW03ZnkWuB0bOhuTdBJthtJlhHdHM0fPRG0xsvZCl0ISd4jHcBcasxDnAqgo1E8Ail868V5RFVRQaUH5rhBfKAxkTg4APXq9TnEnYAVTsvwj9InWwkh3VweljzL4sL1AuRX1ExD6jJDUr0EFAQRDTi/NyqOyvs3VhJXiotGmJc3FN6RW5aCQ6HRCJk+X/yIAIsZZBJQ8mbAAYiKY9ookDXRHlT480HbtDLjJkfQUysD8nfC1YMKCDBNf8tThGendaLB5WMAq57RQ3UZD8iiq96ums22k7zO44JBAhPigcGKH0SNwKUbVlvb2GRdCO2R5RPLVqWZ6SYSmmaMO4DXIZXth+5Dty5BmYNnLj9FGHIyACif4h8GE0kz189HgaKDF0mwgnJLAoiPZFVKWQMqxN551WWaiB1BloRmZTAnD3DgdsNW50znFGJRBzthSNBbFgHTiSiBiTPIEYy4nUyKX3gmwIGBCs8pVurRFDKLR4CK1ICMvuk2XI73LIVteQxEP3gLEBXwy3JSlDgsuwMkoVXa7WD8msqOFYbUWMOWWJa0uczOmEo8ZIP3yIjUmFayhX0mWMXi0UK6DUHPCKDAmYdT6IJjX12v1sVPCi1hOCzwMXI/J8ua71nBuZbAIc2rRGwsWucCm2LG8RbA3yBykT/qjT2M0+YEoz3UsSDorFPN8i1lyq70rAQOnkl9E2I3WR/KgAISEBDZZUmzmAC6E5r7QHJeA0sdM5jmgqk2rOuTKJYBbgILNm/Mpu5y3c2pSYwyrbaTtGnaCmHamuEYT29hcp+eG8NiIiRBfLZ37xpbGZFH62+QV+nVUS0H6X/NdJWoG82iHus4jtJxkWPwkjUZ4y1veAiLCG97whsE4t912G66++mrs378fW7duxaFDh/DWt761inf48GG8/vWvxxlnnIEtW7bgggsuwDvf+U59v76+jn/7b/8tzjvvPGzduhXPetaz8Au/8Avo+5ZubjxY2wrSfzJeZAuo5Q1FXLfOZpAgz8QWw2o0OD87ztN0PkU2+rRnXXRgTGmGlW4dy7SOaTfDlHpM0eczKHoDBIqmQIwzu7zzY0o9lmQXCASo5HhUvK2m95Jmpvd2F8kEvZZhtRId+uw0TYw0i/+ToiWwcSWPZC8xyYapnambM/ikkgchgx0DjCJN9S4VFKBj8tM8u3Kvc0sAV342fHRvuVQoJ/HleRQaY/lYphSEjj6D+W2MvTHGFflsK35F19j7gfIrrcCcJIVAFAFhizNfikO/I+Ro3oMRCHqWhJx9wXnyu1+Y+870Ub6OO0qG+lHzGetHS3xDxsUxyaEsDuVV4yfG78jFkTZBpNOlI8QzOSwt+gdDHzL3bI1t/SWXPj2ndvuliQomqtrflRn7R+JA8ib/Thuc9S+OTdchoS4lT3LvfLmN8jSv1uQzZYT7+L7uB6r+Bm1ANjGctMbi9ttvx9vf/nZccsklo/G2b9+OH//xH8cll1yC7du347bbbsNrX/tabN++HT/6oz8KADh+/Di+8zu/E6effjr+/M//HGeffTbuvfde7Ny5U/P55V/+ZfzO7/wO/tN/+k+48MILcccdd+A1r3kNdu/ejRtvvHFDtBNSxUVbUbaZohx0g9JX4qBMgAIhdbAaLGbX6L3pKHe8Nrymwt4LspOtoBMkYGCXHvps6ZyWbARQAB0nz1uC0EW42zDJJ+IICChHeEfAlIVkrsOUZgDEWFRAuxXgOX2O7w03yxHpcUurlCi7Qqbosc5IkEQ0DFwMVr0fEbO8kTU1yXlZ+bqxppgyTzUuUHaNcNLIkOUaek0q7NyXTvyct9eiDSCTTf3axOFMcyNCK9ACcYQgG3cg3VhWmnSozMiQIsMboo5rploVIYChyex9GcqvOfYToWmsYvONgkb4bT4WnoCyG9o8jzQPDQ0nrFukRKEzUNUIWOzb/OHuBIq3VQhVJfMu3xOjGGcyvMZAxjKVtmAL6BrjYOheaWXDdajQQiaOu2foso2ly2ff2GraookkPdXvB2S5Ej8nX5aGCvksbj8xTAAP0Wjbd0jrsiB42LDNz5xwUsDi6NGjePWrX43f/d3fxZve9KbRuJdddhkuu+wyvX/mM5+Jv/zLv8Stt96qwOL3f//38fDDD+NDH/oQlpbSSWnPeMYzXD4f/vCH8cpXvhKveMUrNJ8//dM/xR133LFh+pcImKrxJmGSZ6eoBfWgrBzcFzB7db98pbN8u2ahIUsbDDLHUKfes6I28SwR+OnrfUozBQhp1wTpdTHC7NHJhKNidyB0SXkdioZANAdKu1k6sYAkaU6KHUafJzdnTmANNKH1YI1faKlBjJyOoYeCIS2HiKdza7OR6pA8oMqzjsUdsnhGTT1X0pZ98gqCiHIfFdUqWSMwA8yS3w3Aulqv10c8p5GllnQTRIy1jpMOb4AOIgyCEhfIpOGSdj7oaJc9FlrCcrNCDQZC/pbOoeaP9LTyoOEqa/kCHqSv884hQgETtb1BTUcNHhs0tehuPTfAxC2h6T27/lRgZMeHoQWEYpyaAQVk/IjwzoaPRD4d2ICKSL4TbuPVq7CuuEWy9IbBbOljIHichY4L6UzW/+HAGGveNd3NIOvLY3WRdrVaj5Hx5vMfISSOpxY4EhpH4gANIM/hHZl+3sRwUkshr3/96/GKV7wC11133YbT3nnnnfjQhz6El7/85frsv/23/4Yrr7wSr3/96/G0pz0NF110EX7xF38Rs1kxRnzJS16C9773vbjnnnsAAJ/61Kdw22234Xu/93sHy1pbW8ORI0fcHwAsE2EJhCXqMKUOE3TqXVTX7M0EE+Fvf4vQNGp5+KUSARXFNiMNiHL6ZJrd1lBTlyDsnwEwdmfElGZYoh5LNMNyN8MSzbBE65hSXkLRXSGcd8KI1qLkXeKVa8rAYpqXSGycSd4XY9tBhL4YipYlkHIWR2fq4LWEnh7R3HSuziVfMcQUoCfapHLKpkAqo13J75wdiFkGcbNN7vMvhfvCrOw1fPp4bSd6vp/3xRqDW1pxtI4kWkSALfJ8TmgywIUT12w4Khuqe1twTL4gcPKCASp4mTgZdOZ7bfPQZ3FpZGgJi+PyiclvoRDGSfVlSf5Zi0ZXB3PqZRQsbllE6hfqEuvcqntrSSS+TzSE8pR+8kszLn8Cd/VSjM+j2D6wlkPNtmwuZS3aL6YOmp+rKzX+8vM4eW1d0BgjZuxU9Qlj0NWr0fbunS3nZObvQNiwr5B3vOMdePOb34zbb78dW7ZswTXXXINLL70Ub3vb20bTnX322XjggQewvr6Om2++GT/7sz+r7w4dOoS///u/x6tf/Wq87nWvwxe/+EW8/vWvx4033oif+7mfAwAwM/71v/7X+OVf/mVMJhPMZjO8+c1vxk033TRY5s0334yf//mfr57/zm++Gtu2LiP4oYRoHeRLeQbggftPx97THki7NpCdkLE4I0titTdoef2hXej2HUURbxLKQHfM75HtoH2P59hW+AE2qgUo/PB2zPYeqz7qhkL3yFb0e4850FOWLWJsBh7eDux7vNDMsS5hzD+yDbx3FaUVbL5ePckA8PAOYN/jZptu8aWSwFgpT7Q9y4dX8MTuE/mQsBDPqlfz9e6jHQ7vSJ9kko9SE56Bgf3HgAe3tPqIfH/l6wPHezy41HDSFH6tUDwwm+HBzjhechIhxOfaCRmFuO45ozghswSPCN69ywNOyEY4wp6hNI7Aks3eISdkLn5udzJOyEKcCrzk3300K47d3KD0X7323YE+9UM9ME1SlcTZ0RlP6vYfuN8v/bZAYOR+Zl/n+iuS3f1+lnr7BqI4DnPYR4mmoTHk0mLAaVlNhobRcRHSu/gcxvXQWMeAo7NIj4m/a/sMRx4P8UcY5a5tMT67n1iedeA1L+9C0xxHZzH+DonfyLzxaNe2GY6sLuhYMMR/5lnbcdaZm+OEbENLIffeey9uvPFGvOtd78KWLVs2khS33norjh49io985CP4mZ/5GTznOc/B9ddfDwDo+x6nn3463v72t2MymeDyyy/H17/+dfzKr/yKAos/+7M/wx//8R/jT/7kT3DhhRfik5/8JN7whjfgzDPPxA//8A83y7zpppvwUz/1U3p/5MgRnHPOOXjltR/A3l1TiNq8B6NHj54Z6+ixzj3WwXiCGe9+13fjRde9G6s8xWq/jDWe4hgvY42X1AjzBKdv8hl3ePTWi7DlJV/QkzjlYC1rpOm2qX742aCr/hYd9VimpHWY0kwFdAIuCcjIltS1Dx7C7MVfqQS9s8sAZUdnwJaPPAOzK7+cNAOqASggJobZB5+LydVfVJqTZ9cOPDBz6EPnAVf9Xb4pCz2q0TFcjEE48cHzQVd9KQt5e/BY2SEj23HXeYKeCfvueDq+ftlDOMETzPrSFrO+HFomLuxnfYfnf34Fdx46jlmfDGRnXByU9UzZKRnysw4v/0qPvzm7A/eJprSWXP+Kk7HrHlzDe/Ytl0+MHlBnZL3EQ3b6lJZqvv3YKm5Zyk7FXPzcdOL4Kv++ZLqKDx4vTsXA6bkaMOYycrPjyh2r+PCRbc55kzVyjELnin2r+NhD22pzBCtswv0LT1vF7Q9scxFajFWG+BX7V/Gxh6OTMBOHylcfd6kOH1r1TsvY8FXnkIyAl0xWcSuH+IS8jdTHlb9r1lbxN1sajtTYtH/uH+qBl/W5DPZt6NqTS1tdvWz6zbZ7LC7X6eqV5FAMpr48MV+WHVdtd836Km6ZbEtjLZetDtXseMk0vWSp0FQZwDaeXblzFR95dGuh3445qbPp7yv25X4eCLHdXnhgFbffv82Uy7UTOAC6I4OBy855And+dUsTjBBY95NLWc9/1ho+9Xcr4zYKhq5Lc/zSbx5YJFrLzpXiwMtkHoFwKPZicaQ2BJjD/SXPOY5PfWnFva/qY95d+sw1fPLvV3K+c5AOAZc+MzuDA3DVi5+N679/vhOyH/mRHxnPFxsEFh//+Mdx//334/LLL9dns9kMH/jAB/Abv/EbWFtbw2TSRkvnnXceAODiiy/GN7/5Tdx8880KLM444wwsLS25tBdccAG+8Y1v4Pjx41heXsZP//RP42d+5mfwqle9SvP5yle+gre85S2DwGJlZQUrKyvV82WaYppdLTOLSj+NMkIy5OwYevpkh3SewhLN0INwHD0mPMsyJRk4MkeBOsuGjx2Is8PMzO85DCprqyE7M5JWUo6r7jDL8QiM42Bs7Ypb8whcemSbA+o1/7Lrwy69eDBS8st2I5ROxpwwgajXwSonXmogWxa0zYoRJxsjScY60rmaEINNzqaaBIg7Nc6GrWnLaZm0ya7C2LqQta9IkZyBKWWjNCThJasZsgauxp1COwEtbwr12Ral7o7JcoZPdh0tHAlesgncOQtpu7wr9xpid1HjWQwkdA2wmkXymBeocb3AF9zceIvmsWAQsFHlnRtH27sDuM8dlYU9ce47L2/KuOGQb0PIVIHg4o8a0dm4+qwQLvYRrp8bEs6ObpjraijrFm3WMWhtHKo+H6Gd838y97S+Wm6anEqDvksNG1X3bKqeolDaRs6myrnffLoyURUPDE6MgbrYfg2gotXXFW5vzZVwXxmYkq+Xz6tUgmPa/0VhQ8Di2muvxV133eWeveY1r8GhQ4fwxje+cRBUxMDMWFtb0/urr74af/Inf4K+79F1aSTcc889OOOMM7C8nFzArq6u6jsJk8nkpLabdrobIM47u/U0r+UTMM12AlMksLDEs7xTg7COZBSZtlLJVs2ZWvz3zPkI6uIdtWcRVWVMiy2Bbr9UM0dKZ1CAMYOcAcHY0p1Q+tezIzSBC10eYD2KX5FJt+60FYEtlr7RNhKBDIiTrQRe0kObaga/G0UEugUxVjtyAmKPkXbHQEGJLC2lRamZAXaSB5t85SwLKJCgDBJ8ncpOEmGWhb2k5UphDKVNdNcGoEZiTSYgKEEEtzDYMWkyyMlDHBvXBE1KaH8Nt/JrlbtAmMdzTxaPfCsMxpqBwt+C8RlIBotgPWYFDD08S6IC7Zk0z5CxWa693mDD6liwRAWQYWky007T6o4PLv1jhrcnrdGe3NLwy9d+fGbSK40WaAiQQwEXArwIhkYXSgWtASej1RlkwM5ija20uErRoNAfDUOAAkDcDtrSUNR1Mvf/63HFxoDFzp07cdFFF7ln27dvx/79+/X5TTfdhK997Wv4wz/8QwDAb/7mb+Lcc8/FoUOHAKRzLX71V38VN9xwg+bxYz/2Y/j1X/913HjjjbjhhhvwxS9+Eb/4i7+In/iJn9A4/+gf/SO8+c1vxrnnnosLL7wQd955J37t134N/+Jf/IuTqjjnL8sePXqw/ktCPoGPCacTOadgTHPsGdJSxTo6BRs6qHgCQvLLkZZAytc2g9BTUvUfR1pnF+hQzp6YqcGkaDAAZNfg6cioGaXzI7ZkjcWMJ3nnRq+aix55zzKnr/cePVZoXY0ibZBjyW1IbZB8cojsTEg4yj6hL18bwBFBhT3uG5SMQ3sGZkQQc3XO7SegoYPxIQLo87TFNIGKslOkzCarTbE8WgCjhR5q8JlBpEQuXyNcGF0vOiRqZ264nRP6VqCHMkQ74YDCmGBpSbMISAQJCaOewzcVEI2V2Xg3+nXdonletJNFKbQYLaVPw28QyO5I73zGhexggDgqC8kqQSc+SIC6z9Bokhb981CdCmJWiSv9rQLY1jsIcgVL3C5KNSCyZCejnxr1DX1Q5QUzjIzAdGCsMw7PpA5alzLnWvhbyxDaQHkpqSZK6zo6h1JaisxR82nQczLzwVwPHQnuAUW+GMgDmI9JFxp7TzJs+smb9913H7761a/qfd/3uOmmm/DlL38Z0+kUz372s/FLv/RLeO1rX6txzjnnHLzrXe/CT/7kT+KSSy7BWWedhRtvvBFvfOMbNc6v//qv42d/9mfxute9Dvfffz/OPPNMvPa1r1UbjI2EWbahAKC2FQmom22jbIQkAVP0mIHSkghmGRTk9frcz+tIX+VTJI2GGHjKNsZZFvwTdOgpLbXMgLy7Y13tK5Yw0x0WiZQCFk5wOpFyOR/f3VOPKRN6ynYGoh3JRBGAJ4ixnIEFkJ4JoKAwSK1KUs6SkCgcBLgNNm+5F62L3fUi82SSuTNzl5c2khP4DoQpJQ0QMfJR3GZpA9Y3SPYSmxmQLI0UXlB2oCBrkAiFkYI4LxklyonMaaOwbtWFwZklEQkNoaFoLDM3YY4SzW4LbC2HRM7QlC+Sn/2ijGU0mWUQ4C3QEJ618lsYVGxCsO03L7iqzGH68UswggQSMIHc9/lceLbgQsePL9f9cri3dMY2pbo7FgoNQROLdWBD+JsFI4AC3cwA3MmduiXVDMghl+Cu3S2qMECmACMLiGQLfc7HaC5SGtNZzH6Ik6G3gT7cHDH9ljSTC7Y6wTWkA46NdiiRht+X5QxDXyPPSksR27vxvBWifPtWhCcNLG655RZ3/wd/8Afu/oYbbnDaiaFw5ZVX4iMf+cjg+507d+Jtb3vb3N0ni4QTPMO67i4oYELukX87lFM4p0hf/rMMKnQ+dcCEe5xAjw5TdEi2GGnJowiqNCk7MM0Agvr8WKMeK906pijbReWQLCtSxMARlAT1Mq3r856yUSKZHStZwE6IcQKM5W5d65+ENlWDVwBJAgPJbweZtkkAI7ePSSxaCQCqLbDbUQEDLAj6npHsJSZZB9uDzBKMBSMpUaKpaDXkuO90AFaKJ/YSiZbCaATcwdZD2sBw4OL0TYBBXkKxGguHUCznNIFcNtXXkdNOBAFUgQ/bRwJUGq89/yqFNpdMqr5vgJHWe2wCqGgipQXCImlaTL7FiPVZqbBAY9sdcr6ICrJs06OyRQRxKLpaR/9WMfKmcE4Poi2IjQsTX2mU+WK2pIocLYCABiqStoE2AyMBEpj8yORv6G6CIEu/a9d0Q1lSKsh2wMfUz5PrwJXOvaG5Ytsy9m3rOqZvXA+Csjj3qR23CWoWDVTa1fHATQqnpK+QE5jhuOkR5vJVbIO09QTpUC1kcAEk4Q/kw6QwwQQ9TmQBu0TrICSX6jYv9SzKrOBkHQkkLNFMfyf5uGwJfV6SmeQllgl6bO2O550fWUNBaXdDT6Q+SIo9AWMKb4vSh88s2UUifEMOsEpAoxweJgsacTdJ9AkimgXAH/Mtc0aEfZftKZJ9CRljWt1w6uSCuEmHKavlOwSmHCs6RLvhl06kPKhDp5gSKOCiJajcs/i1NMSoLHMLzx0QcUTUz52cFqbTEmQtUDMUGnRvGu/5lkjY8fy59a619kJFK+c0JSoIi18RFcy2zePYMP3lBHmgpwIii4IozS8TYsqNgtoKJPr/tffuUZYe1X3ob9c53T3To3mPXiMJEDIgQBJ6IhAIPUYgr4Xj+HHxAnQh18QEEyFIfOMluAuCyMPirpA418Fe69oJysKJLQImWc7CIdZICCT04CHJkkwAgUdIaEaPkWY0M+qZ7nO+2vePqr1rV331nT490+KOp89eq/t8j/rqXXv/ateu2vlXWVlKIGKT0myV/WdUngm6nALmDMxYsJGKEwwxFzuQKwMD8WtGBEYFYELx6LA6c6sSKnlaNGpqG1faPla5t0sk1X5cy+f4GVo8vsOgFQksGvYYFtOuvL/YbirHZyOChnhENgIDCoDCHOCEsAMDHIAAq1CmYI3BiCr3EN9BEmAxxHQEFbIMIgyuF/Y56b1D0liwaCtAaOJySENhm6b0JzlMKyerSwCIHYh82AKJBAD0BExOtULmO0uqtUAy1LT8xkC5WIcwWgcy4COMILEJSUshirEhmgzZNZLvcomCwehcAyhJs8tUC6n1daeGgAthdkyCPquzCY1CYqqCicQlW5tLSoCRV1abBCCMClYy4FqelouWiSkt3/JKDTBAwUG4H6VCKKRyzFvaqWDABUGdl0nKKhxKCY6OMtb6U5YdQhUEmfCaL+37aPURvab686wslMps48mAhq0foG68aRIIdisplkxjYU7hDJ9YXlMAJBTAWACgaJMkABV5igygtrmrqy9kbtpHgCmW+JdK8r1lkgogqJJG/ftx0jjs94dBKxJYDBG2PLZJ3Ke3tReE4GYd6qPCg0W7EIWbCMPVNMAwbs/0URJ5EIZwIJLjvoF+3AWyyg0whehEDN4YWdrhFUicf62iBc2ZGIU2cBjGvx687gqhCERq9hFNPPCLlLO4CCjCYrLoOXQdX0dAYGK5o7USVLDWp4Auy/h8HK+h/lI9A9EuozLws2UQTlta1VeIASijKDHGNNPTZRABFzYKMY7rGoSltZkm0pJReX0JmJGdJQpmKmE7C1KLEwpqM+BSBT2VZ6OeLydVCpVpCkaip26qMuEi3VpbJoFljHyF2cuR2CjAhRhBmvxK+tlSwyiywsM8s/JsZFMY0ANQ1t52lmsxShVcFLP9zBahCJ8JxRFjQ+ol2a0kgWnLpseGy3kUhmPYMoDztPSSU17Uw2nMfAJVBimZ+OqZljgNuCioCiioDDAifnutdZIzjKUCinGSfLFpZQILZrVxsAsEFAVcEKx5ywYBGDpuP/qo6KuZeNgZIkder3IDeB6GpZDYURomDNCPAt9BjpZ2YEwjHMMtx1/LMossHUheiSKwAGOGhgo6wq4RjoDCYSqCGOlKYuwZxqwFAmHAeHIY2mkDki8PAun2WKkI2XkiB3BxvCZjcGpBBXVy1+i7g5OvE28kqiyVjEOyRKIaD30u2S4kFCGu++Y7RJJkCBxVmXXUYgTbh8QYM/2xlQKEuP+f2iN9bGlhQEnJCAuJUDLeVlqVeFvP0G6hF5+WMcVFgET45SQEy/AFJhRwARjA1wEuWu1SAIWsDY+EyvaWyLNuaP/n3xWXI681vAUXHeUE0HYQYQCMgCxhMwAlEMO2TpFrMmxpCG2Q3mqz9IyBrJ9XtYKaxxQJAy0FUTk2hMuVW0NbVAMZti5tGAsqasBjRDqlxqMapiOLLwatTGAR/9j8CakzQ05I2cgKxDGBPjMoHjg1jCdH9CMoWE0L8BSErixTDBG2hfa4p/YNQfiGraPhcCzWZ5ac6btiFClhgdAZe/DBe2q0sZimdOKn2H2ELbBimRXPuYhgoqcjOWksKOYd5HTLaYgjgQs5QjscykXhcLEMvpAaUyV2F35rqtuWH5IIABSgcKqHJjIrF7VA5fBX2U9yJkVkVRE3SJjkcCxRwANRa6IGuPGL2sAdFyxUwmU2D90YTBneKM34KOpMpwRFYwCTnwW1kl4K8qkwY2G+2QywDGeEIaXQOXa04MLUWc1gU9/FZxUsk+dnFFlQQci0OuXSWg4xTLnR3fySTw1P9W9bVApK+9zkLetehLQDBEggQ7yo+jytUvAXSS+ex6ywhgF0hCvb1n5T28UxFlmQUwCBbMeHaePat8AS+swYeVq+JUgT7VJ9hfxtpn379mH9+vX4vc++G6tXT48MK31n9zMn4Pjjn24xOUbqmyJYAeC5Z47HhuN3F+GigWX8S2kwXti9CcdtebazD9UG0f7dm7FuS0hDhK3OrJBfA4T9uzfhuC3PQZYu8nJYUR/u559dj6lN+1rPoWXJvwu+RQ4k4FOxtE8xAc2za9HfvD8x1SJOqS+tMwb6e1ZjYcN8OwyX34Xf4/b3sG+tV4aWyk1Zu8mo2jgHPDebKry2bGSP994yz9g97UxEKa50n/8eP2ywWw6RE3lVfmvebUb0IVF2vEhU3G/qNXhu2Gs9z27M5capBnsGvXacJZn3VZ8QlY/kk43TMY2SqH3DFH2FDI0fj6JKy+d1XyHcFnbmd3MT22EUQzXAc8uodssSCZT8eIyOW8NTR/gsWs7uN3P0dyJBa1zcSJ/NMGkU/Ymy8IE2udxnS5mVMp+bFvOPUqS5SfzasHlpxkurDzOwYabB3vneon1UaMOqBnsPtf35tMdHoPWrCz8bi0hG9UWymGA28axb0/blMQokVP2jjEivGn4E2fCnn7x8vkJWJLD49l+fiNm1FQc7lDQCQNhievv2n8e2t361quWTvyGnmfwdt/w83njVX5p3weZhwD0Moz2DrH07Yjx862U4Z9vthu+lmbw9XEvIgfHgrZfjvG23JW+iMZQFL7LttAHhoVsvxyuvvDMYdsYSpqUgQhPtM+T9rq9fgI2X/hUa9DBgl7QTSH45GgR/HZ4JdNcZwCU/zjym2sO9BPjLqaJzd74aay/967SkAopxuegfJBifDtlhwH0MvMPab52K3Rc+pT5ChtZfCDs0PvgakXevfngNHnzNIX3umeC9+BMJQMNzAlqX/NjhztNj28b30s4CJnzj4L0DN4Qrdw2x/fjp2AkorKlFvw0QPyDmFwxse+EgbltlfIUYvw7kKfn+4PDuUprDnc2Y/h08cMnsHO4+UISXAsGEjdcXb4z+HQoA1MV4AeD1W+bwrWcKnxCVmaowy9dvmsO39oTw5Q6LJPxJn71x7RzufmG25RNEvXLWfIVgNtyrN07OwqlXTgLgGFfMHcRta1fH90VBGSAtQGy3A6bdYtu02kJ8djDwFszhGxzKnAOQep1e6uZwhy/8r0j9kCmTeXbZMPidaefdpGVA0GXNQXzdzXb3H3uNip8a5H2npDetnsM3D81221l09NUwBjjzcdKqZ4RvLjphDt95atbkgbM8lfm7YOtB3PfE6qx+Unxx6dSU79yXHsJfPTqzeJljGV/38nk8sGMme1Yl8+255ptMA1oC4fjqvNMO4f7HV7Xf2UDm+fmnHsR9P11dC1jJE+P80w7hvhj/db/6Srx7DF8h69evX14nZMcKLbDDdMcicw9yoBPQALIZAIy0TAKkvsAA+pETexZ7hrAptWFSu4OwLdW1jI4chXMvWlkxIL52eIsYQ/bA8QjwJMhFmA/g4KJXxj68bnXV7amQszVkW2kaURyFfcM9PUzLApfk+Cu4nBdw0mOPocmPloEYUwQQy8FYoSLSro5aOWslz+tvKc/TCKfUeItRYZxah+EROonu1HYSQVWaOYbqmAn5AURl3js0AcKPasC4vC/XlbPlEPudiauVj5LGrbuub8d9tWhGjoyy45VMW8lzsb4JICna45jms9ljFwyH1fhQBAWMcBpVlsMtZ/FdlBcoTMSy/6Uxps0emweZ/SNX4i7ap2q3UgTV9C1wiobXWRgg989igGUCa5QGJOXlsHlqaXPGmUtLmWvjpSzrYm1X+7YEFGW4sl5bcbYf1uxKgEr5Nf4Xb3CtSGAxzz1MxSlQmOikMxYAOTeCdQI65LRJILPbi3+ieArHQ8thWmEXSQOGY8KQEA+CSrN46PfpFA07ZmRHXG1rJ+IXwaBTbDPk4CmC7OqSMxrkfIwGQdsgU0BxLcYxRtmxIlqPhpOreNlBIloO1ViAsMB9hKO2fbB7iEBGDVGlhJGRZExtxDgveZUAELXJII6nbwY9kB1E7WFDrTvLSEcRV0e34Tgd8XDcqTJGCkhbb0xWSwFlmbqlksmVM6yOMmY8syVlRmT3RRT4ANqg4khBRlG9SjXhIABDjG8BcA/xuGlKws7n2crOpa0IaKCDyXflqfWQ24+6hHwZFUE7UNnEGoUVwpngL7JkwmSrf64iIJHibPVhSdNFcOEr4KJSXo2CoWc8aKkYLTBhkxyrCxUZsPFV7UgWi0vLQbot1lJXnC2gVgMTY+ShFX/ZnoezTXYRWpHAYoH7WIjgQQSvGGsmr5wIMxCEHRZqVBhBRhDouSG0aDR68Z0e9kQA2CctAdKuFCAJSwBRK2CfpV5eDpB0iFQOdITBiXGpI9YjyYVRiB4lgAZnNB1h5DbsMEQvLEkgaScS4IhLEuzQY8JCXF+V5RAXyzmMNWQP6ApgzcUzMnK7kxrlvj8igIDsIhHolQzBBCSO5OFdgpYFsiUApGFL8/NSiBuG1LkjBBUGzsU7E2en4Ddhs1lxJazddtri2OUzYaaAgre/lWTKp9tXFytLKWkRxpIKNIe0k4hR11yYX0L7RRfGHAd7Zttwa3nPEo63nORGMJCU5QPDXWIhZNeGzVMGCjIhWaRrQEYJ0rK+ZIZEWX9izJl1UYKeF2LzVA5FjpElProEyvJWHystw9yueArKjDIrYWt12QILiwGRpVKdLS0rrUhgIWc9EOJZCIAKKoLsCJHDmYABJ2Ahh1W52NlqE6ke0pK740wzCiCi80VzGQSTPZsFsPMNuTNC12hdrLAhBEdnzC7TUOiyBoKtQcNh+YMRfJIMfC/YhkTthJzoqXYN8W8VHOZ9X08GbeJR4JlvEvJgIvgIOgbcU7f01t6jrAPrNt0enpVqoETfbe7bruuu2q+0JkeAYY1etV4rA3SE8Obyo/LaxD2KedT63KKUAY3xvj8scLEY0zqszI9Ji8Q9FkPuFPxR5FjNhd0iaQS4zD44CuuR+cqHc7s/dHxT2w4JmDyYNCULueBKSzdU6RcSXoU7o/MkTC6vKXud4rb8klJ4HTKiuWAOu0IIiXma8WOXQxQUaZjCcdgi/be11EHCnwtw0UUZCK0UfMQ3WV0Z4JTCpZsW2OjKR4shVoirl8tKKxJYDNhhIdoeiIrekVethYCKcBATYcBhG2UPXjuxiHT5K407a23LHddyny955MJMfq1BJ3d0C3NwZKWfyW4LZwRmuBcNRShzHwvcjwaUPQx8X5dFZAmk4WQMKcBDwI3UHyIYk3rqgzAdjTIb9fERRq8YnEqOO0C+XodtptUqqH6fnTkhZHkQIVt+ZSAZcTLGHIUFJyJEzVW7R5SMvHXWxlLIMpYuYdWVY8tcS1Bk4z4CLlSdzZbxv5jEuXC0zxdlxiIEiYO/mKi5yGaSLYddojUr+nKZ/qhOngUfDxVaId8CAPJMhXDKYwuPWAHORV+tgJfsOfJnFMPabboAijNB7K84bkxgJLVBBx43zaHgYrE2NeCEiv6egQsA5XhIvL+s6BHp2ahKZoYRoGJMYDM2FeN73OXgpdAKBRZ9LHBQ3SuIiMsdCVT4yIjCGRS9CKETGAlSSGwuRNHPSMaeMM+4uNYtkkBagrDh2G7BpCI206kjwJB7Amv69i/PS4hPTgOVJY0hBw0FM2HB99Mz38OCjyd7+nhEFyc7DAZhvukr4AKScakjoEcN2AXNREPB2HPBT6ndB2KeJC7Jo7VFsWUHoAdrjRoRrTeLgINx90ex+R8yE+9HcYCMabTBRycYGHPQ2/6lM8PsO5na1dOqMVcRKProxQIAR4CnukgFFed1Iu9agSUrZj2Ayo8YqrmwQELr2mJWaQMEiafA1MqhxUBG17Pi05ag6ogelTqQPJbgohVeQDcj18JYwDgqr7F/ZeDCgJfSZoXJgAs7bglZd8maR8BF2Z+6xpAFF5V3bBBU6gqUl3exfrtYm5agwpwUmvWnUfHZ74vrPJD5nCq/yzgGVySwOMjTcFFdT0jGj/0oynrk0WOKvj7C7o6gpwPEn4Ysm4jbbquxkM7gGUbIxw7DZkuoEfDZ9kaUmom2wVUTR2iPg0OxMLC4fTJdQbLNsgQTC9zHgg9aCjHOFE3FvO9jwL1cSxGBgPwt+L7aQsiOEEfRviNOgeRkUh9tMhpyxtma1E8awGXZu0iO9W46RhTrv6VzgdIraicAGBXNUmYEljEuEVyMiqu2O2SppPx9RLmXeeKTEqbKdWf4EiXV4yRQtt1UNYBU3Jtn+tzFSvAwWoyUfIoj/CcTiS4pFGVarO4Od51fnjPBLBnUwYXmi1Nbq6bHXkeBX8tTF4DTbm22AmcA0N7LskjeCp0aC31vwUWFAsgMA0IA50hQHy8626ZW35XMtdhPCSggmelgVTXguNQxXPSxsXYrHSatSGAxz330fU9n1cmeogk2FMqM49kNcCD2cKajCaAAgr2FN+CCkZgHmz+xZ5DdFSFc2okRwucaCgmT0LI4NCO4qAEAe9UWEFOnnwwfd4QMZdkD1oaihwXRWCDZWKhtRbS/GPpeDioiKBpE403rfMxRAGnkWBkSUyjfIT+lp4fWhq0aYLKdOZh3nFj1izAulkdAltMqjXw0+itlZ8YAxwUcAiZq4Rf5bsmAphAo9tmLTWMnowOsxqGLyGogpvhM2sT6CcmEtW1ijT9vWTYXR6Turs0+y/zH5y0fIoRkHMmsWlowdCtczbhTuwaluMoylPK6lSXKwUZVc4FklG3T0vhiH89Wpirgs94exfU4NE64UYDC3HctfbQAyGLx1b7pItMopUHsctKKBRaO++ix1zMgehBfGnGrKFzcBtqmBBQA6Z1izAlAZ93hL2kjZMtmo4AlDJkGslvEpGE0GGlZID3z7NCIWhYOwToh4HtvRox+zyG9gTl8SgDFgHuY5344jIr7CiLEnkL+Bj6ADQETqrlAAhZCjjz6LpRqyD14T+jB6U6Oed/XXTmuqGXxEdIjr2XQd8jtFUqfQstFNUwwlpw1gUomOu53XdcZA5BylxhFGG8FQGRMupKnlq2FDZPF057pLWlGtxQqhISATYJhzOW9zVALoRXX5llrfmwZeqwYCwvUT4hjsCfNm3xbOvACUFn7H6eCijyNAqUVAVPOTBUoyDctY0gGPCfQZPozCJnWoga86jYL7a6kYMIXmJdKDGyWaajVbHqTgSbhnzI+Wv2XTGMVVA70w+zDLRBQ1FF6TksLfyT56vjmiHeaFLQigcUhP40+OzA18Bw2XQZtgteDrPpo9CAT61pLPIGG8Z2MEoE02PQ++0vgIqSVTuFsoovzmuASQOEN0ED8niQx8lFrEmFG1Fsy0pJKE7eVyjkWjTkNVLeVctKkeLa2F+mkS6vBUJsITttNZTcIwwGewk4QULBhobRFdMH3tVad4UJhKYrRj8tQzszySEtla71O9m06Irw7zGLUYmZZLJQHWjQy4YTmR0ECLz7KS0YtzNMy+RKMjJs3k8ZYqIoqj5eRSY3MdhfqL9O3TZQN2DwsE+d1aMNE6ZTDiwAuQnAOastCMJQ2nlmVsjwx0ruLOuLgynsTeSxXPYwFGGquJPkltA1QDZiVhLPzIjoEYWl/on2VcnAYGVa2e2RU1xWAWzZ5vkPHvLcZsOPDvNOwi/Rh7ULj9vWlgIpaO3XE1XpO4+WJOm+Wh1bkkd4f/38+gNWrpyBNSoAua4jwEruLg89uxNotu+NeBTbLJ8i/j2k8+8wJ2Hz805qmgAoR8rmBInBg92Yct+VZk8u8lRMPTM9f2L0Ja7c8a/KR58uSB2HvM1uwdsuzYSmE44FXkCUYyq+ZgD2zaDYcqi55aN45Cerj9vVxYF3bET0hGbfaEszum8LB9Qut0ooVNpk2kVT6e1ZhsPEQwKSaIl1OAiWfIfHZmn199RUiLu0FlC3mK6RVi5zCiizYMs/YPeNsA5nwVDYegORzgirvKLsP36vPCSPvutARoe3fwb5L36UINvY7/Hh0pYXo+2Mh+WtYjHksxVcIKOQp8xViXreEKHX5CpH3nL4z32xpGuzu99LzSlqWtgwa7J6q+Nmw9wYbbGlyPx4mK1XazA2epYqLgSwCkyQBW7xJYwzBsKUx/k5KqqS7xcc8ZWG6E8p8kSwWPwf/KM9xUae1fs6p/27sN9gzLPzzmGsqnm+YbvD8/CL+Ucy7I/GzMRZR/Rsuwlhq+TupxJmFj/5UxqUNMyn+009ag1OXyVfIitRYTL3hR5g5zqnRX08PkgrGhVPUoE8NpqnBE7dfiDOuuBvTNMQqGmKKGkyhUX8YDtFIEaGNv3HL1bj8rV9VgTeMgnAApzYMuhMDDt+/7VK84oq7VOgBaYnFCnDxvkEAHv3axXjFFd9EP+6q6JHHFMRHh49nbQTtyAJ6uG/7Nrzmym/gIE/hEE9hgacwz30c8lNxGWQKB5spLHAw0uzdfTqev2gXFnwP8z4YdQaNRQ8D8dHhnQr01zy8Bg+/5mAmkAmMnot1Swn49Mjj5X+1AT953fO61dRRDo5c1Fj0nde22fDtk7Hnol3BJiXW38D31A9IuA6alYHv4VUPHYeHXnMIQx/yag1NwzZbVH2FBJuOUAYJx0zwPob1YUpw5c4Bbj1xCuKYLDRS8ctQHxJgYNu+Q7htzerkA8GT+kggD+MvIRzA9BZEHxLeME0RYOVEl4E3z8zhmweNT4tKeABBHc/AGzbM4d691veCvDeDpRAKr980h289W/ioSI3eun/9puCPpJw1ZwaO5jjbN6yN/k4Es7kUVn+N8d+l/TncwbNpRpyF5/Sd+eaK+TncNrtan7NjEy+3wMZVz81j+6aZVB9ar6TW2cQEasL1lXMH8bWZ2Vb7yG8JLC9v5nB7r6NOy/qNZbh8MIfbZ/J6DeXmLLy83/bCQdw2u7rIC2X9yub38oXgiyTLfynADYC+jOfwddf2XQIkTYfti5diDnf62dZz8mYsFP5D3njcHO7ZNws95Kujn8v4uuj4OXz3qdXZM1ueED5yXo5+OR5btXg7RDrvJZXwHdhLcJn65qhtJ6U8LBD8nXx3V+H7g1ITluleeNJBfOfJcX2FABeeHMITA296/Rl41zsW9xXyG7/xG4tGvyKBxSHfR497cByEmOMowJjRpwZyroPMncNhTh4NBd8aiAOlLzYAgU/refdDkATpJKslGKBnljpytb1ncTEWSI7sHsaZLCgMikbzFDLERRpNdsomjH2EHHyVtBguGpSWNhZDH8P6dI6FlKW0sQCAhhk9IgUWjhgNOXgGBr6HnosQSrbtxnNEeuTBjsLaq7PcIFA5M2nrPZao21vuBUZLlan9UoylmJCM07ri5zHvF+uULxIdUfXavI8KU9ZzGb58zqledRyh7FYlKsjjZSD4sGCAPQNic2HC6XKDibxcHlm0fCWNE5byerc4wIi06KfDfGMrwJl7BaXQHSIAh/ISBcdKLt/BobYZYmht67vID9vwhOQbxNhfSJmMfX1n2VMJo+UMtdOxmcqE+zhjpAADo8gCBU1T3o0AFdW4clY3Xp5q5SnCTGwsloEGvo+DzVTQUFAw3JRZst0Y1kQhtcDBHoCY4eHh0Wjv7lHyLgqWw6bafM6CBdbliHBIlZwdEcCAU7sKeSZgIuRLDu3qKXgADSV5gIPhJAHRADMZiMqpmswGZIihJlO8j0CEKQEJNn5D4q94FPVxVj/0YYpphXoAEgRHsvXUo+dCWUTzkZZLQu30KBqNeQAu+FchSLwhbs/5WOniA+3Druw9Ze+OjAo2ZxaV9YSActALkzSzufR9weBLJmAfjWAawkRbBmyLMJEM+CyV0f6saKRkGfN7BRQEZh5dP4VdjDwTo82gYQmIgQnBKZk3fcyCCar0zbKNalTpB9X8kvmr3GfFjGdFhHYmnagoMCmAkQIlAQFOCsct4ZRAVahbCzBaxxHHDJXnXMRNb3k37OiTrS5h66AW3vZzIK+vVkUtjRYFCLX0RlyPAhRiCyjxtiZWrXxwvdzLSCsSWBzyU2AfgIUDo08uCrRhFOnJENErsADYExoaYgahLTw8+vFP1PgMRMdci0yyODkjky2ecvKktLloG4BkhCkg4xBPYSoamQKIhqiBqfVZ7NvNWRlyHLf8Ff5BxJ5iyA5TMW3xD8IGdAjYsEsMzIRh08uEd3DIlmsseg7wTdwVEg/UAuIyEjGIGP2o9WFHgAdcnLrIEoWvcs1Ypwigo6zn/IG9XPyMDKHciDx9lTM8I3zsyxJMVBNIMWfGliaBmiytMdNMuyECAUmw6amCZfpHjrCqJOBmSTQKOIwJKipVWHmbB1KQoYK2gLBGAAfUL4c4RcYu31pwURXoRVlEO2DLxZX27ig3F6ikCjo6gEnaysyxDPG9S2DHnmNRLUtjgEiR95ROBBixTlrdXEBF/NUwEVxIgpk31DEABoM0bR0ftlOYwa1gqFJftbqrDpmu7xYx1OwCD9XnZABEBaB1ZjgGsGZg3FKfHTmtSGAx7/vguN2x78KOkD48yHM8ByttavRRo5B2gITRI994NPBE6HOCBA1I7S8Qv6HsPqbB4XdYAAt19AWXhQvjgtGww7yfwpAcppAAwjQN43Y2H7egJ4PLoWoooo8PSc9oJGQpBHqdNBR2R0jjCY0PhqACLgZNfqg5EcMRARScr1HcDSIHTi00fePbJNpZEINdXKgG0Ot5NN7BxfV2a2BqnbhxOfKU+ZXwjlJ9yox1CRIvMBt7YFbBwmpcpiXVYivG8op1ay7DinhLDt1BBe8IzxhppjxW/sYIkzHlRb4dg/RwpoogVTJVoslzfp8BmHHzVyIPuS4AYR5PO3IGg6yKW4VkyBRVvs6oAzGyuV6Uxm0LWy42gs7UZyhz6UA+BywEA0IiOLJptMCI9EUFZREwENSOSDEb5WmMkn0jNXIm4zrGan2+OEdC6j1rt5oAH7vOK+O5M2zlugU0aPy0u9JcxjFc0ooEFgu+B/g+HHmwJ3giNORVBe+JwFGYeRDmeQpA++htpij6mcHk1GFW09FSYj1htRLCw8SYs4lbQlV7wXm6ko957qPHTvMq8TuKh9xEAShnZejuD5BuPZUDs0QAixaDAePBNC17BC2FLJFEcOHjUotPXEUOsGJieOopgGiiVkKAiIw1MeLsOTZlYDTeBRsLH8DDAvcgOzMEYGQaiQpIYADqEyUCCgVcEheTzspG2mdk6wpQbpZmuTLdMdOBdido3TMKhlspw8ixX4vTMsUaMFgk7qqauCOOsfJ0GGSru4a5WrK+BB4wF+Pmh4Hg/M9K2TJjkl7eHzJtlBifMgJ/0AFPWjaNi1LXVQFpJXlFuIwsU0e4UqsBUA46DRjNZtWIyxxij2GAgiU7/Eogpckw9BA9taUwIIrMrwCPzDMqyfAynXxEPx05dig146j3R0SlZ9Iifn3eCSCQtT/XAIXNJ6HGBlM0o8bwMgKMFQkshuzg2AHsMARn9hVMhL546aQggBc4VFM4ggrq6VSWTXz878Cq4eC4O0OXJNjYWOhvaEkfQYUcWKVbQiMwELuHcB4Ew7PDIT8VNBRxnbehHjw5sKOwayVCBJuGNdZU8JLlK2kCVLNhzrBofA4yfHwGDieRJl4cGRDJttE476EAfjwTFproBI4Ql0yC2bYjxiCuZwjPkbMwrIGo8I/0l7bwCmWnnwqggNnhYUGGCd8iy6xiGRDzLTPtTBDohYBQ0X8VcQpvjPEnpplFNJo6wEjGoNgw7Bh1FUB1xXWENFaUY8zKVSNRgoVa/UdBKFKj9W0ZN0Qn2ZX4iIwLJ48HZQXmzoADxINoABgpg0mzkqOkFg6q5Zk6rlOO6vctCVoYWxZ92Z4qKt9be4zWqa4u3au2osiDNEs4ujglZzUVGW6I46Qsc/Xo7sPsv7lNEY1gBBVahmWEkaAC6V0LVCwR+ORgcQSgWgZakcBiwD1w04esvQU7iwAmhs5hmoLdgieCQzglklxoheCKq4c0KKMrcPZ6UueAe0EYcjpaS+0YIHoLsadI2yfDKZguggun4ELPkwDFnShh+QQA2FM45ZKDxoU90NAQU8gdfMnpnuWZFD4CFx9Zq7DXtAySlj+8aCk4GX6q0akR1sIMxDATkgudEQWbDABwLh6oRVEAC/OKojgAvOhfpOkDFH27xHaz2oeUkpB9ZjUW0QCU7bcMbo1mYV65Srgqx0fxo5EMz3Bgzp4cFlm1cC2e1rMRs7aq1uJwqOu7cQp6uOmPGXds3qXHL+2l08AELsJveMwctHcQ4C3gOwOgBlTKzLwTALUFxJLz3YpMciIVQpkwz5aXpE+YcdoZPwwAyB6aC4pLvNIPS5AtY8IIXxuui1qvyrIWfTsLnxhVEceRgYiarURNu1B9VqnnI8UFS1gFXjKtSGBxcDiNfjMNRnLv3XdNABbeYejC8d6rHDAV7QvmfR9MBOeCYGfz10eDKUBR5dAsYYhRJyACPhpDwmwFNaBiEM+SUM1FFPpCIb3ga6NPDsNoeNqnBuwJ7CJQwRB9NFHgWdW/aEDSdtR0cFfYQktIxpuyFOINmNA/H/5gr4VawAJJBSrLHMTghsCO4dVUHPAucDVmiseue/jYBoRgF9PTwx0S1bbslmVPZ1I4yBkVMkBHTgx1Rhm4nsyqZNmppQeuajFyUuYpMzD7bRlXFy2Vu5SoovZ+VJzjMKPlYFjjgo6y8Sj9CGBi80DlEx8GY7X7IbNEYgaMQGZnAUXIhBpy2rTlWrZqMgw6FCGeyrcsxxkuCkoE7ES7kUzdgNzA0XSWzqWQAjuTCU+1l8V1tsRURNKyr+igDIzYPl5mytIiQEKaqvYiK38ZpgYqqumPTrszXCeQW1oaR0IrE1g0U+gNw8mbLh7gNC3C0gUtRj+ec9EDYd5PwbugQQADHsMAHmJ8lnGF2XC0WyAPL9bGgB6jrQc8xS2jcsS2+u7w4SCtdE5EAiq96F114Kcw5QLoccSYomBv0SAu4RBhihz6yP2dqA0FKBljqi+QPhZ8D6sEcESB7M1Sh+e0lCAaDAYUWDAbpb8YZxLiro8giRlA00RLbQpHkAfA5iIYSGk5T+g5MRANZ18EZuRMaRKpAyUDGlKc+QFZ9hfM8E2aFhFxmH2acDVabGbUIgqCJmPY5be1OLjjekQ6GQNGYsAZH7XvK/FWeW6NGS+HwBuZaEzayO9i4psDCcnnqDhr09aRjFYkqgEYJbgwyKZcAmMnlU9tG4ueKZA5ACqLoczfEoXRSAFUCltC3KnC5l3FCFWqkJDVZWXxL/8ufqvd3bQhBHCXfRUjAMKiFALbJh+ptRiR53GSUpDYBSq60qnEr7s2xgUklfykyMYIvwy0IoHF/LCHvqjiyQVhJTzDQ12iMxNmELQIPvq9YABNFNrkgrHmNEhP8ATk/As5pyEd5S3gIZwp0cMA4fyKYQQZ4q+jMXYQcsZEE48b7JHHNMLyTBPvexwOlPJwaHywtXAuV57lZ2MYwBABxgIn9+jB42ox4xew4RPQCEAi1Jv3BPYOHA0tEXc8BEABM8kjMDdomqArdg5g58HRcpY52IkEzQqj54K5KyPYxkC3nXkwxXMvYHgy8rGTa2rSvWcKGh4BFxCAETMqZ2lAZokVILAUos6b9MgyuREMw87QqhMmy+xr4GUxqs3oqplYYrw2OCObtY/1/ahwNr+LhS9Bmn5bkWZMeefKmLpBORpf3jAt+xqSp3k+BHSInYPaZfjiEKsO8Dc2Uf7bdrpmJwZlQgym4j2nKmLjzCzFnE737G4+iypS3JlGT9LL+uOYyKKou5aWg/J3y0aLAbmucF3PDifMYvQiAY0V6Svk/f/3b2N6VTyil8yafQQUcr4FEWNm7wz8xoO6ph8OnwpbR/W4agTVvCPGC7s3Ys2WPQAEtaZdDIk/pWWU+d3r0Nt8ILN9UFsMFYik8RGA6b0zGG48BNlBAUDzJks7DsHNu4PH/LMbsGrzHohdhyyxiKdVsbMQr6sze2fwwrphfgw2zBHYBnQAwOY5YPcqO6sfMeAJ2HKIsXtVYlCiuVCjyOKZI8b6Aw771vqszGm7aiDrin7t/h72Hhe4mRqomrwLoxNOInnK5FOX4QGAzYcYu2cK7tBCN/n0RH1OmHDlMQk22c3s1VeIhjfhyu82uQbP+V7ObzrCEoCNvQZ7hr080CLcYOPUIv5FlhK+ArY2ToU8VWeI5WyPYpnF3siGLyvBzPa2+MJvBnV8G3+3DBrsns63U4+iLQs++RbJMtwRvssXSVd7Y4TvjxL/ShmGTZ6nShibfpan4l2NxA9OK8qO/pf5IqmMlVbZGdhsfeHo2OF6nQHYMNVg70Jer535whh+OZYavgBKi35TAQrrS98fi4CJDdOmzIsR575FXn7SGpx68sRXyGHTA6+Yh5sNSwhhRwJjqhf8f0y5Bn3XYMo1mHIep92/Ec9f9CSmXYMZN8Q0DTHlGkzTAKvdANNugBkaYoYGmKIGP739Imy97Du6pdRzOH5blhyEfNRaNHecjek3fR+HeAre9zGMOz4W4rX8NlEo9ohx8n1b8OwFT4e8kkefQt7CffiboiGmqcGMG+D5O87G8Zc9AAJjyD0c8lM46Kfxgp/B0E/hkO9jrpnBgu9hwfdx4neOxyPn7A/3TR8LTS/YnjQOw6an20ybJix/XP4Y49aT++pHQ/amxwlQi7Y9tYBbT5yKW8oY5DgYcToP5xi9+OuI9f71jxAeeNVCsK+IPkTCbzT+ZKgPk6Hv4bV/vRr3vWqg+S7zLLYWiNtlr3xiiNtOnkoTTscKbtpMiHDFE0PcdnI/Lb34oAEJjUvRh4RM5QBiwra9h3Dr2uBbQP2ExHDqI0EYpgcuHx7E1yn4a5BnWTggm3G/aWYO35xPvkIAVPyEpPtL1s7h7v0SnqvMPCs1J98f49LrN83h3j0mvOkPTOle/IW8MfoKkXcaRq4B9RUCAt40PYc7mtl62OyX1Y/I5YO54MtD3jvWcxjEb4heA7hqzzy2b55O+R8BOMHAVc/OY/um6exZrT6Frtozj1s3rErtFPuLaMykve1W1SsOzeFrq2azpBH7a7pPZd+2/xBuXbcqe1a2R5an5+axfcNM0l9UAHD6JWzbfxC3Hbe6DZpjvikrG3D5why+3i98hcRTTJMvHWR+Q948M4e7Ds5m44A85+PG/L5+8xy+/cxs8Y5zQG/KdcHWg/juzrqfjVqTn3/KQdz3xBh+OSrfZG2UqrH17IKTDuI7T81mYLcKuuP9RVvm8K3dsyMnIPopAxeeMIfvPB360Ztffwbe9b9NfIUcNvno7wIIyx7eBVW7PbsiVH0TtnY2U/AczqlwLnTkQVzrlyWShhymqMEQPRzwq1TjoMsZcXmDEJZMCFA7hnmewiAuQ4hwXxBbC99TgSnGoOJ2nEHw1MC7INSG7DDlHDw5NOQwpEYNNIOxZ3JFrlqNeLZuWg6QOjLaiSggZRdJCFfZUSGgIjLFzgHABG5csqCHrXdAzhf1xHDMqjUZNL1k5yHLJRQ0NZA8wfA2CZvZVcRwAgTiPQCw2FjELbya8doole8i41xkUtpNFeDCgJ5K2sX4CUhOy8wz9VVRyXI7gjI9JCPSCh2umngcQ8mwG6kIJLjO1lElHrGr0LBAXvbaM86fJz8WlCLMwlBdumSZoBRe+4wRzLU6YPkpDtgCg1zsn3ISZZydy5r7ktqjaO+ud1leKeQjBaOOcrDmxxY7BS3qRr6y4SUftSq2ANQmb4Ck/U7DlIK6aHOUYQjFck4K21XXI5csO7pL3Y5izGcauU2oeAczpg+bMR0ZrUhg0bCDjyo1IsaUEZKemwyQixAnAAsUTuAM+9MDqGioh4Zc8DRKHkN22N+sUiGs50fEZQYBFkHgB0POoZ/Cgu9hwH0FFkFb0cMgXg+jN9Fe3Ho5jPYOA/TQ5wZD6qFHDaa4wdA1QbMSj8MOwGIaUzQMs/tYvgQwgh0ERfCQzr4gPSJb7DJEoJa+DsBIoKKhdoe2AyGgiFAfrLcgODCz/oWTOOUesQ4AsblgBvrOg8kpb+EI1iT/qV0tGEpCRI8KhikTm22llouVnCJqKOw2wq6BPNb4rglAeV5hdlYzUUuwk+fF+Gz5smO+Jb0OxtQlIw+LRqRThtFscRF8hMAgJLDUkm0lcJExINXAlARrlmAHyKjuDpKG6JDsIhjFUBIIAMNHcCGi2RxzXbUkpo4GrzYU19+VYMicSxHesDZCpsmgFKLrcLjFcJntAzZs6zsDMrIPLZCxeTJ9XXbIEVjP6MjLntIETLqjOnsNlHXFs9i3rWfUHa6eZOs5VQJRcf9i0MoEFt5F40HoGfKe03ZFII51ip5E2cFxD85PZadgegpnWHgiOOqDEIDFC35GBbG0n2zrlBQEbPTY4WAT3JfLbhBxUz7gHhaaXtqhgXBKqEfwtSHAYMhBO9F3yWlY4xy8G4I90EM8tRKMvlo/sh70FTpg3tOsHYgI8WSrkICGzPqTzlkikOeoDD6KQpnBLribVkEfOTtz0A4BwUiTGeEwLntucDSwdGIgGvOldZVpK9ISiNpacJFPn/Jfnxnk3I+9lcAFyegtpx0jhOhiArsUivJn1bq12daSiIws7MpviRtHgZjDocNALuVukeruEBNvvg3VIi0DKDxUa2ACG5QyonJbXSPedJXNCELdNQQDLtgkqWFLhFXEN04dajgreQxi7YgjM0qVPBV5t6902wcquMj2uUXGR/mNLUZ2Y8YxFYFkglelAuAAiwCiEd9rvgWwLusgMektNfgoJLJMtCKBxbBxYQcDQw0AAwjwancx9Kyz+4ExiPNRgDKAKXJoqEETmQ8BcNzD0E8DYGOMKQJfcpAOq1rDhIN+Omw/9WEpJGgo8l+xzyCEZYd53w/Gowg7JxoiNOwxdGKUGQ75oriffoHD0skwLn9YJ2T5ORnxl+XP7iSBGpey7Agx4RVgRAEtdgQ6oFXYIglxGXBMAd256MTNR21FL5RBzr6QCEm2pkYnZ3JGhm6BZVnyorwcbPMa05e8qKbFcIcMWMR/Op0qAowcmJxflsJ4BEPNgnH6g/lV8h0f2pzW0qFF3o3K25h51/jHYIZVRlwIklHvszRiO4WxU4QTnAAKR2+XeeTiF6SnRmZ9YSwyjZ4BE2lIk2nbrTKgYd63+maH8CrDtUAH588kK7I9FkBr1wYjnHNRyTNzfG5xRwke4u+opbc2OOsoV02YV8LZ9LmmvirjLQBGLf1xwUcrjkrbHRHZuijb0bKyog1RPlsmWpHAovEuGNsxQERBnjgP8sFWAkh1LWv7ch3W9qNRpmvCWREc/GH04DGFIPRll0U6OjtYM+h6PuIOjKixkC2lC76vLssXfB+DpoeBT/YZamPR9NCjcMiUHCLVuHACJ5hAPaDng36lBwcfnZaJsWfY5hq2uKbdH2kZwR5DLuUtT69Ms3Yzq0sKkfyZjuP4v6FMBZ0ARroOg9VFOxCOWgfxdspwHG0sXIJGVkuRtsaWGoqoufDpV8GOlxkr8sEqv3EbrYYvqRyslSDZTI8rA76Mj4trYRQWXKC4HoPacjnO5Mjw8xHl+JkQG95YAxLyV3mn3SsKMLmg4j0kbnnGQLYMgvLefmkki5Uei7WDXbpQYSAd3wjtWLayiNKVVVBmcafAI7Oh/bmIvMwXI0nlQiC3jkGn9JxsfUiZaxo8c21P7rWgg6kSflS57HUJOKtghXSiErJqEx8jzVr6RyKwR5XTArPFwlqqgYoXiVYksPAeCiyc43hipEODHJgTxMaiFwd7ErRywNVqtwDvCI4ZA/TQY8ILzYwBE8kdeZjth5jDWCVsiMahBI7AIuzAGPiwDDKI9413uvShwCLunAhLMnGJxpy/AISjuVcxYej76BOhIUZDAaTI+RnW+Zj0UllWQMynj/YIaflDNBbCScj8Qa3aySwvKDGABnpIFBeDnRnByywB7BEPJvNoGhe0GAiM17MYeOpKNIBwBoeUPddUGI2FggqpLwp5Em2LICHFTWa6Iwy2MSM6W5A10qCkAhzosw4iG6byjQUXxAgeNasRjKBMTiaOrky+zF/t2WJUYeY1nj/WN8VzBQPyiVS9Aa1kywMkg08R2myYdATD5HIbi9yfiPlQ+sW4VAtqG1rABeyyQnEihvTLUoiNI5C6no+1tFOVykUY5G1nn40kRksz0vFduSxULoO1wso1L9JSMRImigfxof3BqPyMCJOlMWbQ5aIsSRYJJNhysUpZOq1QYBGNBlmOoRZxL+7Fk5qfmXQpRHaNBFsHD0YDwhT6xifIKt1Fkh+XLUshagQJKEgIGo6gwg87QZyCC9ku6Tltj/WIwILjoVwOCiiYCY3z6fAr57AeDod8H1PiYI2SG/PkgjzZhLQAhghl5IJawYWMDM7/5Ehj3S4XiRigJjJPDtbvzIzgOx3qzElahmI7NI0DsxyiFeuCuLBbM/5DPDLthd0NwrJM05AugVBDORAi6JZDq9qVstKQNBxAZguffT6CYh2mijG/IuU4Bw/outatiZHblkzdRJluClLhOya4MOUoNfsjQUQpfDS8SaSQMS2bCdvmZXoCMqj4Dkj1XQo7Cv2VPQdQC+Q2FqJ1o6hpywDFCNEwqt7K+0qB8uWGCriolX9kBjrS7zJGrWW6yxq2C0gs0n80+zWk2dFP865St5mwQNGm0Vkjxfjj2PFbVTMWSHoRaWR7V8IWgEcBUxluGWlFAguOp0TCB2EQ/EaEuYhjRs9UvPgPyRWj0XAzLln0yKutxjomHGr6yYEYy7ZSp0sLFFWCjDCrPjicUmAhO0ACoOipm3LPFA68Io+wQyJ4UA2ym9BjQs8lz6xhMp5cnB9sptG4YTirI+5gYQBD7kFOpRQQBJR9NwEIhgEajLQcYAWdCG3dh06tbZDUQJmTbK1j5rQs4Qx/iuDGhzUrMBjMHmRO9hQVvnAO3UUiR43Ha136iPkKeaMs35Q3tFRB/ivAQhgVmXVlF0SAHfzEeT0taWkeObhoXXthFhyupadSZI4Wa9SYErdvacT94pkd/6NMO87xn/22ItuqfJ3b71rYJQIlDWuSSpNTijYCCVyE+FPMFP9XtReSl672XaxeRgGPGAF3FbD8ZkmNVvm2hty4eC7ggiIIMkC56tXXpFHiktoGmkXzWoCBWrwaf8dzKUoWj8ZXQ6dLyONh0kj2YJqiBHYWTC0aIZvfZS7PigQWvnFhjZ9JtyDpaJXjvT0B6MXdCMGWQfxeBSEflhR6Lp3SGd6FMyP0DAWjAbG7FQDEJQaHg8MQXryINhxAxdAH40MxRmTHgAtLKgI2vCM0zOjHcx2CV9WwncqD4KPr90PNFBomzLhGZ2TBFXnypioOx7IdIGYuwIF7QHdSWPgvQtosgbQOuoFGBPKUjjH2kZnHeNkyCaRr3ziENfKwxdQ5RGCRRoaVTb5JYMIabLKnHFRI3vTQHQupYj6UgbH+RCe4kcEZBmuN16yAZGgZYaMrBVFN8I/4k0N/qoAlWyMIkXMZr73PQ6RXo5iyzvCWDpiytEs0A2TLGjV+KWCp6l22E0CRKSvamo3YATU97pItEQxrO1ckeksj1VFBdn+lZJYEuOb2FrY4md+MWnGXIjDK7GdCtpD6Kog5K2Orn1hhP04fIQTNaxmuqNLMC2oJKMx3WkdyH8uTYaaiWPpO0sCIXSSjynG4Y8FmaJFH9t2iOIHj2B4FMpaJViywcHLqYjzAISyzE0AO5MPGUDG2lPMTPAXB248air7zcNGoUmbNshUUCJ1Yl0IECOiSAhRkLMTTLEO4ADYEVIgBYlh2MGc6NE6XUuQ3XDs9J6PHHj4uiyz4YGBKjLAFlUJ6C9yPWo2w9NL45HG1mmftl8nmIhN00fgRCioonZ5ne7xHYpaib2eoBbxsggUj7qcnoCE978I5Oc0CyIeRgLYGzdCZ/BkNi8mrtQMJSyFISwulTIh9RIVNNEDVEzo1SAzjpAgJNGk9xDwpGCiLUgKS+F35VwIKC+CUqQrTjFw3c2VfMmEuHoxLXbOkEkRJPkxfUNkkZWBWI7qUsTzelg8388wCgjJ7CR8mjQN5hHMiYAQVB+BrBVCy5GGNzG4LzRKwgMKWQ3LSAj1GQmocrFJR7S3yQpilqyK+USCmzFMrq9oQNrL0LjNaQJFvrpd9bCoaEqZqKL/O+lwNWcYw2XKexUXShrW6K55lNhdHOY2s/bJpuVL+ZaAVCSzYUzj5UTqWA8Ac1+A5zvqT4Bw0vUw7MKQg1Ifeq0GlAosYXrilGG4OjZAGoLPohgnzw362gyHzIOrDTghhIMzBaHHY9MIR2CxHWofw4STRAAT6Lh30pHYcveRqnZHcow+MfQeXQIgTEKqdsBkKZOwTVHgagFEIQbW7ENAgsyJPgBx1H0EQojsLZlLjRB9BQnLFng8n9j5oOIz2we4Kyc6viHw+HROM+rZNEYQiG2Q5p3SvrExPBAgl43tfBCvsT1JmYxgLKmzetC45BybmmkyeM+1JJidS4lkpRuRpyVTIpxJICHMvJ/cK4IzMEOFvZXNLm2Dik2bI4tTvC3BBCWTYhDIZLYKcKgBDno2qq7IALaFWEdz2W3lmASMzSvfmS2qqEvDYjqCFt/GbxirasQQqIzUUNpwR/lkU1ToqwlnwELPLRRla+ImR55fbrzrTf7HoSPDYWNFyDiSK3+VMfkU6Ifvfb/i/ML1qVXpBACjN5OwMdPNBxp7Z9CyzpqX29dr9Pexf28BGrprqcnmBgY0vEJ5bk48ECSs32e4LYmw5CDw7G2OhIi8G5BCFw7HX7u/hhXVDdaRG2UinTLPCAI7b18fzx3kFEuWplTC/4Oh0qd/hXMuCiliGzRiqA6KSAeizQiCqI6hMOBYSyxRry7zH7pmK4yibFwMsjh822O16Jt9dwyzU+WY2TpS6Pinuq46jbF0VkW3m6GDLgJ/82ggxBjYu4oDIdiPAOAgbh6Nw8c0YYYGQpz1lnkakJ07IWgFLYRlfbeoFx2uabKU/AXnbbEbRdgJO7Tcm/JamCf0b9TyU9+rAa2S9Jm6+ZcF3OzmzmbL9u8txWQe1nJBp3rhaZ1vmPXavcvW4y2cMbBn4TkdqWTLxXsdC+R5QvlJ+tyk6ISuBHiBNmIO6rK8WebbFF8oceHXUqa0q68BrXPBRdUJW6ScSXZZGrT/ZPg7DAyptUC2zyc/LT1qDU7ZOnJAdNt2+cQZu1arQGx2AHoN6Pq6EhGsXdx1c/hjwzZd7dYgFBKGtDrIoOcwCgHP/1wweOHMhS08NM+O2UcFynglv+jHhm6cjaiKiDUaTdjB42cXA0VDRMa58osHXT6PgvIskLwgaDGL0e+FXnHWd9/0ZfO+1B9EjH5x4xaUce/BVY7Qqr3l4Db4bHXgNml7YleKBpiEMhz3wMNouDAnwhKt2LwQHR7KUINs2PeCacA8mtUl4C83h6zQLEOvskAnqJIp78bk4guoB2/YewvaNM+HQnggE85k3Mulx1e55bN88kze8hLHLNE3I15UHDuL2/mzIe0NwDbKZYQka3oI5fINnCxCURqwtl/ieu2J+DrdPpW+IARoiaXosA+CQxp3DWa1D1ag0CHXrOdZteK5Ol0oSPm3LQsZBWFG2UWYBF2+Yw717izTMeyo0PZ1OyyyINM8u3jCHe56fTWFkF4Yth0vfXrJmDt88tIgTsviN1MGlbg7fQHTgpe0U+pN1cCZxXHFoDretWq3Ps3xnYUMc2/Ydwq0bViEz9y7Ch+sQ/qpn57F9y0yBMHPgazVs6tBu/aqWgM3RURoj2/bH8ISQL5eSUZ89cu0YVz01wK0nTmk0LIW26ZjJz1W757F900yWR11qlCU/40ztyoPREZyZeKghsqdMOyfaujf35/DNhdl8aZXTuAhxsMZ18YbQv1szdNjJTqqmi7YYp2WtOg0XNq4LTz6I7+xaneKz1AE0Lth6EN/dlTsuy/oS0jWDcOGJyUlYNo7lu2Lsvj46IWvVa6ybzGEbgPO3RkdqFJ2QvWPihOzwiU0LeQ7MC6TMx8WlEHIeYQdCaORhPLdAPKJ6Zj3DQjQEzISFYQ/S4iLAPVMU0C7116ghaHwQ3KoV8DmwCJ4zATixswj2A64frUllqykcfEzPOUbjw3KIj8stPed1+ca6HBdbj2H0ACq7SRKoCMsxvnHgJmpgzK4KmA6sxo+Z2p5UMIIB9KJwlK18EeAxEJal9Kjs0Eaqro5p58wZqS0zlE7AsJzmxk+KZZAs/0zZbgtJQ8dvvKDouyG3YaAURspFaRCLwScZgZeAmMmLFFEcItk/tQvhrI5rNhYSkVQZTLYkj+p/wlRjdc25RpxfdwXr/NakldtY2PtoOif5JbQM8GQpxPYam/XWt0Cyqyi+lfpQmwtNI2kZkY0dk458IQKyONo6W7PpqiyNmDsDZWXUjKNdCeXnXPkGxTWAFoq2/TnrUJyHNcs49qCrdhqmk7cKtDgxIVv2EGCXFaEMX9QNA7ndRZGHLLvSfzry+WLYKIxNtW5i8prGCLfrmTuul4FWJrCIwi+4Uo7gAmT6mAMTw0WJLQdbZVvSxLDLczh+gQK4UC+cAixiizGSIWbarhmAwjAaGepzAROM4HHTOLtSRszBTsTH4669C55AxXFXsL0gBTWDpoeGg3GnajliZOGcjQAexLZiYdgLYCKCCnU37lP+MkGYbeHMQUY22/ZJKAcUB7ALnEjsJwLPkvg5XYsmRARzC1zkoIGGeR4zQFIbSPKd3c1iGFE2gKcAN0zPLLNTB0cUbVxkdsikW1TFe6loTKgxIMKWywIOzRNnmgvK8pwKFng+tZiq1IN+Z2WDqQud9ZdaegMAymet6/K+xv1LMGNACut/qiMHE36kfOW8jQADLqDwJX3jTXipe5WrpIkqVlBBalCaZESy3hIClQLVsESr/ozUqNVHabBSvrYlFQnb2j3UzpaCIwviqfKbEFhMIu2rqBbP1E93rivfoQAHiO1oV/cF65XggvL0DleuLiW/i9IosFcJ17JViu8yDY3l0bYfyzXwogCjFQksqCGdUXDRmjoXIejhSFyAAQBAE20Z4uzfueRzRNx7A9AwQNiK2piljfDXBIdoMX7oe+QaAUAPjgITuAm2D+Qp+gNhcFwqYQ7gwlPyVxIO1CL04vHXucYibo2NyzVqvKmAwsE3FLd7UsqXOQMCFjww2mCiMDy0xnIhE4a7CODgCBR8PAQrHqrV+pNC6MCJ7TuI4I5TEpnHxq5BWeY5Co2MV/cDsOCOvEi5mBCNg8N7501Y0Y7IclFJvaJOLahg8xc1GCJzdOKoEs+U1/RvAMkA1WS/dWO1IKZs9ln5SSev6gJ0tv7Ms1SW8CCVywh0jn3Fnn1iomPkN6qNMn2BGMEhHoebtsYiMXEBIohhM1lr+mB53HXiN4tUkkZoABVsImPQONKirCypqJrZnQVHiqKAClrS8LXGyNrFFs3GQnFXEJlkzC8VSZbxJOvqPC81zcVYpA1r7yvXLzZVqrrEeTasFr/UVnDRPayt1jLRygQWIhiJDQNIPZ8RhYHcR2Dh4yFLKSJWuwzn40mQDAyHxnMqoBMCz2nG71ULETQPAiSsUaQe5FQuejNUk8GOk4CJW6LE1bgzLsf12HI5kyNGFZZqkI4gj3lo4hJII2dBRACh50HYMyBUuJERdMi0FdmsD0Y4CXOPa9vh9EMALp6AyFKBSQiyg1rhK3HKh6TjCo2FHBOuth3yvJF8U1pWsPYMlr9LM0wjzfbLrBghmXYYADQF9AapOVUNz3kdWUEvmgwLciD5s6DClJ98jiHsGi6Bs/RbJ3VaEiCWfd8hs4pndlWoFnXrc/neAKO24CuWRUzaRADHpSkBc2U2rUAiTuEh38gyCKITPCPYEqAo47I6ybw+ZBdXfZpeVEwp3JdCLXCwCFWxgPmYi3BGA5Idl76U/JXpV5K2yxkjayBhuiywAAcbT7ZEYsHF4ZLwDMNXyndjxbHEJhbSVsoQGlp9T3/jwGprKzjnmctMKxJYpMqkZAimU8pU4exJ28BbQMB5i1LUDgSg3GSgIVECDWo3wSE8DwtAYW0ARIAD+eTAJwaLuKQi51SQCGoIqGEMmp6qyQM/5ExzUdvm2tgDpjylZZnsZM2g7lehLLNvK6QF+BSzbxGQkLVuAQ1AABhS+U7ajFTAVKfHUQMgYMcNoAOQEfNLiEsvSEZrBuxQxVAyOxvCAE4aGsFkW9o8swCV+gANjLCStuBUL5rf2LbOGGeS56wOs0R9Ck+ejQQ0siqer6Fr39IOdu1fBKiGSWMk+2YxsvHVwpu8iwDP6tCAi1xeVsCF9DGpc0pdRAWQBXqSJ5dVU3FNCsK0TxmgofnRdAu0Uwi9ssxd/XekdCqm6uVJl0uiluonS0gfk3Secnklywubz8yAM8H10DibhI2zAEf6uWnTDKVKMlL/nPfrTPPMyADi4ZAFIy1gMipO2yXGaaoa6CirunZdUHXZQ38rW9SXmVYksFDhZ5gu+ai5iMyUBd7GJQK7QwNqRBiWIcDBXkMMNZtG0QoUUMi9zMhlWSUuayip7QKlw5siY6aYDjjkQWaUqkUIR4aGaBi6k4ThMWysj4Ew7GTnCxjJpwaHkShl1j8LKqxPjVIbEe0sckvtJKhVwyFGjC59n/Ev2/GFR4hNQ0VbkQkYEb4DsXHIgQg5gHuhfkpersAiAxic5w8UNSIMneHa/IjwsYwQiDs5DMM2jLRMhyntsFFmUNpbcAQbxkaDGhMuSr3E2DibodeEvs0Xya4czutbbGHGJum/yMssdaSAoGB0CnBa8joe9CaaLCufGLnmwoA8ybtEJOCikq0ELgSMWxlsBFUZ3oi0+Jx0FxgIyOwbpAIyipJQb430qAGTUVikIvvt5+3PTNqMpBG1eWFK502UaxJlVChODNW+bbIYu1Zm71C0W5aMBQrcvs+7agEuyoKPAzYYEJ3U4QjgrC8s8XvqSLC19FaUwwII5ROWZ1h+fRj5Goc6Nk+PRzfeeCOICP/oH/2jzjB33nkn3vSmN2Hz5s1YvXo1zjzzTPzu7/5uK9zevXtx7bXX4uSTT8aqVavw6le/Gn/xF3+h71/2spcFVX/xd+211y453+psSgRgE7cdRkFvkRwz0AyCjYGCCiNgWXZKRBsEZoCHDn4YdlH4YXjHQxefp29UKJv40nXIl/zaPzDysGKbwQgGnfqXtA7N0GE4dGiGLlvmaBo55dMl40xAbSo4/sE7ddilNipyqiZgZvdpV0UGJlTDYcIbjUApzBMACQaP5INNg3znhvG+ib/DoKFwAwpLIIhbRmP7ugGhtxB+aZgMJl2T8xrX0lYEQe1sOsPQMahJ927AcEMOgn0Y/tyQ43bSmA+k/Dr7nf7F5wOgNwhpuCHDGbBg7SvsMpSLAtA1IQ+u4ZjnmCer7TBaDxfzqX8Dk6YBVvKHgkEt9pcxM88RIOXxZJotIBt/dsYFmHvkDL86MzP9r2UzU/yW31o/N2DK46mF12sDAvQ5ZfeZRtJS7VlJBVhdskzg4por17XwFrnFfJDcW5BDJkwZlfm2RRbw2mfxN8uGDVu5z5Yiy8Pryrg7KrDjqzZVvs/6/xjUmZZWLVf7Cpnrsh0tqCgnIjDjIPtbRjpsjcW3v/1t/OEf/iHOOeeckeHWrFmDD33oQzjnnHOwZs0a3HnnnfjABz6ANWvW4B/8g38AAFhYWMBb3/pWnHDCCfjSl76EU089FY8//jjWrl2bpdc0ycLt4Ycfxlvf+la84x3vWHLeVRUPxEHOCf0Jwzb2DnJKJwNtg0pG0EDEo8HBBD/sGP0l45HfbMsmGcZGmTAOBmpxliYalmwqEKOP+ZGZOnMDP5S1kdC52EWDU8kO210fDD8UQJGXuQQV9gyGKlgwTDoTNmI0aNXsZnIjjCuttUdAE0eUAJhaHQuit7s6VBgR1OspudAZZJbTNjhNuy+oMfmBCOWyY8VkDIMj4jCDjg1IQ9bvy9mzFZo6U1dnbalsCbRF8CAggKFgyMYj2x6JjH1FjNOWQXeUEHTHEjMFr77RPoVsuDGoK7y4ahYFudo7GIZcs6XQGS7sQ4kztUHtOutfMR0GkuZC4pfha74Dyym2rOWStrb5KVXQrMOO8m8zaWIzZirOllElZRlwEeoKzkjGpFkYQtJaRLHGssxLhcQ0dWJZns0uONt2a7CgNoRoAC1IAMXnhGrdRJaQOCAX90CeJ4mGUzEkrpGAqrim2rPFvs8+tJmpXNtvDa9RTTXy72pNW4IK5S3ePAcCP5LwtTwfAR0WsDhw4ACuueYa/NEf/RH+xb/4FyPDnnfeeTjvvPP0/mUvexm+/OUv44477lBg8bnPfQ7PPfcc7rrrLkxNhUNZXvrSl2bxHH/88dn9pz/9aZxxxhm47LLLll4Aj6AJkM5vDdRE+DfQntpaqhBhCxSDIfbsxiiCysbSRqX02wB6oAzStcyY0pZAo0T1UBCivEYHZ1wyUZsEgh+6pArspeWS4FU0hpGlHnjw0GVlzY7rNjYWmmfRVhQz4nK2qDsbGmT6MjG4Uy2OWPhTupcZYRBWaA9ImMHUQ1g6SbJSw/teNK/QCgHgCG4BbXAR753McE39uyFMnRuhF+8lehUiPgnybOYt14ykenfJELZVNo+olUDQjjThPgCRYv1UCx5vKT2XpRONO+4sYSKgFwpm1dmto8y18VAnyt+XDLhIIUVj2oztRcyzBQchXo6ggFI6JagAdOeIhMmWTJB+JSzMve5icgVAMEXNiudNZmP/tXVS2zViKiWvP3lxuPYUtbi7npUCD4AsDZNkypkGZYCyD8g0ThswWTfwqb5D52qdfZGSz8aVsjtK9V6CCtvX0mbXJVINXBTRVCc3y0UleImJle4LUph8Z5j8huvyaPp02FfGL5aJDmsp5Nprr8Xb3/52XHXVVUv+9v7778ddd92VAYI///M/xxvf+EZce+21OPHEE3HWWWfhd37ndzINhaWFhQX8p//0n/C+970vR8MFzc/PY9++fdkfkAsP7f8ySKLqHUMKqn8gLVPIM7ssYf+GkUvZ783WTL03SxxAFNSNSdsYQOaCjsyMn9J3Q/nOpD10Jk8AdHcH1FeKb8LSiCybyJJOCJ+XFQ2KZZCYH921YMCGCj+0QIUCEaOSqy6HmG9dTMPpckc7rLyjuFwhQlzDy7tsKQJwC0BvPjzvLdg4uchXvmRAjLBsEJceZPnB5kX+epIHDte9hWIZxyw56FLMMPRHm1eK2omQh5inCDJCX46/ZunCNe0/Wa7RpRZZutF6Z20rpyCGFbS4sg6b/K+1E6gCLnPmxy1Gp0sPJpzGx0X8Jp7WDpniu3wXUwpT9tEsDSCBylFLISa8gmD5jpEvibSIzHNzbZcaDouonV6XECmFZCyD/FrgR6iAADL5NddsyyBAu1YmAYBAnOxxvrwB5Pddf7bYVZDWmfR4ArYW5ggFc03rUWpbU5/j6l85UUl9k7NndozIZHG5gcWSfYXcfPPN+Jf/8l/i29/+NlatWoXLL78c5557Lv7tv/23I7879dRT8cwzz2A4HOKGG27AJz7xCX135pln4tFHH8U111yDf/gP/yEeeeQRXHvttfjIRz6Cf/pP/2krrv/yX/4L3v3ud+Oxxx7D1q1bO9O84YYb8KlPfar1/L0f/Xj0FVIcKd0aJMZHRWF7kZH5LjvDfxTFOLYMG/WzkSFKc52phin5LrB8qJYXuQ95Kv1sFGFN2bYsxHP/Kx2bynsGNrPHs+i1GS0q12Bs7Jsz/Cn+KxlBvJakNrnoE6KW50pxxK9Ata0qcWzqSZ44Fxpol4kBbFhdOfO/i2J6G2aKb8q24rytM78CkrDNT5Y3xro1HvsOuMWZZAyw9jiP/QfSSbDyXRoLlJh9/F2/usHzB8coN5l6OthrV3lHn10/0+HvpKgriaPlu4QqHxWydVM/9o0iWFe+NlET+ncr/lzoSx1t8YVPmI6+LZT8eHBnGM1gjGjLIPkvaYWpkPKZUQK25GPWf0mWr3YiW+Y5hc/4BuXP4vWWYaqjkqdkSZil480I7VAVuDaLZkw/NzTh5UXJz+J1zVdI2dyWNqwKfbukKosSHlDzFTKCWjygRiZfWfiKTCnrbt2aBvteCOrhl5123LL5ClkSsHj88cdx4YUX4i//8i/xute9DgDGBhY7duzAgQMHcM899+CjH/0oPvvZz+Jd73oXAOCVr3wlDh06hB07dqAXO9u/+Tf/Bv/qX/0r7Nq1qxXX1Vdfjenpafz3//7fR6Y5Pz+P+fl5vd+3bx9OO+00nPHR30FvZlXYGdBjcB/wfUHXSD4qXDj3f/ummaRJKGcdiqDD99v2Hwp+M6oItPiWgW0vHMRts6vjTJ5ytKl2CnJKaEDyly/M4WurZ/UZUCB4IO2EIGDb89HPBsH42kCaXTDMzAS46tmF4FdADdbCO7WpyDQNhMv8HO7ws7mGwhhaphlgmNFfvGEO3342+MxQYOcQVNmyBdDlZbpk9Ry+OW98TlSEfqpo4JLZOdy9f1aXXljASw9pyyGn/L1x3Qu497nZNIM1s3cnGgzDl84/7RDue3xVEsbSFyyx5D/sPjn/lHguv7w2R3bLsoRoz+GA815yCPf9dHUu+OWALKOhEE3J2a+Yx8Pfnw6zF/EjIpmoAM7XvnaIh78/ldacY1AmAvfEtoI0rwBw7svn8cCjM7Db+bJfztvtPFtPEr+j1sxTfi846SC+81Th+wN5GmzSvGhz9EVSiUvCsC0/AW9YO4e7Dxj/C6VfF9P32AGX9ubwDT+bxloxGdEZeXx2+WAOt8/Y/s15Oi4Pf9XewGOyMRn5j3Y6a9sVx+j2DTMQrUjOV6gl+688cDDwJanHrH649eyq5+axffN0zitifijmT06PBROu3DXArSdMx0P+kPETubbn3mzbdwi3Hbda+UoYA4m3JH4Tyk4MvIXncAfPtjVKwi85f648QN4ZG4NSawYOfja+/XTuW6SmCZBr9bMB876g0hj1/FMO4rs7c18howDDBVtj+FGAEClfF0ieVIaYc45ES2zq45yfm8dDjwQfL7/53jPxrnf+4shkxJHnsjoh++53v4unn34aF1xwgT5rmgbf+MY38NnPfhbz8/MKDEo6/fTTAQBnn302nnrqKdxwww0KLE4++WRMTU1l37761a/Gk08+iYWFBUxPT+vzn/zkJ9i+fTu+/OUvL5rfmZkZzMzMtJ5nKlIPcAMQglAjBLAR3HfHjqjLE2kXhBpzEecHNkl4IYsW5d4wADB0SUQHibFPcLI0IZu1pWNbXxsSubOHH+V5oEEon4CTEMgw3ALwpAFLaXC3ljeosLFAthySlUc6uI98KtpYEBtB7zitezPlhzMx0nZTpPqhMt+REZJN1wN6MJQYbQJpuUPqWpYl2Hzn83BkDH17w9QeXNalzZBLJzlmakjpL1IWL9soocaEbsg5c+Iif3YZRMokOzjEZiLrhJSEIsflDW1zDu97eVoMJDsfjjtdjJq6JKK8PsQ+JbwM+RHbntppmVLHZI0eYveX+OWZyLwyDgU4DN1SDWl/ESzhVvug2PjocJOj53upjZiQ7C1U6IZI1E7I9IFQb3Hbppc4SU/11eo585x0AAAwmElEQVSz41gyttQzrmM8nZ9o5RThq0acHd8j2lv4ONkh0gP34ILgQjyiX+3QYmO0DDnlrbJOzvhoDbTae9s9iiym52SbPtpa1PqLCZ9NUjrrwXyyWPiCdIzb+Fq8Y3SaXfFKWLWrMPwlHf5nniPcLzctCVhs27YNDz30UPbs13/913HmmWfi+uuv7wQVJTFzpkl405vehD/5kz+B9x7OhZH5wx/+ECeffHIGKgDgpptuwgknnIC3v/3tS8l6kQEoqCAQHFhdUgSGTulESBH8LWCB0IHF14gReNnxzKYHtVR4QhZFqsDMzzEIsyXK04h5EKEFe1aFST7EE0BAAEFQAayDFGbPOafwGahQLQRleaCYhgo9+2eFuymPzjbMcdf66xA7f1rXlbV924Z2BqIC3qU4s10dsX05CnkgPHdmnT3YQViNAFTLIls+07kGYWtmpZkTRQmnx7OzbJnNO0Cyi0jVwD1pf2NQiZS/lDcBbAwwwzU+aiu4LWQsEBDwNZSKi+lIe0Rhag0c9QTUeCplzUBLAYVLbUNDTuVyFHfmxBmvGBjLnx0HERAoIIQJI0BDxkulT7d+gSAMwakNokYGZX8sfi2YUE1TrJcAjuK+D9MfrawQQZzquJBgBvjkHxcdi/Nn7W5HKdqWvIhxc/EISFrR6ncSb5Ls1uTWGhNSBI5JDWYku0PaIQXkhpwo6lSSE3AnWRMgKPVuxgwhXWgVkHluny0VsOU1ofG1QEUL/XbEUQMXtfg6ngHp++x9B6hIEztO/BeGfy4zLQlYrF27FmeddVb2bM2aNdi8ebM+/9jHPoYnnngCn//85wEAv//7v4+XvOQlOPPMMwGEcy0+85nP4LrrrtM4PvjBD+Lf/bt/h4985CO47rrr8Mgjj+B3fud38OEPfzhLy3uPm266CX/v7/099PuHf7aXqrp1jEWGSazMKswuInNfMLMcKwQDL8+Pl2bo0oHc23QzMmllqjl7NHaTwurgQzphkh3aVvq2rPG5G8qsKamhg8qXo5CJdaBaFKSdJzEfLi592J0eIoTyI6btdXF+gpaZVVCpJsUHZgEtjzmcJxoapjow6cd6E8DAMbzUn+zeEKEgKulyW6wTYVws3WTaARXkSEK5YFRWVa99IubXDWUw50JFNA/B54s5JjrWhTzJzoDwCezo90NW4009zteerw3zjBk0DEhZ0hWBTgg7hIgY3IsFJE7p2rOdbR8n1nGj7dZYZhsGkD1ePQgTo0lS7Yj9NUKPEA9/g7ZXBipEltkxYZ9ZoOBjuUWgwaTpUhGlDdnkj03Y8GMO1JIwCjwAPSxL+qvpI9lBWiLEPaE8HbZFbN6xYQM1AQW0d5CZOq2DGi4iSDccNVwklWYlZRl3CTZsO5lwYWtrei8NoMtZcZxr+5XggvKi6Tc6RlMZtdi23mCyuQhZ3tSi7LjPju9Htam9tve2ist38lqMNUVLUYIKTnkOfGmMwi6Rlv3kzV27duGxxx7Te+89Pvaxj2HHjh3o9/s444wz8OlPfxof+MAHNMxpp52Gv/zLv8Q//sf/GOeccw5OOeUUfOQjH8H111+fxb19+3Y89thjeN/73ndkmRTGgrxDljMycR6le/3ZNKZ8bNX1Eka0CTC/ZlDqQIrxhfhJ8yXPM+t6Y4sAQtBOOCTVfJGGJdE2wFEU4olLqpbC5p+hnkHVRiJqPazNhL4vnGWVB2Jlf00qP8lx3VFlqrMUaY9Wnsy3pm6TSi+VV9otWy4gZOv7Fjyk7aMWCIWB6BrWAeqGSWirxsK0S009m85FYJ29Z8taDAUt2qcaKUPOBEWNmcAIK7BQoCCHUNkKLDIku6Dc0KvGjYiCTYXM4iUvDFV3U8yTXV7JmXLys6F9rJFkw1KXgDsiRNCCqEY3fc5GLEJIshX7jtS1AgsTVnFP8VzznIERqXcK9S5aL28+LTQWGrUFEBTKL8styl8iYGYZb3ECk4EJuc8QDMy21fY4zcjyG3tdjKN0/rUJJ+1kxl/6pgyI1j2bvqzRSZ6lXc3n2ncywGH4MJCBPAUFGcMuiqTpGt5QiwupOstwrYFbUkWQV0HF4dI4UdXCsMm6lSEGVFh5Y3eJQPg1eLz0x6QjBha33357dv8f/+N/zO6vu+66TDvRRW984xtxzz33jAzztre9DUvcxFIlKxS1X2UHNVESBJYx6iysgLuiNgVSeJtNgjmjIj7QhjVnREgaxew/pJniSGc6hLg6x4MWjjLNR+LQ5llZN8OUh+yIbp/KqGq2fronhvF0WmgrzOFNVtsAEqNFqjuPinlsHUglA8oICTL1HHyFsAIMAGqUyzas5H3YVhdmWgHRDESg4gZhqsTG1qVrkiLq86QVsZInxY9YHj3xc+g1mDJCTnlCBizSM8gWNIR6hbmSeg5lFmBB0btnQBOBYXMSbNKPmEEDH2Ms+pEK6QhODHgL9cMRvIQwvhclWTyzg8nUf6xMKwCyquUkbFxjgIyMX5h7GOGkebLhoctvIsytkLN9jZG+TWAixa1/TTjuP5tVR3ChvCfaW7QElkeoP5/qPe9MsXgF2KhyAiuMY/OwBRcmvlDlljelmFMESGBDK0QARhYygYry10YLpCWRmNfsPAvOw1pAYbOTgQROLE7tZEy4oJnj/FkWYbsayRRfBbRQ0TczxY3JSx2YtNNalFpjgfM8Cl+220xlCzkM75AxqZOQw8lMnVakr5BkxIJUl1xhEJFb0ZBSx7W/iGHY9mQ5IdKGQet7Mh3Zgod8SQQJTMB0aoL6nGjxkpJfxNlXOLKcM/SO8nvD9Jy4HLcalIoWwn5jlz+C4SkywKEdHQISAqMR63k9pbLCHxWwaeHSkgQYaQYcmYbMrDNAI83VI5WBcjS3CKjMfsEIal0SaZLGIgEBo76tUFDzR8E/jALfI8xPZUlCNBZAMGx0sRzDBAsQ69ACCL1vfAR1PoGLyGnVeDHOStS2gR0QNRxwYm0EEPuQhyikRZsX1s6D1sb0sHDlQpjQORlZXx9yzsijxsJxWDbhHqJHW6Q+F7l91peNPMv6xTDFmRpW+koEOIQEPmxfcumZAs6orlehxCZP8c9qNLNnMU4CwlKSQ1DvI5VRjDcFXNiqVK2FLXDemcrulQOBpcgIG6YmULP7DnBR5I3LBhIwIUsgJbiwUeuvMGNTpwUQyPKXWG+IQpZKUra031vQIknZOJZMXMnPYvGNaJtyeYQqz1IcBlDYtveJTwjPyOwudHeI4SXLTCsSWKhAAjItQGZICCjjcUa4ZwNXuR5l95mWAaZj2Htp9D7Sbgcu3lmNhaV4qqRVG0r8lhEHARLScIwgrKRco4iThiMZ/5hrRqaxCEIZ2klrwCPboiqdWUa2MHAqtiEKEbIBYDVOuvSus0gR9hG8SH4sT5R4pM6aBERSvbP5lo0WIQptBmjQJMGrVUcpIcm+zLyZw9KDpMsMgqQjYABxdhe4oBuYDmDV5rKllEMZNU9ivMmMfBoWvxfOKir7JgILHwVp1DQEjYP8If36WG5AOyC7dCRzAofi4C2WOXtPCfDGWbzvGR8zrXPxuKPLkgLCoAmgDEDE3BmbIpE8sR9GQaOAQqIUjaAR/DU7DgW05jcDR3b93wARZii4SMzfnuhZ2Ft0SSLLK2wNGT6TyX9pg8gcgmziziSS8XRXXqRfmb8a+rNgwkQlNl9Aurb2EwASCKD0sQUXwnYZyO0tJDnlLYYnchinnadxjqjyxKM5FbMIW9rPZLKii4oqy5ZYKlr6UqZY2ZEAA4oJkuFlOrlB4jtdZT4MWpHAIhuQVDyzoEL4agEUSqScdUQ7y6mlidQBwFD7BBvOzsTLd9mMS5K3CNwE1+sekr0GEuPNJiD2A5fCZ7YU0nmt1kKFgdlNgRQmO8PCqOCCrUXyE8CxYpJqmVpW0/lx2JzlKWgikIwSGWm2bwaYlt+0g578ODRAohyMkp7nqB0ISwIqfGP9UWwQ2xZqtxDrKdRP0jao9sPsVFDj2UFLymbAIuQzqa8EWEDe204u6clSBTtgMExpiuaNxHAzgQoxcCSmZAsicYvKPgMhQYujyy1SIWLnI/UUt8SKE1V4AV9F47copmHHSBSStg1UI0H5e7LMlAmIWhMV/rJrJQ6szMZCfo3QUlsLE0cCF1FzYQCtLoPA5ENeAgUioNTJbVitFiqEuxE8JVkeEusJDGS2HSasCukyLWtE0oq7Ai60/illjsz30vW0CzLgSCcMSZMcAkg31u9M9PrO8OdMU1tUbTZWTfZK6tYcmLqKcYb8hAyNwimteC1gkXhNu5Zp23AW6NhlXJiJkfI1yz/FkH4ZaUUCCyswVTDZvXNk/mTXBdBqXLt+pwOacmPPLN2SIUj6opY1nchqB5RhyG6GWIYSCGWd0aY7FfNkB5gtq3wvZegnw8daXnLtRXiY2VzYb0wH1zwDSdArg5KCSZ44K5NqFOQ+0ySEb7wP4ELSUHsGRjLghKkDRgIhDLiBFfbIAEWY2cfwEq9oH+wySBygSZsU7RZ8EMCZcaWY6Is9hNVYAEGIDzjViQoNVlCh3zID3AeGTdRg+LT840puGtPgHmgYOjf3onFL3P5Jqq2IyzICRoBseQ7ggolTXh9aZgRBIX1DSM88SEAkGMVWOKlhfnoolbQth7oWQaEgVfqW1Uhy6N/lmFeDT5iwFrxQ8Re/y3d+xMfe8Ae1sQh9QOVvBBc6riLQkqUUwG4BLUCFXFcEDxXX2Ro/Ic+o9Kn4gPUj885LvbL5tohA88jmfZERtRtJ4dS+Qm1cKK/XSn1LJuzGCwYyjUXWPkhJZvHa+hiX4pgrAYVeS59D+dDkyVCSCZy3o43XjLdWFDZ8qamIoCKb0OmOMaSMCh8Ztw7GoBULLFRQAtlaataBCaGGvOnPljgF1XcdQKQL7RKHZQRFygWzsJqL/IyGGMc4kzuGLreoqhj5d9ng6InhYyUfbDqppC+duchvZgTZIFuW0HgIKGcxyrJESMMsVaDIlwgVBzik9elsaUPCWYNJqSsdkNEIsrRhsEsMMgBl5tnYEW8ZIpnHSVATE2ihQVj+kIJQMrY0diBB4PaCNkLbJjE0BSYKMhjwDhg0UYPByqj1sDTL8YQDNnE5J75nAyhC27igEnex47BLgMrGZYAFmToQzVHi9i4xNUfJnkQGEecA0gpClvqKyaWlFmMkSakpWJd1NILUfzyHcjHAzKEbO7LJhfEm7eRzIacqe1kKgXlvxmcnuIhdPhP6soQUwUVo53SYVk2Wl0sgrclLynJ6PkKYkvlfhmmddUFFWJZ7+dCMa/uR1mNoTz0TwwINpPcCBjQGCy6KatFDziyPk+aXtpE2FO1mfK45pTxSy99L1tmSCzF+RuoX2l9t/9PwrEXtbL+OtgrxcC4zgLZ22PKxbEJifpeZluwr5G8zyXGk/8f/+XFMz6xKQ6AG1eKzjeKjIn/cSZtseFuzHYNZzrOvAXyNxAxipujrYGjO2UcuL8t0N5rwrZFR+UbzlOWFq2HBwMbpBnvne9mzbDCy+YaB9bMN9r3QSyOtVantWtYz7Svpq5Axn66brfjNECO6VuzAurWM/fsMh6kMfpg2OW4j4cCzPj3r6hgGZBy3iXDguY7hVg5Donb4MoxtFwaO2+JwYHdj6lrqtwYsgOO29HHgmWEeRoQFmYCmbMdtcjjwnAUW1C67+fa4jcCBPeaZLFHYb0wdrV3H2Le/iJBaFyn82tDOeXwmLLX7xvpVxt+J4A0JR/kzIPojGfbyOGtZis83uQbPcTv+HL2nfIlvkRbgr9VrTDjzFWKHUUf3Ev9CJgcjqQxfzY951vIt0hU+Jr5lwScfTDZDpfA191t8g2cp5zOtRMzY3USRF3Ne9RlfMohi41T0FTIiD/Z+KX5zhLJvRgAG+WzdbIN9c71W0FbVxgDrZgOfbC2vSP6L52vXA/v3htuXvHwdTjlleXyFrEiNxbf3z6J3KJ2br9bkRkjIXvs3rZ7DXYdmYWchLTJS/ZLZOdx1cLY9UGAa1WhA3rh2Dvfsmy0Qco5C1ZgpjsM3rJ/DvftmkcPsPD+2OG/YcBD3HJitaipa5WDgkpgnq1rLymG1FwxctGUO33lazvBP30je9awIDu/Pfdk8HvzRtC5P2N2viVdQlrGzX8l46AfTWcHSFiqk2Wl8f/arFvDX35tqo3ZRtxrhQAy85nVD/K/7xLbBF5bVrH/y7FWX9PCDOwZh6QFIywQ1ihqAV106hR/cOcjj1Nk+xbWc1Alfddk0fvCNhaKNzLKJajDC7yu3zeKHtxwIzyUuawNiDTod4ZVvW4sffnVfvHfxT8LHfLmw3UZ2iLzqLZU8tYw8U5qvuqSHH9zVhNlhj8JyCJlf/QZgIrzmvAb/6696SWsjxa6BTwJee9YAfx39nSRj0nAtvk7YIfg+odAfz33pITzw6Ko0zqNfFN9D2qUifMEBr980h3v3zqYD2MyynYIRyaMLPOCb88G3CMcxqz5q5F62PTvg8kHu+ycZMHNmIyLaAmLCtr3J14bVvoa+lXyFSL1deXAOt602PiqoVqeJrnzhIG5bs7oAWkZCS37i+6v2zGP7pml9F/7y8Cl/wFXPLGD75hnNrz2Mr8s/0RXzc/h6fzYDD1l5DWAgH3y83DmYzZdozcm/osmUe/FhZJdt05KC4WWR55z3ktiPhGdLFqQfWqAay68+hgx/z8BOwdPPPX0eD+xou6VIicU44tLyOT83j4d+MN1pK6Yai8gPX3Oex/e/E/J4yZtOxzvf9UvdnQJhcv4bv/EbI8MAKxRYUMNwvbDWqacEisAipC3e0vjDYuAC+UBB8UyW3qVDw4SNwjXdc9qHD/MdkDqejysgAmBkQNh4UflemR63joZu1YkBM7ql0HZcyY+1u7C/1p5Bl5ryLaF6HDXY7BJJqjjdkugsLAplsEZ6dpeGqNRbdeHZbO3kBCwAtbHIjScRlims4aO0VfYnifSCHUPT5AK81A4YoSk2ENaxkbYTIwcWRABPgQZDkyZaYCKVO+Zv2ADsg+FYCSykbATIYVQcl1pI4vAmPFHYEkXRxgIIeRoWBqXGFiNLLzQmMBjGJQAH7rlwLWsWGRgxTI+QbE4oU/jHNuTUL4bJ6FeO5Oe4/KEGqWYNOVuGg6j3ZVttrAMBEWXf1wig3ydBijTGRXEUXwtPYKDYHSJtD6jPDlkGgd0dEu41EvOXawRzB2T5DJXSQy7eWZI827JLXalED0Ag80OTrevEiDil15WWJJD5CilYgE1CU9EmTAeMa7IWAEn+2Xyv9+lMi0wThZROSty8s3WjY9Nkm1IYLsNbHhoL0lox6kg3y5vh12TikyWOElQo7yj4oU50lpFWJrDQgQyV1glMhHsZTGID0TkwNNLE78kAi3QQCdoC2YYvenFmKGnsKdTivPSbIZemQ1O8t+EpC1xJU9LJDC1TnnM7kMSg9ECt4p0yzWz2D0XPme2DrDeaNXvxeCrgxaJwOeGRiQyw4VT38WwHtY+INhSycyQNyiBMSO0TkHZUmDznwp3TDgwBBD05TEPKwqHBCJqm2mWoVsE0QKaxAOBXAQuDFD5rLANgOOWLm2GKW8K18iTPUjgVYEZbEQw2nYkn1svQeoNLAIHMPk9l9L4PGjYBdPRiXTsCOxeTCtdwiflrHVFHR42vZI3cDX3ceRODit0DI9lAWG0jmzMktM9GqWOvjaO8bIySveZ0L3Vkx4lo5GRcapPHEyvM9tQg9EIE+rwU3mV16HgkzU6rugyeCJ+0RGZBaVxXaj7UjwE/WT40wfixSvF2fhYl5QGmK5CJFrnQ1t0hBDWmzWxu5JqL+6w9u7OXga2SzPPyYDqyGYbh54ZfZd/beysrKmlmfDbjzch4re4CsVvR5a9LE38EtCKBhR00YUCzau4A5MwiCrRaHJlakEmBSGuGzina8pqAFrDIwIc394K+GdlOEktZOYAcHI2oj1Yc9vhsSd+AJJvHEH9SEQL2Hbd2lEDKLFqNhvPtlwSd/QbmmwSIDhRB3Fa7Icg/DhgNb7ZgttYeNd1e0A4YQ8rMyN0ORLkfNoBPuzDgfWokrUyvywlgBGNJnTn4fEuo99kMFczgoWwxKqZq0m5swInnpLHwPjB9XdqQ8DEtOS20kQ5acFQiMKVDXMiCkWET651SfEAsp+RW0pwOWpqeC9nuAWAH8g3gXNgi7INU5QhOFDSPsiqzFncRcAY/OJTvAIljq1TUJV81rDth1Hup1JPUkR1vFlzEbMhyh/pJQS489Dh+IB2qxQjbUGG0ek7GNwUDz2iIGLZe5zxJ4rZ8JBfueTj7rhR0LTJ2DyW0i6IyGJiWcehBWEhSviUxizyW76RbUTCu1fKOkPbhNcNuQ2UU8aEAERXeKVQCkEWJi19NOvRPFrQjYTi9y9qkFZ90lHaC+dJX6rOB/wtfE55tdohY3ilG6MusrQBWKLCwg1E0FVm/1c4NAIXALAY2IGMojW49QVEYhmEA8l3GCMxyiX3emv0L+jcC2mYL2bchMTluun3oUIVUQJkDr4xWIgMGwnwN401lZFBWhrQbxHZ4AR3JG2fq4PZYZ/Qd0npoGhQpvaRnzraLNpyfRMkcd1nIIGcFF/CUlikkrIaJkTOgU1+ZucdZP1sNgW2XCBgyoRzTZQssREjD1ANzACKtdjJ50u9D3ng4VJDDUeNAonUAoE6eeET8iFVETkEIUwINHG1QyuCt5SBbBooC0tYT+yg84jkZDgD3jMYC0Fmf4a4c0XJ2ToYTBB12wXDUPlAUUgbxGA2EnHwKyEmoDmROw0w7BlwEFnqGheTPnmUhg5e5NT7txF5v4xkXVvCLdsV6TQ4zcFIhVa7Lq+S0gsomJqGkm2A8kl0zIGP0HKtSt6eqqlfiL/ydjEQTY2dEmCy6sAZD+khR0TB1Zu6BHGhU7U1Ggi8Jkio1S6MVDeu1XQptLbEr30nPR56MaXms4d86qZO+XuWbSHxgmWlFAgsdwJyQqXZ/23FbAzhdZ4zDGn/GhmxpHZDHY+PWkz1tZzKIVuJjNbTIgUoGPGz6QDjRjpE5s0I2+zVxmLqxWzVTObg9EKQKxEDTHAJk48tOiWSolkJQtC5BlJ2858Ks2i49MPSQKvTidFFnl2nbKA18tINgBQBp3R4pPWYA/ZAHASGyLGG1FAjhxX6BBSTAhLdLD4iCS6bMnsFyIBVLWexySMH5reA3zCg5ruK05CH3g+DKlWWraRk+CnFJiH0pAU0bkA+gxHJm7+NSSPGJNfi0HNmCN/KguO9SjS3jKaMk1+wC+Ir1mJ2OaAWCVBTHZTAvx6BDtXq63TZw8wBSDGiAT9tciYGg45FxR/m5MXIomCx3iObB5s1MOoIwoPy9uWZh+D15EO45JsEMPVZdHMCVAjIH7+aZqZ6MLPYt37XlcVoujmBB8JntrmoXYvMA8Xxq8mETHSGwMzsLW2b5xnatsrxleTjxcwsgNL74PvSRSkSVR1S+L8N0FJGLm3LJqrYkYtuUy0ileoXnWd6aaSaQQAWn8Kq9UFDaVZGHRysSWLTUh/adPLM8ocJ7R+0QyT14IgEENmEETQKdhpj2ICrNm8u/aXXQaNSYgAVpnoRJJuvyPM0M7Iinz5J5tfof69KMdSveMkbVMyySoFFVnT0zAsg6uaiGiRGAgqLwuMwh5y7b/dlN0Gnr0oYAEzFetJELeQ5+M7xPQl+WJiwnNQMTjTGslN9SIwIkYcQeGA5SegJSYodTJq314A0QMWnEexZgYsrAjYSXYLIWAE0j5YcTMCnLGPPNPi7lIAEcHgx0xpoamYwRrUhjl9KQAcFSVvnGxdMVBRz2jAYi7UYJ5ZPordCKGg6x3mQLVmB2oCDds4xf1nphF8AxC6DgeM6FAevskAMPnYGk5LUuowZEMmrX/218ulRjlxEsSCGkg8VMuZNQEcHQ5gUw1SRLliiC2LAar4JuWz45CTfNqNNurjYqSQdu2dRMBZV5ra3PmDrIhi1Sl7BfMZIQpjKO4rvyXYvKrBT1mhEX720YaW8bVrW+RYMU4bL4y7wKH5K8Kc8XzQQUVFhAkTTQZpzrBKpdDYdLKxJY2IbsIm3HrgFb+1b4aTHQsyWNMk7T0XIEK+9s56Psm9ZMhc16rcg3ToI/Y0q2LIB2LMm/ePoMz0webHoaByuoELfiutYN5MabMf2gEUnWyaRaAok/hhc/A14OZootEw0zmaODL10vF81GDxg0UWORAIkKVJN3HaR2aSPTcBRcTYFFoS0w2gx9BhguyGAxxrTvYxg28YR8INlYZEzIpiUPAyhRDYQyHUGiQVoFGwARwmiXD0jxSkdpfOzbsY4HwyBelKOzggRSO4soKJnBTRP6i2OgFyMW4CE7QKwNR9MEqSuajKz+OYWV+yYAEVIjhVA+PXiLGeonJH7TAvOMUCfiLM6lWbeMKQXMOsgNWCEkI+MYXlMwxqQyUciWUCBAI7mcF9sNHWexjuyJo3YHiAINmG9KHiUgxrZtjSQei5ElXsmDy3lkCBSfmPjVqVpGIxKXVy70Q4rHelNW0FiXo743+VLjWQvWqIiD8j+ZzI+qphZZ3oWibkyg1q4wztsvZVz+ikjKdtblDc6/yUCEWQKxPA9oT7iWgVYksFD0XunvGa83TKIMWxoq2llGS0vBnAMBRiaYu+wf9AS1+I34LyDfsVSB2IksE4wCxNUMUE3+0wzILJ2kask6bBVoNWHbbPC3EYV+PLcAtg5EO2GPthbjzYYL1X6sZ1nu8AwSbUIU6pQZJ7JZxnBhW2TTJOEZGWNriUNAQTR8TGdESH4Mp1TBFQRmyquJy3v1C5F966MGQqeFXe1hlmHE2FOTMRXPRSNwUX8AOFokhtkuhSUDuxQiGg/LBQvGo7N6IGpFbIclfU/MuQ2FCPWmiUCNQN4lYEDeXKe+Qt7H7Ji21XxxASxcBI4ulCXaaiRBKO0lD4K9jms8mMOZFUF+ikqf4uGgRiUfxw8DZnkCZq1etosnMJ22sHM00oz3Pv0quLD+giRNmXrriZ1ShCTt0uQDia+YZrRAXnhEKbuqZMCUYFAtrxREhJY8Vx5UbkFF1MTJjaRtKrBIOyy7pLpX3gpk2001CbbPGNpXDU+GvTfRlpS0MPFTkspI4UeCjWIC1X6PSlvl9aXfcuoKrfbSNuZcxsh3KheMnDCG6cor2fDDkZ1iabQigUWYqcXrAuGSDSP1bGwWUjgzSh3l/cPXGzY35AyBdTmgQskRmB3EIYfqkMun+GX9UJ8JKufimORKfbTKJ2tztlxmMFhNSrLJCNoCOWI5CXEDKGQJZNik59rJOWkBLENgDgJEljbEDwZR8HGh7eXz+AbDJBwLWwRW7QingSUaC2aEnRWMTLhm+Ynxm/VgyQNbYGK5Wnyf+lZkbxVOycxglEK81naSvw52F7muZEXsDVTYZsafUh8Ac/lcLqMGQm0q0jjg7AwMUxY5x8K5sLXUgAmyB3P5mNGhB/U4hY3xZDMrOWCL+7HPRHuS6HNCjEIRx4wcS07xDHrZngyOSgqxdYjT+TCekvFm8oYq3B5meQARUMT2lKpTHhCbwWuIdE4GoMdQawvGg70I4ik2RZ1NYHyeRgtQaLvFj0TDkQ3qESRxO5NvAUbl0ogNb4GEyYGagNrxIi8tmXKq11N9FhkdEr9raSnMWM22lEpXtc8SgsjzQ6bMSHHVsltmXfLRFS5fRuesKaraplpTWd6s7W94LZtlj8x43fKmFFdnOodJK+pI7+effx4bNmzA7/2/n8Pq1bOLf8DAkz/dgZNOPX3sNLrCd43lXT/dgZO74ufWBQDCrid24ORTTq+8qwYvwi9OGr4SdW2w7HxiB7ZuPV3TLvlG+jZ09J1PPoqtJ73MCNfFaeeTP8HWk16KbCBqZgjlAN351E+w9cSXmoyU6WTSEjuffhxbTzitCNKdt53P/BRbjz+1/rLabsDO3T/F1i0d39TS+JmEPw1L4SiLp5H3kJ27TT2V4KcFhgg7nzbt1gJc7WR2PvlY7Bcj8kP57c5dj+Lkk0/P0zBypUx31xOP5uOnNgjM90/+dAdOOu30dnw1AQrgyZ/swEkvPX1kmJKe3LEDJ50+5phm4MlHd+Ckl3WEr6SxaPyC9+LtUzt24MTTTx8tdQ099Tc7cOIZp6Oz71W0GU/9TUwD3fw0fW/KPGLo2/snHwvtpvGbd6302PLVIsIR+dq1cwdO3prqdbHq2rnT8NYaFWnt3LkDW0+WMlQAQ8ELE18Fzr3wNTjjjJePzM++fftw2mmnYe/evVi/fn1nuBUFLH7605/itNNOWzzghCY0oQlNaEITqtLjjz+OU0/tnmCsKGDhvcfOnTuxdu1aUJfq+CgiQYePP/74SIcvxxKtxDIDK7PckzJPynys0rFaZmbG/v37sXXrVjhzPk5JK8rGwjk3EmUdrbRu3bpjqnOOQyuxzMDKLPekzCuDJmU+NmjUEohQN+SY0IQmNKEJTWhCE1oiTYDFhCY0oQlNaEITWjaaAIujmGZmZvDJT34SMzMz/39n5WdGK7HMwMos96TMK4MmZV55tKKMNyc0oQlNaEITmtCLSxONxYQmNKEJTWhCE1o2mgCLCU1oQhOa0IQmtGw0ARYTmtCEJjShCU1o2WgCLCY0oQlNaEITmtCy0QRYHAHdeOONuOiii7B27VqccMIJ+KVf+iX84Ac/yMJ8+ctfxtVXX40tW7aAiPDAAw+04rn88stBRNnfO9/5zizMnj178J73vAfr16/H+vXr8Z73vAd79+7Nwjz22GP4O3/n72DNmjXYsmULPvzhD2NhYSEL89BDD+Gyyy7D6tWrccopp+Cf/bN/hqXY7y5XmQHg7rvvxpVXXok1a9Zgw4YNuPzyy3Hw4MFjssyPPvpoq43l74tf/OIxWWYAePLJJ/Ge97wHJ510EtasWYPzzz8fX/rSl7Iwx1qZf/zjH+OXf/mXcfzxx2PdunX4tV/7NTz11FNHZZnHKfdgMMD111+Ps88+G2vWrMHWrVvx3ve+Fzt37szimZ+fx3XXXYctW7ZgzZo1+MVf/EX89Kc/PSrLvVxl/sM//ENcfvnlWLduHYioVZajqcw/U+IJHTZdffXVfNNNN/HDDz/MDzzwAL/97W/nl7zkJXzgwAEN8/nPf54/9alP8R/90R8xAL7//vtb8Vx22WX8/ve/n3ft2qV/e/fuzcL8/M//PJ911ll811138V133cVnnXUW/8Iv/IK+Hw6HfNZZZ/EVV1zB9913H99yyy28detW/tCHPqRhnn/+eT7xxBP5ne98Jz/00EP8Z3/2Z7x27Vr+zGc+8zMv81133cXr1q3jG2+8kR9++GH+4Q9/yF/84hf50KFDx2SZh8Nh1r67du3iT33qU7xmzRrev3//MVlmZuarrrqKL7roIr733nv5xz/+Mf/zf/7P2TnH99133zFZ5gMHDvDLX/5y/uVf/mV+8MEH+cEHH+S/+3f/Ll900UXcNM1RV+Zxyr13716+6qqr+Atf+AJ///vf57vvvpsvvvhivuCCC7J4fvM3f5NPOeUUvuWWW/i+++7jK664gl/3utfxcDg86sq9XGX+3d/9Xb7xxhv5xhtvZAC8Z8+eVlpHS5l/ljQBFstITz/9NAPgr3/96613O3bsGAksPvKRj3TG+73vfY8B8D333KPP7r77bgbA3//+95mZ+S/+4i/YOcdPPPGEhvnTP/1TnpmZ4eeff56Zmf/gD/6A169fnwnvG2+8kbdu3cre+6UWl5kPv8wXX3wxf/zjH++M91gsc0nnnnsuv+9979P7Y7HMa9as4c9//vPZs02bNvG///f//pgs8//8n/+TnXOaL2bm5557jgHwLbfcctSXebFyC33rW99iAPyTn/yEmYMgnpqa4ptvvlnDPPHEE+yc469+9atHfbkPp8yWvva1r1WBxdFc5heTJkshy0jPP/88AGDTpk1L/vY//+f/jC1btuC1r30t/sk/+SfYv3+/vrv77ruxfv16XHzxxfrsDW94A9avX4+77rpLw5x11lnYunWrhrn66qsxPz+P7373uxrmsssuyw5tufrqq7Fz5048+uijS84zcHhlfvrpp3HvvffihBNOwCWXXIITTzwRl112Ge68885jtswlffe738UDDzyAv//3/74+OxbL/OY3vxlf+MIX8Nxzz8F7j5tvvhnz8/O4/PLLNa/HUpnn5+dBRFk+Vq1aBeec9u+juczAeOV+/vnnQUTYsGEDgNCfB4MB3va2t2mYrVu34qyzzsrKdLSW+3DKPA4dzWV+MWkCLJaJmBm/9Vu/hTe/+c0466yzlvTtNddcgz/90z/F7bffjk984hP4sz/7M/zKr/yKvn/yySdxwgkntL474YQT8OSTT2qYE088MXu/ceNGTE9Pjwwj9xJmKXS4Zf6bv/kbAMANN9yA97///fjqV7+K888/H9u2bcMjjzyi+TmWylzSf/gP/wGvfvWrcckll+izY7HMX/jCFzAcDrF582bMzMzgAx/4AP7rf/2vOOOMMzQ/x1KZ3/CGN2DNmjW4/vrrMTc3hxdeeAG//du/De89du3apfk5GssMjFfuQ4cO4aMf/Sje/e53q4OtJ598EtPT09i4cWMrPza/R2O5D7fM49DRWuYXm1aUd9MXkz70oQ/hwQcfzGbd49L73/9+vT7rrLPwile8AhdeeCHuu+8+nH/++QBQdfPOzNnzwwnD0fjncNzIH26ZvfcAgA984AP49V//dQDAeeedh1tvvRWf+9zncOONN3bm6W9rmS0dPHgQf/Inf4JPfOITrXfHWpk//vGPY8+ePdi+fTu2bNmC//bf/hve8Y534I477sDZZ5/dmae/rWU+/vjj8cUvfhEf/OAH8Xu/93twzuFd73oXzj//fPR6vc68Sn7//ywzsHi5B4MB3vnOd8J7jz/4gz9YNL7lKNM4YV7Mtl5qmUs6Gsv8YtNEY7EMdN111+HP//zP8bWvfW1Z3LKff/75mJqa0tn7SSed1LIqB4BnnnlGUetJJ53UQq579uzBYDAYGebpp58GgBYaXoyOpMwnn3wyAOA1r3lN9vzVr341HnvsMc3rsVRmS1/60pcwNzeH9773vdnzY63MP/7xj/HZz34Wn/vc57Bt2za87nWvwyc/+UlceOGF+P3f/33N67FUZgB429vehh//+Md4+umnsXv3bvzxH/8xnnjiCZx++uma16OtzMDi5R4MBvi1X/s17NixA7fccks2cz/ppJOwsLCAPXv2tPJj83u0lftIyjwOHY1l/pnQz8SS4xgl7z1fe+21vHXrVv7hD384MuxSjPoeeuihzJBIDIDuvfdeDXPPPfdUDYB27typYW6++eaWAdCGDRt4fn5ew3z6059ekgHQcpTZe89bt25tGW+ee+65/LGPfeyYLLOlyy67jH/1V3+19fxYK/ODDz7IAPh73/te9vxtb3sbv//97z8my1yjW2+9lYlIy3M0lXncci8sLPAv/dIv8Wtf+1p++umnW+/FePMLX/iCPtu5c2fVePNoKPdylNnSYsabR0OZf5Y0ARZHQB/84Ad5/fr1fPvtt2fbCOfm5jTMs88+y/fffz9/5StfYQB888038/3338+7du1iZuYf/ehH/KlPfYq//e1v844dO/grX/kKn3nmmXzeeee1tmmdc845fPfdd/Pdd9/NZ599dnXL0rZt2/i+++7j7du386mnnpptWdq7dy+feOKJ/K53vYsfeugh/vKXv8zr1q1b0pal5Sgzc9imtW7dOv7iF7/IjzzyCH/84x/nVatW8Y9+9KNjtszMzI888ggTEf+P//E/qmkdS2VeWFjgn/u5n+NLL72U7733Xv7Rj37En/nMZ5iI+Ctf+coxWWZm5s997nN89913849+9CP+4z/+Y960aRP/1m/9VpbW0VLmcco9GAz4F3/xF/nUU0/lBx54IAtjBd1v/uZv8qmnnsrbt2/n++67j6+88srqdtOjodzLVeZdu3bx/fffr9uPv/GNb/D999/Pzz777FFX5p8lTYDFERCA6t9NN92kYW666aZqmE9+8pPMzPzYY4/xW97yFt60aRNPT0/zGWecwR/+8IezjskcGNo111zDa9eu5bVr1/I111zTQsc/+clP+O1vfzuvXr2aN23axB/60Iey7UnMYRZ56aWX8szMDJ900kl8ww03LAnxLkeZhW688UY+9dRTeXZ2lt/4xjfyHXfcccyX+WMf+xifeuqp2ZkGx3KZf/jDH/Kv/Mqv8AknnMCzs7N8zjnntLafHmtlvv766/nEE0/kqakpfsUrXsH/+l//61Y+jpYyj1Nu0c7U/r72ta9pPAcPHuQPfehDvGnTJl69ejX/wi/8Aj/22GNHZbmXq8yf/OQnF+0zR0uZf5Y0cZs+oQlNaEITmtCElo0mxpsTmtCEJjShCU1o2WgCLCY0oQlNaEITmtCy0QRYTGhCE5rQhCY0oWWjCbCY0IQmNKEJTWhCy0YTYDGhCU1oQhOa0ISWjSbAYkITmtCEJjShCS0bTYDFhCY0oQlNaEITWjaaAIsJTWhCE5rQhCa0bDQBFhOa0IQmNKEJTWjZaAIsJjShCU1oQhOa0LLRBFhMaEITmtCEJjShZaMJsJjQhCY0oQlNaELLRv8fsBLo91KlglEAAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(figsize=(6, 6))\n", + "rstr.plot(ax=ax)\n", + "pmv = PlotMapView(modelgrid=sgrid, ax=ax)\n", + "pmv.plot_grid(lw=0.5);" + ] + }, + { + "cell_type": "markdown", + "id": "b5d6c8c1-bdc9-488d-936d-11cace8c2024", + "metadata": {}, + "source": [ + "### Resampling data to finish creating our initial grid.\n", + "\n", + "Once we have an initial grid, raster and vector data can be resampled or intersected with the grid to begin building a model domain. Although the focus of this notebook is to generate different types of meshes for modeling, the resampling and intersection process in this notebook can be applied many different data types and be used to generate boundary conditions within a MODFLOW model." + ] + }, + { + "cell_type": "markdown", + "id": "c3e392d0-6c07-4d97-b3be-f29902094081", + "metadata": {}, + "source": [ + "#### Raster resampling\n", + "We'll use FloPy's built in raster resampling method to generate values for land surface elevation (`top`) using the existing `StructuredGrid` object. For more information on raster resampling, please see this [example](https://flopy.readthedocs.io/en/latest/Notebooks/raster_intersection_example.html)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "369ee997-04f2-4618-94a5-e6fd51458627", + "metadata": {}, + "outputs": [], + "source": [ + "top = rstr.resample_to_grid(\n", + " sgrid, rstr.bands[0], method=\"min\", extrapolate_edges=True\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "7d639180-2dda-48f0-abff-f9b90ae718cf", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(figsize=(7, 7))\n", + "pmv = PlotMapView(modelgrid=sgrid)\n", + "pc = pmv.plot_array(top)\n", + "pmv.plot_grid(lw=0.5)\n", + "plt.colorbar(pc, shrink=0.7);" + ] + }, + { + "cell_type": "markdown", + "id": "e714343a-2d99-44e8-b245-5a3a6dea62d4", + "metadata": {}, + "source": [ + "### Vector (shapefile) intersection review\n", + "\n", + "We can also intersect lines, points, and polygons with an existing modelgrid object. In this example, we'll load up the watershed boundary and get the active and inactive areas of the grid. For more information on intersecting shapefiles with a modelgrid/model see this [example](https://flopy.readthedocs.io/en/latest/Notebooks/grid_intersection_example.html)" + ] + }, + { + "cell_type": "markdown", + "id": "0aaa3503-a6f0-47c5-9092-454baeedf233", + "metadata": {}, + "source": [ + "Our first step in this process is to get the watershed boundary. We can use the `dataretrieval` package to begin downloading information about the watershed from NWIS.\n", + "\n", + "**Note**: this information has been stored in the repository as shapefiles if internet access is not available." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "a53d258e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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2USGS10343500SAGEHEN C NR TRUCKEE CAST392554.01201413.0039.431572-120.237979MF...NoneNNNNNNNNNaNNaNNaNNaNNaNNaNNonePOINT (221299.997 4369675.311)
3USGS392501120182800SAGEHEN CR NR CARPENTER RIDGE CAST392501.01201828.0039.416849-120.308814MS...NoneNNNNNNNNNaNNaNNaNNaNNaNNaNNonePOINT (215141.782 4368262.355)
4USGS392553120142301NADP NTN CA50 A SAGEHEN CREEK NR TRUCKEE CAAT392553.41201422.9239.431500-120.239700MM...UYNaNNaNNaNNaNNaNNaNNADPPOINT (221151.573 4369672.591)
\n", + "

5 rows × 43 columns

\n", + "
" + ], + "text/plain": [ + " agency_cd site_no station_nm \\\n", + "0 USGS 10342900 INDEPENDENCE LK NR TRUCKEE CA \n", + "1 USGS 10343000 INDEPENDENCE C NR TRUCKEE CA \n", + "2 USGS 10343500 SAGEHEN C NR TRUCKEE CA \n", + "3 USGS 392501120182800 SAGEHEN CR NR CARPENTER RIDGE CA \n", + "4 USGS 392553120142301 NADP NTN CA50 A SAGEHEN CREEK NR TRUCKEE CA \n", + "\n", + " site_tp_cd lat_va long_va dec_lat_va dec_long_v coord_meth \\\n", + "0 LK 392707.0 1201723.00 39.451849 -120.290759 M \n", + "1 ST 392724.0 1201710.00 39.456572 -120.287148 M \n", + "2 ST 392554.0 1201413.00 39.431572 -120.237979 M \n", + "3 ST 392501.0 1201828.00 39.416849 -120.308814 M \n", + "4 AT 392553.4 1201422.92 39.431500 -120.239700 M \n", + "\n", + " coord_acy_ ... reliabilit gw_file_cd nat_aqfr_c aqfr_cd aqfr_type_ \\\n", + "0 F ... None NNNNNNNN NaN NaN NaN \n", + "1 F ... None NNNNNNNN NaN NaN NaN \n", + "2 F ... None NNNNNNNN NaN NaN NaN \n", + "3 S ... None NNNNNNNN NaN NaN NaN \n", + "4 M ... U Y NaN NaN NaN \n", + "\n", + " well_depth hole_depth depth_src_ project_no geometry \n", + "0 NaN NaN NaN None POINT (216838.412 4372090.976) \n", + "1 NaN NaN NaN None POINT (217168.338 4372603.864) \n", + "2 NaN NaN NaN None POINT (221299.997 4369675.311) \n", + "3 NaN NaN NaN None POINT (215141.782 4368262.355) \n", + "4 NaN NaN NaN NADP POINT (221151.573 4369672.591) \n", + "\n", + "[5 rows x 43 columns]" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# the get_info() call accepts a decimal lat/lon bounding box\n", + "griddf = sgrid.geo_dataframe.set_crs(epsg=26911)\n", + "grid_wgs = griddf.to_crs(epsg=4326)\n", + "\n", + "wxmin, wxmax, wymin, wymax = grid_wgs.total_bounds\n", + "wgs_bounds = [wxmin, wymin, wxmax, wymax]\n", + "\n", + "try:\n", + " info, metadata = nwis.get_info(bBox=[f\"{i :.2f}\" for i in wgs_bounds])\n", + "except (ValueError, ConnectionError, NameError):\n", + " info = gpd.read_file(geospatial_ws / \"gage_info.shp\")\n", + "\n", + "info.head()" + ] + }, + { + "cell_type": "markdown", + "id": "d83035a3", + "metadata": {}, + "source": [ + "Reproject the gage data into UTM Zone 11 N" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "3abe3530", + "metadata": {}, + "outputs": [], + "source": [ + "info = info.to_crs(epsg=epsg)" + ] + }, + { + "cell_type": "markdown", + "id": "80e102e3", + "metadata": {}, + "source": [ + "And plot the gage data on the raster" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "0c451f3e", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots()\n", + "\n", + "rstr.plot(ax=ax)\n", + "info.plot(\n", + " column=\"site_no\",\n", + " ax=ax,\n", + " cmap=\"tab20\",\n", + " legend=True,\n", + " legend_kwds={\"fontsize\": 6},\n", + ");" + ] + }, + { + "cell_type": "markdown", + "id": "1d1ba528", + "metadata": {}, + "source": [ + "Grab the site record for gage number 10343500" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "36ed5138", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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agency_cdsite_nostation_nmsite_tp_cdlat_valong_vadec_lat_vadec_long_vcoord_methcoord_acy_...reliabilitgw_file_cdnat_aqfr_caqfr_cdaqfr_type_well_depthhole_depthdepth_src_project_nogeometry
2USGS10343500SAGEHEN C NR TRUCKEE CAST392554.01201413.039.431572-120.237979MF...NoneNNNNNNNNNaNNaNNaNNaNNaNNaNNonePOINT (221299.997 4369675.311)
\n", + "

1 rows × 43 columns

\n", + "
" + ], + "text/plain": [ + " agency_cd site_no station_nm site_tp_cd lat_va \\\n", + "2 USGS 10343500 SAGEHEN C NR TRUCKEE CA ST 392554.0 \n", + "\n", + " long_va dec_lat_va dec_long_v coord_meth coord_acy_ ... reliabilit \\\n", + "2 1201413.0 39.431572 -120.237979 M F ... None \n", + "\n", + " gw_file_cd nat_aqfr_c aqfr_cd aqfr_type_ well_depth hole_depth \\\n", + "2 NNNNNNNN NaN NaN NaN NaN NaN \n", + "\n", + " depth_src_ project_no geometry \n", + "2 NaN None POINT (221299.997 4369675.311) \n", + "\n", + "[1 rows x 43 columns]" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "sitedf = info.loc[info.site_no == \"10343500\"]\n", + "sitedf" + ] + }, + { + "cell_type": "markdown", + "id": "28eb81e2", + "metadata": {}, + "source": [ + "Get the upstream basin from nldi using the NWIS stream gage station code" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "27c167f8", + "metadata": {}, + "outputs": [], + "source": [ + "try:\n", + " basindf = nldi.get_basin(\n", + " feature_source=\"nwissite\",\n", + " feature_id=f\"USGS-{sitedf.site_no.values[0]}\",\n", + " )\n", + " basindf = basindf.to_crs(epsg=epsg)\n", + "except (ValueError, ConnectionError, NameError):\n", + " basindf = gpd.read_file(geospatial_ws / \"basin_boundary.shp\")" + ] + }, + { + "cell_type": "markdown", + "id": "e5a29e7b", + "metadata": {}, + "source": [ + "Plot up the basin boundary with the existing raster" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "099710ee", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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+ " (np.int64(30), np.int64(25)), (np.int64(30), np.int64(26)),\n", + " (np.int64(30), np.int64(27)), (np.int64(30), np.int64(28)),\n", + " (np.int64(30), np.int64(29)), (np.int64(30), np.int64(30)),\n", + " (np.int64(30), np.int64(31)), (np.int64(30), np.int64(32)),\n", + " (np.int64(30), np.int64(33)), (np.int64(30), np.int64(34)),\n", + " (np.int64(30), np.int64(35)), (np.int64(31), np.int64(16)),\n", + " (np.int64(31), np.int64(17)), (np.int64(31), np.int64(18)),\n", + " (np.int64(31), np.int64(19)), (np.int64(31), np.int64(23)),\n", + " (np.int64(31), np.int64(24)), (np.int64(31), np.int64(25)),\n", + " (np.int64(31), np.int64(26)), (np.int64(31), np.int64(27)),\n", + " (np.int64(31), np.int64(28)), (np.int64(31), np.int64(29)),\n", + " (np.int64(31), np.int64(30)), (np.int64(31), np.int64(31)),\n", + " (np.int64(31), np.int64(32)), (np.int64(31), np.int64(33)),\n", + " (np.int64(31), np.int64(34)), (np.int64(31), np.int64(35)),\n", + " (np.int64(32), np.int64(24)), (np.int64(32), np.int64(27)),\n", + " (np.int64(32), np.int64(28)), (np.int64(32), np.int64(29)),\n", + " (np.int64(32), np.int64(30)), (np.int64(32), np.int64(31)),\n", + " (np.int64(33), np.int64(28)), (np.int64(33), np.int64(29))],\n", + " dtype=object)" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ix = GridIntersect(sgrid, method=\"vertex\")\n", + "result = ix.intersect(basindf.geometry.values[0], contains_centroid=True)\n", + "rowcol = result[\"cellids\"]\n", + "rowcol" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "ce6c3715-0a4a-456c-a833-b2830a6cf764", + "metadata": {}, + "outputs": [], + "source": [ + "row, col = list(zip(*rowcol))" + ] + }, + { + "cell_type": "markdown", + "id": "0a9e6f47-527f-4356-8873-a28c59faf095", + "metadata": {}, + "source": [ + "Building idomain from the intersection" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "12287849-a3ef-4efd-9950-7c544b5e0c79", + "metadata": {}, + "outputs": [], + "source": [ + "idomain = np.zeros((nlay, nrow, ncol), dtype=int)\n", + "idomain[:, row, col] = 1" + ] + }, + { + "cell_type": "markdown", + "id": "de193428-71a0-4e32-b6de-e5ba9c04e221", + "metadata": {}, + "source": [ + "#### Putting it all together into a completed `StructuredGrid`" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "2b911cd2-cabe-4ff3-8a48-5ae23c9dbc67", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "xll:214270.0; yll:4366610.0; rotation:0.0; units:undefined; lenuni:0" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "sgrid = StructuredGrid(\n", + " delc=sgrid.delc,\n", + " delr=sgrid.delr,\n", + " top=top,\n", + " botm=sgrid.botm,\n", + " idomain=idomain,\n", + " nlay=sgrid.nlay,\n", + " nrow=sgrid.nrow,\n", + " ncol=sgrid.ncol,\n", + " xoff=sgrid.xoffset,\n", + " yoff=sgrid.yoffset,\n", + " crs=sgrid.crs,\n", + ")\n", + "sgrid" + ] + }, + { + "cell_type": "markdown", + "id": "a329bace", + "metadata": {}, + "source": [ + "Plotting the completed grid with gage locations and the watershed boundary" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "db12ad0b-d15e-4cd3-87c3-6c13cef9fdf9", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(figsize=(5, 5))\n", + "pmv = PlotMapView(modelgrid=sgrid)\n", + "pc = pmv.plot_array(sgrid.top)\n", + "ib = pmv.plot_inactive()\n", + "pmv.plot_grid(lw=0.5)\n", + "plt.colorbar(pc, shrink=0.7)\n", + "\n", + "basindf.plot(ax=ax, facecolor=\"None\", edgecolor=\"r\", lw=1.5)\n", + "sitedf.plot(\n", + " column=\"site_no\",\n", + " ax=ax,\n", + " cmap=\"tab20\",\n", + " legend=True,\n", + " legend_kwds={\"fontsize\": 6},\n", + " zorder=6\n", + ");" + ] + }, + { + "cell_type": "markdown", + "id": "7c512728-fc6e-4e83-8fd8-b8e13b0e844a", + "metadata": {}, + "source": [ + "Because this is a watershed, we can also overlay a shapefile of the streams and get the stream cells using `GridIntersect`" + ] + }, + { + "cell_type": "markdown", + "id": "1b4155d8", + "metadata": {}, + "source": [ + "NHD-Plus stream lines can be downloaded using streamgage information with the `dataretrieval` package" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "9557e678-89de-475d-b2ac-f138373a0648", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
geometrynhdplus_comid
0LINESTRING (221038.59 4369598.73, 221076.943 4...8933522
1LINESTRING (220451.353 4367186.202, 220542.627...8933608
2LINESTRING (220541.209 4369697.393, 220691.816...8933524
3LINESTRING (219823.023 4371753.116, 219905.68 ...8934342
4LINESTRING (220240.836 4369758.678, 220245.466...8933520
\n", + "
" + ], + "text/plain": [ + " geometry nhdplus_comid\n", + "0 LINESTRING (221038.59 4369598.73, 221076.943 4... 8933522\n", + "1 LINESTRING (220451.353 4367186.202, 220542.627... 8933608\n", + "2 LINESTRING (220541.209 4369697.393, 220691.816... 8933524\n", + "3 LINESTRING (219823.023 4371753.116, 219905.68 ... 8934342\n", + "4 LINESTRING (220240.836 4369758.678, 220245.466... 8933520" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "try:\n", + " nhddf = nldi.get_flowlines(\n", + " navigation_mode=\"UT\",\n", + " distance=999,\n", + " feature_source=\"nwissite\",\n", + " feature_id=f\"USGS-{sitedf.site_no.values[0]}\",\n", + " )\n", + " nhddf = nhddf.to_crs(epsg=epsg)\n", + "except (ValueError, ConnectionError, NameError):\n", + " nhddf = gpd.read_file(geospatial_ws / \"nhd_streams.shp\")\n", + "\n", + "nhddf.head()" + ] + }, + { + "cell_type": "markdown", + "id": "8da12304", + "metadata": {}, + "source": [ + "Intersect stream lines with the existing modelgrid" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "f3285925-ce26-48ec-b9ce-ffeb2c1f6249", + "metadata": {}, + "outputs": [], + "source": [ + "rowcols = []\n", + "ix = GridIntersect(sgrid, method=\"vertex\")\n", + "for geom in nhddf.geometry.values:\n", + " rcs = ix.intersects(geom)[\"cellids\"]\n", + " rowcols.extend(list(rcs))" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "c3a12d60-e5d7-4dad-bb7e-edead8697191", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[0., 0., 0., ..., 0., 0., 0.],\n", + " [0., 0., 0., ..., 0., 0., 0.],\n", + " [0., 0., 0., ..., 0., 0., 0.],\n", + " ...,\n", + " [0., 0., 0., ..., 0., 0., 0.],\n", + " [0., 0., 0., ..., 0., 0., 0.],\n", + " [0., 0., 0., ..., 0., 0., 0.]], shape=(35, 38))" + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "row, col = list(zip(*rowcols))\n", + "strms = np.zeros((nrow, ncol))\n", + "strms[row, col] = 1\n", + "strms" + ] + }, + { + "cell_type": "markdown", + "id": "12c3ae47-a03b-4ee2-b879-47a39bf9c1b8", + "metadata": {}, + "source": [ + "Plot the intersection results" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "1d8b1e04-1590-4acd-a89b-ee3283220e43", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(figsize=(5, 5))\n", + "pmv = PlotMapView(modelgrid=sgrid, ax=ax)\n", + "pc = pmv.plot_array(sgrid.top, cmap=\"viridis\")\n", + "pmv.plot_array(strms, masked_values=[0,], alpha=0.3, cmap=\"Reds_r\")\n", + "pmv.plot_inactive()\n", + "pmv.plot_grid(lw=0.5)\n", + "plt.colorbar(pc, shrink=0.7)\n", + "nhddf.plot(ax=ax);" + ] + }, + { + "cell_type": "markdown", + "id": "3548e80e-aacc-4df5-8850-f8643431bf6f", + "metadata": {}, + "source": [ + "Information from the grid we've created here can now be used for generating more complex meshes." + ] + }, + { + "cell_type": "markdown", + "id": "2afa63f8-4086-437f-80e6-d49c976ff7aa", + "metadata": {}, + "source": [ + "## Irregular structured Grid (DIS)\n", + "\n", + "In this example, an irregular structured grid is created to demonstrate how to add local refinement to an area of the model using a structured (rectilinear) grid. " + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "13244acf-3649-4d98-9e9c-5cc9621509cb", + "metadata": {}, + "outputs": [], + "source": [ + "lx = xmax - xmin\n", + "ly = ymax - ymin\n", + "cellsize = 200\n", + "rcellsize = 100\n", + "\n", + "smooth = np.linspace(100, 200, 10).tolist()\n", + "delr = 9 * [cellsize] + smooth[::-1] + 8 * [rcellsize] + smooth + 9 * [cellsize] \n", + "delc = 8 * [cellsize] + smooth[::-1] + 7 * [rcellsize] + smooth + 8 * [cellsize]\n", + "nlay = 1\n", + "nrow = len(delc)\n", + "ncol = len(delr)\n", + "\n", + "# create some fake data for the moment\n", + "top = np.ones((nrow, ncol))\n", + "botm = np.zeros((nlay, nrow, ncol))\n", + "idomain = np.ones(botm.shape, dtype=int)" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "e10e99f1-cd5b-40f4-aab9-9b7c9a8e95cf", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1 43 46\n", + "43 46\n" + ] + } + ], + "source": [ + "rfgrid = StructuredGrid(\n", + " delc=np.array(delc),\n", + " delr=np.array(delr),\n", + " nlay=nlay,\n", + " top=top,\n", + " botm=botm,\n", + " idomain=idomain,\n", + " xoff=xmin,\n", + " yoff=ymin\n", + ")\n", + "print(nlay, nrow, ncol)\n", + "print(rfgrid.nrow, rfgrid.ncol)" + ] + }, + { + "cell_type": "markdown", + "id": "737b140f-a786-473c-9632-f76f3b2ae440", + "metadata": {}, + "source": [ + "Intersect the basin boundary with the grid to set active and inactive cells (idomain)" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "4820e68f-dd08-4530-88fb-0f841ae58ab9", + "metadata": {}, + "outputs": [], + "source": [ + "ix = GridIntersect(rfgrid, method=\"vertex\")\n", + "result = ix.intersect(basindf.geometry.values[0], contains_centroid=True)\n", + "rowcol = result[\"cellids\"]\n", + "\n", + "row, col = list(zip(*rowcol))\n", + "idomain = np.zeros((nlay, nrow, ncol), dtype=int)\n", + "idomain[:, row, col] = 1\n", + "\n", + "# tricky way so we don't have to recreate the grid\n", + "rfgrid._idomain = idomain" + ] + }, + { + "cell_type": "markdown", + "id": "f2d24d71-6b47-4caf-b9a0-dbc651cc7c94", + "metadata": {}, + "source": [ + "Resample the top elevation" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "89b48168-809f-422f-9943-6bdc796927dd", + "metadata": {}, + "outputs": [], + "source": [ + "top = rstr.resample_to_grid(\n", + " rfgrid, rstr.bands[0], method=\"min\", extrapolate_edges=True\n", + ")\n", + "\n", + "# tricky way so we don't have to recreate the grid\n", + "rfgrid._top = top" + ] + }, + { + "cell_type": "markdown", + "id": "0814ada3-16ac-481b-b129-49d241b3ea26", + "metadata": {}, + "source": [ + "Now we can plot the grid" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "4d450173-15f0-43b7-abbd-c9946cd885bb", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(figsize=(5, 5))\n", + "pmv = PlotMapView(modelgrid=rfgrid)\n", + "pc = pmv.plot_array(rfgrid.top, cmap=\"viridis\")\n", + "ib = pmv.plot_inactive()\n", + "pmv.plot_grid(lw=0.5)\n", + "plt.colorbar(pc, shrink=0.7)\n", + "\n", + "basindf.plot(ax=ax, facecolor=\"None\", edgecolor=\"r\", lw=1.5)\n", + "sitedf.plot(\n", + " column=\"site_no\",\n", + " ax=ax,\n", + " cmap=\"tab20\",\n", + " legend=True,\n", + " legend_kwds={\"fontsize\": 6},\n", + " zorder=6\n", + ");" + ] + }, + { + "cell_type": "markdown", + "id": "e31adf58-9a3e-4b03-ab42-1d1a247bc8ce", + "metadata": {}, + "source": [ + "## Local Grid Refinement (LGR) mesh\n", + "\n", + "A Local Grid Refinement (LGR) mesh can be created in an area of interest to get finer discretization than the existing/surrounding mesh. FloPy's `Lgr` utility, creates the refined mesh as a seperate modelgrid, and calculates the exchanges between the multi-model simulation mesh that results from refinement. \n", + "\n", + "The `Lgr` utility has a number of input parameters:\n", + " - `nlayp`: the number of parent model layers\n", + " - `nrowp`: the number of parent model rows\n", + " - `ncolp`: the number of parent model columns\n", + " - `delrp`: the parent model delr array\n", + " - `delcp`: the parent model delc array\n", + " - `topp`: the parent model top array\n", + " - `botmp`: the parent model botm array\n", + " - `idomainp`: an idomain array that is used to create the child grid. Values of 1 indicate parent model cells, values of 0 indicate child model cells. The child model must be a rectangular region that is continuous.\n", + " - `ncpp`: number of child cells along the face of a parent cell\n", + " - `ncppl`: number of child cells per parent layer\n", + " - `xllp`: (optional) x location of parent grid lower left corner\n", + " - `yllp`: (optional) y-location of parent grid lower left corner" + ] + }, + { + "cell_type": "markdown", + "id": "6729b854-0fd2-4595-8fbc-5411f80adf86", + "metadata": {}, + "source": [ + "**Load up the refinement area polygon**" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "e2764262-3604-4314-96fd-0f6e7b16b209", + "metadata": {}, + "outputs": [], + "source": [ + "lgr_gdf = gpd.read_file(geospatial_ws / \"lgr_bound.shp\")" + ] + }, + { + "cell_type": "markdown", + "id": "5c81271d-5554-448f-bc4d-464ce5617b8a", + "metadata": {}, + "source": [ + "Plot it to see if it lines up properly with our model" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "5b143c4c-a4b5-4fe6-825b-6e540568ac6f", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(figsize=(5, 5))\n", + "pmv = PlotMapView(modelgrid=sgrid, ax=ax)\n", + "pc = pmv.plot_array(sgrid.top, cmap=\"viridis\")\n", + "pmv.plot_array(strms, masked_values=[0,], alpha=0.3, cmap=\"Reds_r\")\n", + "pmv.plot_inactive()\n", + "pmv.plot_grid(lw=0.5)\n", + "nhddf.plot(ax=ax)\n", + "lgr_gdf.plot(ax=ax, alpha=0.5)\n", + "plt.colorbar(pc, shrink=0.7);" + ] + }, + { + "cell_type": "markdown", + "id": "058053a4-d54c-4dea-bdae-52cbe110c6af", + "metadata": {}, + "source": [ + "Creating the parent/child idomainp array for `Lgr` using `GridIntersect`" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "55b19ebb-3baa-4718-83a9-a965b3f79ead", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Idgeometry
00POLYGON ((221180.716 4369310.065, 219973.134 4...
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" + ], + "text/plain": [ + " Id geometry\n", + "0 0 POLYGON ((221180.716 4369310.065, 219973.134 4..." + ] + }, + "execution_count": 32, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "lgr_gdf" + ] + }, + { + "cell_type": "markdown", + "id": "fe0e95b8", + "metadata": {}, + "source": [ + "## Activity: Create the `idomainp` (parent, child) array from the polygon provided by the lgr geodataframe\n", + "\n", + "`idomainp` should be the same shape as the existing modelgrid's `idomain` array. The child model extent should be represented with the value 0 and the parent 1.\n", + "\n", + "*Hint*: `GridIntersect()` can be used to find the cellids where the lgr polygon intersects with the existing modelgrid" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "ccd7f65c-911e-409c-8382-4fe1655b5caf", + "metadata": {}, + "outputs": [], + "source": [ + "# live code this/give it as an activity\n", + "idomainp = np.ones(sgrid.idomain.shape, dtype=int)\n", + "\n", + "gix = GridIntersect(sgrid, method=\"vertex\")\n", + "result = gix.intersect(lgr_gdf.geometry.values[0])\n", + "cid = result[\"cellids\"]\n", + "\n", + "crow, ccol = list(zip(*cid))\n", + "idomainp[:, crow, ccol] = 0" + ] + }, + { + "cell_type": "markdown", + "id": "21d37cdb-96f0-4deb-95cf-755416422091", + "metadata": {}, + "source": [ + "Creating the `Lgr` object/child grid" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "7552cda5-806e-4e86-aaa5-0e9351fc875b", + "metadata": {}, + "outputs": [], + "source": [ + "lgr = Lgr(\n", + " nlayp=sgrid.nlay,\n", + " nrowp=sgrid.nrow,\n", + " ncolp=sgrid.ncol,\n", + " delrp=sgrid.delr,\n", + " delcp=sgrid.delc,\n", + " topp=sgrid.top,\n", + " botmp=sgrid.botm,\n", + " idomainp=idomainp,\n", + " ncpp=4,\n", + " xllp=sgrid.xoffset,\n", + " yllp=sgrid.yoffset,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "36bab4ba-d52d-4e15-8f68-4f389775fd34", + "metadata": {}, + "source": [ + "Get a `StructuredGrid` of the child model" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "6860ee97-09eb-41d7-a614-d413217cc031", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "xll:219870.0; yll:4369210.0; rotation:0.0; units:undefined; lenuni:0" + ] + }, + "execution_count": 35, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "childgrid = lgr.child.modelgrid\n", + "childgrid" + ] + }, + { + "cell_type": "markdown", + "id": "8742de05-8964-4bc6-aa9a-4c8df0cc1825", + "metadata": {}, + "source": [ + "Resample top elevations to the child grid" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "fb559103-4392-44a2-8aba-bf68ae03e8c9", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(20, 28)\n", + "(1, 20, 28)\n" + ] + } + ], + "source": [ + "childtop = rstr.resample_to_grid(childgrid, band=rstr.bands[0], method=\"min\")\n", + "print(childtop.shape)\n", + "print(childgrid.shape)" + ] + }, + { + "cell_type": "markdown", + "id": "b820dced-8c11-428a-adec-95a76887d8f8", + "metadata": {}, + "source": [ + "Reset the top elevations in the `childgrid` object" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "a8621ac6-067d-47b4-bffd-9f5ff71a42d8", + "metadata": {}, + "outputs": [], + "source": [ + "childgrid._top = childtop" + ] + }, + { + "cell_type": "markdown", + "id": "8b21c6fa-cf67-4ba0-bc9d-225a403a5d5a", + "metadata": {}, + "source": [ + "Intersect streams with the Child mesh to define stream cells" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "f2bef21c-e3cd-4377-b4e4-ac3545ea626e", + "metadata": {}, + "outputs": [], + "source": [ + "ix = GridIntersect(childgrid, method=\"vertex\")\n", + "cstrmcells = []\n", + "for geom in nhddf.geometry.values:\n", + " rcs = ix.intersects(geom)[\"cellids\"]\n", + " if len(rowcol) > 0:\n", + " cstrmcells.extend(list(rcs))\n", + "\n", + "cstrms = np.zeros((childgrid.nrow, childgrid.ncol), dtype=int)\n", + "row, col = list(zip(*cstrmcells))\n", + "cstrms[row, col] = 1" + ] + }, + { + "cell_type": "markdown", + "id": "a6deba6b-ff4b-4fe0-ad63-e90bed6623a4", + "metadata": {}, + "source": [ + "And now we can visualize the new LGR mesh" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "99f30580-98eb-44c4-bb24-837373be5bdb", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(figsize=(10, 10))\n", + "vmin, vmax = np.min(sgrid.top), np.max(sgrid.top)\n", + "\n", + "# plot the parent\n", + "pmvp = PlotMapView(modelgrid=sgrid, ax=ax)\n", + "ptop = sgrid.top.copy()\n", + "ptop[crow, ccol] = np.nan\n", + "strms[crow, ccol] = np.nan\n", + "pc = pmvp.plot_array(ptop, cmap=\"viridis\", vmin=vmin, vmax=vmax)\n", + "pmvp.plot_array(strms, masked_values=[0,], alpha=0.3, cmap=\"Reds_r\")\n", + "pmvp.plot_inactive()\n", + "pmvp.plot_grid(lw=0.3)\n", + "nhddf.plot(ax=ax)\n", + "\n", + "# plot the child\n", + "pmvc = PlotMapView(modelgrid=childgrid, ax=ax, extent=sgrid.extent)\n", + "pmvc.plot_array(childtop, cmap=\"viridis\", vmin=vmin, vmax=vmax)\n", + "pmvc.plot_array(cstrms, masked_values=[0,], alpha=0.3, cmap=\"Reds_r\")\n", + "pmvc.plot_grid(lw=0.3)\n", + "plt.colorbar(pc, shrink=0.7);" + ] + }, + { + "attachments": { + "Quadmesh.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "6af4c1c2-3fea-4aac-824d-422deebf8899", + "metadata": {}, + "source": [ + "## Quadtree Mesh\n", + "\n", + "A quadtree mesh is an unstructured refinement to a rectilinear modelgrid. In a quadtree mesh each node is split into 4 child nodes per level of refinement. The figure below is from [Lien and others, 2019](https://pubs.usgs.gov/of/2014/1109/pdf/ofr2014-1109.pdf) and shows multiple levels of recursive refinement.\n", + "\n", + "![Quadmesh.png](attachment:Quadmesh.png)\n", + "\n", + "For this example, we will be using GRIDGEN and the FloPy utility `Gridgen` to create quadtree refinement around the streams in our example." + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "f7ab3319-2555-40cb-bc40-35760cb059e8", + "metadata": {}, + "outputs": [], + "source": [ + "gridgen_dir = data_ws / \"sagehen_gridgen\"\n", + "gridgen_dir.mkdir(exist_ok=True)" + ] + }, + { + "cell_type": "markdown", + "id": "b7f86d9b-9e30-44ab-8a3b-ae8160ed76cb", + "metadata": {}, + "source": [ + "The `Gridgen` class a number of input parameters and further documentation/examples of the class can be found [here](https://flopy.readthedocs.io/en/latest/Notebooks/gridgen_example.html). For our example, we will be refining the area around the stream channels." + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "950682df-493e-4d17-b7eb-5ad49341da0a", + "metadata": {}, + "outputs": [], + "source": [ + "g = Gridgen(sgrid, model_ws=gridgen_dir)\n", + "for geom in nhddf.geometry.values:\n", + " xy = list(zip(*geom.coords.xy))\n", + " g.add_refinement_features([xy,], \"line\", 2, [0,])" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "45024b09-8e86-4ea3-a77d-23fcd5870bd4", + "metadata": {}, + "outputs": [], + "source": [ + "g.build()" + ] + }, + { + "cell_type": "markdown", + "id": "afe3071c-6fa8-4411-8461-de554810f186", + "metadata": {}, + "source": [ + "After gridgen builds the mesh, it can be used to create a `VertexGrid` (or DISV) that represents the basin" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "3d06162e-b420-4435-b616-d4b0f08759a3", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(np.float64(214270.0),\n", + " np.float64(221870.0),\n", + " np.float64(4366610.0),\n", + " np.float64(4373610.0))" + ] + }, + "execution_count": 43, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "gridprops = g.get_gridprops_disv()\n", + "gridprops.pop(\"nvert\")\n", + "\n", + "quadgrid = VertexGrid(**gridprops)\n", + "quadgrid.extent" + ] + }, + { + "cell_type": "markdown", + "id": "845ea4b5-2e51-4d45-a311-45e727f1c9dc", + "metadata": {}, + "source": [ + "Resample top elevations to the quadtree mesh and intersect the basin boundary and stream vectors" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "cb60bb16-8381-4c72-a97b-61e0c362170f", + "metadata": {}, + "outputs": [], + "source": [ + "# create the top array\n", + "top = rstr.resample_to_grid(quadgrid, band=rstr.bands[0], method=\"min\")\n", + "quadgrid._top = top" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "8f977f97-38dd-40aa-8cf1-b9f89824f0ca", + "metadata": {}, + "outputs": [], + "source": [ + "# create the idomain array\n", + "idomain = np.zeros(quadgrid.shape, dtype=int)\n", + "ix = GridIntersect(quadgrid, method=\"vertex\")\n", + "nodes = ix.intersect(basindf.geometry.values[0], contains_centroid=True)[\"cellids\"]\n", + "\n", + "idomain[:, list(nodes)] = 1\n", + "quadgrid._idomain = idomain" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "id": "9dfaa463-e79f-451d-855a-d033e1957552", + "metadata": {}, + "outputs": [], + "source": [ + "# create an array of stream cells\n", + "qstr = []\n", + "ix = GridIntersect(quadgrid, method=\"vertex\")\n", + "for geom in nhddf.geometry.values:\n", + " nodes = ix.intersects(geom)[\"cellids\"]\n", + " qstr.extend(list(nodes))" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "0d004d92-1e98-43d6-8034-7e3f4e73451a", + "metadata": {}, + "outputs": [], + "source": [ + "qstrms = np.zeros((quadgrid.ncpl,), dtype=int)\n", + "qstrms[qstr] = 1" + ] + }, + { + "cell_type": "markdown", + "id": "18574f1f-46f1-4343-82b7-c61debc16655", + "metadata": {}, + "source": [ + "Plot the quadtree mesh with top elevations and streams" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "id": "73679f36-5d8d-427c-9706-75b57bf5d4f8", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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lk1lHORnaMFl1kt5waxEvdquHxzRFUF0Heb4ea245K+MBnZ4aOsrmpVd5+SwvAIZUMOQ4h1s9neT0w9NJTv7yydCGqX4N6qJraR+qroNU9fHpJN10kOBeLpUzy0fpn+ee8/Js6DDHU2cyl58LnaSJwBynT3K8yZmnKjPSSHp4eHh4VMcbbi3iGUkPDw8PDwcTG271epIeHh4eHjMIa7jVC3AOnpH08PDw8CjDnIBO0vNJenh4eHjMKLzh1iKekfTw8PDwcGCieLNb88xII+kFE5i85ZOhDdPlGhIuSZUTAR1R49d/NoIJuD0+44HawQbc2nCmSZ/HU2eyl8M5CiYgBcY4I+mMt95UZUYaSQ+PmYBEIEXlB5hEABK355sEhEH14JwGVlQCs0q5CUIBUaVcUDtpM6bL+U1ovugq/K3V9xcSArMrlxfqdB3xAhKUM7HYrV5PctrhBROY/OWToQ1T/RqUxddxYsQtmICsGUxA5KAj6RJMQNQoV2onbXYtN2scH/dyIaFjwH3/qZAY+nwHE/AoMiONpIeHh4dHdUypYI5z4o7pTdzx8PDw8JhJeMOtRTwj6eHh4eHhwGT8E3KquaSnC56R9PDw8PBwMDEJyPjqTVU8I+nh4eHh4WBiwQQ8Iznt8HSSk7d8MrRhulxDraTLQnX3JcVraCnjId01MWU8pOPWyRiPztJtLG88+1fLp1laZzInhr5QOkkvdmuRGWkkPTxmBhKqzjyUrkmZYXyJmYV0SewsQdbSWSpWM6s0EcUEpUpWXyVvQN3KTQ3k2Pfh4ilcymYyXk+yyIw0kp5OcvKXT4Y2TPVrUBZdS/twdR2kNp6ky3oNHSLuOkRJbR2lW9JmRZc1dY5u5aZP1Ewa7ekkxzKx2a0TM5Jbtmxh+/btvP/++4RCIa655hq++93vsnz5crvOX/7lX/I//sf/cOx31VVXsXv3bns9k8nw4IMP8rOf/YyRkRFuvPFGfvSjHzFv3jy7Tn9/P/fddx/PPfccALfddhsPP/ww8Xh83O2d3q8AHh4eHh4TxpRiQstE+N3vfseGDRvYvXs3L774Irqus379eoaGhhz1Pvaxj9HR0WEvv/zlLx3l999/P88++yzbtm1j586dDA4Ocuutt2IYxaGLO++8k71797Jjxw527NjB3r17ueuuuybU3hnZk/Tw8PDwqM7EUmVNrK+1Y8cOx/oTTzxBc3Mze/bs4frrr7e3BwKBqr3kZDLJ1q1befrpp7npppsAeOaZZ5g/fz6//vWvufnmm3nvvffYsWMHu3fv5qqrrgLg8ccfZ926dezfv9/Rc3XD60l6eHh4eDgoRNwZ7wKQSqUcSyaTGde5kskkAIlEwrH9pZdeorm5mWXLlvHlL3+Z7u5uu2zPnj3kcjnWr19vb5szZw4rV65k165dALz66qvEYjHbQAJcffXVxGIxu8548Iykh4eHh4cDAzGhBayZuLFYzF62bNlS8zxSSh544AGuu+46Vq5caW//+Mc/zk9+8hN+85vf8Ld/+7e88cYb/Kt/9a9sw9vZ2Ynf76ehocFxvJaWFnumb2dnJ83NzWPO2dzcPKHZwN5wq4eHh4eHg4nFbrXqtbW1EY1G7e2BQKDmvvfeey9vv/02O3fudGz/9Kc/bX9euXIlH/nIR1i4cCH/63/9L/7tv/23VY8npUSUZL4RFbLglNepxYw0kp5OcvKWT4Y2TJdrqJVPUhlPPslq8g3yOkS3/WvlkxyHjlJxO3+dS2G+3Kx1jZ5OsiKWcmec+STz/0ajUYeRrMXGjRt57rnnePnllx0zUivR2trKwoULOXDgAGDN6M1ms/T39zt6k93d3VxzzTV2na6urjHH6unpoaWlZdztnJFG0sPjTGlYdTXmpdfZ642qZZBOGdZPqkG1DIjM12lUdZDQp1vlCU1HmCAuvo5KJHyWEF5ZWr0cU6IsrpwrMeG3jq9Uy+VoWvKMmvkkBdUFk8I6jqiiUxTS2rWqjlEChiXzqFhuAKasenxMa7tbuaILlFx1U6348jkt51XJSRnU6T448/JNnk5PcrxIKdm4cSPPPvssL730EosXL665z6lTp2hra6O1tRWAtWvX4vP5ePHFF7njjjsA6OjoYN++fXzve98DYN26dSSTSV5//XWuvPJKAF577TWSyaRtSMfDjDSSnk5y8pdPhja4lZuXXsfx3FiN4XG9uE2Ao44w4Xi2ZN2Atkx1naKQ0DbqomM0pKsOUjGgfcj9+DXzSdbQSZ6pjhHhXi4MSWef+/HdyqUqarbP9AvX+zDZdZTnRCd5DoMJbNiwgZ/+9Kf84he/IBKJ2L3gWCxGKBRicHCQzZs388lPfpLW1laOHj3Kf/7P/5mmpib+/M//3K77xS9+ka9+9as0NjaSSCR48MEHWbVqlT3b9ZJLLuFjH/sYX/7yl/nxj38MwN13382tt9467pmtMEONpIeHh4dHdeQEwtLJCYale/TRRwG44YYbHNufeOIJ/vIv/xJVVXnnnXd46qmnGBgYoLW1lY9+9KP8wz/8A5FIxK7/0EMPoWkad9xxhx1M4Mknn3S40n7yk59w33332bNgb7vtNh555JEJtdczkh4ep0FheNVtXZSXl7xwJzSdfsP7+XlMTs5lT1LWSNIcCoX41a9+VfM4wWCQhx9+mIcffrhqnUQiwTPPPDOh9pVzRhKQLVu2IITg/vvvr1pn586dXHvttTQ2NhIKhVixYgUPPfSQo84NN9yAEGLMcssttzjOdcUVVxCJRGhubub2229n//79Z9J8D4/TRhTiiuaXQgzT0nVMa0hVGPnPJetiuifh85jSnMuIO1ON036VfeONN3jsscdYvXq1a71wOMy9997L6tWrCYfD7Ny5k3vuuYdwOMzdd98NwPbt28lms/Y+p06d4rLLLuNTn/qUva0QyuiKK65A13W+8Y1vsH79et59913C4fDpXoaHx2nRp2uVfZKl26TT5yhMdx+kh4fH5OO0jOTg4CCf+9znePzxx/n2t7/tWnfNmjWsWbPGXl+0aBHbt2/nlVdesY1keaSFbdu2UVdX5zCS4w1l5OHh4eFxZpzLAOdTjdMykhs2bOCWW27hpptuqmkky3nrrbfYtWuX635bt27lM5/5jGsPsVooo1IymYwjNFIqlQI8neRkLp8MbRiXBlFz+iArrkvnemlKqYTPPRdiQQLiVo5LPsiCBKQaDQG9eoqqPPGAjnCZGBoP6VUlJgDxcA0dY63yOsOWeVQiVmP/WNgAxX0osJaWMh6c3DpKOEf5JCcwjOoNt5axbds23nzzTd54440J7Tdv3jx6enrQdZ3NmzfzpS99qWK9119/nX379rF169aqx6oWyqicLVu28M1vfnNC7fTwgLE6SEeZWt3AlBpLIYv6SAp+y/xzXeTf0QrrhQTJfTnrJylMHPrEglEtlJMvrprLEcAl1yN5DaObIT07jz6JyN+sglFLDql2GRJENUMopXXPqmk9pXUIUUVnKUzrGG46SWFIFARqpopWU4Pmi67C31pFRxnS6T48/XSUJsq4A5dPNMD5VGNCRrKtrY2vfOUrvPDCCwSDwQmd6JVXXmFwcJDdu3fz9a9/naVLl/LZz352TL2tW7eycuVKW/xZiWqhjMrZtGkTDzzwgL2eSqWYP3++p5OcAuUXug3VdJAFlDLNI4ztTZbTl9U4MeLcx7EuoK18vUwnWVoudOmqg1QMaB900Uma7rkcATDPTCcpkHSU6Rgd69Jd5ygM6Dzl8pgyJV291cp1UASdVcvzTdAEHf3V22BowvUeXGgd5bnRSQqMcfYQx1tvqjIhI7lnzx66u7tZu3atvc0wDF5++WUeeeQRMplMxWFMwI6qsGrVKrq6uti8efMYIzk8PMy2bdv41re+VbUNEwllFAgExhU/0MPjrJDvjARSSSTFqePZcOxCtcjD47TwhluLTMhI3njjjbzzzjuObV/4whdYsWIFX/va16oayHKklBXTqPz85z8nk8nw+c9/vuI+Ew1l5OFxrqjlgzwQWEynr5mYkaJe5IjIYaL+EeZhzeIuDK/a+5ev+/SKw62l6/36+H5vF5JSv2G5DzEWNkgOTv5rmInICYSlkxPUSU41JmQkI5HIGB9gOBymsbHR3r5p0yba29t56qmnAPjhD3/IggULWLFiBWDpJr///e+zcePGMcffunUrt99+O42NjWPKaoUy8vC40Agz7zMMNDLgb2BUBBlVgtghlqUk6hukUe/DP9JPXE8yG0m2Pmb7Dwv+NaFKK65qIS5pYZJO+fpkJ+83dHwu+Bg9reikpTQF1njqTmfOesiPjo4Ojh8/bq+bpsmmTZs4cuQImqaxZMkSvvOd73DPPfc49vvggw/YuXMnL7zwQsXj1gpl5OFxPunTtTE+SaEXdZBzaWNpLkdSi5BUI6TUCKNKkJQWIaVFOMJCNDPH6uH3iOXzKPRlNIePUSqMic1auj4VHk3JIdXpcyz3QU6Fi5iBmHL8w6guE5CnBWdsJF966SXH+pNPPulY37hxY8VeYznLli1zDVdUK5SRh8dkQsUkUieJkGKeTIGEjK7RLyL05Zec4uOt8EpWD79Pa64btLEjKB4eF4JzmQVkqjEjg0d6OsnJWz4Z2jB//nxL5lGFRlVHlD0XEpqOcPEhAgTQmS37mS37MIEPzDl0+Fv4Q90lDGbqmKcOQMFnGdAdaawq+TDd3vMTgRq5IAPu+0M+36ObDnI8OsmSl9tY2HD4bWNhw7UnGQsbrhKVWH3heJX/VrGIWbOnGqs3kGr1SrGwgVkj5+WF1FHCOdJJTiDA+XjrTVVmpJH08KhFIQ5rxTIlH3+15Nncr1f+KRV0jbbOMZtf9+usUE6imArtyiwOBRfRYQzzIfkBjfoA5CBbH6OxYGzzvryC7RYqdj5HyAcHAPoz+XYUYsVWsfXC59RtVqxT0HRW02IWtk/gGSlwBhGQJT7LgtEs6ijzOsZc5T9EIY9ktXyVBf1ltf3tY5igZKqcwy9RfAK1Ws7LaepX9SQgRWakkfR0kpO//IK3YYW7TrLU/1i1DmW6R9Opi2z05VhmnmDWcDfv1S1lWK3jjcjlzMl0smLk0JjjDWQ0R95DKcbqIEvXlZy7xlHIGrke87jqIM0aOknTmQ8yXue0ymN8lsLps1RHTbq6XXSQULO8u8t9Bq1UBF091Y9hBhRXHeV01El6w61FpvfVeXhMYgp9k0Qgy1XG+8w1ekBKTgZm80r0SoZGwJ9OWkOe06jHklTqeMu/gAHde/xMVkwmkAXEG2718PA4HUr9kglfWSxXv3Ndw2S5cYLZZh8fiLmktXreiKzmw+l9RPMWMh4oHi8ecOooGwLOcdWGgE4yd+F/3mN0khI6fAl6/E3oQuMj2mFnuXDuOzg6vR/Ak5VzmXR5quG9ynl4XCCEhP5Rjb6CH1GCHMmyZPgoCTOFKVT2RFYxkNUIDCURWMavIT/pRhjWkKqSy/tIy/NZTgZE2QIsynahSJN+f5x+pZ54nUE8bNixZL2cmxceL59kkQv/qunhMU3py2muPklhOGOvKia2z3EBx/EFW+jyz+Kt+g9x2dB7NFLMuQowMKI5fY4qDp/lZCA5pDpitcZDBkGZY95IB8fr5nI4MJvE8MFi/UHVEWtVmU7jzFMIzydZZHpfnYfHFEVBcqk8wWyjDykU9oYvpTsbwp9O2j2tqUhhMuuSoWMIadKnRUnpOCPzeFxwvJ5kkRnZk/R0kpO3fDK0oVK+yFLKNZEV6/icOsRKPsnSFFGJgFOTWNAxXqofw5cbpS04h3ciK1CkySysuMfxUImPMqQ7Xnnjwdoax1pDsqXHP51jWDNZy3SS+TaFzAzzRjppq5vDwfBCPpw5ZtWpL/Fh1ht5mUfldkSjhQusVV6daNREClH9GBET6XPPaenpJD0j6eEx7WhYfTXmyir5IhV3AzNuTGxBf59R9lMr5ELMP3/7R/PlheeNsPZPjmjM4hRS0zihNfNe/VLiI+/jx0BIbP2eYubDgxWe9QYo0kplVYmCvq+axhCKbauqQ5RYOR9d8kGWx2oVknxQ8wQLjT5OyNn0BhpJDR6nMTdALhQrTvYpO2zB6KVSZ3cATLhcg5ASaVI99to0jcnmZQEpMiONpKeTnPzl5/oc5srrOKZX8d9poOhj80WWMi6dpMGY/JGlKIZ0zfeo6MV8j610MRCpY1Cr54B/Lh/KHrf8fSX6PUN15j1UjFq5HnHV/xVwrSOlaz7I8litwsT2Oc5GZ67WxYlQK280rOby5Ls0knPsnkopJTrIyrrHWjrIWuW16hgBxfUap6NO0qOI55P08JgCCGBVej8AJ32NpLPTowdzcbaLxlwKQ1HZE1/JcRFDG05avTsvXvMFw/NJFpmRPUkPj6lAuc8xkE4xf6SdttBc/hhZxlWZA3Z5LGxgCue+qUmQq7FcJ1nqwyzEXl0zfJADWjPHwvN4P7qEtFbHpdkOFGR+iNW6D+U+xmjUPOtDrx4W3nBrEc9IenhMVkoj7ZiQq4uzxDzFCdlKWqtndMSH0C0jJAyJogrUQjzTSdIJExR9m/ajtKRtQkqGUgpz6KFOmLwfmkd7XSsCuCz5Pnow6jSO5fkpPc4JnpEs4hlJD49JSrkOMhHU8WEQz6Xp98c4qUcxetN2udTEuHyM55PkYFlsVhO6SnWQhmnHTW3hFB+p7+eNhtWcqGulMdvPbDniOF4qpTj9h9P7+XzBsOZbjTfizvTGG6vw8JgyWN2oRG4AgFSg/oK25lyQEDpLRjsA2Bddxmg2hzaS8nSU5xnPJ1lkRvYkPZ3k5C0/X21oUPSq3/5GRUe4/DLGrZN0cQmW6yTLaQg494+HijrLhuwAhBcyEqhjSZPlryvPi1jqC6xEvEb5eI4RK8sXWam8kg/SXo8Y+XtQ4nOUsGS0g34lRF+ggbcSH+Kanj32PqVDr9Goe77I8eoka5Wb2gzUSXrDrTYz0kh6TH9ia68mt7ayDjKGTpnSYAyFGKIVyxT3crDyPSqGRKsyC1VRJWpW4h+s/JDWkEilzMeYP5TftIyKKYQjKLgwJCKvi7RzLeaq6P/y5aJKeaGOFLhqBN1yUgrTanPhXKmkNXAlChdS6bAS0imFRYPtpOfWk/JFeD+6hOXZ7mIFWeKUlC7tkxKpKEil+kNc5t92qtWRQtB5/HXa2toqlo/HiE1FzqWR3LJlC9u3b+f9998nFApxzTXX8N3vfpfly5dXrH/PPffw2GOP8dBDD3H//ffb2zOZDA8++CA/+9nPGBkZ4cYbb+RHP/oR8+bNs+v09/dz33338dxzzwFw22238fDDDxOPx8fd3hlpJD2d5OQvP9Nj5NZex1GqaxBVE1edpJpz10EK3V0DCaBlpa1zrFg+Yrrq76Ra5mPMG4fsyAg0gmlCMq1AyQO+NO4p0un/q0Stcqni2sZS3WPlcumaq9FZbgVxsHyOJkv8x3m/ZQlH6+cT6MqRGEmClBPSSUpNcTl//pzg2sYLrYOsVX5u8kmeOyP5u9/9jg0bNnDFFVeg6zrf+MY3WL9+Pe+++y7hcNhR95/+6Z947bXXmDNnzpjj3H///Tz//PNs27aNxsZGvvrVr3LrrbeyZ88ee6Twzjvv5MSJE+zYsQOAu+++m7vuuovnn39+3O2dkUbSw2MqUhj+HPRZxlkVklikOOSYnASSj7NJw0iKxYPHOVK/gI7GFhal+kklp/fQ3mRBSoEcp/Ebb70CBYNV4IknnqC5uZk9e/Zw/fXX29vb29u59957+dWvfsUtt9zi2CeZTLJ161aefvppbrrpJgCeeeYZ5s+fz69//Wtuvvlm3nvvPXbs2MHu3bu56qqrAHj88cdZt24d+/fvr9pzLcebuOPhMUUQprX4DGusOCM0tJHktJ7UsnCoHYBBNYicrhc5CSnEbh3vApBKpRxLJpMZ17mSySQAiUSieH7T5K677uKv/uqv+NCHPjRmnz179pDL5Vi/fr29bc6cOaxcuZJdu3YB8OqrrxKLxWwDCXD11VcTi8XsOuPB60l6eExSxiQszq/WG8OopoGhaAyqdQQLdcqCgyfTk79nOSZYgOksU0dHENLEFCoZ4SMaKzqTozHT9nN6nF1OZ7i13D/713/912zevNl1XyklDzzwANdddx0rV660t3/3u99F0zTuu+++ivt1dnbi9/tpaGhwbG9pabEnMXV2dtLc3Dxm3+bm5glNdPKMpIfHJEXoEiVrWQ0RsIJwWxFm4kSMYQaUCElfhFBBSyhB0fP1p0ngbSsYQX4CkRBWb7oQnGB6XOKk5HSGW9va2ohGo/b2QCBQc997772Xt99+m507d9rb9uzZw3//7/+dN998E1FrGvmYtkjHPpX2L69TC89IenhMUlJpxTGpRRjFSSuhhhEGfBGSviizc5aRTKWc9Zn8HcmxbTadE3ESZXOjUkmF7s6S3qPnojwnnE5PMhqNOoxkLTZu3Mhzzz3Hyy+/7JiR+sorr9Dd3c2CBQvsbYZh8NWvfpUf/OAHHD16lNmzZ5PNZunv73f0Jru7u7nmmmsAa0JTV1fXmPP29PTQ0tIy7nZ6YxUeHlOQcHYYgAFfxBm+bhrjxTs/fxR6kuNdJnZsyb333sv27dv5zW9+w+LFix3ld911F2+//TZ79+61lzlz5vBXf/VX/OpXvwJg7dq1+Hw+XnzxRXu/jo4O9u3bZxvJdevWkUwmef311+06r732Gslk0q4zHmZkT9ILJjB5y8/WOWJVkugCNKGjKLgGE1BcorslfDqixutlwq+jqNWf6vGQjupSHqsvJCjO++sipmMIVfUNchBI+eoxsd52y/170iWAaywyjmACEQO35195sICK1yCL11BONGLmM31U90kyWrZPzHR8dmtfNGYilernL7TBonobL2SwgAsVTEBOoCc5USO5YcMGfvrTn/KLX/yCSCRitz0WixEKhWhsbKSxsdGxj8/nY/bs2faM1Fgsxhe/+EW++tWv0tjYSCKR4MEHH2TVqlX2bNdLLrmEj33sY3z5y1/mxz/+MWBJQG699dZxz2yFGWokPaY+8TVXo6+pHCwgjo7IWlrISigKqDpoVQIKqD7LH6hmqgQCwBLRVwsUAFawAEWvLuZXfDgTEpcjLb+iLfo38yL6vKGsM0bRTB1d0RhWg0SMESupcUl9YUjUKhMMlaBlYJRs1UtA6CZoihUUoFL5eAKNu828rbi9LFgA7iOqoiRxtWU0RUlmEOGaUNnaX3Ly5BszLlhALfL5tMdddyI8+uijANxwww2O7U888QR/+Zd/Oe7jPPTQQ2iaxh133GEHE3jyyScdHaCf/OQn3HffffYs2Ntuu41HHnlkQu2dkUbSCyYw+ctr1dHXuAcLUEw47hIsQMtBm1tC5GyNhMgGroECwDKQbkmPlax0FfMruulMOGw6hfTRcJq+QANJtY6IMZL315WMkEic/rsypKidkNgMqK7BAmoFLKgZTECWBRMwnNeYKJv7McYnifMapSLGBECvdY2TPVhArfJzEkwAgRinw3e8gdALyNMYNz969OiYbcFgkIcffpiHH3646n6JRIJnnnlmwucrxfNJenhMUeK5FABJLTxtdZIeF4Zz6ZOcaszInqSHx1RgjIaw5A08GjMZzVppslJa2N5WWp4amPzvwGN1ks5rZBQEJqBiCGXMNTqOlR9uLT12Kj3578FkxJQC4QU4B86wJ7llyxaEEI6gs+Xs3LmTa6+9lsbGRkKhECtWrOChhx5y1LnhhhsQQoxZSkMRvfzyy/zZn/0Zc+bMQQjBP/3TP51J0z08Jj/SuQhZjLojZLEnmVZDKKMpK9iALq2l9rycSYFEIEV+qTJsF9YticsA1tB1NGaOMZAFCj5IYcr8pCAPjzPjtHuSb7zxBo899hirV692rRcOh7n33ntZvXo14XCYnTt3cs899xAOh7n77rsB2L59O9lscQbBqVOnuOyyy/jUpz5lbxsaGuKyyy7jC1/4Ap/85CdPt9keHlOG8gTDwpD0dBTfaxtCo/jMHDnFZ81yHRAl5ebU0EmWa0F1xvgkW0e7SfqjvBdbSjS5n5gxXNy/ho9yKtyDyYiUE5i4M83fRU7LSA4ODvK5z32Oxx9/nG9/+9uuddesWcOaNWvs9UWLFrF9+3ZeeeUV20iWxuwD2LZtG3V1dQ4j+fGPf5yPf/zjp9NcD49pieGLEtWHOeWPkfRFiTB0oZt01jECURbmBjg12ktPsIm3IhdxVe9bhDT3SVMeZ8a5DHA+1TgtI7lhwwZuueUWbrrppppGspy33nqLXbt2ue63detWPvOZz4xJmzJRMpmMI8huKmUNT3k6yclbPt5jxGvoIEUNHaRaSwfpIgBsCOg1Q6LFQ+5ay3idgQi46xgLuSHB8q+VDh9G45amMGYbyQhz44MUNCXRuMwnoaxMLY2hXcflCVEaK7baNZRqPcccv0yjaGlBy3yO0pKArOn/I/8y6yMMaWFebr6KuZlTXDTSSTSWcdYvb79LLkmw7utk1kFeSJ2kZyQtJmwkt23bxptvvskbb7wxof3mzZtHT08Puq6zefNmvvSlL1Ws9/rrr7Nv3z62bt060aaNYcuWLXzzm9884+N4nF3il1+NfnlljSNYOkdFB3lJ5ToJ1UqarFWxk4oGSg0dpJKTaCNVNIwhiWKAr0q5qlhDn9pw9TA3qmIlBFYyVXxnfmlrIStSaTeT4sSWfHk0Z/Uee4MNyJEOyziW1BeGVTEStzalB0rKKMZ6rdhGAxASJVflGgqJnascQxjSkXR5TLnpTBCdHhCAWiKMFCBkPoh5hLWDh3g/OIfuYBMngrM4EWiidbSbpcZRwqpT+mIfoUwnOVZL6VEJb+JOkQkZyba2Nr7yla/wwgsvEAwGa+9QwiuvvMLg4CC7d+/m61//OkuXLuWzn/3smHpbt25l5cqVXHnllRM6fiU2bdrEAw88YK+nUinmz5/v6SQvcLl+ubvGEUA14HjOJemxdC9XauggtRH3hMhqTjoTHpefX5d0nqrx8zHddJBWb9RVQ1imGRQ50+FzjMYlTbkUPiPHsFZHRyDBnEyfXT89AD3thQeYZSiqr1dCYvqVEq3m2DYC7uWytk7RrVxIaWs/m9G5IvA2ff4YB+sX0RNspCPUQlewiZWDx5iT7SM1oDj8tig4taNYWspS/amnkxyL55MsMiEjuWfPHrq7u1m7dq29zTAMXn75ZR555BEymUzFYUzAjs+3atUqurq62Lx58xgjOTw8zLZt2/jWt7410euoSCAQGFckeg+PqYomTZYMHuP92FIOhVqYnzqC4Y9d6GadM/RglCiSDw8fIZ3p5EBgNj3BRt6OXITaN0wIlxBCHuPGMpLjHW49x425wEzISN5444288847jm1f+MIXWLFiBV/72teqGshypJQVE3L+/Oc/J5PJ8PnPf34izfLwmJZYGsLiZ2tYssTnmGfx4AkO1y9gyBemvW42s/OSCWuIVZZ8dq7bQ6+TmDGxWkvKIsYIV/T9gT/GlnEsPI8/NFzCFeoHzMK6/mjcHBPTrqilLNFmeozB80kWmZCRjEQijsSYYEk8Ghsb7e2bNm2ivb2dp556CoAf/vCHLFiwgBUrVgCWbvL73/8+GzduHHP8rVu3cvvtt48JbgvWjNqDBw/a60eOHGHv3r0kEglHShUPjxmDhHQ/QD2LR7rYXz+fffHlhPo/IK4PgZSIvN/Wir8qxqxPdqQQ9uQbKQRIaSdajsZMjGCU5ZlORpUAXaFZvFW/hOtGf49fyw+1l8fHlSAo+ik9LWVl3ELuVqo7nTnrEXc6Ojo4fvy4vW6aJps2beLIkSNomsaSJUv4zne+wz333OPY74MPPmDnzp288MILFY/7+9//no9+9KP2esHX+Bd/8Rc8+eSTZ/syPDwuOGN0kmU+SWFK26fYKLppXBDmVDDBGw3LuLJ/P0r3ED0nnMfsaS9ZmQLxtlIpxT1+bcyKHHr5wB95Vf0wKX+U/ZGLWDViXfgYHyVU9FN6OPF6kkXO+Gfy0ksvOdbLDdbGjRsr9hrLWbZsmWvg2xtuuOG0AuN6eMwEFCm58tReXmtaQ1+ggd/HL+bDvW8zIxJNAgTquXTkBLv9l9IeamFxtpd6Y7T2fh6V8bqSNlPgXfLs4+kkL2y5m8YR8vkeXV70G1X3/ROa7hpvMeHTUVx+2fGQjuIy+TYWNqrKGuw6NXIpxiJm7VyLpdKFSj5JCbaPsQG0rMmVvXt5pfkqhnx1DMyZxSzTysweccbrIJIgn2ux+nVE4iC1YmzVMW2MOnWOFctdblMtf2A0WvApVo9fW0rMGGb2SDedoWYOhOawZvCw5ZcsPWaZnzIa83SSFZlI4HKvJ+nh4SR2xdVkr6qsYYyZOkoOjMsqlzcIK/SY6qJDV1QrFZVaReeoAJgSpVq+x4CVy7GqDhKJkpOoVTSMiiYRhrvGUTHNqrkawcrXiAS1ymTLgrZQqXaNeX2jrSHsF4AoRltWJHa2Zawi3R9HAEtSR3m78VKOhZpZEj6I6Y/kewYlSY1NECi2j9IymoLUQOkDTyJ0ichWuQ+6BAVH0ANHuZnXSVbTURbK3XSYalFPaekoiwmcBNZllfool6WP0BmcRVcgwVDyAGFFBSmtl4rCjiZQeMkxYW7LR4gErqjYhmhc0t71+4pl0xlPAlJkRhpJTyd5ZuXZq67jsFalq6WDKuGoWaVcsQygm8YRLAPZNupSR5e0D7voILPu+R7VjElnn0uux5x7HkRFH4dfq0Y+R6hRLhnrTytBmKZD9xjNKz/mDXXyfnwJI1qIjrpmWvKzXdN90FuaW1hx+ihNTZSdzzJe1dtgglK+T/k1SPf9Xa/RBE243meJU2fZGEgxZ6SLk3WzeathJVekDlAe7T1VHuMW9zZMdh3ludFJej7JAl7YCQ+PaYb017NwuAeAQ5GFli9/ur/u59EDUS7OdBHURxn0hXkjuhRltB/faDIfsehCt3CKIMXElmnMjOxJenhMB8boIEvs4ILhbg6FW0kGovT5ozRmUw6/ZCSB4xXZGm516iWicVk2/Dr5GJNfUkLIzLGu501enfVhBn31HJh7KVcOvVesF3f6dif7NV4IvOHWIl5P0sNjuiBN0qdM0v3gR2fB0EkA/hC7iC6tDokkkpBFY2maziUfS7awTMlZi6Y1rJwd9LMmfRiA7vhsRktnYsl8TFc5Ra/xfCAnuExjvJ6kh8cUJT0APSdLdJM6Dl3kxbkj9AQTDPnCvDlrFStSx1g81FHcv8xHKbXyWK5y0r9Gp5JOLamim/Y9mcUwDXUD9AfiHA/PZXHWimtbft+mQEyF847nkywyyX8CHh4ep4umBri2948sSR4F4FC4FXIjzIjX/zyLBq23hmP1c6xsFTPjss8OXi8SmKE9SU8neWblMVOvJo1jlqmjCKq+fjUJHVFjUmijWlvniFr915kIuOss4yEdRau+v6WDBDcNo2K6zwAp+Mdcy2vt71YeL8g5iqmwRMkukYRVpCK5ZOAgnXWzGPKF6ahrpjWXLtYpqS9VKG10pAEr3UqV2S41c1bGC/fAZf9a5S5/5/JYrtGYmf+7Fe9JfKSbP+YyjPqCdAfizM705325JSnEalzjZNZRgpdP8lwzI42khzs1dZBZUKs8wxUFSwdZxYgKzV0DCaD48r6xXBX9nSIRZvV8kYpmGYzqeQytXIlKteMblk6xloax9LlaMFr2JBCjcKzq+RzdNIIYWOkUqxljE4RuIPI6zMHuseVISboXoJ6WxACHfWFOBRtsI1luxQU4kklbOn4DpYrWU+iAIlCq6iitf6vdR5G/R0q174oJEgWq6DAxQCjFNhf+lfb4qUTBZM6p4xydfTFtwQTz00fI+eNEYlBSzY7hOubvNAN6Sh7uzEgj6ekkz1AHacIxo7pGUdXheNYl16PunusRLIF6+5D7Odx0kEKXdAxUL9dGTHcdZO40NIymdMZWRTp9X5T5wky3fI4yr2OsXi6yZbrHcgzoPWadN1SfgshcTgXikLZiK6f7oPd4SX21LLZr4Rhu51AYEx+2nDMpH6vddJSCKpx/J8P5N2gMwZze4xxrWcKpQAMpXz2hsqNUzLtZ8neaiTpJLyxdEc8n6eExA4gOpxHSZNhXx6jwTfsHWwHdH0fRYrRkBgD4Q/wS1EwSX2YAIZ09Z49SxASX6cuM7El6eJwpFWOClvgIi/kencOtpevpvnPbxkgTFN6DIwmTkD7KsK+OETVA0MyN1U2W+XEjCUj3nNs2niljdJLlf4P8n2HFYBunfBEGAjE+iC5mReqwvV/lvJvlf7cZhteTtPF6kh4ep4MJmLJksTYLJALbOVaM8pLvtQgjv5yHB4soaY8AAoYVbDaj+m3/ozCktUjAMMYuk51CHFajyt/A0MHQ0btGWNxxDID2utn5v4ulD7V8u/lFN87732lS4ukkbTwj6eFxGhTifxaW1ICwfVs97dbndH/Jer/Vc+xpt5Zz3YsESPdKeo+a9B41SfdKgiVGslJ5QTdZWM5HG8+U0r9Dxb9B3u/aexzM/QMADPvq0EumWJded7rv/P+dJiXnMCzdli1buOKKK4hEIjQ3N3P77bezf/9+R53NmzezYsUKwuEwDQ0N3HTTTbz22muOOplMho0bN9LU1EQ4HOa2227jxAmng7u/v5+77rqLWCxGLBbjrrvuYmBgYELt9Yykh8cMIahbRnJU8U/7t/9KaFkdX86aqpv2ha2sKNIL5lqJQli68S4T4Xe/+x0bNmxg9+7dvPjii+i6zvr16xkaGrLrLFu2jEceeYR33nmHnTt3smjRItavX09PT3H8//777+fZZ59l27Zt7Ny5k8HBQW699VaMkhGQO++8k71797Jjxw527NjB3r17ueuuuybU3hnpk/R0ku7lNXWQLq9WTYqOcPlWJbS8jtKFhE9H1NBBiuoTV4mHdFteULG8zsjrJF10kEb1h2e57wtKfZAlvi1Zst7gnN4QSRRKKl+npVF0KY8XJRYVyxMgZFGwGmkS1Oesh1B3MM7y1HEiTc7y8g5BeQ7KSudwe80e1/41ysvjyZZS7vet9Dcov0c95jCn8JP21RPJpca0o9w3G0nAfGPm6STPpU9yx44djvUnnniC5uZm9uzZw/XXXw9Yxq2Uv/u7v2Pr1q28/fbb3HjjjSSTSbZu3crTTz/NTTfdBMAzzzzD/Pnz+fWvf83NN9/Me++9x44dO9i9ezdXXXUVAI8//jjr1q1j//79LF++fFztnZFGcqZTf81VNPqurVyW0yFLeXYhB+PRQVbVGArLD1ZNowh5HaR0OYcv375qbTQsnaVSVSdpySukalmFWL2VRDmVsp74ouzVuGAUbQ1k/pldeCjbmjpKjKO0bFy0oeRAUlrGj0K5tAMAFB7UheE9IQEpHPkeHeUmlihVKSk3TefwoKT4mi8Fc4c6eTexjEFfHf2KRsLUiTQK23oLUzpyPwozfz/y2yJNClKQ115i6zzFaBWdZC6/v1u5EC75KhVQpLtOk2J5QSsqHOU4HuKR3AinAnH6AzHmZFP5imXfk9KYrjOwxw1MbBg1Xy+VSjk2BwIBAoFAzd2TySQAiUTlt6ZsNstjjz1GLBbjsssuA2DPnj3kcjnWr19v15szZw4rV65k165d3Hzzzbz66qvEYjHbQAJcffXVxGIxdu3a5RlJN2a6TrLRdy2HAy4awqzgqKiiUZTgr6WDzMEJFx2kUkMDCZahbU+7dBcN6Ei65IvU3fNFCgM6e4tffyVn0tVdWNcRhnTV3xV7LUV0FFK+OjLCR1bRyCk+TAQ+U8cvdcL6KPHcoP0QT/eN1QiOWW+fwLrp1DQK3fI3FohHdeYPnuRodAEfNCzhilMfoJZYgXSvs36B0m1SKLb2EhSEYdJ7xH2CT6Vj2ijCtVxqqrtOkzKt55gDQO/x4jXWh/uhvpX2cAvLBk/ik8ZYvWhZns2ZqJOciDymUK+81/vXf/3XbN682XVfKSUPPPAA1113HStXrnSU/fM//zOf+cxnGB4eprW1lRdffJGmpiYAOjs78fv9NDQ0OPZpaWmxe9WdnZ00NzePOWdzc/OEet4z0kh6eJwpvoz19pv01XMi0kgq2sSAP4oU7m7+WCbF0tRRWke6geh5aGkRwxdh4VAvx+vn0hdsYE9iCVd07UVo4fPajgtJbChFJDtI2l/PyUCMJenjQP2Fbtbk4zSGW9va2ohGi9/p8fQi7733Xt5++2127tw5puyjH/0oe/fupbe3l8cff5w77riD1157raLhs5siJUIUe8Cln6vVqYVnJD1mJLF6w/HZCmFnjc9Fo6Y1JJunkv5uNOfnvdgSToTnOI4b1EcJGyP4jSx+M4ciTbKKj6zioy/QQDIQZc+s1cSyKValjzGLEWCsf+601stitxaGS8EaKkVKwkaGq7re5PWWNfSGmni95cOs7TuAJk2rTukxK6xbI2sFPyYMdjGpiTRCqTc40giL08d5u/FSjkTnc1H6eM08mxw7T42dTJzGcGs0GnUYyVps3LiR5557jpdffpl58+aNKQ+HwyxdupSlS5dy9dVXc/HFF7N161Y2bdrE7NmzyWaz9Pf3O3qT3d3dXHPNNYDVw+7qGvsF7enpoaWlZdzt9Iykx8xEUjSEFd6YpYBI3CwOOQmINkiU0RRHfPM50Hg5umL9fBrTfbSSIpFJoZ/KIshP1JHS9hFGEpAVxzlW18KxumaS/ij/kvgQy9TDLE0dQ8lIdH/U4bNEGkW/a8EAOtZFcbuZ38n17V+S7jHRMLhSfY83mlZwKpTgjcZlXNX5JopWB6YkMitvJQpTF0ti1QpRjEdbaoQnK8IwHfFxhaHQOprmXVNnRAvRF4gRk4bzvnk+yXM6cUdKycaNG3n22Wd56aWXWLx48bj3y2SsGdpr167F5/Px4osvcscddwDQ0dHBvn37+N73vgfAunXrSCaTvP7661x55ZUAvPbaaySTSduQjgfPSHrMSFJppSR2a94HWZKXMBoZ62fr8UV5P3YJQz5reDKeTbJi6CRq75AdQae3JAaoMJ2+rUhC5+KhdhYPHOLtxAq66prZH19KZ6iZy/v+SF3Z+dKnSv1p1nEd66Isrqp0lgujzMdomvQetq6riSTrcr9n9+yP0B9s4NXWj3BF7wdYs7ZK2tBj0nu4MANGs855uPTeTO6QZFb7nX/LSLOCkp/QpOUnOznuqwI9Nfyg055zaCQ3bNjAT3/6U37xi18QiURs/2AsFiMUCjE0NMTf/M3fcNttt9Ha2sqpU6f40Y9+xIkTJ/jUpz5l1/3iF7/IV7/6VRobG0kkEjz44IOsWrXKnu16ySWX8LGPfYwvf/nL/PjHPwbg7rvv5tZbbx33pB3wdJIeHq6omRQZPctb4YXsiS1jyBfGb2RZmT7CVakDxI0hpBDjtBVWDBzNF2RN+iirBw7hM3WSgSivzL6KI4EESiaNlkmhZVI1j3amRKTkqt4/4jeyJAMxXm9ajtSTqLnU6Qngpgi9qp+s6kNIk7A+VHuHmcg5jLjz6KOPkkwmueGGG2htbbWXf/iHfwBAVVXef/99PvnJT7Js2TJuvfVWenp6eOWVV/jQhz5kH+ehhx7i9ttv54477uDaa6+lrq6O559/3iHv+8lPfsKqVatYv34969evZ/Xq1Tz99NMTau+M7EnOdJ1kfa66wK45p6NSPTntLHTUM9BBJvzuGkiAhoDuOrMuHtJdJSrxkI5iVj9Aeb7IaKTMBxkt5oLsCM5ib8OlmEJFSJPFg21cnD6C8I+d7GENlZboIkulB2U+RAHMHT1FYzbFu/Xz6KqbxfsNSzleP4e5w13MHep0+NOsz5XWy49fLB/rkyypnx9SjeaGuabjdV6dfQWpQJS3PnQd1/TuweeopxU/i/JjVP9j28O2buUuEygiTQryDHWYwnAeINjs4/WmSwG4KHXc8sWW32fhPMZ8ORN1khP3SY770DVevoLBINu3b695nGAwyMMPP8zDDz9ctU4ikeCZZ56ZUPvKmZFGcrpTf/2VNAbWVS7LGIhM9SGEQszKquXjaYBbLyTv73GdXi6L7ajWxtK2xEOWUR0Ysl58yvMAF4xiMq3Y+wtT2vkmCwbSMo5W+9TRFD2BBO/El2MKlcZsivmdJ6jLjSLiloFMJfN3ScG6IBWklt+mmkhTIPO/MKlYuSFLfZRISa4ny9Kew7TMTfFedCHDvjoOxBZzILaYSHaQlroe6vQRUoAqTRLxAer0EciA7o84dZemtP1vlnGQVnzSfHml+5zuscqvUv/I67MuZaguyq7ZV7Ku4w1CRgZDq88HHbDaiwkUtJSGsCLWZKu8dOn5i3crFwKyVf7QuorwqfbfKdJkRWR16DRNaessLaMs7WsShmL3dCKzFNRcireiq8hoQcLZQZamuzDUsMNvKYy8YS7x/c5ruJyYeXnFJkYa4ET/3srtn8KcjgRkujIjjeR010k2BtZxMFz9T6voCod91XWKGoKjuJTX0klmJe3D7rkg29M1dJI5XPNBgrNcGM78kUJKh05S5CRdvUUfpGJIhy4yGi367np8UQ5EVpD21RMwRgnqI1zcdohTHYKhwuuDqJBvUjpzTArTdOQpFHqZDrJE19hELzeMnqI70EBnIE53qJG0vx5DKAz7nN7KutwwC9MnmD/a79Q59pTrHOUYf5xjXWL7G5sY5prc6+xq/ghDwTC75liGsnwSf7rboPdwSaQI06T3YBW1f+GcbuWK4jxeOQGl5JoUJKKGTtN5zaUzdDvrZnEiMhek5PLeffa9K/dbSk2h93jxHEDJ+pgLoK39wuoovXyS5xbPJ+nhAWgjKYZzBnvqFvNmZBlpXz2KNMmoQRLZJMp5eBJoUjJntI8PJw9xQ9ebaEaOYV8dkewgzSN9xLPFnJDvJZbxcvNlnPRFbD/mmRJEZdUH+6jLjTDsq+Nf5lzJCAaqnp66PkrTBMMgh+DtJsuftTjVTiyn21lAPDzcmJE9SQ+PAlJAMlDPEf8sOhvmWmHSTJO5p44x7K+jL9aCOjR8Xtpih5STcDLRhK76CGRHWPXBH63ZmBJ0RSEZ0jg8bwWjgTr+MOtDHAgv4KK294hVC7g73vN3mwweHmKlfJt9F1/CcF2Uf5l9BWv27cRvB42e3LNZy0l3G/QeytG/8GIyWpC64TStB46QliYUAj+oU+uazgeFVGrjrTud8Yykx5QkHtIdn0t/0PGw4ej1lE/UCUUVetUIyaY4A6EohlKcxDV7pJsVqUMo0uS3Ucuvu1j2UBcvkYfEx/Y+SpP/2nUK2kXywbbLxP7l4v8CBgonmq0gBcvSR4klSp9WJrMyvSzu2MXRyDwOxC9iuC7CvuVXopk60cVJGtIDCF+KsD5SPH7ZJJrIrMJEnpJJOVICGpEGnet6fs+rs68gHYjw1mXXc1XXPiK5ERzC/GaVdOe57YmNCcIOlAYzcExOyvskHet5CeThhDXTadXAfuKzBKAWJw2VzDSLzCpMFsqfo9GS4njMXM5ouHXLli0IIbj//vur1tm5cyfXXnstjY2NhEIhVqxYwUMPPeSoc8MNNyCEGLPccsstjno/+tGPWLx4McFgkLVr1/LKK6+cSfM9pjBjEgZLicgvBQMZCxvE66wkuqM5nYFYlP3Ni3kpsop94cWcCjdgKCp+I8u84Q7W9b7JZSPHCfh8HA/PQQqFhlyakKYhFYHU8osiMDUFw19cTM1ajIC1mJqSD6KuINV8IHKhlC3CueRpCzaQVf3U5YZZMHiyoBxBAIO9koF0BPz1LBrp54bOvVw8cAi/kUVXNPrijRyav4SXZ6/hpZY1HFuyiMF5TWRRrQksTUpxpquZDxRgmNZnKUGapLt0RrpVrur+I7FMkqwa4P34AlR9ECtgQSHF1HkYfjVM0A1rMUxrko2uW4thDaWi69ZiGNakoqxuLbo1Szmr+cloAYQ0SYz0gSlJd+RIn8zmj+/cx5rIo1uLSzaYac05zCc51TjtnuQbb7zBY489xurVq13rhcNh7r33XlavXk04HGbnzp3cc889hMNh7r77bgC2b99ONlt07p86dYrLLrvMFo4C/MM//AP3338/P/rRj7j22mv58Y9/zMc//nHeffddFixYcLqX4TFFGRhSXSfqxMLW8OCI8LM/MJduexqoRTSXpjlziubRU8RzKbt/pAcimAja6qye3IKMlb8ulVIcE31MVZRMBLK2AY7JQWrWOblHyZpjApKXitYjDaALhYPRhQAsSx5BQdodzkKS5PzRiCTAJw1W9B9kef9Bkv4oPaFGekKN9AcbGPGFOO6bx3EAKYllB2kaHaB15BSR3DCD5ZNwkPQeKq43AWt4h5fmX0dvqNGaWdql03vQZaLNWWZMMANwrhuGo82Y0jFRKNKikQ5HrM+ZNJo0GejS6T2QKe4jhHNykU9znsM3A6dueBN3bE7LSA4ODvK5z32Oxx9/nG9/+9uuddesWcOaNWvs9UWLFrF9+3ZeeeUV20iWp0jZtm0bdXV1DiP5d3/3d3zxi1/kS1/6EgA/+MEP+NWvfsWjjz7Kli1bTucyPKYxynCaw3ULOBReYGscZ2X7aDSHmZVLEpT5B6sm0LWYIz1WvxYhowYIGBmac/3nz+kiBEfDreRUP+HcEC36EHogWjJ0XPlpZPiseJkRUxIZ6uWioV50oTCg+uipa6Q31EjaHyEZsJZDsflEsmka6UXraMc3kql4XABDDQGgmcbU9D1JScZvzdGtzw3hJVkeJ56RtDktI7lhwwZuueUWbrrppppGspy33nqLXbt2ue63detWPvOZzxAOW+G/stkse/bs4etf/7qj3vr169m1a1fV42QyGTvWHxTznU33YAL1mepK++aM4TqENMvIBxOoQhM6Sq1gAi6/GiuYQPX9AeIB93PU8kHmonW87F/GSP4Bn8j286H0AaL6ELlgzP3kQDafNTqsD9v+CEsiUgyALhVBadLmWKRwT3V7XSnJzRiNmQ7dZyWfZE6oHAlb0/mXJw+P8YWU++dwCZigSZOWkV5aRixR4YgaoDfUSFfdLLrqZpH2R0jPj8C8RYRHhugROQJGDuZn8OVy+HNZRsIGw5plYAKG9TuKtBT/MJEWzfUBWVq3arlbMIFmNe8vLPGbWldXXDfL6pcGTGjRQEp0zarvM3KVr6GkDZEWDVRnAAWpQjXPVKQR5isXLtgAnJtgAp5OssiEjeS2bdt48803eeONNya037x58+jp6UHXdTZv3mz3CMt5/fXX2bdvH1u3brW39fb2YhjGmMjtpbnDKrFlyxa++c1vTqidU4HIv/oITaErK5eNmMgs1ZK5W0GqpUCYlR9OQgrrB1Jld1H43xlVqP2rkgp2tJV4SEeYMDDi/LqKspVovcFxGeeD4GIQgqAxyrLMSVr0AYRPozeTgKF8BhDTit8KVsQdwE66bOa1dao07ZNIITDzsyClIhBSOqL6pJNWWeEFQUiJFCJvTMmHrpPFY4h8up7CRQg4FmxAVzQi2UHmDHdh+KP5Ga+CSMKKVCLzO8j89ReE84VoOKXrhlZPuju/3qwwZzTFnNEUZu8+ToZn014/h1OhBEN19djB2SpkjRLSRBcqRj4SU6S5ECEBhzSkYHzSXfmXBzvhc43yvAzDMlgl5ShgSChEiDKscjvaUF7eQS4/KlB4CTHy9U2Bagxh+q11n5kr7qfnK5v5KEIl+yBlMQCCrkE2C8kqWs86P/P8y4gFF1YsjvgDnMh+UHnfyYzXk7SZkJFsa2vjK1/5Ci+88ALBYHBCJ3rllVcYHBxk9+7dfP3rX2fp0qV89rOfHVNv69atrFy50o7aXkp5DrBaecE2bdrEAw88YK+nUinmz58/5YMJNIWu5HCsendMCpVDYbeExCqHtSpift36Uhw1q5QrVjAA92AC7kmXVV3WDCYgDDiZKvE5ms7gAYoh6egvrteHDf4YWEiXZg3dLxhuZ8XgQQha/qjkoOpIsiwM6QxwbhYDnJv1KoRBlcWuXzKtOIMRmKX7V0IHE0fQdJEzHYmbFV3aPsqcqnF4luVbX548ZBnAvrJA2zpjhfRuwQMM6fCtRZqtc/tMnYXpEyxMn2BEDZLy15NV/WRUP0MjCmYsTEb129tMFEZ9IV6b8xEu7Tuan+VqYfkonQZkQuvl/kCB0+cpnfUjs533PN2Zo/cD53Bx7/5R+3NsFvTHrfyD4Zwl5Ul35OjdX7wGFJzHUFSHz1LqOXrfL6lfjm7Q+271GLBto+c22IAXTODcMiEjuWfPHrq7u1m7dq29zTAMXn75ZR555BEymUzFYUzAToeyatUqurq62Lx58xgjOTw8zLZt2/jWt77l2N7U1ISqqmN6jd3d3a55wQKBwLgSf3pMbbKKxu/9i0lpEYQ0+VD6AK1iCBmKnOYRrV99TvHZPbdzzYnG2RiKRjSboknm0INxGDw3/jNDLdwXiR9oyo4ClmFJdxtEDOdvuDcYY8+sSzgVauSVOQlahzpZ1n+IaHYQSQBTPY8TW/K9955AHQPBGMFoEqg+mjQQjDMUjqGYBs3DKQwlDJy/iUdTFW+4tciEjOSNN97IO++849j2hS98gRUrVvC1r32tqoEspzQvWCk///nPyWQyfP7zn3ds9/v9rF27lhdffJE///M/t7e/+OKLfOITn5jIJXhMEcboIE1nWeGHKYFDDYtIqRH8ZpYPJ/eRyCXJhZy+x/Iky9ZwdEmA8xKfpqqlOAL0+WPkRhR8mHmfY9HfWBhedaM01F00auZjkBYTNxeuKatqHEhYvZ0V+V4kMDYZsAkT0gialu4RsHuRp0PTaJI/ObGb9xNL6ayfTUd9Kx31rWhGDuMiDXm1NUTZN9LP3MEuEqIbIU3M+XFGNT/++lH8uSx1DVZs3EIM8Yr+wNLg4mU+z4KPEaA7PItjsQVczFFmL+u3ymc7R08is320BaxJTbOGe/GZ1ncg0lqsF2n1Oc8521cMMpA/Z6p9BhrVcxjgfKoxISMZiURYuXKlY1s4HKaxsdHevmnTJtrb23nqqacA+OEPf8iCBQtYsWIFYOkmv//977Nx48Yxx9+6dSu33347jY2NY8oeeOAB7rrrLj7ykY+wbt06HnvsMY4fP87/9r/9bxO5BI+pQnGOCginj1IqgGn5ILuMEH1qFEUaXD3wFoGAn5w/DlKSzAc8j4UN6zevFvcXsuS3XfZvWGYI60MMaWFO+WLMzvWfnWtSKArXFcu/WN8E+4NNmEKlIZOkOdOH7rcMvCh17Zb/W6hQOJ4QeYNSUlFQVi4dPkqkIN2dNxzNKgWL5Ngmiz7CD5sHSSVPcig+n446KyJQaVt66hL01CVQmy5GkZJcobww2CMlCIFvQZY5g53MSZ8knsvlz50vlxCZlW+LWdJW8r7CfBv1/Owv1TSK/ncJUprIfHQgaaoY+XqaqSMLFteUSLNYB0DmfZTSUAETmZekyTMLYjR18YZbbc56xJ2Ojg6OHz9ur5umyaZNmzhy5AiaprFkyRK+853vcM899zj2++CDD9i5cycvvPBCxeN++tOf5tSpU3zrW9+io6ODlStX8stf/pKFCys7zD2mNgOjmtNvaTp9lA0B6+l1NDQPgGVDR6g3hsnlA7Mnh1SHbhJwD3huOn2Us7VeDtWH6c4byTE+yXE8GVIpxemTNKQjAHo0ajKi+DhWPxeA5alDDhuY7isLiK7jCLwtzPKkytIZ7Fs6fZKYZetSuuok7WOW+ASjLcOs6dnPSvahKxqaqaOZOqNqgBORObRF5jLqC2EAqqlTnx0iq/oZ1QL20HVO9XMstoBjsQUE9QyNIwPEsoPEMmmi2SFrwlQN9HyUJL0/6/AvSmnQ+15xPVBvjVidCiUwEShI0h1Zet9zhhp0XXfL/TZN8YZbi5yxkXzppZcc608++aRjfePGjRV7jeUsW7asZp6x//gf/yP/8T/+x4k20WMaIoER4SOt1YOUtCjDZMPxs/aDbc70cqh+Ib2+6Dl9UT5c14opFBoz/cQwyQVqS1QuKHl74ZM+fCaADxQfIVNycbKDpckOhnwhTKFQnx22XybeaF5OT7iZuelO5gx201nXQEf9bEa1AO2RFtoL3U0piWQHqcsNEzAy+I0sAT1DwMgSMLL4pCCcG8HIa4RUw72r15ru4I8NyxkNhOgMx1mQOoEXjXMceD1Jmxn5bZnqOsnISPU37eaCBKRaecawpAtVni2zTB0XWRhN6IhaOkmXH814ki7HA7qjRxUP6o4fYjxkzRw9pVoGpUFP4ivLwlyIuFP+ubBeGss1ZvskizpIMtZsRV1omIgxPsnS+pWIRk2HDCcadfo9o3ETaUJHwHI8LksdGTNFaIxP0oDSmKKiJCOxFWquzCcpS3yS5evNZUmYS4ZbHdvKfYI1EEB9zjkTNKP46Ak3g5QsHThOWB9l9uAJVvX8kd5QIwPBGMlAjIFgjIwWJB2IkA5Un3TVONxPTrGuvT4mqFtu6WEjrT6kLP6uI61+VHOYBW37Obj0co7H5rMgdYJIq99Rx3HNldZdepKRVr9rJpHI3ADzs+dORwnnKunyBHqInpH0mAgXf2I5CxKLKpYF+gKkcwGC0ZUVy+MphZGsn1z4I1WPHxsC06D6F3McX1gpJLKKJZPS0vK5yCxRdXdfvVSK/r9KZWBJ3gok/NbEnP5MfmPe/VQ4h6SCf05AT95INmdPgSjqKOMhHUExHmpyuHhc619hZWYuZH9QsBIkl2galZIhP1MIR97Gs8WwadhDlolMP0YgRmrAakM0Lh1v81aQbQUK91XB0vqZTj9iNQr6SYePEmnfI7u8ZNKKXcfeJ3+svI+yMLHGsT6mXJJT82J+M0dYz5DuMoAQkRaNpswwgWNJWrAmzYyqfjqHQ2T9AURDMC9D8ZFTVDJagGEtxKm6BkT+76NJncgcX9XvvS7qqE9aQ6dDvrB1v9SCMSze4OJknrzus5D1RJrWy0leqxmZa82WT7fnJx4aqlW/4D+dGwAT0u35FwXdx1xlKVHVGlKPzAvRbh6kra1U21OkYBSrlZ83vJ6kzYw0kudSJ7kgsYjBedVTKw2M+Ohoqf5AS4/A0YSbD0Si5xR3naTirpNUTPeky6peI+myAcdzLjrJHLRlqpcLY2xSZsWA9qHiNiGdiZlFmU+yLgD9itXbaMn2MmDWueooK7XB4aMs000mtOIvXwpBMnUWdJJlPsnhBqsHFMumEUBqQDh1lLkynWT5NWTKdZJlOHyS5ZT7KKvUkabTTymlq44RynSNzSqGKAZnSJfHTTWNMp1jDvlBHz6gaVnAnrGqGlbPPu2v543WDzPkr0c1crTXN6NISXzUir9r+RtLsp/M9hMctX6PWS1ATtFqinrS7Rl6/jjo2Oa6LqVz3TTp2ZcuLabnnWK+zzZjrG5youuleDrJc8uMNJIeU59eM4gUgpieIixHGKburB6/NH3WuZq2IfO9OEUR6KEYuOjVpyxC2PdSNd17uxXJ90IN1ZJy1JmSa0++zWuzLyUZjHMiOocT0TmEs0Nc1H+YiBg77KgZBn49S1bzM+yro043yCkaOUUy4guRVXwkRvoIGtP8aT8BvIk7RTwj6XHeSfj1MeulOsiGQJkPstxHGdI5qFoTPeZkuuxtpeWpQXfNbi3dZL9pPZSDZgYfBrFIsfy0dZJlPsnBMvMbjTt1lIM9NU9xzrHlGWWfoYqOsbwcbBmGKo0KsV9L/KoVdI6V0KTBlSd/T1t0Hv3BOH2hRob8Yd5pWYW/cRmtc49RNzzIYMJPSigMS2kPn78+7wpyqs+e+FNKdDTFnFQnc5UOZhXaMNcZjKTieqkvOD/cWlwPOTpakXkh5ptFP2O5z7HS+gUfep3heEbS4/yjCGc2eEUgkZilOkYgXqfbDxwpIRrSSWZV3lIWkdSiCClp1EbJajEwS3yY4+j6SVGiu8y7L0uNWlegCYB4fpjPqTkc53VW0jmWaD8LKYQNCWomhR6MIrW8X7TG5KbzhlLqB81P/in0sguxZwuT4JS8M7mKtjOr+vIxbEv8oooKBVuoqlZw8VD+eH4r72a61wSENTlJN/L+Vz8Xqacg3YMuDtEebuBQfDGjvhDHFi9zXkN+NDKcGWQoUAxO69czhHIjqNKgP9RAKhglFYxysHExF8UOc1HfYTRjGF0JEZnjt76L+d5mZHbeFVBYb80bz/xXKDI3hIEgo2oo0qRufhhF6naF8UzIuaB4w602npH0OO/05TTaymO7lvkpG0t6myaCTqWB42ozwwHLjyekydKRowRUq97AiEZHstjzqDXRplxHGQ8Ve5YZodEWagVgbtZKS18e+1WpOrWpSHkOSmFKujuLvbGGuiQA/f4oWaExmHTqKtVxnONcMyafY7nWkrL8jqbh8FlGWjQaMmlUU2dUC9GVCjBy0KlBdPg8NZzxZxWcftesMwdmpEmgSZOLBo6yaOAY7ZFW2qLzMYSCIk1UaSKHswQC0DDST312kFB2hJA+4tBjZlQ/HfWzOdqwiHQwygezlnOg6WKioykimSHio0nmDHSOS8OZVX18MGsJnZFmcuUxkqVESBMhTRYfe566kW7a2mr7KM833nBrEc9IekxKJJBDpcuo53hgLhnFelPXpM78zElaRYqgehbDhRX0f8NJDoUXYwqVWC5Fwki773cGBHw+6vVhBrU6uoJNhEdHa+80BdGkQSQ7yEAwzkgwBJylCEYAvvyQrmLNdJ4znGTOcNLu3ch88IBIq784LCpBKqESAY9EBeale5ib7qGzvpmDjYsZDNSTDMVJhuKcYC6HEwsJ5UbIaAHiIwNc2v0uASOLTj7nJsP0B+P8ft5HGPVV8ZELgRSqdcYauvALziRv3vliRhrJc6mTDPRVD6ge6AsQz1WPoRlPKQSy4PbtbBoC0yUfZPOIiXSxHePJJ6nUyCfpFqK3UdVdRyMTvrHlCZ8OJcOLDX6dTtHAAWWenQswaI6ycPQE8zId+DDI1jlF9+U+ScXlhT9Wln/SWrc+54TKsToris/SoWO2IqLchynMcegkJZRqLx0+yZiJBFqy/QxqdXSGmlkjjzrKlVD1a4gkQOjVv0vlusiJlkNeSykErlpLcK6XjHWX+h/rciMMBOPIpjCzlvqL5aVxU5vzw62lbSyNo9qkgF7dR3o2EEDrYDezB7vJKZKBYJxkMEZbbD7D/jDDfivH7WAgQmdkNsHcKFnNj8/Q8ZkZksE4UiiEM4Os6nyHxqFeK82aUJACTKFwnF4kCj7dGsovfa7U8lFW4pzoJD1sZqSRPJcIpO1rqlRWc/8Sl0218prpGlVAq3IuHTBAVvvLS+sYbi2VGpj5/ZvyRqA3/1WS+XI9P8rUJHQw4FReGGmqlpzDLHm+WSn9BA1BA386yR+1ZbT7reHOemOQi0aPk/BlSBoafVrcntgzkNdVxgO69SwtPE/zz3JTrXyTpMChoyzENQXoCjSiKxp1xijqsEkSlVi9gVSL90yqIFWBEaxupEyfRBhg+pT8PtK676X5JYHZuQEOMZfeQIJs6gCJ4Ci5uhgSBTMoMOrzOS+jJkKXto5SahKkifRXNhRStS5U+iq3Uar5r5DfJfC5JvJ/T6tOqtABzJ/Tvh+B4rowJfjy91VVbP1gWLeGWId9QSvdVeHeK6L4FFIVpKIg84ZSFkK2qqXnV22fpfRbshpHTk3DSp8F+Yk/BZ1phyVLKfQoHesUdY+FiTiD+fXmuUmahwZY1H+CrvpmFGniM0Z5Z/YqJDCYT8WW1QKAZUBnp7pYtOdNNEPHnGu96QyeGMkf34/fHLQn45QbwUkzScfzSdrMSCN5LnWSCxMLGZpfPbfcwIjfVSc5OApHE1WLAcjV0knqCofqq/1pdYRUORxwyTeZExxVqugcTcsGH5X58vyzzs4/mU9GUbouDDiuF4+nGGN1lI2KjgTeDV5Mu78VISVLRo9yUeY4CpIus3FCOkphOPNPllOuoyz0RPt9cQCiI2m6ThXvodSgoywWbPl6OULH6cfMmQ4fZTRqEjZHSWT66Qs0sKdhJdf0vmnXT6UUZ87LbFk+ygz0FsMkj8UsjfVajoKQ0l1niYJElOSwHFuOKIsnq5uO+LGFBMl1+VyOw5ozD63l8yzWl6riyJmJAr3Hqz2FBSLnPB8jzvyS0jTH5oI0pTM2q2k680GW6R4jc/z4TIN5qQ4ATkSbyWgBEIIF/cdY1H8UXdHIqj58Zg7lQB+9+5zD9KW6yTZ94j7I862T9HySRc5jIjgPj+r4BpMczTVyIjAHpOQS8xjzfUly9VEy9ecvnmlfPgNHJFv9Reeske/Mrhptw2fqpHwR3osucR8pmGooVqaSsG4ZqmEtYAUGqDVkMpnIt1UzRzgan8M7ratBCBb2t3Fp9wHCuRyxzAizBlPEh0emx59OTnCZxszInqTHmdGEbj/EC8Othdctu6ywLvSihIC8z7LsKVKvST4IXMSxgDX0tHJ0P7N8zkkshawf9ucaOsrkoPtXe0xsV9OaKDSoWRKBOb4Uo43WSQrDraX1C2m4XM9R7sc0in7MUrlJUOZYNXyEN+sv5lh4Hs1DQzQYQ/k6JT5NvUxH2VWzCeccq6dYEk+2So7LQk9yRAtilvy1rDrFz5Ysp5gzM91X4/xl+5MtyRU52zcmaYIVa1U610vzcFbSPeZrvD9rOQeaLHnJ0t4DLD11rKJBjMwNVfxcWC/XSU6aIdYSzmVPcsuWLWzfvp3333+fUCjENddcw3e/+12WL18OQC6X47/8l//CL3/5Sw4fPkwsFuOmm27iO9/5DnPmzLGPk8lkePDBB/nZz37GyMgIN954Iz/60Y+YN2+eXae/v5/77ruP5557DoDbbruNhx9+mHg8Pu72ej1JjwljamWLAglFZ27yFL5kCiU5yOxUP41St32cjZpOY16uEUgnCfR2Q06hg1Z2yw/ZBvJi8wSzAqMgLKlIX85nzQhUrPOYJXklx3AGPTAJ9KuWgQzrQ/gVA6kJa1EFphAYqoKhKpjj7AEVtJgyP59FqgJTUzA1Bala3utkWiWZVmnS08wbsYbzOrREfgamwFQVTFVBKvm2+BVr0SZJf6WQ01IRxd5h6Xr+j+JT/CimgRQKI75gsa5QLP2lkp+kU/Cpq4zvb1l+PlUFTbMWVUUIgVCU4lLQdjp8+2UbhEJkXojIPKudqjHM/qbFtoFc1nOQ2e8cYPBkthj7tj1DuiOTzxlK8ZoUOGEeZJ++m336bk6YB8/m3T93nMOe5O9+9zs2bNjA7t27efHFF9F1nfXr1zM0ZI3eDA8P8+abb/Jf/+t/5c0332T79u188MEH3HbbbY7j3H///Tz77LNs27aNnTt3Mjg4yK233ophFF9O77zzTvbu3cuOHTvYsWMHe/fu5a677ppQe72epMeE6UVzxHYt9CY71Fm871+GXkgTYgDWFBQUZN7DJVHDOqNhP2ZJ1JOokWZB9gSzApY/qS+rcaJUS2k6dZSqAe2DLj7KGteQHFIdPslYSGdAtSZeNOSSY8oNVZTpMGvr5cq1mMKgJP6rNcml1OdYrwxBCDvWaTKtOuorhumof/bndk6cdB/0lnSEhO6MJxtptP4SAggaWYaVECNaiGA+xVW611lfaoq7n7X8/GX7k9GdsWV1nd79zlEJaThzTmJIet8rDq+XRtWRwB9aL6MtvgCAVZ1vE3vvhHvsVpyxXduyk08HWZNzOHFnx44djvUnnniC5uZm9uzZw/XXX08sFuPFF1901Hn44Ye58sorOX78OAsWLCCZTLJ161aefvppbrrpJgCeeeYZ5s+fz69//Wtuvvlm3nvvPXbs2MHu3bu56qqrAHj88cdZt24d+/fvt3uutfB6kh5nTHAgyfGhJvYFLi0aSBuBiYqORhYfGfwMK3WYikbIHGEBnVzBe6xRDtEYzFg9rgvQSfKNJhnIay4SueT5bwDFGa8COb5e1BQiK3MM+0IgJeFc9QQAkwnFGOEPLSssAyklqzvfZV6690I367xQGG4d7wKQSqUcSyaTcT9JnmTS+r0lEtVnLCaTSYQQ9jDpnj17yOVyrF+/3q4zZ84cVq5cya5duwB49dVXicVitoEEuPrqq4nFYnad8TAje5KTWScZrKGPbxoCo5ZOsiRX4pjyURORq/7q15zL6ySrnGJW2XGb0Dmqzee4ZvkBFueOsTh3HInAlHl9GAomwu5TmghGhjO0BjJkI5Un5ZTGd034dYefKBHQ8/kgLSrlnxTVJxBbqbRKbkEsbGAMKyQ1azp/IjeALxx0lJvCub9SQwhe8HOWrjvOGRkbL7ZPFHtddp2Sz6XazGjURHGZXBtJkH/Dr/x9izTmZTAu78mRpoJoqcoxmnAY80iizCdZkuOyvd6S9CRG+wkZGYz87OlIk7N+6VB6MZ9m5TeGMT7QJgX0stiwhnPfyGwfskR/ZElCSsrzvUhDKOyZdwXd9c0IabK2/U1mjaQcdezPFXyYpevz9dPXQV7IfJIT7UmWt/Wv//qv2bx5s/uuUvLAAw9w3XXXsXJl5RSCo6OjfP3rX+fOO+8kGrViKnd2duL3+2loaHDUbWlpse9FZ2cnzc3NY47X3Nw8ofs1I43kmbD+0wnqmyt/ewa7E5zSM0T8VWZGajBi+AlqlQ2YT9HQFR2/y1/Fkqxp+HyVrZiaBSlMtECVch0MRSDzkofmERNyCt0F7ZsJppQYeZ1ls24FH+/JZ2OQhkRIQRM6gf4kaRHmkG8RAEu0NloD/ehGhN68kLJJyeeKzOskC8EGRkL1dFAP0tqGhL78Ay6h6dYkl/zDpy9TiBVa+Z4MlOShhPxvtkTXWEjaXMg3KfOyFMcxfFGkUPCbObRg0BJ+qwVNI0U/Wf7YphQYVTSIAKZqWsmt89gTfQrxafPuOFma05KSnmThekpivZqqwMjrGk1VQkDDqKvcBjNgIiSYVcplwApmUNBhVjsGJsgqQQ2kDyswRUmMVikkMj9cbOtRgfawJVOYM9rPwEAYMK2JOgKkUqxv+yUL1w/V7bgA9CxkrT9m+mRhe/GLIqVEliRFTp3MOOsUcmYW/g4CNHOYt1suo7u+GcU0+HDHPoIHe0mTN4IFXyqF9krL/wikO/Jvufl1+988k3GSTkVOw0i2tbXZRgwgEKjeYShw77338vbbb7Nz586K5blcjs985jOYpsmPfvSj2k2R0vI75xEV5g+U16nFjDSSZ6KTrG+WNC2t7jQ5lVVgUfUpeemhEL2t2arlqVGNtllu305BVnfXUpomHGmo9mQx0XWFw9GSnrRQORQq8Z0hOBxw6hpL808269ZDKYfKH7VLkEJhltHLbL8V57TX1DhmlvgHy3SSgrH5KIUJx7Ml58yOzTlZiqo7fZLllPsoKdNRqjmnTnIgbE3aaTCt3Bz9I5pDZylVaE+XdN2k83gV25gxHT7JMW00nTpKGbV+uIVeanLQ6dOUAse6OuLMV1np+KX5K8dWgO5Od4+LMEx62qs9UCSiPOeljkPnGG2EEdVPKhBFSJP6tt4yH6Tq0Fmijs2h6ZpTc8hwxn4tb2EmO1YnOaaSdPgojUWNtEfngZRcdeJ11MNJh88SKFuXTp1lGW2jY32S5UwHnWQ0GnUYyVps3LiR5557jpdfftkxI7VALpfjjjvu4MiRI/zmN79xHHv27Nlks1n6+/sdvcnu7m6uueYau05X19gp4D09PbS0tIy7nZ5P0mPCBPqTaP1p3vatZEgJ4yPHReEOhMqU/Ub1+axh37gxWKPmuaMwa1aIaeSTFJBRLcMe1DP4DLckz5ODIw2LAJifPEk8Mz3j6dbkHM5ulVJy7733sn37dn7zm9+wePHiMXUKBvLAgQP8+te/prGx0VG+du1afD6fY4JPR0cH+/bts43kunXrSCaTvP7663ad1157jWQyadcZDzOyJznTaR4xnZ9LXsSbswai5DlWGG4tMMvQMYF92iUMKHFUqfOh4GF8JeOXTYpe8TNUju3aqOoO45rQdAYyZzZ3Mx7UnZ9LdZUhndKAQtGwwYBmGckGc8iuU1q/VCcZD+kMDJ/5T6dcR9ltD7dWLi99FsXCBoOTIElzJFH22YRSnSMUZ+uq0nDXRTbi+B5EErV1kmeDQmg6gODcOrrrrGySC5PtVnm5D7J037kB0u3Tz5CeS53khg0b+OlPf8ovfvELIpGI7R+MxWKEQiF0Xeff/bt/x5tvvsk///M/YxiGXSeRSOD3+4nFYnzxi1/kq1/9Ko2NjSQSCR588EFWrVplz3a95JJL+NjHPsaXv/xlfvzjHwNw9913c+utt457Zit4RnJGoigSVTXtz6YqwZ+3hIZEmsI2CtJK5WfJPCwXFfu1ZfSqTQhMLg0eoV4doScv55hl6pi+vPoDq76i4zAyUjrnBUnFqliYg3E2ZrfKkuPkpZrOcgHRemsyTUoJoSsamqkTliN5TWOxzVIl76M8e+2DvH6yJIemtP0kMu+fE0W/aCHmq+3DzPvSLjSl2tTCZ7W4LmXRSIJ1HfUtef93tf3LfZLnmpLoP531zZiKSiSTIpIbKrahxGcpFAWRnzgg1Ck6dFKLcygBefTRRwG44YYbHNufeOIJ/vIv/5ITJ07Y4v/LL7/cUee3v/2tvd9DDz2EpmnccccddjCBJ5980jEp8yc/+Qn33XefPQv2tttu45FHHplQez0jOQPpqRMcjhdjgBo5hUORov4OnD7KlmyxV3U828pJdTZIyYrAMWLqED2KxmG1pGtmwFGRX5cVYr2aOHyWkPdblvgptTM0AAMZzambNJw+xNIIPgNK3h+pJ+1n4sCI5qhvqk4f6Nl4NJbrKGXEOXFnYEh1xp8Vzni0mksWkvNFug96TpRsMJ3xZCMNUK+PgJQM+utJayEierELnD5VGptVWD7J0uOdB9IdRb9lx0qr+zsv3e4sL/FZClUdo72cdpxDI1keBamcRYsW1awDEAwGefjhh3n44Yer1kkkEjzzzDMTa2AZ0/Q1yONsEuxP4u9PcSzVTHvOmiSwwtxPg38AU5kEvZnToPAM0IYHSOYDIzTkkhdMpwngk/kE0iKENnJhtJpnHQEhM8vskR4A2kKNaLnBM4qOdC4ZrrNemJqGTzGl4sueZcqDEtVapjMzsid5JjrJwe7q00oHuxtBD1c/QG+YSKb6LY8MaGg5cPvaJdKguwR7aRrKD5FWETrOGgJJMQborGGJqRdjhFo+yqLha87pZPDzrnIJ/aIBpORi8yBzZCejWH68WWaxR2N/zh9iFrr1Jpa/pCb0Ma9mlfyWqr+68U34dWuSUBXiAX3MeqnfJB7S7dsjgf6CPzI3AAFRrFNSv9RwNgR0hPvEVsvvWS1dGXkdpXCu14+2c7huPv2+OCmtnri/6JOMh52alXidgaJW/yJEY6arrygarx0xKBrLj69X6SpE4jj81UWfZMl6notSx+msa6Yt3MqS1DEKnj0r9qsofi7XSbpcQyQBIlz9ixBpVpF69RnQ4PRHAhxWCjOMzYp1Iq1+RImsIzLbhzRctKZzA8zPVn+uTCed5HRlRhpJN66/YzaBWcGKZZmeODkMRqn8w8uhMix95IzK+/ukj5ypMKpXvu1BUyFnaGRcAgrk8s/KggRv1pDl9+mps37cpiktn1/+hztrxERKQXfIWjdM68Fn5IMamLoJQtI8ahS7UIqk2cgR7E1xUszhkLIKXWgoGCyrO0rCN8hxzZpt1qzrlhYt36OU0tJRFp7/vWiOb5kJKBnnw/WU6dQ5Wm0QRT9QOXl/nFnt+ahaJ7INW7V/gYwaIKMGEFKSM/wkhyXxkDU5qSBsl5CPo1riH5TS4WctRwowfQIjUEXH6DOtvJpaIXeiiRqso05mGRQhcsJnaQ5LtJpSATMfs9VUwaxTyY6JcGShh6wJV9kqP3E9ZGlR9brqF2H4Qc2adj7HMSimwyhak2wUR15PTJP0KRDoNDYkORWI8XbiEq4Y+KC4o1tXRMrqD2FJPlZrlQOoCsI0ES5ZwoViBTywDV/R9WhrPFGEfQyhKPlz5hulqlZdf+W3JrdzT2a8VFlFZqSRdNNJBmYFqb+oo2q5TzGIXdRetTw3EiAzP121fGAw6JpPMj0CRxOuTw0kpXWsiTalPkZrvfjjNKVw6iJNHD7I5tGxvYphI8i7yhKSwuplRWSKi+rbCaujdGuaU0eJU0epmMIR27Uc1XTqJseggZaDtlEXHaQuHfklx5SbZT7EMp9kPB/RJ6NYfRrN1OkaKP4cTJ9TZ2lowhFLVtWlq04TxvpBK7Wx1MfYENRteyCQDJRrNZWxx5vI8ctRcu46TgBt2F1LqWRMdx+iUfQ5LvYd5tTyNfSGEmRSGgFTt2K/lsqOlQo+TjedZLYsn2Q5o878khWR0vYxmldYftHSKDrpzrJjaHJsfFiXc7Slpp5O0utJFpmRRtKjjHyXK9SbZIQgJ+RcTjAPKRRUqTO/rpPZ/h4rQswFbupZI/+OkcmPmxb8gRcSKSpE3ZlGBHMZ6nLDDPvqGNTCBLIpJts3Spb0JKe9s60Wk+tPc8HwjOQUZNYQFL7B1nCr08dYOjOsMNxaoHkkH2pMGuR0P9pQiJNGkFEzwCgXkSRmT1Zokr0skweQAefwcbOuOz6XhnibZeicoobD7jxQnn+ymk8ykxdMhkSW1njOLi8dyo0H9KL0AssnmtTPfBit3O8JJc8lWcEvqjj3LYTZm8yU+xwjuUGGfXX0++tpzKbG6izLdZLnIZ54ZHbx+3pAKX1JEWPKI7N91nBrYb1FI91+4V+wPM4dk/9X5jGW0qGQfHCW5mFp+dHym2eNmAR7UhhSYYA4CmGGZYj91DFMiFGCVHtVjvlShCK9hINpZMYK4NwdsB4MzRkDmc/vCPk3b6VEQ1i011MCM6/hM02YxSmy9TH78VgwrJYHVJYMwZ2dV+yyP2NZKAFp3eeC1vNCaQjPFFHioxQQzQ3SRTO9gThLhzusjaU+zDGxW12GUs9qGwvazfxfQcpifFaEXW5tE86yaYjnkyxyRhKQLVu2IITg/vvvr1pn586dXHvttTQ2NhIKhVixYgUPPfTQmHoDAwNs2LCB1tZWgsEgl1xyCb/85S/t8nQ6zf3338/ChQvtbNZvvPHGmTR/ytITtmKzHmlQ6KkwmXbU8NMxPIs/mKt5Rf4Jf5CXc0BeTDvz6CPBKCFAoKJTT5pmuljIUS7hPa7mVZpmHaGjcYSDYY3ugEp3QOVg2MfBsM9a92kcCvk4FPLR7dNsH+XhgJ9ubXK8d/VnNNoH/bQP+unPaLbu8WTK5+iBNedOgZT0+2IMqnX29oFRS2fZnvYzMKrRl9FoH/bTPuynz2WG8kQYGNHoSProSBbbNMYnWVI+MKLRnvbRnvZNiV4k5HWUbdaS7oP6fJqswnByQWfZc8L6nO6DnnZrOR/RdgDSXTq9BzL0HsiUvP7IiuXpLp10t0Hv4Ry9h3Oku8+DEb8QnMOwdFON0/6lvfHGGzz22GOsXr3atV44HObee+9l9erVhMNhdu7cyT333EM4HObuu+8GIJvN8q//9b+mubmZ//f//X+ZN28ebW1tRCIR+zhf+tKX2LdvH08//TRz5szhmWee4aabbuLdd99l7ty5p3sZ04JAbxJTCjrN2bTJ+QwScZT7lQz1vmGCaoagOkpIsf71Cb2CDMx9Msq0IX/dajBIk5mkV43zZv2HuDL9B4IyC2qj+/7nCLsnI8S0fPjk8pGZfKZOoY8+mSj6hGeCArA6Xk+yyGkZycHBQT73uc/x+OOP8+1vf9u17po1a1izZo29vmjRIrZv384rr7xiG8n/5//5f+jr62PXrl34fNb4/8KFC+19RkZG+J//83/yi1/8guuvvx6AzZs380//9E88+uijNdtQjptOMtMTr7pfpieO7pKocKQ7ji9XWf4B4OsLEh91zycZyILbg6NpqFBsjWk2pFWOmQtoM+eTwTq3wCRGkkZxikZOoTRqTmNYYzi0OWM4P8uyspJ8ls05Z2zXZj2fj7Ja+9Gt7EEu37xGRUd1cWsmfDpCddFRBnTHNVb0SZasX5xrZ5AgQ1qY3dE1rBn845jYr6U+yvJ8lpUo12aOKQ8521jwP/qxdKkDWpRWddBZXuaTdLMv8ZDz71Kx3EWLCpZ2U62Skg3yWkwXd1y5zjGSgO58Ekx/Xk87xicpytZd7nMkAcJNozhLgZy7f9zyN5actCynJ+TzUpZ+LtVJNqtgVD9HZLaP+TFPJzmVOS0juWHDBm655RZuuummCRuot956i127djn2e+6551i3bh0bNmzgF7/4BbNmzeLOO+/ka1/7Gqqqous6hmEQDDoNUCgUqpqHDCCTyTiyY6dSqZrte/nnnVVzvs2fP58/vaMZo0pIFlMKcobKSLUfjaFimAq6WXl/wxQoirTdH02DYJqC3rIh1cCpJE29AY4bCzgo52Dk/4w+JUtrXTctoR4GwtY3VxtRAUlPqKibRMXWTRaCnZeuS0NAXvdY2G7/EhQcD65un/MrVNBgu/5uas2Szfs4zSqVTNWSmcgq0VAkAiGlbaQGRrVi2yn6/wpDlvFQlg/rh3hTLGVEDfFq9MMsGTnGRcZx9HDUqm+Amr9uYeTbWBqUPWAFHOjL5odN1WK9ilTyMUqYo59iv7+OY6G5zM7ut4xhlXcOSzdpfW4IWBN7Cuc3NUAR5KpoTQ2fQORAl9WNjOE3UQyBrKJDlKoAU7HzdlZqn5A4fI65/NuPJi3fNkLY+9t+7tKcm1VbN04Kuka3coltHO3hblH0Euc3FP8VpeuA3w+hKjfBr8AkCEQ/UbyeZJEJG8lt27bx5ptvTtgfOG/ePHp6etB1nc2bN/OlL33JLjt8+DC/+c1v+NznPscvf/lLDhw4wIYNG9B1nf/j//g/iEQirFu3jv/z//w/ueSSS2hpaeFnP/sZr732GhdffHHVc27ZsoVvfvObY7afST7JYLOfiIuOcmQoTHpu9V9F/1CQ9lnV3s4VMjocK3m7Ng2nblJKCcZcDpgXY+YjSYcZZIFynNisERQh6QkqDp0k4FiXwOFYWXnJutQVDtVX+2pYsV0PB6q/PWtZwVGlyrCtaekky2O3lqPqzvyS5ShZHLrFsfu76xjLNYzxUJYrsh/wgTKbLv8sDtYtZkCL8SF5HBVpxYItOZ6pMEanKRUcOTC1XFlOy3IM6Eg6dZKteh+HtFaG1Dr6lAiNZlFzW/BJ2m1QnW0wVef5UQVtbvcoU1vrGUjpdPVU/y4oGcM936Rh+RcLZBc4e5LpAUr2t562PSeLml+RHYdO8qhLlzmnOzWNlZtJ78GsdfarCjOlpG0j0106vQdLcsCqKr2HC11oDVRctZptXZ5OciozoYk7bW1tfOUrX+GZZ54Z06urxSuvvMLvf/97/v7v/54f/OAH/OxnP7PLTNOkubmZxx57jLVr1/KZz3yGb3zjG3a0eICnn34aKSVz584lEAjwf/1f/xd33nlnxWHTAps2bSKZTNrLlMkK7kIqnWC/uQITlagvzaUNH3B5y/s0Ng+jCekF4z1dBPiFzofkCT6UO4oqDXr9Cd4V89CGao9AnA2kAFWYzMtYL2EnRAL/cPK8nPt8oecjBKkYZ6GbePZRDMvYDfrDMyMwaTW8iTs2E+pJ7tmzh+7ubtauXWtvMwyDl19+mUceeYRMJlPVaBUSa65atYquri42b97MZz/7WQBaW1vx+XyOfS+55BI6OzvJZrP4/X6WLFnC7373O4aGhkilUrS2tvLpT3+6YsLOAoFAgEAgULV8MtI06PxslsTONKXg2ClrktIC5RjzEz0V4y/PKskXWfq50npzhfUu3/Q3tZU0imA9E2eb/dSlB9gTWUWPv4l3wiu4hJPF+oGx8WcLw632ul8nlXP/eVVrw4LRdo4G59HrT3A4OJ95pCrWL48nWzpymvDr9Ln4ys4XY3yOeQpNj8Sh8P22PkPBWRuJw2D3uWxdvg0lPseB0X46w030BRPE8ycf65MUFB6dkWaF9Klz38bzjTfcWmRCT8Mbb7yRd955h71799rLRz7yET73uc+xd+9e115dKVJKh6/w2muv5eDBg5hm8YH9wQcf0Nrait/vHA4Kh8O0trbS39/Pr371Kz7xiU9M5BKmHIqQKIqkeViiHAmTMQL4ybBEOWxLtsCShRTkIIoARTWtRVRYV0DTTDTNtF02Pp+Jz2e6um+mE6YGut9aCn69gVHN9l9GA5LVuSMIKekItDAgwsQDujWhJ+8/FCXL6bxNSwWkll/yv8SBEY0hGWapbhnl/eEl9OSC+IesHmU8pBML6ZVPV4h3q+b/6JOA0tycjohCBc2pIK8HFXbPzbF+PhD5H4WiEDKs55LlO803SBHWj0RVsX9Qk+w+n3W8nqTNhHqSkUiElStXOraFw2EaGxvt7Zs2baK9vZ2nnnoKgB/+8IcsWLCAFStWAJZu8vvf/z4bN260j/Ef/sN/4OGHH+YrX/kKGzdu5MCBA/y3//bfuO++++w6v/rVr5BSsnz5cg4ePMhf/dVfsXz5cr7whS+c3pVPUnrrnT5JJBxNgGkqHDIXATBbHCQtR0iHI3adIw1FPw5UWE+U+HmEM/artV5yzik40WCiFHSPBTS9zH8oQWWEZqWdrug89itzWTZ82PHgLvdJlvsEa/24xuS81Is+ylb6mKvkaI8v4p365eidI4QKWsqSQA4On6R090FeCNIDTh+jHpAQgtFhSKUtQ9jT4fyulq6fjzGNgu4RwGzNQRSGM6KogRSizAcp6D1c6oOcfobSmvg2Pus33npTlbOuSO7o6OD48WLEYtM02bRpE0eOHEHTNJYsWcJ3vvMd7rnnHrvO/PnzeeGFF/hP/+k/sXr1aubOnctXvvIVvva1r9l1kskkmzZt4sSJEyQSCT75yU/yN3/zN7ZkZLpSGH4d6W4mR5AgIyxVu1BEgOCQVdZTV31/j9OjMLQZGT5Oj2xlSAtjhOpoktbQZ/9ZCijgxirjKDIT4mSghf2zL2NN7iAxOWy/uPdnp0ZAgVIUv2X26uokUVWSSk4uA6PplrGU9UFL3gGke6ZQCKmzhTdxx+aMf2UvvfSSY/3JJ590rG/cuNHRa6zGunXr2L17d9XyO+64gzvuuON0mji1EWCYKm2D1gy2i9TD6M2RQpHHOaLwuw/KLHMznbQF59Ilo7aRPB/kwjGWyw6yWR+9/gTvqfP4k+QbZMOx89aGs01huJV8OMPJhmZYL0c5xT99h1LHgeeTLDL1XkXPAmeSdHm0O161fLQ7TihTfbgr1OenIVP96dCQEo6Eyk2D1kz0jq5F6KaPOoZoFZ3kiDr2swKemyWfa6wLKJiBpiEck3+ahkDPFpMwl9M86kzKPKY8p6MiqgYsmFUIJuBCk6JTJU0iAAlNL8g4K5f73YMNWAHLS+oHdJSS88WDTp9f1LC68ym13r4tDWWJnStNnFFc/Lvl54iXJXIu9GQVJJcP/pHfNqxjSA1zSosTye9ZHsS9VM+Y8LkH3U749JqZRuIBHV+0+nchGjUROajWlag0Eaco1rf2icalXW59xrEuXNQb4womYLg/4qxJOcX7NlpvnTtX8oWINBejX0SaFYfxjMxScHtdjcxSmO/3gglMZWakkTwTMqYPo0pSZd30oZsq2SpJlX2miqYY+PMZ5WNJxQpAHrXWhVDQFIPZw2DktcxdHQ2kzAQCk5Xqu6hCkhOSU/UAksZBEKpALejl8w/mwnpfvtNReF4rKuiGwMg/XLoKl5J/DhqmaX3pqwQ8GNcPwq2XYOYnrLgYykJAIbNKHXsySDURuwooAqPKw0v68iHfCkJ7IZCKxCiI2BXr/AMZDbRGIpp1c0bUEKO6jyA1dHd5TJ9Ar9IG0ycQJS8bA4Xh2xJhvZD5gAciTqvRzwltFseDc1kprYSLsvRtX2JFXzDyG1SJqYmqialNBYRfoFcJyFBoo6kr6MHKBzF9oJiGnTi6HKmaCAmy8FakmCWxaclP0qGYWLqQuLtkXShK9e+SYk0ClFrl9knFilCMz6VHqCqAhPw1+PKRMnKqryTQg1LyA1KcCcEVKwi99FVpwxSdCOf1JIvMSCN5JsEErpsVxb+4p2r50GAd/XOrJ2Ad0gVdLcVJALoJJ5uL3a5YsvirSmYifGBawRKWKQeIK9YMx1P1cLwktKikbLJPhfVSclmlJEnzWExF5WDVYAKAUNyDCRiCw6pLIABwTcoMVpJkt8TMag7aXHrtQuI+iaWsvDyJs2IWJ/LMJUtQG2VUDTIiAgRlzgqgXmPizrjE/C7BBkoDHjQo/RCbRZevibm5fhrk0JiJP4bmPL+JcL9Hpvs9BAgMma6Jm7UhSXdXdUsgzNKJOCDrnYEDUkllzP6l6+qo4QhGMAYdeo9XD84h9BrBBvJtKUzECQey0AJZpXjN6Z6yY6hKybqCVISdWHosgrYTXjCBqcwk9ArMbAojod2dMf7QcwkShYTSzgK1jVxLPbmW+gvdxBlJIaWWT1QPE3cuCZkZ5mQ6QQj2aYvQR0bPfyPOAqWhBCfjs1XL50o1FC0/t3Zm+iVL5U3jWaYzM7IneSGJJYv+jcJwa4F4SkE3Vd7rW0y33gTALNHDQvUPCFF8428sCThQ+hksP2avZ0drUuqzKw+YXh4gPRbQyeUdhj5p7Tcen+SZivnLgwc0Dn3AoBompUU4FFzIMtFVLC/3s/p1eidB8uto3Kz42fZJxkrKY84eXzRmMnQe3gUsv6JFOFFsQ05RCZi6ozwyq+CTtLZFmgSp85TS67zi9SRtPCN5npEIe4afRKAISSIt0LoHSZn1vJW9lGEZRmCyTDvInNl99Ecb6M7vkUgLfMIkqFk/Zp+iIIGAZn1TNUVQdKB4uOL24xbYmUAGRRApBIo0bJ/VeaHUtyvACEdYanbwJhE6As0syfZYxrlQxbSGqQufJ8M4kVSKAdKlUvzu20J9QXEiTD6IgMz7B62XjvNxv4vx5xQEmplDV3zkVB8BmQ+fpxb8qsLpR53GHc3p3kMcL56RPM8kYyadJT5Jq2cJ3UYTb2Uvw0QlyAiX+fcRV5J0RcNlAdEVVCFpL/FjmoiSOkq1yYgeJfRlNUeAdGE4fZIJf/EmnhLWbOLG3ABK3iSNzyd5Zm0sJH4uEA/qxOUQdcYww2od3UqcOWaxGzOmTaEzO//ZIJVy+hxl2Dm7dUy5IkoCquto58FIlvscfS26ZSTzU6zTvdLpg1QFvccrHGg6IaW1jLfuNGYSvGvObLTuQXo76ngzezkmKongAFfM+SP1LQb6LG/c9ELjH0pyCuvvMEu/8EE6BdgB0DuI4xuaYgHQS2SSk9Xd5zetjB8Zt6SmHjOGGdmTPBOdpN4TqVqu90QIZ6r/sMIDPlTD6ZPsNprYm12NRKFV7WB503GUknGORNqpp0ikRT5rukU8VejbWHXKtZblNA2CblSvMGvERLooHJozBm4naM7pqNXkI8Ass5oooqSN6AiXXlijqru+3SV87gmPEz5nwuKEX0eYZT7J/GpSjTCgxRBS0pw9BZqlmRmPT9JNjF5LpxgPOO9TaRLouZkuDoQWM+CLkVbDFEL4l+smjSp5IMHSmtYaTkv4dHxhlzaGDRTNPSlzqQg3GjVLhlulvc1RLgSFoZBoxMRlknRJUubK34ZII4hqOqJCnVnKmPVodpBkIEbKF2b2aD+RJqcPsnSItRi0vfK9jjTCfDH1dJKeBKTIjDSSbnzis/UkWhorlvV11XMiq5GrlgtRahhSVE1ka0iR90ha3yqB5GBuCRKF2XU9XNp4FCGwdZPxlIIqTAIlDyJNUVCEJKBZw1Aj+R9pYWTNr6oIIQlVySjvUxVMw4eiVC5XAENAVbV+wX1T7ZchwFQkpla53NQliuouY5dYPrWqdZT8aFAVQyoVSz4xIYpuKTuAOcDh4AIAWsx+kmo9ZPLGSDj9UYVkx/YhZO35DLV0lIouba2oFHnd5KgGSoQmM0mP2sC7dRdzuXmk4lGUEh9lwqdj+OCUWYz/KgXoLi8jpgKGD/RQ5TYaPquSEaquoxQmmLbuUdjSCl8+VZYUokQXafkoZeHlQgGpCUx/FR2mZlo6yGpPMRWkKpFVdJ4A0gcYpq21lArEsinamEvKF0TVB9H99XabpCCvlcRuI0JxbcOU5BxO3NmyZQvbt2/n/fffJxQKcc011/Dd736X5cuX23W2b9/Oj3/8Y/bs2cOpU6d46623uPzyyx3HyWQyPPjgg/zsZz9jZGSEG2+8kR/96EfMmzfPrtPf3899993Hc889B8Btt93Gww8/TDweH3d7Z6SRdNNJJloamX/xoarlJ0aCsKj6dLbBoSCnWrNVyzOGZuskM9k6kjIGSC5uOGYbyI6W4hNeVcwSXSWAhipMelqrd/cyhnBoL8e0caQ0AHo5JnqmRtLljMKhUPUes4LgsM9FH2iI2jrJGomZayZl1qFt1OUcpjNpszDLfJI+nSECdPmsWcbx0V5HguLy4OKVkD53naTEXaeoZqtrN1uUbvrqo/T74pzQZzHf6LF8kqWJoaVw3ANdhWOG8xpK1ysRqJGY2Tdk0tlX/bsgdElXb94wo5OJWscK5oc0U2nF4YOUQtj1AdRRp86yHCVbQ0cJ9JxwL3dqLRXiTVai6wG/FdsofYoSHaQAteyYAtc2tLVNPZ2kMPOTv8ZZdyL87ne/Y8OGDVxxxRXous43vvEN1q9fz7vvvks4bKUyGhoa4tprr+VTn/oUX/7ylyse5/777+f5559n27ZtNDY28tWvfpVbb72VPXv22COFd955JydOnGDHjh0A3H333dx11108//zz427vjDSSk4Wc7icqUqjCIKhVN6we5x//UJL9dctBCJqzvYTMDNQw7OeTgJll+fAh3g0v45DaSstgezHM0iQlp/hACIQ08WE4NJOTibp8BoysGmBUnVr5aM8a57AnWTBYBZ544gmam5vZs2cP119/PQB33XUXAEePHq14jGQyydatW3n66ae56aabAHjmmWeYP38+v/71r7n55pt577332LFjB7t37+aqq64C4PHHH2fdunXs37/f0XN1Y3L/qqYhDp1kbpiFwVcxpIKJ9QYVTzl1k9Yoj+bYfzA+wVc3jzGUzl5N+HVHup9EQGckF+CkvwWAi0aPUxcsPtAbAro9vHouKfcxlo5wx4M6TUOn6PI3ccqX4J36FawxDzvql8dyLQ1z2qjo9FaL63cWiUVKYr9GLX9uwMzaw8PRkvJoxHS49mIRg8HzoZNsBNvn2AggqdeHSfvCDPijzGocodCwSCMOF2gkAen+c9/G883p+CRTKWfw//EmvU8mrclniYRLmLAy9uzZQy6XY/369fa2OXPmsHLlSnbt2sXNN9/Mq6++SiwWsw0kwNVXX00sFmPXrl3jNpLe7NbzjQAhJEJIEKA31zOwLEgqZiCQ+diuOn5VR1MMNMUkoOr2olXxJXpMEFm2lHE0OA8pFOJm2jKQhTijpb7Lc91ETWD6rUVqAqmAoVqLVCBXH2O5PIkmdZJajONKCw0BnXhIrxwbtxBL3OS8CcBl3q8oNcFofrZowMyW+Lbz+kml5B6XJGk+L2ga+PKLpoEQNGStKB3tYWsoM9IIkVkqKCpSUZBafqkVrX+qUpCAjHfBmmQUi8XsZcuWLeM4jeSBBx7guuuuG5Or2I3Ozk78fj8NDQ2O7S0tLfYkps7OTpqbm8fs29zcPKGJTl5P8jyTihkOH6OUzliu5f5GTTHH+jhrzNjzqM0YnaQs+v8MFE7UzQFgoWFFtemroIs8523MaQ6fosiN1XIGyXHJ8AHeCV/CEXU2TTJJmNHi/iXXqIuyeLjnYVJJcki1fZaiLgAhCBrF2MbJQZXOU8XHkFRw+DjPi06yz+lTjMRgwXAXx8MtdNQ1s2zoJHUlbU4PQE97cZbu5Bw0PjNOpyfZ1tZGNFrMUDSeXuS9997L22+/zc6dO0+nmWOQUiJKhvFFhSH98jq18J62Hh5ljCpBDKESMDMkSE9aPV8hm8qcXBfNuV6kUHhPzMOcpA0uPExNodTMBHNBURQiZoamkVMgBMeDjWi5wdr7TSfKR1pqLUA0GnUstYzkxo0bee655/jtb3/rmJE6HmbPnk02m6W/3znW3d3dTUtLi12nq6trzL49PT12nfEwI3uSbjrJvq7qAv6+rmbIhqsfuDdMvUvG+voBzSEPiSbV/BesqJtUSnVlSRVFKGOOYbqMQ0WTKjmXnmY8pRDKQrWEj7OGwNBr5JPUq79iNucMhEvEn1m6jlLjId5UI+fkuPJNupwi4dMdvaiE36lZHPVbgpqwMWy3NFHiH0wEXC6wpE5B2lCtDW4v6paOsmy9RJaTKA1HB3xo+AP6IzHSWoRuI85s2T8mPq1Rcs2Nql7zFblJ0dEC1VvZENBRXa4iFnb2Ag3fMEeBQa2OQraxWH2xTqzecAyxxsIGahUpE1ixYN2+a5FxuLgiCRwvQZEE9kN/SfoYvaFGjtfPYXnysF3NypMp7c9uPa5IAuYbnk6yFCklGzdu5Nlnn+Wll15i8eLFE27f2rVr8fl8vPjii9xxxx0AdHR0sG/fPr73ve8BsG7dOpLJJK+//jpXXnklAK+99hrJZJJrrrlm3OeakUbSDV2qZKpMaNDHkRzOrxiEtMryDL8iwLTqAIw2WP8W3rc0RUNVTHv/XKP1b+kEe1VRCAkDLVA5HVdAs44WqqtSPhogCURClR8+wZzCCD5Uf+VvvqJLKztCoMrDS0qkFJjVcj1KwKjRizgfbtcyXaSUgoaAgX9wgLf8raBC3EhWHZKUwv0apLBGxd3yOUof6FXUE6YCasmfsC+Xv6H5+lIVIPP6zEATCb/O/OxJDgcX0qPEmW0OVG9cgXGE+ZWaqPpSJjWBqYPh+//bO/cgqcoz/3/Opbunp2emZ3qGnmEYELwFIpAixB9BzWKCty2Mu5WqWCrlRpMoMcPFqLtIxY2YNY7ZWNEq1CS6EeMaxIrLRlKxLCTeoLiogBE2UVCuAsMMzI0Zhu4+fd7fH6f7TJ/uPqdnGIa5vZ+qLjj9Pn3Oe97uOc95z/N+nyf/QJiaiSp6dI8lwjqh7tRMXcNM1QVVes4J4dAgmprqqpM0NVAxMQPuOkpQXNt7bLCPITQTJalwsgV0TEoi3XTqQQ6UjuO8RE92o8ykCKaukCxy6aNHsoUhzQCmpauvr2fVqlW8+uqrlJaW2g4+HA4TDFo3qC0tLRw8eJAjR44A8MknnwDW7LCmpoZwOMz3vvc97r33XiorK4lEItx3331MmzbNXu06ZcoUrrvuOu644w5+85vfAJYE5Prrr+/1oh0YpU7SSycZro5TfeF+1/bG0z5PnWR3TKNjXLd7u+Hz1FH61CRtHvUoAYSWoGt8l6eNV3vbqYBDi5lNxynFo96kSTJeQEeJ5qmj1A2Ffap3fE87xzrJ9KzLQOO4bk1BauLNELTOMzsmKdSsPK15D6F49jGpeZ+jL1GgJmbWOVQnmtlbdB4tlGGg0pFQnTpJBQ4mMs5Bg/3CY/9K4T7o3YKj7R6a2aSw61GOJYE/GCeu+ulSA5SZ3bR3aRxtzfy84GhGTFKNiQwdZTYGagKaGr2nxIXas23UuGnHKGvCjXw6dhIHSsZxXqvlJDvalAztponw5dbEzGRY6iQHcCb5q1/9CoArr7zS8f7KlSu57bbbAFi7di2333673XbTTTcB8OCDD7J8+XIAHn/8cXRd58Ybb7STCTz//POOp4S///3vWbx4sb0K9oYbbuDJJ5/sU39HpZOUSNxo9kUwFZWgOI2/eHj9eZSKLoLJbrq1IB0x3brTGGKEjFPE/X461SJKhfvN5FAh0mk5xlNaEBPFTnA/4hlAnaToxczztttusx2mG0VFRaxYsYIVK1a42kQiEV588cW+dTCL4XUVkEjOEtk6yfQf+jHfGADGiDZnTDArJnkiMfh/OjlazzjUJJrZp03gmF7FFP1IT3uemOTxc/DnX54RlywPJSlJdtFKOV1qESSdcUvr/8KxfTI28Kt7smtaZqY0LAkbqMLEVFRiqo+gGaesPK2lgbJyQbv3Q51hiczd2sNQXV8mkZxzkigc91l5e6NmGy0xnRMx3bqpVpyvoYCpgqmnXirESsNU+K3ZWbOvEkNRHH3OkCaes/WvVh8V66VCiXkKgC6lyJJtKpDUFJKagpkqDSJSdSXPVS9N3Yp7mn4VU1cRGpg+FdOngga6mXoUr6VytmqArliv4ZqbtRCm6NtrBDP4t8MSySCQrZOM+AxalDKSikYw2U08luBIVszREYMcAo6yxdAduV8rNYNSuikyT3NaLeJgopyOWE9828QZkzwXF/i2bt0RsyzRrGlXl1qUt101e2KYVhcH/pFxdv5YNebMF6uUZ64jho52labGjMEbAr+Fs84APm4dbsiZpESClav1eLIYgOrE8WF53RMqoEI0cRyAdjU8uB3KQ7GwEh2cVvzDbhZ2LrMtDTbpQj+9eg12ZweYUTmT9NJJth9zv7C0HxsDCW+dZDDhvhIw2OJHc9MEYGkgtQJprorbfPgVd5tAi7eAN9ASoDzuraMMxHtiLtmMOSUwC+koE146Su96k2DVnBxwnWRGFyN+A+LYj1qrE80UZ5SHytZF9kon6TcwC9Rz9JKQVKkGXjV/Iz6DzGGM6D19qjaaORio46RayuTAETRMS5eZFZMU4HmFq6JwH9Sg+3ddHjQc+y8PGiRjItcm4/+ZFdrKi5MoPoHbb62s1ET1qI2aGWv0srHkSj35Y9UMeVRZuWnn9U3LPrJjmF45d8rKTE+t41DVSQ6kBGS4MSqdpBcxodNl5nc0MaFTrMUI6Pkj9TFNJyZ0fHr+rMy6rqAlTVSfi4ZRC1h5XT0qgvhVhSLVIODLfwxVU9EVk1K/y2oCHZJCRQvmP0aw248pFEIuF79AQuG00FFdfjmKZiKECn4PHaVh1flzQyCsYr0DPdPIuLaZKBgpz+sL+oBkRsHgVEAv7XkVxc5J6obQFCu25WIiUvHEpIujNFM5Vt3qPSbVrJqVGvZGudlBcfIUp7RiukWI8UWtOWlqs0e/CgNTh+aMuw9TWHU5ky7nYGqg+CHp8lUKP5YmVs8452yHotFzFdJSIa7UuJqaVR7M9LnoNDUre0/STUeZ2q9be9pGqD3HtDIBKT3aTVWxE02YdqyUjPqSVt5Ztxsir4QSQxm5cKeHUekkvXSSoahC5IJD7h82iwidf9S12YipxCd0uLbHkj5PDaOqCE4V0ED69RjmeW3uBkqyX1rO1lMBDo9xuwtX6exS2Vvu7sHMuManIfeflpZQPetNAugo7HfTEKopnaTHrL2gTlI49X9VGZEHFTMnZoni1CQKzbsWJFiOzKteo6HiqRfVTThguLTrVh2/zDGoVI10V7kovo+/Bi/hgL+OanESv2JwIqm76yQVyxk6+mOCL+k9znpMeOa0VZM9NTABSkjfIFpX1rbTuqMdE450ZMQkY72vV5mLNR7u7ZaN0BXHMbSYybGmnhilUuqcSXZ0OHWRpqZ49mE46iRlTLIHGZOUSHD+nfu6Tg5aP/pDehVrrCxMOJigLNlBUtE4SPXQCRwpPf8MlVXChbC7qShDZxwl54xROZOUSLLzmvpiSQJmjJgaoFML5eooM+N/fmtWNthUaobj/5mOXlGs2eS24Jc4QiXjRDOVWjz3s6nzqsKwVvJnPEAYIwza+nmJKM+I35YHDIysKEF5keH8f2ZMMmicE51ktlZTDfTEQcvKeuqKpZ269V7P/9u6htkKpF6gpApP99Z2JNOvX2BDQwOKonD33Xe72mzcuJHLL7+cyspKgsEgkydP5vHHH8+xa2tro76+nrFjx1JUVMSUKVN47bXX7HbDMHjggQeYNGkSwWCQ888/n5/+9KeY5tDLKiIZBmSJBuMlYUKK9SjwpBZKxSBTr7Rd5vYQQKRyw5paTx7ZE6bOcaEjFIiYbUSSLQhUDiWsRUmVmkGlzyO5+VkWUgotowam5txvuv+Gbr3S55HWfp6zKiGq4nil44wi9f90l01Uq01TLG2lrg7bmGNBzD6+RjBnfJv4/vvv88wzzzB9+nRPu1AoxMKFC5k+fTqhUIiNGzeyYMECQqEQd955JwDxeJyrr76aaDTKK6+8Ql1dHYcOHaK0tNTez89//nN+/etf87vf/Y5LLrmEDz74gNtvv51wOMySJUvO9DQko5TsWosR3aBEdNOilHFSLcGXiDtzlirkbA82x03dEfNUzIx6kTrUYs0mtwYjHNWijBWtlCg9U7nj6M6YpAr7NGd80WNxa69oiekOfWmYmGe7asLhzp5t3zm4Amfnj1Vjpq2bPK2pdIYtaVDQtPreflLLikGOvJmUnEn2cEZOsrOzk/nz5/Pss8/y8MMPe9rOmDGDGTNm2NsTJ05kzZo1bNiwwXaSzz33HC0tLWzatAmfz/qxnnfeeY79bN68mX/6p39i3rx59n5eeuklPvjggzM5BYnEiQIlWIuZTmohIob7wqfhQqwsTACojjVxTI9yMDGGGbFdxMoHTz/pkEv0ofDtYNFUUgmKQlWshWLiQ+Lm6JwgF+7YnJGTrK+vZ968eVx11VUFnWQ2O3bsYNOmTY7PrV27ltmzZ1NfX8+rr77KmDFjuOWWW1i6dKmtZ7ziiiv49a9/ze7du7n44ov561//ysaNG3niiSf63H8vnWRXk3sRuq6mCDHhfm8daw6jG0HXdr0lSCDpHr8ItFgSEC/8LQFU1X0f6vFia0rhRi+0nBXx9LPFXCo6FIJx9/2P6TYRHjLCaCzpqW0DGJM00FBcHwlWcRZ0knm2i7BidjHVnxOzdMQkfUbBRScRn4FHWU8qVQOvSIGtFXU5z0rV2aeq1MrWtH16pSvABfH9NGljOK5X0pooozj9GQxnTDKrP2NMgzx/Jj190Aw0j3qTmTUv09uJU7k2mf/P/On2pl6lZZ//BxcuTe/M/QcZLjURujNfrOK3YpImCjtKrOvBed2H7d9juDQjhlmaTDkJ9z5IneTwps9OcvXq1Wzfvp3333+/T5+rq6ujubkZwzBYvnw53//+9+22vXv38uabbzJ//nxee+019uzZQ319PYZh8JOf/ASApUuX0t7ezuTJk9E0jWQyyc9+9jNuvvlm12PGYjFiGWm5OjrcpRlpVIRrKiw1dR+suPzhKkCF3kUg0J63PaabxFQfWlH+1ZNJXykaJnrAvZ+GXoaqmPj0/JXSE5pV0jigncrbHlN9JHXFQ0cZIiE0ki6C+aBPxzA1fIH8pbb0BCSSwr0ChSKsmI7HczxBKuenS7uJFT5yc0KFcqwKJb+2K13hIYmaU29ywPC4vph+SyaSt820ZC5pLelxdOv/WU7tuKlDqU6NOMFRs4pP/eczTexDUfLoJrNjkYoVJ3S7rzMBfApJlxlhUldQTBApnaPQlJz9o6RyoEIqHpihWUz9TpIu9SBNn4maxLXeZNr5ubX32DhHQmhQWm7SbAZIqD4CyRhjYicwi8tSFtiJGdJZeNw0s0KFmomzCI7JX+Q3HErSuH+ra/8GC6mT7KFPTvLQoUMsWbKEdevWUVRU1KcDbdiwgc7OTrZs2cL999/PhRdeaDs40zSJRqM888wzaJrGzJkzOXLkCL/4xS9sJ/nyyy/z4osvsmrVKi655BI+/PBD7r77bmpra/nOd76T95gNDQ089NBDOe976SRLooKqCw+6tgszSImHTlKgeOsozQD6xOOu7TpJAuc3ubYDaIpJ8Pxj7u0Igue731l2GiFXnaUKdHYHaBnrXtPyeBcc8Kj6HlNVPitz140pQmdvwDvapccU9uNRT7KAfk9LeOsYFeHUUUZ8hjWTFIK4GuBYrIjGbufFNdNeKL3USXroHI1sXWImVr1gTx2lBp5aUjJqctYqx1FFBW1amBZRRqXSYcUkM8bYVGGvnrG/1Poer+9BL6BXVZLOcSpTnEksWhK6U8+aVSNTPy0cusmc00w4c73mo1C7klXDMhy0bgAPBWsBGN99BBVh37S1d2k52k0vLSeqklUz00l/dZQDo5OUM8k0fXKS27Zto6mpiZkzZ9rvJZNJ3n33XZ588klisVjex5gAkyZNAmDatGkcO3aM5cuX205y7Nix+Hw+x2enTJlCY2Mj8Xgcv9/Pv/7rv3L//ffbxTenTZvGgQMHaGhocHWSy5Yt45577rG3Ozo6evX4QjI68ZGkxOyiUyuhSy0G8mc1Go74FIMJxmH2+yawLzmWiNIxKPE1+3KquGcjGgrEFJ0TvnIAaugiURwePfFIrIiNV9Qm23Yk0ycnOXfuXHbu3Ol47/bbb2fy5MmO+GEhhBCOx6CXX345q1atwjRN1FTSzt27dzN27Fj8fuuu8tSpU3ZbGk3TPCUggUCAQMA7l6lkdJITc0z/32ijUyvB0IOMD3bktKe3TxiDr5MsRFVGXLJKNVATh2hTw4zzn7Dey4ijVWEgslLyjjENTvRTJ5k9zom4d3t2Tt2O0wOvQcypaWnCMb0CFIXyRDtBEfe0bx+BOkk5k+yhT38BpaWlTJ061fFeKBSisrLSfn/ZsmUcPnyYF154AYCnnnqKCRMmMHnyZMDSTT722GMsWrTI3sddd93FihUrWLJkCYsWLWLPnj088sgjLF682Lb55je/yc9+9jMmTJjAJZdcwo4dO/jlL3/Jd7/73TM7c4kkDxVGOwcDdbRRQhXuj7SHA2kNJaTkbBUhajiEXdpYcc/lerYQWk9sOVMnqQhBoKudWGmYtMsxNauj6ZyrXgufzi7OALSvu42mwPkAjD3dBCq2IwyHUjl91Z446ohErm61Oeu3w0ePHuXgwZ6YnmmaLFu2jH379qHrOhdccAGPPvooCxYssG3Gjx/PunXr+NGPfsT06dMZN24cS5YsYenSpbbNihUr+Pd//3d++MMf0tTURG1tLQsWLLBjlhJJX8iOhaVnNJFkG9NO/Z2kpjh1kWTlgh0G18bsmCPkxhczt4VLTLI/ZOeLrRLWgjFD0Umi5rRnxzD95+AKnK2TDKkBWv3lIARjY020myWOmCVkxxhHnpeQOske+u0k3377bcf2888/79hetGiRY9boxuzZs9myZYtre2lpKU888cQZST4kkl5TEqKKGC0JHTwWrEjOjGRpCF0YGOicUvu2+O9csa/YWrcQMTvRgsXgXW9gZCIft9oM/cDKAOClk+z00El2NlUSE+4Xzlhzuec9Zaw5TNJD+5BsLqVQjiejuQzTI1KeaC7zUIVZfSAZcJ8hHA9RknD/WZS06Qj3ha9UdUIi5lFvsttESXjXY4wmDFSPqVoVBh5SUSo1w3MGFPEZjmXr2THH7PfyxSR7rZP00Dlm50rNZIwwPCcoY8zUOXpoSc2s7ez2nO08MUmv06zCcC2ZBqkalxk7SOeXLRJxOtE5pQZz8s869Ki6gV6gXqXH4l/KQ/llSl42RSGFg6lVrRPj1uP2nJhlRietGKa3ltPrkWw4lOyXjhIGSidJ79PNjWwfOTqdpBfrXm7h0KHP87aNH6/wrZtDVPrySzhOaBprXuri0KH8pbbSP/gzbT8b++hN+/k3TCGguuggFRWfZhD05f8L8mkqSd2H5tKuJgSmAUJ1/8sSqRypnn977vkOrFib4p77UyiAcMbjFEjNHnOdYkuemwaR3o8LZ+O6kfQLDF/+PSUTVq8961Fm9KMZPe8jYke7ALK+dtNfoOalAobLfZ+JJbVJr2IVqnXAYnGaTlFMh1ZKWG+146ZCsY6fGcM0dTBc1t6l87sawfxfRNKXOn6gp728yIAktHVb36mZkm6WlSTxd7Xxf+pFmIpGONFBxEzrmXvqSKYH0fHdq4p7DldVseqG+vO3m0P0Ciwft/YwRL+igcVLJwnemqTK6grOu+hT1/ZDh1oHtHbc2dqHV/vYigtp96g32XZa50jU/Tbz5CmFveVuHswkmdT4LFhIJ6my30NDqJvetRpVo4BOMiv2pZBbf9KrHqWpFtZJmv3USRo+4TlOuqHk5FrN3ofXGIJHe8omJ06ZiZHSano8llYytJoAVYpBhXKSJhHhuBYhKE72aD1V63s5mDFmelw4crtmoyaduV5z2k1nPct0v4+294xrRdC6KWrVyzhQNA6AL3TtRUmZtJ3ScrSWhbYzMX2Kp9ZzaOok6cPj1rN/+KHEqHSSEolkkFCgQj2JkjTRRBJziBSVNFHYWToZFIWxiROEfWLY1LscEGRM0kY6ScmoJDvmqGS15XvEKuk72VpNAL9icGX3JnSSxIrCqKmLbJViONLqVWoG7dl59vpIZr1KezvjkXJ5aha5z1dNpx7Cb8a5OH7Y+ZniZN7/p7fbTo1AnWTqUXqvbUcw8kogGZ1k5WYVWTFKydnBVHv0jukY5XF0KC+3Ehhk6ChNrDCzHUseqJmcBuUlhn3g07EE+4PVAHyxcw8+PUlrKmZZHjQwFTBTi2/M1O/GTMUgz52W89wiY5I9SCcpGZW0JHRnTFHkxigl/Sdbq6mQpc3M2lYFjhilr5+3LG2n9ZyYZObsUgA7Q5MRiko0dpyaeDPHE5WOGKPAGcNEcW6rI/G2Sj5utRmh90ESiUTijf9UO0fNEtp9ZeimwUVmI4nQ4NXalAxNRuVM0ksn6cX48eM5cSzk2n7iWDXjx5d4fr7Q/gvR3330pj3oUbEg2OqjPOF+b1XeoVIUdxdZjTklMBPe+rVoImmVK3PTEJKqtehCpVq43mSOTjJr22smGfEZBZNzR3TDemzYD52kJfPITzRhoHl0YoyZmi15jKFXe9omO59r9jG87rKrcNaTrMI5rvna1QxpT5VioPk96lX6Dc/k2hUBI6eMU+YsMqb42F1sFV74wqnPKNISlk2wx6Y86OxjedCp5SwPGqgefSgvTnrKPMqDxhDVSQ7cTLKhoYE1a9bw8ccfEwwGueyyy/j5z3/OF77whYxdCh566CGeeeYZWltbmTVrFk899RSXXHKJbROLxbjvvvt46aWX6O7uZu7cuTz99NPU1dXZNq2trSxevJi1a9cCcMMNN7BixQrKy8t73d9R6ST7g6WDbM3b5uUghxN71/69XzrL8NyvuBaPVsAKTGkef1iGSOXHdGlPBa9cVx8qeC88SOkk09iLdFxilNnkrb3odgy3C2j6sx7D4FXTTxGFdZRKEkyXcTaTAkWA8PgeRFIgVDD1/DbCECT9YLi0Jw2Baip2jLE563IjTBx61WZ0xxXJBPArGC4axKSmoMV74oM5/VMVSDpXqaY1sQCfFk8kqeiUmV0EEnHaErrlFDM0tkJNfSB1T90WT3Uw/dtMxVxNDx2kUHpy6Ob0cag+1x9AJ/nOO+9QX1/PpZdeimEY/PjHP+aaa67hb3/7G6GQNQn5z//8T375y1/y/PPPc/HFF/Pwww9z9dVX88knn1BaWgrA3XffzZ/+9CdWr15NZWUl9957L9dffz3btm2zJ0G33HILn3/+Oa+//joAd955J7feeit/+tOfet3fUekk+6OTHArtQ6EPXu3x0FfYV+Hu4Qw0PisuoJNMaN76POFdS1HrY53DHIR3u9B6oZPUnJq/bAxgv+LSLiDpE551N4WCZ7sK7PV519T0agfrHPYGCuzD76VXVdjrpeVMeo+BXqBuqB531p/MRjNEjo5SEXBa9XOwZCwANV3HOJqlY3ToGhU8dY4oebSYGZgqHO5ybx+SOskBXN2adlhpVq5cSTQaZdu2bfzDP/wDQgieeOIJfvzjH/Otb30LgN/97ndUV1ezatUqFixYQHt7O7/97W/57//+b6666ioAXnzxRcaPH8/69eu59tpr+fvf/87rr7/Oli1bmDVrFgDPPvsss2fP5pNPPnHMXL2QMUmJRDKqKC8yaCqOgqIyJn6CUmM0Jmf1Jr26tbcvsOr1Zr4yyyF60d7eDkAkYqUE3bdvH42NjVxzzTW2TSAQYM6cOWzatAmwahsnEgmHTW1tLVOnTrVtNm/eTDgcth0kwFe/+lXC4bBt0xukk5RIJKOKrtOCZq0ChODi7r2D3Z2hSfpxa29fpEIt4bD9amho6MVhBPfccw9XXHGFXW4xHV+trq522FZXV9ttjY2N+P1+KioqPG2i0WjOMaPRaJ9iuKPycatEIhkdlAecq47CAYMPVatW5Lh4I6XJLoqKey6DmYt20tttp0fhZdL0CIjns8V6bFxWVma/3ZuC9wsXLuSjjz5i48aNOW2K4nzeK4TIeS+bbJt89r3ZTyZyJimRSEYu6WT3qVe7GqLVV44qkpzHCeKhcE+y/PQinezt0cgZzCTLysocr0JOctGiRaxdu5a33nrLsSI1HWPNnu01NTXZs8uamhri8Titra2eNseO5RZOb25uzpmleiGdpEQiGbG0xnQOd/nt1wFRBcDYeBNFWJKPdMKBwyf9tJ3Wc7ZHJ31xkH1b3SqEYOHChaxZs4Y333yTSZMmOdonTZpETU0Nb7zxhv1ePB7nnXfe4bLLLgNg5syZ+Hw+h83Ro0fZtWuXbTN79mza29t57733bJutW7fS3t5u2/SG0foLkEgkowyBQpvPShZQGz8ma2p7MYASkPr6elatWsWrr75KaWmpPWMMh8MEg0EUReHuu+/mkUce4aKLLuKiiy7ikUceobi4mFtuucW2/d73vse9995LZWUlkUiE++67j2nTptmrXadMmcJ1113HHXfcwW9+8xvAkoBcf/31vV7ZCqPUSfYnmcBgtg+FPvSmPdwFrskEuiAZK5BMIJZEM4W3iN2jnmSV0otkAh7PULKTC+Rrd6tVmXkML5tKLVUU2eU4YzAwCyQT8NLYRRMGiscwj0nmCu3z2Xhd/6JGgcLQhoHam4QHHmNQqLi2l7rESjbQs/NWPUyzolGUPE3EaCPhtxxmZoKBvAnRPciOYea0F3l/TxUBA2MoJhMw+zBD9Cg6nY9f/epXAFx55ZWO91euXMltt90GwL/927/R3d3ND3/4QzuZwLp162yNJMDjjz+OruvceOONdjKB559/3nFt//3vf8/ixYvtVbA33HADTz75ZJ/6OyqdpGRgaf/LBxxzSTbgT/3Rn/AoLF2csim0jyMu7Vqh4tXjxxO55KveRZkpXLTZ8xoiCicDaP9gS8FzPO7SHiwwjsXjx1PyD/8PM5D/ZkXEBMJQSHrI/8xEytZNCG8CmvA8RlKA4dKejAkUA5IuyQhMQ6AaiuvxAUxfT1HniG6gJjOSQ6ggFAVTV4j4DT43LaF6bfxYKqlFqp/0JCpPf/c52wWSAbglOk8nJnD9/FANeAkz9QX30rYvu+7FzFNRFJYvX87y5ctdbYqKilixYgUrVqxwtYlEIrz44ot96l82o9JJymQCQ799wI/xhSv6lUwACrcLzVsI/3k/ReSF2isDs/m0xONPXFE9kxGk8bTxmXwa8mgXimfhaAXFMxmBH6VPSSNUw1ksO6JbM704Osd1S4dXG3fOulpjek7CgULb2Xi1mxqehaOHZDIBmeDcZlQ6SYlEMopQoFGpQCgKYaMDf8hPXAYkvRnAx63DDekkJRLJsCU9U0z/X82I/6Vjy3F87Fes2VZd/GjOgp2KDC1lRZausiJg0BobhZdJOZO0GYXfvkQiGTFkJCNHsWKD5anqHwLwn2znqL+OpKJRbrQzLtFIwh+mJZWoPOI3QBU9MUg1lZs+I4H5qETQByc5oD0ZdKSTlEgkw5YTSd0Rk6xUnDPBI75q2oJVqMLkku5PUICWuO5Mii6EI2ao4ExIPirzCciZpI10khKJZOSQ8mj+jnZiip+PS6z6gxfE9vfEIk8PYv+GC6ZJr8t7mH0sAzLMGJVOUuokh277uepDZiwrm4heQCfp8VmHTQGdpNIPfVxv2ks89KjRWBIM74tbNOF9ntGE4bloIxpLehZMjMaSKB6HiBoGOu51RaswUDL+jCu1nu9NAH8vughD8RGKdzAxfggjpYuM+DPimH6DzC87EnAWho4EDE9fkR3DzNfuJfOI+A3MoaiTlDNJm1HpJCWSlv/b4qmjBG+dpWd7hs3nLjZeDvJs0fnuewV1lPg9PIAQBfcBBbSacy4FNwWIYSJM1VOHaaruPsoE1Aw/nFlQWSgKOgaKMKnlGMcClZCwFvMomYkoFDj+8Vb7uzyQdYxkge/a6Ge7l4McVKSTtBmVTlLqJId++1Dow0g/h4I6SiwH2K9jBGfxWanbMQxA99Rh+k4r7PeQa2hmRmFr3cq2BKAimHr6E0r97TTFFDKXtCoCDmXEJPurUxzs9gHRSUpsRqWTlEgkI5P0rDJWZj1aDZxOIJO0ngFSJ2kjnaREIhm2VKqGfRWrVHPjgxGfkbOdmSow4jNyHrFKQAgT0ct0c721G670SwXU0NBgZ2x3Y+PGjVx++eVUVlYSDAaZPHkyjz/+eI5dW1sb9fX1jB07lqKiIqZMmcJrr71mt0+cOBFFUXJe9fX1/TkFiUQynFEtTaNI1X9UBLQYOieSlucUqpUe0H6pcPzjLRx4+yUOvP0Sxz/eMrj9H6oIYc0Qe/OSMcn8vP/++zzzzDNMnz7d0y4UCrFw4UKmT59OKBRi48aNLFiwgFAoxJ133glYtcKuvvpqotEor7zyCnV1dRw6dMiR8f39998nmexZrbdr1y6uvvpqvv3tb5/pKUgkkmHOcVPnQEZuVzXpzOWqmLk5dnsTgxz19KVOpHSSuXR2djJ//nyeffZZHn74YU/bGTNmMGPGDHt74sSJrFmzhg0bNthO8rnnnqOlpYVNmzbh81lB/PPOO8+xnzFjxji2H330US644ALmzJlzJqcgkUgkEjdM07rD6A0j/HHrGTnJ+vp65s2bx1VXXVXQSWazY8cONm3a5Pjc2rVrmT17NvX19bz66quMGTOGW265haVLl+bVM8bjcV588UXuueceFMVdhxWLxYjFYvZ2R0cHIHWSQ7l9KPRhtJyDl44SLB1jscd+enWMbhO3wqDRbhM8tJjRhIHmke+mCgM1I2BUpebRTWYFlCK6YctzensOQ7kdBlAnKWeSwBk4ydWrV7N9+3bef//9Pn2urq6O5uZmDMNg+fLlfP/737fb9u7dy5tvvsn8+fN57bXX2LNnD/X19RiGwU9+8pOcff3xj3+kra3NLtDpRkNDAw899FCf+imRjBa8NJCAp4Ps9THeed9bR3nF/wPdZSaSFKAq7mJ8E1q3b7Hrih7Jak5rUTM1ih7KVkkGwjQRvZxJjvSFO31ykocOHWLJkiWsW7eOoqKiPh1ow4YNdHZ2smXLFu6//34uvPBCbr75ZgBM0yQajfLMM8+gaRozZ87kyJEj/OIXv8jrJH/729/yj//4j9TW1noec9myZdxzzz32dkdHB+PHj5c6yWHQPhT6IM9h4I9RGZjNZ8XuOkk9rrFPc5dwHDsLGsfe2Azl9gGrJylnkkAfneS2bdtoampi5syZ9nvJZJJ3332XJ598klgslvcxJsCkSZMAmDZtGseOHWP58uW2kxw7diw+n8/x2SlTptDY2Eg8HsefUZT1wIEDrF+/njVr1hTsbyAQIBAI9OUUJRKJRGIKHFoZL6ST7GHu3Lns3LnT8d7tt9/O5MmTXeOH+RBCOGKFl19+OatWrcI0TdRUkGH37t2MHTvW4SABVq5cSTQaZd68eX3pukQikUh6ixD0OsG5dJI9lJaWMnXqVMd7oVCIyspK+/1ly5Zx+PBhXnjhBQCeeuopJkyYwOTJkwFLN/nYY4+xaNEiex933XUXK1asYMmSJSxatIg9e/bwyCOPsHjxYsexTNNk5cqVfOc730HXZR4EiUQiGQiEKRC9nEkK6ST7xtGjRzl48KC9bZomy5YtY9++fei6zgUXXMCjjz7KggULbJvx48ezbt06fvSjHzF9+nTGjRvHkiVLWLp0qWPf69ev5+DBg3z3u989292WSCQSSRrRh1JZcuGON2+//bZj+/nnn3dsL1q0yDFrdGP27Nls2eKd/eKaa64Z8XctEolEMtjImWQPo/KZpdRJDt32odAHeQ7nrg+Fal5qHsmzx5gG/n7WYhzscR6qOklDxHo9QzRInNVjDzVGpZOUSCRDg86NhetVHnNp93KQkjPD7/dTU1PDxsbXChtnUFNTk7PIcqQwKp2k1EkO/fah0Ad5DkOjD/Icz51OsqioiH379hGPx/v0Ob/f32ft/HBhVDpJiUQikeSnqKhoxDq8M6FfpbIkEolEIhnJSCcpkUgkEokL0klKJBKJROKCdJISiUQikbgwqhbupEWv0WjUzhGbSUlJCeC+Wmyw24dCH+Q5ynMYKe1DoQ9n4xwqKipobGwc8aL+wUIRo2hkP//8816JcyUSiWS4cejQIerq6ga7GyOOUeUkTdPkyJEjlJaWoijuFc9HG+k6m4cOHaKsrGywuzNskePYf+QY9h0hBCdPnqS2tjbvEzJJ/xhVj1tVVZV3Wh6UlZXJC9NZQI5j/5Fj2DfC4fBgd2HEIm87JBKJRCJxQTpJiUQikUhckE5SQiAQ4MEHHyQQCAx2V4Y1chz7jxxDyVBjVC3ckUgkEomkL8iZpEQikUgkLkgnKZFIJBKJC9JJSiQSiUTignSSEolEIpG4IJ3kMKChoYFLL72U0tJSotEo//zP/8wnn3zisFmzZg3XXnstVVVVKIrChx9+mHdfmzdv5hvf+AahUIjy8nKuvPJKuru77fbW1lZuvfVWwuEw4XCYW2+9lba2Nsc+Dh48yDe/+U1CoRBVVVUsXrw4p5L5zp07mTNnDsFgkHHjxvHTn/50UHNLnq0xbGxs5NZbb6WmpoZQKMSXv/xlXnnlFYfNSB1DKDyOiUSCpUuXMm3aNEKhELW1tfzLv/wLR44ccewnFouxaNEiqqqqCIVC3HDDDXz++ecOm5E8jpJhhJAMea699lqxcuVKsWvXLvHhhx+KefPmiQkTJojOzk7b5oUXXhAPPfSQePbZZwUgduzYkbOfTZs2ibKyMtHQ0CB27doldu/eLf7whz+I06dP2zbXXXedmDp1qti0aZPYtGmTmDp1qrj++uvtdsMwxNSpU8XXv/51sX37dvHGG2+I2tpasXDhQtumvb1dVFdXi5tuukns3LlT/M///I8oLS0Vjz322MAMUC84W2N41VVXiUsvvVRs3bpVfPbZZ+I//uM/hKqqYvv27bbNSB1DIQqPY1tbm7jqqqvEyy+/LD7++GOxefNmMWvWLDFz5kzHfn7wgx+IcePGiTfeeENs375dfP3rXxdf+tKXhGEYts1IHkfJ8EE6yWFIU1OTAMQ777yT07Zv3z7XC/ysWbPEAw884Lrfv/3tbwIQW7Zssd/bvHmzAMTHH38shBDitddeE6qqisOHD9s2L730kggEAqK9vV0IIcTTTz8twuGww/k2NDSI2tpaYZpmn893IDjTMQyFQuKFF15wvBeJRMR//dd/CSFG1xgK4T2Oad577z0BiAMHDgghLEfq8/nE6tWrbZvDhw8LVVXF66+/LoQYfeMoGbrIx63DkPb2dgAikUivP9PU1MTWrVuJRqNcdtllVFdXM2fOHDZu3GjbbN68mXA4zKxZs+z3vvrVrxIOh9m0aZNtM3XqVGpra22ba6+9llgsxrZt22ybOXPmOATh1157LUeOHGH//v1ndM5nmzMZQ4ArrriCl19+mZaWFkzTZPXq1cRiMa688kpgdI0h9G4c29vbURSF8vJyALZt20YikeCaa66xbWpra5k6dapjjEbTOEqGLtJJDjOEENxzzz1cccUVTJ06tdef27t3LwDLly/njjvu4PXXX+fLX/4yc+fOZc+ePYAVb4tGozmfjUajNDY22jbV1dWO9oqKCvx+v6dNejttM5ic6RgCvPzyyxiGQWVlJYFAgAULFvC///u/XHDBBcDoGUPo3TiePn2a+++/n1tuucVOWN7Y2Ijf76eiosJhW11d7Tj/0TKOkqHNqKoCMhJYuHAhH330kWMG2BtM0wRgwYIF3H777QDMmDGDv/zlLzz33HM0NDQA5C0hJoRwvH8mNiK1UGIolCg70zEEeOCBB2htbWX9+vVUVVXxxz/+kW9/+9ts2LCBadOmAaNjDKHwOCYSCW666SZM0+Tpp58uuL+zMUa9sRlq4ygZ2siZ5DBi0aJFrF27lrfeeqvPJb/Gjh0LwBe/+EXH+1OmTOHgwYOAVf382LFjOZ9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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(figsize=(5, 5))\n", + "\n", + "pmv = PlotMapView(modelgrid=quadgrid)\n", + "pc = pmv.plot_array(quadgrid.top)\n", + "pmv.plot_array(qstrms, masked_values=[0,], alpha=0.3, cmap=\"Reds_r\")\n", + "pmv.plot_inactive()\n", + "pmv.plot_grid(lw=0.3)\n", + "nhddf.plot(ax=ax)\n", + "plt.colorbar(pc, shrink=0.7);" + ] + }, + { + "cell_type": "markdown", + "id": "aa833f5b-ce9a-4d68-9e4b-832aea1c09f9", + "metadata": {}, + "source": [ + "## Triangular Mesh\n", + "\n", + "An unstructured/vertex based triangular mesh can be generated using the code \"triangle\"([Shewchuk, 2002](https://www.sciencedirect.com/science/article/pii/S0925772101000475)). And the FloPy utility, `Triangle` that creates inputs for and translates the outputs from \"triangle\". \n", + "\n", + "For this example, we will be using triangle to generate a mesh and add refinement around the streams." + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "id": "dc3ab2b7-378e-4eb8-8a9a-fa1ea7ae9bdd", + "metadata": {}, + "outputs": [], + "source": [ + "tri_dir = data_ws / \"sagehen_tri\"\n", + "tri_dir.mkdir(exist_ok=True)" + ] + }, + { + "cell_type": "markdown", + "id": "1e8987ed-1970-480a-a796-7bd71c86af09", + "metadata": {}, + "source": [ + "For this example, we will use the watershed boundary we downloaded from NLDI and create a dissovled polygon of stream segments to generate our triangulation regions." + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "6ffe2440-b82c-448e-8735-d89651b562ea", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " geometry\n", + "0 POLYGON ((219324.508 4367092.598, 219194.216 4..." + ] + }, + "execution_count": 50, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "basindf.head()" + ] + }, + { + "cell_type": "markdown", + "id": "1fa96714-8444-427e-97df-a435b9d4a7f9", + "metadata": {}, + "source": [ + "We will also dissolve and buffer the stream network into a single polygon that defines our area of refinement" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "e75ec798-9cc4-4e3b-8712-030d54e168dd", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "bufgdf = nhddf.dissolve()\n", + "bufgdf[\"geometry\"] = bufgdf.geometry.buffer(100, cap_style=2, join_style=3)\n", + "bufgdf.plot();" + ] + }, + { + "cell_type": "markdown", + "id": "e8571d37-71fd-4324-9905-13565b2c8835", + "metadata": {}, + "source": [ + "These two polygons can now be used to generate a triangular mesh with the `Triangle` utility. The `Triangle` class has a number of input parameters. For more detail on the inputs and additional examples please see this [notebook](https://flopy.readthedocs.io/en/latest/Notebooks/dis_voronoi_example.html)" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "1668863c-03fe-46d7-9f1e-ede287eacb36", + "metadata": {}, + "outputs": [], + "source": [ + "# define point locations within the watershed and the stream for adding regions\n", + "wsloc = (220000, 4368000)\n", + "stloc = (219250, 4370000)" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "id": "3da8bd04-c9cf-4b59-af7a-b54073aa9be9", + "metadata": {}, + "outputs": [], + "source": [ + "tri = Triangle(angle=30, model_ws=tri_dir)\n", + "\n", + "# define the model/mesh boundary\n", + "tri.add_polygon(basindf.geometry.values[0])\n", + "tri.add_region(wsloc, 0, maximum_area=100 * 300)\n", + "\n", + "# define the stream refinement area\n", + "tri.add_polygon(bufgdf.geometry.values[0])\n", + "tri.add_region(stloc, 1, maximum_area=40 * 40)" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "id": "a8a020c5-0878-4a19-aab0-3aa2ff0bac68", + "metadata": {}, + "outputs": [], + "source": [ + "tri.build()" + ] + }, + { + "cell_type": "markdown", + "id": "a5bbe12a-d44c-479f-b76a-6d17f1f88128", + "metadata": {}, + "source": [ + "Visualize the triangular mesh" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "id": "0cd510b8-901c-4648-af86-1986434017fa", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(figsize=(6, 6))\n", + "tri.plot(ax=ax)\n", + "nhddf.plot(ax=ax);" + ] + }, + { + "cell_type": "markdown", + "id": "22c159b8-185b-41b4-85a9-5dd57b65d7aa", + "metadata": {}, + "source": [ + "Create a `VertexGrid` from the triangular mesh and resample the land surface elevations" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "id": "647735f0-4544-4e3a-b207-be3970661a71", + "metadata": {}, + "outputs": [], + "source": [ + "cell2d = tri.get_cell2d()\n", + "vertices = tri.get_vertices()\n", + "ncpl = len(cell2d)\n", + "nlay = 1\n", + "idomain = np.ones((nlay, ncpl), dtype=int)\n", + "\n", + "# set fake values for top and botm for now)\n", + "top = np.ones((ncpl,))\n", + "botm = np.zeros((nlay, ncpl))" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "id": "0934cc74-7c65-4546-9707-51643f0b1d85", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(np.float64(214358.62207605224),\n", + " np.float64(221497.55795538268),\n", + " np.float64(4366733.474127463),\n", + " np.float64(4373287.261484375))" + ] + }, + "execution_count": 57, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "trigrid = VertexGrid(\n", + " vertices=vertices,\n", + " cell2d=cell2d,\n", + " ncpl=ncpl,\n", + " nlay=nlay,\n", + " idomain=idomain,\n", + " top=top,\n", + " botm=botm,\n", + " crs=\"EPSG:26911\",\n", + ")\n", + "trigrid.extent" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "3fe7d3e9-4bfa-454d-9ff3-2e54aaa18a39", + "metadata": {}, + "outputs": [], + "source": [ + "top = rstr.resample_to_grid(\n", + " trigrid, band=rstr.bands[0], method=\"min\", extrapolate_edges=True\n", + ")\n", + "trigrid._top = top" + ] + }, + { + "cell_type": "markdown", + "id": "8522ed38-a10a-42ff-82cf-2dba5d91e56f", + "metadata": {}, + "source": [ + "And perform intersection to identify stream cells" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "id": "d870c5cf-8ce1-4692-93cc-49e18b90b05f", + "metadata": {}, + "outputs": [], + "source": [ + "tristr = []\n", + "ix = GridIntersect(trigrid, method=\"vertex\")\n", + "for geom in nhddf.geometry.values:\n", + " nodes = ix.intersects(geom)[\"cellids\"]\n", + " tristr.extend(list(nodes))\n", + "\n", + "tristrms = np.zeros((trigrid.ncpl,), dtype=int)\n", + "tristrms[tristr] = 1" + ] + }, + { + "cell_type": "markdown", + "id": "54e52bc2-ee4a-42c5-ad20-68656c78896e", + "metadata": {}, + "source": [ + "Now to plot up the triangular grid" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "id": "cb064b04-fd24-4830-9eb3-69a67a2f61eb", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(figsize=(7, 7))\n", + "\n", + "pmv = PlotMapView(modelgrid=trigrid)\n", + "pc = pmv.plot_array(trigrid.top)\n", + "pmv.plot_array(tristrms, masked_values=[0,], alpha=0.3, cmap=\"Reds_r\")\n", + "pmv.plot_inactive()\n", + "pmv.plot_grid(lw=0.3)\n", + "nhddf.plot(ax=ax)\n", + "plt.colorbar(pc, shrink=0.7);" + ] + }, + { + "cell_type": "markdown", + "id": "34736781-43ea-483c-acbf-962bb0b507ef", + "metadata": {}, + "source": [ + "## Voronoi Mesh\n", + "\n", + "A voronoi mesh can be generated from the circumcirle centroids of each triangular node in a Delaunay triangulation. The centroid of each circumcirle produces a vertex for the voronoi mesh and these vertices are connected via adjacency relationships of the triangulation. \n", + "\n", + "FloPy has a built in utility `VoronoiGrid` that produces voronoi meshes from Delaunay triangulations. For more information and additional examples on `VoronoiGrid`'s usage, see this [notebook](https://flopy.readthedocs.io/en/latest/Notebooks/dis_voronoi_example.html)" + ] + }, + { + "cell_type": "markdown", + "id": "6c0852aa-8d11-4c7c-b449-30921ca11216", + "metadata": {}, + "source": [ + "To generate a voronoi mesh, we just need to pass our triangluation object (`tri`) to the `VoronoiGrid` utility" + ] + }, + { + "cell_type": "code", + "execution_count": 61, + "id": "ed25dcc4-8b4a-4162-b603-35f605fe45e2", + "metadata": {}, + "outputs": [], + "source": [ + "vor = VoronoiGrid(tri)" + ] + }, + { + "cell_type": "markdown", + "id": "345a997b-9584-4a4f-8f5d-4b5c657efbf2", + "metadata": {}, + "source": [ + "Build a `VertexGrid`" + ] + }, + { + "cell_type": "code", + "execution_count": 62, + "id": "9bba5fd7-8a3e-4ff0-8002-1ee521c040f3", + "metadata": {}, + "outputs": [], + "source": [ + "gridprops = vor.get_gridprops_vertexgrid()\n", + "nlay = 1\n", + "idomain = np.ones(gridprops[\"ncpl\"], dtype=int)\n", + "top = idomain.copy().astype(float)\n", + "botm = np.zeros((nlay, gridprops[\"ncpl\"]))" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "id": "c87424f9-d9e1-4798-b5a1-99ec2b35f87d", + "metadata": {}, + "outputs": [], + "source": [ + "vorgrid = VertexGrid(\n", + " nlay=nlay, idomain=idomain, top=top, botm=botm, **gridprops\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "d2cd1136-11ba-46d2-ad45-80db9408368e", + "metadata": {}, + "source": [ + "Resample the land surface elevation from the DEM to the voronoi grid" + ] + }, + { + "cell_type": "code", + "execution_count": 64, + "id": "c42a08d0-71b2-4f38-95d4-be4b9e3356bf", + "metadata": {}, + "outputs": [], + "source": [ + "top = rstr.resample_to_grid(\n", + " vorgrid, band=rstr.bands[0], method=\"min\", extrapolate_edges=True\n", + ")\n", + "vorgrid._top = top" + ] + }, + { + "cell_type": "markdown", + "id": "997be18a-d2b7-42a1-ad8f-49285d36de49", + "metadata": {}, + "source": [ + "Identify stream cells with `GridIntersect`" + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "id": "93dd9221-4f32-4b90-9adb-13426ef4dcaa", + "metadata": {}, + "outputs": [], + "source": [ + "vorst = []\n", + "ix = GridIntersect(vorgrid, method=\"vertex\")\n", + "for geom in nhddf.geometry.values:\n", + " nodes = ix.intersects(geom)[\"cellids\"]\n", + " vorst.extend(list(nodes))\n", + "\n", + "vorstrms = np.zeros((vorgrid.ncpl,), dtype=int)\n", + "vorstrms[vorst] = 1" + ] + }, + { + "cell_type": "markdown", + "id": "0f749c17-6db8-49d3-9e35-7309f183f8db", + "metadata": {}, + "source": [ + "Finally plot the voronoi mesh with the DEM data and stream locations" + ] + }, + { + "cell_type": "code", + "execution_count": 66, + "id": "a6ba684f-498a-4e7e-b10c-ad61ba8a9f1f", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(figsize=(7, 7))\n", + "\n", + "pmv = PlotMapView(modelgrid=vorgrid)\n", + "pc = pmv.plot_array(vorgrid.top)\n", + "pmv.plot_array(vorstrms, masked_values=[0], alpha=0.3, cmap=\"Reds_r\")\n", + "pmv.plot_inactive()\n", + "pmv.plot_grid(lw=0.3)\n", + "nhddf.plot(ax=ax)\n", + "plt.colorbar(pc, shrink=0.7);" + ] + }, + { + "cell_type": "markdown", + "id": "82758f91-a8dc-43f4-a729-83023ef5c4a8", + "metadata": {}, + "source": [ + "### plot the meshes we produced side by side for comparison!" + ] + }, + { + "cell_type": "code", + "execution_count": 67, + "id": "c106ccf9-8950-4164-a398-d15db0daecac", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from flopy.plot import styles\n", + "from matplotlib.gridspec import GridSpec\n", + "\n", + "with styles.USGSMap():\n", + " fig, axm = plt.subplots(nrows=3, ncols=2, figsize=(10,12))\n", + " axs = axm.ravel()\n", + " \n", + " # structured grid\n", + " pmv = PlotMapView(modelgrid=sgrid, ax=axs[0])\n", + " pmv.plot_array(sgrid.top, cmap=\"viridis\")\n", + " pmv.plot_array(strms, masked_values=[0,], alpha=0.3, cmap=\"Reds_r\")\n", + " pmv.plot_inactive()\n", + " pmv.plot_grid(lw=0.3)\n", + " nhddf.plot(ax=axs[0])\n", + " styles.heading(axs[0], \"A. \", heading=\"Structured Grid\", x=0.08)\n", + "\n", + " # non-uniform DIS\n", + " pmv = PlotMapView(modelgrid=rfgrid, ax=axs[1])\n", + " pmv.plot_array(rfgrid.top, cmap=\"viridis\")\n", + " pmv.plot_inactive()\n", + " pmv.plot_grid(lw=0.3)\n", + " nhddf.plot(ax=axs[1])\n", + " styles.heading(axs[1], \"B.\", heading=\"Structured Grid: non-uniform\", x=0.08)\n", + "\n", + " # LGR grid\n", + " pmvp = PlotMapView(modelgrid=sgrid, ax=axs[2])\n", + " ptop = sgrid.top.copy()\n", + " ptop[crow, ccol] = np.nan\n", + " strms[crow, ccol] = np.nan\n", + " pc = pmvp.plot_array(ptop, cmap=\"viridis\", vmin=vmin, vmax=vmax)\n", + " pmvp.plot_array(strms, masked_values=[0], alpha=0.3, cmap=\"Reds_r\")\n", + " pmvp.plot_inactive()\n", + " pmvp.plot_grid(lw=0.3)\n", + " nhddf.plot(ax=axs[2])\n", + "\n", + " pmvc = PlotMapView(modelgrid=childgrid, ax=axs[2])\n", + " pmvc.plot_array(childtop, cmap=\"viridis\", vmin=vmin, vmax=vmax)\n", + " pmvc.plot_array(cstrms, masked_values=[0], alpha=0.3, cmap=\"Reds_r\")\n", + " pmvc.plot_grid(lw=0.3)\n", + " styles.heading(axs[2], \"C. \", heading=\"LGR Grid\", x=0.08)\n", + "\n", + " # Quadtree grid\n", + " pmv = PlotMapView(modelgrid=quadgrid, ax=axs[3])\n", + " pc = pmv.plot_array(quadgrid.top)\n", + " pmv.plot_array(qstrms, masked_values=[0,], alpha=0.3, cmap=\"Reds_r\")\n", + " pmv.plot_inactive()\n", + " pmv.plot_grid(lw=0.2)\n", + " nhddf.plot(ax=axs[3])\n", + " styles.heading(axs[3], \"D. \", heading=\"Quadtree Grid\", x=0.08)\n", + "\n", + " # Triangular grid\n", + " pmv = PlotMapView(modelgrid=trigrid, ax=axs[4])\n", + " pc = pmv.plot_array(trigrid.top)\n", + " pmv.plot_array(tristrms, masked_values=[0,], alpha=0.3, cmap=\"Reds_r\")\n", + " pmv.plot_inactive()\n", + " pmv.plot_grid(lw=0.3)\n", + " nhddf.plot(ax=axs[4])\n", + " styles.heading(axs[4], \"E. \", heading=\"Triangular Grid\", x=0.08)\n", + "\n", + " # Voronoi grid\n", + " pmv = PlotMapView(modelgrid=vorgrid, ax=axs[5])\n", + " pc = pmv.plot_array(vorgrid.top)\n", + " pmv.plot_array(vorstrms, masked_values=[0,], alpha=0.3, cmap=\"Reds_r\")\n", + " pmv.plot_inactive()\n", + " pmv.plot_grid(lw=0.3)\n", + " nhddf.plot(ax=axs[5])\n", + " styles.heading(axs[5], \"F. \", heading=\"Voronoi Grid\", x=0.08)\n", + "\n", + " # colorbar\n", + "\n", + " \n", + " # ax5.spines[[\"left\", \"right\", \"top\", \"bottom\"]].set_visible(False)\n", + " fig.colorbar(\n", + " pc,\n", + " ax=axm,\n", + " location=\"top\",\n", + " label=\"Land surface elevation, in meters\",\n", + " shrink=0.5,\n", + " fraction=.05\n", + " )\n" + ] + }, + { + "cell_type": "markdown", + "id": "be66dfa8-8e48-4614-b1f3-86baafc73b14", + "metadata": {}, + "source": [ + "### More information \n", + "For more inforation and and examples on how to use the utilities presented in this notebook please see:\n", + "\n", + "#### Examples\n", + " - [FloPy Examples Gallery](https://flopy.readthedocs.io/en/latest/examples.html)\n", + "\n", + "#### API reference\n", + " - [FloPy utils API reference](https://flopy.readthedocs.io/en/latest/code.html#flopy-utilities)\n", + " - [FloPy lgrutil API reference](https://flopy.readthedocs.io/en/latest/source/flopy.utils.lgrutil.html)\n", + " - [FloPy gridgen API reference](https://flopy.readthedocs.io/en/latest/source/flopy.utils.gridgen.html)\n", + " - [FloPy triangle API reference](https://flopy.readthedocs.io/en/latest/source/flopy.utils.triangle.html)\n", + " - [FloPy voronoi API reference](https://flopy.readthedocs.io/en/latest/source/flopy.utils.voronoi.html)" + ] + }, + { + "cell_type": "markdown", + "id": "67c62f41", + "metadata": {}, + "source": [ + "## Activity (If time permits); Build a Voronoi mesh/Vertex Grid:\n", + "\n", + "Define a voronoi grid for the basin upstream of the Black Earth Creek streamgauge near Cross Plains, WI. The upstream basin information is supplied by NLDI and has been saved to the class repo in case of internet connectivity or NLDI service issues.\n", + "\n", + "Some of the previous code can be re-used to create a voronoi mesh and subsequent `VertexGrid` representation of the basin. See the Triangular and Voronoi grid sections of the notebook.\n", + "\n", + "**Optional**, use the Upstream Main segment of Black Earth Creek to refine the voronoi mesh around the stream location. Refinement control points have been pre-defined below." + ] + }, + { + "cell_type": "code", + "execution_count": 68, + "id": "d58d2db7", + "metadata": {}, + "outputs": [], + "source": [ + "epsg = 5070 # NAD83 CONUS Albers\n", + "# try:\n", + " # todo: update this for black earth creek near cross plains WI site-no 05406479\n", + "be_cr_nr_cp = \"05406479\"\n", + "basindf = nldi.get_basin(\n", + " feature_source=\"nwissite\", feature_id=f\"USGS-{be_cr_nr_cp}\"\n", + ")\n", + "basindf = basindf.to_crs(epsg=epsg)\n", + "basindf.to_file(geospatial_ws / \"black_earth_basin.shp\")\n", + "# except (ValueError, ConnectionError, NameError):\n", + "# basindf = gpd.read_file(geospatial_ws / \"black_earth_basin.shp\")" + ] + }, + { + "cell_type": "code", + "execution_count": 69, + "id": "47c81ac1-e436-4685-a943-dffe9e023f1a", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\jlarsen\\AppData\\Local\\Temp\\1\\ipykernel_33328\\1781832700.py:9: UserWarning: Column names longer than 10 characters will be truncated when saved to ESRI Shapefile.\n", + " nhddf.to_file(geospatial_ws / \"black_earth_creek_main.shp\")\n" + ] + } + ], + "source": [ + "try:\n", + " nhddf = nldi.get_flowlines(\n", + " navigation_mode=\"UM\",\n", + " distance=9999,\n", + " feature_source=\"nwissite\",\n", + " feature_id=f\"USGS-{be_cr_nr_cp}\",\n", + " )\n", + " nhddf = nhddf.to_crs(epsg=epsg)\n", + " nhddf.to_file(geospatial_ws / \"black_earth_creek_main.shp\")\n", + "except (ValueError, ConnectionError, NameError):\n", + " nhddf = gpd.read_file(geospatial_ws / \"black_earth_creek_main.shp\")" + ] + }, + { + "cell_type": "markdown", + "id": "dcb74970-e19d-40b0-8443-f68f11e5a615", + "metadata": {}, + "source": [ + "Visualize the example \"study area\"" + ] + }, + { + "cell_type": "code", + "execution_count": 70, + "id": "32c1f501-88e3-41e4-90fb-1f5d4299e984", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots()\n", + "\n", + "basindf.plot(ax=ax, facecolor=\"None\", edgecolor=\"k\")\n", + "nhddf.plot(ax=ax)\n", + "ctx.add_basemap(\n", + " ax=ax,\n", + " crs=basindf.crs,\n", + " source=ctx.providers.USGS.USTopo\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "cc6b79b0-198a-410c-9428-13fa814d3052", + "metadata": {}, + "source": [ + "Grid refinement control points are defined here for the optional part of this exercise" + ] + }, + { + "cell_type": "code", + "execution_count": 71, + "id": "4bacc5c8-6b0e-436f-8c67-42ae6e393bf5", + "metadata": {}, + "outputs": [], + "source": [ + "wsloc = basindf.centroid.values[0]\n", + "stloc = list(zip(*nhddf.geometry.values[10].xy))[0]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6b6d8a83-e226-4020-8889-0e6c35bd3af3", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f5bb2150-fe6e-4fe1-918b-7e09239d3694", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ccecfea2-121b-442f-bfca-0e345ccc5173", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/tests/test_notebooks.py b/tests/test_notebooks.py index dfedd24e..5cbab86b 100644 --- a/tests/test_notebooks.py +++ b/tests/test_notebooks.py @@ -13,6 +13,7 @@ '06_matplotlib.ipynb': 'notebook intentionally incomplete', '00_python_basics_review__solutions.ipynb': 'intentional error', '01_functions_script__solution.ipynb': 'intentional error', + '05_Unstructured_Grid_generation.ipynb': 'intentionally incomplete information', '06-Project-structured.ipynb': 'intentionally incomplete information', '02-Building-Post-Processing-MODFLOW6.ipynb' : 'intentionally incomplete information'