diff --git a/.gitignore b/.gitignore index 5a5678a..10dffe1 100644 --- a/.gitignore +++ b/.gitignore @@ -1,11 +1,9 @@ # Ignore everything /* !.gitignore -!its_live_web_app_tutorial.ipynb -!/geoms -!/images -!environment.yml -!store_its_live_velocities_2022.json -!ITS_LIVE API_tutorial.ipynb -!its_live_datacube_term_poly_tutorial.ipynb -!its_live_datacube_tutorial.ipynb +!term_poly_gpkgs +!/csv_outputs +!/poly_sample +!/term_poly_data_viz +!/figs +!gdf_concat.py \ No newline at end of file diff --git a/ITS_LIVE API_tutorial.ipynb b/ITS_LIVE API_tutorial.ipynb deleted file mode 100644 index bc57f0e..0000000 --- a/ITS_LIVE API_tutorial.ipynb +++ /dev/null @@ -1,310 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "1fde7370-e1f0-40bd-b06f-cf5340d17439", - "metadata": {}, - "source": [ - "# Introduction\n", - "This tutorial provides an example of how to use the [its_live API](https://staging.nsidc.org/apps/itslive-search/docs#/default/urls_velocities_urls__get) to use NASA its_live velocity image-pairs data stored in the cloud. This bypasses the need to download the velocities which we did in the `its_live_web_app_tutorial.ipynb` tutorial. Speficially, we will use the `urls` part of the API" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "id": "48f18419-c74a-43da-9ef0-ee6b74d87797", - "metadata": {}, - "outputs": [], - "source": [ - "import requests\n", - "import xarray as xr\n", - "import os\n", - "import json\n", - "import numpy as np\n", - "import geopandas as gpd\n", - "import matplotlib.pyplot as plt\n", - "import s3fs\n", - "import iceutils as ice\n", - "import rasterio\n", - "from rasterio.plot import show\n", - "from matplotlib import colors, cm\n", - "from mpl_toolkits.axes_grid1 import make_axes_locatable" - ] - }, - { - "cell_type": "markdown", - "id": "c63a29ea-50db-4e95-ab12-6c4e374b1b23", - "metadata": {}, - "source": [ - "## Step 1: Define your region of interest \n", - "I created a polygon in QGIS similar to that of the polygon we drew in the `its_live_web_app_tutorial.ipynb`. Below I read that polygon using `geopandas`' read_file method" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "11c9c4fe-8198-47af-bdeb-cd4cb6a7e647", - "metadata": {}, - "outputs": [], - "source": [ - "store_poly_path = '/media/laserglaciers/upernavik/its_live_tutorial/geoms/store_poly.shp'\n", - "store_poly = gpd.read_file(store_poly_path)" - ] - }, - { - "cell_type": "markdown", - "id": "7ddc47f8-ff9a-4a13-8e5e-587d3bb13b04", - "metadata": {}, - "source": [ - "## Step 2: Convert polygon to proper string format" - ] - }, - { - "cell_type": "markdown", - "id": "86ba2030-6709-4871-88c7-5760cc09729c", - "metadata": {}, - "source": [ - "The its_live api requires specific sytanx for its's `polygon` and `bbox` parameter. For `bbox` it is \"Bbox: min_lon,min_lat,max_lon,max_lat\" and for `polygon` it is \"lon_1,lat_1,lon_2,lat_2,...\"" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "48aaa0ab-e2cb-44c3-94f1-7d8f3d448e79", - "metadata": {}, - "outputs": [], - "source": [ - "exterior_coords = list(store_poly['geometry'][0].exterior.coords)\n", - "# make string list to match the correct format\n", - "poly_string = f\"{exterior_coords}\".strip(\"[]\")\n", - "poly_string = poly_string.replace('(','').replace(')','')\n", - "\n", - "bbox = \"-50.5877959318467063,70.3796049883689250 ,-50.2509403990491563,70.4921539185926918\" # just a test for bbox parameter" - ] - }, - { - "cell_type": "markdown", - "id": "bba94618-8bcd-4983-9350-c7250d69aa6f", - "metadata": {}, - "source": [ - "As you can see, the poly_string now matched the correct format for the `polygon` parameter" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "ab7d3d63-a5c2-46a8-9e02-068a69515178", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "'-50.45417579726429, 70.39259671463697, -50.536348731615135, 70.37960498836892, -50.587795931846706, 70.39342772346002, -50.580830436256754, 70.40916334718578, -50.517852377688946, 70.42672250385142, -50.449540861970135, 70.44399543559763, -50.41104445188681, 70.46244888198, -50.38018041105781, 70.48538988092797, -50.32924599073642, 70.49215391859269, -50.252638946456926, 70.47600804789774, -50.250940399049156, 70.45108603336654, -50.31951241771743, 70.42484788496357, -50.39799740804242, 70.40257031942717, -50.45417579726429, 70.39259671463697'" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "poly_string" - ] - }, - { - "cell_type": "markdown", - "id": "cb445033-06c4-44ee-ab82-590cf850a47c", - "metadata": {}, - "source": [ - "## Step 3: Fetch the image-pair velocity urls" - ] - }, - { - "cell_type": "markdown", - "id": "9cf5b5ca-745e-4602-8916-dde24ffa17d7", - "metadata": {}, - "source": [ - "The cell below is modified from the [main its_live webpage](https://its-live.jpl.nasa.gov/) on how to use the its_live API. This is pretty much the same as the pop up we filled out in the `its_live_web_app_tutorial`. Though here we use python's `requests` library to return the urls of interest" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "e4b94a62-0144-4358-a795-e8609b0f9f50", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 5, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "base_url = \"https://nsidc.org/apps/itslive-search/velocities/urls/\"\n", - "# store\n", - "params = {\n", - " \"polygon\": f\"{poly_string}\",\n", - " \"start\": \"2019-01-01\",\n", - " \"end\": \"2021-05-01\",\n", - " \"percent_valid_pixels\": 50, # percent of valid glacier pixels\n", - " \"min_interval\": 7, # days of separation between image pairs\n", - " \"max_interval\": 14, # days of separation between image pairs\n", - " \"version\": 2, # version 1 requires an EDL access token header in the request\n", - " \"mission\":'S2'\n", - "}\n", - "# This will return a list of NetCDF files in AWS S3 that can be accessed\n", - "# in the cloud or externally\n", - "velocity_pairs = requests.get(base_url, params=params)\n", - "velocity_pairs" - ] - }, - { - "cell_type": "markdown", - "id": "5ccb5dee-1695-4892-b2bd-34ce994bd8f9", - "metadata": {}, - "source": [ - "Below is how to turn the requests return into a json so we can easily modify it and grab an image-pair velocity url. We then open the file and calculate the strain rates using [`iceutils`](https://github.com/bryanvriel/iceutils)" - ] - }, - { - "cell_type": "markdown", - "id": "87e8068f-6d70-491e-af47-1db3c8fe1651", - "metadata": {}, - "source": [ - "## Step 4: Read the data and calculate strain rates" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "8518b680-20c8-4072-9172-fed64356f221", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/laserglaciers/anaconda3/envs/iceutils/lib/python3.10/site-packages/iceutils/stress.py:123: RuntimeWarning: divide by zero encountered in power\n", - " eta = scale_factor * effective_strain**((1.0 - n) / n)\n", - "/home/laserglaciers/anaconda3/envs/iceutils/lib/python3.10/site-packages/iceutils/stress.py:126: RuntimeWarning: invalid value encountered in multiply\n", - " txx = 2.0 * eta * D11.reshape(Ny, Nx)\n", - "/home/laserglaciers/anaconda3/envs/iceutils/lib/python3.10/site-packages/iceutils/stress.py:127: RuntimeWarning: invalid value encountered in multiply\n", - " tyy = 2.0 * eta * D22.reshape(Ny, Nx)\n", - "/home/laserglaciers/anaconda3/envs/iceutils/lib/python3.10/site-packages/iceutils/stress.py:128: RuntimeWarning: invalid value encountered in multiply\n", - " txy = 2.0 * eta * D12.reshape(Ny, Nx)\n", - "/home/laserglaciers/anaconda3/envs/iceutils/lib/python3.10/site-packages/iceutils/stress.py:129: RuntimeWarning: invalid value encountered in multiply\n", - " tyx = 2.0 * eta * D21.reshape(Ny, Nx)\n" - ] - } - ], - "source": [ - "API_Data = velocity_pairs.json()\n", - "s3_url = API_Data[1]['url'].replace('https','s3').replace('.s3.amazonaws.com','')\n", - "\n", - "# https://gis.stackexchange.com/questions/429000/error-trying-to-open-netcdf-file-with-xarray-from-s3-bucket\n", - "fs = s3fs.S3FileSystem(anon=True)\n", - " \n", - "with fs.open(s3_url) as fileObj:\n", - " ds = xr.open_dataset(fileObj, engine='h5netcdf')\n", - " # ds.v.plot(vmin=0,vmax=3000)\n", - " dx = ds.chip_size_width.attrs['x_pixel_size']\n", - " dy = ds.chip_size_height.attrs['y_pixel_size'] *-1\n", - " \n", - " #compute strain rates and rotate to flow direction\n", - " strain_dict, stress_dict = ice.compute_stress_strain(ds.vx.data, ds.vy.data, dx=100, dy=-100,\n", - " rotate=True)\n", - " e_xx = strain_dict['e_xx']\n", - " e_yy = strain_dict['e_yy']\n", - " e_xy = strain_dict['e_xy']\n", - " " - ] - }, - { - "cell_type": "markdown", - "id": "d561874a-7d54-4678-83d5-3dcb84923df5", - "metadata": {}, - "source": [ - "Now let's visualize the longitudinal strain rate $\\dot{\\epsilon}_{xx}$ and see what it looks like!" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "bc006989-3297-48e1-b998-2c943e493c3e", - "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "932ec353bf5c4cb4adab6b3e9520c87c", - "version_major": 2, - "version_minor": 0 - }, - "image/png": 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"language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.10.13" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/csv_outputs/AVA_velocity_strains.csv b/csv_outputs/AVA_velocity_strains.csv new file mode 100644 index 0000000..59efadb --- /dev/null +++ b/csv_outputs/AVA_velocity_strains.csv @@ -0,0 +1,210 @@ +mid_date,pixel_area,exx_mean,eyy_mean,exy_mean,v_mean,exx_max,eyy_max,exy_max,date_dt,poly_area,pixel_overlap +1985-04-14 14:30:54.476366976,15048000.0,0.22094382781375554,0.22823370338896504,-0.024720762966327095,1712.3043,4.586383594827284,6.515659864706209,1.7459745784197207,31 days 23:59:48.299560549,24945642.17744957,0.6032316142818377 +1985-04-30 14:30:49.844966976,14558400.0,0.24890520663429333,0.232608035694312,-0.05391625223671851,1565.4451,3.619291221239717,1.9810463928084188,1.5979202637052328,31 days 23:59:48.629150387,24475595.77684314,0.5948128957814378 +1985-06-15 14:42:39.749580032,12643200.0,0.2742906030818392,0.19279200112858572,-0.07283972145941842,1785.1013,2.94672397862778,2.845554916734518,1.3282810263177791,31 days 23:59:54.561767576,24784919.75804619,0.5101166404178292 +1985-07-09 14:42:27.567102016,2966400.0,0.16782072808545043,-0.08257046442397235,-0.16603093149662945,1624.6311,2.1207003551683794,0.613749665914962,1.0598458906215895,79 days 23:59:30.336914063,26181662.656155463,0.11330067303050297 +1985-08-02 14:42:19.160264064,9993600.0,0.2739821319842587,0.09809926425166764,-0.11898191014914974,1558.6671,5.005592170727152,2.1166511380135207,1.6690880104406125,63 days 23:59:24.404296873,24902353.40755585,0.4013114678939442 +1985-08-18 14:42:35.615820992,15249600.0,0.03601997249503689,0.03705961428237159,-0.06838358231951083,1512.1813,4.587801174046093,3.190904398350061,2.8585380396292948,31 days 23:59:39.071044919,24860323.76560358,0.6134111584298491 +1986-04-17 14:25:59.019940992,14313600.0,0.16080862636430523,0.27573441025858125,-0.08505570932558484,758.7837,6.345767064710583,5.322845376586782,2.6056485176884254,31 days 23:59:15.340576171,24514710.611046586,0.5838779917536592 +1987-08-24 14:38:52.512883968,15724800.0,0.1606778639888313,0.18109630519223854,-0.014749785581316364,1291.8965,3.0981475994673575,4.879377583175236,0.9804631207956428,32 days 00:00:52.404785153,24456593.90063988,0.6429677028569615 +1988-05-06 14:42:53.375954048,4939200.0,0.05215737271314099,-0.0337970023441947,-0.03753292589456057,1417.8455,2.190913106462456,0.8599654205040208,1.6563482177706657,64 days 00:00:25.708007810,24408993.319776334,0.20235164700537758 +1988-05-22 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15:00:21.106695936,3470400.0,0.27926350811355233,0.06819084225297166,-0.17397465404414,1303.1328,1.2848316578616268,0.6062075974699482,0.31589959887829533,96 days 00:00:32.958984378,26838324.300524916,0.12930762595830636 +2015-09-06 15:12:23.718688256,9388800.0,0.20486657914673811,0.1619566710835273,-0.042648848633182385,1349.4126,2.373262916991753,2.38692225145492,2.0868948951224904,64 days 00:00:23.730468747,26655072.74090923,0.35223314118330706 +2015-09-06 20:47:31.822679808,16574400.0,0.06331843065066034,0.21348888934453805,-0.006528053642150624,1372.6542,3.693155639929972,3.501140596236014,1.5100152219069516,12 days 00:00:00.494384765,26655072.74090923,0.6218103458619424 +2015-09-08 15:00:29.717879040,16070400.0,0.10133799860846911,0.17250771088697897,0.004224788903416042,1341.6757,2.1405848229603293,4.405572349919921,1.737166537347857,32 days 00:00:13.183593747,26164521.44764611,0.6142057683782239 +2015-09-24 15:00:33.338211328,15235200.0,0.1631982763097716,0.21608685816575385,-0.020562280189577918,1306.9725,2.3299134842528755,3.4407753283036318,1.3971300764610066,32 days 00:00:08.569335936,26295554.252594784,0.5793831099223408 +2016-02-29 09:59:57.769485056,14068800.0,0.0007966218129845589,0.17497521079517767,0.013984719388492125,1471.7451,4.939263348163533,5.74005872781445,3.524626032457897,12 days 00:00:00.164794919,27095755.60222526,0.5192252324140608 +2016-04-17 15:12:12.979339008,15465600.0,0.12503460070723632,0.1974168964282776,-0.029316315979098156,1552.2328,2.2094774553555103,3.203466914726498,1.6825991749054072,31 days 23:59:58.516845702,27188247.575648807,0.5688340139234199 +2016-04-17 15:19:22.160401920,15019200.0,0.21233278476922385,0.18191782947089694,-0.05154284864618709,1528.2646,2.582042626461466,3.201519744761683,1.7877866665025306,29 days 23:59:47.969970702,27188247.575648807,0.5524151550485353 +2016-04-17 15:19:24.160401920,15019200.0,0.21233278476922385,0.18191782947089694,-0.05154284864618709,1528.2646,2.582042626461466,3.201519744761683,1.7877866665025306,29 days 23:59:44.014892576,27188247.575648807,0.5524151550485353 +2016-04-26 15:06:28.895140096,10195200.0,0.19756206181053848,0.12620542591396902,-0.0823252845910507,1551.7839,2.8213281476643925,3.083882002187718,0.9513712812375602,63 days 23:59:54.726562504,27361039.059602447,0.3726174279343372 +2016-05-05 15:00:16.664475136,6782400.0,0.24332890382552191,0.08276391017324032,-0.10081973531924188,1520.0977,1.9961270405059395,1.6383061383283244,1.167430893378307,64 days 00:00:01.977539063,27282126.449588537,0.24860232256940845 +2016-05-05 15:29:22.160424960,17121600.0,0.16119876833647925,0.2832068866365595,0.005268467866252191,1592.736,2.5338859745358584,4.214041277937911,2.430077422698117,19 days 23:59:40.059814450,27282126.449588537,0.6275757145117339 +2016-05-05 15:29:22.160424960,17121600.0,0.16119876833647925,0.2832068866365595,0.005268467866252191,1592.736,2.5338859745358584,4.214041277937911,2.430077422698117,19 days 23:59:40.059814450,27282126.449588537,0.6275757145117339 +2016-05-05 15:29:22.160424960,17121600.0,0.16119876833647925,0.2832068866365595,0.005268467866252191,1592.736,2.5338859745358584,4.214041277937911,2.430077422698117,19 days 23:59:40.059814450,27282126.449588537,0.6275757145117339 +2016-05-05 15:29:22.160424960,17121600.0,0.16119876833647925,0.2832068866365595,0.005268467866252191,1592.736,2.5338859745358584,4.214041277937911,2.430077422698117,19 days 23:59:40.059814450,27282126.449588537,0.6275757145117339 +2016-05-25 15:29:22.160424960,8496000.0,0.2249069327286815,0.08905289529032805,-0.11506730071561014,1717.8882,3.47752366899203,4.326981380078784,2.553231571278902,59 days 23:59:39.895019531,27017170.635738976,0.3144666817465069 +2016-06-05 15:06:27.795570944,15998400.0,0.1062493771487195,0.26124716449148633,-0.03200936444493391,1820.9415,3.08084828433818,4.307148105984025,2.1987272217735123,16 days 00:00:02.966308594,26808815.36341321,0.5967589310877754 +2016-06-05 15:06:32.372355840,3499200.0,0.08543274257732494,-0.007021995697542897,-0.04918452486000633,1497.247,2.455824911710013,0.9859467667684532,0.9683653499550671,80 days 00:00:25.048828126,26808815.36341321,0.1305242306519617 +2016-06-13 15:06:34.252135936,3657600.0,0.059675438198774314,-0.02590584581484761,-0.06533200270627214,1333.5511,1.863045731563362,2.1638774556418925,3.3632878584681087,96 days 00:00:29.003906252,27157885.85739738,0.13467911380162634 +2016-06-20 15:12:24.247399936,3873600.0,0.1346724200083392,-0.016620976490769258,-0.06895320771031711,1289.0781,1.6612530967429326,0.7542281283303913,0.956963370986552,96 days 00:00:24.389648441,27226518.671476886,0.14227305542585106 +2016-07-08 15:09:13.660627968,16401600.0,0.1610649598830832,0.29174955886585335,0.003225990967049605,1542.705,2.0407982768985597,4.83729458978584,2.9370200896798706,20 days 00:00:02.966308594,27465485.889510643,0.5971713031395502 +2016-07-08 15:09:14.160607744,12081600.0,0.06143925187342421,0.09917922841700656,-0.05578417039238196,1207.7258,3.5903979812848075,2.676520039627925,2.313282249589428,59 days 23:59:56.044921873,27465485.889510643,0.4398829880018285 +2016-07-08 15:09:14.660627968,16401600.0,0.1610649598830832,0.29174955886585335,0.003225990967049605,1542.705,2.0407982768985597,4.83729458978584,2.9370200896798706,20 days 00:00:00.988769531,27465485.889510643,0.5971713031395502 +2016-07-08 15:09:17.160608000,12081600.0,0.06143925187342421,0.09917922841700656,-0.05578417039238196,1207.7258,3.5903979812848075,2.676520039627925,2.313282249589428,59 days 23:59:50.112304684,27465485.889510643,0.4398829880018285 +2016-07-24 15:00:34.071628800,4478400.0,0.08654591001255839,-0.007437960889219779,-0.0595420632527704,753.02893,1.5273825371553564,1.5287104837236014,0.4574831903570847,64 days 00:00:23.071289063,27650287.342201043,0.16196576710307367 +2016-07-24 15:00:34.953817088,16272000.0,0.09032618133806906,0.12045114854253194,0.011550032430949514,761.6292,3.4109342349935985,1.7908685634526682,3.1670301040371056,32 days 00:00:07.250976558,27650287.342201043,0.5884929801494316 +2016-07-24 15:29:11.160713728,16833600.0,0.09406605206397839,0.1904836005276633,0.018340166642887755,661.4731,3.78383293220237,3.781727483176862,1.9532779635268986,20 days 00:00:01.977539063,27650287.342201043,0.6088037998183059 +2016-07-24 15:29:11.160713728,16833600.0,0.09406605206397839,0.1904836005276633,0.018340166642887755,661.4731,3.78383293220237,3.781727483176862,1.9532779635268986,20 days 00:00:01.977539063,27650287.342201043,0.6088037998183059 +2016-07-24 15:29:11.160713728,16833600.0,0.09406605206397839,0.1904836005276633,0.018340166642887755,661.4731,3.78383293220237,3.781727483176862,1.9532779635268986,20 days 00:00:01.977539063,27650287.342201043,0.6088037998183059 +2016-07-24 15:29:11.160713728,16833600.0,0.09406605206397839,0.1904836005276633,0.018340166642887755,661.4731,3.78383293220237,3.781727483176862,1.9532779635268986,20 days 00:00:01.977539063,27650287.342201043,0.6088037998183059 +2016-07-31 15:19:12.160621056,12441600.0,0.10939919096323546,0.09675984459150164,-0.03299664279955419,834.75116,2.87894048108919,1.4149271465217999,0.6581666953540345,80 days 00:00:00,27443416.004677076,0.4533546406132395 +2016-07-31 15:19:12.160621056,12441600.0,0.10939919096323546,0.09675984459150164,-0.03299664279955419,834.75116,2.87894048108919,1.4149271465217999,0.6581666953540345,80 days 00:00:00,27443416.004677076,0.4533546406132395 +2016-07-31 15:19:12.160720896,17769600.0,0.06959910710574481,0.13728170054720326,0.012585564139304206,467.73502,1.1651365044437103,1.6411453604056294,0.6273034022742376,20 days 00:00:00,27443416.004677076,0.6474995677277054 +2016-07-31 15:19:12.160720896,17769600.0,0.06959910710574481,0.13728170054720326,0.012585564139304206,467.73502,1.1651365044437103,1.6411453604056294,0.6273034022742376,20 days 00:00:00,27443416.004677076,0.6474995677277054 +2016-07-31 15:19:12.160720896,17769600.0,0.06959910710574481,0.13728170054720326,0.012585564139304206,467.73502,1.1651365044437103,1.6411453604056294,0.6273034022742376,20 days 00:00:00,27443416.004677076,0.6474995677277054 +2016-08-09 15:00:36.667191040,10555200.0,0.11797726386142837,0.05556706354555834,-0.04474813798106676,761.9154,1.781977181058912,1.6633752722316895,0.7478821485196322,96 days 00:00:28.344726558,27527709.44387629,0.38343909512413393 +2016-08-09 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15:09:14.660627968,2160000.0,-0.4509565828406585,-0.08035409162665387,0.13014832542471771,1560.4066,2.1774241203330646,1.8626592122172552,1.987549132839155,20 days 00:00:00.988769531,16128450.764847163,0.13392482833551736 +2016-07-31 15:19:12.160720896,2808000.0,-0.24340152615947291,-0.00919042677885038,0.028285123928249445,1481.9692,8.285783437884216,2.9687213502439596,2.6199580129546396,20 days 00:00:00,16458716.690429697,0.1706086843108963 +2016-07-31 15:19:12.160720896,2808000.0,-0.24340152615947291,-0.00919042677885038,0.028285123928249445,1481.9692,8.285783437884216,2.9687213502439596,2.6199580129546396,20 days 00:00:00,16458716.690429697,0.1706086843108963 +2016-07-31 15:19:12.160720896,2808000.0,-0.24340152615947291,-0.00919042677885038,0.028285123928249445,1481.9692,8.285783437884216,2.9687213502439596,2.6199580129546396,20 days 00:00:00,16458716.690429697,0.1706086843108963 +2016-08-25 15:19:12.160809984,2088000.0,-0.7201125218651662,-0.10395068743634281,0.10110995150928001,1398.7379,6.530852052814201,2.4118348277758925,3.925908391524339,30 days 00:00:00,16423019.204695445,0.12713862012674426 +2016-08-25 15:19:12.160809984,2088000.0,-0.7201125218651662,-0.10395068743634281,0.10110995150928001,1398.7379,6.530852052814201,2.4118348277758925,3.925908391524339,30 days 00:00:00,16423019.204695445,0.12713862012674426 +2016-08-25 15:19:12.160809984,2088000.0,-0.7201125218651662,-0.10395068743634281,0.10110995150928001,1398.7379,6.530852052814201,2.4118348277758925,3.925908391524339,30 days 00:00:00,16423019.204695445,0.12713862012674426 +2016-09-12 20:47:27.618479104,2044800.0,0.4560647854369221,0.08948638965183596,-0.14127053684419794,1578.176,6.19501408589586,2.1689362413135607,2.799315056403745,12 days 00:00:00.494384765,15502941.97551715,0.13189754584834465 +2017-02-03 09:51:40.476438016,2635200.0,0.1564991177075802,0.02377694638849045,-0.032311949546230914,1615.6776,4.408613870605498,4.086721122399707,3.7080297600473897,5 days 23:59:17.853698734,15017074.198423814,0.17548025435451264 +2017-04-04 20:47:24.932669184,2577600.0,0.581590072287845,-0.00810103937792004,-0.06491890070888723,1350.4861,4.4874819125500895,2.462140364963683,1.051587263803296,12 days 00:00:00.576782225,13714251.17612227,0.18795047333592887 +2017-04-20 15:12:24.705487104,3744000.0,0.38364749843484963,0.10817463072306498,-0.06943000036088492,1231.2654,3.1602643850926357,2.1566989619377166,0.7643836196918347,31 days 23:59:45.992431639,14090972.555989873,0.2657020290915604 +2017-05-15 15:06:14.454963968,3182400.0,0.42428255120768127,0.10259213007480832,-0.039594815157950346,1110.9457,3.1037131944386944,1.7043975132319975,0.5160456120791107,32 days 00:00:18.457031252,12966506.06978986,0.24543234568135092 +2017-05-15 15:29:11.170429952,3340800.0,0.6420290581485575,0.13760195821511825,-0.19244831412656607,1101.7587,4.593950938062992,1.7719578357307035,0.6227891413984281,30 days 00:00:00,12966506.06978986,0.25764843528540005 +2017-05-15 15:29:11.170429952,3340800.0,0.6420290581485575,0.13760195821511825,-0.19244831412656607,1101.7587,4.593950938062992,1.7719578357307035,0.6227891413984281,30 days 00:00:00,12966506.06978986,0.25764843528540005 +2017-05-31 15:06:22.088615936,3427200.0,-0.18947067831922346,-0.0028371876164525298,0.05669416624847283,1150.3445,4.053834953747259,1.9580571992110454,1.5431265229201294,32 days 00:00:16.809082027,14305147.116269913,0.23957810235324914 +2017-05-31 20:47:06.749903104,4593600.0,0.10229342589612433,-0.013794095809926616,0.0810744660386269,1345.7021,5.6007920095877655,4.148911869983411,4.9292718838812934,5 days 23:59:18.389282225,14305147.116269913,0.3211151876079264 +2017-07-27 03:29:10.170708992,1900800.0,0.08105177874836623,-0.010935484498787975,0.06277206094437145,1304.8485,2.2446994631507025,1.192322337417758,0.8614867083189846,34 days 23:59:58.022460936,14041142.525648316,0.13537359915889288 +2017-07-27 03:29:10.170708992,1900800.0,0.08105177874836623,-0.010935484498787975,0.06277206094437145,1304.8485,2.2446994631507025,1.192322337417758,0.8614867083189846,34 days 23:59:58.022460936,14041142.525648316,0.13537359915889288 +2017-07-27 03:29:10.170708992,1900800.0,0.08105177874836623,-0.010935484498787975,0.06277206094437145,1304.8485,2.2446994631507025,1.192322337417758,0.8614867083189846,34 days 23:59:58.022460936,14041142.525648316,0.13537359915889288 +2017-07-27 03:29:10.170708992,1900800.0,0.08105177874836623,-0.010935484498787975,0.06277206094437145,1304.8485,2.2446994631507025,1.192322337417758,0.8614867083189846,34 days 23:59:58.022460936,14041142.525648316,0.13537359915889288 +2017-07-27 15:00:32.005448192,2260800.0,-0.29019350525245574,0.01310549431265822,0.019261704866531,1287.9618,2.109482822911572,1.892659905746984,1.8818259789728315,32 days 00:00:13.842773441,14041142.525648316,0.1610125383935317 +2017-08-03 03:19:10.170711040,1771200.0,-0.3454985459423332,-0.030707992315815363,0.11984723538932404,1144.4147,2.3470444963909207,1.7551177886634168,3.1641834125691592,45 days 00:00:01.977539063,13850992.102591531,0.127875316575237 +2017-08-03 03:19:10.170711040,1771200.0,-0.3454985459423332,-0.030707992315815363,0.11984723538932404,1144.4147,2.3470444963909207,1.7551177886634168,3.1641834125691592,45 days 00:00:01.977539063,13850992.102591531,0.127875316575237 +2017-08-03 03:19:10.170711040,1771200.0,-0.3454985459423332,-0.030707992315815363,0.11984723538932404,1144.4147,2.3470444963909207,1.7551177886634168,3.1641834125691592,45 days 00:00:01.977539063,13850992.102591531,0.127875316575237 +2017-08-03 03:19:10.170721024,2721600.0,0.014120830151698432,-0.008218448367321557,0.0007626581925803222,1238.6403,5.078904206629728,3.446042215902299,2.944962609936846,25 days 00:00:01.977539063,13850992.102591531,0.196491340103413 +2017-08-03 03:19:10.170721024,2721600.0,0.014120830151698432,-0.008218448367321557,0.0007626581925803222,1238.6403,5.078904206629728,3.446042215902299,2.944962609936846,25 days 00:00:01.977539063,13850992.102591531,0.196491340103413 +2017-08-03 03:19:10.170721024,2721600.0,0.014120830151698432,-0.008218448367321557,0.0007626581925803222,1238.6403,5.078904206629728,3.446042215902299,2.944962609936846,25 days 00:00:01.977539063,13850992.102591531,0.196491340103413 +2017-08-03 03:19:10.170731008,4708800.0,0.8663433814796505,0.19863020202892778,-0.2226955830429741,1623.8257,7.33700983397819,3.3491573391947647,2.8782310513446405,5 days 00:00:02.018737797,13850992.102591531,0.3399612074805082 +2017-08-03 03:19:10.170731008,4708800.0,0.8663433814796505,0.19863020202892778,-0.2226955830429741,1623.8257,7.33700983397819,3.3491573391947647,2.8782310513446405,5 days 00:00:02.018737797,13850992.102591531,0.3399612074805082 +2017-08-03 03:19:10.170731008,4708800.0,0.8663433814796505,0.19863020202892778,-0.2226955830429741,1623.8257,7.33700983397819,3.3491573391947647,2.8782310513446405,5 days 00:00:02.018737797,13850992.102591531,0.3399612074805082 +2017-08-03 15:29:11.170728960,4478400.0,0.5908678853849721,0.09999924651204117,-0.08470847682955479,1544.6366,8.247005799729656,2.2506268264670006,4.097150503965524,10 days 00:00:00,13850992.102591531,0.32332701995852614 +2017-08-03 15:29:11.170728960,4478400.0,0.5908678853849721,0.09999924651204117,-0.08470847682955479,1544.6366,8.247005799729656,2.2506268264670006,4.097150503965524,10 days 00:00:00,13850992.102591531,0.32332701995852614 +2017-08-03 15:29:11.170728960,4478400.0,0.5908678853849721,0.09999924651204117,-0.08470847682955479,1544.6366,8.247005799729656,2.2506268264670006,4.097150503965524,10 days 00:00:00,13850992.102591531,0.32332701995852614 +2017-08-03 15:29:11.170728960,4478400.0,0.5908678853849721,0.09999924651204117,-0.08470847682955479,1544.6366,8.247005799729656,2.2506268264670006,4.097150503965524,10 days 00:00:00,13850992.102591531,0.32332701995852614 +2017-08-05 03:09:10.170713088,1166400.0,0.4757455376201176,-0.13003971026532382,-0.01094380505761981,1335.9382,2.530925377026482,1.3007948365121689,0.5059098149228709,44 days 23:59:58.022460936,11273245.744050268,0.10346620897673557 +2017-08-05 03:09:10.170713088,1166400.0,0.4757455376201176,-0.13003971026532382,-0.01094380505761981,1335.9382,2.530925377026482,1.3007948365121689,0.5059098149228709,44 days 23:59:58.022460936,11273245.744050268,0.10346620897673557 +2017-08-05 03:09:10.170727936,2923200.0,0.8820916336197357,0.07076129831734657,-0.21891033683573566,1574.9458,8.838438200353927,2.5276908646688026,2.100769183985812,15 days 00:00:01.977539063,11273245.744050268,0.2593042027441645 +2017-08-05 03:09:10.170727936,2923200.0,0.8820916336197357,0.07076129831734657,-0.21891033683573566,1574.9458,8.838438200353927,2.5276908646688026,2.100769183985812,15 days 00:00:01.977539063,11273245.744050268,0.2593042027441645 +2017-08-05 09:51:55.799969024,2347200.0,0.5208921849441671,0.024861325922472196,-0.13124568919826282,1566.1779,3.1730272573832803,3.0831589825327463,1.3622729611134554,12 days 00:00:00.576782225,11273245.744050268,0.2082097785581222 +2017-08-05 15:19:09.170731008,3657600.0,0.5898598300187458,0.004102233459530872,-0.07373022236997805,1631.5669,8.720927530041886,2.5902686759611475,3.87827521389897,10 days 00:00:00,11273245.744050268,0.3244495935813684 +2017-08-05 15:19:09.170731008,3657600.0,0.5898598300187458,0.004102233459530872,-0.07373022236997805,1631.5669,8.720927530041886,2.5902686759611475,3.87827521389897,10 days 00:00:00,11273245.744050268,0.3244495935813684 +2017-08-05 15:19:09.170731008,3657600.0,0.5898598300187458,0.004102233459530872,-0.07373022236997805,1631.5669,8.720927530041886,2.5902686759611475,3.87827521389897,10 days 00:00:00,11273245.744050268,0.3244495935813684 +2017-08-05 20:47:10.611181056,3254400.0,0.43871379606657507,-0.24078107571268234,-0.023790180555622827,1523.1549,6.2251970802663905,5.887954072308109,7.172372749086307,6 days 00:00:42.352294919,11273245.744050268,0.2886834966511388 +2017-08-12 15:09:09.170718208,1396800.0,0.006917977692556662,0.04811931274482925,0.1358448668290191,1260.2783,2.0683917774211014,1.3271830633974147,1.4089335912700007,50 days 00:00:00,13831236.866884267,0.10098879900931479 +2017-08-12 15:09:09.170718208,1396800.0,0.006917977692556662,0.04811931274482925,0.1358448668290191,1260.2783,2.0683917774211014,1.3271830633974147,1.4089335912700007,50 days 00:00:00,13831236.866884267,0.10098879900931479 +2017-08-12 15:09:09.170727936,2404800.0,-0.096877356278351,-0.020899041247899187,0.08182478255216914,1202.4431,6.123060071358076,5.671020669276074,1.7021411585930308,30 days 00:00:00,13831236.866884267,0.17386731375830483 +2017-08-12 15:09:09.170727936,2404800.0,-0.096877356278351,-0.020899041247899187,0.08182478255216914,1202.4431,6.123060071358076,5.671020669276074,1.7021411585930308,30 days 00:00:00,13831236.866884267,0.17386731375830483 +2017-09-06 10:00:01.740695296,3571200.0,0.4982983454394421,0.20394258511279828,-0.02240440383010308,1507.4718,7.348065129244805,4.2712529405465105,5.291001167475013,6 days 00:00:42.228698734,12018752.716766484,0.2971356582632805 +2017-10-15 09:59:41.765673984,2203200.0,0.6779019178883018,0.04640059646210789,-0.1357315145863117,1626.8365,3.3200481159045827,2.008116774241199,1.5969943963326418,12 days 00:00:00.164794919,13987683.215114899,0.1575100012001453 +2017-10-24 10:00:02.854563072,3844800.0,-0.011721107443236834,-0.023924944031842293,0.12571272902216196,1566.2659,5.602148295646735,4.063399104898078,6.998694045226118,6 days 00:00:42.022705080,14416019.166811004,0.26670330800139436 +2018-02-13 09:52:10.689883904,2404800.0,0.4528001487678872,0.11916317974020736,-0.0771774070741452,1714.6946,3.5391993324051265,2.8528752031123683,1.6663275528931494,11 days 23:59:59.752807621,15048780.35768575,0.1598003255308205 +2018-02-13 20:47:10.030995968,2390400.0,0.7841333862036396,0.15054865200415676,-0.25115287227305233,1435.741,3.549392569698658,2.5597204232145487,4.374971896146737,6 days 00:00:41.651916500,15048780.35768575,0.15884343735398923 +2018-02-28 09:51:49.582739968,4276800.0,0.4205433961396555,0.1294508264241421,-0.12091037449704908,1615.3535,8.827480893850293,5.983659330060886,3.1767200205722035,6 days 00:00:41.940307621,15625362.243603537,0.2737088544459677 +2018-03-06 09:51:49.593238784,2836800.0,0.48201229838885934,0.15066602406731516,-0.05032008112340709,1575.8375,4.541188491142625,5.993249999999999,3.325485485543037,5 days 23:59:18.059692378,15584179.195947602,0.18203076108991745 +2018-03-06 20:47:30.877112064,2836800.0,0.621058027276645,0.0348890872012997,-0.14466557623867285,1575.2437,7.452961367872022,3.47595065899842,2.961272099180621,12 days 00:00:00.082397459,15584179.195947602,0.18203076108991745 +2018-04-09 15:09:11.180329984,4060800.0,0.347823923682079,0.05491200829992207,-0.049374516612913914,1250.0851,4.779897046740223,4.175790284514496,4.8280152011875765,20 days 00:00:00,14479562.670491744,0.28045045920313627 +2018-04-09 15:09:11.180329984,4060800.0,0.347823923682079,0.05491200829992207,-0.049374516612913914,1250.0851,4.779897046740223,4.175790284514496,4.8280152011875765,20 days 00:00:00,14479562.670491744,0.28045045920313627 +2018-05-09 15:12:02.089350912,2332800.0,0.3715282463106333,0.012203401244110741,-0.05904896396566303,1209.8643,3.6828371824438526,1.0860545321631356,1.559579492444637,31 days 23:59:38.741455080,13552333.887250688,0.17213271303731484 +2018-05-11 09:51:51.737487104,4204800.0,0.3545030477371307,0.25697939281018,0.07914212003795114,1382.7054,3.536694670777426,3.7158478100078036,1.984683614913979,6 days 00:00:42.352294919,13928537.747820733,0.3018838069098736 +2018-05-11 20:46:51.036036096,3326400.0,0.07799522857030816,0.04103582648846271,0.018345414468688738,1388.238,4.016182742393078,4.373007456931949,2.126287040485761,12 days 00:00:00.494384765,13928537.747820733,0.23881903902801646 +2018-06-12 03:28:40.180529920,2448000.0,0.18495857562761175,0.3453729695726636,0.2021887260743685,1447.3647,5.0798770362866446,1.7124921845745837,1.3412147273722765,25 days 00:01:01.962890621,13203867.313865628,0.18540022720686608 +2018-06-12 03:29:10.180608768,4910400.0,0.6731655107310169,0.11938963810284564,-0.16827160868828123,1608.7332,5.058528196672719,2.306971670010207,4.679246118033643,5 days 00:00:02.018737797,13203867.313865628,0.37189104398553724 +2018-06-12 03:29:10.180608768,4910400.0,0.6731655107310169,0.11938963810284564,-0.16827160868828123,1608.7332,5.058528196672719,2.306971670010207,4.679246118033643,5 days 00:00:02.018737797,13203867.313865628,0.37189104398553724 +2018-06-12 03:29:10.180608768,4910400.0,0.6731655107310169,0.11938963810284564,-0.16827160868828123,1608.7332,5.058528196672719,2.306971670010207,4.679246118033643,5 days 00:00:02.018737797,13203867.313865628,0.37189104398553724 +2018-06-12 09:59:42.649699072,1915200.0,-0.14839774757690266,0.11025221129854225,0.0828614448250326,1500.5714,2.609930822362043,1.7505164882889666,1.1634839084025557,12 days 00:00:00.906372072,13203867.313865628,0.1450484130500776 +2018-06-27 10:00:04.663581952,3412800.0,0.43730852145544225,-0.041335760326135264,-0.05542149273514212,1625.3882,7.634412307409635,7.358465191812889,5.636887113484535,5 days 23:59:18.636474612,13379550.848933572,0.2550758271733778 +2018-07-29 03:19:55.180720896,1425600.0,1.125424278260275,-0.32432090887925946,-0.3353416111905291,1680.9697,6.411301099109751,2.8375566569359405,1.6828345156104143,15 days 00:01:28.000488279,8162989.85668169,0.174641892863936 +2018-07-29 03:19:55.180720896,1425600.0,1.125424278260275,-0.32432090887925946,-0.3353416111905291,1680.9697,6.411301099109751,2.8375566569359405,1.6828345156104143,15 days 00:01:28.000488279,8162989.85668169,0.174641892863936 +2018-07-29 03:19:55.180720896,1425600.0,1.125424278260275,-0.32432090887925946,-0.3353416111905291,1680.9697,6.411301099109751,2.8375566569359405,1.6828345156104143,15 days 00:01:28.000488279,8162989.85668169,0.174641892863936 +2018-08-13 03:19:55.180805120,3614400.0,-0.16926707414657244,0.0049474016021597445,0.0822488943053924,1517.6255,8.150578227062413,3.5064258251410756,6.149696619644143,14 days 23:58:31.999511720,14080526.430459242,0.2566949480085678 +2018-08-13 03:19:55.180805120,3614400.0,-0.16926707414657244,0.0049474016021597445,0.0822488943053924,1517.6255,8.150578227062413,3.5064258251410756,6.149696619644143,14 days 23:58:31.999511720,14080526.430459242,0.2566949480085678 +2018-08-13 03:20:00.180809984,4248000.0,1.222588444928782,0.2681786750124235,-0.4465961573980645,1723.0847,10.998608561571839,4.395702331457329,3.6549086963419195,5 days 00:01:38.011779788,14080526.430459242,0.301693265587759 +2018-08-13 03:20:00.180809984,4248000.0,1.222588444928782,0.2681786750124235,-0.4465961573980645,1723.0847,10.998608561571839,4.395702331457329,3.6549086963419195,5 days 00:01:38.011779788,14080526.430459242,0.301693265587759 +2018-08-24 20:47:18.321562880,1699200.0,0.955049051485951,-0.33347999635985703,-0.275889122388814,1422.8813,8.016619662476796,6.719891058806167,3.3796612298596136,6 days 00:00:42.187500,9065493.898330994,0.1874360094503877 +2018-09-07 10:00:08.644496896,4550400.0,0.057448999992850476,-0.036260275062060865,0.09791083943846474,1547.712,8.730391940507568,7.7933420522113686,3.131994296994584,5 days 23:59:18.224487306,16613429.938681118,0.27389888883843816 +2018-09-07 15:29:01.180901888,4622400.0,-0.2551502304959873,-0.16923225313960344,-0.08238372694103527,1424.5919,6.615855169273258,3.808212545799618,3.486119462361413,10 days 00:00:00,16613429.938681118,0.27823273201626153 +2018-09-07 15:29:01.180901888,4622400.0,-0.2551502304959873,-0.16923225313960344,-0.08238372694103527,1424.5919,6.615855169273258,3.808212545799618,3.486119462361413,10 days 00:00:00,16613429.938681118,0.27823273201626153 +2018-09-07 15:29:01.180901888,4622400.0,-0.2551502304959873,-0.16923225313960344,-0.08238372694103527,1424.5919,6.615855169273258,3.808212545799618,3.486119462361413,10 days 00:00:00,16613429.938681118,0.27823273201626153 +2018-09-07 15:29:01.180901888,4622400.0,-0.2551502304959873,-0.16923225313960344,-0.08238372694103527,1424.5919,6.615855169273258,3.808212545799618,3.486119462361413,10 days 00:00:00,16613429.938681118,0.27823273201626153 +2018-09-07 15:29:56.180813056,1857600.0,-0.3263444620735512,0.008445426223053717,0.02881928325398458,891.6202,2.2040899468713735,1.5035376048121094,1.1618145880580457,50 days 00:01:29.978027342,16613429.938681118,0.11181315398784343 +2018-09-07 15:29:56.180813056,1857600.0,-0.3263444620735512,0.008445426223053717,0.02881928325398458,891.6202,2.2040899468713735,1.5035376048121094,1.1618145880580457,50 days 00:01:29.978027342,16613429.938681118,0.11181315398784343 +2018-09-16 09:59:47.911898112,1972800.0,0.7851483054485012,0.34964994748924283,-0.05260570200193609,1648.6277,3.3881263794681225,1.9699319614521955,1.173258169113793,12 days 00:00:00.329589846,14606202.817150883,0.1350659048554016 +2018-09-16 15:11:44.180911104,4478400.0,-0.06542764707269472,0.11756910892789146,-0.05954262392655612,1450.7942,3.8644517798695235,5.217419145690365,4.845118625365529,9 days 23:59:09.984741207,14606202.817150883,0.3066094628469336 +2018-09-16 15:11:44.180911104,4478400.0,-0.06542764707269472,0.11756910892789146,-0.05954262392655612,1450.7942,3.8644517798695235,5.217419145690365,4.845118625365529,9 days 23:59:09.984741207,14606202.817150883,0.3066094628469336 +2018-10-11 09:52:20.371335936,2822400.0,0.19434982448060845,0.06367629314452038,-0.015322268643164279,1709.7397,6.491767169443712,3.0340830684809657,2.310813546539722,12 days 00:00:00.411987306,14908363.184099834,0.189316557770082 +2018-10-11 20:47:19.855320064,4147200.0,0.37389880151442245,-0.009858080896879761,-0.02479984337195318,1628.4305,11.994773747740245,6.74213088066323,8.687381346131268,6 days 00:00:41.857910153,14908363.184099834,0.2781794318254266 +2018-10-18 15:00:26.936974080,2491200.0,-0.430378170565412,0.014780934709044048,0.11539121810656121,1178.7052,2.6586038951621367,1.3220515611352617,2.04860517918289,32 days 00:00:10.217285153,15153859.72332964,0.16439376142335227 +2018-10-25 10:00:09.583920128,4003200.0,0.5758031532446256,0.18559604995062404,-0.05370400040315566,1647.1726,6.994467728222007,5.912644338889686,3.943845839502572,5 days 23:59:18.224487306,15353534.524274059,0.2607347509246753 +2019-02-17 09:51:56.271118080,4032000.0,0.2441601200043043,-0.0490997070574692,0.009592738707816243,1509.8822,6.504812859194273,5.801827920050509,4.995169405149827,5 days 23:59:18.265686031,15127081.368590126,0.2665418332694399 +2019-02-17 20:47:37.347333632,3268800.0,0.7030514695215659,0.1461230351034209,-0.16940693516232713,1394.0925,7.299650590051778,3.006299575789275,4.7530288299195185,11 days 23:59:59.917602540,15127081.368590126,0.2160892719720102 +2019-05-07 03:08:45.190503936,3427200.0,0.9241487464073025,0.012846142613479982,-0.2575177313038693,1650.8992,4.174118592986063,2.0088383269651535,1.6495620521459042,4 days 23:58:47.984619144,9251249.620193167,0.3704580614189978 +2019-05-07 03:08:45.190503936,3427200.0,0.9241487464073025,0.012846142613479982,-0.2575177313038693,1650.8992,4.174118592986063,2.0088383269651535,1.6495620521459042,4 days 23:58:47.984619144,9251249.620193167,0.3704580614189978 +2019-05-07 10:08:04.264576000,2304000.0,0.880843311128092,-0.0839909603001831,-0.2041863940897475,1629.4688,3.876143083639593,2.4283375308570827,1.100515469989024,12 days 00:00:00.329589846,9251249.620193167,0.24904743624806575 +2019-05-07 15:18:09.190501888,3355200.0,0.9444991522981947,-0.014109114362278732,-0.2728953055112042,1627.2832,4.890737906972321,1.7114936024163467,0.6346000456170027,10 days 00:00:00,9251249.620193167,0.3626753290362457 +2019-05-07 15:18:09.190501888,3355200.0,0.9444991522981947,-0.014109114362278732,-0.2728953055112042,1627.2832,4.890737906972321,1.7114936024163467,0.6346000456170027,10 days 00:00:00,9251249.620193167,0.3626753290362457 +2019-05-07 15:18:09.190501888,3355200.0,0.9444991522981947,-0.014109114362278732,-0.2728953055112042,1627.2832,4.890737906972321,1.7114936024163467,0.6346000456170027,10 days 00:00:00,9251249.620193167,0.3626753290362457 +2019-05-12 03:08:40.190428928,3153600.0,0.2766992834450291,0.11653343251257559,-0.002432018602840751,1334.6346,3.4299522337074446,2.1141740567014597,2.146840767685209,25 days 00:01:01.962890621,13355880.412164647,0.23612071257598824 +2019-05-12 03:08:40.190428928,3153600.0,0.2766992834450291,0.11653343251257559,-0.002432018602840751,1334.6346,3.4299522337074446,2.1141740567014597,2.146840767685209,25 days 00:01:01.962890621,13355880.412164647,0.23612071257598824 +2019-05-12 03:08:45.190503936,4406400.0,0.7360541229914663,0.17736161404982123,-0.1572649350748591,1464.1438,5.863171245008123,1.8508838662235347,2.5529392183857063,14 days 23:58:47.984619144,13355880.412164647,0.3299220915445315 +2019-05-12 03:08:45.190503936,4406400.0,0.7360541229914663,0.17736161404982123,-0.1572649350748591,1464.1438,5.863171245008123,1.8508838662235347,2.5529392183857063,14 days 23:58:47.984619144,13355880.412164647,0.3299220915445315 +2019-05-12 09:51:51.590958848,4435200.0,0.4822331678976497,0.06074605553688713,-0.04705865128466461,1426.1915,5.007821320217744,3.9068031307332927,4.76007483266886,5 days 23:59:05.947265621,13355880.412164647,0.3320784450840383 +2019-05-12 15:18:44.190501888,4003200.0,0.6434504721225327,0.15872853361384773,-0.11515004490735539,1389.2986,5.253249249337436,2.0144273127056223,1.829631464015569,20 days 00:01:10.037841792,13355880.412164647,0.29973314199143714 +2019-05-12 15:18:44.190501888,4003200.0,0.6434504721225327,0.15872853361384773,-0.11515004490735539,1389.2986,5.253249249337436,2.0144273127056223,1.829631464015569,20 days 00:01:10.037841792,13355880.412164647,0.29973314199143714 +2019-05-12 15:18:44.190501888,4003200.0,0.6434504721225327,0.15872853361384773,-0.11515004490735539,1389.2986,5.253249249337436,2.0144273127056223,1.829631464015569,20 days 00:01:10.037841792,13355880.412164647,0.29973314199143714 +2019-05-12 20:47:39.231130112,3340800.0,0.3939869583117726,0.030115414599352693,-0.11294545837961872,1324.6034,4.946308031913842,2.5687215979697178,1.8344968457286495,12 days 00:00:00.741577144,13355880.412164647,0.25013701058278204 +2019-05-21 09:51:24.910131968,3196800.0,0.3040631827078526,-0.03488568206042078,-0.019743366161285806,1427.045,3.2279927445275503,1.9694623053528475,3.0190769002334035,12 days 00:00:00.659179684,13236616.256371275,0.2415118741892409 +2019-05-21 15:06:24.566392320,1353600.0,-0.1013368649542092,0.2681508743703589,0.1814592790370703,1328.6702,0.4460065297396689,1.0218813888915317,1.0499795207623195,32 days 00:00:18.457031252,13236616.256371275,0.10226178456661551 +2019-05-21 20:47:18.929654784,4420800.0,0.2774740527034416,0.052679280277510496,0.08992905746009211,1451.5863,5.679780753447604,4.3875472265697875,5.470913913454249,5 days 23:59:18.636474612,13236616.256371275,0.33398263682926554 +2019-05-23 03:28:45.190510080,2376000.0,0.517058067820522,0.0053908465745992435,-0.0650520246963604,1398.8909,3.8212846920724286,1.8748684079204831,1.0120988060343574,24 days 23:59:07.924804684,11016170.350144394,0.2156829392138854 +2019-05-23 03:28:45.190514944,3945600.0,0.3572911522732787,-0.0010316087950392086,0.013350875756044649,1655.5182,7.681719881006259,3.310416362779602,4.451727475036685,15 days 00:00:51.992797855,11016170.350144394,0.3581643960279067 +2019-05-23 03:28:45.190514944,3945600.0,0.3572911522732787,-0.0010316087950392086,0.013350875756044649,1655.5182,7.681719881006259,3.310416362779602,4.451727475036685,15 days 00:00:51.992797855,11016170.350144394,0.3581643960279067 +2019-05-23 03:28:45.190514944,3945600.0,0.3572911522732787,-0.0010316087950392086,0.013350875756044649,1655.5182,7.681719881006259,3.310416362779602,4.451727475036685,15 days 00:00:51.992797855,11016170.350144394,0.3581643960279067 +2019-05-23 03:28:45.190514944,3945600.0,0.3572911522732787,-0.0010316087950392086,0.013350875756044649,1655.5182,7.681719881006259,3.310416362779602,4.451727475036685,15 days 00:00:51.992797855,11016170.350144394,0.3581643960279067 +2019-05-23 03:28:45.190520320,4204800.0,0.9210788913407821,0.08554521812641507,-0.1833352835018871,1828.2534,6.453469001908115,2.802657775601551,3.325306507406851,4 days 23:59:08.007202144,11016170.350144394,0.3816934439421487 +2019-05-23 03:28:45.190520320,4204800.0,0.9210788913407821,0.08554521812641507,-0.1833352835018871,1828.2534,6.453469001908115,2.802657775601551,3.325306507406851,4 days 23:59:08.007202144,11016170.350144394,0.3816934439421487 +2019-05-23 03:28:45.190520320,4204800.0,0.9210788913407821,0.08554521812641507,-0.1833352835018871,1828.2534,6.453469001908115,2.802657775601551,3.325306507406851,4 days 23:59:08.007202144,11016170.350144394,0.3816934439421487 +2019-05-23 03:28:45.190520320,4204800.0,0.9210788913407821,0.08554521812641507,-0.1833352835018871,1828.2534,6.453469001908115,2.802657775601551,3.325306507406851,4 days 23:59:08.007202144,11016170.350144394,0.3816934439421487 +2019-05-23 10:00:00.894204672,3902400.0,1.0611870161118664,0.18670705545168498,-0.28850250996795257,1817.0591,13.134671766505988,3.9966913079105635,2.163491815796439,6 days 00:00:57.513427738,11016170.350144394,0.35424288804219967 +2019-05-23 14:54:04.057830912,1584000.0,0.22983996483942196,-0.1150719328081348,0.07738078490526311,1326.4272,1.8039882461005474,1.3102106743975865,0.7573109653241623,32 days 00:00:17.797851558,11016170.350144394,0.14378862614259028 +2019-05-28 03:28:45.190520320,4075200.0,0.25469462840318013,0.09773274930685397,0.0044908898530424705,1463.7385,5.814618357313768,2.3317756686328734,4.953994690841337,14 days 23:59:08.007202144,13193684.699379018,0.30887504839279706 +2019-05-28 03:28:45.190520320,4075200.0,0.25469462840318013,0.09773274930685397,0.0044908898530424705,1463.7385,5.814618357313768,2.3317756686328734,4.953994690841337,14 days 23:59:08.007202144,13193684.699379018,0.30887504839279706 +2019-05-28 03:28:45.190524928,4809600.0,0.5861731864735374,0.13960328593893545,-0.11371489030824004,1660.6647,6.84212012887637,4.163373190107584,5.649430276546131,5 days 00:00:51.992797855,13193684.699379018,0.36453804297948483 +2019-05-28 03:28:45.190524928,4809600.0,0.5861731864735374,0.13960328593893545,-0.11371489030824004,1660.6647,6.84212012887637,4.163373190107584,5.649430276546131,5 days 00:00:51.992797855,13193684.699379018,0.36453804297948483 +2019-05-28 03:28:45.190524928,4809600.0,0.5861731864735374,0.13960328593893545,-0.11371489030824004,1660.6647,6.84212012887637,4.163373190107584,5.649430276546131,5 days 00:00:51.992797855,13193684.699379018,0.36453804297948483 +2019-05-28 03:28:45.190524928,4809600.0,0.5861731864735374,0.13960328593893545,-0.11371489030824004,1660.6647,6.84212012887637,4.163373190107584,5.649430276546131,5 days 00:00:51.992797855,13193684.699379018,0.36453804297948483 +2019-05-28 15:12:39.211762944,2001600.0,0.1937328468939336,-0.02380802152177656,-0.07471831675358731,1330.8921,3.408793545753012,1.2993529901056653,0.44880169084291266,32 days 00:00:16.149902342,13193684.699379018,0.15170894603038443 +2019-05-30 03:18:40.190512128,2188800.0,-0.09183801417068195,-0.0023454744939730493,0.003502004010027924,1306.1118,5.359257879001428,1.8786582613135479,2.957915816007269,35 days 00:01:01.962890621,13290282.622037841,0.16469175729721122 +2019-05-30 03:18:40.190512128,2188800.0,-0.09183801417068195,-0.0023454744939730493,0.003502004010027924,1306.1118,5.359257879001428,1.8786582613135479,2.957915816007269,35 days 00:01:01.962890621,13290282.622037841,0.16469175729721122 +2019-05-30 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08:54:53.419047680,20016000.0,-0.254647730007082,-0.24521655934066544,-0.2282077515532958,7755.6777,24.810931406258337,14.233649888111033,17.122955923956354,11 days 23:59:59.752807621,38279381.83020191,0.5228924565392968 +2016-11-25 09:11:44.217462272,19670400.0,0.010217106289260317,0.06193935302564098,-0.09318998683910241,7670.773,6.034813151765027,5.527666503543596,3.7974765007758324,11 days 23:59:59.670410153,38359223.19862895,0.5127945343977421 +2016-11-27 08:55:35.362586112,20664000.0,-0.06839354168159405,-0.10893975784071691,0.3584280031084332,7710.5566,7.080031831537708,6.881992908151797,16.504151021007804,11 days 23:59:59.670410153,38878202.47743959,0.5315060543756105 +2016-12-01 09:11:02.037761024,19756800.0,-0.12874874389410162,-0.3068736371581951,0.6691010921625478,7490.2217,14.53682430376886,7.248464539834957,20.12536993458971,11 days 23:59:59.752807621,38984391.35962423,0.5067874426394645 +2016-12-03 08:54:53.158504960,19684800.0,0.513369028236252,0.48508655350098023,-0.17095439143817617,7690.586,8.837252746477297,8.821633382799646,16.296382434558026,11 days 23:59:59.670410153,42847820.62340316,0.4594119307260241 +2016-12-07 09:11:43.851714048,18086400.0,-0.11776521725271752,-0.09808831346477614,-0.02758704993524042,7623.473,5.320591789365128,5.349315540398028,6.132878754001776,11 days 23:59:59.588012693,38147269.976573855,0.47412042883034133 +2016-12-09 08:55:34.932803072,19699200.0,-0.35662083004021605,-0.22974297959851098,-0.7298001064139917,7704.0996,10.397304751390028,10.401572175946823,6.157408359015888,11 days 23:59:59.505615234,38695422.08233539,0.50908347654367 +2016-12-13 09:11:01.688475904,17841600.0,0.08008390388961174,0.15881333192162825,-0.5813047925775249,7404.884,7.563121107175226,8.521606316551654,3.491489280856968,11 days 23:59:59.588012693,44052346.80212678,0.40500906978101414 +2016-12-15 08:54:52.788340992,16430400.0,-0.33894723064355897,-0.34714596784936036,0.22014873210093755,7434.588,3.7300868238485947,3.7725737516247717,5.402422478620731,11 days 23:59:59.588012693,40071772.38258193,0.4100242894956609 +2016-12-19 09:11:43.461566976,17121600.0,-0.29916906116038483,-0.2949104575446967,-0.03653139711355482,7431.53,3.333191759352535,2.4782688540260156,2.772958143628611,11 days 23:59:59.588012693,41609631.55520618,0.41148165364751355 +2016-12-21 08:55:34.566303232,16776000.0,-0.041850306271657055,-0.21948300738479395,0.738536423608155,7458.547,4.082914706057072,3.8162288786468928,7.044740831384542,11 days 23:59:59.752807621,40693259.97628339,0.4122550026657312 +2016-12-23 09:03:17.474090240,26870400.0,-0.260075816567754,-0.29573394462827396,-0.10661710557445657,7510.09,7.558749865616381,7.519302442942151,17.70192109144528,5 days 23:59:17.853698734,41296875.110875584,0.6506642434290058 +2016-12-25 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02:10:10.170615040,15292800.0,-0.010155931084302005,-0.07350266519705079,-0.14981638894307495,7981.076,4.035132056744644,3.555204895220561,11.09722539394888,14 days 23:59:58.022460936,33676033.18610121,0.4541152431905683 +2017-06-23 02:10:10.170615040,15292800.0,-0.010155931084302005,-0.07350266519705079,-0.14981638894307495,7981.076,4.035132056744644,3.555204895220561,11.09722539394888,14 days 23:59:58.022460936,33676033.18610121,0.4541152431905683 +2017-06-23 09:11:03.635512064,18216000.0,-0.20575858316733361,-0.24519808591150913,-0.5045475128692077,7889.19,13.692198545282636,9.911832275160814,16.615320890382208,12 days 00:00:00.659179684,33676033.18610121,0.540918816041496 +2017-06-25 08:54:54.874708992,20361600.0,-0.2527746607174793,-0.2606562291728885,-0.7354867189337037,8018.524,8.243517425279832,7.910868878598257,3.778558851097341,12 days 00:00:00.659179684,33642356.80291867,0.6052370266233402 +2017-06-25 14:10:11.170515968,4118400.0,0.04684272205227283,0.006284727017024294,-0.408089450611571,7278.0454,1.241207920966547,0.8270982354933425,4.9068673932151174,80 days 00:00:00,33642356.80291867,0.12241710722367419 +2017-06-25 14:10:11.170515968,4118400.0,0.04684272205227283,0.006284727017024294,-0.408089450611571,7278.0454,1.241207920966547,0.8270982354933425,4.9068673932151174,80 days 00:00:00,33642356.80291867,0.12241710722367419 +2017-06-28 02:10:05.170625024,30672000.0,-0.1492747390304711,-0.19909105628440232,-0.45023634958124675,7791.142,28.993659157381284,27.315541581271958,46.558405681918906,5 days 00:00:07.992553711,34106232.917100996,0.8993077621486876 +2017-06-28 02:10:05.170625024,30672000.0,-0.1492747390304711,-0.19909105628440232,-0.45023634958124675,7791.142,28.993659157381284,27.315541581271958,46.558405681918906,5 days 00:00:07.992553711,34106232.917100996,0.8993077621486876 +2017-06-28 02:10:05.170625024,30672000.0,-0.1492747390304711,-0.19909105628440232,-0.45023634958124675,7791.142,28.993659157381284,27.315541581271958,46.558405681918906,5 days 00:00:07.992553711,34106232.917100996,0.8993077621486876 +2017-06-28 02:10:10.170615040,29073600.0,-0.030640614165901518,-0.11433185307320491,-0.24061592189237355,7665.11,4.724423553732811,2.7445924901158367,20.115386830531698,24 days 23:59:58.022460936,34106232.917100996,0.8524424280648827 +2017-06-28 02:10:10.170615040,29073600.0,-0.030640614165901518,-0.11433185307320491,-0.24061592189237355,7665.11,4.724423553732811,2.7445924901158367,20.115386830531698,24 days 23:59:58.022460936,34106232.917100996,0.8524424280648827 +2017-06-28 08:55:16.119247872,23947200.0,-0.23203726411110762,-0.22028737394977954,-0.6655998051459416,8121.488,33.62953246385368,7.606041989086578,37.25661215651371,5 days 23:59:18.183288572,34106232.917100996,0.7021355908231303 +2017-06-29 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14:08:49.180715008,40406400.0,-0.1843316833354858,-0.1379856857758331,-0.47200724276775413,6781.3145,5.295475116023143,2.88848368377307,5.154999493937939,20 days 00:02:20.075683594,42649112.52985502,0.9474147902072971 +2018-07-25 14:08:49.180715008,40406400.0,-0.1843316833354858,-0.1379856857758331,-0.47200724276775413,6781.3145,5.295475116023143,2.88848368377307,5.154999493937939,20 days 00:02:20.075683594,42649112.52985502,0.9474147902072971 +2018-07-26 02:20:15.180712960,39931200.0,-0.18880921506914394,-0.14640396757277915,-0.5009809653294595,6714.2227,6.543083042032174,2.8311251458709763,3.814820173026782,25 days 00:00:47.955322261,42623178.10105038,0.9368423890243877 +2018-07-30 09:11:54.203044096,22003200.0,-0.3077487681075179,-0.23262575994224804,-0.5826990712447782,7137.0054,5.34704485129686,5.354587926289671,5.161530630088489,12 days 00:00:00.576782225,42409884.92981241,0.5188224404856296 +2018-07-30 14:08:49.180715008,30628800.0,-0.2120127383430316,-0.2111568218305618,-0.4616257984398247,6854.7476,4.134574753495302,2.3202057355453363,4.107920804862913,30 days 00:02:20.075683594,42409884.92981241,0.7222089861995643 +2018-07-30 14:08:49.180715008,30628800.0,-0.2120127383430316,-0.2111568218305618,-0.4616257984398247,6854.7476,4.134574753495302,2.3202057355453363,4.107920804862913,30 days 00:02:20.075683594,42409884.92981241,0.7222089861995643 +2018-07-30 14:08:49.180715008,30628800.0,-0.2120127383430316,-0.2111568218305618,-0.4616257984398247,6854.7476,4.134574753495302,2.3202057355453363,4.107920804862913,30 days 00:02:20.075683594,42409884.92981241,0.7222089861995643 +2018-07-30 14:09:59.180724992,43819200.0,-0.15506105764532604,-0.193168225509803,-0.30916355882946206,6657.523,18.417106015608482,5.8946085286895835,17.391916012045606,10 days 00:00:00,42409884.92981241,1.0332308157053476 +2018-07-30 14:09:59.180724992,43819200.0,-0.15506105764532604,-0.193168225509803,-0.30916355882946206,6657.523,18.417106015608482,5.8946085286895835,17.391916012045606,10 days 00:00:00,42409884.92981241,1.0332308157053476 +2018-07-30 14:09:59.180724992,43819200.0,-0.15506105764532604,-0.193168225509803,-0.30916355882946206,6657.523,18.417106015608482,5.8946085286895835,17.391916012045606,10 days 00:00:00,42409884.92981241,1.0332308157053476 +2018-07-30 14:09:59.180724992,43819200.0,-0.15506105764532604,-0.193168225509803,-0.30916355882946206,6657.523,18.417106015608482,5.8946085286895835,17.391916012045606,10 days 00:00:00,42409884.92981241,1.0332308157053476 +2018-08-01 08:55:45.460233984,22320000.0,-0.32371488398622605,-0.252589468647734,-0.5021644418810366,7180.596,6.076314677995983,5.547333584611646,5.8652555907350115,12 days 00:00:00.659179684,43298565.010554016,0.5154905247912837 +2018-08-04 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19:56:38.099927808,16804800.0,-0.1687059857382026,-0.11452347411598064,-0.1098997752416583,7813.3135,3.4452165239447003,2.905108585338599,2.222916666684549,11 days 23:59:59.752807621,34651882.854188256,0.48496066059997256 +2018-12-21 09:11:55.651112960,17020800.0,-0.12651104918775788,-0.11311417676911446,-0.03470691696091942,7695.088,4.515879890613672,4.7839061027651155,3.132430606494711,11 days 23:59:59.752807621,36471757.538828656,0.4666843922144216 +2018-12-22 09:03:09.062470912,17524800.0,-0.14080069287836333,-0.1527298715548514,0.05374686002111565,7741.7544,4.79307211363579,3.8593230117682733,4.805683262111741,11 days 23:59:59.670410153,36621574.27300748,0.47853759287778447 +2018-12-22 14:13:34.181101824,11419200.0,-0.07024969918745197,-0.059039763512914595,-0.2893122898572328,7828.488,0.9777982239457739,1.0341716666773912,3.9860886016887647,99 days 23:59:50.112304684,36621574.27300748,0.31181619650951775 +2018-12-22 14:13:34.181101824,11419200.0,-0.07024969918745197,-0.059039763512914595,-0.2893122898572328,7828.488,0.9777982239457739,1.0341716666773912,3.9860886016887647,99 days 23:59:50.112304684,36621574.27300748,0.31181619650951775 +2018-12-22 19:56:58.920019968,25502400.0,-0.2444099964283235,-0.15328826212102423,0.049776875158789764,7595.4526,15.983167784147934,10.74124600062931,10.77223941276199,5 days 23:59:18.142089846,36621574.27300748,0.6963763985099065 +2018-12-23 08:55:46.781187072,18950400.0,0.3656431319358395,0.23830528188046002,0.727839534605614,7782.8374,24.89852499520179,14.829303780848655,39.53928213620932,11 days 23:59:59.752807621,37296248.13502951,0.5081047276227589 +2018-12-25 09:03:29.861263104,26985600.0,-0.2394314997326539,-0.13105227401021294,-0.28298158848704624,7528.4824,13.762335643655817,11.91768715320341,27.696246750187445,5 days 23:59:18.100891112,35641455.13137708,0.7571408041711275 +2018-12-25 19:57:19.676067328,19526400.0,0.2654188434678082,0.16763205718439145,0.2061000033189196,7871.185,14.140347827479985,12.630551104723807,18.641040978554525,11 days 23:59:59.670410153,35641455.13137708,0.5478564196670485 +2018-12-27 09:11:13.748764928,18964800.0,0.17927880922795525,0.06706983728908493,0.5454519238936286,7717.141,30.9828218732803,17.485211024598684,50.11222646582243,11 days 23:59:59.423217774,37075254.136862785,0.5115217802686316 +2018-12-28 09:03:50.600161024,19684800.0,0.3563030973825464,0.04007895983034235,0.33641946649853327,7799.5913,88.80917332860668,13.299548066741092,47.725185606485944,11 days 23:59:59.588012693,43516072.43136124,0.4523570005323716 +2018-12-28 19:56:58.750423296,26640000.0,-0.009653677710472389,-0.006920146971036043,-0.17140392767814838,7313.3677,43.527455015911684,20.83649224572994,45.01376452056918,6 days 00:00:41.528320315,43516072.43136124,0.6121876013056968 +2018-12-29 08:55:04.843271936,20174400.0,0.13373541319438803,0.028122251859477757,0.546146665264002,7875.833,16.547928853884574,12.238118293148213,23.40193071669372,11 days 23:59:59.423217774,37022437.865018845,0.5449235966997747 +2018-12-29 20:12:52.907949056,21643200.0,0.06737276425173606,0.061369564333026684,0.15072566042559654,7607.2847,7.6760157870040215,6.124160641984188,13.953799531136648,11 days 23:59:59.423217774,37022437.865018845,0.5845968350033987 +2018-12-31 09:03:29.642397952,28051200.0,0.1892881223149527,0.08903676398066761,0.2123983372908706,7665.931,122.06089800533888,34.70209867402927,53.68145533341289,6 days 00:00:41.487121581,37391739.93293654,0.7501977722970596 +2018-12-31 19:56:37.739378944,19324800.0,0.4074318042701461,0.24181411962716595,0.6663799680301148,7735.092,28.340750508741287,15.686775490535648,40.131734726341406,11 days 23:59:59.505615234,37391739.93293654,0.5168200258843193 +2019-01-02 09:11:55.222116096,19382400.0,-0.27052801272755206,-0.32143404409204607,0.11294128176951755,7792.608,39.26939613967539,19.471741292014215,26.47602855991604,11 days 23:59:59.340820315,36972879.50337813,0.5242329042353618 +2019-01-03 09:03:08.660188928,19972800.0,-0.46050968569251927,-0.3958707154646637,-0.041416532172946,7811.615,24.725424322008756,11.693079382826852,27.275976968810124,11 days 23:59:59.505615234,36554774.1107979,0.5463800689743626 +2019-01-03 19:56:58.495431936,28929600.0,-0.281489046954949,-0.2991854630694437,0.3703036070387349,7403.025,18.60293032635176,10.004759940977502,45.655311237593516,5 days 23:59:17.977294919,36554774.1107979,0.7914041518165065 +2019-01-04 08:55:46.324815872,20073600.0,-0.1849503720687137,-0.16717027075437435,-0.3100123997267128,7732.107,14.314617634871723,6.797836784353128,25.597600438149694,11 days 23:59:59.340820315,43638929.110582426,0.4599929560400729 +2019-01-04 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09:03:50.184303104,21513600.0,0.37782540503622336,0.27667647725547195,0.6127044962295338,7689.5005,16.733700954969763,10.040028728275011,23.447734906314917,11 days 23:59:59.588012693,37117010.24096208,0.5796156495454404 +2019-01-09 19:56:58.238253056,26553600.0,0.4876400496081481,0.23529124812145005,0.45030293549568284,7521.6294,18.65747909952236,8.836212925973262,29.13265723887915,6 days 00:00:41.487121581,37117010.24096208,0.7154024483010657 +2019-01-10 08:55:04.407776000,21052800.0,-0.2359172424031889,-0.2032730355704924,-0.24304456990918222,7731.7563,5.089530462498433,5.054028588766297,4.133333426209714,11 days 23:59:59.670410153,36245487.76115938,0.5808391968326648 +2019-01-10 20:12:52.469901056,23616000.0,0.09982954670199327,0.03837418580441407,0.25295727635486137,7716.88,22.148416195482955,10.76236882483087,43.661028253106295,11 days 23:59:59.670410153,36245487.76115938,0.6515569649832903 +2019-01-12 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19:56:58.036428032,27547200.0,0.3248617669050491,0.3073870264107448,0.17205753684720845,7493.9434,18.08132444785328,18.63694962339449,6.81763747683149,5 days 23:59:18.100891112,35336151.62637095,0.7795755545559141 +2019-01-16 08:55:45.898327040,15552000.0,-0.1105180270022692,-0.10842235071437432,0.0059925320889876055,7639.963,1.9517500802329355,1.9457082864514057,2.934871661647463,11 days 23:59:59.752807621,35546621.1672493,0.43750993735316696 +2019-01-16 20:13:33.961092096,17841600.0,-0.2778623597931494,-0.22637593904662356,-0.11762576491390941,7647.424,5.720560655737004,5.787717675047741,2.8382765986178335,11 days 23:59:59.752807621,35546621.1672493,0.5019211225746054 +2019-01-18 09:03:29.012999936,19972800.0,-0.3541369226243768,-0.326286810050124,-0.14128644741546106,7414.3325,10.723189883890647,9.048808705873688,6.6870274199199295,5 days 23:59:18.059692378,38891272.7616496,0.5135548050177219 +2019-01-18 19:57:18.831892992,16228800.0,-0.1329357356332779,-0.11249935878006641,-0.024936654482042592,7745.1553,2.900231356802522,2.9968949793154516,3.2579647924236124,11 days 23:59:59.670410153,38891272.7616496,0.4172864205154813 +2019-01-20 09:11:12.936347904,15955200.0,-0.22750781900248562,-0.24166614985995696,0.09818606257864788,7679.2617,6.305031562404095,5.172388218993666,4.4023275912299455,11 days 23:59:59.588012693,37652872.33525831,0.4237445647688206 +2019-01-21 09:03:49.812596992,15854400.0,-0.14463917229269935,-0.14585062050811462,-0.0007605354568182704,7700.584,3.4854470932553774,3.2145710235642593,2.158584653327818,11 days 23:59:59.670410153,37757660.65190945,0.4198988953834518 +2019-01-21 19:56:57.885076992,22118400.0,-0.16696843133674383,-0.14402158782920976,0.09977093317066467,7540.7773,8.065350233090282,7.084785947725687,5.3853255158826085,6 days 00:00:41.610717774,37757660.65190945,0.5857990039136984 +2019-01-22 08:55:04.055632896,16444800.0,-0.11661443930010615,-0.1172374328055454,-0.003042916409581417,7733.9395,3.0174649395539044,2.4227977099263884,1.9912215158004805,11 days 23:59:59.670410153,37643263.251776606,0.4368590440740781 +2019-01-22 20:12:52.123412992,16718400.0,-0.20639059302953444,-0.1758014540577019,-0.04253130353973039,7799.758,3.0106414077372565,2.5337428594988882,2.4666666593880495,11 days 23:59:59.670410153,37643263.251776606,0.44412727685639636 +2019-01-24 09:03:28.847155200,23630400.0,-0.06318381585189647,-0.14645167815320453,0.3063170591321463,7547.6924,18.52636711580518,10.718091277252622,17.23272588943078,6 days 00:00:41.610717774,37858194.16637902,0.6241819114812827 +2019-01-26 09:11:54.522324992,17884800.0,-0.17109766316938624,-0.17577545757800447,-0.004253790346360392,7778.335,7.35604192042225,6.310529696079319,3.8579706783028094,11 days 23:59:59.588012693,37923086.54677989,0.4716071825519335 +2019-01-28 08:55:45.580144128,17510400.0,-0.35592356870439623,-0.3810140724347466,0.07639106547800684,7850.7417,3.077187074592583,2.8505476255721844,3.5247257651493467,11 days 23:59:59.588012693,38858854.20752052,0.45061544806463016 +2019-01-28 20:13:33.569750016,18504000.0,-0.557921902721464,-0.5308515176409928,-0.055695552016154115,7867.74,3.4723417641100522,3.593794505282344,3.2904281498840406,11 days 23:59:59.423217774,38858854.20752052,0.4761849101669817 +2019-02-01 09:11:12.541050624,17524800.0,-0.4896949853126133,-0.4479891086518447,-0.07071211923992929,7880.737,6.112738626095067,5.9926670691452975,4.4732976562001365,11 days 23:59:59.670410153,36986759.17148594,0.4738128020015965 +2019-02-03 08:55:03.666609920,18820800.0,-0.009556224124957272,-0.014182460029376173,0.07750574802865284,7845.215,4.274518402212553,3.841128569020309,2.810441850754853,11 days 23:59:59.588012693,37042202.16009847,0.5080907425172901 +2019-02-07 09:11:54.116212992,18446400.0,0.05317533144241981,-0.004306978449944436,0.3090153910214867,7816.89,6.030991119131049,5.485265962888733,6.308433363203954,11 days 23:59:59.588012693,36875590.84752107,0.5002333407015781 +2019-02-13 02:13:10.190210048,42609600.0,-0.01760498538446304,-0.10487621090672673,0.18381838478397736,7095.78,11.588218524277845,5.46097035211923,20.755960934198985,4 days 23:59:22.014770504,40762706.40724633,1.0453084143702822 +2019-02-13 02:13:10.190210048,42609600.0,-0.01760498538446304,-0.10487621090672673,0.18381838478397736,7095.78,11.588218524277845,5.46097035211923,20.755960934198985,4 days 23:59:22.014770504,40762706.40724633,1.0453084143702822 +2019-02-13 09:11:12.276336896,18374400.0,-0.2823211869400101,-0.27390754653439403,-0.05346701330945333,7740.8237,3.6127322746012327,3.5341263093812296,4.038068655661531,11 days 23:59:59.835205080,40762706.40724633,0.45076496679164585 +2019-02-19 09:11:53.897459968,18489600.0,-0.05778536535562016,-0.08649714877251466,0.14108480105863871,7827.416,4.436104446450026,4.04290279477201,5.2885224946058935,12 days 00:00:00,40897588.80457092,0.45209511221682364 +2019-02-21 02:22:15.190208000,34387200.0,-0.2081309956935329,-0.1890010159071104,-0.12524312630373388,7103.5586,4.7628383450979825,4.372508822281652,11.195023986933098,24 days 23:57:07.954101558,41176002.543309286,0.8351272070141155 +2019-02-25 09:11:12.160023040,16776000.0,-0.17443946663677548,-0.1745561112172618,-0.07860179301959769,7721.667,5.902027414302917,5.155042153117795,3.698814030905112,11 days 23:59:59.917602540,41542444.28065444,0.4038279473076715 +2019-02-25 13:59:42.127579904,35654400.0,-0.26883585710768504,-0.24918539923999447,-0.22340916316999762,7117.4814,1.2024336527663773,1.5188959385172713,2.411144167263568,15 days 23:59:55.468139648,41542444.28065444,0.858264375565489 +2019-02-25 14:11:41.190214912,36115200.0,-0.20086180401014975,-0.18416389547731865,-0.10644794327765701,7098.831,4.290563882058485,3.56600171475974,11.84940489476591,19 days 23:57:39.924316405,41542444.28065444,0.8693566453627812 +2019-02-25 14:11:41.190214912,36115200.0,-0.20086180401014975,-0.18416389547731865,-0.10644794327765701,7098.831,4.290563882058485,3.56600171475974,11.84940489476591,19 days 23:57:39.924316405,41542444.28065444,0.8693566453627812 +2019-02-27 08:55:03.277294080,15019200.0,-0.10172036108941382,-0.09731597038524833,0.0011043031514947853,7701.346,3.5054927413688346,2.7177991647633206,2.5809670798665736,11 days 23:59:59.917602540,42981752.411881804,0.3494320067752314 +2019-03-03 09:11:53.877431040,15969600.0,-0.22254620831660643,-0.24185841690065948,0.04888347915372173,7759.397,4.651922684371147,4.438259225216368,5.46222107375576,12 days 00:00:00,42329050.784290075,0.37727281155869735 +2019-03-05 08:55:45.047350016,15883200.0,-0.16691776024935892,-0.13460529648191807,-0.6600833392902659,7748.503,7.429649946773076,8.20509883616561,3.0509040037869686,11 days 23:59:59.917602540,40327678.431541674,0.39385356702252416 +2019-03-09 09:11:12.096836096,14299200.0,-0.1741717017053132,-0.15896798248061877,-0.07224171953265475,7804.3315,3.6317255307170044,3.84223127358145,6.463994013041176,11 days 23:59:59.917602540,39556025.70558249,0.36149233258239016 +2019-03-11 08:55:03.214708992,13521600.0,-0.2551096154213899,-0.24272078336427605,-0.0714281025051939,7854.5156,4.320343328778873,4.407005148046665,2.128687279091345,12 days 00:00:00,40276452.7811451,0.3357197336486882 +2019-03-15 09:11:53.906061056,13996800.0,-0.2550613122650898,-0.2546359495468358,-0.06991678450479413,7875.5566,4.243223311910525,4.08241800741605,2.3960822892606064,12 days 00:00:00.082397459,33661678.41742405,0.41580814320758697 +2019-03-17 08:55:45.098699008,15019200.0,-0.23096310637894538,-0.2199722088622202,-0.0380301224642888,7918.116,4.088083809561806,4.144662150281403,2.4153684671874505,12 days 00:00:00.164794919,34662814.86287919,0.4332942970561873 +2019-03-21 09:11:12.186818048,16459200.0,-0.17382702898537078,-0.23345982684631045,0.19464802706458634,7906.6772,5.42507804155852,4.84144590975586,5.112480034154579,12 days 00:00:00.247192378,34014527.98419744,0.483887355651287 +2019-03-23 02:18:55.190309888,33393600.0,-0.29695190108855046,-0.27608963381009954,-0.1834618891000346,7327.184,2.911861404957131,2.2037255161813047,3.5270803229449417,24 days 23:57:28.059082027,34414302.67963192,0.9703407420707083 +2019-03-23 02:18:55.190309888,33393600.0,-0.29695190108855046,-0.27608963381009954,-0.1834618891000346,7327.184,2.911861404957131,2.2037255161813047,3.5270803229449417,24 days 23:57:28.059082027,34414302.67963192,0.9703407420707083 +2019-03-23 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08:55:48.257114112,17193600.0,-0.4910048890991644,-0.4252041108727613,-0.3592839739905645,7883.2495,3.53937185125526,2.9762289116783,2.636798287607834,12 days 00:00:00.494384765,36969708.40642594,0.4650726430130964 +2019-06-09 13:59:22.657915904,16905600.0,-0.33981922599496067,-0.31633608968223037,-0.18644163971331804,8062.816,1.6582560083854558,2.431487904955804,1.6378078721043998,32 days 00:00:13.183593747,36969708.40642594,0.45728248148858897 +2019-06-09 13:59:46.542599936,17020800.0,-0.30227375549167745,-0.29330427356536104,-0.16281455844635817,8095.4316,3.2870338568423296,4.692390466445225,2.079165448099626,32 days 00:00:13.183593747,36969708.40642594,0.4603985460983919 +2019-06-13 02:08:55.190605056,35308800.0,-0.2038704799648993,-0.25401112853915203,-0.4438215081038559,7449.187,7.863914769323416,2.4035870106425925,7.125982137465978,14 days 23:57:27.976684567,35854523.828764394,0.9847794986381444 +2019-06-13 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02:08:55.190609920,36648000.0,-0.17828284661335153,-0.2533573431476407,-0.3551937350063809,7435.305,4.935168486348928,2.0493494361379003,5.091643240446211,5 days 00:02:31.982116698,35854523.828764394,1.0221304339453823 +2019-06-13 02:08:55.190609920,36648000.0,-0.17828284661335153,-0.2533573431476407,-0.3551937350063809,7435.305,4.935168486348928,2.0493494361379003,5.091643240446211,5 days 00:02:31.982116698,35854523.828764394,1.0221304339453823 +2019-06-13 02:09:00.190505984,5688000.0,-0.0028878109699179,-0.03447989609198088,-0.6137726914224252,8407.329,1.5757046506653396,1.6691949061573115,0.43749999999999994,74 days 23:57:38.276367189,35854523.828764394,0.15864106931568803 +2019-06-13 02:09:00.190505984,5688000.0,-0.0028878109699179,-0.03447989609198088,-0.6137726914224252,8407.329,1.5757046506653396,1.6691949061573115,0.43749999999999994,74 days 23:57:38.276367189,35854523.828764394,0.15864106931568803 +2019-06-13 02:09:00.190505984,5688000.0,-0.0028878109699179,-0.03447989609198088,-0.6137726914224252,8407.329,1.5757046506653396,1.6691949061573115,0.43749999999999994,74 days 23:57:38.276367189,35854523.828764394,0.15864106931568803 +2019-06-13 02:09:00.190505984,5688000.0,-0.0028878109699179,-0.03447989609198088,-0.6137726914224252,8407.329,1.5757046506653396,1.6691949061573115,0.43749999999999994,74 days 23:57:38.276367189,35854523.828764394,0.15864106931568803 +2019-06-13 09:11:15.773814784,17524800.0,-0.2564710603793944,-0.29015618507128593,-0.667046729318208,7906.8545,5.138483412651943,5.097979307998665,4.053496886360116,12 days 00:00:00.823974612,35854523.828764394,0.48877514267643624 +2019-06-13 14:17:49.190603008,31363200.0,-0.2810131395977028,-0.2878940247000514,-0.4615877727993303,7405.8525,3.764817692284464,4.608941581440738,2.8990467664314994,20 days 00:00:00,35854523.828764394,0.8747348075178949 +2019-06-13 14:17:49.190603008,31363200.0,-0.2810131395977028,-0.2878940247000514,-0.4615877727993303,7405.8525,3.764817692284464,4.608941581440738,2.8990467664314994,20 days 00:00:00,35854523.828764394,0.8747348075178949 +2019-06-13 14:17:49.190603008,31363200.0,-0.2810131395977028,-0.2878940247000514,-0.4615877727993303,7405.8525,3.764817692284464,4.608941581440738,2.8990467664314994,20 days 00:00:00,35854523.828764394,0.8747348075178949 +2019-06-13 14:19:51.190607872,36100800.0,-0.19434323587684685,-0.2580104937542437,-0.33142200265201904,7493.241,6.074723153054766,1.9551480601058682,6.718575056829834,10 days 00:00:00,35854523.828764394,1.0068687614542529 +2019-06-13 14:19:51.190607872,36100800.0,-0.19434323587684685,-0.2580104937542437,-0.33142200265201904,7493.241,6.074723153054766,1.9551480601058682,6.718575056829834,10 days 00:00:00,35854523.828764394,1.0068687614542529 +2019-06-13 14:19:51.190607872,36100800.0,-0.19434323587684685,-0.2580104937542437,-0.33142200265201904,7493.241,6.074723153054766,1.9551480601058682,6.718575056829834,10 days 00:00:00,35854523.828764394,1.0068687614542529 +2019-06-13 14:19:51.190607872,36100800.0,-0.19434323587684685,-0.2580104937542437,-0.33142200265201904,7493.241,6.074723153054766,1.9551480601058682,6.718575056829834,10 days 00:00:00,35854523.828764394,1.0068687614542529 +2019-06-15 08:55:07.044595968,17784000.0,-0.38172509902878926,-0.3369353619324022,-0.3521244725714706,7972.0176,3.3447654020362307,2.7750709131262172,3.4228842063450373,12 days 00:00:00.741577144,35250476.6877473,0.5045038158641847 +2019-06-15 14:07:39.190609920,36316800.0,-0.1803677651578989,-0.2569162064710915,-0.4218067501134648,7503.657,6.5463281723928715,2.2231343874517946,5.443667811621552,10 days 00:00:00,35250476.6877473,1.030249897659493 +2019-06-15 14:07:39.190609920,36316800.0,-0.1803677651578989,-0.2569162064710915,-0.4218067501134648,7503.657,6.5463281723928715,2.2231343874517946,5.443667811621552,10 days 00:00:00,35250476.6877473,1.030249897659493 +2019-06-15 14:07:39.190609920,36316800.0,-0.1803677651578989,-0.2569162064710915,-0.4218067501134648,7503.657,6.5463281723928715,2.2231343874517946,5.443667811621552,10 days 00:00:00,35250476.6877473,1.030249897659493 +2019-06-15 14:07:39.190609920,36316800.0,-0.1803677651578989,-0.2569162064710915,-0.4218067501134648,7503.657,6.5463281723928715,2.2231343874517946,5.443667811621552,10 days 00:00:00,35250476.6877473,1.030249897659493 +2019-06-15 14:07:49.190510848,6897600.0,-0.11059302142502898,-0.11587416729750309,0.06532894702137168,8515.81,0.6747863183904127,0.6294224158609888,0.6604166666773631,70 days 00:00:00,35250476.6877473,0.19567394963477286 +2019-06-15 14:07:49.190510848,6897600.0,-0.11059302142502898,-0.11587416729750309,0.06532894702137168,8515.81,0.6747863183904127,0.6294224158609888,0.6604166666773631,70 days 00:00:00,35250476.6877473,0.19567394963477286 +2019-06-15 14:10:11.190506240,4680000.0,0.006422242746932639,-0.02669762378195342,-0.6204666134411615,8442.81,1.197549946513883,1.2120480580717718,3.366834904906115,80 days 00:00:00,35250476.6877473,0.1327641620695223 +2019-06-15 14:10:11.190506240,4680000.0,0.006422242746932639,-0.02669762378195342,-0.6204666134411615,8442.81,1.197549946513883,1.2120480580717718,3.366834904906115,80 days 00:00:00,35250476.6877473,0.1327641620695223 +2019-06-15 14:10:11.190525952,15091200.0,-0.03124739100257952,-0.08726115017332473,-0.35905486210103826,8330.693,2.1498836332555173,2.5372685915147435,1.8562491034180988,40 days 00:00:00,35250476.6877473,0.4281133595349519 +2019-06-15 14:10:11.190525952,15091200.0,-0.03124739100257952,-0.08726115017332473,-0.35905486210103826,8330.693,2.1498836332555173,2.5372685915147435,1.8562491034180988,40 days 00:00:00,35250476.6877473,0.4281133595349519 +2019-06-15 14:10:11.190605056,31867200.0,-0.2765987938984421,-0.2741877917456818,-0.5274260400751739,7429.6,15.726359053185298,17.36498113961951,6.86660019111318,20 days 00:00:00,35250476.6877473,0.9040218174149318 +2019-06-15 14:10:11.190605056,31867200.0,-0.2765987938984421,-0.2741877917456818,-0.5274260400751739,7429.6,15.726359053185298,17.36498113961951,6.86660019111318,20 days 00:00:00,35250476.6877473,0.9040218174149318 +2019-06-15 14:10:11.190605056,31867200.0,-0.2765987938984421,-0.2741877917456818,-0.5274260400751739,7429.6,15.726359053185298,17.36498113961951,6.86660019111318,20 days 00:00:00,35250476.6877473,0.9040218174149318 +2019-06-19 09:11:57.597765120,15494400.0,-0.13425774285980027,-0.09317053109463753,-0.8598162967091084,8147.868,3.8852919238643455,4.209316397522595,3.243662721940038,12 days 00:00:00.906372072,35071329.21110657,0.44179677099586956 +2019-06-20 14:10:11.190605056,23256000.0,-0.07022062516637233,-0.11747782042350584,-0.3416643783430701,7749.207,5.730205538478146,4.48036073673696,6.328555287900432,30 days 00:00:00,37044445.26065075,0.6277864288793367 +2019-06-20 14:10:11.190605056,23256000.0,-0.07022062516637233,-0.11747782042350584,-0.3416643783430701,7749.207,5.730205538478146,4.48036073673696,6.328555287900432,30 days 00:00:00,37044445.26065075,0.6277864288793367 +2019-06-20 14:10:11.190615296,34099200.0,-0.0735765501642725,-0.1410350852358784,-0.3422616330928318,7129.5845,5.898061482356228,3.648915638094123,11.773208867258639,10 days 00:00:00,37044445.26065075,0.920494280858371 +2019-06-20 14:10:11.190615296,34099200.0,-0.0735765501642725,-0.1410350852358784,-0.3422616330928318,7129.5845,5.898061482356228,3.648915638094123,11.773208867258639,10 days 00:00:00,37044445.26065075,0.920494280858371 +2019-06-20 14:10:11.190615296,34099200.0,-0.0735765501642725,-0.1410350852358784,-0.3422616330928318,7129.5845,5.898061482356228,3.648915638094123,11.773208867258639,10 days 00:00:00,37044445.26065075,0.920494280858371 +2019-06-20 23:22:16.937488896,25401600.0,-0.05482827649258772,-0.11568708692103248,-0.3752573225275759,7493.5317,5.186549426769442,4.513913724635132,9.874979761202574,32 days 00:00:09.887695315,37044445.26065075,0.685706043679969 +2019-06-21 02:18:50.190529024,14616000.0,-0.028182751075410527,-0.08744176799660872,-0.48174504958308567,8385.165,1.98087178944263,1.3731927359587492,1.2020833695453368,44 days 23:57:58.051757810,35801573.45060192,0.4082502133646941 +2019-06-21 02:18:50.190529024,14616000.0,-0.028182751075410527,-0.08744176799660872,-0.48174504958308567,8385.165,1.98087178944263,1.3731927359587492,1.2020833695453368,44 days 23:57:58.051757810,35801573.45060192,0.4082502133646941 +2019-06-21 02:18:50.190618112,33955200.0,-0.12887365584303417,-0.2663845469047422,-0.4491138048796863,7268.9897,4.910993204885602,2.3862147589525113,5.3266755382994475,4 days 23:57:58.010559085,35801573.45060192,0.9484275892748262 +2019-06-21 02:18:50.190618112,33955200.0,-0.12887365584303417,-0.2663845469047422,-0.4491138048796863,7268.9897,4.910993204885602,2.3862147589525113,5.3266755382994475,4 days 23:57:58.010559085,35801573.45060192,0.9484275892748262 +2019-06-21 02:18:50.190618112,33955200.0,-0.12887365584303417,-0.2663845469047422,-0.4491138048796863,7268.9897,4.910993204885602,2.3862147589525113,5.3266755382994475,4 days 23:57:58.010559085,35801573.45060192,0.9484275892748262 +2019-06-21 02:18:50.190618112,33955200.0,-0.12887365584303417,-0.2663845469047422,-0.4491138048796863,7268.9897,4.910993204885602,2.3862147589525113,5.3266755382994475,4 days 23:57:58.010559085,35801573.45060192,0.9484275892748262 +2019-06-21 02:18:55.190523904,10224000.0,-0.02271863045119973,-0.07187573418262029,-0.47776909224149466,8473.169,2.7165739677308283,1.0224268320836585,1.2472501580691742,55 days 00:02:11.835937495,35801573.45060192,0.28557404087579585 +2019-06-21 02:18:55.190523904,10224000.0,-0.02271863045119973,-0.07187573418262029,-0.47776909224149466,8473.169,2.7165739677308283,1.0224268320836585,1.2472501580691742,55 days 00:02:11.835937495,35801573.45060192,0.28557404087579585 +2019-06-21 02:18:55.190603264,18907200.0,-0.2389269179274888,-0.2739407318667955,-0.4962245578873006,8238.174,4.391467988860767,3.1625065313811227,2.4065533645943717,35 days 00:02:11.835937495,35801573.45060192,0.5281108671407323 +2019-06-21 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08:55:54.595924224,19944000.0,-0.1630616709512237,-0.2782045092521024,0.49204915842657476,8629.258,9.33275177102426,7.9345332518660125,13.081257195767906,12 days 00:00:00,33380095.412442457,0.5974818152426807 +2019-10-23 09:11:21.720786944,18993600.0,-0.2903738558737504,-0.2597218221253141,-0.19087883437043307,8689.585,5.936621608560798,5.447067779997689,14.361662233532476,11 days 23:59:59.835205080,33556857.84479052,0.566012470173772 +2019-10-23 13:59:57.157438976,13896000.0,-0.0962649211006541,-0.10203618246062922,0.12514693397506127,8930.321,1.4140248145192928,1.0713155393392335,1.8022469129911611,47 days 23:59:59.670410153,33556857.84479052,0.41410313397853676 +2019-10-23 14:00:21.042124288,13593600.0,-0.10099504294273753,-0.10306165990254307,0.10037012361234027,8961.517,3.16763611049895,3.085968284862289,1.0933208546883038,47 days 23:59:59.670410153,33556857.84479052,0.405091563187294 +2019-10-25 08:55:12.855671040,17510400.0,0.13494424666611493,-0.03692297457544759,0.8557589283676396,8899.721,20.74518438415776,7.986189355884698,45.06610227640762,11 days 23:59:59.752807621,34053136.46230432,0.5142081411321223 +2019-10-29 09:12:03.449803008,18720000.0,-0.2914747999922518,-0.20133425197993562,-0.36434601730728483,8658.244,6.059821586016661,5.2126927923406505,9.116114638914542,12 days 00:00:00.164794919,34334551.519083574,0.5452233733006586 +2019-11-04 09:11:21.667330304,17524800.0,-0.19745494840155128,-0.2193142923463708,0.18673627952851735,8564.265,13.141830031054274,6.246384301931988,16.444236549064467,12 days 00:00:00.082397459,33805718.74172183,0.518397497591776 +2019-11-06 08:55:12.794619648,17136000.0,-0.30968569961106557,-0.2850213256914485,-0.039442474375446145,8693.527,4.134083976163628,4.0532559761860245,2.2270833333381814,12 days 00:00:00.164794919,34265355.42943315,0.5000969575608304 +2019-11-10 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08:55:10.064498944,16560000.0,-0.22424989514171717,-0.22835576298999136,0.002886527664736302,8631.218,3.7819065644650354,3.6258805853137863,5.62521458723072,11 days 23:59:59.670410153,37766721.10967045,0.4384812743449864 +2020-02-02 09:12:00.547713024,13896000.0,-0.03493508013675339,-0.12479878467414318,0.14977580301814813,8292.118,4.462716841468955,3.6507945482448076,8.92497532179572,11 days 23:59:59.670410153,37217781.3448479,0.3733699188364875 +2020-02-04 08:55:51.605347072,14788800.0,-0.2363797837041223,-0.21396992915543953,-0.0332819202066189,8353.848,3.2411846980564327,3.0010419723385637,4.1010732698389125,11 days 23:59:59.670410153,37020724.87086963,0.3994735395264184 +2020-02-04 13:59:38.590619904,6624000.0,-0.076207625238597,-0.07691853666307681,0.05807153802761979,8499.142,0.13953481389496405,0.133254011291295,0.5088066795651602,95 days 23:59:30.336914063,37020724.87086963,0.17892680446168693 +2020-02-08 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15:29:22.160424960,30225600.0,0.13347474905382647,0.07471196318274342,-0.08197588626007404,958.39685,2.5594605506444266,1.6572305987335487,2.0566123726297123,19 days 23:59:40.059814450,31293747.331165776,0.9658670685916225 +2016-05-05 15:29:22.160424960,30225600.0,0.13347474905382647,0.07471196318274342,-0.08197588626007404,958.39685,2.5594605506444266,1.6572305987335487,2.0566123726297123,19 days 23:59:40.059814450,31293747.331165776,0.9658670685916225 +2016-05-05 15:29:22.160424960,30225600.0,0.13347474905382647,0.07471196318274342,-0.08197588626007404,958.39685,2.5594605506444266,1.6572305987335487,2.0566123726297123,19 days 23:59:40.059814450,31293747.331165776,0.9658670685916225 +2016-05-25 15:29:18.160404992,24177600.0,0.1365316815709611,0.06705819889125839,-0.07698553109757135,931.4241,3.0651777620547387,1.8866811213814805,0.840212992337996,99 days 23:59:44.179687495,31217393.1635507,0.7744913187764079 +2016-05-25 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15:29:21.160404992,24177600.0,0.1365316815709611,0.06705819889125839,-0.07698553109757135,931.4241,3.0651777620547387,1.8866811213814805,0.840212992337996,99 days 23:59:38.247070315,31217393.1635507,0.7744913187764079 +2016-05-25 15:29:22.160424960,27028800.0,0.12919923379427653,0.06531494157651946,-0.07312649145918658,996.8737,3.4213460706694265,2.8953745558035533,1.0461632012593158,59 days 23:59:39.895019531,31217393.1635507,0.8658250180722558 +2016-06-05 15:06:27.795570944,29520000.0,0.06345351818636685,0.023381216022848723,-0.06765037452181386,1088.98,4.839718370224389,2.7507519850995004,2.578926522743531,16 days 00:00:02.966308594,30698486.981619768,0.9616109099342464 +2016-06-05 15:06:32.372355840,24782400.0,0.1383904712042341,0.06814733991466547,-0.08730140890770385,977.92505,3.7855251468213056,4.291280536347012,1.270062497103304,80 days 00:00:25.048828126,30698486.981619768,0.8072840858521161 +2016-06-13 15:06:34.252135936,24220800.0,0.12913773629840875,0.0641573825519526,-0.08018638746166519,942.89655,2.372186423373148,3.2587299162528485,1.4718376747651323,96 days 00:00:29.003906252,30591458.732203376,0.7917504102052827 +2016-06-20 15:12:24.247399936,25156800.0,0.11025799105512253,0.05970600371876935,-0.06516414343568244,893.889,5.168931447743447,2.061884943619922,1.1418409431664698,96 days 00:00:24.389648441,31812193.386455297,0.7907911188139272 +2016-06-29 15:29:12.160515072,25444800.0,0.06062406529390472,0.03074251494761595,-0.04102678156696256,862.80133,1.811626070199742,3.0221977464470275,1.6613277077753978,90 days 00:00:00,31748714.653610844,0.8014434687391703 +2016-06-29 15:29:12.160515072,25444800.0,0.06062406529390472,0.03074251494761595,-0.04102678156696256,862.80133,1.811626070199742,3.0221977464470275,1.6613277077753978,90 days 00:00:00,31748714.653610844,0.8014434687391703 +2016-06-29 15:29:12.160515072,25444800.0,0.06062406529390472,0.03074251494761595,-0.04102678156696256,862.80133,1.811626070199742,3.0221977464470275,1.6613277077753978,90 days 00:00:00,31748714.653610844,0.8014434687391703 +2016-06-29 15:29:12.160515072,25444800.0,0.06062406529390472,0.03074251494761595,-0.04102678156696256,862.80133,1.811626070199742,3.0221977464470275,1.6613277077753978,90 days 00:00:00,31748714.653610844,0.8014434687391703 +2016-06-29 15:29:12.160515072,25444800.0,0.06062406529390472,0.03074251494761595,-0.04102678156696256,862.80133,1.811626070199742,3.0221977464470275,1.6613277077753978,90 days 00:00:00,31748714.653610844,0.8014434687391703 +2016-07-06 15:12:26.472122880,29217600.0,0.1110091257057655,0.06296113616495723,-0.06847404585870878,888.1459,1.1839759030447474,1.677661671359398,1.0441179812163093,32 days 00:00:14.831542972,31805839.24213414,0.9186237714895628 +2016-07-06 15:19:12.160611328,25689600.0,0.09998525244244859,0.047218199121567876,-0.058905000349026904,850.71747,1.2912225692108106,0.8988523342991945,1.0304356024621542,50 days 00:00:00,31805839.24213414,0.8077007433895417 +2016-07-06 15:19:12.160611328,25689600.0,0.09998525244244859,0.047218199121567876,-0.058905000349026904,850.71747,1.2912225692108106,0.8988523342991945,1.0304356024621542,50 days 00:00:00,31805839.24213414,0.8077007433895417 +2016-07-06 15:19:12.160621056,29491200.0,0.11975035139652955,0.06086422906554032,-0.0634489269905258,900.65674,1.0315002338718893,1.7730771608482159,1.2472257459128357,30 days 00:00:00,31805839.24213414,0.9272259655054828 +2016-07-06 15:19:12.160621056,29491200.0,0.11975035139652955,0.06086422906554032,-0.0634489269905258,900.65674,1.0315002338718893,1.7730771608482159,1.2472257459128357,30 days 00:00:00,31805839.24213414,0.9272259655054828 +2016-07-06 15:19:17.160601088,19728000.0,0.12529647888129494,0.07899508591619746,-0.05992885376128519,728.3671,2.1838172447676416,1.0342281638217732,0.7594713004795505,69 days 23:59:50.112304684,31805839.24213414,0.6202634632531794 +2016-07-06 15:19:17.160601088,19728000.0,0.12529647888129494,0.07899508591619746,-0.05992885376128519,728.3671,2.1838172447676416,1.0342281638217732,0.7594713004795505,69 days 23:59:50.112304684,31805839.24213414,0.6202634632531794 +2016-07-06 15:19:24.660611072,25689600.0,0.09998525244244859,0.047218199121567876,-0.058905000349026904,850.71747,1.2912225692108106,0.8988523342991945,1.0304356024621542,49 days 23:59:34.951171873,31805839.24213414,0.8077007433895417 +2016-07-06 15:19:24.660611072,25689600.0,0.09998525244244859,0.047218199121567876,-0.058905000349026904,850.71747,1.2912225692108106,0.8988523342991945,1.0304356024621542,49 days 23:59:34.951171873,31805839.24213414,0.8077007433895417 +2016-07-16 00:00:16.049938944,30268800.0,0.09587051966187765,0.05724174309575215,-0.052067689042269154,863.33014,5.804213504595513,2.3280361498296185,5.012983207689643,16 days 00:00:05.438232423,31694806.507290136,0.955008196470228 +2016-07-16 15:00:30.609793024,28713600.0,0.09551013092303169,0.04517051748742069,-0.05557154180389536,795.97595,2.3026180497508664,1.3609568488500332,1.3699456341670082,48 days 00:00:16.149902342,31694806.507290136,0.905940220628751 +2016-07-16 15:00:31.604719104,19728000.0,0.06673726864080398,0.043379607439289695,-0.04132700953604205,973.64526,2.3318585204946656,1.5936997464531282,1.872853912508444,80 days 00:00:27.685546873,31694806.507290136,0.6224363602113284 +2016-07-16 15:00:33.933817088,30124800.0,0.08665478685028527,0.04859106842441983,-0.057889274278238194,874.0999,2.2200410806493025,1.652612752379087,2.8612046791240977,16 days 00:00:05.273437495,31694806.507290136,0.9504648653737949 +2016-07-16 15:19:12.160621056,28497600.0,0.1010981082215345,0.04794577679233384,-0.05857719131361241,788.6847,3.5246699692856427,3.401010078923888,3.2201491182261566,50 days 00:00:00,31694806.507290136,0.8991252239841014 +2016-07-16 15:19:12.160621056,28497600.0,0.1010981082215345,0.04794577679233384,-0.05857719131361241,788.6847,3.5246699692856427,3.401010078923888,3.2201491182261566,50 days 00:00:00,31694806.507290136,0.8991252239841014 +2016-07-16 15:19:12.160710912,30297600.0,0.13620210778141767,0.06845861812833377,-0.0670757194166696,895.779,4.506262037126645,2.9468460607686415,3.2575576186437845,10 days 00:00:00,31694806.507290136,0.9559168626895146 +2016-07-16 15:19:12.160710912,30297600.0,0.13620210778141767,0.06845861812833377,-0.0670757194166696,895.779,4.506262037126645,2.9468460607686415,3.2575576186437845,10 days 00:00:00,31694806.507290136,0.9559168626895146 +2016-07-16 15:19:12.160710912,30297600.0,0.13620210778141767,0.06845861812833377,-0.0670757194166696,895.779,4.506262037126645,2.9468460607686415,3.2575576186437845,10 days 00:00:00,31694806.507290136,0.9559168626895146 +2016-07-16 15:19:17.160601088,18849600.0,0.10259730770713837,0.06530810000046591,-0.05292742684020441,640.288,1.8156479222061854,0.9651019004963366,0.7914601291804002,89 days 23:59:50.112304684,31694806.507290136,0.5947220405230869 +2016-07-16 15:19:17.160601088,18849600.0,0.10259730770713837,0.06530810000046591,-0.05292742684020441,640.288,1.8156479222061854,0.9651019004963366,0.7914601291804002,89 days 23:59:50.112304684,31694806.507290136,0.5947220405230869 +2016-07-31 15:19:12.160621056,27864000.0,0.09329865458797683,0.04315834249930951,-0.05430131297961049,707.7778,1.8487442354880959,2.506922909755171,0.8920925629288374,80 days 00:00:00,32006136.073855907,0.8705830636882346 +2016-07-31 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15:06:55.056237056,5846400.0,0.012802107597381707,-0.023824416977295967,-0.01792062035432114,1823.6428,1.6195956062658419,0.7435139269016768,1.272980917285861,95 days 23:59:05.947265621,30510216.925003607,0.19162105646023062 +2014-06-01 15:00:32.739302912,6235200.0,-0.028255904895080793,-0.04012587011025114,0.03240602844163399,1929.4434,1.261619355666474,0.7144572760926378,1.2037022591861726,95 days 23:59:52.749023441,30753413.066313595,0.202748227865149 +2014-07-03 15:00:25.137168896,12326400.0,0.015332460420857735,-0.015162204170554356,0.022380816041908398,2137.0374,3.2702722764879444,1.9485477992874711,2.688091061918363,64 days 00:00:23.730468747,31325929.587210916,0.39348872204042623 +2014-07-19 23:54:01.631685888,30427200.0,0.04791134676374518,-0.03718941107112466,0.15342022007494613,2579.849,9.250076082435108,4.190196287548108,4.057717475098125,16 days 00:00:03.295898441,31711822.508411586,0.9594907385701078 +2014-07-27 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15:06:05.929861888,16416000.0,0.08164454053633755,0.01088653016655577,0.045427848928896106,1959.4904,3.499085490634619,2.020798567671461,2.247432363238604,63 days 23:59:31.325683594,29221575.859997083,0.5617766844146385 +2015-04-24 15:06:16.151316992,3830400.0,-0.14195247507266467,-0.16193704422136374,0.04537372873628724,2001.673,0.5732631584284282,0.255566741408677,1.0543800986722565,95 days 23:59:33.632812504,29221575.859997083,0.13108122636341565 +2015-05-01 15:11:52.055272960,17625600.0,0.11738350629862246,0.025128611391782962,0.07840371043228009,2021.5212,4.368358129053383,4.588963362563603,2.0097293595072343,63 days 23:59:41.542968747,29434572.558060553,0.5988060456877025 +2015-05-01 15:12:15.935719936,17971200.0,0.08317586319298359,0.024835672958462417,0.07093785930834781,2022.8206,4.551342568738583,4.182234648354898,3.072394796995922,63 days 23:59:41.872558594,29434572.558060553,0.6105473407011868 +2015-05-01 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20:47:27.633078016,26524800.0,0.09563049992291005,-0.0033307246324244047,0.07762603713915601,2238.5305,6.5158260253308935,2.2152405600345197,5.799478269695067,12 days 00:00:00.741577144,29807731.362601638,0.8898630921398943 +2015-06-11 15:06:00.099738112,27302400.0,0.10007939732561276,0.002001330475568738,0.09467844231408744,2193.0896,11.196331950839008,3.509524328074056,4.75333190808567,32 days 00:00:16.809082027,30060516.2943857,0.9082478734771157 +2015-06-11 15:06:16.035255040,6134400.0,0.03225430080017452,0.0025887220767199346,-0.030391094354469253,1666.3802,1.8909432756278188,0.7880129325121474,1.4633563625820227,96 days 00:00:16.479492189,30060516.2943857,0.20406835131922538 +2015-06-18 15:11:51.834784000,26668800.0,0.0833611832796934,-0.000908001737957777,0.09075526161693644,2319.11,7.323837056956396,4.902704522697165,7.670571282286968,32 days 00:00:17.797851558,29505954.18814159,0.9038446894463816 +2015-06-18 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15:00:33.338211328,27072000.0,0.044231452461180584,-0.0587175108289353,0.06026786927277628,2362.4446,4.822582839867741,2.395937843938265,3.284238516735886,32 days 00:00:08.569335936,31962688.975124404,0.846987561686982 +2016-04-03 15:00:21.829513984,14572800.0,0.02512916977737296,0.004835910025677494,0.03532461730789235,2102.9802,4.086757523373596,3.586427575201215,3.1645137320919194,63 days 23:59:42.861328126,30284764.316318307,0.4811924520128345 +2016-04-17 15:12:12.979339008,27720000.0,0.2022144160300492,0.028839901735978234,0.15791085028844623,2403.9382,8.644135080993923,2.966124602871421,5.008996806049721,31 days 23:59:58.516845702,29799512.473503973,0.9302165605778633 +2016-04-17 15:19:22.160401920,28281600.0,0.2216645484170806,0.03429068709553294,0.1736991407061586,2428.0999,13.770857879981858,8.351287296285653,7.627535819859588,29 days 23:59:47.969970702,29799512.473503973,0.9490625064804797 +2016-04-17 15:19:24.160401920,28281600.0,0.2216645484170806,0.03429068709553294,0.1736991407061586,2428.0999,13.770857879981858,8.351287296285653,7.627535819859588,29 days 23:59:44.014892576,29799512.473503973,0.9490625064804797 +2016-04-26 15:06:28.895140096,15595200.0,0.004874181631229059,-0.014688857675749453,0.034951231373598464,2096.131,4.64277566127949,2.7133484104775265,4.656441538673278,63 days 23:59:54.726562504,30851344.664021358,0.5054949847352042 +2016-05-05 15:00:16.664475136,11750400.0,0.005567317506785739,-0.0015733131746962388,0.001434013859098495,1980.4535,2.8288795563852154,3.2738006524929313,4.164494470884771,64 days 00:00:01.977539063,30498803.014944006,0.38527413663554144 +2016-05-05 15:00:23.835968000,4334400.0,0.0013989454739984255,-0.039204106351287536,-0.015871018157324474,1901.1495,1.1711079339402075,0.44337413408864845,0.9964774494061162,95 days 23:59:57.363281252,30498803.014944006,0.14211705285208084 +2016-05-05 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15:00:30.609793024,23760000.0,0.0610290399215945,-0.027196034894667348,0.07759835733968656,2084.0413,3.0307775071254452,1.9029512542649534,3.260416666695951,48 days 00:00:16.149902342,33126604.83886834,0.7172482696482603 +2016-07-16 15:00:33.933817088,32760000.0,0.08487654351751257,-0.04783377608915057,0.11774102223321158,2511.5037,10.75363877137988,4.4169918436241264,5.806922759969066,16 days 00:00:05.273437495,33126604.83886834,0.9889332202726012 +2016-07-16 15:19:12.160621056,22003200.0,0.02782589114083624,-0.027319158838587612,0.06193688971282933,2105.5195,3.488737733518975,3.0691717217520775,4.7062500463650245,50 days 00:00:00,33126604.83886834,0.6642153672863889 +2016-07-16 15:19:12.160621056,22003200.0,0.02782589114083624,-0.027319158838587612,0.06193688971282933,2105.5195,3.488737733518975,3.0691717217520775,4.7062500463650245,50 days 00:00:00,33126604.83886834,0.6642153672863889 +2016-07-16 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15:19:12.160720896,33019200.0,-0.018709597005643563,-0.0812641202216341,0.08164031707425531,2347.1077,5.9814712394595055,5.037927214869197,4.236566534628805,20 days 00:00:00,33898498.08574119,0.9740608541559234 +2016-07-31 15:19:12.160720896,33019200.0,-0.018709597005643563,-0.0812641202216341,0.08164031707425531,2347.1077,5.9814712394595055,5.037927214869197,4.236566534628805,20 days 00:00:00,33898498.08574119,0.9740608541559234 +2016-08-09 15:00:36.667191040,7804800.0,-0.062454335656919255,-0.06473511504717416,0.050584445083946404,1682.9741,1.2724648739106932,0.7437100019218308,2.7367584852181945,96 days 00:00:28.344726558,34202924.11056818,0.2281910159134153 +2017-02-03 09:51:40.476438016,25848000.0,0.16931532078074818,0.008665794463224883,0.12526731378037365,2269.5637,7.898277087077528,6.219812554215771,5.301514050408162,5 days 23:59:17.853698734,30259886.285566136,0.8542001696922903 +2017-02-03 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15:06:52.422798080,7603200.0,-0.048898029202276906,-0.05711980183892113,0.039678062778014014,1613.9261,1.5227875830605426,1.4418487288476305,1.3194642380472452,96 days 00:00:27.026367189,33230989.959537335,0.22879848025165053 +2017-09-04 15:19:39.170810112,21787200.0,0.023438697986789127,-0.048456588367526275,0.0540192493444802,1974.0925,6.764866640770908,3.1199332747733965,4.475176921773341,50 days 00:00:59.985351558,33230989.959537335,0.655628978448385 +2017-09-04 15:19:39.170810112,21787200.0,0.023438697986789127,-0.048456588367526275,0.0540192493444802,1974.0925,6.764866640770908,3.1199332747733965,4.475176921773341,50 days 00:00:59.985351558,33230989.959537335,0.655628978448385 +2017-09-04 20:47:11.976913152,31521600.0,0.09757141376352685,-0.09137749362124534,0.1404309950824248,2274.291,6.309897960160032,4.960816272872147,3.8902892978780477,5 days 23:59:18.100891112,33230989.959537335,0.9485603660433012 +2017-09-25 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14:59:51.409419008,7632000.0,-0.006909518727235498,-0.012159659322923002,0.015321823525033229,1887.5698,1.3941799028259805,0.7887812853834368,1.5688733239449584,96 days 00:00:46.142578126,30535500.886572998,0.24993858880356293 +2019-02-17 09:51:56.271118080,24883200.0,0.26684827759482044,0.042261696116202396,0.18489647969595793,2367.3923,16.295114568596546,7.355017262842502,11.627184564911833,5 days 23:59:18.265686031,27560138.854661226,0.9028691811467968 +2019-02-17 20:47:37.347333632,15235200.0,0.08331645349337885,-0.01473960231069573,0.03969365405070029,1748.3005,2.900875025568699,1.7933501164726586,1.6781010180779252,11 days 23:59:59.917602540,27560138.854661226,0.5527983759567772 +2019-03-09 10:00:27.083994112,17510400.0,0.3104953442881116,0.08460014209502116,0.15276120824839542,2016.3668,6.412784701832055,2.857275439678253,4.9730434573902755,11 days 23:59:59.917602540,29535985.263577707,0.5928496999080286 +2020-02-06 09:51:56.369650944,27288000.0,0.11239752559675002,-0.02209166205469249,0.08339984199344402,2234.4734,6.364278984444872,5.018033300249027,3.2877005261890577,6 days 00:00:54.423522950,30976965.532424558,0.8809126242993942 +2020-02-06 20:47:02.071155968,19785600.0,0.02827426355105725,-0.026655622591922196,0.048328860829567985,1985.3558,2.9303175843828506,2.0907607218526234,2.036195282911022,11 days 23:59:59.670410153,30976965.532424558,0.6387197603099566 diff --git a/csv_outputs/ava_df.csv b/csv_outputs/ava_df.csv new file mode 100644 index 0000000..55a0950 --- /dev/null +++ b/csv_outputs/ava_df.csv @@ -0,0 +1,888 @@ +mid_date,mapping,area_count,v_mean,date_dt,poly_area,pixel_area,pixel_overlap +1985-03-29 14:30:57.925833024,0,0,,49 days 23:47:26.557617189,24929572.16853391,0.0,0.0 +1985-04-14 14:30:54.476366976,0,1045,1712.3043,31 days 23:59:48.299560549,24945642.17744957,15048000.0,0.6032316142818377 +1985-04-30 14:30:49.844966976,0,1011,1565.4451,31 days 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00:00:23.730468747,26345395.987904612,6782400.0,0.25744156599938206 +2014-07-11 00:00:32.895749888,0,0,,16 days 00:00:05.108642576,26119953.96341357,0.0,0.0 +2014-07-11 00:00:34.284397056,0,0,,48 days 00:00:17.138671873,26119953.96341357,0.0,0.0 +2014-07-11 15:00:03.021598976,0,0,,16 days 00:00:04.779052738,26119953.96341357,0.0,0.0 +2014-07-19 00:00:36.590914048,0,0,,32 days 00:00:12.524414063,26428374.94670475,0.0,0.0 +2014-07-19 15:00:06.886253056,0,0,,32 days 00:00:12.524414063,26428374.94670475,0.0,0.0 +2014-07-19 23:54:01.631685888,0,1103,1501.2711,16 days 00:00:03.295898441,26428374.94670475,15883200.0,0.6009904139785338 +2014-07-26 15:06:20.812071936,0,0,,32 days 00:00:11.535644531,26505571.61633156,0.0,0.0 +2014-07-26 15:06:44.700990976,0,0,,32 days 00:00:11.535644531,26505571.61633156,0.0,0.0 +2014-08-27 15:06:24.543929088,0,0,,64 days 00:00:13.842773441,27337227.35333291,0.0,0.0 +2014-08-27 15:06:48.430729984,0,572,1279.1364,64 days 00:00:13.842773441,27337227.35333291,8236800.0,0.3013034165293937 +2015-02-26 20:47:18.207194880,0,917,1381.6313,12 days 00:00:06.838989261,26651856.655888066,13204800.0,0.4954551636117526 +2015-03-23 15:06:19.843280896,0,0,,31 days 23:59:40.883789063,26254607.42079047,0.0,0.0 +2015-03-23 15:06:22.107845376,0,719,1495.8679,63 days 23:59:30.996093747,26254607.42079047,10353600.0,0.39435363987965033 +2015-03-30 09:59:42.994287104,0,985,1427.9269,12 days 00:00:00.329589846,26484575.98526597,14184000.0,0.535556997698997 +2015-03-30 10:00:08.232404992,0,0,,12 days 00:00:00.329589846,26484575.98526597,0.0,0.0 +2015-03-30 15:12:05.116314112,0,708,1495.3306,63 days 23:59:26.052246090,26484575.98526597,10195200.0,0.38494858311765473 +2015-03-30 15:12:28.101081088,0,0,,31 days 23:59:47.475585936,26484575.98526597,0.0,0.0 +2015-03-30 15:12:28.979817984,0,731,1466.4459,63 days 23:59:26.052246090,26484575.98526597,10526400.0,0.39745397494209833 +2015-04-17 14:59:30.762839040,0,0,,31 days 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00:00:16.479492189,26482531.233277243,3528000.0,0.13321989385843938 +2015-06-18 15:11:51.834784000,0,975,1677.7733,32 days 00:00:17.797851558,26778668.135037247,14040000.0,0.5242979198666734 +2015-06-18 15:11:59.987291904,0,242,1441.5826,96 days 00:00:23.730468747,26778668.135037247,3484800.0,0.13013343241818973 +2015-06-18 15:12:15.727938816,0,982,1679.1548,32 days 00:00:17.797851558,26778668.135037247,14140800.0,0.528062110060588 +2015-06-18 15:12:23.861384960,0,259,1407.081,96 days 00:00:23.730468747,26778668.135037247,3729600.0,0.1392750371748394 +2015-06-27 15:05:46.942907904,0,0,,96 days 00:00:38.232421873,26701611.92335292,0.0,0.0 +2015-06-27 15:05:47.412625920,0,0,,32 days 00:00:16.809082027,26701611.92335292,0.0,0.0 +2015-06-27 15:06:08.037577984,0,501,1545.7046,64 days 00:00:32.958984378,26701611.92335292,7214400.0,0.2701859356172565 +2015-06-27 15:06:11.303663104,0,1019,1689.684,32 days 00:00:16.809082027,26701611.92335292,14673600.0,0.549539857073821 +2015-07-13 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00:00:01.977539063,27282126.449588537,0.0,0.0 +2016-05-05 15:00:16.664475136,0,471,1520.0977,64 days 00:00:01.977539063,27282126.449588537,6782400.0,0.24860232256940845 +2016-05-05 15:00:23.835968000,0,0,,95 days 23:59:57.363281252,27282126.449588537,0.0,0.0 +2016-05-05 15:29:22.160424960,0,0,,19 days 23:59:40.059814450,27282126.449588537,0.0,0.0 +2016-05-05 15:29:22.160424960,0,1189,1592.736,19 days 23:59:40.059814450,27282126.449588537,17121600.0,0.6275757145117339 +2016-05-05 15:29:22.160424960,0,0,,19 days 23:59:40.059814450,27282126.449588537,0.0,0.0 +2016-05-05 15:29:22.160424960,0,0,,19 days 23:59:40.059814450,27282126.449588537,0.0,0.0 +2016-05-05 15:29:22.160424960,0,0,,19 days 23:59:40.059814450,27282126.449588537,0.0,0.0 +2016-05-05 15:29:22.160424960,0,1189,1592.736,19 days 23:59:40.059814450,27282126.449588537,17121600.0,0.6275757145117339 +2016-05-05 15:29:22.160424960,0,0,,19 days 23:59:40.059814450,27282126.449588537,0.0,0.0 +2016-05-05 15:29:22.160424960,0,0,,19 days 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00:01:11.850585936,14080526.430459242,0.0,0.0 +2018-08-13 03:18:35.180706048,0,0,,75 days 00:01:11.850585936,14080526.430459242,0.0,0.0 +2018-08-13 03:18:35.180706048,0,19,717.2105,75 days 00:01:11.850585936,14080526.430459242,273600.0,0.01943109168192346 +2018-08-13 03:18:35.180706048,0,0,,75 days 00:01:11.850585936,14080526.430459242,0.0,0.0 +2018-08-13 03:18:35.180706048,0,0,,75 days 00:01:11.850585936,14080526.430459242,0.0,0.0 +2018-08-13 03:18:35.180706048,0,19,717.2105,75 days 00:01:11.850585936,14080526.430459242,273600.0,0.01943109168192346 +2018-08-13 03:18:35.180721152,0,95,1262.6632,44 days 23:58:48.149414063,14080526.430459242,1368000.0,0.0971554584096173 +2018-08-13 03:18:35.180721152,0,0,,44 days 23:58:48.149414063,14080526.430459242,0.0,0.0 +2018-08-13 03:18:35.180721152,0,0,,44 days 23:58:48.149414063,14080526.430459242,0.0,0.0 +2018-08-13 03:18:35.180721152,0,95,1262.6632,44 days 23:58:48.149414063,14080526.430459242,1368000.0,0.0971554584096173 +2018-08-13 03:18:35.180721152,0,0,,44 days 23:58:48.149414063,14080526.430459242,0.0,0.0 +2018-08-13 03:18:35.180721152,0,0,,44 days 23:58:48.149414063,14080526.430459242,0.0,0.0 +2018-08-13 03:18:35.180721152,0,95,1262.6632,44 days 23:58:48.149414063,14080526.430459242,1368000.0,0.0971554584096173 +2018-08-13 03:18:35.180721152,0,0,,44 days 23:58:48.149414063,14080526.430459242,0.0,0.0 +2018-08-13 03:18:35.180721152,0,0,,44 days 23:58:48.149414063,14080526.430459242,0.0,0.0 +2018-08-13 03:19:55.180805120,0,0,,14 days 23:58:31.999511720,14080526.430459242,0.0,0.0 +2018-08-13 03:19:55.180805120,0,251,1517.6255,14 days 23:58:31.999511720,14080526.430459242,3614400.0,0.2566949480085678 +2018-08-13 03:19:55.180805120,0,0,,14 days 23:58:31.999511720,14080526.430459242,0.0,0.0 +2018-08-13 03:19:55.180805120,0,251,1517.6255,14 days 23:58:31.999511720,14080526.430459242,3614400.0,0.2566949480085678 +2018-08-13 03:20:00.180809984,0,0,,5 days 00:01:38.011779788,14080526.430459242,0.0,0.0 +2018-08-13 03:20:00.180809984,0,295,1723.0847,5 days 00:01:38.011779788,14080526.430459242,4248000.0,0.301693265587759 +2018-08-13 03:20:00.180809984,0,0,,5 days 00:01:38.011779788,14080526.430459242,0.0,0.0 +2018-08-13 03:20:00.180809984,0,295,1723.0847,5 days 00:01:38.011779788,14080526.430459242,4248000.0,0.301693265587759 +2018-08-13 15:12:21.530600960,0,41,1373.561,64 days 00:00:28.344726558,14080526.430459242,590400.0,0.04193025047151904 +2018-08-13 15:28:39.180719104,0,81,1337.1729,50 days 00:00:39.880371090,14080526.430459242,1166400.0,0.08283781190714738 +2018-08-13 15:28:39.180719104,0,0,,50 days 00:00:39.880371090,14080526.430459242,0.0,0.0 +2018-08-13 15:28:39.180719104,0,0,,50 days 00:00:39.880371090,14080526.430459242,0.0,0.0 +2018-08-13 15:28:39.180719104,0,0,,50 days 00:00:39.880371090,14080526.430459242,0.0,0.0 +2018-08-13 15:28:39.180719104,0,81,1337.1729,50 days 00:00:39.880371090,14080526.430459242,1166400.0,0.08283781190714738 +2018-08-13 15:28:39.180719104,0,0,,50 days 00:00:39.880371090,14080526.430459242,0.0,0.0 +2018-08-13 15:28:39.180719104,0,0,,50 days 00:00:39.880371090,14080526.430459242,0.0,0.0 +2018-08-13 15:28:39.180719104,0,0,,50 days 00:00:39.880371090,14080526.430459242,0.0,0.0 +2018-08-13 15:28:39.180719104,0,81,1337.1729,50 days 00:00:39.880371090,14080526.430459242,1166400.0,0.08283781190714738 +2018-08-13 15:28:39.180719104,0,0,,50 days 00:00:39.880371090,14080526.430459242,0.0,0.0 +2018-08-13 15:28:39.180719104,0,0,,50 days 00:00:39.880371090,14080526.430459242,0.0,0.0 +2018-08-13 15:28:39.180719104,0,0,,50 days 00:00:39.880371090,14080526.430459242,0.0,0.0 +2018-08-13 15:28:39.180719104,0,81,1337.1729,50 days 00:00:39.880371090,14080526.430459242,1166400.0,0.08283781190714738 +2018-08-13 15:28:39.180719104,0,0,,50 days 00:00:39.880371090,14080526.430459242,0.0,0.0 +2018-08-13 15:28:39.180719104,0,0,,50 days 00:00:39.880371090,14080526.430459242,0.0,0.0 +2018-08-13 15:28:39.180719104,0,0,,50 days 00:00:39.880371090,14080526.430459242,0.0,0.0 +2018-08-13 15:29:56.180623616,0,12,29.416666,100 days 00:01:30.307617189,14080526.430459242,172800.0,0.0122722684306885 +2018-08-13 15:29:56.180623616,0,0,,100 days 00:01:30.307617189,14080526.430459242,0.0,0.0 +2018-08-13 15:29:56.180623616,0,12,29.416666,100 days 00:01:30.307617189,14080526.430459242,172800.0,0.0122722684306885 +2018-08-13 15:29:56.180623616,0,0,,100 days 00:01:30.307617189,14080526.430459242,0.0,0.0 +2018-08-24 03:39:40.180711936,0,0,,85 days 00:03:01.933593747,9065493.898330994,0.0,0.0 +2018-08-24 03:39:40.180711936,0,0,,85 days 00:03:01.933593747,9065493.898330994,0.0,0.0 +2018-08-24 03:39:40.180711936,0,0,,85 days 00:03:01.933593747,9065493.898330994,0.0,0.0 +2018-08-24 03:39:40.180711936,0,0,,85 days 00:03:01.933593747,9065493.898330994,0.0,0.0 +2018-08-24 09:52:18.923301120,0,60,1492.35,12 days 00:00:00.741577144,9065493.898330994,864000.0,0.09530644548324797 +2018-08-24 14:53:53.776692736,0,11,11.727273,96 days 00:00:42.187500,9065493.898330994,158400.0,0.01747284833859546 +2018-08-24 20:46:53.498665216,0,0,,6 days 00:00:42.187500,9065493.898330994,0.0,0.0 +2018-08-24 20:47:18.132372992,0,39,614.6923,30 days 00:00:43.670654297,9065493.898330994,561600.0,0.06194918956411118 +2018-08-24 20:47:18.321562880,0,118,1422.8813,6 days 00:00:42.187500,9065493.898330994,1699200.0,0.1874360094503877 +2018-09-07 03:20:00.180809984,0,0,,55 days 00:01:37.888183594,16613429.938681118,0.0,0.0 +2018-09-07 03:21:05.180805120,0,0,,65 days 00:00:52.075195315,16613429.938681118,0.0,0.0 +2018-09-07 03:21:05.180805120,0,0,,65 days 00:00:52.075195315,16613429.938681118,0.0,0.0 +2018-09-07 03:21:05.180805120,0,0,,65 days 00:00:52.075195315,16613429.938681118,0.0,0.0 +2018-09-07 03:21:05.180805120,0,0,,65 days 00:00:52.075195315,16613429.938681118,0.0,0.0 +2018-09-07 03:21:10.180720896,0,0,,95 days 00:03:57.963867189,16613429.938681118,0.0,0.0 +2018-09-07 03:21:10.180720896,0,0,,95 days 00:03:57.963867189,16613429.938681118,0.0,0.0 +2018-09-07 03:21:10.180720896,0,0,,95 days 00:03:57.963867189,16613429.938681118,0.0,0.0 +2018-09-07 03:21:10.180720896,0,0,,95 days 00:03:57.963867189,16613429.938681118,0.0,0.0 +2018-09-07 10:00:08.644496896,0,316,1547.712,5 days 23:59:18.224487306,16613429.938681118,4550400.0,0.27389888883843816 +2018-09-07 15:06:20.651406080,0,32,13.84375,96 days 00:00:40.869140621,16613429.938681118,460800.0,0.027736596338069686 +2018-09-07 15:29:01.180901888,0,321,1424.5919,10 days 00:00:00,16613429.938681118,4622400.0,0.27823273201626153 +2018-09-07 15:29:01.180901888,0,0,,10 days 00:00:00,16613429.938681118,0.0,0.0 +2018-09-07 15:29:01.180901888,0,0,,10 days 00:00:00,16613429.938681118,0.0,0.0 +2018-09-07 15:29:01.180901888,0,0,,10 days 00:00:00,16613429.938681118,0.0,0.0 +2018-09-07 15:29:01.180901888,0,321,1424.5919,10 days 00:00:00,16613429.938681118,4622400.0,0.27823273201626153 +2018-09-07 15:29:01.180901888,0,0,,10 days 00:00:00,16613429.938681118,0.0,0.0 +2018-09-07 15:29:01.180901888,0,0,,10 days 00:00:00,16613429.938681118,0.0,0.0 +2018-09-07 15:29:01.180901888,0,0,,10 days 00:00:00,16613429.938681118,0.0,0.0 +2018-09-07 15:29:01.180901888,0,321,1424.5919,10 days 00:00:00,16613429.938681118,4622400.0,0.27823273201626153 +2018-09-07 15:29:01.180901888,0,0,,10 days 00:00:00,16613429.938681118,0.0,0.0 +2018-09-07 15:29:01.180901888,0,0,,10 days 00:00:00,16613429.938681118,0.0,0.0 +2018-09-07 15:29:01.180901888,0,0,,10 days 00:00:00,16613429.938681118,0.0,0.0 +2018-09-07 15:29:01.180901888,0,321,1424.5919,10 days 00:00:00,16613429.938681118,4622400.0,0.27823273201626153 +2018-09-07 15:29:01.180901888,0,0,,10 days 00:00:00,16613429.938681118,0.0,0.0 +2018-09-07 15:29:01.180901888,0,0,,10 days 00:00:00,16613429.938681118,0.0,0.0 +2018-09-07 15:29:01.180901888,0,0,,10 days 00:00:00,16613429.938681118,0.0,0.0 +2018-09-07 15:29:56.180813056,0,129,891.6202,50 days 00:01:29.978027342,16613429.938681118,1857600.0,0.11181315398784343 +2018-09-07 15:29:56.180813056,0,0,,50 days 00:01:29.978027342,16613429.938681118,0.0,0.0 +2018-09-07 15:29:56.180813056,0,129,891.6202,50 days 00:01:29.978027342,16613429.938681118,1857600.0,0.11181315398784343 +2018-09-07 15:29:56.180813056,0,0,,50 days 00:01:29.978027342,16613429.938681118,0.0,0.0 +2018-09-07 15:30:19.180729088,0,34,21.941177,80 days 00:04:19.716796873,16613429.938681118,489600.0,0.02947013360919904 +2018-09-07 15:30:19.180729088,0,0,,80 days 00:04:19.716796873,16613429.938681118,0.0,0.0 +2018-09-07 15:30:19.180729088,0,0,,80 days 00:04:19.716796873,16613429.938681118,0.0,0.0 +2018-09-07 15:30:19.180729088,0,34,21.941177,80 days 00:04:19.716796873,16613429.938681118,489600.0,0.02947013360919904 +2018-09-07 15:30:19.180729088,0,0,,80 days 00:04:19.716796873,16613429.938681118,0.0,0.0 +2018-09-07 15:30:19.180729088,0,0,,80 days 00:04:19.716796873,16613429.938681118,0.0,0.0 +2018-09-07 15:30:19.180729088,0,34,21.941177,80 days 00:04:19.716796873,16613429.938681118,489600.0,0.02947013360919904 +2018-09-07 15:30:19.180729088,0,0,,80 days 00:04:19.716796873,16613429.938681118,0.0,0.0 +2018-09-07 15:30:19.180729088,0,0,,80 days 00:04:19.716796873,16613429.938681118,0.0,0.0 +2018-09-16 09:59:47.911898112,0,137,1648.6277,12 days 00:00:00.329589846,14606202.817150883,1972800.0,0.1350659048554016 +2018-09-16 15:00:12.877289984,0,1,47.0,96 days 00:00:38.232421873,14606202.817150883,14400.0,0.0009858825171927125 +2018-09-16 15:00:36.766210048,0,0,,96 days 00:00:38.232421873,14606202.817150883,0.0,0.0 +2018-09-16 15:09:44.180822016,0,0,,50 days 00:03:50.053710936,14606202.817150883,0.0,0.0 +2018-09-16 15:09:44.180822016,0,3,26.666666,50 days 00:03:50.053710936,14606202.817150883,43200.0,0.002957647551578137 +2018-09-16 15:09:44.180822016,0,0,,50 days 00:03:50.053710936,14606202.817150883,0.0,0.0 +2018-09-16 15:09:44.180822016,0,3,26.666666,50 days 00:03:50.053710936,14606202.817150883,43200.0,0.002957647551578137 +2018-09-16 15:11:44.180911104,0,0,,9 days 23:59:09.984741207,14606202.817150883,0.0,0.0 +2018-09-16 15:11:44.180911104,0,311,1450.7942,9 days 23:59:09.984741207,14606202.817150883,4478400.0,0.3066094628469336 +2018-09-16 15:11:44.180911104,0,0,,9 days 23:59:09.984741207,14606202.817150883,0.0,0.0 +2018-09-16 15:11:44.180911104,0,311,1450.7942,9 days 23:59:09.984741207,14606202.817150883,4478400.0,0.3066094628469336 +2018-10-11 09:52:20.371335936,0,196,1709.7397,12 days 00:00:00.411987306,14908363.184099834,2822400.0,0.189316557770082 +2018-10-11 20:46:55.031909120,0,0,,6 days 00:00:41.857910153,14908363.184099834,0.0,0.0 +2018-10-11 20:47:19.855320064,0,288,1628.4305,6 days 00:00:41.857910153,14908363.184099834,4147200.0,0.2781794318254266 +2018-10-18 03:42:35.181014784,0,0,,5 days 00:00:28.015136720,15153859.72332964,0.0,0.0 +2018-10-18 15:00:26.936974080,0,173,1178.7052,32 days 00:00:10.217285153,15153859.72332964,2491200.0,0.16439376142335227 +2018-10-18 15:00:50.821658112,0,0,,32 days 00:00:10.217285153,15153859.72332964,0.0,0.0 +2018-10-25 10:00:09.583920128,0,278,1647.1726,5 days 23:59:18.224487306,15353534.524274059,4003200.0,0.2607347509246753 +2019-02-07 09:59:45.573726976,0,64,1521.75,11 days 23:59:59.505615234,14908273.055244792,921600.0,0.06181802523906532 +2019-02-17 09:51:56.271118080,0,280,1509.8822,5 days 23:59:18.265686031,15127081.368590126,4032000.0,0.2665418332694399 +2019-02-17 09:51:56.588165120,0,3,4.0,53 days 23:59:17.482910153,15127081.368590126,43200.0,0.0028558053564582847 +2019-02-17 20:47:12.522894080,0,0,,11 days 23:59:59.917602540,15127081.368590126,0.0,0.0 +2019-02-17 20:47:37.347333632,0,227,1394.0925,11 days 23:59:59.917602540,15127081.368590126,3268800.0,0.2160892719720102 +2019-03-09 10:00:27.083994112,0,45,1412.2222,11 days 23:59:59.917602540,14470566.3657243,648000.0,0.04478055548225707 +2019-04-10 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23:58:47.984619144,13355880.412164647,0.0,0.0 +2019-05-12 03:08:45.190503936,0,306,1464.1438,14 days 23:58:47.984619144,13355880.412164647,4406400.0,0.3299220915445315 +2019-05-12 03:08:45.190503936,0,0,,14 days 23:58:47.984619144,13355880.412164647,0.0,0.0 +2019-05-12 03:08:45.190503936,0,306,1464.1438,14 days 23:58:47.984619144,13355880.412164647,4406400.0,0.3299220915445315 +2019-05-12 09:51:51.590958848,0,308,1426.1915,5 days 23:59:05.947265621,13355880.412164647,4435200.0,0.3320784450840383 +2019-05-12 09:52:04.900173056,0,0,,5 days 23:59:32.561645504,13355880.412164647,0.0,0.0 +2019-05-12 10:16:13.414322176,0,0,,12 days 00:00:00.659179684,13355880.412164647,0.0,0.0 +2019-05-12 15:12:37.819174912,0,38,1478.7894,64 days 00:00:19.116210936,13355880.412164647,547200.0,0.0409707172506281 +2019-05-12 15:18:09.190412032,0,0,,60 days 00:00:00,13355880.412164647,0.0,0.0 +2019-05-12 15:18:09.190412032,0,0,,60 days 00:00:00,13355880.412164647,0.0,0.0 +2019-05-12 15:18:09.190412032,0,0,,60 days 00:00:00,13355880.412164647,0.0,0.0 +2019-05-12 15:18:09.190412032,0,0,,60 days 00:00:00,13355880.412164647,0.0,0.0 +2019-05-12 15:18:44.190501888,0,278,1389.2986,20 days 00:01:10.037841792,13355880.412164647,4003200.0,0.29973314199143714 +2019-05-12 15:18:44.190501888,0,0,,20 days 00:01:10.037841792,13355880.412164647,0.0,0.0 +2019-05-12 15:18:44.190501888,0,0,,20 days 00:01:10.037841792,13355880.412164647,0.0,0.0 +2019-05-12 15:18:44.190501888,0,278,1389.2986,20 days 00:01:10.037841792,13355880.412164647,4003200.0,0.29973314199143714 +2019-05-12 15:18:44.190501888,0,0,,20 days 00:01:10.037841792,13355880.412164647,0.0,0.0 +2019-05-12 15:18:44.190501888,0,0,,20 days 00:01:10.037841792,13355880.412164647,0.0,0.0 +2019-05-12 15:18:44.190501888,0,278,1389.2986,20 days 00:01:10.037841792,13355880.412164647,4003200.0,0.29973314199143714 +2019-05-12 15:18:44.190501888,0,0,,20 days 00:01:10.037841792,13355880.412164647,0.0,0.0 +2019-05-12 15:18:44.190501888,0,0,,20 days 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23:59:40.554199216,54387487.4397368,44784000.0,0.8234246902768253 +2014-05-10 13:59:54.710789888,0,1461,6366.457,63 days 23:59:34.291992189,54387487.4397368,21038400.0,0.38682426768310024 +2014-05-17 14:05:27.683001088,0,2934,5961.539,31 days 23:59:53.243408207,53846024.71346637,42249600.0,0.784637310271742 +2014-05-17 14:05:37.507830016,0,0,,63 days 23:59:44.838867189,53846024.71346637,0.0,0.0 +2014-05-17 14:05:48.351014912,0,595,6510.605,95 days 23:59:34.291992189,53846024.71346637,8568000.0,0.15912038159907516 +2014-05-19 13:53:05.367489024,0,0,,31 days 23:59:57.033691405,54718983.26726523,0.0,0.0 +2014-05-26 13:59:23.585349120,0,0,,63 days 23:59:51.760253909,53153275.3653292,0.0,0.0 +2014-05-26 13:59:59.914964992,0,584,6480.599,95 days 23:59:44.838867189,53153275.3653292,8409600.0,0.15821414470133313 +2014-06-02 14:05:57.197153024,0,0,,64 days 00:00:04.614257810,54075454.24239351,0.0,0.0 +2014-06-04 13:53:02.450685952,0,0,,32 days 00:00:11.865234378,54037292.58392042,0.0,0.0 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13:53:31.162867968,0,846,6654.48,64 days 00:00:21.752929684,51783682.35788616,12182400.0,0.2352555756040153 +2014-07-04 14:05:34.841584896,0,0,,32 days 00:00:09.558105468,49534769.47440202,0.0,0.0 +2014-07-04 14:05:35.258125056,0,746,6322.961,96 days 00:00:32.958984378,49534769.47440202,10742400.0,0.21686585228889232 +2014-07-04 14:05:36.073745920,0,1238,6541.841,64 days 00:00:23.730468747,49534769.47440202,17827200.0,0.3598926610370626 +2014-07-04 14:05:59.140689920,0,0,,96 days 00:00:32.958984378,49534769.47440202,0.0,0.0 +2014-07-06 13:53:13.250486016,0,0,,32 days 00:00:09.558105468,49884836.27397531,0.0,0.0 +2014-07-06 13:53:13.387544064,0,0,,96 days 00:00:33.618164063,49884836.27397531,0.0,0.0 +2014-07-06 13:53:37.137286912,0,2180,6291.323,32 days 00:00:09.558105468,49884836.27397531,31392000.0,0.6292894263016167 +2014-07-06 13:53:37.272227072,0,711,6538.1587,96 days 00:00:33.618164063,49884836.27397531,10238400.0,0.2052407257341511 +2014-07-06 13:53:39.369334016,0,1379,6562.3022,64 days 00:00:23.071289063,49884836.27397531,19857600.0,0.39806886186694007 +2014-07-13 13:59:26.015206912,0,0,,32 days 00:00:13.183593747,49709899.256219655,0.0,0.0 +2014-07-13 13:59:28.963202048,0,1378,6515.8,64 days 00:00:22.412109378,49709899.256219655,19843200.0,0.3991800485799061 +2014-07-13 13:59:52.852121088,0,1341,6542.9253,64 days 00:00:22.412109378,49709899.256219655,19310400.0,0.3884618614990233 +2014-07-29 13:59:31.343010048,0,799,6594.2363,96 days 00:00:27.026367189,49544065.87276845,11505600.0,0.23222962825753818 +2014-07-29 13:59:34.171715072,0,2952,5881.8306,32 days 00:00:11.535644531,49544065.87276845,42508800.0,0.8579998280553851 +2014-08-07 13:53:24.187446016,0,0,,32 days 00:00:12.194824216,49028398.3285803,0.0,0.0 +2014-08-07 13:53:48.072129024,0,1910,6521.747,32 days 00:00:12.194824216,49028398.3285803,27504000.0,0.5609810015753053 +2014-08-14 13:59:36.551523072,0,1145,6628.505,64 days 00:00:16.479492189,48043284.158055775,16488000.0,0.3431905268123793 +2014-08-14 14:00:00.431970048,0,1114,6616.7344,64 days 00:00:16.479492189,48043284.158055775,16041600.0,0.3338989055624372 +2014-09-15 13:59:40.391227904,0,510,7002.145,96 days 00:00:15.820312504,46192594.10860719,7344000.0,0.1589865246089648 +2014-09-15 13:59:45.293483008,0,973,6801.549,64 days 00:00:10.546875,46192594.10860719,14011200.0,0.3033213498912211 +2014-09-15 14:00:04.273793024,0,495,7013.6685,96 days 00:00:15.820312504,46192594.10860719,7128000.0,0.15431045035575996 +2015-05-06 13:52:43.239599104,0,0,,63 days 23:59:49.782714846,42114680.58060662,0.0,0.0 +2015-05-29 13:58:57.004133888,0,1042,7610.817,64 days 00:00:05.932617189,43726358.56473718,15004800.0,0.3431522882882024 +2015-05-29 13:59:04.465714944,0,280,7691.5464,96 days 00:00:10.546875,43726358.56473718,4032000.0,0.09220982794692578 +2015-05-29 13:59:20.884581120,0,1037,7679.347,64 days 00:00:05.932617189,43726358.56473718,14932800.0,0.3415056842177216 +2015-05-29 13:59:28.341925888,0,280,7705.182,96 days 00:00:10.546875,43726358.56473718,4032000.0,0.09220982794692578 +2015-06-05 14:05:06.516768000,0,888,7838.081,64 days 00:00:18.457031252,43482704.53341103,12787200.0,0.2940755442241324 +2015-06-12 14:11:15.901017088,0,0,,64 days 00:00:29.003906252,42983837.89595132,0.0,0.0 +2015-06-22 13:58:55.677093888,0,272,7986.956,80 days 00:00:35.595703126,44461097.1303443,3916800.0,0.08809499208976602 +2015-06-23 13:52:46.759376896,0,0,,32 days 00:00:17.138671873,44392624.41592237,0.0,0.0 +2015-06-23 13:53:13.262254848,0,359,7996.4985,96 days 00:00:32.299804684,44392624.41592237,5169600.0,0.11645177702415384 +2015-07-06 14:11:25.191985920,0,0,,16 days 00:00:10.711669919,46851095.65341811,0.0,0.0 +2015-07-07 14:05:14.440677120,0,0,,32 days 00:00:16.809082027,45048034.125296116,0.0,0.0 +2015-07-16 13:59:06.697427968,0,730,8134.9673,64 days 00:00:27.026367189,39243012.02121094,10512000.0,0.26786934688698816 +2015-07-16 13:59:06.821574912,0,1998,7262.911,32 days 00:00:13.513183594,39243012.02121094,28771200.0,0.7331547329865786 +2015-07-16 13:59:30.582110976,0,792,8097.9546,64 days 00:00:27.026367189,39243012.02121094,11404800.0,0.290619894156842 +2015-08-01 13:59:14.951778048,0,2223,7263.199,32 days 00:00:10.546875,41297032.71557389,32011200.0,0.7751452803031045 +2015-08-01 13:59:37.379794944,0,353,7946.5864,96 days 00:00:40.869140621,41297032.71557389,5083200.0,0.12308874671479797 +2015-08-01 13:59:38.836461056,0,2165,7276.508,32 days 00:00:10.546875,41297032.71557389,31176000.0,0.7549210669618629 +2015-08-08 14:05:28.322516736,0,0,,32 days 00:00:11.206054684,40766706.259092435,0.0,0.0 +2015-08-09 13:59:16.869630976,0,2788,7250.683,16 days 00:00:06.591796873,41826337.70073839,40147200.0,0.9598545368051971 +2015-08-09 13:59:40.756431872,0,2774,7250.969,16 days 00:00:06.591796873,41826337.70073839,39945600.0,0.9550346072803503 +2015-08-09 13:59:40.826930944,0,675,8023.3555,80 days 00:00:33.618164063,41826337.70073839,9720000.0,0.23238945923368293 +2015-08-17 08:55:05.596001792,0,1389,7254.364,12 days 00:00:00.659179684,41963746.99302588,20001600.0,0.4766399912601738 +2015-08-17 08:55:30.423010816,0,0,,12 days 00:00:00.659179684,41963746.99302588,0.0,0.0 +2015-08-17 13:59:18.808094976,0,531,7503.8325,96 days 00:00:37.573242189,41963746.99302588,7646400.0,0.1822144243046453 +2015-08-17 13:59:42.694896640,0,499,7446.8457,96 days 00:00:37.573242189,41963746.99302588,7185600.0,0.17123351737856496 +2015-08-17 13:59:45.634147072,0,986,7816.208,64 days 00:00:24.389648441,41963746.99302588,14198400.0,0.3383491946598498 +2015-09-02 13:59:24.575761920,0,234,8245.034,96 days 00:00:29.663085936,41550139.26622179,3369600.0,0.08109720110467399 +2015-09-02 13:59:48.462563072,0,231,8195.342,96 days 00:00:29.663085936,41550139.26622179,3326400.0,0.08005749339820381 +2015-09-02 13:59:49.422082304,0,999,7899.6465,64 days 00:00:23.730468747,41550139.26622179,14385600.0,0.3462226662545697 +2015-09-02 13:59:50.868647936,0,2152,7419.603,32 days 00:00:13.513183594,41550139.26622179,30988800.0,0.7458169947746086 +2015-09-18 13:59:29.812381184,0,784,8140.37,64 days 00:00:19.116210936,44779597.52908094,11289600.0,0.2521148161876235 +2015-09-18 13:59:53.697064960,0,767,8158.0977,64 days 00:00:19.116210936,44779597.52908094,11044800.0,0.24664804083661634 +2015-09-26 13:59:59.534400000,0,3018,7269.8315,16 days 00:00:03.790283207,44742045.0894863,43459200.0,0.9713279737901889 +2015-10-04 08:55:07.117594368,0,1989,7703.4087,12 days 00:00:00.247192378,45075685.68075455,28641600.0,0.6354112991836035 +2015-10-04 08:55:31.940492032,0,0,,12 days 00:00:00.247192378,45075685.68075455,0.0,0.0 +2015-10-04 14:00:00.494850048,0,1851,7543.5684,32 days 00:00:05.603027342,45075685.68075455,26654400.0,0.5913254473548768 +2016-03-02 14:11:49.958994688,0,0,,47 days 23:59:42.202148441,51203744.16879483,0.0,0.0 +2016-03-26 14:11:44.418746880,0,0,,95 days 23:59:30.996093747,53111189.76915227,0.0,0.0 +2016-04-05 13:59:15.236889088,0,3339,6315.9727,15 days 23:59:54.396972657,52038911.045371234,48081600.0,0.9239547683478433 +2016-04-05 13:59:39.110982912,0,3353,6309.1953,15 days 23:59:54.396972657,52038911.045371234,48283200.0,0.927828792533788 +2016-04-07 13:47:16.305555200,0,0,,15 days 23:59:55.056152342,49026514.625498325,0.0,0.0 +2016-04-11 09:11:33.484579840,0,1821,6799.148,12 days 00:00:00.494384765,50299092.14735818,26222400.0,0.5213294888738317 +2016-04-12 14:05:32.187329024,0,714,6771.0366,79 days 23:59:42.861328126,49289682.621378146,10281600.0,0.20859537844823975 +2016-04-13 08:54:59.828235008,0,0,,12 days 00:00:00.494384765,50456528.8810877,0.0,0.0 +2016-04-13 08:55:24.648048896,0,2223,6690.312,12 days 00:00:00.494384765,50456528.8810877,32011200.0,0.6344312759889148 +2016-04-13 13:59:38.688675072,0,2868,6285.0913,31 days 23:59:53.572998045,50456528.8810877,41299200.0,0.8185105261071559 +2016-04-19 14:11:32.982917888,0,0,,15 days 23:59:56.456909180,49155505.666789025,0.0,0.0 +2016-04-19 14:11:35.601371648,0,0,,47 days 23:59:48.793945315,49155505.666789025,0.0,0.0 +2016-04-19 14:19:57.160325120,0,1959,6727.9834,50 days 00:00:09.887695315,49155505.666789025,28209600.0,0.5738848500760979 +2016-04-19 14:20:02.160403968,0,0,,30 days 00:00:19.940185549,49155505.666789025,0.0,0.0 +2016-04-19 14:20:02.160414208,0,3350,6173.7783,10 days 00:00:00,49155505.666789025,48240000.0,0.9813753178942971 +2016-04-19 14:20:02.160414208,0,0,,10 days 00:00:00,49155505.666789025,0.0,0.0 +2016-04-19 14:20:02.160414208,0,3350,6173.7783,10 days 00:00:00,49155505.666789025,48240000.0,0.9813753178942971 +2016-04-19 14:20:02.160414208,0,0,,10 days 00:00:00,49155505.666789025,0.0,0.0 +2016-04-19 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00:00:00,43734919.937060066,0.0,0.0 +2016-08-22 14:19:52.160811776,0,2991,6460.479,20 days 00:00:00,43734919.937060066,43070400.0,0.9848057355994617 +2016-08-22 14:19:52.160811776,0,0,,20 days 00:00:00,43734919.937060066,0.0,0.0 +2016-08-22 14:19:52.160811776,0,2991,6460.479,20 days 00:00:00,43734919.937060066,43070400.0,0.9848057355994617 +2016-08-22 14:19:52.160811776,0,0,,20 days 00:00:00,43734919.937060066,0.0,0.0 +2016-08-27 13:59:44.175823104,0,0,,48 days 00:00:12.854003909,43316397.25432685,0.0,0.0 +2016-08-27 14:19:47.160802048,0,0,,49 days 23:59:50.112304684,43316397.25432685,0.0,0.0 +2016-08-27 14:19:52.160811776,0,0,,30 days 00:00:00,43316397.25432685,0.0,0.0 +2016-08-27 14:19:52.160811776,0,2255,6420.8066,30 days 00:00:00,43316397.25432685,32472000.0,0.7496468325688465 +2016-08-27 14:19:52.160811776,0,0,,30 days 00:00:00,43316397.25432685,0.0,0.0 +2016-08-27 14:19:52.160811776,0,2255,6420.8066,30 days 00:00:00,43316397.25432685,32472000.0,0.7496468325688465 +2016-08-28 09:03:12.080028928,0,0,,12 days 00:00:00.329589846,45986309.3822553,0.0,0.0 +2016-08-28 09:03:38.693830912,0,1836,6545.31,12 days 00:00:00.329589846,45986309.3822553,26438400.0,0.574918934681933 +2016-08-28 13:53:32.539708928,0,0,,64 days 00:00:13.183593747,45986309.3822553,0.0,0.0 +2016-08-28 13:53:33.619851008,0,0,,32 days 00:00:11.535644531,45986309.3822553,0.0,0.0 +2016-08-28 13:53:57.506652928,0,1171,6141.3296,32 days 00:00:11.535644531,45986309.3822553,16862400.0,0.36668304603079716 +2016-08-29 13:47:22.633985024,0,0,,48 days 00:00:12.524414063,47272646.22630777,0.0,0.0 +2016-08-29 14:10:07.160730112,0,0,,59 days 23:59:50.112304684,47272646.22630777,0.0,0.0 +2016-08-29 14:10:07.160730112,0,0,,59 days 23:59:50.112304684,47272646.22630777,0.0,0.0 +2016-08-29 14:10:07.160730112,0,0,,59 days 23:59:50.112304684,47272646.22630777,0.0,0.0 +2016-08-29 14:10:07.160730112,0,0,,59 days 23:59:50.112304684,47272646.22630777,0.0,0.0 +2016-09-03 14:05:55.025313024,0,1412,6963.3237,48 days 00:00:11.865234378,42353617.4690955,20332800.0,0.4800723341952171 +2016-09-08 14:10:07.160819200,0,1846,6674.7046,39 days 23:59:50.112304684,43498606.66896234,26582400.0,0.6111092293668202 +2016-09-08 14:10:07.160819200,0,0,,39 days 23:59:50.112304684,43498606.66896234,0.0,0.0 +2016-09-08 14:10:07.160819200,0,1846,6674.7046,39 days 23:59:50.112304684,43498606.66896234,26582400.0,0.6111092293668202 +2016-09-08 14:10:07.160819200,0,0,,39 days 23:59:50.112304684,43498606.66896234,0.0,0.0 +2016-09-11 14:05:57.769844224,0,534,7044.8594,64 days 00:00:17.797851558,43777887.128399864,7689600.0,0.17565032267195815 +2016-09-11 14:06:21.612826112,0,0,,96 days 00:00:21.093750,43777887.128399864,0.0,0.0 +2016-09-11 14:19:47.160901120,0,0,,19 days 23:59:49.947509765,43777887.128399864,0.0,0.0 +2016-09-11 14:21:42.160722944,0,0,,100 days 00:03:40.166015621,43777887.128399864,0.0,0.0 +2016-09-11 14:21:42.160722944,0,309,6960.0356,100 days 00:03:40.166015621,43777887.128399864,4449600.0,0.10164035525399827 +2016-09-11 14:21:42.160722944,0,0,,100 days 00:03:40.166015621,43777887.128399864,0.0,0.0 +2016-09-11 14:21:42.160722944,0,309,6960.0356,100 days 00:03:40.166015621,43777887.128399864,4449600.0,0.10164035525399827 +2016-09-11 14:22:39.660722688,0,0,,100 days 00:01:44.809570315,43777887.128399864,0.0,0.0 +2016-09-20 13:59:47.125719040,0,255,7392.0864,96 days 00:00:18.457031252,43280591.590804875,3672000.0,0.0848417238543507 +2016-09-20 14:00:11.006167040,0,244,7382.3076,96 days 00:00:18.457031252,43280591.590804875,3513600.0,0.0811818847861238 +2016-09-26 09:11:44.556452096,0,1839,6846.9365,12 days 00:00:00.247192378,41795283.842579044,26481600.0,0.6336025877881898 +2016-09-27 14:06:03.592985088,0,814,7195.227,32 days 00:00:05.932617189,44663975.629320025,11721600.0,0.2624396918286258 +2016-09-28 08:55:10.905146880,0,0,,12 days 00:00:00.164794919,42567851.36121444,0.0,0.0 +2016-09-28 08:55:35.727531008,0,2091,6705.106,12 days 00:00:00.082397459,42567851.36121444,30110400.0,0.7073507127361142 +2016-09-28 13:59:49.459932672,0,398,7414.588,80 days 00:00:13.842773441,42567851.36121444,5731200.0,0.13463681667574054 +2016-10-02 09:11:02.621854976,0,1776,6828.115,12 days 00:00:00,43134478.79825945,25574400.0,0.5928992470179556 +2016-10-04 08:54:29.008115968,0,0,,12 days 00:00:00.082397459,42393072.79616798,0.0,0.0 +2016-10-04 08:54:53.832039936,0,1951,6916.9185,12 days 00:00:00.082397459,42393072.79616798,28094400.0,0.6627120457882809 +2016-10-08 09:11:44.678183936,0,1792,7006.0283,12 days 00:00:00,42368829.268443614,25804800.0,0.6090515231493419 +2016-10-08 13:47:32.341510912,0,0,,32 days 00:00:06.921386720,42368829.268443614,0.0,0.0 +2016-10-08 13:47:56.224077056,0,0,,32 days 00:00:06.921386720,42368829.268443614,0.0,0.0 +2016-10-09 14:31:12.160923904,0,0,,30 days 00:03:20.061035153,42213144.28901316,0.0,0.0 +2016-10-10 08:55:10.976031232,0,0,,12 days 00:00:00,42489085.47662308,0.0,0.0 +2016-10-10 08:55:35.794304000,0,1922,7028.3843,12 days 00:00:00,42489085.47662308,27676800.0,0.6513861075034764 +2016-10-14 09:11:02.526918912,0,1803,6751.224,11 days 23:59:59.752807621,42560466.94191511,25963200.0,0.6100309011043882 +2016-10-14 13:59:53.519179008,0,0,,48 days 00:00:05.932617189,42560466.94191511,0.0,0.0 +2016-10-16 08:54:28.960652032,0,0,,11 days 23:59:59.835205080,42153700.5329358,0.0,0.0 +2016-10-16 08:54:53.780979968,0,1605,6897.161,11 days 23:59:59.835205080,42153700.5329358,23112000.0,0.5482792662993368 +2016-10-20 09:11:44.729037056,0,1442,6966.9,12 days 00:00:00.082397459,39515932.779233016,20764800.0,0.5254791811699968 +2016-10-22 08:55:11.052271872,0,0,,12 days 00:00:00.164794919,39024843.906464934,0.0,0.0 +2016-10-22 08:55:35.875684096,0,1282,7039.124,12 days 00:00:00.164794919,39024843.906464934,18460800.0,0.47305250071587723 +2016-10-26 09:11:02.552527104,0,1418,6989.192,12 days 00:00:00.247192378,39253288.026703864,20419200.0,0.520190817801273 +2016-10-28 08:54:28.924326656,0,0,,12 days 00:00:00.082397459,35537648.635939464,0.0,0.0 +2016-10-28 08:54:53.748251136,0,1346,7212.393,12 days 00:00:00.082397459,35537648.635939464,19382400.0,0.5454046833137532 +2016-10-31 08:54:50.044598784,0,0,,5 days 23:59:17.853698734,37147054.98814759,0.0,0.0 +2016-10-31 08:55:14.872634880,0,2406,6756.67,5 days 23:59:17.853698734,37147054.98814759,34646400.0,0.9326822815712992 +2016-11-01 09:11:44.674920960,0,1473,7121.3945,11 days 23:59:59.752807621,37613709.29794852,21211200.0,0.563922048527048 +2016-11-03 08:55:10.991156992,0,0,,11 days 23:59:59.752807621,36472756.091035716,0.0,0.0 +2016-11-03 08:55:35.819194112,0,1530,7339.4077,11 days 23:59:59.752807621,36472756.091035716,22032000.0,0.6040673193165962 +2016-11-07 09:11:02.575247104,0,1593,7406.715,11 days 23:59:59.752807621,37063919.928176135,22939200.0,0.6189091721666906 +2016-11-09 08:54:28.835016960,0,0,,11 days 23:59:59.752807621,39177750.56434976,0.0,0.0 +2016-11-09 08:54:53.661510912,0,1606,7455.0684,11 days 23:59:59.752807621,39177750.56434976,23126400.0,0.5902942273833386 +2016-11-13 09:11:44.475024896,0,1553,7484.3804,11 days 23:59:59.835205080,36802645.6691496,22363200.0,0.6076519661396601 +2016-11-15 08:55:35.617801984,0,1342,7744.2363,11 days 23:59:59.835205080,37878789.079006664,19324800.0,0.5101747038347186 +2016-11-19 09:11:02.314172672,0,1476,7631.4907,11 days 23:59:59.670410153,37481750.22188607,21254400.0,0.5670599658280975 +2016-11-21 08:54:28.593582080,0,0,,11 days 23:59:59.752807621,38279381.83020191,0.0,0.0 +2016-11-21 08:54:53.419047680,0,1390,7755.6777,11 days 23:59:59.752807621,38279381.83020191,20016000.0,0.5228924565392968 +2016-11-25 09:11:44.217462272,0,1366,7670.773,11 days 23:59:59.670410153,38359223.19862895,19670400.0,0.5127945343977421 +2016-11-27 08:55:35.362586112,0,1435,7710.5566,11 days 23:59:59.670410153,38878202.47743959,20664000.0,0.5315060543756105 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23:59:59.588012693,40071772.38258193,16430400.0,0.4100242894956609 +2016-12-19 09:11:43.461566976,0,1189,7431.53,11 days 23:59:59.588012693,41609631.55520618,17121600.0,0.41148165364751355 +2016-12-21 08:55:09.743918080,0,0,,11 days 23:59:59.752807621,40693259.97628339,0.0,0.0 +2016-12-21 08:55:34.566303232,0,1165,7458.547,11 days 23:59:59.752807621,40693259.97628339,16776000.0,0.4122550026657312 +2016-12-23 09:02:50.870053120,0,0,,5 days 23:59:17.853698734,41296875.110875584,0.0,0.0 +2016-12-23 09:03:17.474090240,0,1866,7510.09,5 days 23:59:17.853698734,41296875.110875584,26870400.0,0.6506642434290058 +2016-12-25 09:11:01.239161088,0,1143,7559.6875,11 days 23:59:59.505615234,39152682.00707934,16459200.0,0.42038499423932063 +2016-12-26 09:03:11.231293184,0,0,,11 days 23:59:58.599243162,39559997.75058208,0.0,0.0 +2016-12-26 09:03:37.840983040,0,1326,7772.2046,11 days 23:59:58.599243162,39559997.75058208,19094400.0,0.4826693904379469 +2016-12-26 19:56:46.387256832,0,1823,7554.2617,6 days 00:00:41.775512693,39559997.75058208,26251200.0,0.6635794108358802 +2016-12-27 08:54:26.996004096,0,0,,11 days 23:59:58.516845702,39312174.99363679,0.0,0.0 +2016-12-27 08:54:51.820442112,0,1254,7759.4644,11 days 23:59:58.516845702,39312174.99363679,18057600.0,0.4593386146384134 +2016-12-29 09:02:50.153380096,0,0,,6 days 00:00:40.704345702,40001886.77641509,0.0,0.0 +2016-12-29 09:03:16.758959104,0,1869,7623.045,6 days 00:00:40.745544436,40001886.77641509,26913600.0,0.6728082640308888 +2016-12-29 19:56:24.687606016,0,1128,7608.773,11 days 23:59:58.434448243,40001886.77641509,16243200.0,0.40606084634930045 +2016-12-31 09:11:42.478409216,0,1036,7495.006,11 days 23:59:58.434448243,44017139.235199995,14918400.0,0.3389225256163383 +2017-01-01 09:02:29.028395008,0,0,,11 days 23:59:58.434448243,43637197.76328269,0.0,0.0 +2017-01-01 09:02:55.634489088,0,1092,7523.4385,11 days 23:59:58.516845702,43637197.76328269,15724800.0,0.36035311170304335 +2017-01-01 19:56:45.585381888,0,1453,7281.812,5 days 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days 00:00:41.857910153,38705269.73441104,24825600.0,0.6414010332533279 +2017-01-08 08:54:26.050753024,0,0,,11 days 23:59:59.588012693,38596908.09047956,0.0,0.0 +2017-01-08 08:54:50.876219904,0,1071,7605.0503,11 days 23:59:59.588012693,38596908.09047956,15422400.0,0.3995760480048437 +2017-01-08 20:12:38.920250112,0,1204,7769.5874,11 days 23:59:59.588012693,38596908.09047956,17337600.0,0.44919660298583736 +2017-01-10 09:02:49.162279936,0,0,,6 days 00:00:41.775512693,39026018.24722783,0.0,0.0 +2017-01-10 09:03:15.773512960,0,1649,7597.7524,6 days 00:00:41.775512693,39026018.24722783,23745600.0,0.6084556167009618 +2017-01-10 19:56:23.702224896,0,1245,7926.3735,11 days 23:59:59.588012693,39026018.24722783,17928000.0,0.4593858355322604 +2017-01-12 09:11:41.456133120,0,1144,7712.5366,11 days 23:59:59.505615234,38240106.782808885,16473600.0,0.4307937761148153 +2017-01-13 09:02:28.037936128,0,0,,11 days 23:59:59.505615234,39450713.15459924,0.0,0.0 +2017-01-13 09:02:54.650197248,0,1263,7771.9937,11 days 23:59:59.505615234,39450713.15459924,18187200.0,0.4610106775187586 +2017-01-13 19:56:44.632875008,0,1731,7558.3037,5 days 23:59:17.771301265,39450713.15459924,24926400.0,0.6318364867656145 +2017-01-14 08:55:07.787005952,0,0,,11 days 23:59:59.588012693,39544863.00998654,0.0,0.0 +2017-01-14 08:55:32.609389312,0,1220,7827.785,11 days 23:59:59.588012693,39544863.00998654,17568000.0,0.44425492119073545 +2017-01-14 20:13:20.690535936,0,1257,7909.0254,11 days 23:59:59.588012693,39544863.00998654,18100800.0,0.45772822617766756 +2017-01-16 09:02:48.926691072,0,0,,5 days 23:59:17.771301265,40605978.541714504,0.0,0.0 +2017-01-16 09:03:15.537923840,0,1671,7678.891,5 days 23:59:17.771301265,40605978.541714504,24062400.0,0.5925826901395987 +2017-01-18 09:10:59.431123968,0,1298,7788.6455,11 days 23:59:59.670410153,40159634.06768201,18691200.0,0.4654225675587398 +2017-01-20 08:54:25.700606976,0,0,,11 days 23:59:59.670410153,40003745.64033639,0.0,0.0 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23:59:59.752807621,44076125.40094202,20390400.0,0.46261779624495314 +2017-02-07 08:55:07.253328896,0,0,,11 days 23:59:59.752807621,42187238.45290825,0.0,0.0 +2017-02-07 08:55:32.080338944,0,1406,7729.628,11 days 23:59:59.752807621,42187238.45290825,20246400.0,0.4799176419807654 +2017-02-11 09:10:58.905328128,0,1378,7721.4165,11 days 23:59:59.917602540,42653200.598154455,19843200.0,0.46522182911775645 +2017-02-13 08:54:25.232890112,0,0,,11 days 23:59:59.917602540,43521162.18657539,0.0,0.0 +2017-02-13 08:54:50.056302080,0,1445,7727.8623,11 days 23:59:59.917602540,43521162.18657539,20808000.0,0.47811223217790055 +2017-02-17 09:11:40.837605888,0,1438,7675.9277,11 days 23:59:59.835205080,43018676.866409644,20707200.0,0.48135371676595756 +2017-02-19 08:55:07.102970112,0,0,,11 days 23:59:59.917602540,43496241.02905276,0.0,0.0 +2017-02-19 08:55:31.933062144,0,1549,7719.0947,11 days 23:59:59.917602540,43496241.02905276,22305600.0,0.5128167278892275 +2017-02-19 13:59:54.631335936,0,0,,47 days 23:59:37.917480468,43496241.02905276,0.0,0.0 +2017-02-23 09:10:58.701417984,0,1104,7350.1157,11 days 23:59:59.752807621,43389543.36524244,15897600.0,0.3663924246949994 +2017-02-25 08:54:25.064496896,0,0,,11 days 23:59:59.752807621,43509263.749452785,0.0,0.0 +2017-02-25 08:54:49.890991104,0,1115,7422.0967,11 days 23:59:59.752807621,43509263.749452785,16056000.0,0.369024860830975 +2017-03-01 09:11:40.735976960,0,1030,7368.4854,11 days 23:59:59.917602540,38535007.78600054,14832000.0,0.38489676925375754 +2017-03-03 08:55:07.068832000,0,0,,12 days 00:00:00,41886339.31373024,0.0,0.0 +2017-03-03 08:55:31.896354048,0,1123,7447.869,12 days 00:00:00,41886339.31373024,16171200.0,0.3860733658025618 +2017-03-06 08:54:45.999352064,0,0,,6 days 00:00:42.146301265,41717190.53513128,0.0,0.0 +2017-03-06 08:55:10.827900928,0,1695,7290.987,6 days 00:00:42.146301265,41717190.53513128,24408000.0,0.5850825447951798 +2017-03-07 09:10:58.735319040,0,1171,7538.0728,12 days 00:00:00.329589846,38086817.84920217,16862400.0,0.4427358585525209 +2017-03-09 08:54:25.109391872,0,0,,12 days 00:00:00.329589846,38282787.46604563,0.0,0.0 +2017-03-09 08:54:49.937429248,0,1360,7649.4404,12 days 00:00:00.329589846,38282787.46604563,19584000.0,0.5115614952900112 +2017-03-09 13:47:01.428724992,0,0,,15 days 23:59:50.689086910,38282787.46604563,0.0,0.0 +2017-03-09 14:00:26.170304000,0,0,,9 days 23:59:30.007324216,38282787.46604563,0.0,0.0 +2017-03-13 09:11:40.839065088,0,1201,7657.3164,12 days 00:00:00.247192378,38438095.13292131,17294400.0,0.44992864345111006 +2017-03-15 08:55:07.191684096,0,0,,12 days 00:00:00.247192378,38611547.58247003,0.0,0.0 +2017-03-15 08:55:32.015095296,0,1249,7638.0576,12 days 00:00:00.247192378,38611547.58247003,17985600.0,0.4658088350793174 +2017-03-15 14:19:56.170309632,0,2807,7174.611,9 days 23:59:30.007324216,38611547.58247003,40420800.0,1.0468578062991545 +2017-03-15 14:19:56.170309632,0,0,,9 days 23:59:30.007324216,38611547.58247003,0.0,0.0 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14:10:11.170307072,0,1805,7353.0723,39 days 23:59:39.895019531,40658915.77105927,25992000.0,0.6392693830390068 +2017-03-27 14:10:11.170307072,0,0,,39 days 23:59:39.895019531,40658915.77105927,0.0,0.0 +2017-03-27 14:10:11.170307072,0,1805,7353.0723,39 days 23:59:39.895019531,40658915.77105927,25992000.0,0.6392693830390068 +2017-03-31 09:10:59.339673088,0,1019,7398.4277,12 days 00:00:00.494384765,40402400.929186374,14673600.0,0.3631863370129548 +2017-03-31 13:59:11.435641088,0,0,,31 days 23:59:43.355712891,40402400.929186374,0.0,0.0 +2017-03-31 13:59:35.307616000,0,0,,31 days 23:59:43.355712891,40402400.929186374,0.0,0.0 +2017-04-02 08:54:25.754584064,0,0,,12 days 00:00:00.494384765,39315696.01129723,0.0,0.0 +2017-04-02 08:54:50.573884928,0,1108,7462.9854,12 days 00:00:00.494384765,39315696.01129723,15955200.0,0.4058226514778049 +2017-04-06 09:11:41.509146112,0,1099,7458.0527,12 days 00:00:00.494384765,39463865.05282108,15825600.0,0.40101495326973063 +2017-04-06 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23:59:51.760253909,40112070.63531686,38707200.0,0.9649763621507004 +2017-04-12 09:10:59.854368000,0,1236,7556.787,12 days 00:00:00.576782225,40607315.225135535,17798400.0,0.43830526350540316 +2017-04-14 08:54:26.289679104,0,0,,12 days 00:00:00.576782225,40776337.93513765,0.0,0.0 +2017-04-14 08:54:51.115145984,0,1327,7592.8804,12 days 00:00:00.659179684,40776337.93513765,19108800.0,0.46862472128802 +2017-04-14 14:11:24.480720896,0,0,,31 days 23:59:41.378173828,40776337.93513765,0.0,0.0 +2017-04-18 09:11:42.021214720,0,1270,7552.296,12 days 00:00:00.576782225,41717963.48016564,18288000.0,0.43837230953746903 +2017-04-18 13:46:50.530350080,0,0,,63 days 23:59:47.475585936,41717963.48016564,0.0,0.0 +2017-04-20 08:55:08.394235904,0,0,,12 days 00:00:00.329589846,42090181.73645022,0.0,0.0 +2017-04-20 08:55:33.214564096,0,1469,7630.032,12 days 00:00:00.329589846,42090181.73645022,21153600.0,0.5025780152828593 +2017-04-24 09:11:00.400242944,0,1086,7424.9604,12 days 00:00:00.494384765,41601434.67385562,15638400.0,0.37591011277858494 +2017-04-24 13:59:07.967606016,0,1054,7653.4536,47 days 23:59:53.078613279,41601434.67385562,15177600.0,0.36483357170223624 +2017-04-24 13:59:31.848054272,0,1070,7648.587,47 days 23:59:53.078613279,41601434.67385562,15408000.0,0.3703718422404106 +2017-04-24 13:59:40.655336960,0,0,,79 days 23:59:54.067382810,41601434.67385562,0.0,0.0 +2017-04-26 13:46:54.954820096,0,0,,79 days 23:59:56.044921873,45170088.43146693,0.0,0.0 +2017-04-26 13:47:18.835269120,0,0,,79 days 23:59:56.044921873,45170088.43146693,0.0,0.0 +2017-04-26 14:10:06.170416128,0,2609,6781.61,20 days 00:00:10.052490234,45170088.43146693,37569600.0,0.8317362507935188 +2017-04-26 14:10:06.170416128,0,0,,20 days 00:00:10.052490234,45170088.43146693,0.0,0.0 +2017-04-26 14:10:06.170416128,0,2609,6781.61,20 days 00:00:10.052490234,45170088.43146693,37569600.0,0.8317362507935188 +2017-04-26 14:10:06.170416128,0,0,,20 days 00:00:10.052490234,45170088.43146693,0.0,0.0 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00:00:11.865234378,29993169.53374661,172800.0,0.0057613117481823736 +2017-08-17 02:10:15.170629888,0,0,,95 days 00:00:11.865234378,29993169.53374661,0.0,0.0 +2017-08-17 02:10:15.170629888,0,0,,95 days 00:00:11.865234378,29993169.53374661,0.0,0.0 +2017-08-17 02:10:15.170629888,0,0,,95 days 00:00:11.865234378,29993169.53374661,0.0,0.0 +2017-08-17 02:10:15.170629888,0,12,10.75,95 days 00:00:11.865234378,29993169.53374661,172800.0,0.0057613117481823736 +2017-08-17 02:10:15.170629888,0,0,,95 days 00:00:11.865234378,29993169.53374661,0.0,0.0 +2017-08-17 02:10:15.170629888,0,0,,95 days 00:00:11.865234378,29993169.53374661,0.0,0.0 +2017-08-17 02:10:15.170629888,0,0,,95 days 00:00:11.865234378,29993169.53374661,0.0,0.0 +2017-08-17 02:10:15.170629888,0,12,10.75,95 days 00:00:11.865234378,29993169.53374661,172800.0,0.0057613117481823736 +2017-08-17 02:10:15.170629888,0,0,,95 days 00:00:11.865234378,29993169.53374661,0.0,0.0 +2017-08-17 02:10:15.170629888,0,0,,95 days 00:00:11.865234378,29993169.53374661,0.0,0.0 +2017-08-17 14:19:54.170703104,0,105,7885.6,90 days 00:00:09.887695315,29993169.53374661,1512000.0,0.05041147779659577 +2017-08-17 14:20:21.170628096,0,0,,100 days 00:00:59.985351558,29993169.53374661,0.0,0.0 +2017-08-17 14:20:21.170628096,0,0,,100 days 00:00:59.985351558,29993169.53374661,0.0,0.0 +2017-08-17 14:20:21.170628096,0,0,,100 days 00:00:59.985351558,29993169.53374661,0.0,0.0 +2017-08-17 14:20:21.170628096,0,0,,100 days 00:00:59.985351558,29993169.53374661,0.0,0.0 +2017-08-18 02:29:30.170804992,0,0,,25 days 00:00:01.977539063,28953859.08990544,0.0,0.0 +2017-08-18 02:29:55.170700800,0,0,,95 days 00:00:48.120117189,28953859.08990544,0.0,0.0 +2017-08-18 08:55:15.154724096,0,0,,12 days 00:00:00.659179684,28953859.08990544,0.0,0.0 +2017-08-18 08:55:39.978649088,0,1052,8236.607,12 days 00:00:00.659179684,28953859.08990544,15148800.0,0.5232048671978763 +2017-08-22 02:10:05.170730240,0,827,8723.481,44 days 23:59:52.089843747,29430883.65109613,11908800.0,0.4046361686308547 +2017-08-22 02:10:05.170730240,0,0,,44 days 23:59:52.089843747,29430883.65109613,0.0,0.0 +2017-08-22 02:10:05.170730240,0,0,,44 days 23:59:52.089843747,29430883.65109613,0.0,0.0 +2017-08-22 02:10:05.170730240,0,827,8723.481,44 days 23:59:52.089843747,29430883.65109613,11908800.0,0.4046361686308547 +2017-08-22 02:10:05.170730240,0,0,,44 days 23:59:52.089843747,29430883.65109613,0.0,0.0 +2017-08-22 02:10:05.170730240,0,0,,44 days 23:59:52.089843747,29430883.65109613,0.0,0.0 +2017-08-22 02:10:05.170730240,0,827,8723.481,44 days 23:59:52.089843747,29430883.65109613,11908800.0,0.4046361686308547 +2017-08-22 02:10:05.170730240,0,0,,44 days 23:59:52.089843747,29430883.65109613,0.0,0.0 +2017-08-22 02:10:05.170730240,0,0,,44 days 23:59:52.089843747,29430883.65109613,0.0,0.0 +2017-08-22 02:10:05.170803968,0,1127,8528.26,34 days 23:59:48.134765621,29430883.65109613,16228800.0,0.5514207521728819 +2017-08-22 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00:00:11.865234378,29430883.65109613,1843200.0,0.06262808897793157 +2017-08-22 02:10:15.170710272,0,0,,85 days 00:00:11.865234378,29430883.65109613,0.0,0.0 +2017-08-22 09:11:06.873723904,0,1154,8273.375,12 days 00:00:00.741577144,29430883.65109613,16617600.0,0.5646313646916643 +2017-08-22 13:59:39.734050048,0,1503,8238.575,32 days 00:00:06.591796873,29430883.65109613,21643200.0,0.7353907635455558 +2017-08-22 14:19:51.170817024,0,0,,10 days 00:00:00,29430883.65109613,0.0,0.0 +2017-08-22 14:19:54.170713088,0,198,8715.9795,80 days 00:00:09.887695315,29430883.65109613,2851200.0,0.09687782513773789 +2017-08-24 02:00:10.170816000,0,0,,15 days 00:00:01.977539063,30611124.806641243,0.0,0.0 +2017-08-24 02:00:15.170712064,0,0,,85 days 00:00:07.910156252,30611124.806641243,0.0,0.0 +2017-08-24 02:00:15.170727168,0,0,,54 days 23:59:52.089843747,30611124.806641243,0.0,0.0 +2017-08-24 02:00:15.170727168,0,0,,54 days 23:59:52.089843747,30611124.806641243,0.0,0.0 +2017-08-24 02:00:15.170727168,0,0,,54 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23:59:59.670410153,35341042.60343472,20217600.0,0.5720714079339327 +2017-11-10 08:55:16.746712064,0,0,,11 days 23:59:59.670410153,36636423.20008281,0.0,0.0 +2017-11-10 08:55:41.569609728,0,1289,8035.2188,11 days 23:59:59.670410153,36636423.20008281,18561600.0,0.5066433450293272 +2017-11-14 09:11:08.307505920,0,1398,8115.716,11 days 23:59:59.835205080,35500027.19296597,20131200.0,0.5670756219586454 +2017-11-16 08:54:34.606531072,0,0,,11 days 23:59:59.835205080,34957050.10302269,0.0,0.0 +2017-11-16 08:54:59.431997952,0,1365,8096.284,11 days 23:59:59.835205080,34957050.10302269,19656000.0,0.5622900085124852 +2017-11-20 09:11:50.190127104,0,1335,8178.1753,11 days 23:59:59.835205080,34708880.786285065,19224000.0,0.553864013027934 +2017-11-22 08:55:16.494864896,0,0,,11 days 23:59:59.835205080,38139151.45901319,0.0,0.0 +2017-11-22 08:55:41.317762048,0,1365,8172.1216,11 days 23:59:59.835205080,38139151.45901319,19656000.0,0.5153759128889801 +2017-11-26 09:11:08.098772992,0,1353,8161.575,11 days 23:59:59.752807621,35601353.96946541,19483200.0,0.5472600850155969 +2017-11-28 08:54:34.343004928,0,0,,11 days 23:59:59.670410153,36428557.401035756,0.0,0.0 +2017-11-28 08:54:59.168986880,0,1313,8252.953,11 days 23:59:59.670410153,36428557.401035756,18907200.0,0.5190213763299455 +2017-12-02 09:11:49.789178112,0,1321,8192.166,11 days 23:59:59.340820315,36985820.61547989,19022400.0,0.5143160185024649 +2017-12-04 08:55:16.115552000,0,0,,11 days 23:59:59.423217774,38044552.47881155,0.0,0.0 +2017-12-04 08:55:40.934853120,0,1298,8243.959,11 days 23:59:59.423217774,38044552.47881155,18691200.0,0.49129767028827154 +2017-12-10 08:54:34.000580096,0,0,,11 days 23:59:59.670410153,40875678.203547016,0.0,0.0 +2017-12-10 08:54:58.827074048,0,1407,7987.946,11 days 23:59:59.670410153,40875678.203547016,20260800.0,0.4956688400155243 +2017-12-20 09:11:07.340603904,0,1397,7993.3394,11 days 23:59:59.505615234,41440568.61275356,20116800.0,0.48543735458805803 +2017-12-22 08:54:33.595440384,0,0,,11 days 23:59:59.505615234,41675658.162590794,0.0,0.0 +2017-12-22 08:54:58.416282112,0,1439,8057.0654,11 days 23:59:59.505615234,41675658.162590794,20721600.0,0.4972111038812645 +2017-12-26 09:11:48.851356928,0,1413,7989.476,11 days 23:59:59.423217774,39400293.11810739,20347200.0,0.5164225539898061 +2017-12-27 19:56:51.999290880,0,1890,7755.5874,5 days 23:59:18.059692378,39538640.172064774,27216000.0,0.6883393025546921 +2017-12-28 08:55:14.968859904,0,0,,11 days 23:59:59.588012693,39343147.353874624,0.0,0.0 +2017-12-28 08:55:39.787645952,0,1473,8035.8975,11 days 23:59:59.588012693,39343147.353874624,21211200.0,0.5391332780068258 +2017-12-30 09:02:56.276251904,0,0,,5 days 23:59:17.936096193,39455275.48455403,0.0,0.0 +2017-12-30 09:03:22.884400640,0,1843,7922.902,5 days 23:59:17.936096193,39455275.48455403,26539200.0,0.6726400886591092 +2017-12-30 19:57:12.745177088,0,1539,8090.371,11 days 23:59:59.505615234,39455275.48455403,22161600.0,0.5616891461998746 +2018-01-01 09:11:06.819755008,0,1406,7986.008,11 days 23:59:59.423217774,38712787.07743754,20246400.0,0.5229899867323151 +2018-01-02 09:03:17.101214976,0,0,,11 days 23:59:59.588012693,44708066.95216029,0.0,0.0 +2018-01-02 09:03:43.710905088,0,1482,8084.6416,11 days 23:59:59.588012693,44708066.95216029,21340800.0,0.4773366744492811 +2018-01-02 19:56:51.772007936,0,1881,7899.982,6 days 00:00:41.487121581,44708066.95216029,27086400.0,0.6058503944933183 +2018-01-03 08:54:33.104887040,0,0,,11 days 23:59:59.505615234,39579990.25868136,0.0,0.0 +2018-01-03 08:54:57.925214976,0,1377,8085.4575,11 days 23:59:59.505615234,39579990.25868136,19828800.0,0.5009804163772075 +2018-01-05 09:02:56.071226112,0,0,,6 days 00:00:41.651916500,41294001.45242271,0.0,0.0 +2018-01-05 09:03:22.678861824,0,1743,7994.7246,6 days 00:00:41.651916500,41294001.45242271,25099200.0,0.6078170949094941 +2018-01-05 19:56:30.798194944,0,1451,8207.401,11 days 23:59:59.505615234,41294001.45242271,20894400.0,0.505991167362981 +2018-01-07 09:11:48.421633024,0,1156,7647.621,11 days 23:59:59.670410153,40647281.65573349,16646400.0,0.40953292131534086 +2018-01-08 09:02:35.056578048,0,0,,11 days 23:59:59.588012693,41345279.1912866,0.0,0.0 +2018-01-08 09:03:01.669351936,0,1163,7694.3438,11 days 23:59:59.670410153,41345279.1912866,16747200.0,0.4050571268975594 +2018-01-08 19:56:51.552955648,0,1909,7935.526,5 days 23:59:18.059692378,41345279.1912866,27489600.0,0.6648788093271203 +2018-01-09 08:55:14.644184064,0,0,,11 days 23:59:59.752807621,41713872.07415266,0.0,0.0 +2018-01-09 08:55:39.470679040,0,1110,7763.1143,11 days 23:59:59.752807621,41713872.07415266,15984000.0,0.3831818818350414 +2018-01-09 20:13:27.511788032,0,1178,7778.073,11 days 23:59:59.752807621,41713872.07415266,16963200.0,0.40665608720871965 +2018-01-11 09:02:55.881547008,0,0,,5 days 23:59:17.977294919,42649040.89092473,0.0,0.0 +2018-01-11 09:03:22.495862272,0,1372,7433.6416,5 days 23:59:17.977294919,42649040.89092473,19756800.0,0.4632413669167421 +2018-01-11 19:57:12.344747008,0,1181,7755.0728,11 days 23:59:59.670410153,42649040.89092473,17006400.0,0.398752226187079 +2018-01-13 09:11:06.312452096,0,1108,7675.0522,11 days 23:59:59.505615234,37695211.307729475,15955200.0,0.4232686181209536 +2018-01-14 09:03:16.705039616,0,0,,11 days 23:59:59.588012693,36293368.94659664,0.0,0.0 +2018-01-14 09:03:43.314215936,0,1149,7727.0503,11 days 23:59:59.588012693,36293368.94659664,16545600.0,0.45588493105574707 +2018-01-14 19:56:51.370939904,0,1488,7593.4165,6 days 00:00:41.569519040,36293368.94659664,21427200.0,0.5903888402184088 +2018-01-15 08:54:32.606249984,0,0,,11 days 23:59:59.505615234,36015541.940874144,0.0,0.0 +2018-01-15 08:54:57.425037312,0,1138,7690.5923,11 days 23:59:59.505615234,36015541.940874144,16387200.0,0.45500356559683247 +2018-01-15 20:12:45.489608960,0,1179,7772.0723,11 days 23:59:59.505615234,36015541.940874144,16977600.0,0.4713964884346797 +2018-01-17 09:02:55.690397696,0,0,,6 days 00:00:41.651916500,35177794.19297234,0.0,0.0 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23:59:59.588012693,36942541.676777884,19468800.0,0.5270021800432347 +2018-01-21 20:13:52.027717120,0,0,,11 days 23:59:59.588012693,36942541.676777884,0.0,0.0 +2018-01-23 09:02:55.453072896,0,0,,5 days 23:59:17.894897459,36704150.58169785,0.0,0.0 +2018-01-23 09:03:22.060709120,0,1573,7585.8184,5 days 23:59:17.894897459,36704150.58169785,22651200.0,0.6171291159451266 +2018-01-23 19:57:11.994783232,0,1354,7796.1587,11 days 23:59:59.670410153,36704150.58169785,19497600.0,0.5312096776794033 +2018-01-25 09:11:05.873807104,0,1293,7663.1353,11 days 23:59:59.588012693,35451458.822223365,18619200.0,0.5252026466207994 +2018-01-26 09:03:16.302576896,0,0,,11 days 23:59:59.588012693,41220061.6369971,0.0,0.0 +2018-01-26 09:03:42.910212096,0,1316,7642.6514,11 days 23:59:59.588012693,41220061.6369971,18950400.0,0.45973730381303096 +2018-01-26 19:56:50.941632000,0,1853,7263.574,6 days 00:00:41.775512693,41220061.6369971,26683200.0,0.6473352765695641 +2018-01-27 08:54:32.164399104,0,0,,11 days 23:59:59.588012693,36442588.560255356,0.0,0.0 +2018-01-27 08:54:56.984212992,0,1294,7676.4155,11 days 23:59:59.588012693,36442588.560255356,18633600.0,0.5113138428460042 +2018-01-27 20:12:45.055503104,0,1297,7670.077,11 days 23:59:59.670410153,36442588.560255356,18676800.0,0.5124992690658945 +2018-01-29 09:02:55.241758976,0,0,,6 days 00:00:41.693115234,37028488.58533525,0.0,0.0 +2018-01-29 09:03:21.847854080,0,1640,7450.3086,6 days 00:00:41.693115234,37028488.58533525,23616000.0,0.6377792046676427 +2018-01-29 19:56:29.907598080,0,1397,7735.7515,11 days 23:59:59.670410153,37028488.58533525,20116800.0,0.5432789932443274 +2018-01-31 09:11:47.706701056,0,1297,7591.294,11 days 23:59:59.752807621,36019808.6651304,18676800.0,0.5185146921138535 +2018-02-01 09:02:34.265767936,0,0,,11 days 23:59:59.752807621,36468691.22809516,0.0,0.0 +2018-02-01 09:03:00.871862016,0,1277,7648.135,11 days 23:59:59.752807621,36468691.22809516,18388800.0,0.5042352599106553 +2018-02-01 19:56:50.792806912,0,1766,7460.91,5 days 23:59:17.936096193,36468691.22809516,25430400.0,0.6973214322648531 +2018-02-02 08:55:14.014030080,0,0,,11 days 23:59:59.835205080,36825964.26981579,0.0,0.0 +2018-02-02 08:55:38.837955072,0,1269,7637.859,11 days 23:59:59.835205080,36825964.26981579,18273600.0,0.4962151124166995 +2018-02-02 20:13:26.919375360,0,1353,7698.171,11 days 23:59:59.835205080,36825964.26981579,19483200.0,0.5290615028367174 +2018-02-04 09:02:55.115345920,0,0,,5 days 23:59:18.059692378,38045181.54803708,0.0,0.0 +2018-02-04 09:03:21.721440000,0,1727,7460.328,5 days 23:59:18.059692378,38045181.54803708,24868800.0,0.653664905465094 +2018-02-06 09:11:05.661402112,0,1337,7560.869,12 days 00:00:00,42798615.76431327,19252800.0,0.4498463246106558 +2018-02-08 08:54:31.917072896,0,0,,11 days 23:59:59.917602540,37893271.57342095,0.0,0.0 +2018-02-08 08:54:56.737401088,0,1311,7601.5195,11 days 23:59:59.917602540,37893271.57342095,18878400.0,0.4981992637775215 +2018-02-08 20:12:44.803865344,0,1355,7652.4644,11 days 23:59:59.835205080,37893271.57342095,19512000.0,0.514919910311626 +2018-02-12 09:11:47.473541632,0,1379,7587.546,11 days 23:59:59.752807621,37757746.982346855,19857600.0,0.5259212105342028 +2018-02-14 08:55:13.780774656,0,0,,11 days 23:59:59.752807621,37990791.732378535,0.0,0.0 +2018-02-14 08:55:38.608296960,0,1321,7602.7,11 days 23:59:59.752807621,37990791.732378535,19022400.0,0.5007108073451314 +2018-02-18 09:11:05.504251904,0,1393,7580.8745,11 days 23:59:59.670410153,39202072.03911807,20059200.0,0.5116872388781845 +2018-02-20 08:54:31.808401152,0,0,,11 days 23:59:59.917602540,39623320.02856082,0.0,0.0 +2018-02-20 08:54:56.627702016,0,1418,7536.584,11 days 23:59:59.917602540,39623320.02856082,20419200.0,0.5153328894520114 +2018-02-24 09:11:47.356131072,0,1393,7524.035,12 days 00:00:00,39720121.6422802,20059200.0,0.5050135591389511 +2018-02-24 13:46:57.469995008,0,0,,47 days 23:59:38.576660153,39720121.6422802,0.0,0.0 +2018-02-26 08:55:13.650135040,0,0,,12 days 00:00:00,39496234.65012341,0.0,0.0 +2018-02-26 08:55:38.474574080,0,1338,7608.0024,12 days 00:00:00,39496234.65012341,19267200.0,0.48782371713856015 +2018-03-02 09:11:05.363814912,0,1536,7453.4194,12 days 00:00:00,46722230.75176735,22118400.0,0.4734020538855228 +2018-03-04 08:54:31.766464000,0,0,,12 days 00:00:00,40286463.365465105,0.0,0.0 +2018-03-04 08:54:56.589361920,0,1504,7518.0557,12 days 00:00:00,40286463.365465105,21657600.0,0.5375900039556616 +2018-03-08 02:20:35.180228096,0,0,,14 days 23:58:31.999511720,40443107.37337064,0.0,0.0 +2018-03-08 02:20:35.180228096,0,2913,7068.049,14 days 23:58:31.999511720,40443107.37337064,41947200.0,1.037190332897608 +2018-03-08 02:20:35.180228096,0,0,,14 days 23:58:31.999511720,40443107.37337064,0.0,0.0 +2018-03-08 02:20:35.180228096,0,2913,7068.049,14 days 23:58:31.999511720,40443107.37337064,41947200.0,1.037190332897608 +2018-03-08 09:11:47.402512896,0,1463,7548.685,12 days 00:00:00.082397459,40443107.37337064,21067200.0,0.5209095286746311 +2018-03-14 09:11:05.419843072,0,1467,7564.838,12 days 00:00:00.082397459,42249977.01798647,21124800.0,0.49999553824625387 +2018-03-20 09:11:47.547561984,0,1542,7528.434,12 days 00:00:00.164794919,42416822.75790107,22204800.0,0.5234904114986751 +2018-03-20 13:46:44.624341248,0,0,,95 days 23:59:13.198242189,42416822.75790107,0.0,0.0 +2018-03-22 02:00:10.180314368,0,0,,15 days 00:00:01.977539063,43425596.752301954,0.0,0.0 +2018-03-26 09:11:05.711152896,0,1551,7559.1143,12 days 00:00:00.494384765,43569909.02502937,22334400.0,0.5126106640977762 +2018-03-28 02:21:05.180228352,0,0,,54 days 23:59:31.984863279,44160110.215512924,0.0,0.0 +2018-03-28 02:21:05.180228352,0,1634,7643.1133,54 days 23:59:31.984863279,44160110.215512924,23529600.0,0.5328247571206091 +2018-03-28 02:21:05.180228352,0,0,,54 days 23:59:31.984863279,44160110.215512924,0.0,0.0 +2018-03-28 02:21:05.180228352,0,1634,7643.1133,54 days 23:59:31.984863279,44160110.215512924,23529600.0,0.5328247571206091 +2018-03-28 08:54:32.086622976,0,0,,12 days 00:00:00.576782225,44160110.215512924,0.0,0.0 +2018-03-28 08:54:56.909519872,0,1597,7563.035,12 days 00:00:00.576782225,44160110.215512924,22996800.0,0.5207595698418682 +2018-03-28 13:46:43.197927936,0,0,,15 days 23:59:52.749023441,44160110.215512924,0.0,0.0 +2018-04-01 09:11:47.790442240,0,1580,7586.584,12 days 00:00:00.329589846,44340413.43758847,22752000.0,0.5131210612644528 +2018-04-01 14:10:41.180302080,0,0,,59 days 23:59:00.014648441,44340413.43758847,0.0,0.0 +2018-04-03 08:55:14.213886976,0,0,,12 days 00:00:00.329589846,44853247.01759568,0.0,0.0 +2018-04-03 08:55:39.041409024,0,1669,7589.6685,12 days 00:00:00.329589846,44853247.01759568,24033600.0,0.5358274282923542 +2018-04-03 14:00:14.180314368,0,0,,40 days 00:00:09.887695315,44853247.01759568,0.0,0.0 +2018-04-07 09:11:06.126833920,0,1706,7593.3877,12 days 00:00:00.329589846,44756295.0276872,24566400.0,0.5488926191232474 +2018-04-09 02:09:25.180302336,0,1099,7574.5625,74 days 23:56:27.744140621,45517725.512832284,15825600.0,0.34767993834706157 +2018-04-09 02:09:25.180302336,0,0,,74 days 23:56:27.744140621,45517725.512832284,0.0,0.0 +2018-04-09 02:09:25.180302336,0,1099,7574.5625,74 days 23:56:27.744140621,45517725.512832284,15825600.0,0.34767993834706157 +2018-04-09 02:09:25.180302336,0,0,,74 days 23:56:27.744140621,45517725.512832284,0.0,0.0 +2018-04-09 08:54:32.519650048,0,0,,12 days 00:00:00.247192378,45517725.512832284,0.0,0.0 +2018-04-09 08:54:57.346144000,0,1747,7605.116,12 days 00:00:00.247192378,45517725.512832284,25156800.0,0.5526813942605246 +2018-04-09 14:11:20.221106944,0,0,,15 days 23:59:50.689086910,45517725.512832284,0.0,0.0 +2018-04-09 14:19:29.180228096,0,0,,79 days 23:56:19.833984378,45517725.512832284,0.0,0.0 +2018-04-09 14:19:29.180228096,0,1037,7574.8623,79 days 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23:56:19.833984378,46780029.97988806,0.0,0.0 +2018-04-19 14:19:29.180228096,0,0,,99 days 23:56:19.833984378,46780029.97988806,0.0,0.0 +2018-04-19 14:19:29.180228096,0,0,,99 days 23:56:19.833984378,46780029.97988806,0.0,0.0 +2018-04-19 14:19:29.180228096,0,0,,99 days 23:56:19.833984378,46780029.97988806,0.0,0.0 +2018-04-21 02:00:15.180314112,0,0,,75 days 00:00:11.865234378,47426421.239611134,0.0,0.0 +2018-04-21 08:54:32.917687040,0,0,,12 days 00:00:00.494384765,47426421.239611134,0.0,0.0 +2018-04-21 08:54:57.745723904,0,1577,7434.461,12 days 00:00:00.494384765,47426421.239611134,22708800.0,0.47882170753026015 +2018-04-21 13:46:30.352359936,0,0,,31 days 23:59:41.542968747,47426421.239611134,0.0,0.0 +2018-04-21 13:46:54.220101120,0,0,,31 days 23:59:41.542968747,47426421.239611134,0.0,0.0 +2018-04-24 02:08:50.180400896,0,0,,44 days 23:57:37.946777342,53033324.965324216,0.0,0.0 +2018-04-24 02:08:50.180400896,0,1945,7253.971,44 days 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00:00:00.576782225,43230335.53045732,22132800.0,0.5119738195047469 +2018-05-01 14:10:06.180400896,0,1479,7520.0806,60 days 00:00:09.887695315,43230335.53045732,21297600.0,0.49265405273098284 +2018-05-03 08:54:33.436791040,0,0,,12 days 00:00:00.494384765,49833585.48459244,0.0,0.0 +2018-05-03 08:54:58.260203008,0,1835,7305.9146,12 days 00:00:00.494384765,49833585.48459244,26424000.0,0.5302448086576026 +2018-05-03 13:58:49.180314112,0,0,,99 days 23:57:19.819335936,49833585.48459244,0.0,0.0 +2018-05-03 14:11:05.715094016,0,0,,31 days 23:59:40.224609378,49833585.48459244,0.0,0.0 +2018-05-03 14:11:13.224869888,0,0,,95 days 23:59:23.745117189,49833585.48459244,0.0,0.0 +2018-05-07 02:19:15.180423936,0,2716,7013.835,24 days 23:56:48.013916017,41201057.32560654,39110400.0,0.9492571923801773 +2018-05-07 02:19:15.180423936,0,0,,24 days 23:56:48.013916017,41201057.32560654,0.0,0.0 +2018-05-07 02:19:15.180423936,0,2716,7013.835,24 days 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23:57:07.954101558,42409884.92981241,0.0,0.0 +2018-07-30 02:01:00.180727040,0,0,,5 days 00:01:17.989196779,42409884.92981241,0.0,0.0 +2018-07-30 02:01:00.180727040,0,0,,5 days 00:01:17.989196779,42409884.92981241,0.0,0.0 +2018-07-30 02:01:00.180727040,0,0,,5 days 00:01:17.989196779,42409884.92981241,0.0,0.0 +2018-07-30 02:01:00.180727040,0,0,,5 days 00:01:17.989196779,42409884.92981241,0.0,0.0 +2018-07-30 09:11:54.203044096,0,1528,7137.0054,12 days 00:00:00.576782225,42409884.92981241,22003200.0,0.5188224404856296 +2018-07-30 14:08:49.180715008,0,2127,6854.7476,30 days 00:02:20.075683594,42409884.92981241,30628800.0,0.7222089861995643 +2018-07-30 14:08:49.180715008,0,0,,30 days 00:02:20.075683594,42409884.92981241,0.0,0.0 +2018-07-30 14:08:49.180715008,0,0,,30 days 00:02:20.075683594,42409884.92981241,0.0,0.0 +2018-07-30 14:08:49.180715008,0,2127,6854.7476,30 days 00:02:20.075683594,42409884.92981241,30628800.0,0.7222089861995643 +2018-07-30 14:08:49.180715008,0,0,,30 days 00:02:20.075683594,42409884.92981241,0.0,0.0 +2018-07-30 14:08:49.180715008,0,0,,30 days 00:02:20.075683594,42409884.92981241,0.0,0.0 +2018-07-30 14:08:49.180715008,0,2127,6854.7476,30 days 00:02:20.075683594,42409884.92981241,30628800.0,0.7222089861995643 +2018-07-30 14:08:49.180715008,0,0,,30 days 00:02:20.075683594,42409884.92981241,0.0,0.0 +2018-07-30 14:08:49.180715008,0,0,,30 days 00:02:20.075683594,42409884.92981241,0.0,0.0 +2018-07-30 14:09:59.180724992,0,0,,10 days 00:00:00,42409884.92981241,0.0,0.0 +2018-07-30 14:09:59.180724992,0,0,,10 days 00:00:00,42409884.92981241,0.0,0.0 +2018-07-30 14:09:59.180724992,0,3043,6657.522,10 days 00:00:00,42409884.92981241,43819200.0,1.0332308157053476 +2018-07-30 14:09:59.180724992,0,0,,10 days 00:00:00,42409884.92981241,0.0,0.0 +2018-07-30 14:09:59.180724992,0,0,,10 days 00:00:00,42409884.92981241,0.0,0.0 +2018-07-30 14:09:59.180724992,0,0,,10 days 00:00:00,42409884.92981241,0.0,0.0 +2018-07-30 14:09:59.180724992,0,3043,6657.522,10 days 00:00:00,42409884.92981241,43819200.0,1.0332308157053476 +2018-07-30 14:09:59.180724992,0,0,,10 days 00:00:00,42409884.92981241,0.0,0.0 +2018-07-30 14:09:59.180724992,0,0,,10 days 00:00:00,42409884.92981241,0.0,0.0 +2018-07-30 14:09:59.180724992,0,0,,10 days 00:00:00,42409884.92981241,0.0,0.0 +2018-07-30 14:09:59.180724992,0,3043,6657.522,10 days 00:00:00,42409884.92981241,43819200.0,1.0332308157053476 +2018-07-30 14:09:59.180724992,0,0,,10 days 00:00:00,42409884.92981241,0.0,0.0 +2018-07-30 14:09:59.180724992,0,0,,10 days 00:00:00,42409884.92981241,0.0,0.0 +2018-07-30 14:09:59.180724992,0,0,,10 days 00:00:00,42409884.92981241,0.0,0.0 +2018-07-30 14:09:59.180724992,0,3043,6657.522,10 days 00:00:00,42409884.92981241,43819200.0,1.0332308157053476 +2018-07-30 14:09:59.180724992,0,0,,10 days 00:00:00,42409884.92981241,0.0,0.0 +2018-07-30 14:10:06.180630016,0,0,,59 days 23:59:50.112304684,42409884.92981241,0.0,0.0 +2018-07-30 14:11:15.303811072,0,0,,16 days 00:00:08.734130856,42409884.92981241,0.0,0.0 +2018-07-30 14:11:15.988614656,0,0,,48 days 00:00:23.730468747,42409884.92981241,0.0,0.0 +2018-08-01 08:55:20.638877952,0,0,,12 days 00:00:00.659179684,43298565.010554016,0.0,0.0 +2018-08-01 08:55:45.460233984,0,1550,7180.596,12 days 00:00:00.659179684,43298565.010554016,22320000.0,0.5154905247912837 +2018-08-01 13:58:04.180612096,0,0,,100 days 00:01:09.873046873,43298565.010554016,0.0,0.0 +2018-08-01 14:00:16.180717056,0,0,,29 days 23:59:49.947509765,43298565.010554016,0.0,0.0 +2018-08-01 14:00:16.180717056,0,0,,29 days 23:59:49.947509765,43298565.010554016,0.0,0.0 +2018-08-01 14:00:16.180717056,0,0,,29 days 23:59:49.947509765,43298565.010554016,0.0,0.0 +2018-08-01 14:00:16.180717056,0,0,,29 days 23:59:49.947509765,43298565.010554016,0.0,0.0 +2018-08-04 01:58:50.180721664,0,0,,25 days 00:02:41.993408207,44141247.865974255,0.0,0.0 +2018-08-04 01:58:50.180721664,0,0,,25 days 00:02:41.993408207,44141247.865974255,0.0,0.0 +2018-08-04 01:58:50.180721664,0,0,,25 days 00:02:41.993408207,44141247.865974255,0.0,0.0 +2018-08-04 01:58:50.180721664,0,0,,25 days 00:02:41.993408207,44141247.865974255,0.0,0.0 +2018-08-04 01:58:55.180717056,0,0,,34 days 23:57:07.954101558,44141247.865974255,0.0,0.0 +2018-08-04 01:58:55.180717056,0,0,,34 days 23:57:07.954101558,44141247.865974255,0.0,0.0 +2018-08-04 01:58:55.180717056,0,0,,34 days 23:57:07.954101558,44141247.865974255,0.0,0.0 +2018-08-04 01:58:55.180717056,0,0,,34 days 23:57:07.954101558,44141247.865974255,0.0,0.0 +2018-08-04 01:59:25.180617216,0,0,,94 days 23:58:27.714843747,44141247.865974255,0.0,0.0 +2018-08-04 08:54:59.924733952,0,0,,6 days 00:00:42.105102540,44141247.865974255,0.0,0.0 +2018-08-04 08:55:24.746603008,0,2280,7038.2563,6 days 00:00:42.105102540,44141247.865974255,32832000.0,0.7437941061314705 +2018-08-04 14:09:59.180724992,0,0,,20 days 00:00:00,44141247.865974255,0.0,0.0 +2018-08-04 14:09:59.180724992,0,2555,6724.155,20 days 00:00:00,44141247.865974255,36792000.0,0.8335061145464505 +2018-08-04 14:09:59.180724992,0,0,,20 days 00:00:00,44141247.865974255,0.0,0.0 +2018-08-04 14:09:59.180724992,0,0,,20 days 00:00:00,44141247.865974255,0.0,0.0 +2018-08-04 14:09:59.180724992,0,2555,6724.155,20 days 00:00:00,44141247.865974255,36792000.0,0.8335061145464505 +2018-08-04 14:09:59.180724992,0,0,,20 days 00:00:00,44141247.865974255,0.0,0.0 +2018-08-04 14:09:59.180724992,0,0,,20 days 00:00:00,44141247.865974255,0.0,0.0 +2018-08-04 14:09:59.180724992,0,2555,6724.155,20 days 00:00:00,44141247.865974255,36792000.0,0.8335061145464505 +2018-08-04 14:09:59.180724992,0,0,,20 days 00:00:00,44141247.865974255,0.0,0.0 +2018-08-05 02:18:40.180722944,0,0,,24 days 23:57:37.946777342,41094515.51951414,0.0,0.0 +2018-08-05 02:18:40.180722944,0,0,,24 days 23:57:37.946777342,41094515.51951414,0.0,0.0 +2018-08-05 02:18:40.180722944,0,0,,24 days 23:57:37.946777342,41094515.51951414,0.0,0.0 +2018-08-05 02:18:40.180722944,0,2493,6893.768,24 days 23:57:37.946777342,41094515.51951414,35899200.0,0.8735764261036951 +2018-08-05 02:18:40.180722944,0,0,,24 days 23:57:37.946777342,41094515.51951414,0.0,0.0 +2018-08-05 02:18:40.180722944,0,0,,24 days 23:57:37.946777342,41094515.51951414,0.0,0.0 +2018-08-05 02:18:40.180722944,0,0,,24 days 23:57:37.946777342,41094515.51951414,0.0,0.0 +2018-08-05 02:18:40.180722944,0,2493,6893.768,24 days 23:57:37.946777342,41094515.51951414,35899200.0,0.8735764261036951 +2018-08-05 02:18:40.180722944,0,0,,24 days 23:57:37.946777342,41094515.51951414,0.0,0.0 +2018-08-05 02:18:40.180722944,0,0,,24 days 23:57:37.946777342,41094515.51951414,0.0,0.0 +2018-08-05 02:18:40.180722944,0,0,,24 days 23:57:37.946777342,41094515.51951414,0.0,0.0 +2018-08-05 02:18:40.180722944,0,2493,6893.768,24 days 23:57:37.946777342,41094515.51951414,35899200.0,0.8735764261036951 +2018-08-05 02:18:40.180722944,0,0,,24 days 23:57:37.946777342,41094515.51951414,0.0,0.0 +2018-08-05 02:18:40.180722944,0,0,,24 days 23:57:37.946777342,41094515.51951414,0.0,0.0 +2018-08-05 02:18:40.180722944,0,0,,24 days 23:57:37.946777342,41094515.51951414,0.0,0.0 +2018-08-05 02:18:40.180722944,0,2493,6893.768,24 days 23:57:37.946777342,41094515.51951414,35899200.0,0.8735764261036951 +2018-08-05 02:18:45.180728064,0,0,,15 days 00:02:12.000732423,41094515.51951414,0.0,0.0 +2018-08-05 02:20:50.180712960,0,1420,7484.3994,45 days 00:01:57.993164063,41094515.51951414,20448000.0,0.49758464703860694 +2018-08-05 09:11:12.703811072,0,1731,7141.3657,12 days 00:00:00.494384765,41094515.51951414,24926400.0,0.6065626929745271 +2018-08-05 14:29:31.180706048,0,0,,60 days 00:00:00,41094515.51951414,0.0,0.0 +2018-08-07 02:08:50.180715008,0,0,,45 days 00:02:22.053222657,41581260.76722329,0.0,0.0 +2018-08-07 02:09:20.180630272,0,844,7728.0723,74 days 23:58:17.827148441,41581260.76722329,12153600.0,0.29228550976453693 +2018-08-07 02:09:20.180630272,0,0,,74 days 23:58:17.827148441,41581260.76722329,0.0,0.0 +2018-08-07 02:09:20.180630272,0,0,,74 days 23:58:17.827148441,41581260.76722329,0.0,0.0 +2018-08-07 02:09:20.180630272,0,0,,74 days 23:58:17.827148441,41581260.76722329,0.0,0.0 +2018-08-07 02:09:20.180630272,0,844,7728.0723,74 days 23:58:17.827148441,41581260.76722329,12153600.0,0.29228550976453693 +2018-08-07 02:09:20.180630272,0,0,,74 days 23:58:17.827148441,41581260.76722329,0.0,0.0 +2018-08-07 02:09:20.180630272,0,0,,74 days 23:58:17.827148441,41581260.76722329,0.0,0.0 +2018-08-07 02:09:20.180630272,0,0,,74 days 23:58:17.827148441,41581260.76722329,0.0,0.0 +2018-08-07 02:09:20.180630272,0,844,7728.0723,74 days 23:58:17.827148441,41581260.76722329,12153600.0,0.29228550976453693 +2018-08-07 02:09:20.180630272,0,0,,74 days 23:58:17.827148441,41581260.76722329,0.0,0.0 +2018-08-07 02:09:20.180630272,0,0,,74 days 23:58:17.827148441,41581260.76722329,0.0,0.0 +2018-08-07 02:09:20.180630272,0,0,,74 days 23:58:17.827148441,41581260.76722329,0.0,0.0 +2018-08-07 02:09:20.180630272,0,844,7728.0723,74 days 23:58:17.827148441,41581260.76722329,12153600.0,0.29228550976453693 +2018-08-07 02:09:20.180630272,0,0,,74 days 23:58:17.827148441,41581260.76722329,0.0,0.0 +2018-08-07 02:09:20.180630272,0,0,,74 days 23:58:17.827148441,41581260.76722329,0.0,0.0 +2018-08-07 02:09:20.180630272,0,0,,74 days 23:58:17.827148441,41581260.76722329,0.0,0.0 +2018-08-07 08:54:39.174217984,0,0,,12 days 00:00:00.576782225,41581260.76722329,0.0,0.0 +2018-08-07 08:55:03.995572992,0,1505,7132.107,12 days 00:00:00.576782225,41581260.76722329,21672000.0,0.5211963177673319 +2018-08-07 14:11:16.880937984,0,0,,96 days 00:00:43.505859378,41581260.76722329,0.0,0.0 +2018-08-07 14:11:19.392101120,0,0,,32 days 00:00:17.138671873,41581260.76722329,0.0,0.0 +2018-08-07 14:17:34.180728064,0,0,,19 days 23:59:49.947509765,41581260.76722329,0.0,0.0 +2018-08-07 14:19:34.180617984,0,0,,100 days 00:03:50.053710936,41581260.76722329,0.0,0.0 +2018-08-07 14:19:34.180617984,0,457,7880.164,100 days 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23:59:50.112304684,39033967.81882339,0.0,0.0 +2018-08-11 14:00:16.180626944,0,0,,89 days 23:59:50.112304684,39033967.81882339,0.0,0.0 +2018-08-11 14:00:16.180626944,0,0,,89 days 23:59:50.112304684,39033967.81882339,0.0,0.0 +2018-08-13 08:55:21.340598272,0,0,,12 days 00:00:00.741577144,36007170.54205778,0.0,0.0 +2018-08-13 08:55:46.160925952,0,1418,7285.7163,12 days 00:00:00.741577144,36007170.54205778,20419200.0,0.5670870466244932 +2018-08-17 02:08:50.180715008,0,0,,65 days 00:02:21.723632810,36118190.22754445,0.0,0.0 +2018-08-17 02:08:50.180715008,0,965,7763.8477,65 days 00:02:21.723632810,36118190.22754445,13896000.0,0.38473688500047365 +2018-08-17 02:08:50.180715008,0,0,,65 days 00:02:21.723632810,36118190.22754445,0.0,0.0 +2018-08-17 02:08:50.180715008,0,965,7763.8477,65 days 00:02:21.723632810,36118190.22754445,13896000.0,0.38473688500047365 +2018-08-17 02:10:00.180804096,0,0,,25 days 00:00:01.977539063,36118190.22754445,0.0,0.0 +2018-08-17 02:10:15.180630016,0,0,,95 days 00:00:07.910156252,36118190.22754445,0.0,0.0 +2018-08-17 09:11:13.390246912,0,1446,7204.3354,12 days 00:00:00.823974612,36118190.22754445,20822400.0,0.5765072908919014 +2018-08-17 13:59:01.282876928,0,0,,48 days 00:00:22.741699216,36118190.22754445,0.0,0.0 +2018-08-17 14:21:14.180806912,0,0,,20 days 00:01:10.037841792,36118190.22754445,0.0,0.0 +2018-08-17 14:21:14.180806912,0,2529,7074.9995,20 days 00:01:10.037841792,36118190.22754445,36417600.0,1.0082897224520184 +2018-08-17 14:21:14.180806912,0,0,,20 days 00:01:10.037841792,36118190.22754445,0.0,0.0 +2018-08-17 14:21:14.180806912,0,0,,20 days 00:01:10.037841792,36118190.22754445,0.0,0.0 +2018-08-17 14:21:14.180806912,0,2529,7074.9995,20 days 00:01:10.037841792,36118190.22754445,36417600.0,1.0082897224520184 +2018-08-17 14:21:14.180806912,0,0,,20 days 00:01:10.037841792,36118190.22754445,0.0,0.0 +2018-08-17 14:21:14.180806912,0,0,,20 days 00:01:10.037841792,36118190.22754445,0.0,0.0 +2018-08-17 14:21:14.180806912,0,2529,7074.9995,20 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08:55:04.669400064,0,1584,7370.606,12 days 00:00:00.741577144,36339364.87465638,22809600.0,0.6276829569992777 +2018-08-19 13:46:40.253707008,0,0,,48 days 00:00:22.412109378,36339364.87465638,0.0,0.0 +2018-08-19 13:47:04.140508928,0,0,,48 days 00:00:22.412109378,36339364.87465638,0.0,0.0 +2018-08-19 14:09:14.180724992,0,0,,49 days 23:58:30.021972657,36339364.87465638,0.0,0.0 +2018-08-19 14:09:14.180724992,0,1300,7695.616,49 days 23:58:30.021972657,36339364.87465638,18720000.0,0.5151438409716294 +2018-08-19 14:09:14.180724992,0,0,,49 days 23:58:30.021972657,36339364.87465638,0.0,0.0 +2018-08-19 14:09:14.180724992,0,0,,49 days 23:58:30.021972657,36339364.87465638,0.0,0.0 +2018-08-19 14:09:14.180724992,0,0,,49 days 23:58:30.021972657,36339364.87465638,0.0,0.0 +2018-08-19 14:09:14.180724992,0,1300,7695.616,49 days 23:58:30.021972657,36339364.87465638,18720000.0,0.5151438409716294 +2018-08-19 14:09:14.180724992,0,0,,49 days 23:58:30.021972657,36339364.87465638,0.0,0.0 +2018-08-19 14:09:14.180724992,0,0,,49 days 23:58:30.021972657,36339364.87465638,0.0,0.0 +2018-08-19 14:09:14.180724992,0,0,,49 days 23:58:30.021972657,36339364.87465638,0.0,0.0 +2018-08-19 14:09:14.180724992,0,1300,7695.616,49 days 23:58:30.021972657,36339364.87465638,18720000.0,0.5151438409716294 +2018-08-19 14:09:14.180724992,0,0,,49 days 23:58:30.021972657,36339364.87465638,0.0,0.0 +2018-08-19 14:09:14.180724992,0,0,,49 days 23:58:30.021972657,36339364.87465638,0.0,0.0 +2018-08-19 14:09:14.180724992,0,0,,49 days 23:58:30.021972657,36339364.87465638,0.0,0.0 +2018-08-19 14:09:14.180724992,0,1300,7695.616,49 days 23:58:30.021972657,36339364.87465638,18720000.0,0.5151438409716294 +2018-08-19 14:09:14.180724992,0,0,,49 days 23:58:30.021972657,36339364.87465638,0.0,0.0 +2018-08-19 14:09:14.180724992,0,0,,49 days 23:58:30.021972657,36339364.87465638,0.0,0.0 +2018-08-20 02:20:40.180712960,0,879,7780.6484,75 days 00:01:38.217773441,41597416.73020875,12657600.0,0.3042881264020378 +2018-08-20 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00:01:38.217773441,42076582.299586035,0.0,0.0 +2018-08-25 02:20:40.180722688,0,989,7811.2,65 days 00:01:38.217773441,42076582.299586035,14241600.0,0.33846855475569637 +2018-08-25 02:20:40.180722688,0,0,,65 days 00:01:38.217773441,42076582.299586035,0.0,0.0 +2018-08-25 02:20:40.180722688,0,989,7811.2,65 days 00:01:38.217773441,42076582.299586035,14241600.0,0.33846855475569637 +2018-08-25 02:21:15.180718080,0,743,7766.102,75 days 00:00:52.075195315,42076582.299586035,10699200.0,0.25427920746560406 +2018-08-25 08:55:22.087234048,0,0,,12 days 00:00:00.741577144,42076582.299586035,0.0,0.0 +2018-08-25 08:55:46.908076032,0,1685,7258.7354,12 days 00:00:00.741577144,42076582.299586035,24264000.0,0.5766628056252259 +2018-08-25 13:59:04.105387008,0,994,7889.5503,64 days 00:00:28.344726558,42076582.299586035,14313600.0,0.34017972035102345 +2018-08-25 13:59:27.992189952,0,935,7860.5273,64 days 00:00:28.344726558,42076582.299586035,13464000.0,0.3199879663261639 +2018-08-25 14:29:31.180815104,0,0,,20 days 00:00:00,42076582.299586035,0.0,0.0 +2018-08-29 02:00:55.180801024,0,0,,54 days 23:58:31.999511720,47816193.618968196,0.0,0.0 +2018-08-29 02:00:55.180801024,0,0,,54 days 23:58:31.999511720,47816193.618968196,0.0,0.0 +2018-08-29 02:00:55.180801024,0,0,,54 days 23:58:31.999511720,47816193.618968196,0.0,0.0 +2018-08-29 02:00:55.180801024,0,0,,54 days 23:58:31.999511720,47816193.618968196,0.0,0.0 +2018-08-29 09:11:14.070418944,0,1676,7324.9536,12 days 00:00:00.494384765,47816193.618968196,24134400.0,0.5047327730082247 +2018-08-29 14:09:14.180814336,0,2273,7047.945,29 days 23:58:30.021972657,47816193.618968196,32731200.0,0.684521236901966 +2018-08-29 14:09:14.180814336,0,0,,29 days 23:58:30.021972657,47816193.618968196,0.0,0.0 +2018-08-29 14:09:14.180814336,0,0,,29 days 23:58:30.021972657,47816193.618968196,0.0,0.0 +2018-08-29 14:09:14.180814336,0,2273,7047.945,29 days 23:58:30.021972657,47816193.618968196,32731200.0,0.684521236901966 +2018-08-29 14:09:14.180814336,0,0,,29 days 23:58:30.021972657,47816193.618968196,0.0,0.0 +2018-08-29 14:09:14.180814336,0,0,,29 days 23:58:30.021972657,47816193.618968196,0.0,0.0 +2018-08-29 14:09:14.180814336,0,2273,7047.945,29 days 23:58:30.021972657,47816193.618968196,32731200.0,0.684521236901966 +2018-08-29 14:09:14.180814336,0,0,,29 days 23:58:30.021972657,47816193.618968196,0.0,0.0 +2018-08-29 14:09:14.180814336,0,0,,29 days 23:58:30.021972657,47816193.618968196,0.0,0.0 +2018-08-29 14:10:09.180724992,0,0,,70 days 00:00:19.775390621,47816193.618968196,0.0,0.0 +2018-09-04 02:20:40.180812032,0,1418,7815.351,45 days 00:01:37.888183594,39146519.89283099,20419200.0,0.5216095851151107 +2018-09-04 02:20:50.180722944,0,0,,85 days 00:01:57.993164063,39146519.89283099,0.0,0.0 +2018-09-04 02:21:10.180806912,0,1061,7755.845,55 days 00:01:01.962890621,39146519.89283099,15278400.0,0.3902875668597549 +2018-09-04 02:21:35.180718080,0,0,,95 days 00:01:32.285156252,39146519.89283099,0.0,0.0 +2018-09-04 02:21:35.180718080,0,322,7855.2393,95 days 00:01:32.285156252,39146519.89283099,4636800.0,0.11844731058326209 +2018-09-04 02:21:35.180718080,0,0,,95 days 00:01:32.285156252,39146519.89283099,0.0,0.0 +2018-09-04 02:21:35.180718080,0,0,,95 days 00:01:32.285156252,39146519.89283099,0.0,0.0 +2018-09-04 02:21:35.180718080,0,322,7855.2393,95 days 00:01:32.285156252,39146519.89283099,4636800.0,0.11844731058326209 +2018-09-04 02:21:35.180718080,0,0,,95 days 00:01:32.285156252,39146519.89283099,0.0,0.0 +2018-09-04 02:21:35.180718080,0,0,,95 days 00:01:32.285156252,39146519.89283099,0.0,0.0 +2018-09-04 02:21:35.180718080,0,322,7855.2393,95 days 00:01:32.285156252,39146519.89283099,4636800.0,0.11844731058326209 +2018-09-04 02:21:35.180718080,0,0,,95 days 00:01:32.285156252,39146519.89283099,0.0,0.0 +2018-09-04 09:11:56.263569920,0,1348,7423.023,12 days 00:00:00.494384765,39146519.89283099,19411200.0,0.4958601697709233 +2018-09-04 13:46:46.948076800,0,0,,80 days 00:00:35.595703126,39146519.89283099,0.0,0.0 +2018-09-04 13:46:48.917592064,0,0,,16 days 00:00:05.108642576,39146519.89283099,0.0,0.0 +2018-09-04 13:47:12.802276096,0,0,,16 days 00:00:05.108642576,39146519.89283099,0.0,0.0 +2018-09-06 02:09:15.180828928,0,0,,14 days 23:58:27.962036135,39788594.53728447,0.0,0.0 +2018-09-06 02:10:00.180814080,0,0,,45 days 00:00:01.977539063,39788594.53728447,0.0,0.0 +2018-09-06 02:10:00.180814080,0,0,,45 days 00:00:01.977539063,39788594.53728447,0.0,0.0 +2018-09-06 02:10:00.180814080,0,1264,7847.5386,45 days 00:00:01.977539063,39788594.53728447,18201600.0,0.45745772655889944 +2018-09-06 02:10:00.180814080,0,0,,45 days 00:00:01.977539063,39788594.53728447,0.0,0.0 +2018-09-06 02:10:00.180814080,0,0,,45 days 00:00:01.977539063,39788594.53728447,0.0,0.0 +2018-09-06 02:10:00.180814080,0,1264,7847.5386,45 days 00:00:01.977539063,39788594.53728447,18201600.0,0.45745772655889944 +2018-09-06 02:10:00.180814080,0,0,,45 days 00:00:01.977539063,39788594.53728447,0.0,0.0 +2018-09-06 02:10:00.180814080,0,0,,45 days 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00:04:31.911621090,35413753.66516723,18230400.0,0.514783046506909 +2018-10-06 02:10:45.180912896,0,0,,45 days 00:04:31.911621090,35413753.66516723,0.0,0.0 +2018-10-06 02:10:45.180912896,0,0,,45 days 00:04:31.911621090,35413753.66516723,0.0,0.0 +2018-10-06 02:10:45.180912896,0,1266,7785.526,45 days 00:04:31.911621090,35413753.66516723,18230400.0,0.514783046506909 +2018-10-06 02:10:45.180912896,0,0,,45 days 00:04:31.911621090,35413753.66516723,0.0,0.0 +2018-10-06 02:10:45.180912896,0,0,,45 days 00:04:31.911621090,35413753.66516723,0.0,0.0 +2018-10-06 08:54:41.602473728,0,0,,12 days 00:00:00.411987306,35413753.66516723,0.0,0.0 +2018-10-06 08:55:06.419205120,0,1365,7419.936,12 days 00:00:00.411987306,35413753.66516723,19656000.0,0.5550385927977336 +2018-10-06 13:47:00.425861888,0,0,,48 days 00:00:17.797851558,35413753.66516723,0.0,0.0 +2018-10-06 13:47:01.288934912,0,0,,16 days 00:00:07.250976558,35413753.66516723,0.0,0.0 +2018-10-06 13:47:24.312665088,0,0,,48 days 00:00:17.797851558,35413753.66516723,0.0,0.0 +2018-10-06 14:21:39.180925696,0,0,,20 days 00:00:19.940185549,35413753.66516723,0.0,0.0 +2018-10-10 09:11:57.105602816,0,1386,7343.7837,12 days 00:00:00.411987306,34479693.37304695,19958400.0,0.5788450547997518 +2018-10-10 14:01:26.180924928,0,0,,30 days 00:02:29.963378909,34479693.37304695,0.0,0.0 +2018-10-12 08:55:23.513857024,0,0,,12 days 00:00:00.329589846,35023301.487435535,0.0,0.0 +2018-10-12 08:55:48.335212032,0,1391,7475.5796,12 days 00:00:00.329589846,35023301.487435535,20030400.0,0.5719163856435928 +2018-10-16 02:11:40.181003008,0,0,,25 days 00:02:41.993408207,33935870.530092664,0.0,0.0 +2018-10-16 02:11:50.180928000,0,0,,35 days 00:03:37.858886720,33935870.530092664,0.0,0.0 +2018-10-16 02:11:50.180928000,0,1744,7496.4434,35 days 00:03:37.858886720,33935870.530092664,25113600.0,0.7400311118505268 +2018-10-16 02:11:50.180928000,0,0,,35 days 00:03:37.858886720,33935870.530092664,0.0,0.0 +2018-10-16 02:11:50.180928000,0,1744,7496.4434,35 days 00:03:37.858886720,33935870.530092664,25113600.0,0.7400311118505268 +2018-10-16 09:11:15.489286912,0,1370,7542.36,12 days 00:00:00.082397459,33935870.530092664,19728000.0,0.5813317793779941 +2018-10-18 08:54:41.833334016,0,0,,12 days 00:00:00.082397459,33826687.1152521,0.0,0.0 +2018-10-18 08:55:06.655717120,0,1243,7754.7803,12 days 00:00:00.082397459,33826687.1152521,17899200.0,0.529144339172648 +2018-10-18 14:11:59.181003008,0,0,,30 days 00:03:20.061035153,33826687.1152521,0.0,0.0 +2018-10-22 09:11:57.280197120,0,1302,7731.9624,11 days 23:59:59.917602540,30782870.224894173,18748800.0,0.6090660118119137 +2018-10-22 13:47:07.120335104,0,0,,16 days 00:00:04.449462891,30782870.224894173,0.0,0.0 +2018-10-22 13:47:31.005020928,0,0,,16 days 00:00:04.449462891,30782870.224894173,0.0,0.0 +2018-10-24 08:55:23.625277952,0,0,,11 days 23:59:59.917602540,30374874.64687773,0.0,0.0 +2018-10-24 08:55:48.449202944,0,1249,7819.59,11 days 23:59:59.917602540,30374874.64687773,17985600.0,0.5921209621139544 +2018-10-28 09:11:15.450248192,0,1140,7708.3833,11 days 23:59:59.835205080,31483742.637817945,16416000.0,0.5214119613683181 +2018-10-30 08:54:41.744941056,0,0,,11 days 23:59:59.752807621,30692074.89552444,0.0,0.0 +2018-10-30 08:55:06.567837952,0,1116,7718.117,11 days 23:59:59.752807621,30692074.89552444,16070400.0,0.5236009639199535 +2018-11-03 09:11:57.127392000,0,1114,7663.8257,11 days 23:59:59.752807621,30143277.625298716,16041600.0,0.5321783582863122 +2018-11-05 08:55:23.453657088,0,0,,11 days 23:59:59.752807621,31298906.489025585,0.0,0.0 +2018-11-05 08:55:48.277583104,0,1109,7785.7666,11 days 23:59:59.752807621,31298906.489025585,15969600.0,0.5102286882003197 +2018-11-09 09:11:15.269425920,0,1208,7780.3276,11 days 23:59:59.752807621,31410030.261617042,17395200.0,0.553810354689689 +2018-11-11 08:54:41.549360640,0,0,,11 days 23:59:59.835205080,32226026.158670507,0.0,0.0 +2018-11-11 08:55:06.370716928,0,1149,7848.1255,11 days 23:59:59.835205080,32226026.158670507,16545600.0,0.513423526640698 +2018-11-21 09:11:14.931277056,0,1286,7802.961,11 days 23:59:59.505615234,41238500.59032251,18518400.0,0.44905609406045516 +2018-11-27 09:11:56.609032960,0,1304,7764.14,11 days 23:59:59.670410153,35722454.89415853,18777600.0,0.5256525637903622 +2018-11-29 08:55:22.895087104,0,0,,11 days 23:59:59.752807621,35615598.84493584,0.0,0.0 +2018-11-29 08:55:47.715929088,0,1287,7853.7295,11 days 23:59:59.752807621,35615598.84493584,18532800.0,0.5203562652614268 +2018-12-03 09:11:14.529371904,0,1288,7822.445,11 days 23:59:59.670410153,30971412.901098177,18547200.0,0.598849011481241 +2018-12-05 08:54:40.739919616,0,0,,11 days 23:59:59.588012693,31838889.141544916,0.0,0.0 +2018-12-05 08:55:05.562817024,0,1260,7881.8486,11 days 23:59:59.588012693,31838889.141544916,18144000.0,0.5698691282644291 +2018-12-09 09:11:56.099651072,0,1339,7854.732,11 days 23:59:59.340820315,33470300.01203668,19281600.0,0.5760808834419141 +2018-12-11 08:55:22.426951936,0,0,,11 days 23:59:59.340820315,33495478.895905245,0.0,0.0 +2018-12-11 08:55:47.249850112,0,1110,7745.63,11 days 23:59:59.340820315,33495478.895905245,15984000.0,0.477198730302495 +2018-12-15 09:11:14.193395968,0,1115,7690.3604,11 days 23:59:59.670410153,35105588.25076084,16056000.0,0.4573630809235057 +2018-12-16 19:56:59.025577984,0,1586,7485.067,6 days 00:00:41.651916500,35514011.26442721,22838400.0,0.6430813976475871 +2018-12-17 08:54:40.412814080,0,0,,11 days 23:59:59.752807621,41855286.79274567,0.0,0.0 +2018-12-17 08:55:05.235196928,0,1194,7674.9873,11 days 23:59:59.752807621,41855286.79274567,17193600.0,0.4107868161347776 +2018-12-19 09:03:03.414659072,0,0,,6 days 00:00:41.569519040,34651882.854188256,0.0,0.0 +2018-12-19 09:03:30.020239104,0,1463,7545.352,6 days 00:00:41.610717774,34651882.854188256,21067200.0,0.6079669635456383 +2018-12-19 19:56:38.099927808,0,1167,7813.3135,11 days 23:59:59.752807621,34651882.854188256,16804800.0,0.48496066059997256 +2018-12-21 09:11:55.651112960,0,1182,7695.088,11 days 23:59:59.752807621,36471757.538828656,17020800.0,0.4666843922144216 +2018-12-22 09:02:42.455862016,0,0,,11 days 23:59:59.670410153,36621574.27300748,0.0,0.0 +2018-12-22 09:03:09.062470912,0,1217,7741.7544,11 days 23:59:59.670410153,36621574.27300748,17524800.0,0.47853759287778447 +2018-12-22 14:05:37.707926016,0,0,,95 days 23:59:50.112304684,36621574.27300748,0.0,0.0 +2018-12-22 14:13:34.181101824,0,0,,99 days 23:59:50.112304684,36621574.27300748,0.0,0.0 +2018-12-22 14:13:34.181101824,0,793,7828.488,99 days 23:59:50.112304684,36621574.27300748,11419200.0,0.31181619650951775 +2018-12-22 14:13:34.181101824,0,0,,99 days 23:59:50.112304684,36621574.27300748,0.0,0.0 +2018-12-22 14:13:34.181101824,0,793,7828.488,99 days 23:59:50.112304684,36621574.27300748,11419200.0,0.31181619650951775 +2018-12-22 19:56:58.920019968,0,1771,7595.4526,5 days 23:59:18.142089846,36621574.27300748,25502400.0,0.6963763985099065 +2018-12-23 08:55:21.958803968,0,0,,11 days 23:59:59.752807621,37296248.13502951,0.0,0.0 +2018-12-23 08:55:46.781187072,0,1316,7782.8374,11 days 23:59:59.752807621,37296248.13502951,18950400.0,0.5081047276227589 +2018-12-23 13:59:27.552549120,0,0,,79 days 23:59:50.112304684,37296248.13502951,0.0,0.0 +2018-12-25 09:03:03.249001984,0,0,,5 days 23:59:18.100891112,35641455.13137708,0.0,0.0 +2018-12-25 09:03:29.861263104,0,1874,7528.4824,5 days 23:59:18.100891112,35641455.13137708,26985600.0,0.7571408041711275 +2018-12-25 19:57:19.676067328,0,1356,7871.185,11 days 23:59:59.670410153,35641455.13137708,19526400.0,0.5478564196670485 +2018-12-27 09:11:13.748764928,0,1317,7717.141,11 days 23:59:59.423217774,37075254.136862785,18964800.0,0.5115217802686316 +2018-12-28 09:03:23.990983936,0,0,,11 days 23:59:59.588012693,43516072.43136124,0.0,0.0 +2018-12-28 09:03:50.600161024,0,1367,7799.5913,11 days 23:59:59.588012693,43516072.43136124,19684800.0,0.4523570005323716 +2018-12-28 19:56:58.750423296,0,1850,7313.3677,6 days 00:00:41.528320315,43516072.43136124,26640000.0,0.6121876013056968 +2018-12-29 08:54:40.022429952,0,0,,11 days 23:59:59.423217774,37022437.865018845,0.0,0.0 +2018-12-29 08:55:04.843271936,0,1401,7875.833,11 days 23:59:59.423217774,37022437.865018845,20174400.0,0.5449235966997747 +2018-12-29 20:12:52.907949056,0,1503,7607.2847,11 days 23:59:59.423217774,37022437.865018845,21643200.0,0.5845968350033987 +2018-12-31 09:03:03.032193024,0,0,,6 days 00:00:41.487121581,37391739.93293654,0.0,0.0 +2018-12-31 09:03:29.642397952,0,1948,7665.931,6 days 00:00:41.487121581,37391739.93293654,28051200.0,0.7501977722970596 +2018-12-31 13:59:26.555823104,0,0,,95 days 23:59:48.134765621,37391739.93293654,0.0,0.0 +2018-12-31 19:56:37.739378944,0,1342,7735.092,11 days 23:59:59.505615234,37391739.93293654,19324800.0,0.5168200258843193 +2019-01-02 09:11:55.222116096,0,1346,7792.608,11 days 23:59:59.340820315,36972879.50337813,19382400.0,0.5242329042353618 +2019-01-03 09:02:42.048442624,0,0,,11 days 23:59:59.505615234,36554774.1107979,0.0,0.0 +2019-01-03 09:03:08.660188928,0,1387,7811.615,11 days 23:59:59.505615234,36554774.1107979,19972800.0,0.5463800689743626 +2019-01-03 19:56:58.495431936,0,2009,7403.025,5 days 23:59:17.977294919,36554774.1107979,28929600.0,0.7914041518165065 +2019-01-04 08:55:21.497293056,0,0,,11 days 23:59:59.340820315,43638929.110582426,0.0,0.0 +2019-01-04 08:55:46.324815872,0,1394,7732.107,11 days 23:59:59.340820315,43638929.110582426,20073600.0,0.4599929560400729 +2019-01-04 20:13:34.391451648,0,1413,7662.203,11 days 23:59:59.340820315,43638929.110582426,20347200.0,0.4662625874351672 +2019-01-06 09:03:02.799300096,0,0,,5 days 23:59:18.018493653,37438923.314827666,0.0,0.0 +2019-01-06 09:03:29.407962368,0,1902,7352.264,5 days 23:59:18.018493653,37438923.314827666,27388800.0,0.7315594994462001 +2019-01-06 19:57:19.240421888,0,1378,7746.2197,11 days 23:59:59.505615234,37438923.314827666,19843200.0,0.5300152419752175 +2019-01-08 09:11:13.314363136,0,1313,7784.55,11 days 23:59:59.670410153,36975103.630549654,18907200.0,0.5113494796098002 +2019-01-09 09:03:23.578210304,0,0,,11 days 23:59:59.588012693,37117010.24096208,0.0,0.0 +2019-01-09 09:03:50.184303104,0,1494,7689.5005,11 days 23:59:59.588012693,37117010.24096208,21513600.0,0.5796156495454404 +2019-01-09 19:56:58.238253056,0,1844,7521.6294,6 days 00:00:41.487121581,37117010.24096208,26553600.0,0.7154024483010657 +2019-01-10 08:54:39.587962112,0,0,,11 days 23:59:59.670410153,36245487.76115938,0.0,0.0 +2019-01-10 08:55:04.407776000,0,1462,7731.7563,11 days 23:59:59.670410153,36245487.76115938,21052800.0,0.5808391968326648 +2019-01-10 20:12:52.469901056,0,1640,7716.88,11 days 23:59:59.670410153,36245487.76115938,23616000.0,0.6515569649832903 +2019-01-12 09:03:29.202100992,0,1858,7568.9966,6 days 00:00:41.569519040,36906970.09266321,26755200.0,0.7249362365110189 +2019-01-12 19:56:37.291432192,0,1414,7824.6377,11 days 23:59:59.588012693,36906970.09266321,20361600.0,0.5517006665374492 +2019-01-14 09:11:54.818166016,0,1119,7607.067,11 days 23:59:59.835205080,35419067.71225454,16113600.0,0.4549413928934358 +2019-01-15 09:03:08.236652288,0,1166,7612.4443,11 days 23:59:59.588012693,35336151.62637095,16790400.0,0.4751620996404578 +2019-01-15 19:56:58.036428032,0,1913,7493.9434,5 days 23:59:18.100891112,35336151.62637095,27547200.0,0.7795755545559141 +2019-01-16 08:55:21.066693120,0,0,,11 days 23:59:59.752807621,35546621.1672493,0.0,0.0 +2019-01-16 08:55:45.898327040,0,1080,7639.963,11 days 23:59:59.752807621,35546621.1672493,15552000.0,0.43750993735316696 +2019-01-16 20:13:33.961092096,0,1239,7647.424,11 days 23:59:59.752807621,35546621.1672493,17841600.0,0.5019211225746054 +2019-01-18 09:03:02.403821056,0,0,,5 days 23:59:18.059692378,38891272.7616496,0.0,0.0 +2019-01-18 09:03:29.012999936,0,1387,7414.3325,5 days 23:59:18.059692378,38891272.7616496,19972800.0,0.5135548050177219 +2019-01-18 19:57:18.831892992,0,1127,7745.1553,11 days 23:59:59.670410153,38891272.7616496,16228800.0,0.4172864205154813 +2019-01-20 09:11:12.936347904,0,1108,7679.2617,11 days 23:59:59.588012693,37652872.33525831,15955200.0,0.4237445647688206 +2019-01-21 09:03:23.205475072,0,0,,11 days 23:59:59.670410153,37757660.65190945,0.0,0.0 +2019-01-21 09:03:49.812596992,0,1101,7700.584,11 days 23:59:59.670410153,37757660.65190945,15854400.0,0.4198988953834518 +2019-01-21 19:56:57.885076992,0,1536,7540.7773,6 days 00:00:41.610717774,37757660.65190945,22118400.0,0.5857990039136984 +2019-01-22 08:54:39.235304960,0,0,,11 days 23:59:59.670410153,37643263.251776606,0.0,0.0 +2019-01-22 08:55:04.055632896,0,1142,7733.9395,11 days 23:59:59.670410153,37643263.251776606,16444800.0,0.4368590440740781 +2019-01-22 20:12:52.123412992,0,1161,7799.758,11 days 23:59:59.670410153,37643263.251776606,16718400.0,0.44412727685639636 +2019-01-24 09:03:02.235921920,0,0,,6 days 00:00:41.610717774,37858194.16637902,0.0,0.0 +2019-01-24 09:03:28.847155200,0,1641,7547.6924,6 days 00:00:41.610717774,37858194.16637902,23630400.0,0.6241819114812827 +2019-01-26 09:11:54.522324992,0,1242,7778.335,11 days 23:59:59.588012693,37923086.54677989,17884800.0,0.4716071825519335 +2019-01-28 08:55:20.756218112,0,0,,11 days 23:59:59.588012693,38858854.20752052,0.0,0.0 +2019-01-28 08:55:45.580144128,0,1216,7850.7417,11 days 23:59:59.588012693,38858854.20752052,17510400.0,0.45061544806463016 +2019-01-28 20:13:33.569750016,0,1285,7867.74,11 days 23:59:59.423217774,38858854.20752052,18504000.0,0.4761849101669817 +2019-01-28 20:13:58.393161984,0,0,,11 days 23:59:59.423217774,38858854.20752052,0.0,0.0 +2019-02-01 09:11:12.541050624,0,1217,7880.737,11 days 23:59:59.670410153,36986759.17148594,17524800.0,0.4738128020015965 +2019-02-03 08:54:38.846796032,0,0,,11 days 23:59:59.588012693,37042202.16009847,0.0,0.0 +2019-02-03 08:55:03.666609920,0,1307,7845.215,11 days 23:59:59.588012693,37042202.16009847,18820800.0,0.5080907425172901 +2019-02-07 09:11:54.116212992,0,1281,7816.89,11 days 23:59:59.588012693,36875590.84752107,18446400.0,0.5002333407015781 +2019-02-09 13:59:21.519162880,0,0,,15 days 23:59:58.022460936,40815546.93416902,0.0,0.0 +2019-02-13 02:13:10.190210048,0,2959,7095.78,4 days 23:59:22.014770504,40762706.40724633,42609600.0,1.0453084143702822 +2019-02-13 02:13:10.190210048,0,0,,4 days 23:59:22.014770504,40762706.40724633,0.0,0.0 +2019-02-13 02:13:10.190210048,0,2959,7095.78,4 days 23:59:22.014770504,40762706.40724633,42609600.0,1.0453084143702822 +2019-02-13 02:13:10.190210048,0,0,,4 days 23:59:22.014770504,40762706.40724633,0.0,0.0 +2019-02-13 09:11:12.276336896,0,1276,7740.8237,11 days 23:59:59.835205080,40762706.40724633,18374400.0,0.45076496679164585 +2019-02-19 09:11:53.897459968,0,1284,7827.416,12 days 00:00:00,40897588.80457092,18489600.0,0.45209511221682364 +2019-02-21 02:22:15.190208000,0,2388,7103.5586,24 days 23:57:07.954101558,41176002.543309286,34387200.0,0.8351272070141155 +2019-02-25 02:01:45.190216960,0,0,,14 days 23:58:11.976928711,41542444.28065444,0.0,0.0 +2019-02-25 09:11:12.160023040,0,1165,7721.667,11 days 23:59:59.917602540,41542444.28065444,16776000.0,0.4038279473076715 +2019-02-25 13:59:42.127579904,0,2476,7117.4814,15 days 23:59:55.468139648,41542444.28065444,35654400.0,0.858264375565489 +2019-02-25 14:11:41.190214912,0,0,,19 days 23:57:39.924316405,41542444.28065444,0.0,0.0 +2019-02-25 14:11:41.190214912,0,2508,7098.831,19 days 23:57:39.924316405,41542444.28065444,36115200.0,0.8693566453627812 +2019-02-25 14:11:41.190214912,0,0,,19 days 23:57:39.924316405,41542444.28065444,0.0,0.0 +2019-02-25 14:11:41.190214912,0,2508,7098.831,19 days 23:57:39.924316405,41542444.28065444,36115200.0,0.8693566453627812 +2019-02-27 08:54:38.454909952,0,0,,11 days 23:59:59.917602540,42981752.411881804,0.0,0.0 +2019-02-27 08:55:03.277294080,0,1043,7701.346,11 days 23:59:59.917602540,42981752.411881804,15019200.0,0.3494320067752314 +2019-03-03 09:11:53.877431040,0,1109,7759.397,12 days 00:00:00,42329050.784290075,15969600.0,0.37727281155869735 +2019-03-05 08:55:20.225479936,0,0,,11 days 23:59:59.917602540,40327678.431541674,0.0,0.0 +2019-03-05 08:55:45.047350016,0,1103,7748.503,11 days 23:59:59.917602540,40327678.431541674,15883200.0,0.39385356702252416 +2019-03-05 13:59:15.037896960,0,0,,63 days 23:59:45.168457027,40327678.431541674,0.0,0.0 +2019-03-09 09:11:12.096836096,0,993,7804.3315,11 days 23:59:59.917602540,39556025.70558249,14299200.0,0.36149233258239016 +2019-03-09 14:02:09.190217216,0,0,,39 days 23:59:00.014648441,39556025.70558249,0.0,0.0 +2019-03-11 08:54:38.390785024,0,0,,12 days 00:00:00,40276452.7811451,0.0,0.0 +2019-03-11 08:55:03.214708992,0,939,7854.5156,12 days 00:00:00,40276452.7811451,13521600.0,0.3357197336486882 +2019-03-15 09:11:53.906061056,0,972,7875.5566,12 days 00:00:00.082397459,33661678.41742405,13996800.0,0.41580814320758697 +2019-03-15 13:47:15.388800000,0,0,,15 days 23:59:55.797729495,33661678.41742405,0.0,0.0 +2019-03-17 02:01:15.190304000,0,0,,25 days 00:00:47.955322261,34662814.86287919,0.0,0.0 +2019-03-17 08:55:20.279912960,0,0,,12 days 00:00:00.164794919,34662814.86287919,0.0,0.0 +2019-03-17 08:55:45.098699008,0,1043,7918.116,12 days 00:00:00.164794919,34662814.86287919,15019200.0,0.4332942970561873 +2019-03-17 14:10:34.190210048,0,0,,69 days 23:54:09.975585936,34662814.86287919,0.0,0.0 +2019-03-21 09:11:12.186818048,0,1143,7906.6772,12 days 00:00:00.247192378,34014527.98419744,16459200.0,0.483887355651287 +2019-03-21 13:59:11.770189056,0,0,,31 days 23:59:51.595458982,34014527.98419744,0.0,0.0 +2019-03-23 02:18:55.190309888,0,0,,24 days 23:57:28.059082027,34414302.67963192,0.0,0.0 +2019-03-23 02:18:55.190309888,0,2319,7327.184,24 days 23:57:28.059082027,34414302.67963192,33393600.0,0.9703407420707083 +2019-03-23 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00:00:00.823974612,35854523.828764394,17524800.0,0.48877514267643624 +2019-06-13 14:17:49.190503680,0,0,,80 days 00:00:00,35854523.828764394,0.0,0.0 +2019-06-13 14:17:49.190503680,0,0,,80 days 00:00:00,35854523.828764394,0.0,0.0 +2019-06-13 14:17:49.190503680,0,0,,80 days 00:00:00,35854523.828764394,0.0,0.0 +2019-06-13 14:17:49.190503680,0,0,,80 days 00:00:00,35854523.828764394,0.0,0.0 +2019-06-13 14:17:49.190503680,0,0,,80 days 00:00:00,35854523.828764394,0.0,0.0 +2019-06-13 14:17:49.190503680,0,0,,80 days 00:00:00,35854523.828764394,0.0,0.0 +2019-06-13 14:17:49.190503680,0,0,,80 days 00:00:00,35854523.828764394,0.0,0.0 +2019-06-13 14:17:49.190503680,0,0,,80 days 00:00:00,35854523.828764394,0.0,0.0 +2019-06-13 14:17:49.190503680,0,0,,80 days 00:00:00,35854523.828764394,0.0,0.0 +2019-06-13 14:17:49.190603008,0,0,,20 days 00:00:00,35854523.828764394,0.0,0.0 +2019-06-13 14:17:49.190603008,0,2178,7405.8525,20 days 00:00:00,35854523.828764394,31363200.0,0.8747348075178949 +2019-06-13 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00:00:00,29850247.64320855,0.0,0.0 +2019-07-21 14:29:41.190620928,0,0,,60 days 00:00:00,29850247.64320855,0.0,0.0 +2019-07-25 01:59:00.190617088,0,0,,75 days 00:02:42.158203126,30458114.907383326,0.0,0.0 +2019-07-25 01:59:00.190617088,0,0,,75 days 00:02:42.158203126,30458114.907383326,0.0,0.0 +2019-07-25 01:59:00.190617088,0,0,,75 days 00:02:42.158203126,30458114.907383326,0.0,0.0 +2019-07-25 01:59:00.190617088,0,0,,75 days 00:02:42.158203126,30458114.907383326,0.0,0.0 +2019-07-25 01:59:00.190706944,0,0,,35 days 00:02:42.158203126,30458114.907383326,0.0,0.0 +2019-07-25 01:59:00.190706944,0,0,,35 days 00:02:42.158203126,30458114.907383326,0.0,0.0 +2019-07-25 01:59:00.190706944,0,0,,35 days 00:02:42.158203126,30458114.907383326,0.0,0.0 +2019-07-25 01:59:00.190706944,0,0,,35 days 00:02:42.158203126,30458114.907383326,0.0,0.0 +2019-07-25 01:59:00.190712064,0,0,,24 days 23:57:18.006591792,30458114.907383326,0.0,0.0 +2019-07-25 01:59:00.190716928,0,0,,15 days 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00:00:00.988769531,32268896.093634102,16747200.0,0.5189889344650941 +2019-08-12 02:08:55.190725120,0,0,,34 days 23:57:28.059082027,30114270.457940128,0.0,0.0 +2019-08-12 02:08:55.190803968,0,0,,14 days 23:57:27.976684567,30114270.457940128,0.0,0.0 +2019-08-12 02:08:55.190803968,0,0,,14 days 23:57:27.976684567,30114270.457940128,0.0,0.0 +2019-08-12 02:08:55.190803968,0,0,,14 days 23:57:27.976684567,30114270.457940128,0.0,0.0 +2019-08-12 02:08:55.190803968,0,1945,7993.444,14 days 23:57:27.976684567,30114270.457940128,28008000.0,0.9300573971771322 +2019-08-12 02:08:55.190803968,0,0,,14 days 23:57:27.976684567,30114270.457940128,0.0,0.0 +2019-08-12 02:08:55.190803968,0,0,,14 days 23:57:27.976684567,30114270.457940128,0.0,0.0 +2019-08-12 02:08:55.190803968,0,0,,14 days 23:57:27.976684567,30114270.457940128,0.0,0.0 +2019-08-12 02:08:55.190803968,0,1945,7993.444,14 days 23:57:27.976684567,30114270.457940128,28008000.0,0.9300573971771322 +2019-08-12 02:08:55.190803968,0,0,,14 days 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23:59:50.112304684,30114270.457940128,10670400.0,0.35433035028702053 +2019-08-12 14:17:44.190723072,0,0,,39 days 23:59:50.112304684,30114270.457940128,0.0,0.0 +2019-08-12 14:17:44.190723072,0,0,,39 days 23:59:50.112304684,30114270.457940128,0.0,0.0 +2019-08-12 14:17:44.190723072,0,741,8840.602,39 days 23:59:50.112304684,30114270.457940128,10670400.0,0.35433035028702053 +2019-08-12 14:17:44.190723072,0,0,,39 days 23:59:50.112304684,30114270.457940128,0.0,0.0 +2019-08-12 14:17:44.190723072,0,0,,39 days 23:59:50.112304684,30114270.457940128,0.0,0.0 +2019-08-12 14:17:44.190723072,0,741,8840.602,39 days 23:59:50.112304684,30114270.457940128,10670400.0,0.35433035028702053 +2019-08-12 14:17:44.190723072,0,0,,39 days 23:59:50.112304684,30114270.457940128,0.0,0.0 +2019-08-12 14:17:44.190723072,0,0,,39 days 23:59:50.112304684,30114270.457940128,0.0,0.0 +2019-08-12 14:17:49.190713088,0,548,8931.659,60 days 00:00:00,30114270.457940128,7891200.0,0.2620418784848681 +2019-08-12 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00:00:00,30466174.596889064,15091200.0,0.495342792446971 +2019-08-18 02:28:55.190705920,0,0,,85 days 00:02:11.835937495,31452220.953392956,0.0,0.0 +2019-08-18 14:12:05.764596992,0,0,,48 days 00:00:14.831542972,31452220.953392956,0.0,0.0 +2019-08-18 14:12:06.802056960,0,0,,16 days 00:00:04.284667972,31452220.953392956,0.0,0.0 +2019-08-19 01:59:00.190706944,0,0,,85 days 00:02:42.158203126,33770009.66493635,0.0,0.0 +2019-08-19 01:59:00.190706944,0,0,,85 days 00:02:42.158203126,33770009.66493635,0.0,0.0 +2019-08-19 01:59:00.190706944,0,0,,85 days 00:02:42.158203126,33770009.66493635,0.0,0.0 +2019-08-19 01:59:00.190706944,0,0,,85 days 00:02:42.158203126,33770009.66493635,0.0,0.0 +2019-08-19 01:59:00.190806016,0,0,,25 days 00:02:41.993408207,33770009.66493635,0.0,0.0 +2019-08-19 01:59:00.190816000,0,0,,5 days 00:02:41.993408207,33770009.66493635,0.0,0.0 +2019-08-19 01:59:00.190816000,0,0,,5 days 00:02:41.993408207,33770009.66493635,0.0,0.0 +2019-08-19 01:59:00.190816000,0,0,,5 days 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13:59:56.744729088,0,797,8843.4375,63 days 23:59:53.737792972,35572134.768674016,11476800.0,0.32263455861262635 +2019-11-18 08:54:47.910884096,0,0,,11 days 23:59:59.752807621,36107741.720974594,0.0,0.0 +2019-11-18 08:55:12.732239872,0,1261,8476.86,11 days 23:59:59.752807621,36107741.720974594,18158400.0,0.5028949232084482 +2019-11-22 09:12:03.223825920,0,1249,8529.425,11 days 23:59:59.588012693,36611764.356251344,17985600.0,0.4912519327118693 +2019-11-24 08:55:29.477977856,0,0,,11 days 23:59:59.588012693,36945477.25630749,0.0,0.0 +2019-11-24 08:55:54.300361984,0,1200,8522.546,11 days 23:59:59.588012693,36945477.25630749,17280000.0,0.4677162479217909 +2019-11-24 13:59:54.453778944,0,397,8821.635,79 days 23:59:48.793945315,36945477.25630749,5716800.0,0.15473612535412581 +2019-11-28 09:11:21.258002944,0,1289,8506.292,11 days 23:59:59.423217774,37425448.83923252,18561600.0,0.49596198778362177 +2019-11-30 08:54:47.529743872,0,0,,11 days 23:59:59.505615234,37858016.19114349,0.0,0.0 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23:59:59.505615234,34253809.480958,19828800.0,0.5788786794947 +2019-12-16 14:12:12.229186304,0,0,,95 days 23:59:40.883789063,34253809.480958,0.0,0.0 +2019-12-17 14:06:02.185295872,0,0,,79 days 23:59:44.838867189,35884920.99623739,0.0,0.0 +2019-12-17 19:57:05.549294080,0,1856,8089.939,5 days 23:59:17.977294919,35884920.99623739,26726400.0,0.7447807953318978 +2019-12-18 08:55:28.628185088,0,0,,11 days 23:59:59.505615234,36102184.16513872,0.0,0.0 +2019-12-18 08:55:53.453138944,0,1326,8397.73,11 days 23:59:59.505615234,36102184.16513872,19094400.0,0.5288987478613022 +2019-12-20 09:03:09.840674048,0,0,,5 days 23:59:18.059692378,35626128.529273994,0.0,0.0 +2019-12-20 09:03:36.451906048,0,1692,8171.2026,5 days 23:59:18.059692378,35626128.529273994,24364800.0,0.6839025458514091 +2019-12-20 19:57:26.311587072,0,1382,8467.691,11 days 23:59:59.505615234,35626128.529273994,19900800.0,0.5586012519897443 +2019-12-22 09:11:20.323187968,0,1452,8451.421,11 days 23:59:59.423217774,34368485.972979374,20908800.0,0.6083712857307294 +2019-12-23 09:03:30.567026176,0,0,,11 days 23:59:59.505615234,34669679.96082487,0.0,0.0 +2019-12-23 09:03:57.178771968,0,1408,8466.353,11 days 23:59:59.505615234,34669679.96082487,20275200.0,0.5848107055764586 +2019-12-23 19:57:05.309803264,0,1733,8124.483,6 days 00:00:41.528320315,34669679.96082487,24955200.0,0.7197989721335247 +2019-12-24 08:54:46.540615936,0,0,,11 days 23:59:59.423217774,34895539.98993495,0.0,0.0 +2019-12-24 08:55:11.360430080,0,1340,8458.89,11 days 23:59:59.423217774,34895539.98993495,19296000.0,0.55296464836382 +2019-12-26 09:03:09.589634048,0,0,,6 days 00:00:41.445922855,34977410.2240796,0.0,0.0 +2019-12-26 09:03:36.199323904,0,1770,8314.39,6 days 00:00:41.445922855,34977410.2240796,25488000.0,0.7286988898467166 +2019-12-26 13:59:51.257417984,0,2179,7896.848,15 days 23:59:55.385742189,34977410.2240796,31377600.0,0.8970818536587545 +2019-12-26 19:56:44.208574720,0,1116,8326.48,11 days 23:59:59.340820315,34977410.2240796,16070400.0,0.4594508254626755 +2019-12-28 09:12:01.833734144,0,1140,8294.969,11 days 23:59:59.423217774,34637352.04251334,16416000.0,0.4739392312625763 +2019-12-29 09:02:48.549419008,0,0,,11 days 23:59:59.340820315,35741908.37607026,0.0,0.0 +2019-12-29 09:03:15.157568000,0,1141,8300.209,11 days 23:59:59.340820315,35741908.37607026,16430400.0,0.4596956555067551 +2019-12-29 19:57:04.970874112,0,1462,8031.1025,5 days 23:59:17.812500,35741908.37607026,21052800.0,0.5890228294047993 +2019-12-30 08:55:28.123121664,0,0,,11 days 23:59:59.423217774,35964304.3704324,0.0,0.0 +2019-12-30 08:55:52.951158016,0,1093,8294.449,11 days 23:59:59.423217774,35964304.3704324,15739200.0,0.437633933855253 +2019-12-30 20:13:41.006618624,0,1110,8300.914,11 days 23:59:59.423217774,35964304.3704324,15984000.0,0.4444406830551975 +2020-01-01 09:03:09.275777024,0,0,,5 days 23:59:17.936096193,34044535.67143693,0.0,0.0 +2020-01-01 09:03:35.884440064,0,1369,7903.271,5 days 23:59:17.936096193,34044535.67143693,19713600.0,0.5790532786305422 +2020-01-01 19:57:25.822843904,0,1004,8276.065,11 days 23:59:59.505615234,34044535.67143693,14457600.0,0.4246672693535897 +2020-01-03 09:11:19.790167040,0,1051,8232.188,11 days 23:59:59.505615234,37785057.21356239,15134400.0,0.40053929029298196 +2020-01-04 09:03:30.086338048,0,0,,11 days 23:59:59.505615234,37965546.20385436,0.0,0.0 +2020-01-04 09:03:56.697054976,0,1004,8291.607,11 days 23:59:59.505615234,37965546.20385436,14457600.0,0.3808084288415223 +2020-01-04 19:57:04.730490880,0,1504,7827.849,6 days 00:00:41.693115234,37965546.20385436,21657600.0,0.5704540607347107 +2020-01-05 08:54:46.009136128,0,0,,11 days 23:59:59.505615234,37888096.608735435,0.0,0.0 +2020-01-05 08:55:10.827922944,0,1077,8321.79,11 days 23:59:59.505615234,37888096.608735435,15508800.0,0.40933172653556604 +2020-01-05 20:12:58.871728896,0,1099,8287.631,11 days 23:59:59.505615234,37888096.608735435,15825600.0,0.41769319170156644 +2020-01-07 09:03:09.054996992,0,0,,6 days 00:00:41.610717774,34997265.935658716,0.0,0.0 +2020-01-07 09:03:35.664174336,0,1280,7993.9883,6 days 00:00:41.610717774,34997265.935658716,18432000.0,0.5266697128251848 +2020-01-07 19:56:43.638134016,0,1064,8320.143,11 days 23:59:59.505615234,34997265.935658716,15321600.0,0.4377941987859349 +2020-01-09 09:12:01.289164032,0,1003,8304.314,11 days 23:59:59.505615234,35021168.549249925,14443200.0,0.41241342303266293 +2020-01-10 09:02:47.952144896,0,0,,11 days 23:59:59.423217774,34816936.984387085,0.0,0.0 +2020-01-10 09:03:14.559266048,0,1023,8281.241,11 days 23:59:59.423217774,34816936.984387085,14731200.0,0.4231044220405113 +2020-01-10 14:05:57.964644096,0,0,,63 days 23:59:44.179687495,34816936.984387085,0.0,0.0 +2020-01-10 14:05:58.574951936,0,0,,31 days 23:59:51.925048828,34816936.984387085,0.0,0.0 +2020-01-10 19:57:04.490109952,0,1480,8085.7275,5 days 23:59:17.812500,34816936.984387085,21312000.0,0.6121158793938971 +2020-01-11 08:55:27.597199872,0,0,,11 days 23:59:59.505615234,34739799.33533759,0.0,0.0 +2020-01-11 08:55:52.427291904,0,1006,8298.093,11 days 23:59:59.505615234,34739799.33533759,14486400.0,0.4169972273059253 +2020-01-11 20:13:40.490380032,0,1122,8387.046,11 days 23:59:59.505615234,34739799.33533759,16156800.0,0.4650804065976622 +2020-01-11 20:14:05.312250112,0,0,,11 days 23:59:59.505615234,34739799.33533759,0.0,0.0 +2020-01-13 09:03:08.762711040,0,0,,5 days 23:59:17.812500,34784888.841653846,0.0,0.0 +2020-01-13 09:03:35.371887104,0,1416,8159.5723,5 days 23:59:17.771301265,34784888.841653846,20390400.0,0.5861855730751429 +2020-01-15 09:11:19.320139008,0,1102,8383.524,11 days 23:59:59.588012693,33735488.37284584,15868800.0,0.47038892173776903 +2020-01-16 09:03:29.656034048,0,0,,11 days 23:59:59.588012693,33980981.93226427,0.0,0.0 +2020-01-16 09:03:56.266236928,0,1054,8446.933,11 days 23:59:59.588012693,33980981.93226427,15177600.0,0.4466498357891527 +2020-01-17 08:54:45.578411776,0,0,,11 days 23:59:59.588012693,34567058.67265901,0.0,0.0 +2020-01-17 08:55:10.402851072,0,1120,8458.989,11 days 23:59:59.670410153,34567058.67265901,16128000.0,0.4665713722630535 +2020-01-17 20:12:58.451565056,0,1154,8545.847,11 days 23:59:59.670410153,34567058.67265901,16617600.0,0.4807351460638962 +2020-01-21 09:12:00.865996032,0,1075,8528.096,11 days 23:59:59.670410153,36263075.948663004,15480000.0,0.4268805002067327 +2020-01-23 08:55:27.134487040,0,0,,11 days 23:59:59.588012693,35698880.07763382,0.0,0.0 +2020-01-23 08:55:51.959954176,0,1126,8552.095,11 days 23:59:59.588012693,35698880.07763382,16214400.0,0.45419912234610127 +2020-01-23 20:13:40.020929024,0,1147,8540.723,11 days 23:59:59.588012693,35698880.07763382,16516800.0,0.4626699763152559 +2020-01-27 09:11:18.934788096,0,1074,8607.882,11 days 23:59:59.670410153,37353413.82836671,15465600.0,0.4140344459829587 +2020-01-29 08:54:45.239033088,0,0,,11 days 23:59:59.670410153,37766721.10967045,0.0,0.0 +2020-01-29 08:55:10.064498944,0,1150,8631.218,11 days 23:59:59.670410153,37766721.10967045,16560000.0,0.4384812743449864 +2020-02-02 09:12:00.547713024,0,965,8292.118,11 days 23:59:59.670410153,37217781.3448479,13896000.0,0.3733699188364875 +2020-02-04 08:55:26.785531904,0,0,,11 days 23:59:59.670410153,37020724.87086963,0.0,0.0 +2020-02-04 08:55:51.605347072,0,1027,8353.848,11 days 23:59:59.670410153,37020724.87086963,14788800.0,0.3994735395264184 +2020-02-04 13:59:38.590619904,0,460,8499.142,95 days 23:59:30.336914063,37020724.87086963,6624000.0,0.17892680446168693 +2020-02-08 09:11:18.595220992,0,929,8323.529,11 days 23:59:59.670410153,35362125.75448334,13377600.0,0.3783030492250296 +2020-02-10 08:54:44.925394688,0,0,,11 days 23:59:59.670410153,35360109.91717451,0.0,0.0 +2020-02-10 08:55:09.747779328,0,997,8312.646,11 days 23:59:59.670410153,35360109.91717451,14356800.0,0.4060168374371161 +2020-02-14 09:12:00.275838720,0,1025,8228.312,11 days 23:59:59.752807621,33148183.521498825,14760000.0,0.44527326785273613 +2020-02-16 08:55:26.539367936,0,0,,11 days 23:59:59.835205080,33113003.235291198,0.0,0.0 +2020-02-16 08:55:51.362266112,0,1003,8275.261,11 days 23:59:59.835205080,33113003.235291198,14443200.0,0.43617910152609524 +2020-02-20 09:11:18.276549632,0,1101,8232.641,11 days 23:59:59.670410153,33477443.521699376,15854400.0,0.47358454924204446 +2020-02-22 08:54:44.570416896,0,0,,11 days 23:59:59.588012693,34107656.6050067,0.0,0.0 +2020-02-22 08:55:09.392288000,0,910,8169.013,11 days 23:59:59.588012693,34107656.6050067,13104000.0,0.38419526007765803 +2020-02-26 09:12:00.132253952,0,985,8145.656,12 days 00:00:00,34377504.68402927,14184000.0,0.4125953913865496 +2020-02-26 14:11:54.564246016,0,0,,47 days 23:59:43.520507810,34377504.68402927,0.0,0.0 +2020-02-28 08:55:26.473360896,0,0,,12 days 00:00:00.082397459,31239993.50158533,0.0,0.0 +2020-02-28 08:55:51.297799936,0,971,8177.7393,12 days 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23:57:37.987976076,38750571.70242173,40406400.0,1.0427304224127043 +2020-05-16 02:18:50.200513280,0,0,,4 days 23:57:37.987976076,38750571.70242173,0.0,0.0 +2020-05-16 08:54:46.978934016,0,0,,12 days 00:00:00.494384765,38750571.70242173,0.0,0.0 +2020-05-16 08:55:11.799262976,0,1671,7796.611,12 days 00:00:00.494384765,38750571.70242173,24062400.0,0.6209559999471237 +2020-05-20 01:58:55.200401920,0,0,,95 days 00:02:52.045898441,38034973.9278254,0.0,0.0 +2020-05-20 01:58:55.200506880,0,0,,24 days 23:57:07.954101558,38034973.9278254,0.0,0.0 +2020-05-20 01:58:55.200512000,0,0,,15 days 00:02:51.963500973,38034973.9278254,0.0,0.0 +2020-05-20 09:12:02.750648064,0,1463,7815.193,12 days 00:00:00.741577144,38034973.9278254,21067200.0,0.5538902179866563 +2020-05-20 14:07:34.200505088,0,2038,7460.0815,30 days 00:00:10.052490234,38034973.9278254,29347200.0,0.771584596211077 +2020-05-20 14:07:34.200505088,0,0,,30 days 00:00:10.052490234,38034973.9278254,0.0,0.0 +2020-05-20 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09:59:42.994287104,0,813,495.36285,12 days 00:00:00.329589846,30940765.742879003,11707200.0,0.378374604471268 +2015-03-30 10:00:08.232404992,0,1372,1071.5955,12 days 00:00:00.329589846,30940765.742879003,19756800.0,0.6385362328838617 +2015-03-30 15:12:05.116314112,0,1867,897.0707,63 days 23:59:26.052246090,30940765.742879003,26884800.0,0.8689119145730102 +2015-03-30 15:12:28.101081088,0,0,,31 days 23:59:47.475585936,30940765.742879003,0.0,0.0 +2015-03-30 15:12:28.979817984,0,1848,885.382,63 days 23:59:26.052246090,30940765.742879003,26611200.0,0.8600692116394874 +2015-04-01 15:00:05.813590016,0,1882,881.5,63 days 23:59:24.733886720,30933573.95950335,27100800.0,0.8760966332399541 +2015-04-01 15:00:06.238724096,0,1981,898.37354,31 days 23:59:47.475585936,30933573.95950335,28526400.0,0.9221824816409931 +2015-04-17 14:59:30.762839040,0,0,,31 days 23:59:46.981201171,30856091.924072262,0.0,0.0 +2015-04-17 15:00:05.208910080,0,1757,869.46954,95 days 23:59:23.745117189,30856091.924072262,25300800.0,0.8199612595871766 +2015-04-24 15:05:37.167742720,0,0,,31 days 23:59:41.378173828,30946957.556258395,0.0,0.0 +2015-04-24 15:06:01.033364992,0,0,,31 days 23:59:41.378173828,30946957.556258395,0.0,0.0 +2015-04-24 15:06:05.929861888,0,1892,876.491,63 days 23:59:31.325683594,30946957.556258395,27244800.0,0.8803708716914013 +2015-04-24 15:06:16.151316992,0,1646,932.6197,95 days 23:59:33.632812504,30946957.556258395,23702400.0,0.7659040458795171 +2015-05-03 14:59:30.147568128,0,0,,63 days 23:59:45.827636720,30966728.54137821,0.0,0.0 +2015-05-03 15:00:04.005848064,0,1745,878.012,95 days 23:59:42.861328126,30966728.54137821,25128000.0,0.8114515540905003 +2015-05-26 15:05:33.467408896,0,0,,32 days 00:00:11.206054684,30913687.35385804,0.0,0.0 +2015-05-26 15:05:44.223322112,0,0,,64 days 00:00:00.659179684,30913687.35385804,0.0,0.0 +2015-05-26 15:05:51.112858880,0,0,,96 days 00:00:09.228515621,30913687.35385804,0.0,0.0 +2015-05-26 15:05:57.341501952,0,885,781.6881,32 days 00:00:11.206054684,30913687.35385804,12744000.0,0.41224457807714565 +2015-06-04 14:59:32.477165056,0,0,,64 days 00:00:16.479492189,30730651.00264699,0.0,0.0 +2015-06-04 14:59:56.357612032,0,1850,984.70325,64 days 00:00:16.479492189,30730651.00264699,26640000.0,0.8668869396130059 +2015-06-11 15:05:36.206583040,0,0,,32 days 00:00:16.809082027,30287690.893798213,0.0,0.0 +2015-06-11 15:05:41.827403008,0,0,,64 days 00:00:27.685546873,30287690.893798213,0.0,0.0 +2015-06-11 15:05:52.156925696,0,0,,96 days 00:00:16.479492189,30287690.893798213,0.0,0.0 +2015-06-11 15:06:00.099738112,0,1997,997.26843,32 days 00:00:16.809082027,30287690.893798213,28756800.0,0.9494550146075453 +2015-06-11 15:06:05.705732096,0,189,1091.1217,64 days 00:00:27.685546873,30287690.893798213,2721600.0,0.08985828630987786 +2015-06-11 15:06:16.035255040,0,1656,927.34845,96 days 00:00:16.479492189,30287690.893798213,23846400.0,0.7873297467151202 +2015-06-20 14:59:31.861996032,0,0,,32 days 00:00:17.468261720,30610147.15524432,0.0,0.0 +2015-06-20 14:59:55.753032960,0,1984,1080.4254,32 days 00:00:17.468261720,30610147.15524432,28569600.0,0.9333375581340607 +2015-06-27 15:05:46.942907904,0,0,,96 days 00:00:38.232421873,30938047.515975837,0.0,0.0 +2015-06-27 15:05:47.412625920,0,0,,32 days 00:00:16.809082027,30938047.515975837,0.0,0.0 +2015-06-27 15:06:08.037577984,0,1821,951.1977,64 days 00:00:32.958984378,30938047.515975837,26222400.0,0.8475777272776905 +2015-06-27 15:06:11.303663104,0,1968,1047.9192,32 days 00:00:16.809082027,30938047.515975837,28339200.0,0.9159983345867628 +2015-07-04 15:12:21.257102848,0,1842,936.7601,64 days 00:00:29.003906252,30633039.548164297,26524800.0,0.8658886088758866 +2015-07-04 15:12:24.937873664,0,1969,1027.4271,32 days 00:00:16.479492189,30633039.548164297,28353600.0,0.9255888549818787 +2015-07-13 15:05:52.528131072,0,0,,64 days 00:00:27.026367189,31051202.849923156,0.0,0.0 +2015-07-13 15:05:52.605659904,0,0,,32 days 00:00:15.820312504,31051202.849923156,0.0,0.0 +2015-07-13 15:06:16.419167744,0,1890,888.5952,64 days 00:00:27.026367189,31051202.849923156,27216000.0,0.8764877847579857 +2015-07-13 15:06:16.500933120,0,1998,884.25574,32 days 00:00:15.820312504,31051202.849923156,28771200.0,0.9265728010298706 +2015-07-20 15:12:06.303886080,0,1975,790.91797,32 days 00:00:11.206054684,30933938.237459447,28440000.0,0.9193785731931341 +2015-07-20 15:12:06.461767936,0,0,,64 days 00:00:27.026367189,30933938.237459447,0.0,0.0 +2015-07-20 15:12:28.077379072,0,1724,837.07715,96 days 00:00:42.846679684,30933938.237459447,24825600.0,0.802536030473399 +2015-07-20 15:12:30.194922752,0,2008,795.93976,32 days 00:00:11.206054684,30933938.237459447,28915200.0,0.9347403417578801 +2015-07-29 15:06:24.783500032,0,2034,746.4749,32 days 00:00:10.217285153,31439878.669454575,29289600.0,0.9316066486114122 +2015-08-05 15:12:14.716370944,0,0,,32 days 00:00:10.876464846,31732376.103476994,0.0,0.0 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00:00:13.183593747,31258370.176937718,29534400.0,0.9448477266351636 +2015-09-24 15:00:33.338211328,0,1836,741.1024,32 days 00:00:08.569335936,32059777.90550089,26438400.0,0.8246594869724172 +2016-02-29 09:59:57.769485056,0,1931,924.11237,12 days 00:00:00.164794919,31861300.824829973,27806400.0,0.8727327284242604 +2016-03-18 14:59:59.166008064,0,0,,31 days 23:59:45.333251954,31385983.41354435,0.0,0.0 +2016-03-18 15:00:23.035865088,0,2024,944.8997,31 days 23:59:45.168457027,31385983.41354435,29145600.0,0.9286183458384952 +2016-04-03 14:59:57.946949120,0,0,,63 days 23:59:42.861328126,31900531.06869278,0.0,0.0 +2016-04-03 15:00:21.829513984,0,1893,908.9023,63 days 23:59:42.861328126,31900531.06869278,27259200.0,0.8545061504243172 +2016-04-17 15:12:12.979339008,0,2039,936.22955,31 days 23:59:58.516845702,32041416.32253227,29361600.0,0.9163639866740921 +2016-04-17 15:19:22.160401920,0,1404,984.41095,29 days 23:59:47.969970702,32041416.32253227,20217600.0,0.6309833434479771 +2016-04-17 15:19:24.160401920,0,1404,984.41095,29 days 23:59:44.014892576,32041416.32253227,20217600.0,0.6309833434479771 +2016-04-26 15:06:28.895140096,0,1750,927.0634,63 days 23:59:54.726562504,31518810.040370196,25200000.0,0.7995225697836662 +2016-05-05 14:59:47.642353920,0,0,,32 days 00:00:02.636718747,31293747.331165776,0.0,0.0 +2016-05-05 14:59:52.788262912,0,0,,64 days 00:00:01.977539063,31293747.331165776,0.0,0.0 +2016-05-05 15:00:16.664475136,0,1863,953.0424,64 days 00:00:01.977539063,31293747.331165776,26827200.0,0.857270294800473 +2016-05-05 15:00:23.835968000,0,1679,962.7921,95 days 23:59:57.363281252,31293747.331165776,24177600.0,0.7726016237090683 +2016-05-05 15:29:22.160424960,0,0,,19 days 23:59:40.059814450,31293747.331165776,0.0,0.0 +2016-05-05 15:29:22.160424960,0,2099,958.39685,19 days 23:59:40.059814450,31293747.331165776,30225600.0,0.9658670685916225 +2016-05-05 15:29:22.160424960,0,0,,19 days 23:59:40.059814450,31293747.331165776,0.0,0.0 +2016-05-05 15:29:22.160424960,0,0,,19 days 23:59:40.059814450,31293747.331165776,0.0,0.0 +2016-05-05 15:29:22.160424960,0,0,,19 days 23:59:40.059814450,31293747.331165776,0.0,0.0 +2016-05-05 15:29:22.160424960,0,2099,958.39685,19 days 23:59:40.059814450,31293747.331165776,30225600.0,0.9658670685916225 +2016-05-05 15:29:22.160424960,0,0,,19 days 23:59:40.059814450,31293747.331165776,0.0,0.0 +2016-05-05 15:29:22.160424960,0,0,,19 days 23:59:40.059814450,31293747.331165776,0.0,0.0 +2016-05-05 15:29:22.160424960,0,0,,19 days 23:59:40.059814450,31293747.331165776,0.0,0.0 +2016-05-05 15:29:22.160424960,0,2099,958.39685,19 days 23:59:40.059814450,31293747.331165776,30225600.0,0.9658670685916225 +2016-05-05 15:29:22.160424960,0,0,,19 days 23:59:40.059814450,31293747.331165776,0.0,0.0 +2016-05-05 15:29:22.160424960,0,0,,19 days 23:59:40.059814450,31293747.331165776,0.0,0.0 +2016-05-05 15:29:22.160424960,0,0,,19 days 23:59:40.059814450,31293747.331165776,0.0,0.0 +2016-05-05 15:29:22.160424960,0,2099,958.39685,19 days 23:59:40.059814450,31293747.331165776,30225600.0,0.9658670685916225 +2016-05-05 15:29:22.160424960,0,0,,19 days 23:59:40.059814450,31293747.331165776,0.0,0.0 +2016-05-05 15:29:22.160424960,0,0,,19 days 23:59:40.059814450,31293747.331165776,0.0,0.0 +2016-05-25 15:24:57.241422080,0,0,,16 days 00:00:05.767822261,31217393.1635507,0.0,0.0 +2016-05-25 15:29:18.160404992,0,0,,99 days 23:59:44.179687495,31217393.1635507,0.0,0.0 +2016-05-25 15:29:18.160404992,0,0,,99 days 23:59:44.179687495,31217393.1635507,0.0,0.0 +2016-05-25 15:29:18.160404992,0,1679,931.4241,99 days 23:59:44.179687495,31217393.1635507,24177600.0,0.7744913187764079 +2016-05-25 15:29:18.160404992,0,0,,99 days 23:59:44.179687495,31217393.1635507,0.0,0.0 +2016-05-25 15:29:18.160404992,0,0,,99 days 23:59:44.179687495,31217393.1635507,0.0,0.0 +2016-05-25 15:29:18.160404992,0,0,,99 days 23:59:44.179687495,31217393.1635507,0.0,0.0 +2016-05-25 15:29:18.160404992,0,1679,931.4241,99 days 23:59:44.179687495,31217393.1635507,24177600.0,0.7744913187764079 +2016-05-25 15:29:18.160404992,0,0,,99 days 23:59:44.179687495,31217393.1635507,0.0,0.0 +2016-05-25 15:29:18.160404992,0,0,,99 days 23:59:44.179687495,31217393.1635507,0.0,0.0 +2016-05-25 15:29:18.160404992,0,0,,99 days 23:59:44.179687495,31217393.1635507,0.0,0.0 +2016-05-25 15:29:18.160404992,0,1679,931.4241,99 days 23:59:44.179687495,31217393.1635507,24177600.0,0.7744913187764079 +2016-05-25 15:29:18.160404992,0,0,,99 days 23:59:44.179687495,31217393.1635507,0.0,0.0 +2016-05-25 15:29:18.160404992,0,0,,99 days 23:59:44.179687495,31217393.1635507,0.0,0.0 +2016-05-25 15:29:18.160404992,0,0,,99 days 23:59:44.179687495,31217393.1635507,0.0,0.0 +2016-05-25 15:29:18.160404992,0,1679,931.4241,99 days 23:59:44.179687495,31217393.1635507,24177600.0,0.7744913187764079 +2016-05-25 15:29:18.160404992,0,0,,99 days 23:59:44.179687495,31217393.1635507,0.0,0.0 +2016-05-25 15:29:19.160404736,0,0,,99 days 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23:59:59.670410153,32599293.55659657,0.0,0.0 diff --git a/csv_outputs/kuj_df.csv b/csv_outputs/kuj_df.csv new file mode 100644 index 0000000..056b915 --- /dev/null +++ b/csv_outputs/kuj_df.csv @@ -0,0 +1,620 @@ +mid_date,mapping,area_count,v_mean,date_dt,poly_area,pixel_area,pixel_overlap +1985-03-29 14:30:57.925833024,0,59,2385.61,49 days 23:47:26.557617189,21511082.97108068,849600.0,0.03949591943567858 +1985-04-14 14:30:54.476366976,0,1182,2727.578,31 days 23:59:48.299560549,22629913.90571146,17020800.0,0.7521371964081666 +1985-04-30 14:30:49.844966976,0,1140,2720.479,31 days 23:59:48.629150387,22692797.573568877,16416000.0,0.7234013323734183 +1985-04-30 14:30:51.235932032,0,0,,46 days 00:12:08.393554684,22692797.573568877,0.0,0.0 +1985-06-15 14:42:39.749580032,0,575,2257.7634,31 days 23:59:54.561767576,21001704.865851227,8280000.0,0.39425370715799746 +1985-07-03 14:30:35.615649024,0,559,2227.5742,49 days 23:47:21.613769531,24641342.94490843,8049600.0,0.32667050728512614 +1985-07-09 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03:02:16.218554112,0,393,1689.9923,78 days 23:59:48.793945315,28849368.982313912,5659200.0,0.1961637359718117 +2013-06-06 03:02:35.099927040,0,1189,1972.6956,31 days 00:12:13.996582027,28849368.982313912,17121600.0,0.59348265157884 +2013-06-06 14:56:19.877093120,0,1614,2491.4202,14 days 00:12:15.974121090,28849368.982313912,23241600.0,0.8056190072735473 +2013-06-06 15:02:11.204715008,0,0,,30 days 00:12:13.996582027,28849368.982313912,0.0,0.0 +2013-06-06 15:02:35.091515904,0,0,,30 days 00:12:13.996582027,28849368.982313912,0.0,0.0 +2013-06-12 03:14:23.767698944,0,0,,48 days 23:47:16.010742189,28939610.737488244,0.0,0.0 +2013-06-12 03:14:28.655400960,0,0,,30 days 23:59:41.872558594,28939610.737488244,0.0,0.0 +2013-06-12 14:47:04.786053888,0,0,,23 days 23:53:32.896728513,28939610.737488244,0.0,0.0 +2013-06-12 15:08:14.190743040,0,0,,47 days 23:59:35.280761720,28939610.737488244,0.0,0.0 +2013-06-13 03:08:08.113604096,0,0,,64 days 23:47:17.329101558,29004645.76658138,0.0,0.0 +2013-06-13 03:08:27.177261056,0,128,1506.9062,78 days 23:59:42.202148441,29004645.76658138,1843200.0,0.06354844030274975 +2013-06-13 03:08:31.991651072,0,80,726.2125,64 days 23:47:17.329101558,29004645.76658138,1152000.0,0.039717775189218596 +2013-06-13 03:08:37.324433920,0,551,1888.2958,46 days 23:59:36.928710936,29004645.76658138,7934400.0,0.27355617661574305 +2013-06-13 15:02:03.032003072,0,0,,46 days 00:11:57.517089846,29004645.76658138,0.0,0.0 +2013-06-13 15:02:24.533661952,0,80,2345.975,78 days 00:11:47.958984378,29004645.76658138,1152000.0,0.039717775189218596 +2013-06-13 15:02:25.383706880,0,482,1828.0498,63 days 23:59:30.336914063,29004645.76658138,6940800.0,0.239299595515042 +2013-06-13 15:02:26.904197120,0,723,1937.9723,46 days 00:11:57.517089846,29004645.76658138,10411200.0,0.35894939327256303 +2013-06-13 15:08:22.174862080,0,0,,15 days 23:59:52.089843747,29004645.76658138,0.0,0.0 +2013-07-06 15:08:11.972550912,0,0,,95 days 23:59:30.996093747,29125247.206050336,0.0,0.0 +2013-07-15 15:02:25.992808960,0,289,1526.8546,95 days 23:59:42.202148441,30389142.322457954,4161600.0,0.13694364769631967 +2013-07-15 15:08:26.264057088,0,0,,80 days 00:00:00,30389142.322457954,0.0,0.0 +2013-08-23 14:46:58.312591104,0,0,,7 days 23:53:23.297424319,32098274.812606733,0.0,0.0 +2014-03-11 15:13:04.731523072,0,2126,2408.0928,31 days 23:59:29.512939450,32471009.163340688,30614400.0,0.9428225604568898 +2014-03-11 15:13:28.588672000,0,2127,2438.4707,31 days 23:59:29.512939450,32471009.163340688,30628800.0,0.9432660329688639 +2014-03-27 15:12:50.963932928,0,0,,63 days 23:59:01.992187495,31062314.792457435,0.0,0.0 +2014-03-27 15:12:52.278710016,0,2024,2432.1106,31 days 23:59:29.348144531,31062314.792457435,29145600.0,0.9382945281037828 +2014-03-27 15:13:14.823200000,0,0,,63 days 23:59:01.992187495,31062314.792457435,0.0,0.0 +2014-04-12 15:12:35.759397120,0,0,,31 days 23:59:32.479248045,31253456.588876855,0.0,0.0 +2014-04-12 15:12:44.808303104,0,595,1886.7092,95 days 23:58:49.467773441,31253456.588876855,8568000.0,0.2741456765153254 +2014-04-12 15:13:08.684514048,0,553,1961.5334,95 days 23:58:49.467773441,31253456.588876855,7963200.0,0.25479421699659655 +2014-04-21 15:06:17.708538112,0,0,,31 days 23:59:27.205810549,30510216.925003607,0.0,0.0 +2014-04-21 15:06:21.228000000,0,0,,63 days 23:59:03.969726558,30510216.925003607,0.0,0.0 +2014-04-21 15:06:55.056237056,0,406,1823.6428,95 days 23:59:05.947265621,30510216.925003607,5846400.0,0.19162105646023062 +2014-05-16 15:00:37.810526976,0,71,2077.2112,95 days 23:59:33.632812504,30524370.754067935,1022400.0,0.033494547954399566 +2014-06-01 15:00:32.739302912,0,433,1929.4434,95 days 23:59:52.749023441,30753413.066313595,6235200.0,0.202748227865149 +2014-06-15 15:12:27.812835072,0,0,,96 days 00:00:11.865234378,31284149.6089323,0.0,0.0 +2014-07-03 00:00:30.978369024,0,0,,64 days 00:00:23.730468747,31325929.587210916,0.0,0.0 +2014-07-03 15:00:25.137168896,0,856,2137.0374,64 days 00:00:23.730468747,31325929.587210916,12326400.0,0.39348872204042623 +2014-07-11 00:00:32.895749888,0,0,,16 days 00:00:05.108642576,33101143.26795165,0.0,0.0 +2014-07-11 00:00:34.284397056,0,0,,48 days 00:00:17.138671873,33101143.26795165,0.0,0.0 +2014-07-11 15:00:03.021598976,0,0,,16 days 00:00:04.779052738,33101143.26795165,0.0,0.0 +2014-07-19 00:00:36.590914048,0,0,,32 days 00:00:12.524414063,31711822.508411586,0.0,0.0 +2014-07-19 15:00:06.886253056,0,0,,32 days 00:00:12.524414063,31711822.508411586,0.0,0.0 +2014-07-19 23:54:01.631685888,0,2113,2579.849,16 days 00:00:03.295898441,31711822.508411586,30427200.0,0.9594907385701078 +2014-07-27 15:00:09.244087040,0,0,,16 days 00:00:07.745361324,32562771.18840055,0.0,0.0 +2014-07-27 15:00:33.128770048,0,2270,2543.8599,16 days 00:00:07.745361324,32562771.18840055,32688000.0,1.0038457664083595 +2014-08-27 15:06:24.543929088,0,0,,64 days 00:00:13.842773441,32695364.937118024,0.0,0.0 +2014-08-27 15:06:48.430729984,0,928,1947.4149,64 days 00:00:13.842773441,32695364.937118024,13363200.0,0.40871848427754287 +2015-02-26 20:47:05.104564736,0,0,,11 days 23:59:40.636596675,27599873.40986205,0.0,0.0 +2015-02-26 20:47:18.207194880,0,1151,1909.6117,12 days 00:00:06.838989261,27599873.40986205,16574400.0,0.6005244934955969 +2015-03-16 14:59:49.346477056,0,0,,63 days 23:59:33.632812504,28364532.742989294,0.0,0.0 +2015-03-23 15:06:19.843280896,0,0,,31 days 23:59:40.883789063,28836251.26895057,0.0,0.0 +2015-03-23 15:06:22.107845376,0,1258,2040.5167,63 days 23:59:30.996093747,28836251.26895057,18115200.0,0.628209257543318 +2015-03-30 09:59:42.994287104,0,990,1761.5546,12 days 00:00:00.329589846,28273138.78243684,14256000.0,0.5042241722682651 +2015-03-30 10:00:08.232404992,0,0,,12 days 00:00:00.329589846,28273138.78243684,0.0,0.0 +2015-03-30 15:12:05.116314112,0,1122,2064.9385,63 days 23:59:26.052246090,28273138.78243684,16156800.0,0.5714540619040338 +2015-03-30 15:12:28.101081088,0,0,,31 days 23:59:47.475585936,28273138.78243684,0.0,0.0 +2015-03-30 15:12:28.979817984,0,1120,2010.6099,63 days 23:59:26.052246090,28273138.78243684,16128000.0,0.5704354272125828 +2015-04-17 14:59:30.762839040,0,0,,31 days 23:59:46.981201171,29276431.017860994,0.0,0.0 +2015-04-17 15:00:05.208910080,0,513,1729.421,95 days 23:59:23.745117189,29276431.017860994,7387200.0,0.2523258383336825 +2015-04-24 15:05:37.167742720,0,0,,31 days 23:59:41.378173828,29221575.859997083,0.0,0.0 +2015-04-24 15:06:01.033364992,0,0,,31 days 23:59:41.378173828,29221575.859997083,0.0,0.0 +2015-04-24 15:06:05.929861888,0,1140,1959.4904,63 days 23:59:31.325683594,29221575.859997083,16416000.0,0.5617766844146385 +2015-04-24 15:06:16.151316992,0,266,2001.673,95 days 23:59:33.632812504,29221575.859997083,3830400.0,0.13108122636341565 +2015-05-01 15:11:52.055272960,0,1224,2021.5212,63 days 23:59:41.542968747,29434572.558060553,17625600.0,0.5988060456877025 +2015-05-01 15:12:15.935719936,0,1248,2022.8206,63 days 23:59:41.872558594,29434572.558060553,17971200.0,0.6105473407011868 +2015-05-01 15:12:25.543046656,0,465,1676.458,95 days 23:59:42.202148441,29434572.558060553,6696000.0,0.2274875908862595 +2015-05-26 15:05:33.467408896,0,0,,32 days 00:00:11.206054684,29897571.206461683,0.0,0.0 +2015-05-26 15:05:44.223322112,0,0,,64 days 00:00:00.659179684,29897571.206461683,0.0,0.0 +2015-05-26 15:05:51.112858880,0,0,,96 days 00:00:09.228515621,29897571.206461683,0.0,0.0 +2015-05-26 15:05:57.341501952,0,1610,2102.977,32 days 00:00:11.206054684,29897571.206461683,23184000.0,0.7754476054225202 +2015-06-02 15:11:54.453892096,0,849,2075.2214,64 days 00:00:12.524414063,29807731.362601638,12225600.0,0.41014862390161255 +2015-06-02 15:12:18.332220928,0,894,2036.0626,64 days 00:00:12.524414063,29807731.362601638,12873600.0,0.4318879502568217 +2015-06-02 20:47:02.806065920,0,0,,12 days 00:00:00.741577144,29807731.362601638,0.0,0.0 +2015-06-02 20:47:27.633078016,0,1842,2238.5305,12 days 00:00:00.741577144,29807731.362601638,26524800.0,0.8898630921398943 +2015-06-11 15:05:36.206583040,0,0,,32 days 00:00:16.809082027,30060516.2943857,0.0,0.0 +2015-06-11 15:05:41.827403008,0,0,,64 days 00:00:27.685546873,30060516.2943857,0.0,0.0 +2015-06-11 15:05:52.156925696,0,0,,96 days 00:00:16.479492189,30060516.2943857,0.0,0.0 +2015-06-11 15:06:00.099738112,0,1896,2193.0896,32 days 00:00:16.809082027,30060516.2943857,27302400.0,0.9082478734771157 +2015-06-11 15:06:05.705732096,0,150,830.8,64 days 00:00:27.685546873,30060516.2943857,2160000.0,0.07185505328141738 +2015-06-11 15:06:16.035255040,0,426,1666.3802,96 days 00:00:16.479492189,30060516.2943857,6134400.0,0.20406835131922538 +2015-06-18 15:11:51.834784000,0,1852,2319.11,32 days 00:00:17.797851558,29505954.18814159,26668800.0,0.9038446894463816 +2015-06-18 15:11:59.987291904,0,406,1820.3793,96 days 00:00:23.730468747,29505954.18814159,5846400.0,0.19814305826956313 +2015-06-18 15:12:15.727938816,0,1829,2314.0208,32 days 00:00:17.797851558,29505954.18814159,26337600.0,0.892619836391702 +2015-06-18 15:12:23.861384960,0,412,1739.8593,96 days 00:00:23.730468747,29505954.18814159,5932800.0,0.20107128080556655 +2015-06-27 15:05:46.942907904,0,0,,96 days 00:00:38.232421873,29520426.45122788,0.0,0.0 +2015-06-27 15:05:47.412625920,0,0,,32 days 00:00:16.809082027,29520426.45122788,0.0,0.0 +2015-06-27 15:06:08.037577984,0,785,2015.8472,64 days 00:00:32.958984378,29520426.45122788,11304000.0,0.38292129751837706 +2015-06-27 15:06:11.303663104,0,1818,2340.4504,32 days 00:00:16.809082027,29520426.45122788,26179200.0,0.8868164571826873 +2015-07-06 14:59:36.923482112,0,0,,64 days 00:00:27.685546873,30626041.370007064,0.0,0.0 +2015-07-13 15:05:52.528131072,0,0,,64 days 00:00:27.026367189,30798290.073343437,0.0,0.0 +2015-07-13 15:05:52.605659904,0,0,,32 days 00:00:15.820312504,30798290.073343437,0.0,0.0 +2015-07-13 15:06:16.419167744,0,1054,2028.5123,64 days 00:00:27.026367189,30798290.073343437,15177600.0,0.49280657997102667 +2015-07-13 15:06:16.500933120,0,1935,2275.3772,32 days 00:00:15.820312504,30798290.073343437,27864000.0,0.9047255524136021 +2015-07-20 15:12:06.303886080,0,2061,2266.831,32 days 00:00:11.206054684,31826196.850642294,29678400.0,0.9325148128530177 +2015-07-20 15:12:28.077379072,0,574,1854.5209,96 days 00:00:42.846679684,31826196.850642294,8265600.0,0.2597105786402873 +2015-07-20 15:12:30.194922752,0,2062,2263.3093,32 days 00:00:11.206054684,31826196.850642294,29692800.0,0.9329672703070948 +2015-07-29 15:06:24.783500032,0,2098,2195.694,32 days 00:00:10.217285153,32376165.044276036,30211200.0,0.9331308991872466 +2015-08-05 15:12:37.015198976,0,1215,2015.1326,64 days 00:00:24.389648441,32174242.08248365,17496000.0,0.5437890333250522 +2015-08-14 15:06:04.678774016,0,0,,96 days 00:00:40.209960936,33629752.726939686,0.0,0.0 +2015-08-23 14:59:57.963528704,0,0,,32 days 00:00:14.501953126,33022233.583407074,0.0,0.0 +2015-08-23 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23:59:04.299316405,30976965.532424558,2131200.0,0.06879950838855428 +2020-02-06 09:51:56.369650944,0,1895,2234.4734,6 days 00:00:54.423522950,30976965.532424558,27288000.0,0.8809126242993942 +2020-02-06 20:47:02.071155968,0,1374,1985.3558,11 days 23:59:59.670410153,30976965.532424558,19785600.0,0.6387197603099566 +2020-02-06 20:47:26.895596032,0,0,,11 days 23:59:59.670410153,30976965.532424558,0.0,0.0 diff --git a/environment.yml b/environment.yml deleted file mode 100644 index 479580c..0000000 --- a/environment.yml +++ /dev/null @@ -1,26 +0,0 @@ -name: its_live_tutorial -channels: - - conda-forge -dependencies: - - python=3.10 - - rioxarray - - geopandas - - jupyterlab - - scipy - - gdal - - h5py - - pyproj - - scikit-image - - scikit-learn - - s3fs - - dask - - pip: - - ipympl - - zarr - - h5netcdf - - netcdf4 - - tqdm - - pint - - cvxopt - - geoviews - - hvplot diff --git a/figs/AVA_time_series.png b/figs/AVA_time_series.png new file mode 100644 index 0000000..27c36d5 Binary files /dev/null and b/figs/AVA_time_series.png differ diff --git a/figs/EQI_time_series.png b/figs/EQI_time_series.png new file mode 100644 index 0000000..babd20d Binary files /dev/null and b/figs/EQI_time_series.png differ diff --git a/figs/HEL_time_series.png b/figs/HEL_time_series.png new file mode 100644 index 0000000..963ffd2 Binary files /dev/null and b/figs/HEL_time_series.png differ diff --git a/figs/KAN_time_series.png b/figs/KAN_time_series.png new file mode 100644 index 0000000..5505135 Binary files /dev/null and b/figs/KAN_time_series.png differ diff --git a/figs/KUJ_time_series.png b/figs/KUJ_time_series.png new file mode 100644 index 0000000..47aced9 Binary files /dev/null and b/figs/KUJ_time_series.png differ diff --git a/gdf_concat.py b/gdf_concat.py new file mode 100644 index 0000000..e90da69 --- /dev/null +++ b/gdf_concat.py @@ -0,0 +1,32 @@ +#!/usr/bin/env python3 +# -*- coding: utf-8 -*- +""" +Created on Tue Feb 13 17:40:43 2024 + +@author: laserglaciers +""" + +import geopandas as gpd +import os + +glacier_names = ['KUJ', 'AVA','KAN','EQI'] + +for name in glacier_names: + shp_file_path = f'/media/laserglaciers/upernavik/its_live_tutorial/{name}_polygons/' + os.chdir(shp_file_path) + gdfs_dates = [(gpd.read_file(fn), gpd.pd.to_datetime(fn[:10].replace('_','-'))) for fn in sorted(os.listdir(shp_file_path)) if fn.endswith('shp')] # + + gdfs, dates = zip(*gdfs_dates) + + rdf = gpd.GeoDataFrame(gpd.pd.concat(gdfs, ignore_index=True), crs=gdfs[0].crs) + rdf['date'] = dates + + if 'FID' in rdf.columns: + rdf.drop(columns=['FID'], inplace=True) + rdf.to_crs(crs=None,epsg=3413,inplace=True) + elif 'col1' in rdf.columns: + rdf.drop(columns=['col1'], inplace=True) + rdf.to_crs(crs=None,epsg=3413,inplace=True) + + op = '/media/laserglaciers/upernavik/its_live_tutorial/merged_geoms/' + rdf.to_file(f'{op}{name}_merged.gpkg',driver='GPKG',crs="EPSG:3413") \ No newline at end of file diff --git a/geoms/2020_12_10_term_polygon.shx b/geoms/2020_12_10_term_polygon.shx deleted file mode 100644 index ca541e0..0000000 Binary files a/geoms/2020_12_10_term_polygon.shx and /dev/null differ diff --git a/geoms/2020_12_11_term_polygon.prj b/geoms/2020_12_11_term_polygon.prj deleted file mode 100644 index f45cbad..0000000 --- a/geoms/2020_12_11_term_polygon.prj +++ /dev/null @@ -1 +0,0 @@ -GEOGCS["GCS_WGS_1984",DATUM["D_WGS_1984",SPHEROID["WGS_1984",6378137.0,298.257223563]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]] \ No newline at end of file diff --git a/geoms/2020_12_11_term_polygon.shp b/geoms/2020_12_11_term_polygon.shp deleted file mode 100644 index 8245413..0000000 Binary files a/geoms/2020_12_11_term_polygon.shp and /dev/null differ diff --git a/geoms/2020_12_11_term_polygon.shx b/geoms/2020_12_11_term_polygon.shx deleted file mode 100644 index 2b95a98..0000000 Binary files a/geoms/2020_12_11_term_polygon.shx and /dev/null differ diff --git a/geoms/helheim_pt_3413.gpkg b/geoms/helheim_pt_3413.gpkg deleted file mode 100644 index 920b51e..0000000 Binary files a/geoms/helheim_pt_3413.gpkg and /dev/null differ diff --git a/geoms/helheim_pt_4326.cpg b/geoms/helheim_pt_4326.cpg deleted file mode 100644 index 3ad133c..0000000 --- a/geoms/helheim_pt_4326.cpg +++ /dev/null @@ -1 +0,0 @@ -UTF-8 \ No newline at end of file diff --git a/geoms/helheim_pt_4326.dbf b/geoms/helheim_pt_4326.dbf deleted file mode 100644 index fee0fb1..0000000 Binary files a/geoms/helheim_pt_4326.dbf and /dev/null differ diff --git a/geoms/helheim_pt_4326.prj b/geoms/helheim_pt_4326.prj deleted file mode 100644 index f45cbad..0000000 --- a/geoms/helheim_pt_4326.prj +++ /dev/null @@ -1 +0,0 @@ -GEOGCS["GCS_WGS_1984",DATUM["D_WGS_1984",SPHEROID["WGS_1984",6378137.0,298.257223563]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]] \ No newline at end of file diff --git a/geoms/helheim_pt_4326.qix b/geoms/helheim_pt_4326.qix deleted file mode 100644 index 1fd9b5c..0000000 Binary files a/geoms/helheim_pt_4326.qix and /dev/null differ diff --git a/geoms/helheim_pt_4326.shp b/geoms/helheim_pt_4326.shp deleted file mode 100644 index 6a6df1f..0000000 Binary files a/geoms/helheim_pt_4326.shp and /dev/null differ diff --git a/geoms/helheim_pt_4326.shx b/geoms/helheim_pt_4326.shx deleted file mode 100644 index a6acbb1..0000000 Binary files a/geoms/helheim_pt_4326.shx and /dev/null differ diff --git a/geoms/sample_points.cpg b/geoms/sample_points.cpg deleted file mode 100644 index 3ad133c..0000000 --- a/geoms/sample_points.cpg +++ /dev/null @@ -1 +0,0 @@ -UTF-8 \ No newline at end of file diff --git a/geoms/sample_points.dbf b/geoms/sample_points.dbf deleted file mode 100644 index 651afca..0000000 Binary files a/geoms/sample_points.dbf and /dev/null differ diff --git a/geoms/sample_points.prj b/geoms/sample_points.prj deleted file mode 100644 index 2e49174..0000000 --- a/geoms/sample_points.prj +++ /dev/null @@ -1 +0,0 @@ -PROJCS["WGS_1984_NSIDC_Sea_Ice_Polar_Stereographic_North",GEOGCS["GCS_WGS_1984",DATUM["D_WGS_1984",SPHEROID["WGS_1984",6378137.0,298.257223563]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]],PROJECTION["Stereographic_North_Pole"],PARAMETER["False_Easting",0.0],PARAMETER["False_Northing",0.0],PARAMETER["Central_Meridian",-45.0],PARAMETER["Standard_Parallel_1",70.0],UNIT["Meter",1.0]] \ No newline at end of file diff --git a/geoms/sample_points.qix b/geoms/sample_points.qix deleted file mode 100644 index a2cddc0..0000000 Binary files a/geoms/sample_points.qix and /dev/null differ diff --git a/geoms/sample_points.shp b/geoms/sample_points.shp deleted file mode 100644 index e4fc5ee..0000000 Binary files a/geoms/sample_points.shp and /dev/null differ diff --git a/geoms/sample_points.shx b/geoms/sample_points.shx deleted file mode 100644 index 85c60cf..0000000 Binary files a/geoms/sample_points.shx and /dev/null differ diff --git a/geoms/store_poly.cpg b/geoms/store_poly.cpg deleted file mode 100644 index 3ad133c..0000000 --- a/geoms/store_poly.cpg +++ /dev/null @@ -1 +0,0 @@ -UTF-8 \ No newline at end of file diff --git a/geoms/store_poly.dbf b/geoms/store_poly.dbf deleted file mode 100644 index fee0fb1..0000000 Binary files a/geoms/store_poly.dbf and /dev/null differ diff --git a/geoms/store_poly.prj b/geoms/store_poly.prj deleted file mode 100644 index f45cbad..0000000 --- a/geoms/store_poly.prj +++ /dev/null @@ -1 +0,0 @@ -GEOGCS["GCS_WGS_1984",DATUM["D_WGS_1984",SPHEROID["WGS_1984",6378137.0,298.257223563]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]] \ No newline at end of file diff --git a/geoms/store_poly.qix b/geoms/store_poly.qix deleted file mode 100644 index 9375f2e..0000000 Binary files a/geoms/store_poly.qix and /dev/null differ diff --git a/geoms/store_poly.shp b/geoms/store_poly.shp deleted file mode 100644 index b1d1e9d..0000000 Binary files a/geoms/store_poly.shp and /dev/null differ diff --git a/geoms/store_poly.shx b/geoms/store_poly.shx deleted file mode 100644 index a866e5e..0000000 Binary files a/geoms/store_poly.shx and /dev/null differ diff --git a/images/2020_image_pair_not_smooth.png b/images/2020_image_pair_not_smooth.png deleted file mode 100644 index f469116..0000000 Binary files a/images/2020_image_pair_not_smooth.png and /dev/null differ diff --git a/images/2020_image_pair_smooth.png b/images/2020_image_pair_smooth.png deleted file mode 100644 index 5c55b48..0000000 Binary files a/images/2020_image_pair_smooth.png and /dev/null differ diff --git a/images/filter_images.png b/images/filter_images.png deleted file mode 100644 index 6884373..0000000 Binary files a/images/filter_images.png and /dev/null differ diff --git a/images/polygon.png b/images/polygon.png deleted file mode 100644 index 12e4601..0000000 Binary files a/images/polygon.png and /dev/null differ diff --git a/images/web_portal_3413.png b/images/web_portal_3413.png deleted file mode 100644 index 8ee7b91..0000000 Binary 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not loaded, scheduling load and callback at\", now());\n", - " }\n", - "\n", - " function on_load() {\n", - " root._bokeh_is_loading--;\n", - " if (root._bokeh_is_loading === 0) {\n", - " console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n", - " run_callbacks()\n", - " }\n", - " }\n", - " window._bokeh_on_load = on_load\n", - "\n", - " function on_error() {\n", - " console.error(\"failed to load \" + url);\n", - " }\n", - "\n", - " var skip = [];\n", - " if (window.requirejs) {\n", - " window.requirejs.config({'packages': {}, 'paths': {'jspanel': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/jspanel', 'jspanel-modal': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal', 'jspanel-tooltip': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip', 'jspanel-hint': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint', 'jspanel-layout': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout', 'jspanel-contextmenu': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu', 'jspanel-dock': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock', 'gridstack': 'https://cdn.jsdelivr.net/npm/gridstack@7.2.3/dist/gridstack-all', 'notyf': 'https://cdn.jsdelivr.net/npm/notyf@3/notyf.min'}, 'shim': {'jspanel': {'exports': 'jsPanel'}, 'gridstack': {'exports': 'GridStack'}}});\n", - " require([\"jspanel\"], function(jsPanel) {\n", - "\twindow.jsPanel = jsPanel\n", - "\ton_load()\n", - " })\n", - " require([\"jspanel-modal\"], function() {\n", - "\ton_load()\n", - " })\n", - " require([\"jspanel-tooltip\"], function() {\n", - "\ton_load()\n", - " })\n", - " require([\"jspanel-hint\"], function() {\n", - "\ton_load()\n", - " })\n", - " require([\"jspanel-layout\"], function() {\n", - "\ton_load()\n", - " })\n", - " require([\"jspanel-contextmenu\"], function() {\n", - "\ton_load()\n", - " })\n", - " require([\"jspanel-dock\"], function() {\n", - "\ton_load()\n", - " })\n", - " require([\"gridstack\"], function(GridStack) {\n", - "\twindow.GridStack = GridStack\n", - "\ton_load()\n", - " })\n", - " require([\"notyf\"], function() {\n", - "\ton_load()\n", - " })\n", - " root._bokeh_is_loading = css_urls.length + 9;\n", - " } else {\n", - " root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n", - " }\n", - "\n", - " var existing_stylesheets = []\n", - " var links = document.getElementsByTagName('link')\n", - " for (var i = 0; i < links.length; i++) {\n", - " var link = links[i]\n", - " if (link.href != null) {\n", - "\texisting_stylesheets.push(link.href)\n", - " }\n", - " }\n", - " for (var i = 0; i < css_urls.length; i++) {\n", - " var url = css_urls[i];\n", - " if (existing_stylesheets.indexOf(url) !== -1) {\n", - "\ton_load()\n", - "\tcontinue;\n", - " }\n", - " const element = document.createElement(\"link\");\n", - " element.onload = on_load;\n", - " element.onerror = on_error;\n", - " element.rel = \"stylesheet\";\n", - " element.type = \"text/css\";\n", - " element.href = url;\n", - " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n", - " document.body.appendChild(element);\n", - " } if (((window['jsPanel'] !== undefined) && (!(window['jsPanel'] instanceof HTMLElement))) || window.requirejs) {\n", - " var urls = ['https://cdn.holoviz.org/panel/1.3.2/dist/bundled/floatpanel/jspanel4@4.12.0/dist/jspanel.js', 'https://cdn.holoviz.org/panel/1.3.2/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal.js', 'https://cdn.holoviz.org/panel/1.3.2/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip.js', 'https://cdn.holoviz.org/panel/1.3.2/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint.js', 'https://cdn.holoviz.org/panel/1.3.2/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout.js', 'https://cdn.holoviz.org/panel/1.3.2/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu.js', 'https://cdn.holoviz.org/panel/1.3.2/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock.js'];\n", - " for (var i = 0; i < urls.length; i++) {\n", - " skip.push(urls[i])\n", - " }\n", - " } if (((window['GridStack'] !== undefined) && (!(window['GridStack'] instanceof HTMLElement))) || window.requirejs) {\n", - " var urls = ['https://cdn.holoviz.org/panel/1.3.2/dist/bundled/gridstack/gridstack@7.2.3/dist/gridstack-all.js'];\n", - " for (var i = 0; i < urls.length; i++) {\n", - " skip.push(urls[i])\n", - " }\n", - " } if (((window['Notyf'] !== undefined) && (!(window['Notyf'] instanceof HTMLElement))) || window.requirejs) {\n", - " var urls = ['https://cdn.holoviz.org/panel/1.3.2/dist/bundled/notificationarea/notyf@3/notyf.min.js'];\n", - " for (var i = 0; i < urls.length; i++) {\n", - " skip.push(urls[i])\n", - " }\n", - " } var existing_scripts = []\n", - " var scripts = document.getElementsByTagName('script')\n", - " for (var i = 0; i < scripts.length; i++) {\n", - " var script = scripts[i]\n", - " if (script.src != null) {\n", - "\texisting_scripts.push(script.src)\n", - " }\n", - " }\n", - " for (var i = 0; i < js_urls.length; i++) {\n", - " var url = js_urls[i];\n", - " if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n", - "\tif (!window.requirejs) {\n", - "\t on_load();\n", - "\t}\n", - "\tcontinue;\n", - " }\n", - " var element = document.createElement('script');\n", - " element.onload = on_load;\n", - " element.onerror = on_error;\n", - " element.async = false;\n", - " element.src = url;\n", - " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", - " document.head.appendChild(element);\n", - " }\n", - " for (var i = 0; i < js_modules.length; i++) {\n", - " var url = js_modules[i];\n", - " if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n", - "\tif (!window.requirejs) {\n", - "\t on_load();\n", - "\t}\n", - "\tcontinue;\n", - " }\n", - " var element = document.createElement('script');\n", - " element.onload = on_load;\n", - " element.onerror = on_error;\n", - " element.async = false;\n", - " element.src = url;\n", - " element.type = \"module\";\n", - " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", - " document.head.appendChild(element);\n", - " }\n", - " for (const name in js_exports) {\n", - " var url = js_exports[name];\n", - " if (skip.indexOf(url) >= 0 || root[name] != null) {\n", - "\tif (!window.requirejs) {\n", - "\t on_load();\n", - "\t}\n", - "\tcontinue;\n", - " }\n", - " var element = document.createElement('script');\n", - " element.onerror = on_error;\n", - " element.async = false;\n", - " element.type = \"module\";\n", - " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", - " element.textContent = `\n", - " import ${name} from \"${url}\"\n", - " window.${name} = ${name}\n", - " window._bokeh_on_load()\n", - " `\n", - " document.head.appendChild(element);\n", - " }\n", - " if (!js_urls.length && !js_modules.length) {\n", - " on_load()\n", - " }\n", - " };\n", - "\n", - " function inject_raw_css(css) {\n", - " const element = document.createElement(\"style\");\n", - " element.appendChild(document.createTextNode(css));\n", - " document.body.appendChild(element);\n", - " }\n", - "\n", - " var js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.3.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.3.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.3.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.3.1.min.js\", \"https://cdn.holoviz.org/panel/1.3.2/dist/panel.min.js\", \"https://cdn.jsdelivr.net/npm/@holoviz/geoviews@1.11.0/dist/geoviews.min.js\"];\n", - " var js_modules = [];\n", - " var js_exports = {};\n", - " var css_urls = [];\n", - " var inline_js = [ function(Bokeh) {\n", - " Bokeh.set_log_level(\"info\");\n", - " },\n", - "function(Bokeh) {} // ensure no trailing comma for IE\n", - " ];\n", - "\n", - " function run_inline_js() {\n", - " if ((root.Bokeh !== undefined) || (force === true)) {\n", - " for (var i = 0; i < inline_js.length; i++) {\n", - "\ttry {\n", - " inline_js[i].call(root, root.Bokeh);\n", - "\t} catch(e) {\n", - "\t if (!reloading) {\n", - "\t throw e;\n", - "\t }\n", - "\t}\n", - " }\n", - " // Cache old bokeh versions\n", - " if (Bokeh != undefined && !reloading) {\n", - "\tvar NewBokeh = root.Bokeh;\n", - "\tif (Bokeh.versions === undefined) {\n", - "\t Bokeh.versions = new Map();\n", - "\t}\n", - "\tif (NewBokeh.version !== Bokeh.version) {\n", - "\t Bokeh.versions.set(NewBokeh.version, NewBokeh)\n", - "\t}\n", - "\troot.Bokeh = Bokeh;\n", - " }} else if (Date.now() < root._bokeh_timeout) {\n", - " setTimeout(run_inline_js, 100);\n", - " } else if (!root._bokeh_failed_load) {\n", - " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", - " root._bokeh_failed_load = true;\n", - " }\n", - " root._bokeh_is_initializing = false\n", - " }\n", - "\n", - " function load_or_wait() {\n", - " // Implement a backoff loop that tries to ensure we do not load multiple\n", - " // versions of Bokeh and its dependencies at the same time.\n", - " // In recent versions we use the root._bokeh_is_initializing flag\n", - " // to determine whether there is an ongoing attempt to initialize\n", - " // bokeh, however for backward compatibility we also try to ensure\n", - " // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n", - " // before older versions are fully initialized.\n", - " if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n", - " root._bokeh_is_initializing = false;\n", - " root._bokeh_onload_callbacks = undefined;\n", - " console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n", - " load_or_wait();\n", - " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n", - " setTimeout(load_or_wait, 100);\n", - " } else {\n", - " root._bokeh_is_initializing = true\n", - " root._bokeh_onload_callbacks = []\n", - " var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n", - " if (!reloading && !bokeh_loaded) {\n", - "\troot.Bokeh = undefined;\n", - " }\n", - " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n", - "\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", - "\trun_inline_js();\n", - " });\n", - " }\n", - " }\n", - " // Give older versions of the autoload script a head-start to ensure\n", - " // they initialize before we start loading newer version.\n", - " setTimeout(load_or_wait, 100)\n", - "}(window));" - ], - "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n var force = true;\n var py_version = '3.3.1'.replace('rc', '-rc.').replace('.dev', '-dev.');\n var reloading = false;\n var Bokeh = root.Bokeh;\n\n if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n }\n if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n run_callbacks();\n return null;\n }\n if (!reloading) {\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = on_load\n\n function on_error() {\n console.error(\"failed to load \" + url);\n }\n\n var skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {'jspanel': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/jspanel', 'jspanel-modal': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal', 'jspanel-tooltip': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip', 'jspanel-hint': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint', 'jspanel-layout': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout', 'jspanel-contextmenu': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu', 'jspanel-dock': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock', 'gridstack': 'https://cdn.jsdelivr.net/npm/gridstack@7.2.3/dist/gridstack-all', 'notyf': 'https://cdn.jsdelivr.net/npm/notyf@3/notyf.min'}, 'shim': {'jspanel': {'exports': 'jsPanel'}, 'gridstack': {'exports': 'GridStack'}}});\n require([\"jspanel\"], function(jsPanel) {\n\twindow.jsPanel = jsPanel\n\ton_load()\n })\n require([\"jspanel-modal\"], function() {\n\ton_load()\n })\n require([\"jspanel-tooltip\"], function() {\n\ton_load()\n })\n require([\"jspanel-hint\"], function() {\n\ton_load()\n })\n require([\"jspanel-layout\"], function() {\n\ton_load()\n })\n require([\"jspanel-contextmenu\"], function() {\n\ton_load()\n })\n require([\"jspanel-dock\"], function() {\n\ton_load()\n })\n require([\"gridstack\"], function(GridStack) {\n\twindow.GridStack = GridStack\n\ton_load()\n })\n require([\"notyf\"], function() {\n\ton_load()\n })\n root._bokeh_is_loading = css_urls.length + 9;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n var existing_stylesheets = []\n var links = document.getElementsByTagName('link')\n for (var i = 0; i < links.length; i++) {\n var link = links[i]\n if (link.href != null) {\n\texisting_stylesheets.push(link.href)\n }\n }\n for (var i = 0; i < css_urls.length; i++) {\n var url = css_urls[i];\n if (existing_stylesheets.indexOf(url) !== -1) {\n\ton_load()\n\tcontinue;\n }\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n } if (((window['jsPanel'] !== undefined) && (!(window['jsPanel'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.3.2/dist/bundled/floatpanel/jspanel4@4.12.0/dist/jspanel.js', 'https://cdn.holoviz.org/panel/1.3.2/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal.js', 'https://cdn.holoviz.org/panel/1.3.2/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip.js', 'https://cdn.holoviz.org/panel/1.3.2/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint.js', 'https://cdn.holoviz.org/panel/1.3.2/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout.js', 'https://cdn.holoviz.org/panel/1.3.2/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu.js', 'https://cdn.holoviz.org/panel/1.3.2/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } if (((window['GridStack'] !== undefined) && (!(window['GridStack'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.3.2/dist/bundled/gridstack/gridstack@7.2.3/dist/gridstack-all.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } if (((window['Notyf'] !== undefined) && (!(window['Notyf'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.3.2/dist/bundled/notificationarea/notyf@3/notyf.min.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } var existing_scripts = []\n var scripts = document.getElementsByTagName('script')\n for (var i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n\texisting_scripts.push(script.src)\n }\n }\n for (var i = 0; i < js_urls.length; i++) {\n var url = js_urls[i];\n if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (var i = 0; i < js_modules.length; i++) {\n var url = js_modules[i];\n if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (const name in js_exports) {\n var url = js_exports[name];\n if (skip.indexOf(url) >= 0 || root[name] != null) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onerror = on_error;\n element.async = false;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n element.textContent = `\n import ${name} from \"${url}\"\n window.${name} = ${name}\n window._bokeh_on_load()\n `\n document.head.appendChild(element);\n }\n if (!js_urls.length && !js_modules.length) {\n on_load()\n }\n };\n\n function inject_raw_css(css) {\n const element = document.createElement(\"style\");\n element.appendChild(document.createTextNode(css));\n document.body.appendChild(element);\n }\n\n var js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.3.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.3.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.3.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.3.1.min.js\", \"https://cdn.holoviz.org/panel/1.3.2/dist/panel.min.js\", \"https://cdn.jsdelivr.net/npm/@holoviz/geoviews@1.11.0/dist/geoviews.min.js\"];\n var js_modules = [];\n var js_exports = {};\n var css_urls = [];\n var inline_js = [ function(Bokeh) {\n Bokeh.set_log_level(\"info\");\n },\nfunction(Bokeh) {} // ensure no trailing comma for IE\n ];\n\n function run_inline_js() {\n if ((root.Bokeh !== undefined) || (force === true)) {\n for (var i = 0; i < inline_js.length; i++) {\n\ttry {\n inline_js[i].call(root, root.Bokeh);\n\t} catch(e) {\n\t if (!reloading) {\n\t throw e;\n\t }\n\t}\n }\n // Cache old bokeh versions\n if 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\n", - "" - ] - }, - "metadata": { - "application/vnd.holoviews_exec.v0+json": { - "id": "p1005" - } - }, - "output_type": "display_data" - } - ], - "source": [ - "import os\n", - "import json\n", - "import geopandas as gpd\n", - "from shapely.geometry import Point\n", - "from shapely.geometry import Polygon\n", - "import numpy as np\n", - "import xarray as xr\n", - "import rioxarray as rxr\n", - "import geoviews as gv\n", - "import geoviews.feature as gf\n", - "import hvplot.pandas\n", - "import s3fs" - ] - }, - { - "cell_type": "markdown", - "id": "7b53cbf7-5c1b-4ade-a75b-92711464c2fa", - "metadata": {}, - "source": [ - "## Define functions from Emma's its_live tutorial" - ] - }, - { - "cell_type": "code", - "execution_count": 29, - "id": "9e3238ea-4179-4e4d-8788-fc7b89b24422", - "metadata": {}, - "outputs": [], - "source": [ - "# THIS IS FROM EMMA's TUTORIAL https://github.com/e-marshall/itslivetools/blob/main/itslivetools/access.py\n", - "def find_granule_by_point(input_point, label='single_point'):\n", - " '''returns url for the granule (zarr datacube) containing a specified point. point must be passed in epsg:4326\n", - " '''\n", - " catalog = gpd.read_file('https://its-live-data.s3.amazonaws.com/datacubes/catalog_v02.json')\n", - "\n", - " #make shapely point of input point\n", - " p = gpd.GeoSeries([Point(input_point[0], input_point[1])],crs='EPSG:4326')\n", - " #make gdf of point\n", - " gdf = gdf = gpd.GeoDataFrame({'label': f'{label}', \n", - " 'geometry':p})\n", - "\n", - " #find row of granule \n", - " granule = catalog.sjoin(gdf, how='inner')\n", - "\n", - " url = granule['zarr_url'].values[0]\n", - " return URL\n", - " \n", - "def read_in_s3(http_url, chunks='auto'):\n", - " ''' does some string formatting from zarr url and returns xarray dataset\n", - " '''\n", - "\n", - " s3_url = http_url.replace('http','s3')\n", - " s3_url = s3_url.replace('.s3.amazonaws.com','')\n", - "\n", - " datacube = xr.open_dataset(s3_url, engine='zarr',\n", - " storage_options={'anon':True},\n", - " chunks=chunks)\n", - " return datacube\n" - ] - }, - { - "cell_type": "code", - "execution_count": 132, - "id": "c55252a7-7176-4205-b35b-7691a5c582f2", - "metadata": {}, - "outputs": [], - "source": [ - "catalog = gpd.read_file('https://its-live-data.s3.amazonaws.com/datacubes/catalog_v02.json') # ITS_LIVE data catalog where all the paths are defined" - ] - }, - { - "cell_type": "code", - "execution_count": 139, - "id": "2b405359-9f35-45f4-a6d6-569f52d70a03", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/tmp/ipykernel_127113/1650650115.py:5: UserWarning: Geometry is in a geographic CRS. Results from 'centroid' are likely incorrect. Use 'GeoSeries.to_crs()' to re-project geometries to a projected CRS before this operation.\n", - "\n", - " kuj_centroid = kuj_poly.centroid\n" - ] - } - ], - "source": [ - "# KUJ polygon from Kevin\n", - "# Read in polygon and get centroid to join with its_live data catalog\n", - "path = 'edia/laserglaciers/upernavik/its_live_tutorial/geoms/2020_12_11_term_polygon.shp'\n", - "kuj_poly = gpd.read_file(path)\n", - "kuj_centroid = kuj_poly.centroid\n", - "kuj_centroid = gpd.GeoDataFrame(geometry=kuj_centroid,crs=4326)\n", - "granule = catalog.sjoin(kuj_centroid, how='inner')\n", - "url = granule['zarr_url'].values[0]" - ] - }, - { - "cell_type": "code", - "execution_count": 36, - "id": "fd25c7da-546c-4286-aa37-d0afdb41ba97", - "metadata": {}, - "outputs": [], - "source": [ - "kuj_vels = read_in_s3(url)\n", - "kuj_vels = kuj_vels.chunk({\"mid_date\": len(kuj_vels.mid_date)}) # setting the mid_date chunksize to the time dimensions helps A LOT\n", - "kuj_vels = kuj_vels.sortby('mid_date')" - ] - }, - { - "cell_type": "code", - "execution_count": 37, - "id": "bfd7153b-1cbe-455b-bdf6-adfdadf80330", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "
<xarray.Dataset>\n",
-       "Dimensions:                     (mid_date: 49475, y: 834, x: 833)\n",
-       "Coordinates:\n",
-       "  * mid_date                    (mid_date) datetime64[ns] 1984-10-21T14:23:16...\n",
-       "  * x                           (x) float64 -1.999e+05 -1.997e+05 ... -1e+05\n",
-       "  * y                           (y) float64 -2.1e+06 -2.1e+06 ... -2.2e+06\n",
-       "Data variables: (12/60)\n",
-       "    M11                         (mid_date, y, x) float32 dask.array<chunksize=(49475, 20, 20), meta=np.ndarray>\n",
-       "    M11_dr_to_vr_factor         (mid_date) float32 dask.array<chunksize=(49475,), meta=np.ndarray>\n",
-       "    M12                         (mid_date, y, x) float32 dask.array<chunksize=(49475, 20, 20), meta=np.ndarray>\n",
-       "    M12_dr_to_vr_factor         (mid_date) float32 dask.array<chunksize=(49475,), meta=np.ndarray>\n",
-       "    acquisition_date_img1       (mid_date) datetime64[ns] dask.array<chunksize=(49475,), meta=np.ndarray>\n",
-       "    acquisition_date_img2       (mid_date) datetime64[ns] dask.array<chunksize=(49475,), meta=np.ndarray>\n",
-       "    ...                          ...\n",
-       "    vy_error_modeled            (mid_date) float32 dask.array<chunksize=(49475,), meta=np.ndarray>\n",
-       "    vy_error_slow               (mid_date) float32 dask.array<chunksize=(49475,), meta=np.ndarray>\n",
-       "    vy_error_stationary         (mid_date) float32 dask.array<chunksize=(49475,), meta=np.ndarray>\n",
-       "    vy_stable_shift             (mid_date) float32 dask.array<chunksize=(49475,), meta=np.ndarray>\n",
-       "    vy_stable_shift_slow        (mid_date) float32 dask.array<chunksize=(49475,), meta=np.ndarray>\n",
-       "    vy_stable_shift_stationary  (mid_date) float32 dask.array<chunksize=(49475,), meta=np.ndarray>\n",
-       "Attributes: (12/19)\n",
-       "    Conventions:                CF-1.8\n",
-       "    GDAL_AREA_OR_POINT:         Area\n",
-       "    author:                     ITS_LIVE, a NASA MEaSUREs project (its-live.j...\n",
-       "    autoRIFT_parameter_file:    http://its-live-data.s3.amazonaws.com/autorif...\n",
-       "    datacube_software_version:  1.0\n",
-       "    date_created:               26-Sep-2023 03:06:33\n",
-       "    ...                         ...\n",
-       "    s3:                         s3://its-live-data/datacubes/v2/N70W040/ITS_L...\n",
-       "    skipped_granules:           s3://its-live-data/datacubes/v2/N70W040/ITS_L...\n",
-       "    time_standard_img1:         UTC\n",
-       "    time_standard_img2:         UTC\n",
-       "    title:                      ITS_LIVE datacube of image pair velocities\n",
-       "    url:                        https://its-live-data.s3.amazonaws.com/datacu...
" - ], - "text/plain": [ - "\n", - "Dimensions: (mid_date: 49475, y: 834, x: 833)\n", - "Coordinates:\n", - " * mid_date (mid_date) datetime64[ns] 1984-10-21T14:23:16...\n", - " * x (x) float64 -1.999e+05 -1.997e+05 ... -1e+05\n", - " * y (y) float64 -2.1e+06 -2.1e+06 ... -2.2e+06\n", - "Data variables: (12/60)\n", - " M11 (mid_date, y, x) float32 dask.array\n", - " M11_dr_to_vr_factor (mid_date) float32 dask.array\n", - " M12 (mid_date, y, x) float32 dask.array\n", - " M12_dr_to_vr_factor (mid_date) float32 dask.array\n", - " acquisition_date_img1 (mid_date) datetime64[ns] dask.array\n", - " acquisition_date_img2 (mid_date) datetime64[ns] dask.array\n", - " ... ...\n", - " vy_error_modeled (mid_date) float32 dask.array\n", - " vy_error_slow (mid_date) float32 dask.array\n", - " vy_error_stationary (mid_date) float32 dask.array\n", - " vy_stable_shift (mid_date) float32 dask.array\n", - " vy_stable_shift_slow (mid_date) float32 dask.array\n", - " vy_stable_shift_stationary (mid_date) float32 dask.array\n", - "Attributes: (12/19)\n", - " Conventions: CF-1.8\n", - " GDAL_AREA_OR_POINT: Area\n", - " author: ITS_LIVE, a NASA MEaSUREs project (its-live.j...\n", - " autoRIFT_parameter_file: http://its-live-data.s3.amazonaws.com/autorif...\n", - " datacube_software_version: 1.0\n", - " date_created: 26-Sep-2023 03:06:33\n", - " ... ...\n", - " s3: s3://its-live-data/datacubes/v2/N70W040/ITS_L...\n", - " skipped_granules: s3://its-live-data/datacubes/v2/N70W040/ITS_L...\n", - " time_standard_img1: UTC\n", - " time_standard_img2: UTC\n", - " title: ITS_LIVE datacube of image pair velocities\n", - " url: https://its-live-data.s3.amazonaws.com/datacu..." - ] - }, - "execution_count": 37, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "kuj_vels" - ] - }, - { - "cell_type": "markdown", - "id": "1170c11e-6d19-4ece-8c31-f04c4e89e879", - "metadata": {}, - "source": [ - "## Check data quality \n", - "Lots of data can be empty " - ] - }, - { - "cell_type": "code", - "execution_count": 133, - "id": "1cf4137c-b768-4f81-a86d-ed8c187cdcc5", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 133, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "date = np.datetime64(os.path.split(path)[1][:10].replace('_','-'))\n", - "kuj_vels_sample = kuj_vels.sel(mid_date=slice(date,date + 1))\n", - "kuj_vels_sample.isel(mid_date=0).v.plot()" - ] - }, - { - "cell_type": "markdown", - "id": "1868c199-0a6a-4319-a651-f94fc2be350f", - "metadata": {}, - "source": [ - "## Clip data to area of interest\n", - "There is probably a more effiecient way to do this, possibly some zonal statistics with https://xcdat.readthedocs.io/en/latest/index.html or https://xarray-spatial.org/reference/_autosummary/xrspatial.zonal.stats.html" - ] - }, - { - "cell_type": "code", - "execution_count": 86, - "id": "770be2fb-9c4e-402f-809a-17d796e564da", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "array([[nan, nan, nan, ..., nan, nan, nan],\n", - " [nan, nan, nan, ..., nan, nan, nan],\n", - " [nan, nan, nan, ..., nan, nan, nan],\n", - " ...,\n", - " [nan, nan, nan, ..., nan, nan, nan],\n", - " [nan, nan, nan, ..., nan, nan, nan],\n", - " [nan, nan, nan, ..., nan, nan, nan]], dtype=float32)" - ] - }, - "execution_count": 86, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "kuj_vels_sample = kuj_vels_sample.rio.write_crs('EPSG:3413')\n", - "kuj_poly_3413 = kuj_poly.to_crs(3413)\n", - "kuj_vels_sample_clip = kuj_vels_sample.rio.clip(kuj_poly_3413.geometry.values,kuj_poly_3413.crs,drop=True,invert=False)" - ] - }, - { - "cell_type": "code", - "execution_count": 131, - "id": "1bbd21bb-f78a-4a98-a407-33dc80d185b5", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 131, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "kuj_vels_sample_clip.v.isel(mid_date=10).plot()" - ] - }, - { - "cell_type": "code", - "execution_count": 130, - "id": "3222df6e-0083-49ff-abc6-124ad47a5192", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "mean value at mid_date 13 = 2690.330810546875\n", - "mean value at mid_date 10 = 1698.2054443359375\n" - ] - } - ], - "source": [ - "mean_13 = np.nanmean(kuj_vels_sample_clip.v.isel(mid_date=13).values)\n", - "mean_10 = np.nanmean(kuj_vels_sample_clip.v.isel(mid_date=10).values)\n", - "print(f'mean value at mid_date 13 = {mean_13}\\nmean value at mid_date 10 = {mean_10}')" - ] - }, - { - "cell_type": "markdown", - "id": "753d64de-4013-4113-9893-6b8228468feb", - "metadata": {}, - "source": [ - "## Thoughs\n", - "I just manually checked the averages from a clipped KUJ terminus region. I imagine there is a better way to do this by finding the percentage or proportions of pixels in the area of interest. Then when that is done we can apply this to the lagrangian method and create the time series of interest. " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "b72a7c7d-8c44-4aa7-a8c6-b2d492444875", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.10.13" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/its_live_datacube_tutorial.ipynb b/its_live_datacube_tutorial.ipynb deleted file mode 100644 index 6e64520..0000000 --- a/its_live_datacube_tutorial.ipynb +++ /dev/null @@ -1,12796 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "id": "filled-finder", - "metadata": {}, - "outputs": [ - { - "data": { - "application/javascript": [ - "(function(root) {\n", - 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window.requirejs.config({'packages': {}, 'paths': {'jspanel': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/jspanel', 'jspanel-modal': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal', 'jspanel-tooltip': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip', 'jspanel-hint': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint', 'jspanel-layout': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout', 'jspanel-contextmenu': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu', 'jspanel-dock': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock', 'gridstack': 'https://cdn.jsdelivr.net/npm/gridstack@7.2.3/dist/gridstack-all', 'notyf': 'https://cdn.jsdelivr.net/npm/notyf@3/notyf.min'}, 'shim': {'jspanel': {'exports': 'jsPanel'}, 'gridstack': {'exports': 'GridStack'}}});\n", - " require([\"jspanel\"], function(jsPanel) {\n", - "\twindow.jsPanel = jsPanel\n", - "\ton_load()\n", - " })\n", - " require([\"jspanel-modal\"], function() {\n", - "\ton_load()\n", - " })\n", - " require([\"jspanel-tooltip\"], function() {\n", - "\ton_load()\n", - " })\n", - " require([\"jspanel-hint\"], function() {\n", - "\ton_load()\n", - " })\n", - " require([\"jspanel-layout\"], function() {\n", - "\ton_load()\n", - " })\n", - " require([\"jspanel-contextmenu\"], function() {\n", - "\ton_load()\n", - " })\n", - " require([\"jspanel-dock\"], function() {\n", - "\ton_load()\n", - " })\n", - " require([\"gridstack\"], function(GridStack) {\n", - "\twindow.GridStack = GridStack\n", - "\ton_load()\n", - " })\n", - " require([\"notyf\"], function() {\n", - "\ton_load()\n", - " })\n", - " root._bokeh_is_loading = css_urls.length + 9;\n", - " } else {\n", - " root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n", - " }\n", - 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document.head.appendChild(element);\n", - " }\n", - " for (const name in js_exports) {\n", - " var url = js_exports[name];\n", - " if (skip.indexOf(url) >= 0 || root[name] != null) {\n", - "\tif (!window.requirejs) {\n", - "\t on_load();\n", - "\t}\n", - "\tcontinue;\n", - " }\n", - " var element = document.createElement('script');\n", - " element.onerror = on_error;\n", - " element.async = false;\n", - " element.type = \"module\";\n", - " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", - " element.textContent = `\n", - " import ${name} from \"${url}\"\n", - " window.${name} = ${name}\n", - " window._bokeh_on_load()\n", - " `\n", - " document.head.appendChild(element);\n", - " }\n", - " if (!js_urls.length && !js_modules.length) {\n", - " on_load()\n", - " }\n", - " };\n", - "\n", - " function inject_raw_css(css) {\n", - " const element = document.createElement(\"style\");\n", - " element.appendChild(document.createTextNode(css));\n", - " 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"\t throw e;\n", - "\t }\n", - "\t}\n", - " }\n", - " // Cache old bokeh versions\n", - " if (Bokeh != undefined && !reloading) {\n", - "\tvar NewBokeh = root.Bokeh;\n", - "\tif (Bokeh.versions === undefined) {\n", - "\t Bokeh.versions = new Map();\n", - "\t}\n", - "\tif (NewBokeh.version !== Bokeh.version) {\n", - "\t Bokeh.versions.set(NewBokeh.version, NewBokeh)\n", - "\t}\n", - "\troot.Bokeh = Bokeh;\n", - " }} else if (Date.now() < root._bokeh_timeout) {\n", - " setTimeout(run_inline_js, 100);\n", - " } else if (!root._bokeh_failed_load) {\n", - " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", - " root._bokeh_failed_load = true;\n", - " }\n", - " root._bokeh_is_initializing = false\n", - " }\n", - "\n", - " function load_or_wait() {\n", - " // Implement a backoff loop that tries to ensure we do not load multiple\n", - " // versions of Bokeh and its dependencies at the same time.\n", - " // In recent versions we use the root._bokeh_is_initializing 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Bokeh.versions.has(py_version)));\n", - " if (!reloading && !bokeh_loaded) {\n", - "\troot.Bokeh = undefined;\n", - " }\n", - " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n", - "\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", - "\trun_inline_js();\n", - " });\n", - " }\n", - " }\n", - " // Give older versions of the autoload script a head-start to ensure\n", - " // they initialize before we start loading newer version.\n", - " setTimeout(load_or_wait, 100)\n", - "}(window));" - ], - "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n var force = true;\n var py_version = '3.3.1'.replace('rc', '-rc.').replace('.dev', '-dev.');\n var reloading = false;\n var Bokeh = root.Bokeh;\n\n if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n }\n if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n run_callbacks();\n return null;\n }\n if (!reloading) {\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = on_load\n\n function on_error() {\n console.error(\"failed to load \" + url);\n }\n\n var skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {'jspanel': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/jspanel', 'jspanel-modal': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal', 'jspanel-tooltip': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip', 'jspanel-hint': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint', 'jspanel-layout': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout', 'jspanel-contextmenu': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu', 'jspanel-dock': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock', 'gridstack': 'https://cdn.jsdelivr.net/npm/gridstack@7.2.3/dist/gridstack-all', 'notyf': 'https://cdn.jsdelivr.net/npm/notyf@3/notyf.min'}, 'shim': {'jspanel': {'exports': 'jsPanel'}, 'gridstack': {'exports': 'GridStack'}}});\n require([\"jspanel\"], function(jsPanel) {\n\twindow.jsPanel = jsPanel\n\ton_load()\n })\n require([\"jspanel-modal\"], function() {\n\ton_load()\n })\n require([\"jspanel-tooltip\"], function() {\n\ton_load()\n })\n require([\"jspanel-hint\"], function() {\n\ton_load()\n })\n require([\"jspanel-layout\"], function() {\n\ton_load()\n })\n require([\"jspanel-contextmenu\"], function() {\n\ton_load()\n })\n require([\"jspanel-dock\"], function() {\n\ton_load()\n })\n require([\"gridstack\"], function(GridStack) {\n\twindow.GridStack = GridStack\n\ton_load()\n })\n require([\"notyf\"], function() {\n\ton_load()\n })\n root._bokeh_is_loading = css_urls.length + 9;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + 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else if (typeof google != 'undefined' && google.colab.kernel != null) {\n google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n console.log(message)\n var content = {data: message.data, comm_id};\n var buffers = []\n for (var buffer of message.buffers || []) {\n buffers.push(new DataView(buffer))\n }\n var metadata = message.metadata || {};\n var msg = {content, buffers, metadata}\n msg_handler(msg);\n return messages.next().then(processIteratorResult);\n }\n return messages.next().then(processIteratorResult);\n })\n }\n }\n\n JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n if (comm_id in window.PyViz.comms) {\n return window.PyViz.comms[comm_id];\n } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || 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-       "    acquisition_date_img2       (mid_date) datetime64[ns] dask.array<chunksize=(58331,), meta=np.ndarray>\n",
-       "    ...                          ...\n",
-       "    vy_error_modeled            (mid_date) float32 dask.array<chunksize=(58331,), meta=np.ndarray>\n",
-       "    vy_error_slow               (mid_date) float32 dask.array<chunksize=(58331,), meta=np.ndarray>\n",
-       "    vy_error_stationary         (mid_date) float32 dask.array<chunksize=(58331,), meta=np.ndarray>\n",
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-       "Attributes: (12/19)\n",
-       "    Conventions:                CF-1.8\n",
-       "    GDAL_AREA_OR_POINT:         Area\n",
-       "    author:                     ITS_LIVE, a NASA MEaSUREs project (its-live.j...\n",
-       "    autoRIFT_parameter_file:    http://its-live-data.s3.amazonaws.com/autorif...\n",
-       "    datacube_software_version:  1.0\n",
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-       "    ...                         ...\n",
-       "    s3:                         s3://its-live-data/datacubes/v2/N60W030/ITS_L...\n",
-       "    skipped_granules:           s3://its-live-data/datacubes/v2/N60W030/ITS_L...\n",
-       "    time_standard_img1:         UTC\n",
-       "    time_standard_img2:         UTC\n",
-       "    title:                      ITS_LIVE datacube of image pair velocities\n",
-       "    url:                        https://its-live-data.s3.amazonaws.com/datacu...
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-       "    acquisition_date_img2       (mid_date) datetime64[ns] dask.array<chunksize=(58331,), meta=np.ndarray>\n",
-       "    ...                          ...\n",
-       "    vy_error_modeled            (mid_date) float32 dask.array<chunksize=(58331,), meta=np.ndarray>\n",
-       "    vy_error_slow               (mid_date) float32 dask.array<chunksize=(58331,), meta=np.ndarray>\n",
-       "    vy_error_stationary         (mid_date) float32 dask.array<chunksize=(58331,), meta=np.ndarray>\n",
-       "    vy_stable_shift             (mid_date) float32 dask.array<chunksize=(58331,), meta=np.ndarray>\n",
-       "    vy_stable_shift_slow        (mid_date) float32 dask.array<chunksize=(58331,), meta=np.ndarray>\n",
-       "    vy_stable_shift_stationary  (mid_date) float32 dask.array<chunksize=(58331,), meta=np.ndarray>\n",
-       "Attributes: (12/19)\n",
-       "    Conventions:                CF-1.8\n",
-       "    GDAL_AREA_OR_POINT:         Area\n",
-       "    author:                     ITS_LIVE, a NASA MEaSUREs project (its-live.j...\n",
-       "    autoRIFT_parameter_file:    http://its-live-data.s3.amazonaws.com/autorif...\n",
-       "    datacube_software_version:  1.0\n",
-       "    date_created:               03-Oct-2023 04:38:53\n",
-       "    ...                         ...\n",
-       "    s3:                         s3://its-live-data/datacubes/v2/N60W030/ITS_L...\n",
-       "    skipped_granules:           s3://its-live-data/datacubes/v2/N60W030/ITS_L...\n",
-       "    time_standard_img1:         UTC\n",
-       "    time_standard_img2:         UTC\n",
-       "    title:                      ITS_LIVE datacube of image pair velocities\n",
-       "    url:                        https://its-live-data.s3.amazonaws.com/datacu...
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-       "    description:    midpoint of image 1 and image 2 acquisition date and time...\n",
-       "    standard_name:  image_pair_center_date_with_time_separation
" - ], - "text/plain": [ - "\n", - "array(['2020-01-27T02:19:50.191015936', '2022-03-11T14:09:09.220224000',\n", - " '2021-08-03T14:10:16.210604032', ..., '2016-05-23T14:00:01.645100032',\n", - " '2017-04-24T14:00:18.564160000', '2017-10-25T13:58:52.009222912'],\n", - " dtype='datetime64[ns]')\n", - "Coordinates:\n", - " * mid_date (mid_date) datetime64[ns] 2020-01-27T02:19:50.191015936 ... 201...\n", - "Attributes:\n", - " description: midpoint of image 1 and image 2 acquisition date and time...\n", - " standard_name: image_pair_center_date_with_time_separation" - ] - }, - "execution_count": 19, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# hel=hel.unify_chunks()\n", - "# hel.chunks\n", - "hel_sample = hel[['v','v_error']]\n", - "hel_sample['mid_date']" - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "id": "c5d9bfba-d0ef-4d86-b0e1-b49dd2d6e285", - "metadata": {}, - "outputs": [], - "source": [ - "# hel_sample = hel_sample.sortby('mid_date')" - ] - }, - { - "cell_type": "code", - "execution_count": 21, - "id": "f47c4264-6386-4c4d-9f47-a0436f324454", - "metadata": {}, - "outputs": [], - "source": [ - "# hel = hel.unify_chunks()\n", - "# hel.chunks" - ] - }, - { - "cell_type": "code", - "execution_count": 22, - "id": "designed-lease", - "metadata": {}, - "outputs": [], - "source": [ - "hel_sample = hel_sample.chunk({\"mid_date\": len(hel_sample.mid_date)}) # setting the mid_date chunksize to the time dimensions helps A LOT" - ] - }, - { - "cell_type": "code", - "execution_count": 23, - "id": "b7377628-84a9-442c-8547-63ef9fa846f7", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Frozen({'mid_date': (58331,), 'y': (20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 13), 'x': (20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 14)})" - ] - }, - "execution_count": 23, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "hel_sample.chunks" - ] - }, - { - "cell_type": "code", - "execution_count": 24, - "id": "c49732c8-3454-47c1-b58a-e97c4bf6eaf4", - "metadata": {}, - "outputs": [], - "source": [ - "hel_sample.chunks\n", - "hel_sample = hel_sample.sortby('mid_date')" - ] - }, - { - "cell_type": "code", - "execution_count": 26, - "id": "c88a4ac0-27d4-43e0-9d00-add6b2f882cf", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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<xarray.Dataset>\n",
-       "Dimensions:   (mid_date: 58331, y: 833, x: 834)\n",
-       "Coordinates:\n",
-       "  * mid_date  (mid_date) datetime64[ns] 1985-04-06T01:20:41.242861952 ... 202...\n",
-       "  * x         (x) float64 3.001e+05 3.002e+05 3.003e+05 ... 3.999e+05 4e+05\n",
-       "  * y         (y) float64 -2.5e+06 -2.5e+06 -2.5e+06 ... -2.6e+06 -2.6e+06\n",
-       "Data variables:\n",
-       "    v         (mid_date, y, x) float32 dask.array<chunksize=(58331, 20, 20), meta=np.ndarray>\n",
-       "    v_error   (mid_date, y, x) float32 dask.array<chunksize=(58331, 20, 20), meta=np.ndarray>\n",
-       "Attributes: (12/19)\n",
-       "    Conventions:                CF-1.8\n",
-       "    GDAL_AREA_OR_POINT:         Area\n",
-       "    author:                     ITS_LIVE, a NASA MEaSUREs project (its-live.j...\n",
-       "    autoRIFT_parameter_file:    http://its-live-data.s3.amazonaws.com/autorif...\n",
-       "    datacube_software_version:  1.0\n",
-       "    date_created:               03-Oct-2023 04:38:53\n",
-       "    ...                         ...\n",
-       "    s3:                         s3://its-live-data/datacubes/v2/N60W030/ITS_L...\n",
-       "    skipped_granules:           s3://its-live-data/datacubes/v2/N60W030/ITS_L...\n",
-       "    time_standard_img1:         UTC\n",
-       "    time_standard_img2:         UTC\n",
-       "    title:                      ITS_LIVE datacube of image pair velocities\n",
-       "    url:                        https://its-live-data.s3.amazonaws.com/datacu...
" - ], - "text/plain": [ - "\n", - "Dimensions: (mid_date: 58331, y: 833, x: 834)\n", - "Coordinates:\n", - " * mid_date (mid_date) datetime64[ns] 1985-04-06T01:20:41.242861952 ... 202...\n", - " * x (x) float64 3.001e+05 3.002e+05 3.003e+05 ... 3.999e+05 4e+05\n", - " * y (y) float64 -2.5e+06 -2.5e+06 -2.5e+06 ... -2.6e+06 -2.6e+06\n", - "Data variables:\n", - " v (mid_date, y, x) float32 dask.array\n", - " v_error (mid_date, y, x) float32 dask.array\n", - "Attributes: (12/19)\n", - " Conventions: CF-1.8\n", - " GDAL_AREA_OR_POINT: Area\n", - " author: ITS_LIVE, a NASA MEaSUREs project (its-live.j...\n", - " autoRIFT_parameter_file: http://its-live-data.s3.amazonaws.com/autorif...\n", - " datacube_software_version: 1.0\n", - " date_created: 03-Oct-2023 04:38:53\n", - " ... ...\n", - " s3: s3://its-live-data/datacubes/v2/N60W030/ITS_L...\n", - " skipped_granules: s3://its-live-data/datacubes/v2/N60W030/ITS_L...\n", - " time_standard_img1: UTC\n", - " time_standard_img2: UTC\n", - " title: ITS_LIVE datacube of image pair velocities\n", - " url: https://its-live-data.s3.amazonaws.com/datacu..." - ] - }, - "execution_count": 26, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "hel_sample" - ] - }, - { - "cell_type": "code", - "execution_count": 27, - "id": "eafa2c21-80f4-4c8c-b305-bd21307b8bd1", - "metadata": {}, - "outputs": [], - "source": [ - "# hel_sample.isel(mid_date=50000).v.plot()" - ] - }, - { - "cell_type": "code", - "execution_count": 28, - "id": "51f189da-0ff5-40c7-a0d6-186bd424be2c", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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xy
0300552.002401-2.575379e+06
\n", - "
" - ], - "text/plain": [ - " x y\n", - "0 300552.002401 -2.575379e+06" - ] - }, - "execution_count": 28, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# read in helheim pt in 3413\n", - "# hel_3413 = gpd.read_file('geoms/helheim_pt_3413.gpkg')\n", - "hel_3413 = gpd.read_file('/media/laserglaciers/upernavik/leigh_agu_2023/geoms/10km_ish_pt.shp')\n", - "xy = hel_3413.geometry.bounds[hel_3413.geometry.bounds.columns[:2]].rename(columns={'minx':'x','miny':'y'})\n", - "xy" - ] - }, - { - "cell_type": "code", - "execution_count": 29, - "id": "4fbb234d-39bc-4795-bf8a-9c7607ad7775", - "metadata": {}, - "outputs": [], - "source": [ - "x, y = xy['x'][0],xy['y'][0]\n", - "vel_sample = hel_sample.sel(x=x,y=y,method='nearest')" - ] - }, - { - "cell_type": "code", - "execution_count": 30, - "id": "967a7db0-aa9a-4120-b8ea-42c065620b93", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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<xarray.Dataset>\n",
-       "Dimensions:   (mid_date: 58331)\n",
-       "Coordinates:\n",
-       "  * mid_date  (mid_date) datetime64[ns] 1985-04-06T01:20:41.242861952 ... 202...\n",
-       "    x         float64 3.005e+05\n",
-       "    y         float64 -2.575e+06\n",
-       "Data variables:\n",
-       "    v         (mid_date) float32 dask.array<chunksize=(58331,), meta=np.ndarray>\n",
-       "    v_error   (mid_date) float32 dask.array<chunksize=(58331,), meta=np.ndarray>\n",
-       "Attributes: (12/19)\n",
-       "    Conventions:                CF-1.8\n",
-       "    GDAL_AREA_OR_POINT:         Area\n",
-       "    author:                     ITS_LIVE, a NASA MEaSUREs project (its-live.j...\n",
-       "    autoRIFT_parameter_file:    http://its-live-data.s3.amazonaws.com/autorif...\n",
-       "    datacube_software_version:  1.0\n",
-       "    date_created:               03-Oct-2023 04:38:53\n",
-       "    ...                         ...\n",
-       "    s3:                         s3://its-live-data/datacubes/v2/N60W030/ITS_L...\n",
-       "    skipped_granules:           s3://its-live-data/datacubes/v2/N60W030/ITS_L...\n",
-       "    time_standard_img1:         UTC\n",
-       "    time_standard_img2:         UTC\n",
-       "    title:                      ITS_LIVE datacube of image pair velocities\n",
-       "    url:                        https://its-live-data.s3.amazonaws.com/datacu...
" - ], - "text/plain": [ - "\n", - "Dimensions: (mid_date: 58331)\n", - "Coordinates:\n", - " * mid_date (mid_date) datetime64[ns] 1985-04-06T01:20:41.242861952 ... 202...\n", - " x float64 3.005e+05\n", - " y float64 -2.575e+06\n", - "Data variables:\n", - " v (mid_date) float32 dask.array\n", - " v_error (mid_date) float32 dask.array\n", - "Attributes: (12/19)\n", - " Conventions: CF-1.8\n", - " GDAL_AREA_OR_POINT: Area\n", - " author: ITS_LIVE, a NASA MEaSUREs project (its-live.j...\n", - " autoRIFT_parameter_file: http://its-live-data.s3.amazonaws.com/autorif...\n", - " datacube_software_version: 1.0\n", - " date_created: 03-Oct-2023 04:38:53\n", - " ... ...\n", - " s3: s3://its-live-data/datacubes/v2/N60W030/ITS_L...\n", - " skipped_granules: s3://its-live-data/datacubes/v2/N60W030/ITS_L...\n", - " time_standard_img1: UTC\n", - " time_standard_img2: UTC\n", - " title: ITS_LIVE datacube of image pair velocities\n", - " url: https://its-live-data.s3.amazonaws.com/datacu..." - ] - }, - "execution_count": 30, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "vel_sample" - ] - }, - { - "cell_type": "code", - "execution_count": 31, - "id": "2eeb9d38-6100-4cb6-84f3-31b937c461a4", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 31, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "import matplotlib.pyplot as plt\n", - "fig, ax = plt.subplots()\n", - "vel_plot = vel_sample.v.plot.line('-o',x='mid_date', linewidth=1,markeredgecolor='k',markersize=3,ax=ax,zorder=2)\n", - "ax.errorbar(vel_sample.mid_date.values,vel_sample.v.values,yerr = vel_sample.v_error.values, capsize=2,zorder=1)" - ] - }, - { - "cell_type": "code", - "execution_count": 32, - "id": "5412cdde-f537-44cc-a5b3-5e48366560bc", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "[]" - ] - }, - "execution_count": 32, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", 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2022-12-18 14:00:28.3346188807712.088.0300532.5-2575372.521.128767
2022-12-21 08:47:42.042579968NaNNaN300532.5-2575372.5NaN
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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "fig, ax = plt.subplots()\n", - "vel_sample.v.data = np.where(vel_sample.v<16e3,vel_sample.v,np.nan)\n", - "vel_plot = vel_sample.v.plot.line('-o',x='mid_date', linewidth=1,markeredgecolor='k',markersize=3,ax=ax,zorder=2)\n", - "ax.errorbar(vel_sample.mid_date.values,vel_sample.v.values,yerr = vel_sample.v_error.values, capsize=2,zorder=1)" - ] - }, - { - "cell_type": "code", - "execution_count": 37, - "id": "6d07b9db-6bf0-411e-bee1-a8d18cc7c896", - "metadata": {}, - "outputs": [], - "source": [ - "vel_sample_df_v2 = vel_sample.to_dataframe()\n", - "op = '/media/laserglaciers/upernavik/leigh_agu_2023/its_live/helheim_velocity_its_live_10km.csv'\n", - "vel_sample_df_v2.to_csv(op)" - ] - }, - { - "cell_type": "code", - "execution_count": 38, - "id": "ba2f29b2-de64-4455-8a37-5efbe1bf9c9f", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 38, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "hel_3413_term = gpd.read_file('geoms/helheim_pt_3413.gpkg')\n", - "xy_term = hel_3413_term.geometry.bounds[hel_3413_term.geometry.bounds.columns[:2]].rename(columns={'minx':'x','miny':'y'})\n", - "x_term, y_term = xy_term['x'][0], xy_term['y'][0]\n", - "vel_sample_term = hel_sample.sel(x=x_term, y=y_term,method='nearest')\n", - "\n", - "fig, ax = plt.subplots()\n", - "vel_plot_10km = vel_sample.v.plot.line('-o',x='mid_date', linewidth=1,markeredgecolor='k',markersize=3,ax=ax,zorder=2,label='10 km')\n", - "vel_plot_term = vel_sample_term.v.plot.line('-o',x='mid_date', linewidth=1,markeredgecolor='k',markersize=3,ax=ax,zorder=2, label='Term')\n", - "ax.legend()" - ] - }, - { - "cell_type": "code", - "execution_count": 39, - "id": "4e3f8784-36c4-4de2-9941-802b7226b4e6", - "metadata": {}, - "outputs": [], - "source": [ - "# fig.savefig('/media/laserglaciers/upernavik/leigh_agu_2023/its_live_comp.png',dpi=300)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "54476563-9db5-47b5-ab70-5b0573b18d4e", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.10.13" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/its_live_web_app_tutorial.ipynb b/its_live_web_app_tutorial.ipynb deleted file mode 100644 index 6deb406..0000000 --- a/its_live_web_app_tutorial.ipynb +++ /dev/null @@ -1,316 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 2, - "id": "f2f6c0bf-91e3-47d8-ac5e-75ffcb123b4a", - "metadata": {}, - "outputs": [], - "source": [ - "import requests\n", - "import xarray as xr\n", - "from multiprocessing import cpu_count\n", - "from multiprocessing.pool import ThreadPool\n", - "import os\n", - "from pathlib import Path\n", - "import time\n", - "import json\n", - "import numpy as np\n", - "import geopandas as gpd\n", - "import matplotlib.pyplot as plt" - ] - }, - { - "cell_type": "markdown", - "id": "3524d866-7f27-467d-b195-1d3d29d56a85", - "metadata": {}, - "source": [ - "## Step 1: Go to the web portal\n", - "Got to the its_live web app [data portal](https://nsidc.org/apps/itslive/). For Greenland, I like to change the projection to Polar Stereographic North (epsg:3413). To do this, toggle the 'N' button on the left side of the webpage on. Also we will be downloading image-pair velocities, so make sure you select 'Data Access: Image Pair Velocity Selection' under the 'Toggle Data' button on the left side of the webpage\n", - "\n", - "Your webpage should look like this (*note the toggled 'N' on the left hand side):\n", - "![web portal image](images/web_portal_3413.png) " - ] - }, - { - "cell_type": "markdown", - "id": "a535f20c-0c8a-42a3-a385-22dba37d3b8a", - "metadata": {}, - "source": [ - "## Step 2: Make your region of interest\n", - "Next, draw a polygon over your region of interest. For this tutorial, let's make our roi over Store Glacier. To draw a polygon click the pencil icon under the 'S' on the right hand side of the website.\n", - "\n", - "My polygon looks like this ![polygon image](images/polygon.png) \n", - "\n" - ] - }, - { - "cell_type": "markdown", - "id": "d4b104e4-5649-4e40-ba22-48c9962e9f51", - "metadata": {}, - "source": [ - "## Step 3: Download the data\n", - "Now click in the interior of the polygon. This will bring up a pop up where you can filter what image-pair velocities to download. For the sake of storage, let's make this smaller and filter only image pairs less than 7 days apart in 2022, and with 90% overlap of the polygon. Also make sure to set the output as a JSON. Next click the 'Get Granule URLs' and set your path to where the json file will be downloaded.\n", - "\n", - "My pop up looks like this\n", - "\n", - "![polygon image](images/filter_images.png) \n" - ] - }, - { - "cell_type": "markdown", - "id": "0ee426af-a2d0-4bd7-bd38-42923519a211", - "metadata": {}, - "source": [ - "## Step 4: Unzip json and download urls\n", - "Unzip your download and place it somewhere easy to access. I took my json file out of the directory and renamted it 'store_its_live_velocities_2022.json'. The json file contains the urls you can use to download the images. We can use a combination of the json, requests, and multiprocessing libraries to download the urls in parallel. The cell below will donwload the velocity data from the json file.\n", - "\n" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "9840a118-34f6-448d-b241-a4e66c28c495", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "url: https://its-live-data.s3.amazonaws.com/velocity_image_pair/sentinel2-latest/N70W040/S2A_MSIL1C_20220514T152811_N0400_R111_T22WED_20220514T191747_X_S2B_MSIL1C_20220519T152809_N0400_R111_T22WED_20220519T202554_G0120V02_P099.nc time (s): 0.8573760986328125\n", - "url: https://its-live-data.s3.amazonaws.com/velocity_image_pair/sentinel2-latest/N70W040/S2A_MSIL1C_20220328T153841_N0400_R011_T22WED_20220328T192534_X_S2B_MSIL1C_20220402T153809_N0400_R011_T22WED_20220402T174110_G0120V02_P099.nc time (s): 0.8656458854675293\n", - "url: https://its-live-data.s3.amazonaws.com/velocity_image_pair/sentinel2-latest/N70W040/S2A_MSIL1C_20220501T151811_N0400_R068_T22WED_20220501T185805_X_S2B_MSIL1C_20220506T151759_N0400_R068_T22WED_20220506T172714_G0120V02_P099.nc time (s): 0.9561398029327393\n", - "url: https://its-live-data.s3.amazonaws.com/velocity_image_pair/sentinel2-latest/N70W040/S2B_MSIL1C_20220323T153809_N0400_R011_T22WED_20220323T193502_X_S2A_MSIL1C_20220328T153841_N0400_R011_T22WED_20220328T192534_G0120V02_P099.nc time (s): 0.957073450088501\n", - "url: https://its-live-data.s3.amazonaws.com/velocity_image_pair/sentinel2-latest/N70W040/S2B_MSIL1C_20220615T151809_N0400_R068_T22WED_20220615T190256_X_S2A_MSIL1C_20220620T151951_N0400_R068_T22WED_20220620T190656_G0120V02_P095.nc time (s): 0.9630141258239746\n", - "url: https://its-live-data.s3.amazonaws.com/velocity_image_pair/sentinel2-latest/N70W040/S2A_MSIL1C_20220511T151811_N0400_R068_T22WED_20220511T190843_X_S2B_MSIL1C_20220516T151809_N0400_R068_T22WED_20220516T190102_G0120V02_P099.nc time (s): 0.9694595336914062\n", - "url: https://its-live-data.s3.amazonaws.com/velocity_image_pair/sentinel2-latest/N70W040/S2B_MSIL1C_20220412T153809_N0400_R011_T22WED_20220412T195215_X_S2A_MSIL1C_20220417T153811_N0400_R011_T22WED_20220417T192941_G0120V02_P097.nc time (s): 1.0427603721618652\n", - "url: https://its-live-data.s3.amazonaws.com/velocity_image_pair/sentinel2-latest/N70W040/S2B_MSIL1C_20220502T153809_N0400_R011_T22WED_20220502T175309_X_S2A_MSIL1C_20220507T153821_N0400_R011_T22WED_20220507T191907_G0120V02_P097.nc time (s): 1.0725743770599365\n", - "url: https://its-live-data.s3.amazonaws.com/velocity_image_pair/sentinel2-latest/N70W040/S2A_MSIL1C_20220318T154001_N0400_R011_T22WED_20220318T193242_X_S2B_MSIL1C_20220323T153809_N0400_R011_T22WED_20220323T193502_G0120V02_P097.nc time (s): 1.2007520198822021\n", - "url: https://its-live-data.s3.amazonaws.com/velocity_image_pair/sentinel2-latest/N70W040/S2B_MSIL1C_20220330T152809_N0400_R111_T22WED_20220330T192736_X_S2A_MSIL1C_20220404T152811_N0400_R111_T22WED_20220404T172920_G0120V02_P099.nc time (s): 1.2738094329833984\n", - "url: https://its-live-data.s3.amazonaws.com/velocity_image_pair/sentinel2-latest/N70W040/S2B_MSIL1C_20220506T151759_N0400_R068_T22WED_20220506T172714_X_S2A_MSIL1C_20220511T151811_N0400_R068_T22WED_20220511T190843_G0120V02_P099.nc time (s): 1.533513069152832\n", - "url: https://its-live-data.s3.amazonaws.com/velocity_image_pair/sentinel2-latest/N70W050/S2B_MSIL1C_20220330T152809_N0400_R111_T22WDD_20220330T192736_X_S2A_MSIL1C_20220404T152811_N0400_R111_T22WDD_20220404T172920_G0120V02_P095.nc time (s): 0.6643335819244385\n", - "url: https://its-live-data.s3.amazonaws.com/velocity_image_pair/sentinel2-latest/N70W050/S2A_MSIL1C_20220328T153841_N0400_R011_T22WDD_20220328T192534_X_S2B_MSIL1C_20220402T153809_N0400_R011_T22WDD_20220402T174110_G0120V02_P095.nc time (s): 0.8327116966247559\n", - "url: https://its-live-data.s3.amazonaws.com/velocity_image_pair/sentinel2-latest/N70W050/S2B_MSIL1C_20220502T153809_N0400_R011_T22WDD_20220502T175309_X_S2A_MSIL1C_20220507T153821_N0400_R011_T22WDD_20220507T191907_G0120V02_P092.nc time (s): 0.7573761940002441\n", - "url: https://its-live-data.s3.amazonaws.com/velocity_image_pair/sentinel2-latest/N70W050/S2B_MSIL1C_20220323T153809_N0400_R011_T22WDD_20220323T193502_X_S2A_MSIL1C_20220328T153841_N0400_R011_T22WDD_20220328T192534_G0120V02_P092.nc time (s): 0.797569751739502\n", - "url: https://its-live-data.s3.amazonaws.com/velocity_image_pair/sentinel2-latest/N70W040/S2A_MSIL1C_20220411T151811_N0400_R068_T22WED_20220411T191730_X_S2B_MSIL1C_20220416T151759_N0400_R068_T22WED_20220416T201749_G0120V02_P096.nc time (s): 1.025050163269043\n", - "url: https://its-live-data.s3.amazonaws.com/velocity_image_pair/sentinel2-latest/N70W040/S2A_MSIL1C_20220620T151951_N0400_R068_T22WED_20220620T190656_X_S2B_MSIL1C_20220625T151809_N0400_R068_T22WED_20220625T190033_G0120V02_P092.nc time (s): 0.933525562286377\n", - "url: https://its-live-data.s3.amazonaws.com/velocity_image_pair/sentinel2-latest/N70W050/S2A_MSIL1C_20220514T152811_N0400_R111_T22WDD_20220514T191747_X_S2B_MSIL1C_20220519T152809_N0400_R111_T22WDD_20220519T202554_G0120V02_P091.nc time (s): 0.8914101123809814\n", - "url: https://its-live-data.s3.amazonaws.com/velocity_image_pair/sentinel2-latest/N70W040/S2A_MSIL1C_20220706T153821_N0400_R011_T22WED_20220706T204337_X_S2B_MSIL1C_20220711T153819_N0400_R011_T22WED_20220711T173924_G0120V02_P093.nc time (s): 1.0903704166412354\n", - "url: https://its-live-data.s3.amazonaws.com/velocity_image_pair/sentinel2-latest/N70W040/S2B_MSIL1C_20220512T153809_N0400_R011_T22WED_20220512T174010_X_S2A_MSIL1C_20220517T153821_N0400_R011_T22WED_20220517T204640_G0120V02_P091.nc time (s): 0.9865732192993164\n", - "url: https://its-live-data.s3.amazonaws.com/velocity_image_pair/sentinel2-latest/N70W050/S2B_MSIL1C_20220515T154809_N0400_R054_T22WDD_20220515T175344_X_S2A_MSIL1C_20220520T154821_N0400_R054_T22WDD_20220520T213130_G0120V02_P090.nc time (s): 2.692373514175415\n" - ] - } - ], - "source": [ - "output_path = 'image_pair_velocities/'\n", - "Path(output_path).mkdir(parents=True, exist_ok=True)\n", - "\n", - "# I just unzipped and saved the json file in the main directory here\n", - "its_live_json = 'store_its_live_velocities_2022.json'\n", - "\n", - "json_open = open(its_live_json)\n", - "\n", - "velocity_pairs_json = json.load(json_open)\n", - "\n", - "url_fn_pairs = []\n", - "for json_vel in velocity_pairs_json:\n", - " url = json_vel['url']\n", - " \n", - " fn = os.path.split(url)[1]\n", - " fn = f'{output_path}{fn}'\n", - " \n", - " url_fn_pairs.append((url,fn))\n", - " \n", - "\n", - "def download_url(args):\n", - " t0 = time.time()\n", - " url, fn = args[0], args[1]\n", - " try:\n", - " r = requests.get(url)\n", - " with open(fn, 'wb') as f:\n", - " f.write(r.content)\n", - " return(url, time.time() - t0)\n", - " except Exception as e:\n", - " print('Exception in download_url():', e)\n", - " \n", - " \n", - "def download_parallel(args):\n", - " cpus = cpu_count()\n", - " results = ThreadPool(cpus - 1).imap_unordered(download_url, args)\n", - " for result in results:\n", - " print('url:', result[0], 'time (s):', result[1])\n", - " \n", - " \n", - "download_parallel(url_fn_pairs)\n", - "json_open.close()" - ] - }, - { - "cell_type": "markdown", - "id": "01e5f117-fea6-4593-96db-53ab21c79c71", - "metadata": {}, - "source": [ - "## We did it!! We successfully downloaded image pairs. Now Let's use them " - ] - }, - { - "cell_type": "markdown", - "id": "580c6450-fbf0-4e1e-9b75-9d0e773196ad", - "metadata": {}, - "source": [ - "# Part 2: Simple use of image-pair velocities " - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "1a373147-c882-4afe-b3d8-2beb4f62be90", - "metadata": {}, - "outputs": [], - "source": [ - "#data = xr.open_dataset('image_pair_velocities/S2A_MSIL1C_20220318T154001_N0400_R011_T22WED_20220318T193242_X_S2B_MSIL1C_20220323T153809_N0400_R011_T22WED_20220323T193502_G0120V02_P097.nc')\n", - "# here we will sort the list by the date of the first image pair\n", - "nc_list = sorted([nc for nc in os.listdir('image_pair_velocities') if nc.endswith('.nc')],\n", - " key = lambda x: gpd.pd.to_datetime(x[11:26].replace('T',' ')))\n", - "nc_read_list = [xr.open_dataset(f'image_pair_velocities/{nc}') for nc in nc_list]\n", - "nc_read_list = [nc_read_list[var].expand_dims('time') for var in range(len(nc_read_list))]" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "d815056c-93e4-43cf-bd92-c93902e8425d", - "metadata": {}, - "outputs": [], - "source": [ - "time_list = [gpd.pd.to_datetime(dt[11:26].replace('T',' ')) for dt in nc_list]\n", - "nc_read_list = [nc_read_list[var].assign_coords(time=[time_list[var]]) for var in range(len(nc_read_list))]\n", - "\n", - "da_v_ls = [ds['v'] for ds in nc_read_list]\n", - "da_vx_ls = [ds['vx'] for ds in nc_read_list]\n", - "da_vy_ls = [ds['vy'] for ds in nc_read_list]\n", - "v_concat = xr.concat(da_v_ls, dim='time')\n", - "vx_concat = xr.concat(da_vx_ls, dim='time')\n", - "vy_concat = xr.concat(da_vy_ls, dim='time')\n", - "\n", - "ds_merge = xr.merge([v_concat, vx_concat, vy_concat])" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "fc7045c0-f5cc-4be6-94af-694820b91a8f", - "metadata": {}, - "outputs": [], - "source": [ - "pt_path = 'geoms/sample_points.shp'\n", - "pt_df = gpd.read_file(pt_path)\n", - "xy = pt_df.geometry.bounds[pt_df.geometry.bounds.columns[:2]].rename(columns={'minx':'x','miny':'y'})" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "b441d923-beb3-4428-aa22-de373e7dc3a7", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 7, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "prop_cycle = plt.rcParams['axes.prop_cycle']\n", - "colors = prop_cycle.by_key()['color']\n", - "\n", - "fig, ax = plt.subplots()\n", - "ds_merge.v.isel(time=0).plot(ax=ax,vmax=1500,)\n", - "pt_df.plot(ax=ax,c=colors,linewidth=1,edgecolor='black')" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "db0c2b80-b7ee-47dc-bf27-a1ac76acd27a", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Text(0, 0.5, 'm yr$^{-1}$')" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "for index,row in xy.iterrows():\n", - " x,y = row['x'], row['y']\n", - " vel_sample = ds_merge.sel(x=x,y=y,method='nearest')\n", - " vel_plot = vel_sample.v.plot.line('-o',label=f'pt {index}',x='time', add_legend=True,\n", - " linewidth=1,markeredgecolor='k')\n", - "plt.title('velocity sample')\n", - "plt.legend(loc='center left', bbox_to_anchor=(1, 0.5))\n", - "plt.ylabel('m yr$^{-1}$')" - ] - }, - { - "cell_type": "markdown", - "id": "0393514e-99c0-46e4-b249-bdb104881cf6", - "metadata": {}, - "source": [ - "## Remarks\n", - "This is just a way to use netcdf velocties with xarray. its_live has online point sample tools that are amazing and should be used a lot. Though if you download the data offline and want to sample velocity, this is how I do it. " - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.10.13" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/poly_sample/datacube_poly_sample_multiprocess.py b/poly_sample/datacube_poly_sample_multiprocess.py new file mode 100644 index 0000000..3c8cc56 --- /dev/null +++ b/poly_sample/datacube_poly_sample_multiprocess.py @@ -0,0 +1,95 @@ +#!/usr/bin/env python3 +# -*- coding: utf-8 -*- +""" +Created on Thu Apr 4 15:45:50 2024 + +@author: laserglaciers +""" +import os +import json +import geopandas as gpd +from shapely.geometry import Point +from shapely.geometry import Polygon +import pandas as pd +import numpy as np +import xarray as xr +import rioxarray as rxr +import geoviews as gv +import geoviews.feature as gf +# import hvplot.pandas +import s3fs +import matplotlib.pyplot as plt +import matplotlib.dates as mdates +from datetime import datetime, timedelta +from multiprocessing import Pool, cpu_count +import dask +from dask.distributed import Client, progress, LocalCluster +import dask.array as da +import geopandas as gpd +from shapely import box +from datacube_strain_rates_serial_function import * +# %% + +def grab_cube(its_live_catalog, term_poly_path): + + term_poly_path_abs = './term_poly_gpkgs/' + term_poly = gpd.read_file(f'{term_poly_path_abs}{term_poly_path}') + term_centroid = term_poly.centroid.to_crs(crs='EPSG:4326') + term_centroid = gpd.GeoDataFrame(geometry=term_centroid,crs=4326) + granule = its_live_catalog.sjoin(term_centroid, how='inner') + url = granule['zarr_url'].values[0] + + + cube = read_in_s3(url) + cube = cube.chunk({"mid_date": len(cube.mid_date)}) # setting the mid_date chunksize to the time dimensions helps A LOT + cube = cube.sortby('mid_date') + cube.rio.write_crs('EPSG:3413',inplace=True) + + total_bounds = term_poly.total_bounds + bounding_box = box(*total_bounds) + cube = cube.rio.clip([bounding_box],term_poly.crs, drop=True,invert=False,all_touched=True) + + + + cube_dates = cube.mid_date.dt.date.data # get the mid_dates + term_dates_pd = term_poly['date'].dt.date.values # get the polygon dates + matched_idx = np.where(np.isin(cube_dates,term_dates_pd))[0] # returns the indices of the matched dates so we can just use an isel (integer select) on the data cube + cube = cube.isel(mid_date=matched_idx) # use isel to grab the data we want + + days = cube.date_dt.compute() # get the dt_array + days = days.data.astype('timedelta64[D]') # convert to days using .astype + day_filter = np.timedelta64(100, 'D') # the day separation we filter by + matched_date_dt_idx = np.where(days<=day_filter)[0] # get this indices + cube = cube.isel(mid_date=matched_date_dt_idx) # use isel to grab the data we want + term_poly.to_crs(crs="EPSG:3413",inplace=True) + + return cube, term_poly, term_poly_path[:3] + + +catalog = gpd.read_file('https://its-live-data.s3.amazonaws.com/datacubes/catalog_v02.json') # ITS_LIVE data catalog where all the paths are defined +term_poly_path = './term_poly_gpkgs/' + +terminus_poly_list = [file for file in os.listdir(term_poly_path) if file.endswith('gpkg')] + +cube_list = [] +for term_poly in terminus_poly_list: + filtered_cube = grab_cube(catalog,term_poly) + cube_list.append(filtered_cube) + +# %% + +for data in cube_list: + + poly_sample(*data) + +# %% +def worker(cube, term_poly,glacier_abbr): + proc = poly_sample(cube, term_poly,glacier_abbr) + proc.wait() + + +if __name__ == "__main__": + with Pool(processes=cpu_count()-6) as pool: + results = pool.starmap(worker, cube_list[:2]) + + diff --git a/poly_sample/datacube_poly_sample_serial.py b/poly_sample/datacube_poly_sample_serial.py new file mode 100644 index 0000000..e248559 --- /dev/null +++ b/poly_sample/datacube_poly_sample_serial.py @@ -0,0 +1,270 @@ +#!/usr/bin/env python3 +# -*- coding: utf-8 -*- +""" +Created on Thu Apr 4 15:45:50 2024 + +@author: laserglaciers +""" +import os +import json +import geopandas as gpd +from shapely.geometry import Point +from shapely.geometry import Polygon +import pandas as pd +import numpy as np +import xarray as xr +import rioxarray as rxr +import geoviews as gv +import geoviews.feature as gf +# import hvplot.pandas +import s3fs +import matplotlib.pyplot as plt +import matplotlib.dates as mdates +from datetime import datetime, timedelta +from multiprocessing import Pool, cpu_count +import dask +from dask.distributed import Client, progress, LocalCluster +import dask.array as da +import geopandas as gpd +from shapely import box +from datacube_strain_rates_serial_function import * +# %% + +def grab_cube(its_live_catalog, term_poly_path): + + term_poly_path_abs = './term_poly_gpkgs/' + term_poly = gpd.read_file(f'{term_poly_path_abs}{term_poly_path}') + term_centroid = term_poly.centroid.to_crs(crs='EPSG:4326') + term_centroid = gpd.GeoDataFrame(geometry=term_centroid,crs=4326) + granule = its_live_catalog.sjoin(term_centroid, how='inner') + url = granule['zarr_url'].values[0] + + + cube = read_in_s3(url) + cube = cube.chunk({"mid_date": len(cube.mid_date)}) # setting the mid_date chunksize to the time dimensions helps A LOT + cube = cube.sortby('mid_date') + cube.rio.write_crs('EPSG:3413',inplace=True) + + total_bounds = term_poly.total_bounds + bounding_box = box(*total_bounds) + cube = cube.rio.clip([bounding_box],term_poly.crs, drop=True,invert=False,all_touched=True) + + + + cube_dates = cube.mid_date.dt.date.data # get the mid_dates + term_dates_pd = term_poly['date'].dt.date.values # get the polygon dates + time_1s = cube.acquisition_date_img1.load() + time_2s = cube.acquisition_date_img2.load() + + matched_idx = np.where(np.isin(cube_dates,term_dates_pd))[0] # returns the indices of the matched dates so we can just use an isel (integer select) on the data cube + # cube = cube.isel(mid_date=matched_idx) # use isel to grab the data we want + + + # np.any(np.logical_and(test_list >= date_strt, test_list <= date_end)): + + days = cube.date_dt.compute() # get the dt_array + days = days.data.astype('timedelta64[D]') # convert to days using .astype + day_filter = np.timedelta64(365, 'D') # the day separation we filter by + matched_date_dt_idx = np.where(days<=day_filter)[0] # get this indices + cube = cube.isel(mid_date=matched_date_dt_idx) # use isel to grab the data we want + term_poly.to_crs(crs="EPSG:3413",inplace=True) + + return cube, term_poly, term_poly_path[:3] + + +catalog = gpd.read_file('https://its-live-data.s3.amazonaws.com/datacubes/catalog_v02.json') # ITS_LIVE data catalog where all the paths are defined +term_poly_path = './term_poly_gpkgs/' + +terminus_poly_list = [file for file in os.listdir(term_poly_path) if file.endswith('gpkg')] + +cube_list = [] +for term_poly in terminus_poly_list: + filtered_cube = grab_cube(catalog,term_poly) + cube_list.append(filtered_cube) + +# %% + +for data in cube_list: + velocity_cube, terminus_polygons, glacier_abbr = data + + if __name__ == '__main__': + # with LocalCluster(n_workers=cpu_count(), + # processes=True,worker_dashboard_address='127.0.0.1:0') as cluster, Client(cluster) as client: + # Do something using 'client' + velocity_cube = velocity_cube[['v','vx','vy','date_dt']] + print(f'start loading {glacier_abbr}') + velocity_cube = velocity_cube.chunk({'y': 150, 'x': 150}) + velocity_cube = velocity_cube.load() + crs = terminus_polygons.crs + + print(f'{glacier_abbr} is loaded into memory') + dx, dy = velocity_cube.rio.resolution() + nodata = np.nan # from loading in data from local computer + velocity_cube.vx.rio.write_nodata(nodata, encoded=True, inplace=True) + velocity_cube.vy.rio.write_nodata(nodata, encoded=True, inplace=True) + + date_list = pd.to_datetime(velocity_cube.mid_date) #creates a list which we will split up to divide the parallelized work + + exx_mean_list = [] + eyy_mean_list = [] + exy_mean_list = [] + + exx_max_list = [] + eyy_max_list = [] + exy_max_list = [] + + vel_list = [] + area = [] + date_dt_list = [] + mid_date_list = [] + for date in date_list: + + geom_values = terminus_polygons[terminus_polygons['date'] == pd.to_datetime(date.date())].geometry.values + # print(f'{date}') + + # something weird is happening to some dates + + if velocity_cube.sel(mid_date=date).mid_date.size == 1: + + velocity_cube_single_date = velocity_cube.sel(mid_date=date) + + #check if data can even be interpolated + velocity_cube_single_date_clip = velocity_cube_single_date.rio.clip(geom_values,crs,drop=True,invert=False,all_touched=True) + area_count = velocity_cube_single_date_clip.count(dim=["x", "y"]).vx.data #,skipna=True) This should not count NaNs + resolution = velocity_cube_single_date_clip.rio.resolution() + total_pixel_area = area_count*(resolution[0] **2) + poly_area = geom_values[0].area + perc_overlap = total_pixel_area/poly_area + + # we can't process very empty data + if perc_overlap > 0.1: + + velocity_cube_single_date_clip['vx'] = velocity_cube_single_date_clip.vx.rio.interpolate_na(method='cubic') + velocity_cube_single_date_clip['vy'] = velocity_cube_single_date_clip.vy.rio.interpolate_na(method='cubic') + + + nodata = np.nan # from loading in data from local computer + velocity_cube_single_date_clip.vx.rio.write_nodata(nodata, encoded=True, inplace=True) + velocity_cube_single_date_clip.vy.rio.write_nodata(nodata, encoded=True, inplace=True) + velocity_cube_single_date_clip.v.rio.write_nodata(nodata, encoded=True, inplace=True) + + ux = velocity_cube_single_date_clip.vx.to_numpy() + vy = velocity_cube_single_date_clip.vy.to_numpy() + mean_arr = velocity_cube_single_date_clip.v.mean(dim=["x", "y"],skipna=True) + + exx, eyy, exy = strain_rate(ux, vy, resolution) + + exx_mean_list.append(np.nanmean(exx)) + eyy_mean_list.append(np.nanmean(eyy)) + exy_mean_list.append(np.nanmean(exy)) + + exx_max_list.append(np.nanmax(exx)) + eyy_max_list.append(np.nanmax(eyy)) + exy_max_list.append(np.nanmax(exy)) + + + vel_list.append(mean_arr.data) + area.append(total_pixel_area) + date_dt_list.append(velocity_cube_single_date_clip.date_dt.data) + mid_date_list.append(velocity_cube_single_date_clip.mid_date.data) + + # if mutliple data exists for the same date process each one individually + elif velocity_cube.sel(mid_date=date).mid_date.size > 1: + + size = velocity_cube.sel(mid_date=date).mid_date.size + velocity_cube_single_date = velocity_cube.sel(mid_date=date) + + for i in range(size): + + velocity_cube_single_date_clip = velocity_cube_single_date.isel(mid_date=i).rio.clip(geom_values,crs,drop=True,invert=False,all_touched=True) + area_count = velocity_cube_single_date_clip.count(dim=["x", "y"]).vx.data #,skipna=True) This should not count NaNs + resolution = velocity_cube_single_date_clip.rio.resolution() + total_pixel_area = area_count*(resolution[0] **2) + poly_area = geom_values[0].area + perc_overlap = total_pixel_area/poly_area + + print(f'{date}: {perc_overlap}') + if perc_overlap > 0.1: + + velocity_cube_single_date_clip['vx'] = velocity_cube_single_date_clip.vx.rio.interpolate_na(method='cubic') + velocity_cube_single_date_clip['vy'] = velocity_cube_single_date_clip.vy.rio.interpolate_na(method='cubic') + + + nodata = np.nan # from loading in data from local computer + velocity_cube_single_date_clip.vx.rio.write_nodata(nodata, encoded=True, inplace=True) + velocity_cube_single_date_clip.vy.rio.write_nodata(nodata, encoded=True, inplace=True) + ux = velocity_cube_single_date_clip.vx.to_numpy() + vy = velocity_cube_single_date_clip.vy.to_numpy() + mean_arr = velocity_cube_single_date_clip.v.mean(dim=["x", "y"],skipna=True) + + exx, eyy, exy = strain_rate(ux, vy, resolution) + + + exx_mean_list.append(np.nanmean(exx)) + eyy_mean_list.append(np.nanmean(eyy)) + exy_mean_list.append(np.nanmean(exy)) + + exx_max_list.append(np.nanmax(exx)) + eyy_max_list.append(np.nanmax(eyy)) + exy_max_list.append(np.nanmax(exy)) + + vel_list.append(mean_arr.data) #check this might need to index + area.append(total_pixel_area) + date_dt_list.append(velocity_cube_single_date_clip.date_dt.data) + mid_date_list.append(velocity_cube_single_date_clip.mid_date.data) + + + + ## %% + print('format dataframe') + + mid_date_list = np.stack(mid_date_list) + + pixel_area = xr.DataArray(data=area,dims=["mid_date"], + coords={'mid_date':mid_date_list}).rename('pixel_area') + + exx_mean = xr.DataArray(data=exx_mean_list,dims=["mid_date"], + coords={'mid_date':mid_date_list}).rename('exx_mean') + + eyy_mean = xr.DataArray(data=eyy_mean_list,dims=["mid_date"], + coords={'mid_date':mid_date_list}).rename('eyy_mean') + + exy_mean = xr.DataArray(data=exy_mean_list,dims=["mid_date"], + coords={'mid_date':mid_date_list}).rename('exy_mean') + + + exx_max = xr.DataArray(data=exx_max_list,dims=["mid_date"], + coords={'mid_date':mid_date_list}).rename('exx_max') + + eyy_max = xr.DataArray(data=eyy_max_list,dims=["mid_date"], + coords={'mid_date':mid_date_list}).rename('eyy_max') + + exy_max = xr.DataArray(data=exy_max_list,dims=["mid_date"], + coords={'mid_date':mid_date_list}).rename('exy_max') + + + + v_mean = xr.DataArray(data=vel_list,dims=["mid_date"], + coords={'mid_date':mid_date_list}).rename('v_mean') + + date_dt_da = xr.DataArray(data=date_dt_list,dims=["mid_date"], + coords={'mid_date':mid_date_list}).rename('date_dt') + + area_strain_merge = xr.merge([pixel_area,exx_mean,eyy_mean,exy_mean, v_mean, + exx_max, eyy_max, exy_max, date_dt_da]) + terminus_polygons['area'] = terminus_polygons.area + mid_date_arr = area_strain_merge.mid_date.dt.date.data + + term_poly_area = terminus_polygons[['date','area']] + term_poly_area.set_index(['date'],inplace=True) + term_poly_area = term_poly_area.loc[mid_date_arr] + term_poly_area['mid_date'] = area_strain_merge.mid_date.data + term_poly_area.set_index(['mid_date'],inplace=True) + + term_poly_area_xr_dataset = term_poly_area.to_xarray() + area_strain_merge['poly_area'] = term_poly_area_xr_dataset.area + area_strain_merge['pixel_overlap'] = area_strain_merge.pixel_area/area_strain_merge.poly_area + + area_strain_merge.to_dataframe().to_csv(f'./csv_outputs/{glacier_abbr}_velocity_strains.csv') + + diff --git a/poly_sample/datacube_strain_rates_serial_function.py b/poly_sample/datacube_strain_rates_serial_function.py new file mode 100644 index 0000000..187ac46 --- /dev/null +++ b/poly_sample/datacube_strain_rates_serial_function.py @@ -0,0 +1,268 @@ +#!/usr/bin/env python3 +# -*- coding: utf-8 -*- +""" +Created on Tue Mar 5 14:11:34 2024 + +@author: laserglaciers +""" +import os +import json +import geopandas as gpd +from shapely.geometry import Point +from shapely.geometry import Polygon +import pandas as pd +import numpy as np +import xarray as xr +import rioxarray as rxr +import geoviews as gv +import geoviews.feature as gf +# import hvplot.pandas +import s3fs +import matplotlib.pyplot as plt +import matplotlib.dates as mdates +from datetime import datetime, timedelta +from multiprocessing import Pool, cpu_count +import dask +from dask.distributed import Client, progress, LocalCluster +import dask.array as da +import geopandas as gpd +from shapely import box + +# %% + +# THIS IS FROM EMMA's TUTORIAL https://github.com/e-marshall/itslivetools/blob/main/itslivetools/access.py +def find_granule_by_point(input_point, label='single_point'): + '''returns url for the granule (zarr datacube) containing a specified point. point must be passed in epsg:4326 + ''' + catalog = gpd.read_file('https://its-live-data.s3.amazonaws.com/datacubes/catalog_v02.json') + + #make shapely point of input point + p = gpd.GeoSeries([Point(input_point[0], input_point[1])],crs='EPSG:4326') + #make gdf of point + gdf = gdf = gpd.GeoDataFrame({'label': f'{label}', + 'geometry':p}) + + #find row of granule + granule = catalog.sjoin(gdf, how='inner') + + url = granule['zarr_url'].values[0] + return url + +def read_in_s3(http_url, chunks='auto'): + ''' does some string formatting from zarr url and returns xarray dataset + ''' + + s3_url = http_url.replace('http','s3') + s3_url = s3_url.replace('.s3.amazonaws.com','') + + datacube = xr.open_dataset(s3_url, engine='zarr', + storage_options={'anon':True}, + chunks=chunks, + # lock=False + ) + + return datacube + + + + + + +def strain_rate(ux, vy, resolution): + dx, dy = resolution + ux_grad = np.gradient(ux) + vy_grad = np.gradient(vy) + + exx = ux_grad[1]/dx + eyy = vy_grad[0]/dy + exy = (0.5*((ux_grad[0]/dy)+(vy_grad[1]/dx))) + theta = np.arctan2(ux,vy) + #---- Rotate Strain Tensors + exx = (exx*(np.cos(theta)**2)) + (eyy*((np.sin(theta)**2))) + (2*exy*(np.sin(theta))*(np.cos(theta))) + eyy = (exx*(np.sin(theta)**2)) + (eyy*((np.cos(theta)**2))) - (2*exy*(np.sin(theta))*(np.cos(theta))) + exy = (-exx*np.sin(theta)*np.cos(theta)) + (eyy*np.sin(theta)*np.cos(theta))+(exy*(2*(np.cos(theta)**2) - (1))) + + return exx, eyy, exy + + +# %% +def poly_sample(velocity_cube, terminus_polygons, glacier_abbr): + with LocalCluster(n_workers=cpu_count(), processes=True) as cluster, Client(cluster) as client: + # Do something using 'client' + velocity_cube = velocity_cube[['v','vx','vy','date_dt']] + print(f'start loading {glacier_abbr}') + velocity_cube = velocity_cube.chunk({'y': 100, 'x': 100}) + velocity_cube = velocity_cube.load() + crs = terminus_polygons.crs + + print('{glacier_abbr} is loaded into memory') + dx, dy = velocity_cube.rio.resolution() + nodata = np.nan # from loading in data from local computer + velocity_cube.vx.rio.write_nodata(nodata, encoded=True, inplace=True) + velocity_cube.vy.rio.write_nodata(nodata, encoded=True, inplace=True) + + date_list = pd.to_datetime(velocity_cube.mid_date) #creates a list which we will split up to divide the parallelized work + + exx_mean_list = [] + eyy_mean_list = [] + exy_mean_list = [] + + exx_max_list = [] + eyy_max_list = [] + exy_max_list = [] + + vel_list = [] + area = [] + date_dt_list = [] + mid_date_list = [] + for date in date_list: + + geom_values = terminus_polygons[terminus_polygons['date'] == pd.to_datetime(date.date())].geometry.values + # print(f'{date}') + + # something weird is happening to some dates + + if velocity_cube.sel(mid_date=date).mid_date.size == 1: + + velocity_cube_single_date = velocity_cube.sel(mid_date=date) + + #check if data can even be interpolated + velocity_cube_single_date_clip = velocity_cube_single_date.rio.clip(geom_values,crs,drop=True,invert=False,all_touched=True) + area_count = velocity_cube_single_date_clip.count(dim=["x", "y"]).vx.data #,skipna=True) This should not count NaNs + resolution = velocity_cube_single_date_clip.rio.resolution() + total_pixel_area = area_count*(resolution[0] **2) + poly_area = geom_values[0].area + perc_overlap = total_pixel_area/poly_area + + # we can't process very empty data + if perc_overlap > 0.1: + + velocity_cube_single_date_clip['vx'] = velocity_cube_single_date_clip.vx.rio.interpolate_na(method='cubic') + velocity_cube_single_date_clip['vy'] = velocity_cube_single_date_clip.vy.rio.interpolate_na(method='cubic') + + + nodata = np.nan # from loading in data from local computer + velocity_cube_single_date_clip.vx.rio.write_nodata(nodata, encoded=True, inplace=True) + velocity_cube_single_date_clip.vy.rio.write_nodata(nodata, encoded=True, inplace=True) + velocity_cube_single_date_clip.v.rio.write_nodata(nodata, encoded=True, inplace=True) + + ux = velocity_cube_single_date_clip.vx.to_numpy() + vy = velocity_cube_single_date_clip.vy.to_numpy() + mean_arr = velocity_cube_single_date_clip.v.mean(dim=["x", "y"],skipna=True) + + exx, eyy, exy = strain_rate(ux, vy, resolution) + + exx_mean_list.append(np.nanmean(exx)) + eyy_mean_list.append(np.nanmean(eyy)) + exy_mean_list.append(np.nanmean(exy)) + + exx_max_list.append(np.nanmax(exx)) + eyy_max_list.append(np.nanmax(eyy)) + exy_max_list.append(np.nanmax(exy)) + + + vel_list.append(mean_arr.data) + area.append(total_pixel_area) + date_dt_list.append(velocity_cube_single_date_clip.date_dt.data) + mid_date_list.append(velocity_cube_single_date_clip.mid_date.data) + + # if mutliple data exists for the same date process each one individually + elif velocity_cube.sel(mid_date=date).mid_date.size > 1: + + size = velocity_cube.sel(mid_date=date).mid_date.size + velocity_cube_single_date = velocity_cube.sel(mid_date=date) + + for i in range(size): + + velocity_cube_single_date_clip = velocity_cube_single_date.isel(mid_date=i).rio.clip(geom_values,crs,drop=True,invert=False,all_touched=True) + area_count = velocity_cube_single_date_clip.count(dim=["x", "y"]).vx.data #,skipna=True) This should not count NaNs + resolution = velocity_cube_single_date_clip.rio.resolution() + total_pixel_area = area_count*(resolution[0] **2) + poly_area = geom_values[0].area + perc_overlap = total_pixel_area/poly_area + + print(f'{date}: {perc_overlap}') + if perc_overlap > 0.1: + + velocity_cube_single_date_clip['vx'] = velocity_cube_single_date_clip.vx.rio.interpolate_na(method='cubic') + velocity_cube_single_date_clip['vy'] = velocity_cube_single_date_clip.vy.rio.interpolate_na(method='cubic') + + + nodata = np.nan # from loading in data from local computer + velocity_cube_single_date_clip.vx.rio.write_nodata(nodata, encoded=True, inplace=True) + velocity_cube_single_date_clip.vy.rio.write_nodata(nodata, encoded=True, inplace=True) + ux = velocity_cube_single_date_clip.vx.to_numpy() + vy = velocity_cube_single_date_clip.vy.to_numpy() + mean_arr = velocity_cube_single_date_clip.v.mean(dim=["x", "y"],skipna=True) + + exx, eyy, exy = strain_rate(ux, vy, resolution) + + + exx_mean_list.append(np.nanmean(exx)) + eyy_mean_list.append(np.nanmean(eyy)) + exy_mean_list.append(np.nanmean(exy)) + + exx_max_list.append(np.nanmax(exx)) + eyy_max_list.append(np.nanmax(eyy)) + exy_max_list.append(np.nanmax(exy)) + + vel_list.append(mean_arr.data[i]) + area.append(total_pixel_area) + date_dt_list.append(velocity_cube_single_date_clip.date_dt.data) + mid_date_list.append(velocity_cube_single_date_clip.mid_date.data[i]) + + + + # %% + print('format dataframe') + + mid_date_list = np.stack(mid_date_list) + + pixel_area = xr.DataArray(data=area,dims=["mid_date"], + coords={'mid_date':mid_date_list}).rename('pixel_area') + + exx_mean = xr.DataArray(data=exx_mean_list,dims=["mid_date"], + coords={'mid_date':mid_date_list}).rename('exx_mean') + + eyy_mean = xr.DataArray(data=eyy_mean_list,dims=["mid_date"], + coords={'mid_date':mid_date_list}).rename('eyy_mean') + + exy_mean = xr.DataArray(data=exy_mean_list,dims=["mid_date"], + coords={'mid_date':mid_date_list}).rename('exy_mean') + + + exx_max = xr.DataArray(data=exx_max_list,dims=["mid_date"], + coords={'mid_date':mid_date_list}).rename('exx_max') + + eyy_max = xr.DataArray(data=eyy_max_list,dims=["mid_date"], + coords={'mid_date':mid_date_list}).rename('eyy_max') + + exy_max = xr.DataArray(data=exy_max_list,dims=["mid_date"], + coords={'mid_date':mid_date_list}).rename('exy_max') + + + + v_mean = xr.DataArray(data=vel_list,dims=["mid_date"], + coords={'mid_date':mid_date_list}).rename('v_mean') + + date_dt_da = xr.DataArray(data=date_dt_list,dims=["mid_date"], + coords={'mid_date':mid_date_list}).rename('date_dt') + + area_strain_merge = xr.merge([pixel_area,exx_mean,eyy_mean,exy_mean, v_mean, + exx_max, eyy_max, exy_max, date_dt_da]) + terminus_polygons['area'] = terminus_polygons.area + mid_date_arr = area_strain_merge.mid_date.dt.date.data + + term_poly_area = terminus_polygons[['date','area']] + term_poly_area.set_index(['date'],inplace=True) + term_poly_area = term_poly_area.loc[mid_date_arr] + term_poly_area['mid_date'] = area_strain_merge.mid_date.data + term_poly_area.set_index(['mid_date'],inplace=True) + + term_poly_area_xr_dataset = term_poly_area.to_xarray() + area_strain_merge['poly_area'] = term_poly_area_xr_dataset.area + area_strain_merge['pixel_overlap'] = area_strain_merge.pixel_area/area_strain_merge.poly_area + + area_strain_merge.to_dataframe().to_csv(f'../csv_outputs/{glacier_abbr}_velocity_strains.csv') + + diff --git a/poly_sample/datacube_strain_rates_serial_function_no_cluster.py b/poly_sample/datacube_strain_rates_serial_function_no_cluster.py new file mode 100644 index 0000000..ba0a19e --- /dev/null +++ b/poly_sample/datacube_strain_rates_serial_function_no_cluster.py @@ -0,0 +1,267 @@ +#!/usr/bin/env python3 +# -*- coding: utf-8 -*- +""" +Created on Tue Mar 5 14:11:34 2024 + +@author: laserglaciers +""" +import os +import json +import geopandas as gpd +from shapely.geometry import Point +from shapely.geometry import Polygon +import pandas as pd +import numpy as np +import xarray as xr +import rioxarray as rxr +import geoviews as gv +import geoviews.feature as gf +# import hvplot.pandas +import s3fs +import matplotlib.pyplot as plt +import matplotlib.dates as mdates +from datetime import datetime, timedelta +from multiprocessing import Pool, cpu_count +import dask +from dask.distributed import Client, progress, LocalCluster +import dask.array as da +import geopandas as gpd +from shapely import box + +# %% + +# THIS IS FROM EMMA's TUTORIAL https://github.com/e-marshall/itslivetools/blob/main/itslivetools/access.py +def find_granule_by_point(input_point, label='single_point'): + '''returns url for the granule (zarr datacube) containing a specified point. point must be passed in epsg:4326 + ''' + catalog = gpd.read_file('https://its-live-data.s3.amazonaws.com/datacubes/catalog_v02.json') + + #make shapely point of input point + p = gpd.GeoSeries([Point(input_point[0], input_point[1])],crs='EPSG:4326') + #make gdf of point + gdf = gdf = gpd.GeoDataFrame({'label': f'{label}', + 'geometry':p}) + + #find row of granule + granule = catalog.sjoin(gdf, how='inner') + + url = granule['zarr_url'].values[0] + return url + +def read_in_s3(http_url, chunks='auto'): + ''' does some string formatting from zarr url and returns xarray dataset + ''' + + s3_url = http_url.replace('http','s3') + s3_url = s3_url.replace('.s3.amazonaws.com','') + + datacube = xr.open_dataset(s3_url, engine='zarr', + storage_options={'anon':True}, + chunks=chunks, + # lock=False + ) + + return datacube + + + + + + +def strain_rate(ux, vy, resolution): + dx, dy = resolution + ux_grad = np.gradient(ux) + vy_grad = np.gradient(vy) + + exx = ux_grad[1]/dx + eyy = vy_grad[0]/dy + exy = (0.5*((ux_grad[0]/dy)+(vy_grad[1]/dx))) + theta = np.arctan2(ux,vy) + #---- Rotate Strain Tensors + exx = (exx*(np.cos(theta)**2)) + (eyy*((np.sin(theta)**2))) + (2*exy*(np.sin(theta))*(np.cos(theta))) + eyy = (exx*(np.sin(theta)**2)) + (eyy*((np.cos(theta)**2))) - (2*exy*(np.sin(theta))*(np.cos(theta))) + exy = (-exx*np.sin(theta)*np.cos(theta)) + (eyy*np.sin(theta)*np.cos(theta))+(exy*(2*(np.cos(theta)**2) - (1))) + + return exx, eyy, exy + + +# %% +def poly_sample(velocity_cube, terminus_polygons, glacier_abbr): + print(f'starting {glacier_abbr}') + # Do something using 'client' + velocity_cube = velocity_cube[['v','vx','vy','date_dt']] + velocity_cube = velocity_cube.chunk({'y': 150, 'x': 150}) + velocity_cube = velocity_cube.load() + crs = terminus_polygons.crs + + print('{glacier_abbr} is loaded into memory') + dx, dy = velocity_cube.rio.resolution() + nodata = np.nan # from loading in data from local computer + velocity_cube.vx.rio.write_nodata(nodata, encoded=True, inplace=True) + velocity_cube.vy.rio.write_nodata(nodata, encoded=True, inplace=True) + + date_list = pd.to_datetime(velocity_cube.mid_date) #creates a list which we will split up to divide the parallelized work + + exx_mean_list = [] + eyy_mean_list = [] + exy_mean_list = [] + + exx_max_list = [] + eyy_max_list = [] + exy_max_list = [] + + vel_list = [] + area = [] + date_dt_list = [] + mid_date_list = [] + for date in date_list: + + geom_values = terminus_polygons[terminus_polygons['date'] == pd.to_datetime(date.date())].geometry.values + # print(f'{date}') + + # something weird is happening to some dates + + if velocity_cube.sel(mid_date=date).mid_date.size == 1: + + velocity_cube_single_date = velocity_cube.sel(mid_date=date) + + #check if data can even be interpolated + velocity_cube_single_date_clip = velocity_cube_single_date.rio.clip(geom_values,crs,drop=True,invert=False,all_touched=True) + area_count = velocity_cube_single_date_clip.count(dim=["x", "y"]).vx.data #,skipna=True) This should not count NaNs + resolution = velocity_cube_single_date_clip.rio.resolution() + total_pixel_area = area_count*(resolution[0] **2) + poly_area = geom_values[0].area + perc_overlap = total_pixel_area/poly_area + + # we can't process very empty data + if perc_overlap > 0.1: + + velocity_cube_single_date_clip['vx'] = velocity_cube_single_date_clip.vx.rio.interpolate_na(method='cubic') + velocity_cube_single_date_clip['vy'] = velocity_cube_single_date_clip.vy.rio.interpolate_na(method='cubic') + + + nodata = np.nan # from loading in data from local computer + velocity_cube_single_date_clip.vx.rio.write_nodata(nodata, encoded=True, inplace=True) + velocity_cube_single_date_clip.vy.rio.write_nodata(nodata, encoded=True, inplace=True) + velocity_cube_single_date_clip.v.rio.write_nodata(nodata, encoded=True, inplace=True) + + ux = velocity_cube_single_date_clip.vx.to_numpy() + vy = velocity_cube_single_date_clip.vy.to_numpy() + mean_arr = velocity_cube_single_date_clip.v.mean(dim=["x", "y"],skipna=True) + + exx, eyy, exy = strain_rate(ux, vy, resolution) + + exx_mean_list.append(np.nanmean(exx)) + eyy_mean_list.append(np.nanmean(eyy)) + exy_mean_list.append(np.nanmean(exy)) + + exx_max_list.append(np.nanmax(exx)) + eyy_max_list.append(np.nanmax(eyy)) + exy_max_list.append(np.nanmax(exy)) + + + vel_list.append(mean_arr.data) + area.append(total_pixel_area) + date_dt_list.append(velocity_cube_single_date_clip.date_dt.data) + mid_date_list.append(velocity_cube_single_date_clip.mid_date.data) + + # if mutliple data exists for the same date process each one individually + elif velocity_cube.sel(mid_date=date).mid_date.size > 1: + + size = velocity_cube.sel(mid_date=date).mid_date.size + velocity_cube_single_date = velocity_cube.sel(mid_date=date) + + for i in range(size): + + velocity_cube_single_date_clip = velocity_cube_single_date.isel(mid_date=i).rio.clip(geom_values,crs,drop=True,invert=False,all_touched=True) + area_count = velocity_cube_single_date_clip.count(dim=["x", "y"]).vx.data #,skipna=True) This should not count NaNs + resolution = velocity_cube_single_date_clip.rio.resolution() + total_pixel_area = area_count*(resolution[0] **2) + poly_area = geom_values[0].area + perc_overlap = total_pixel_area/poly_area + + print(f'{date}: {perc_overlap}') + if perc_overlap > 0.1: + + velocity_cube_single_date_clip['vx'] = velocity_cube_single_date_clip.vx.rio.interpolate_na(method='cubic') + velocity_cube_single_date_clip['vy'] = velocity_cube_single_date_clip.vy.rio.interpolate_na(method='cubic') + + + nodata = np.nan # from loading in data from local computer + velocity_cube_single_date_clip.vx.rio.write_nodata(nodata, encoded=True, inplace=True) + velocity_cube_single_date_clip.vy.rio.write_nodata(nodata, encoded=True, inplace=True) + ux = velocity_cube_single_date_clip.vx.to_numpy() + vy = velocity_cube_single_date_clip.vy.to_numpy() + mean_arr = velocity_cube_single_date_clip.v.mean(dim=["x", "y"],skipna=True) + + exx, eyy, exy = strain_rate(ux, vy, resolution) + + + exx_mean_list.append(np.nanmean(exx)) + eyy_mean_list.append(np.nanmean(eyy)) + exy_mean_list.append(np.nanmean(exy)) + + exx_max_list.append(np.nanmax(exx)) + eyy_max_list.append(np.nanmax(eyy)) + exy_max_list.append(np.nanmax(exy)) + + vel_list.append(mean_arr.data[i]) + area.append(total_pixel_area) + date_dt_list.append(velocity_cube_single_date_clip.date_dt.data) + mid_date_list.append(velocity_cube_single_date_clip.mid_date.data[i]) + + + + # %% + print('format dataframe') + + mid_date_list = np.stack(mid_date_list) + + pixel_area = xr.DataArray(data=area,dims=["mid_date"], + coords={'mid_date':mid_date_list}).rename('pixel_area') + + exx_mean = xr.DataArray(data=exx_mean_list,dims=["mid_date"], + coords={'mid_date':mid_date_list}).rename('exx_mean') + + eyy_mean = xr.DataArray(data=eyy_mean_list,dims=["mid_date"], + coords={'mid_date':mid_date_list}).rename('eyy_mean') + + exy_mean = xr.DataArray(data=exy_mean_list,dims=["mid_date"], + coords={'mid_date':mid_date_list}).rename('exy_mean') + + + exx_max = xr.DataArray(data=exx_max_list,dims=["mid_date"], + coords={'mid_date':mid_date_list}).rename('exx_max') + + eyy_max = xr.DataArray(data=eyy_max_list,dims=["mid_date"], + coords={'mid_date':mid_date_list}).rename('eyy_max') + + exy_max = xr.DataArray(data=exy_max_list,dims=["mid_date"], + coords={'mid_date':mid_date_list}).rename('exy_max') + + + + v_mean = xr.DataArray(data=vel_list,dims=["mid_date"], + coords={'mid_date':mid_date_list}).rename('v_mean') + + date_dt_da = xr.DataArray(data=date_dt_list,dims=["mid_date"], + coords={'mid_date':mid_date_list}).rename('date_dt') + + area_strain_merge = xr.merge([pixel_area,exx_mean,eyy_mean,exy_mean, v_mean, + exx_max, eyy_max, exy_max, date_dt_da]) + terminus_polygons['area'] = terminus_polygons.area + mid_date_arr = area_strain_merge.mid_date.dt.date.data + + term_poly_area = terminus_polygons[['date','area']] + term_poly_area.set_index(['date'],inplace=True) + term_poly_area = term_poly_area.loc[mid_date_arr] + term_poly_area['mid_date'] = area_strain_merge.mid_date.data + term_poly_area.set_index(['mid_date'],inplace=True) + + term_poly_area_xr_dataset = term_poly_area.to_xarray() + area_strain_merge['poly_area'] = term_poly_area_xr_dataset.area + area_strain_merge['pixel_overlap'] = area_strain_merge.pixel_area/area_strain_merge.poly_area + + area_strain_merge.to_dataframe().to_csv(f'../csv_outputs/{glacier_abbr}_velocity_strains.csv') + + diff --git a/readme.md b/readme.md deleted file mode 100644 index 57d713c..0000000 --- a/readme.md +++ /dev/null @@ -1,66 +0,0 @@ -### its_live web portal tutorial -The main purpose of this tutorial is to show how to use NASA's -[its_live web portal](https://nsidc.org/apps/itslive/) to download image pair velocities. - -Many other tutorials exist that are great. For example Emma Marshal's [Using xarray to examine cloud-based glacier surface velocity data](https://e-marshall.github.io/itslive/intro.html). Her tools utilizes its_live's data cubes so you can use the image pair velocity products without having to download them. In the future, I plan to make a tutorial using Emma's [itslivetools](https://github.com/e-marshall/itslivetools) for Greenland specific data. - -## installation -Below are instructions for installation with a UNIX terminal. - -To use this repo first clone the repository and change to the directory where the repo is located -``` -git clone https://github.com/shahinmg/its_live_tutorial.git - -cd its_live_tutorial -``` - -Within the `its_live_tutorial` directory, install the packages in the `environment.yml` in a conda environment or create a new environment and install with `conda env create --file environment.yml` and activate the environment - -Note: This can take a long time to create the environment - -``` -conda env create --file environment.yml - -conda activate its_live_tutorial -``` - -In the `its_live_tutorial` directory run - -``` -jupyter lab -``` -and open the `its_live_web_app_tutorial.ipynb` notebook - -### its_live API_tutorial - -Similar to the first tutorial, the `ITS_LIVE API_tutorial.ipynb` shows how to fetch its_live image pair velocities from their s3 bucket and use the data without having to download it. Also, in this tutorial we calculate strain rates from [`iceutils`](https://github.com/bryanvriel/iceutils). Similar to the [`measures_strain_rates`](https://github.com/shahinmg/measures_strain_rates) repo. - -### its_live_datacube_tutorial.ipynb & its_live_datacube_term_poly_tutorial - -These tutorials use the ITS_LIVE datacube instead of the API -`its_live_datacube_tutorial.ipynb` plots a velocity time series at Helehim Glacier. -`its_live_datacube_term_poly_tutorial` clips a terminus polygon at sermeq kujalleq and calculates average terminus velocity. - -## Installation - -If you installed the packages in the `environment.yml` from the first tutorial, you are good to go. if not follow the same instructions as the `its_live web portal tutorial`. - -To install `iceutils`, you may clone a read-only version of the repository: - -``` -git clone https://github.com/bryanvriel/iceutils.git -``` -Or, if you are developer, you may clone with SSH: - -``` -git clone git@github.com:bryanvriel/iceutils.git -``` -Then, simply run `pip install .` in the main repository directory to install. - -In the cloned directory, you'll find several Python source files, each containing various functions and classes. While the naming of the source files gives a hint about what they contain, all functions are classes are imported into a common namespace. For example, the file `stress.py` contains a function `compute_stress_strain()`. This function would be called as follows: - -```python -import iceutils as ice - -stress_strain = ice.compute_stress_strain(vx, vy) -``` diff --git a/store_its_live_velocities_2022.json b/store_its_live_velocities_2022.json deleted file mode 100644 index c3500e6..0000000 --- a/store_its_live_velocities_2022.json +++ /dev/null @@ -1 +0,0 @@ -[{"url": "https://its-live-data.s3.amazonaws.com/velocity_image_pair/sentinel2-latest/N70W040/S2A_MSIL1C_20220514T152811_N0400_R111_T22WED_20220514T191747_X_S2B_MSIL1C_20220519T152809_N0400_R111_T22WED_20220519T202554_G0120V02_P099.nc", "browse_image": "https://its-live-data.s3.amazonaws.com/velocity_image_pair/sentinel2-latest/N70W040/S2A_MSIL1C_20220514T152811_N0400_R111_T22WED_20220514T191747_X_S2B_MSIL1C_20220519T152809_N0400_R111_T22WED_20220519T202554_G0120V02_P099.png"}, {"url": 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a/term_poly_data_viz/AVA_time_series.png b/term_poly_data_viz/AVA_time_series.png new file mode 100644 index 0000000..27c36d5 Binary files /dev/null and b/term_poly_data_viz/AVA_time_series.png differ diff --git a/term_poly_data_viz/EQI_time_series.png b/term_poly_data_viz/EQI_time_series.png new file mode 100644 index 0000000..babd20d Binary files /dev/null and b/term_poly_data_viz/EQI_time_series.png differ diff --git a/term_poly_data_viz/HEL_time_series.png b/term_poly_data_viz/HEL_time_series.png new file mode 100644 index 0000000..963ffd2 Binary files /dev/null and b/term_poly_data_viz/HEL_time_series.png differ diff --git a/term_poly_data_viz/KAN_time_series.png b/term_poly_data_viz/KAN_time_series.png new file mode 100644 index 0000000..5505135 Binary files /dev/null and b/term_poly_data_viz/KAN_time_series.png differ diff --git a/term_poly_data_viz/KUJ_time_series.png b/term_poly_data_viz/KUJ_time_series.png new file mode 100644 index 0000000..47aced9 Binary files /dev/null and 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ax.xaxis.set_major_formatter(mdates.DateFormatter('%Y-%m')) + ax.set_title(f'{name.upper()}') + + op = '../term_poly_data_viz/' + plt.savefig(f'{op}/{name.upper()}_time_series.png', dpi=300) + \ No newline at end of file diff --git a/term_poly_gpkgs/AVA_merged.gpkg b/term_poly_gpkgs/AVA_merged.gpkg new file mode 100644 index 0000000..b160639 Binary files /dev/null and b/term_poly_gpkgs/AVA_merged.gpkg differ diff --git a/term_poly_gpkgs/EQI_merged.gpkg b/term_poly_gpkgs/EQI_merged.gpkg new file mode 100644 index 0000000..4be4cea Binary files /dev/null and b/term_poly_gpkgs/EQI_merged.gpkg differ diff --git a/term_poly_gpkgs/HEL_merged.gpkg b/term_poly_gpkgs/HEL_merged.gpkg new file mode 100644 index 0000000..cf6169c Binary files /dev/null and b/term_poly_gpkgs/HEL_merged.gpkg differ diff --git a/term_poly_gpkgs/KAN_merged.gpkg b/term_poly_gpkgs/KAN_merged.gpkg new file mode 100644 index 0000000..0005f88 Binary files /dev/null and b/term_poly_gpkgs/KAN_merged.gpkg differ diff --git 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