diff --git a/sources/01c Coverage analysis.ipynb b/sources/01c Coverage analysis.ipynb index e5fbc9c..1270320 100644 --- a/sources/01c Coverage analysis.ipynb +++ b/sources/01c Coverage analysis.ipynb @@ -64,7 +64,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "Querying products: 100%|██████████| 181/181 [00:01<00:00, 48.17 products/s]\n", + "Querying products: 100%|██████████| 181/181 [00:00<00:00, 86.59 products/s]\n", "/opt/conda/lib/python3.8/site-packages/pyproj/crs/crs.py:53: FutureWarning: '+init=:' syntax is deprecated. ':' is the preferred initialization method. When making the change, be mindful of axis order changes: https://pyproj4.github.io/pyproj/stable/gotchas.html#axis-order-changes-in-proj-6\n", " return _prepare_from_string(\" \".join(pjargs))\n" ] @@ -209,7 +209,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 6, "metadata": {}, "outputs": [ { @@ -258,6 +258,7 @@ "The UTM grid is constructed so that coordinates within each tiling represent metrical distances on the earths surface.\n", "This has the nice property that in order to areas and surfaces within a UTM tiling can be calculated simply by counting.\n", "\n", + "(content:orbits)=\n", "## Product Shape and Orbit Number\n", "\n", "As mentioned above, each square is a single product that can be downloaded from the Copernicus Open Access Hub.\n", @@ -321,7 +322,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 8, "metadata": {}, "outputs": [ { @@ -330,7 +331,7 @@ "array(['S2A', 'S2B'], dtype=object)" ] }, - "execution_count": 18, + "execution_count": 8, "metadata": {}, "output_type": "execute_result" } @@ -348,7 +349,7 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 9, "metadata": {}, "outputs": [ { @@ -358,7 +359,7 @@ " 25902, 25859, 25845])" ] }, - "execution_count": 19, + "execution_count": 9, "metadata": {}, "output_type": "execute_result" } @@ -376,7 +377,7 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 10, "metadata": {}, "outputs": [ { @@ -386,7 +387,7 @@ " 17008, 16965])" ] }, - "execution_count": 20, + "execution_count": 10, "metadata": {}, "output_type": "execute_result" } @@ -405,11 +406,11 @@ "\n", "To find out we iterate through the returned products, for each iteration $i$ unifying the associated product's geometry $P_i$ with all products we already iterated through:\n", "\n", - "$$\n", - "P = \\{P_1, P_2, \\cdots, P_n\\} \\\\\n", - "U_1 = \\{\\} \\\\\n", - "U_{n+1} = U_{n} \\cup P_n\n", - "$$\n", + "\\begin{align*}\n", + " P &= \\{P_1, P_2, \\cdots, P_n\\} \\\\\n", + " U_1 &= \\{\\} \\\\\n", + "U_{n+1} &= U_{n} \\cup P_n\n", + "\\end{align*}\n", "\n", "Given the shape of Brandenburg $B$ the condition for termination is when $B$ is contained entirely in the unified shape $U_n$:\n", "\n", @@ -427,7 +428,7 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 12, "metadata": {}, "outputs": [], "source": [ @@ -448,7 +449,7 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": 13, "metadata": {}, "outputs": [ { @@ -457,7 +458,7 @@ "True" ] }, - "execution_count": 22, + "execution_count": 13, "metadata": {}, "output_type": "execute_result" } @@ -471,23 +472,23 @@ "metadata": {}, "source": [ "Yes, so we don't need to sort manually.\n", - "If we iterate through them in the order they are returned from the API we can get a set of products covering our area of interest that is…\n", + "If we iterate through them in the order they are returned from the API we can get a set of products covering our area of interest that is:\n", "\n", - "1. …as close to the start of our observation time span as possible\n", - "2. …captured over a time span that is as small as possible\n", + "1. As close to the start of our observation time span as possible.\n", + "2. Captured over a time span that is as small as possible.\n", "\n", "The code for the algorithm is very short thanks to the `shapely` geometry operators:" ] }, { "cell_type": "code", - "execution_count": 25, + "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "18cdd5a7592f44b8ab8c2a16e590297c", + "model_id": "a68e6a3b86414e67b307e3c52ef8772a", "version_major": 2, "version_minor": 0 }, @@ -503,8 +504,8 @@ "output_type": "stream", "text": [ "\n", - "CPU times: user 370 ms, sys: 704 µs, total: 371 ms\n", - "Wall time: 364 ms\n" + "CPU times: user 371 ms, sys: 4.83 ms, total: 375 ms\n", + "Wall time: 369 ms\n" ] } ], @@ -526,12 +527,12 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "The blue line represents the outline of the area we selected to cover the geometry shown in pink." + "We re-use the `plot_downloaded_products` to get a visual impression of the area of the union of tiles just created:" ] }, { "cell_type": "code", - "execution_count": 30, + "execution_count": 19, "metadata": {}, "outputs": [ { @@ -540,7 +541,7 @@ "" ] }, - "execution_count": 30, + "execution_count": 19, "metadata": {}, "output_type": "execute_result" }, @@ -558,22 +559,20 @@ } ], "source": [ - "import geopandas as gpd\n", - "plot_downloaded_products(gpd.GeoSeries(union), brandenburg, figsize=(9,9))" + "plot_downloaded_products(union, brandenburg, figsize=(9,9))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "We can see that our algorithm worked.\n", - "\n", - "What is the delta between the capture date of the first and the last product contained in our union?" + "The algorithm worked, the entire area is comfortably covered.\n", + "We can calculate the time span over which the subselection was captured:" ] }, { "cell_type": "code", - "execution_count": 22, + "execution_count": 20, "metadata": {}, "outputs": [ { @@ -582,7 +581,7 @@ "Timedelta('3 days 00:10:00')" ] }, - "execution_count": 22, + "execution_count": 20, "metadata": {}, "output_type": "execute_result" } @@ -596,27 +595,27 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "This small delta suggests that only few orbits were needed to capture the entire area:" + "Compare this to the repeat cycle observed in [](content:orbits):" ] }, { "cell_type": "code", - "execution_count": 23, + "execution_count": 25, "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "array([26231, 17308, 17294, 26188])" + "Timedelta('10 days 00:00:00')" ] }, - "execution_count": 23, + "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "products_in_union['orbitnumber'].unique()" + "products[products['orbitnumber'] == 17108].iloc[0]['beginposition'] - products[products['orbitnumber'] == 16965].iloc[0]['beginposition']" ] }, { @@ -626,27 +625,19 @@ "## Considering Cloud Coverage\n", "\n", "For the union above we did not consider cloud coverage at all.\n", - "A plot of the cloud coverage can give us an estimate of how useful the combined image would be without plotting it:" + "This means that a lot of pixels in the large area of interest might not have interesting data for us:\n", + "\n", + "A plot of the cloud coverage can give us an estimate of how useful the combined image would be without needing to plot it visually as described in [](01b Visualization.ipynb):" ] }, { "cell_type": "code", - "execution_count": 24, + "execution_count": 42, "metadata": {}, "outputs": [ { "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 24, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", "text/plain": [ "
" ] @@ -658,49 +649,29 @@ } ], "source": [ - "products_in_union['cloudcoverpercentage'].plot.hist()" + "ax = products_in_union['cloudcoverpercentage'].plot.hist(title='Cloud Coverage (in %) in Selected Products')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "Not good.\n", + "The histogram shows that some of the products consist mostly of cloudy pixels - in fact, the relationship between cloudy and non-cloudy pixels is almost symmetrical.\n", "A cloud coverage of 100% is not of much use for us because it amounts to an image that does not contain any of the surface features we are interested in.\n", "\n", - "We might have to make a compromise between recency and cloud coverage in some cases." + "To include only less cloudy products, a compromise on up-to-dateness hast to be made.\n", + "Setting a maximum cloud coverage of 50% increases the time delta to 15 days:" ] }, { "cell_type": "code", - "execution_count": 25, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "(Timestamp('2020-06-30 10:20:31.024000'),\n", - " Timestamp('2020-06-27 10:10:31.024000'))" - ] - }, - "execution_count": 25, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "products_in_union.iloc[0]['beginposition'], products_in_union.iloc[-1]['beginposition']" - ] - }, - { - "cell_type": "code", - "execution_count": 26, + "execution_count": 35, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "2e7fc76b19734bab876fa3a31fdb68e6", + "model_id": "6c1b25609ebb44b7a10d6cd642c75778", "version_major": 2, "version_minor": 0 }, @@ -717,34 +688,20 @@ "text": [ "\n" ] - } - ], - "source": [ - "less_cloudy_products = products[products['cloudcoverpercentage'] < 50]\n", - "for idx, product in tqdm(less_cloudy_products.iterrows(), total=len(less_cloudy_products)):\n", - " union = less_cloudy_products.loc[:idx].unary_union\n", - " if union.contains(brandenburg_geometry):\n", - " break" - ] - }, - { - "cell_type": "code", - "execution_count": 27, - "metadata": {}, - "outputs": [ + }, { "data": { "text/plain": [ - "" + "" ] }, - "execution_count": 27, + "execution_count": 35, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": 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\n", + "image/png": 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+xth2Smm6dNOgBOyO0wHgpFQ7UkqvgRIsG/X19TuWLFnyIJQ4sEVQAi2fDGADgOugxCld29jYeIXP53uksbHxUp/P9xCU+LurSypK/llWGT5DloT/2B3yTM4RlmXSb7fLc4ZDjq2e4ujy7k7vAzXThm5r31G5Mn5HKv5dN8+/qq+naE15VfiScMj+vNMtzpcl4SAACDZ5cjRsf8ftEc8CeFHFpOGS9h2Vq1LkcUfXPu/q6tqha0NB54YiT2yRKAptgsDLCIFbjAl7HC5pwdCAc1NxeeTyjp1ld82Y039Pe2tlU12Df017a+WNdQ3+5r1tZTdPn91/SzDgethbGl0Wi9i2WZosTYFe9/rKmtDvAt1FyyeKpr1tZet9Pt/tUOJCLwbwfjY+IpNzy3ZMsJYx1kkprQHwLIAboIwDLmWM9atjhickjwlSSi8GcDZj7Gp1+VIACxljmt4Cb2luPQ7KbBSaBkafMnOw/sCekve1LENvLE2Fgxl1ZdBk3JggY6xT/e6C4mkboUx+uF11gNMBbKOUTklK2gHlUZU40wF05mhzNujSHXa6xflal6E3lqbCwYy6jNCUsTtMKfUCEBhjg+rvpQB+zBirSdhnN1K0BAG8BmAupbQOytsbl0CfF6Tt0OFh3HiT3kxYmgoHM+oyQlM2LcHJAF6ilG4H8CqApxhjm9LtTCmtpZRuBADGmAjgegDPANihrGLv5W52RjR50drCwsJQNHmzI2NLkDG2C8CxGfY5POF3J4BzE5Y3Atg4dhPHhC5OULDJk/UoR08sTYWDGXUZocmsb4zoQjRsf8doG/KNpalwMKMuIzSZ1Qnq0hJUHr8wF5amwsGMuozQZFYnqAuBXvd6o23IN5amwsGMuozQZFYnqEtLsGLS8I16lKMnlqbCwYy6jNBk1qm0Tgew02g7LCws8srcFU0NvnxnarUEc8CayqgwMKMmwJy6xu1UWoVGS3NrI4CPjLbDwsIir1gtwfGG9U9cGJhRE2BOXVZLME+0NLeeCeBDo+2wsLDIK1ZLcBToMiZYN89/hx7l6ImlqXAwoy4jNFlOMAe69nlX61GOnliaCgcz6jJCk+mcoBo3VxcnWF07dK0e5eiJpalwMKMuIzSZzglCCeikeXwRAAgFnRv0KEdPLE2Fgxl1GaHJjE5Ql3CbAFDkiS3Soxw9sTQVDmbUZYQmszpBzSdUBQBRFNr0KEdPLE2Fgxl1GaHJrE5Ql5agIPAyPcrRE0tT4WBGXUZoMqMT1G1MkBC49ShHTyxNhYMZdRmhyYxOUL/ucExIGXS+kLE0GceBvucaR7N/oegaDUZoyirusBpIaRBKC0tkjJ1AKV0NJZC6DKALwBXxqHSZ0ubH9LTo1hJ0uKQFAN7Soyy9sDQZg39w2/So6F/bFXjxKzXlZ2zLJk0h6BotRmjKNvg6ACxOiiZ3N2PsNgCglN4I4IcA0j3jk5xWS3QJtwkAQwPOtAGnChVLkzGI8lAlAE841rXuQN9z3/K4pr1X6qn3j5SmEHSNlgyaNHnHd8zdYcbYQMKiFxoZOAYc0Kk7XFweuVyPcvTE0mQMNWWnv+1yVF1MiO3FqNj3QGDonbf39jz6t0is15kuTSHoGi1GaMq2JcgBbKaUcgAtjLHfAgCl9KcALgPQD2DxaNImQym9BsA1AFBfX79jyZIlDwIoB1AEoB3AyVACv18H4DYAaxsbG6/w+XyPNDY2Xurz+R4CcPWMOY5bBvpc68onhS+MRWzb7A55JucIyzLpt9vlOcMhx1ZPcXR5d6f3gZppQ7e176hcOavBf9+u1sob4t918/yr+nqK1pRXhS8Jh+zPO93i/Hg8VMEmT46G7e+4PeJZA73utXXz/Kvad1SuSpHHHV37vKura4euDQWdG4o8sUWiKLQJAi8jBG4xJuxxuKQFQwPOTcXlkcs7dpbdNWNO/z3trZVNdQ3+Ne2tlTfWNfib97aV3Tx9dv8twYDrYW9pdJmlyTyatm5944XaaRU3dO0Przx+4RHXhd6uv8nh3f3d/fv3lQEgnEufm1Tbd3VZqf3dZE2BXvd6AuUmwnjSlMt5yqRp786ydT6f73YA61R/8342PiKTc8tqFhlKaS1jrJNSWgPgWQA3MMZeTNi+EoCbMXb7aNPmm5bm1qMBhACEtSojTl2Dv7m9tbJJ63L0xNKkLZFYr7N38LXzJGnomxzycQmb4uPYtsT9CbE/7rSXPzy5fPF/kvMaT7ryRQZNc1Y0NeTdd2TVHY7f8GCMdUHxtAuTdlkH4KIxps03unWHzXYBApYmLdnf9+zSrsCWp0Rp8L4kBwgozs+WnIZz8YJIrPdXgaF3a5K3pdIlSsOCP/jmNJnrMiyed4w4VxmdIKXUSyktif8GsBTAu5TSuQm7nQ+laZpV2nwYPgI26HRjpK7Bv0aPcvTE0qQNojQsxMSBWznkhtGmJUTYE44eOKqj5/EfdfQ81ry359E/7e1+9LFh+F7s6Hnih+FYtwsA+ofeqz7Q98zdweG2Vzt6Hvd1+p++pHtga/2Bvn8u3tuz4YGegf/Mzr+y/GLEucrYHaaUzoLSggOUMcR1jLGfUkr/DuBIKK2ujwFcyxjbRymtBbCWMXZuurRaCInT0tx6MgDTPT9lUXj0DLwyNxLrPYPz2BEc8HIeW65FOYTY/g0gyrl0KkYY53fYSq+dWnn2P7SwQSc06Q6bbmbplubWU6A4Zc2ZgGMyBYkRmg4GfCdEYl2P61lmJmyC57ZpVV/8vdF2jMS4HRMsMHSZSxAA9raV3axXWXoR1zQQ+qCi07/xG70Dr477LlQm9D5PfcHtUyVp6Cg9y8wM6a4sWbDOaCsyYUSdspxgDkyf3X+LXmXpRVyTKAVLRCl063B0/xXD0f3uA33Pfr6j94nvd/Q+8QMA2Nf71JUdPU/cuq/3qW8aa3Fm9DxPojQsBIfbHhbloZ/pVWZmSJ/bWXNFkXOq5k9M5IoRdWo0b4xYJBEMuB422oZ8Ewy4Hu7oefwnMo9eBsAm8+hV3f0vXZW4z57uvy8D5FkACDjCnf6N0SkVSx/xD74+x27zDpZ75x80xvrU6HmeOCTCwb16lZcJQmxbva7DmypLFnRk2rdn4JU5hNikqpIT2/WwLRVG1CnLCeaAtzS6rGe/d1yPsYwWb2l0GYdciRSPa3yKnNhFdovS0J0dPRt+DMAJIDoY+mi7IDhe8LoPXz8eHKJe5ykS63V29f/rlwDGwRRXZL/d5r1rSsUXmEBSV/Pu/peOlnmsWJRCR3EeO1rmMWoTPP8D5cFjQ8hwrjS5gWFGJ6hbFz8WsWX1onsh0DPwypxIrPuL3W/Yj+ZcGvVjHFAcIAA4OaQTJVk6cSD0/i0DoQ/aXY5JTZPLz3wtn/aOBi3P08HAloWiFPycyzHpuXC06xKt7gCPAkkQ3PdVly661+WoiqbbqXfw9cOGowfWA7wicb3MY8cD+IPmVqbBiDplRieo25ig3SHPRIHO4nGg7/nTORdLCBEiABeiYv/PAT55eDjfJfG6qNj3rX29Tx5f7j3mEa975lC+S8hELufpYOCFk2PiwHkCcbSBCEHOpbKplWf/TiB2hCKdRdGY/wcc0omhyN4f5tfqseFyTKKTyxe/km57V/+Lx0Vivd/mXDo+2QECAOdiY6f/6UuK3bOeKfUc2aettYdiRJ0yoxPUDc61fzUvH/QF36oVpWCl3VbSW+yu6z7Yv+VmWY5cDeWdS83hXPyixMUvBobe5qHInpdFaaiOg9slOXQROIoJET6y24o3FhfNfr3YXTfYM/DKHEkO1dgET9ek0pNznm4903mSuQiB2D/5BpQWXlT0f1t99s4h808bVQf7nuuaVHbqxp6Bf/8DkOflal8eCcfEgQv29my4THFyJCQQ2zZC7B8JxNHJIXtkOXIS5+LS9FnwSlEK/iwU2Xuw1HPkC/qZrpZuQJ0yoxPUrSUoy6Rfr7JSEZOCtq7AC98GhIDMo8cTkBAhjo+qyxb9wWmviMX3czsn+wNDXfOHowfWDQ5/WArl1ULdkeThHw5HD21qci6dGBX7vuYffF3yD27bCchHAAAhgZclOfIVm+DKaSwo1XmSuYj9/k3/zblcLfPoRQCKbILr19OqvnQvAMTEAOVcOjNVfjFp4N4D/s1XjjMHCABu9YaWCofM5SPAY5CQdRM/Yhe8P5pS8XndHSBgTJ2ynGAO2O3yHACHvNiuNeHoQXdf8K0vxKTB2wE+Nb6eAwCP4WDf8xfbbN4WSR4+i3P5SAKEOeAFeBnG9zm3xR0gAHAundLZ++RmgAwQIuwESMxm8/imVnxh82gyTT5PMhcRCG6fKcnhbwO8JL5eksNN+3r/AUIce2Ueu3CELF0c0kmjsaFQcNhKm6ZWnm3YQ95G1KnxXCHGim5OcDjk2KpXWXH2+zd/MSb1p5yOLA6H3CBKg/d+ulywCPF3bTmXTgZIl9tW8smgfX9oR1Uk1lsLLjlryhvfAJQ/iJg04B6OHpgpycO15d75W4ZDJVsBoH+oddJQ5OOzZDk6X+bRq1KU55Dk8C06TEA07iAQ3rDbS+6fVHLyP420w4g6ZTnBHPAUR5cD+KVe5QGAy1n9Vmy4PwTAo2e54wNeE4p0PLm359G3OJcPA/h0AAJAAvt6//F7Du6U5chVgLCPENJFiH2bLMf+5SmOLt/vf+ajmDTQDJ3GQQsNu634wakVSw2fqdqIOmU5wRzo7vQ+oFdZcYqcU3qDw7v2Jz2rN4HgJZxLpyetK5fk8Hc+XZbnco7pnPOqvqG35JdekhbIXLwRBo2FFgJ2e8lHRtsAGFOnTPXaXEtzq24OEABqpg3dlu88g+H2Ev/gGzOC4fYSf/DNacnb/YNvfGviOsBRUQTI9bIc+bbMxdNhOcARCUf2r4mKfYYfIy3qVCbM1hK0QacJVQGgfUflyrGk8wffnOayVwXczskhWY7YHPZSEQCiYp/DP/jGGwD3IrwLADAU3v2YTXC9ApAw5+JMSY5cNmLmFhZjgIN7Ep8oMIqx1qlcMJsTtEOncJvAp3EQRpsuFP74u0He9iWAxADIADlAgAghtg+gjMp/8u4p5+KXRUn8cv6strA4FJvg+pvRNgBjr1O5YDYnqNus0gAw1pPlddf9PBjeVca5+AUABOBlHADn8jH5tdDCIjsc9rItRtsAZKxT4yvk5jhF1+7wrAb/fWNJV1F87P4Zk5Zf6XHNOBMgCQHrhfdtgudHDlvZ1V533SKXY9KFBMLbeTLXwiIlhNg31pSd8ZbRdgBjr1O5kFVLkFK6G8AglK6myBg7gVK6GsAFUJxOF4Ar4kGVktIuA3AvFAe1ljF2Z55sT4UdOjrBXJvtk0pPbusP7Vg2FN59lsteta2qdOHOpF0+jknB87oCW66R5ejZhAgfc3A35+J5uZRrYRGHQHij1FP/faPtiKN3VxgYXXd4MWOsJ2H5bsbYbQBAKb0RwA8BXJuYgFJqA/BrAF8A0AHgNUrpE4yx1tzMTouuTjAeyzaXPMo883rLPPP+mm67w1YsTas67zcAfhNf19X/r2NFKTjPYSt9RyCO8FBkz+OpXoa3sEgP2eNyVN8wubzxdaMtSSQfdWq0jHlMkDE2kLDoRer++kIAbYyxXQBAKV0PpfWolRPUtTvc11NkSBSzmrLTtwPYDgD7ev9xM8C9BMK7XHnlzDlyaouJDemxCe4HKoqPe9jjmh4y2ppkjKhT2TpBDmAzpZQDaGGM/RYAKKU/BXAZgH4oEeGTmQZgb8JyB4CU71xSSq8BcA0A1NfX71iyZMmDyCK6vM/ne6SxsfFSn8/3kM1edfuUmQPXRYYdD3hLo8tiEds2u0OeyTnCskz67XZ5znDIsdVTHF3e3el9oGba0G3tOypXpoh2v6qvp2hNeVX4knDI/rzTLc6XJeEgAAg2eXI0bH/H7RHPAnhRxaThkvYdlatS5HFH1z7v6uraoWtDQeeGIk9skSgKbYLAywiBW4wJexwuacHQgHNTcXnk8o6dZXfNmNN/T3trZVNdg39Ne2vljXUN/ua9bWU3T5/df0sw4Ho4labDjjht/3DIcZanOLr85a0vbZOkyGUARJvNJkmS5Mry/FqYGEJIxG537CwtKX/78MPnvuqwFX/gcEmXDA0M5XTt5bs+BXrd6ytrQr8LdBctT1WfOnaW/dHn890OJc75YihhfsuRwUdkPD7ZRJujlNYyxjoppTUAngVwA2PsxYTtKwG4GWO3J6W7GMDZjLGr1eVLASxkjGnS729pbq2D8jqZLvOgTZk5WH9gT8kh8ZaNonfg1dmRWM+pxUWzniz11Pu7+l+aH44e+BPAq4y2zUJ/CIQ3bDbPuqqShY+ONMHqeCJDnZq1oqnhpXyXmVVLMH7DgzHWRSndAKWbmxj6bh2ApwDcnpS0A8CMhOXpAA65eZJHbNDxOUGnW5yPFEHnjUK9sfLJzZWastPe8Q++cd5wdP95HNwLLk1VZ0cx/M0AC03hTnvFZWXeo7YWQnClRIyoUxmdIKXUC0BgjA2qv5cC+DGldC5jLP6+4flIbfhrAOZSSusA7ANwCYCv5cf0lDig43OC8Sb9eKay5Pg9AO4HgO7+l48aju4/C+DVBptloS3EbvPuKzQHCBhTp7J5TnAygJcopdsBvArgKcbYJgB3UkrfpZS+DcUxfhtQus6U0o0AwBgTAVwP4BkAO5RV7D0NdMTR9Y2RQmIo/HHxcLTzMcsBTgwiMf8io20oFLIaEywUWppbFwDoBaDLO5Azj+i7eM+HFWkfbxlvDIU/LhalYFFUDNSEoweaOeTRBAiXoPxp6jpJhcXYIMT24oxJF37VaDtGS4Y6ZdyYYAGh62tz0bD9Hb3Kygde92FBAEEA3QCWxqSgLRw9WBwM7zpJlIJfBbin2Fv2lhh1P8655JJ5rESUgks5F08AEdo5F8//NDfSa91wGb9wLp0ainR4xuNjMCNhRJ0yoxPUrWmrPCYzfm6MjBaHrVhyFBX3lxTN3gxgMwAcXt933e73KxKf43wRAMKxbld34MU6EKHTJrieK/Mc9Xhg6J1LZR49hXNpiRH2W6Ql5LCV3VhoDhDIWKesuMNZoGtXLdDrXq9neXqQTpPDVhqdUX3RssR1XvdhvzkY2PJ6JNZtOcFxhMsx6dKRwm6OZ4yoU2abQEFXJ1gxafhGPcvTg3Sa0kV8qy477TWA7E21zcIYomLg8k7/puUHA88v6hl4Ze5A6MOCeaXSiDplthsjp0J5ctxCR/b3bV4WE/t/Z7QdFukhxP5EZfGC76rjwoVK3YqmhpfznanZWoK6YsS0P1ozWk37ep9cIUpBa7brcQ7n4vm9g689ezDw/KlG2zISRtQpqyVoMWY6/U9fLErBnwOw3lEuIAix+WyC528e17SXy73zx/0D/wlYLcEs0HVM0GoJEg7LARYcnEuNojR430Do/W17ux/9+8HAC+MmkLwRdcpygjlgxASQWjMaTbIcGc3D1hbjEA7p5EisZ31Hz+M/keSI4Q/CG1GnLCeYA3Xz/HfoWZ4eZKspFOnwALxUa3ssdMEp8+iVnb1PPRoYemeykYYYUacsJ5gDXfu8q/UsTw+y1eRxTQ+VeY9a/dkYKRaFDIe0cCD0wYbuga31RtlgRJ0ymxPUleraoWsz71VYjEZTSdHcgNNe2aSlPQVCBBDeB0ghP36iwg8bjnQ+1NHzxK0y1+0N1E8wok6ZzQnq2hIMBZ0b9CxPD8yoKRcIsT8uEMdIk2RIBLY3Pa5p19oE128ADOtlm3bwGTKPXLev9x/3d/e/rOu4rxHXn/XaXA4UeWKLYLJHchI0VUOZaGFEOBfLNDfKIAixb3Q7qu/nXHKFY10Xf7IewrtFrmn/Lyr6TyLE0T214gub1U2/GgrvebB38NWtAJ9kkNl5g3PxguFo5wV7ux99TRBcj3vdhz1V7j26S8syjahTlhPMAVEU2vQsTw9UTV4ApwJ4LNU++3r/cRMHt3MuHsu5fIKe9mkNgdBa5j3qK4TYZIe9fNjtqI7ExAH74HDbSVHRfwQhQrjMO/8Nt6M6AuAz51+SI8Q/+NpfzOAAE+GQTpTk0IkDoR0/Ggx9+LrdXvzbSaWLnnXYivM+d6cRdcpygjkgCNx0rSBV00wAaac04uBuWY5cp59VWiN8SAg5wLl0oiA4nyz11PsTtzrspWJlyYIOKOEi0hKJ9bo54AYQhvJtNmwc0kkxsf+kA/7Nr82ovvDL+S7AiDplmjHBluZWATqG2wQAQsx3oceiQiWUODARpPlTIbAV0lsGI0KI7XmnvewnMyZd+NXqstOOdtqrNmdOlRqPq3Z4ZvVFn59Wdf4ct2PyeQS2gpzJJRs4pBM7eh7/mT/45rR85mtEnTKNE4TOgdcBQIwJe/QsTw9Cg84IgA+gtGYOeRuke2BrvSSHL9fdMI3gXDoD4AIAFDmnhqvLFu3INU+b4OI15We8OaP6wosE4nogdyvHJ5yLC2Jif20+8zSiTmXVHaaU7gYwCGWKdZExdgKl9G4AXwIQhRLh7ErGWCCbtHmx/FB0jTQHAA6XtADAW3qWqTFTyiaFq796xQK5pbk1DCWQ+yfBepSZqA/8EOAlxpmYV+Ri9+xTSz3zNHvWsbhoVksosvd9WY4eI/PYRYBZhlDIkMd92IqqkhM+zmeuRtSp0YwJLmaM9SQsPwtgJWNMpJT+HMBKAN/LMq0W6N4SHBpwbtKzPB2o8JbE4lNiDUMJbP0JkjxsL3JOXSXJkbJIrOdhpUILHxFgmEM+Rndrc4QQ238AQJSDDrutKKJFGeXeo7vKvUf/dSD0/nPB8O63RCn4PYDntQtpDGRvRfFxeXWAgDF1aszdYcbYZjWaHAC8AiWmsJHo3hIsLo+YplsIJT70OwDiNzwiSOoOux3VkUmlp3wYEwfOAWADhA+LnJOvn1p57hcBYZfO9uYM59IpwfDO/3QHXnxycPijci3LEqWQR5SCd5jDAQKAXN/Zu/F/Bod35rVla0SdyrYlyAFsppRyAC2Msd8mbb8KwF/GmBYAQCm9BsA1AFBfX79jyZIlD0JpiRRBeW7oZAAboFTS2wCsbWxsvMLn8z3S2Nh46eyje3/T3lpx78wjAyuDAdfD3tLosljEts3ukGdyjrAsk367XZ4zHHJs9RRHl3d3eh+omTZ0W/uOypWzGvz37WqtvCH+XTfPv6qvp2hNeVX4knDI/rzTLc6Px0MVbPLkaNj+jtsjnjXQ615bN8+/qn1H5aoUedzRtc+7urp26NpQ0LmhyBNbJIpCmyDwMkLgFmPCHodLWjA04NxUXB65vGNn2V0z5vTf095a2VTX4F/T3lp5Y12Dv3lvW9nN02f336KlJkLkKYHeov5pdYONAO71+XzNQPWqabMCq/ftKv9msqbT6k8LBgds53iL5VNEUfAKQuTzrv1zHgsOhUIOB5m/f/++ozmXZ2d5bRlKSUnpvhLP3MvnHFF+VSgY1Ow8DX7Yfz3CvMhovfmECOIlJeWRLYfX+Rfmoz4Fet3riXpXPVV96thZ9n8+n+92AOsALIYSi6QcGXxERh3ZzCdIKa1ljHVSSmugdINvYIy9qG67FcAJAC5kjB2S2Uhp80lLc+tkANMAHMh33umoa/A3t7ea4rWx2QDeWdHUEPD5fA81NjZe0dLc6gZwIpTx3qwRpWHhQN/mH8s8eqUmluYRm1B057Sq8zSfuknmIg72/fPLpZ6GZ0PRjhmRWM8FXI6dzsGnAHyq1uVrA+mvKjlxYb5nqs5Qp4ybT5Ax1ql+d0HxtAsBgFJ6OYDzAHw9lQMcKa0G6D4maBIH6AAgr2hqCABAwj9nVN02Krr7/3W2zKNfy5t1mkI0GQdMRiB2TK1c9pjXPXOounTR+9Orzv95qaf+ynLv0UttgvuXBMI2PezIFwTC68XuWUu1mKo/Q53SZAbojE6QUuqllJbEfwNYCuBdSukyKDdCzmeMpQztly5tvoxPQteYwwBQ1+Bfo2d5GlEH4M34gs/newQAVjQ1yBjlRRcYercmJg38DwpiolUyAJ2vl0TKvEd1l3rq/XZbyb84+JFG2TEaCLG9UO6dP3/apAsuUB8ezztG1KlsxgQnA9hAKY3vv44xtolS2gblYn9W3fYKY+xaSmktgLWMsXPTpdVAB6C2aDTKOyXtrZWFHm3ODSC4oqnhkz+xxsbGSxO2Z+0Ew9GD7uBw200ACuIREEFw/p/HNe2Ta7G7/+WjImLveeqrgEcLxP7P4qI5dw5HOk8kRBgqKZr7ejC885jJ5WdtjafxD26bHop2XC7LsbNsguuxsXStY2LgIoB786VLSwTieCP5bZp8Y0SdMk2MkZbm1iOhVFrdpjMywZhgPYCXVjQ1ROMr4mOCANDS3NoI4KNsMwsO7yr1B998EiiMmyIA6ROI/VkAkszFZQBPF5oyCuXJgyIC22tOR8XPJ5cv/vdA6MOKwND21wG4ARIkRHiNc34YIWSPy171Sw4uSHJoblXJSX9zOao+OcYyF9EVeOELMWnwKs7lYwBerr3WnOElRXMXVhQfp+n8kRnq1OErmhq2ptk2Zsz07rAdCQ/26sHetrKb9Swvz5QA6El0gCpXJ/weVct6OHagForDKBB4hcxjNIsdnZ+kgHRiJNbzt709j20gn3mrhhdzLi0GAM4xKxzrOjOepiuw5SsgQp9NcD1bW3nun/qCbx0Wk4bOV95WKRjI4PDOP1YUH3eWloUYUafM9Nqc7t3h6bP7b9GzvDwzA8B7KdYnzuw7quPJueQC+JScrCoQOI8tl3nsq8hi0g4O+QTOxS8AJNbpf/orQ+H2rZzHLtTBzDwjH6Z1HBIj6pSZnKAdOg90BwOuh/UsL49UANi7oqkh1cPl9yf8HtVYSUXx594lRGjNyTITI8nDF4tS8GdG25ED7oOB576uZQFG1CmzdYd1fWPEWxpd1rPf+3s9y8wTcwEcbGluXQilJcOh/IGItXXOS1qaW/8PSiuwPNsMJTlCDvQ9+1vOpXEd3NtIOJcWGW1DrohS6PtdAd+OmvLGN7TI34g6ZSYnqHu4wFjEVlDPdyXwqvqdeMxsAGxi1PY6FAcoIGnS0JE40Lf5Js7FZfkz0WJ8witEOTQXgCZO0Ig6ZabusO7YHfJMo23IEZ7wEQFE3B6xBsod9gFkeae9q/+l+ZIc/rZmVlqMKyR5+KKh8MfFWuRtRJ0yU0tQd4fOub53o/VgLJpEceB4WH+oEwbOpUW9g69+0Dv4Wj8h9ucFYmsXBNe7Rc6pb5V75+c04a4RdcpMTlB3ZJn0G21DvhmLJpez5gUpsvdpzsWlULrVFhMCXsZ5bLnEY5DkMGLiwFBU7L+opuy0tKEZMmFEnbL+vXPAbpfnGG1DvhmLpqqSEz4u9dR/zya4f6WBSRYFA/fGxMDpueSQ4frT5M0OM7UEdXfowyFH3p9eN5qxaNrX++T1kjy8Ugt7LAoHQmwvlhTN/XMueRhRp6yWYA54iqPLjbYh34xW0/6+Z5dKcuTizHtamB2b4N5Y6jmyL5c8jKhTlhPMge5Or+mC6IxG00DogwpRHLgJMN+wgMXoEaXQykis15l5z/QYUafM5AR1f06wZtrQbXqXqTWj0VTqObKvyFV7I3R+Z9tiPEL2e1zTL0icKGIsGFGnLCeYA+07Kk03DjZaTZNKT/nA6z7884TY8j7jr0UhQQYnlZ6c9YxD6TCiTpnJCerOrAa/5lOz681YNFWVnNjusJU+ACDl5LoWEwFe2R/aUZVrLkbUKTPNJ3gmgA+NtmMiE44edPuDb35RlIK3Anyy0fZY6A3pJsS21S54np5aefY/NCjgsBVNDf/Od6ZWSzAHrJbgZ3E7J4drK5f93W7z3plPmywKBV7NuXhBTBp4oKP3iTFNiWVEncrqOUFK6W4Ag1BmaREZYydQSu8G8CUok2juBHAlYyyQIu0yAPdCeZNgLWNMqwqi+5jgrtbKG/QuU2vyoam28hzW1f/SjnD0wDqAV+bDLovCgkAYGEs6I+rUaFqCixljxzHGTlCXnwVwNGPsGCjd0EMGNCmlNgC/BnAOgAYAX6WUNuRoczp0b9XWzfOv0rtMrcmXppqy096ZWf1f88u9xx4tEOfvAcSULcIHhNg356MMi3GLbBPcY7pJYkSdGvMbI4yxxAv5FQD/lWK3hQDaGGO7AIBSuh7ABQDyOvFmS3OrAI1eqRmJvp4iM0Sb+wz51lTqOaKv1HPEbYHg278ORnZf7nFO+7PHNb2ru/+lv3LIC0ZIGiXE9jrn0kmw3kcuKATB9cCUis8/N5a0RtSpbJ0gB7CZUsoBtDDGfpu0/SoAf0mRbhqAvQnLHQBOSlUApfQaANcAQH19/Y4lS5Y8iCyiyyshIquvmnp4/83dncUrps/uvyUYcD3sLY0ui0Vs2+wOeSbnCMsy6bfb5TnDIcdWT3F0eXen94GaaUO3te+oXJki2v2qvp6iNeVV4UvCIfvzTrc4X5aEgwAg2OTJ0bD9HbdHPAvgRRWThkvad1SuSpHHHV37vKura4euDQWdG4o8sUWiKLQJAi8jBG4xJuxxuKQFQwPOTcXlkcs7dpbdNWNO/z3trZVNdQ3+Ne2tlTfWNfib97aV3WwGTZ9bOP0H7a3HfKKp/tjFW/e09/5ARv+Ve/a2fyXhUpAdDudBp6Now/HHnzC8/c0P75pU4/7Orl07izM4TYtxAIGw/fTTTp3SvkMZ3xvNtRfoda+vrAn9LtBdtDzVtdexs+xhn893O4B1ABYDeB9Z+IiMNmdzd5hSWssY66SU1kDpBt/AGHtR3XYrgBMAXJgcgJ1SejGAsxljV6vLlwJYyBjLa7+/pbnVDeBEKGOTujFl5mD9gT0l7+tZptborSkmDth7B18/hUMq4lysAIDaynNS/aEiHOt2BYLbF8XE/v+PQz4h1T4WxmK3FX8n3fnLhgzX38wVTQ2vjDXvdGTVEmSMdarfXZTSDVC6uS9SSi8HcB6AJckOUKUDSkCfONMBaBGyzwadgywBgNMtzofyb2Qa9NbksJeKUyrO+lc2+7od1ZEpFZ9/oWfglb2RWO8ZBES22TytUdF/YzzSm4WxcC57cklvRJ3K6AQppV4AAmNsUP29FMCP1bu+3wPQyBhL95DsawDmUkrrAOwDcAmAr+XH9M+ge3wRAIg36c1EIWiaVHpyGxKm/u/0b3xalELHAbwIgJ0Q21bO+TRAngYlwLyFTsg8tgDAH8ac3oDrL5s7qpMBvEQp3Q4lNsVTjLFNAP4XSuzaZymlb1FKHwCUrjOldCMAMMZEANcDeAbADmUVSxXmMVdsMMAJWowPaivP/dPM6v86uqRo7uke14zPz5h04VdnVl90hk0oaob1FouOkMDUirMLLsxCxpagemf32BTrU84conadz01Y3ghgYw42ZoMNBtwdFmyy6d6KKGRNFcXHfWaoZVrVef/b0fNEZXFJUcPgYHAI4CVWNDzNEB22kh/YbUU5DUsZcf2ZZVJVQ8YEo2H7mKcRH6+YTdP0Sef/eMrMwfq9u3jbwf4t3/usEyRdBOQAh3yMcRYWPgJx/NnjmvmrypIFHbnmZcT1ZxYnaMiYoPJIiblujJhVk8Ne8b7DVvaMREI7AUhOe8WbXvdhHU57ZaTTv/H3anwUi9ERE4jzocqSE3/ucdUO5yNDI64/szhBG5SQkboS6HWv17tMrTGzpsnlja8DeD2+XuYiOnoe3wLIc42yrVAhEN6sLj/jIrejOpLPfI24/swygYIdBnSHKyYN36h3mVozkTQJxA63o/o7MGA8ucCJTKk8+4J8O0DAmOvPFFNptTS31kNxglkFC7ewSORA37Ofj4qBh2DAJByFiiC47q8sPuGX+eoGZ4kmD0ubqSWoe3fYmkqrMMikqcx79EsAOaCXPWZAliPX9Qy8/OHe7r8/ExzeVZqvfI24/szkBHXvDltTaRUGmTT1D723COBT9bLHRAgc8tGDw205xRpOZLxPpTWeMeTu8ERsNRUiWWiSocyLaTEGJDl8fL7yynCuNBm7s5xgDkzEVlMhkklTSdHc122C+1ewbpCMCQ7xGJnnZzQqw7mynOB4o26e/w6jbcg3E1GTKA25CXF0WOOCY4Nz6ZR9PU88mo+xQSOuP7M4QUN0dO3zrjaiXC2ZiJpEKVgmSoNrrHHBscMhneQPbnt9X++TN+QSgH2Ec6XZnXuzOEFDHm2orh261ohytWQiaeoLvlW7r/cf/99QZM8f9bbJnHCvJA9//2DghZf9g2/MyLz/oRhx/ZnljRFDCAWdG4y2Id+YXVM4etDdF3xzmSiHLlHfIzZLQ2AcwWuHIntWVpYcf91oU2a4/qwxwfFGkSe2yGgb8o3ZNfUMvnpDTBr8NefS6bCufy1xjSXRCNef1R3OgCHdYVEU2jLvVViYXdP0qi/dLRDnHwAyAAg7Yd0R1gTOpfrB4Z1lo02X4fqzWoLjDUHgoz7J452JoKm67LQfuxyTLptaefZih73sagJBi4l+JyBkECDxV1e5KAVHPdW+EdefWZygIS1BQsw3dftE0ORyVEUnl5/5msNWLE2tWLrJJhStM8q2woPsB0h7um1e92HLbILn9mlVXzq9ovjY/aPOPf31p1kdN8uNEWO6wzFhjxHlaslE0yTJESLz6NEA6Qd4MawYx4mIyrABnAAkgTjXlXuPXuOwl4W7B16+SZYj1yfu7LAV/6qq5MR2AGvHXKAB119WTpBSuhvAIJS3MkTG2AlqOM1VAOZBCaP5erZpczf7EAxxgg6XtADAW0aUrRUTTZNNcPHpk758M4CbO3oev0Pm0ct0NU4TSA8B6eDgVQCKAXCAlyNjz09oA3gVIcJ7DlvZ/1aXnfaSTXDxmDhgl3lMcDmqPnm1sMJ73JqB0I5Wu827UxBcQUkOl9WUnb49V8szXH+ajAmOpiW4mDHWk7D8LoALAbSMIW2+McQJDg04NxlRrpZMZE0lRXN+2R/acQbAD9fYJA0hewTi3Fhbde5qgXxavf2Db8wIx7pOJcTul+XoNJlHz+RcOh7gRQTCR3ZbyZqq0hOfddorYsk5Ouylh7wT53XPHPK6Zz6eb+tHOFfjrzvMGNsBAJTS/FkzdgxxgsXlkct79ntN9ZrZRNZU5j2qe3D4o//IPHa4DmZpANlTW/nFU1MFO6osOX4vgMRZm/8wOPxR+UDo/aumVX3pl/rZODIZzpWhLUEOYDOllANoYYz9dhRlZJWWUnoNgGsAoL6+fseSJUseBFAOoAhAO4CTAWwAcB2A2wCsbWxsvMLn8z0CVP+ursHfvLet7Obps/tvCQZcD3tLo8tiEds2u0OeyTnCskz67XZ5znDIsdVTHF3e3el9oGba0G3tOypXzmrw37ertfKG+HfdPP+qvp6iNeVV4UvCIfvzTrc4Px4PVbDJk6Nh+ztuj3jWQK97bd08/6r2HZWrUuRxR9c+7+rq2qFrQ0HnhiJPbJEoCm2CwMsIgVuMCXscLmnB0IBzU3F55PKOnWV3zZjTf097a2VTXYN/TXtr5Y2WJn01vfPOe34O8YJRXNvjCGHXccd9bqd/X5Gc/Xmq3VRcXuXq2CnZxsN5CvS61xM1TnRyHocd6f/J/t2lLT6f73YA6wAshhKLpBwZfESmI5fVzNKU0lrGWCeltAbAswBuYIy9qG7bAuDmEcYE06bNFy3NrYsBfJDPPLOhrsHf3N5a2aR3uVoykTXt7X70MQ7pRD1syheE2J6zC96/ci5Vlhcf81ePa3pBx1ke4Vw5AFStaGrYlu8ys3pERo0lDMZYFxRPuzDbAnJJOwoM6Q6bzVkAE1tTdfnpXwFIVncnBeL4G8bBHIScS0skHplXW3Xuw4XuAAFjrr+MTpBS6qWUlsR/A1gK5aZIRnJJmy0tza2GxYWoa/CvMapsrZiomvyDb8zsHfjPNQC8qfcQ3ifE8XeBONYLxPHX2qrzvu1yTLpEeWaO9MGA8A6qXR+VFtU/aEzZ+SfDudJkTDBjd5hSOgtKCw5QxhDXMcZ+SildDuA+ANUAAgDeYoydTSmtBbCWMXZuurT5FNDS3GoHcBqAD/OZr8XEQ5IjpNP/1F85l075dC3ZaxPcf6woPu73yS2tqNjnEKVhe0zsKx4c/uhWmYtLAF6po8nDguD67fSq8+/SsUyjcACoXNHU8Ga+My74aHMtza1uKF1s3d95ncjjZ4XEaDR197/cEIn1XMohVxLY9jjtZZtqyhvfyCZtKNLhCUcPTgqG2/+sxWM2BMJ2IjheluXIVQCJzJlzxLvhQANNfBSm0BnhXDkBVFhOMAUtza1eAMcC2K132XanZBOjNt2n9dcSS9OnhCKdRWMJKXkw8MIpUTFwpdNe8SDnsjsq9v4eIDHljRTSA2AYQBHAJyspSB/AiwDSC5BhgdjesNuKn5LkcAPn4uGEOFqL3Yc/UeY9qhsA9vZsuN8muP81c8pSNoHOlRNA+YqmhrfyXma+MzQAAmAKlIPEoQTNSfWd/JETPsnLqfKI//6E6bP7b9m9o9JUz9RZmj5lrDF1J5cv/jeAfyesmpu4XeYiorFed3+o9XMyj5V6nNO2DUf3HzWl4vNbkrJ6LlX+MyYtvw4Aps/2r5xA50qzsf+CbwkCQEtzqwDlJo8A5WAJY/zY0nwnfhD/9pREa0KDzi589gQRHHrCSNJ3qvXxD0/4Hsmpy2n2kVNsG8nZf4ZJU4dqe/Z7O5PXFzJm1ASYU9cImlwAyqyWYBpWNDWkrNBa4/P5bmxsbHxMi7yTHPtIn3ROP9GR23GoY09OBwCw2eSLAfwNhzpoAYAfgJavP2qCtzS6rGe/9/dG25FvzKgrgyZN6rgpnKCBvKJVxgY6dvHLF5/0avL6luZWF5QbUAXnBGMRW94fsB0PmFGXEZrMMp+gUdQZbYAGpNMUhfKYQsFhd8gzjbZBC8yoawRN1vT645QxDZyPc1JqWtHUEB9jLDg4R9hoG7TAjLoyaLKm1x+HBIw2QAMCI2wrSCcoy6TfaBu0wIy6jNBkOcHcqDfaAA0YSVNBOkG7XZ5jtA1aYEZdRmiynGBuvGC0ARowkibdb9Tkg+GQY6vRNmiBGXUZoclygrnxNaMN0ICRNBVkS9BTHF1utA1aYEZdGTRZY4LjkF8YbYAGjKSpIJ1gd6f3AaNt0AIz6jJCk+UEc+Nuow3QgJE0FaQTrJk2dJvRNmiBGXWNoMl6bc7CeFqaW08GYLqQnBYFQREA94qmhvfynbHVEswBn8/3R6NtyDcZNMVQgHF5ZzX47zPaBi0wo64RNFktQQvjaWluPQpAGOZ8SNxifOMB4LJaguOMCdgSDEOZsqygMGOLCTCnLiM0ZRttbjeAQQASAJExdgKl9GIAqwDMA7BwhGhzywDcC6UbtZYxdmd+TLfQm5bm1ukAKlGAkyhYFDweAI4VTQ078p3xaFqCixljxzHGTlCX3wVwIYC04TMppTYAvwZwDoAGAF+llDaM1djxhs/nazbahnyTQVMUBdgSrJvnX2W0DVpgRl0jaNJsTHDMU2kxxnYAAKV0pN0WAmhjjO1S910P4AIArWMtd5zxM6MN0ICRNEVRgNOv9fUUmS6CHmBOXRk0GfqwNAewmVL6BqX0mlHkPw3A3oTlDnWdWbjSaAM0YCRNERSgEyyvCl9itA1aYEZdRmjK9oI+lTHWSSmtAfAspfR9xljabnACqZqwKb256lyvAYD6+vodS5YseRBAOZTng9oBnAwlfOd1AG4DsLaxsfEKn8/3SGNj46U+n+8hAFcDWA3gfgDLoUx6WgflbmYAyuQAL0B5NewXAO5ubGz8b5/P98fGxsZvJHw3Q2kRXQngaQALAOxXTZ0KYBuULv4rPp+vubGxsSlFHr8B8F0ANwFYB2AxgPcLWdORn+tu3vlu5ePTZ/d/JxR0bijyxBaJotAmCLyMELjFmLDH4ZIWDA04NxWXRy7v2Fl214w5/fe0t1Y21TX417S3Vt5Y1+Bv3ttWdvP02f23BAOuh72l0WWxiG2b3SHP5BxhWSb9drs8Zzjk2Oopji7v7vQ+UDNt6Lb2HZUrZzX479vVWnlD/Ltunn9VX0/RmvKq8CXhkP15p1ucL0vCQQAQbPLkaNj+jtsjnhWLCm/UzfOvat9RuSpFHnd07fOurq4duraQNAV63euJwI8ElJsJZtc0c27fjw52FN/t8/luH219SuVvEhn1IzKU0lUAgoyxe9TlLQBuTnVjhFJ6CoBVjLGz1eWVAMAYM0VwGJ/Pd3ljY+PDRtuRTzJpamluPQvKxVcwzDyi7+I9H1b81Wg78o0ZdY2gqRiAsKKpIe/XXsaWIKXUC0BgjA2qv5cC+HGW+b8GYC6ltA7APgCXwFyTDuzPvEvBkUlTwc0kE291mA0z6sqgybAxwckAXqKUbgfwKoCnGGObKKXLKaUdAE4B8BSl9BkAoJTWUko3AgBjTARwPYBnAOxQVrG8P+xooSvW0/UWpiJjS1C9s3tsivUboPS/k9d3Ajg3YXkjgI25mTlumWq0ARqQSVPBOUHBJk822gYtMKOuETRZMUbGKaaL9oXMmgquOxwN298x2gYtMKOuDJqs+QTHIecYbYAGZNJUcC1Bt0c8y2gbtMCMukbQZLUExyl/MNoADcikqeCcYKDXvd5oG7TAjLqM0GQ5wdz4gdEGaIDpNFVMGr7RaBu0wIy6jNBkTaVlMSpamltPBNCJAmwRWhQ0pQDEFU0NbfnO2GoJ5sAEnEoLUF6dK6hJFMw45RRgTl3WpKoW456W5tYj1Z+DhhpiMdEoAxBd0dSwM98ZWy3BHJigLcFhAA49bMkXZmwxAebUNW4nVbWwiNPS3DoFQC2AA0bbYjGhKAcQsVqC4wx1phhTkYWmgptTsG6e3xQTdiRjRl1GaLKcYG5812gDNCCTpigKrDvctc+72mgbtMCMujJost4YGYfcZLQBGpBJU8G1BKtrh6412gYtMKMuIzRZTjA31hltgAZk0lRwsYdDQechE32YATPqGkGT9drcOGWx0QZowIiaVjQ1cBTYg9JFntgio23QAjPqyqDJ6g6PQwpqhuUsyUZTQc0kI4pC3t8yGA+YUZcRmiwnmBvlRhugAeVGG5BvBIGXGW2DFphRlxGaLCeYG0VGG6AB2WgqqJYgIXAbbYMWmFGXEZosJ5gb7UYboAHZaCooJyjGhD1G26AFZtSVQZMm111WjzpQSndDeVdUAiAyxk6glFYC+AuAwwHsBkAZY33ZpM2H4eOEk6HEXTETptPkcEkLALxltB35xoy6RtCk2d3h0TzvtZgx1pOw/H0AzzHG7qSUfl9d/l6Wac2C6R5RQHaaCuru8NCAc5PRNmiBGXUZoSmX7vAFAOLxaR8G8OWcrSk8rjPaAA3IRlNBdYeLyyOXG22DFphRVwZNmvz5ZtsS5AA2U0o5gBbG2G8BTGaM7QcAxth+SmnNKNIeAqX0GgDXAEB9ff2OJUuWPIgsosv7fL5HGhsbL/X5fA8BuBrAagD3A1gO4BUAdVBmPgkAqAfwApTYx78AcHdjY+N/+3y+PzY2Nn4j4bsZwM8AXAngaQAL8Gk83qlQghGdA+Ben8/X3NjY2JQij99AeQXtJigPIC+G8vhJwWuqrXNeHgnb1xeXRBeKotAmCLyMELjFmLDH4ZIWDA04NxWXRy7v2Fl214w5/fe0t1Y21TX417S3Vt5Y1+Bv3ttWdvP02f23BAOuh72l0WWxiG2b3SHP5BxhWSb9drs8Zzjk2Oopji7v7vQ+UDNt6Lb2HZUrZzX479vVWnlD/Ltunn9VX0/RmvKq8CXhkP15p1ucH49bK9jkydGw/R23RzxroNe9tm6ef1X7jspVKfK4o2ufd3V17dC1oaBzQ5EntqgQNAV63esJlJsIE0HT9NmB23oPem73+Xy3j7Y+pfI3iWQ1iwyltJYx1qk6umcB3ADgCcZYecI+fYyximzSMsZezFhoAeDz+R7K5iAXEtloamlunQflzZGQLkblSF2Dv7m9tbLJaDvyzTjURUb4HmnbJ+lnHtn38z0fVHw/RboKAPtXNDXk/WbQqKfSopSuAhAE8C0AZ6qtwKkAtjDGjswmLWPsnrGZazEeaGlunQXlHztgsCnpENQPSfpOtz7Vd+IneV3yvvFKlO4bCcskaf1IFXCkbfF8eNK6bPJMtV+m/HiKdYnISesTv5P18hHSjLTt4xVNDeFDFOVIxu4wpdQLQGCMDaq/lwL4MYAnAFwO4E71+/FRpDUF8W6r0Xbkkyw1hQHMgRL3IT6unM6ZZOsgRtonlTNJl0ZWP1z9lmbO6fvJnraKlVCeUJCTvnlCGjnFcrr1HIC8oqnBsPHRCXz95ZWMLUFK6Sx8esfQDmAdY+ynlNIqAAzATAB7AFzMGPNTSmsBrGWMnZsurRZCLPSjpbmVQJnuPK1zgMEOwsIiazjn1meMny1btjxktA2Wpompyay6jNBkvTGSG1cbbYAGWJoKBzPq0l2T5QRzw3Qz+8LSVEiYUZfumiwnmBv3G22ABliaCgcz6tJdk+UEc2O50QZogKWpcDCjLt01WU4wN14x2gANsDQVDmbUpbsmywnmRp3RBmiApalwMKMu3TVZTjA3ho02QAMsTYWDGXXprslygrkRMNoADQgYbYAGBIw2QCMCRhugAQG9C7ScYA78+te/rjfahnxjaSoczKjLCE2WE8yNa4w2QAMsTYWDGXXprslyghYWFhMaywlaWFhMaCwnmBspZ8kucCxNhYMZdemuadSTqlpYWFiYCaslaGFhMaGxnKCFhcWEZjRxhyc0lNLfAzgPQBdj7Gh13cUAVgGYB2AhY+x14ywcPWk03Q3gSwCiAHYCuJIxFjDMyFGSRtNqKCFiZQBdAK5gjHUaZ+XoSKUpYdvNAO4GUF1Isb3TnKdVUGIXdau7/YAxtlFrW6yWYPY8BGBZ0rp3AVwIoFCj5z2EQzU9C+BoxtgxAD4EsFJvo3LkIRyq6W7G2DGMseMAPAngh3oblSMP4VBNoJTOAPAFKOEtCo2HkEITgGbG2HHqR3MHCFhOMGvUMKH+pHU7GGMfGGRSzqTRtJkxJqqLrwCYrrthOZBG00DCohcaBfHWilSaVJoB3IIC0wOMqEl3rO6wxUhcBeAvRhuRDyilPwVwGYB+KIG7CxpK6fkA9jHGtlNKjTYnn1xPKb0MwOsAbmKM9WldoNUStEgJpfRWACKAPxltSz5gjN3KGJsBRc/1RtuTC5RSD4BbUXjd+kz8BsBsAMcB2A/gF3oUajlBi0OglF4OZdD664yxgutqZWAdgIuMNiJHZkOZd287pXQ3lCGLbZTSKYZalSOMsYOMMYkxJgN4EMBCPcq1usMWn4FSugzA9wA0MsZCRtuTDyilcxljH6mL5wN430h7coUx9g6Amviy6ghPKKS7w6mglE5ljO1XF5dDufGoOdYbI1lCKf0zgDMBTAJwEMDtUAZ27wNQDWUetLcYY2cbZOKoSaNpJQAXgF51t1cYY9caYuAYSKPpXABHQnlE5mMA1zLG9hll42hJpYkx9ruE7btRYE4wzXk6E0pXmAPYDWBFglPUDMsJWlhYTGisMUELC4sJjeUELSwsJjSWE7SwsJjQWE7QwsJiQmM5QQsLiwmN5QQtLCwmNJYTtLCwmND8/wPn9LJIOivyAAAAAElFTkSuQmCC\n", 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" ] @@ -756,13 +713,21 @@ } ], "source": [ - "ax = gpd.GeoSeries(union).plot(facecolor='none', edgecolor='b')\n", - "brandenburg.plot(ax=ax, facecolor='none', edgecolor='red')" + "# restrict cloud coverage\n", + "less_cloudy_products = products[products['cloudcoverpercentage'] < 50]\n", + "\n", + "# same algorithm as above\n", + "for idx, product in tqdm(less_cloudy_products.iterrows(), total=len(less_cloudy_products)):\n", + " union = less_cloudy_products.loc[:idx].unary_union\n", + " if union.contains(brandenburg_geometry):\n", + " break\n", + " \n", + "plot_downloaded_products(union, brandenburg)" ] }, { "cell_type": "code", - "execution_count": 28, + "execution_count": 32, "metadata": {}, "outputs": [ { @@ -771,7 +736,7 @@ "Timedelta('15 days 00:04:32')" ] }, - "execution_count": 28, + "execution_count": 32, "metadata": {}, "output_type": "execute_result" } @@ -783,22 +748,22 @@ }, { "cell_type": "code", - "execution_count": 29, + "execution_count": 43, "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, - "execution_count": 29, + "execution_count": 43, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": 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\n", + "image/png": 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\n", 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" ] @@ -810,4039 +775,55 @@ } ], "source": [ - "products_in_union['cloudcoverpercentage'].plot.hist()" + "products_in_union['cloudcoverpercentage'].plot.hist(title='Cloud Coverage (in %) in Selected Products')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "We can find less cloudy products if we increase the timespan to 15 days." + "Downloads are expensive because each product to be downloaded has a size of approximately 1GB. We try to reduce the amount of products we need to download by dropping identical geometries, keeping the one with the smallest cloud cover:" ] }, { "cell_type": "code", - "execution_count": 30, + "execution_count": 37, "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "(Timestamp('2020-06-30 10:20:31.024000'),\n", - " Timestamp('2020-06-15 10:15:59.024000'))" + "41" ] }, - "execution_count": 30, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "products_in_union.iloc[0]['beginposition'], products_in_union.iloc[-1]['beginposition']" - ] - }, - { - "cell_type": "code", - "execution_count": 31, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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GS2B_20200625T101559_017251_N02.14 \n", - "6361db44-8ba8-472b-aaf6-a1df7c49aee0 ... GS2B_20200625T101559_017251_N02.14 \n", - "26d5cf3d-e238-4ecb-a60f-89a74f08c291 ... GS2A_20200623T103031_026131_N02.14 \n", - "4c841fe7-7fa2-4d1e-9893-962dc4301a94 ... GS2A_20200623T103031_026131_N02.14 \n", - "ae2ff382-160d-449c-8856-d450fe861207 ... GS2A_20200623T103031_026131_N02.14 \n", - "52c652ac-186f-4fd5-ba3d-e937299f7f73 ... GS2A_20200623T103031_026131_N02.14 \n", - "feb890a1-b3b1-41e8-8c61-283ab92d0f8b ... GS2A_20200623T103031_026131_N02.14 \n", - "93e7901a-94cb-41d2-b23f-780f2a6061a7 ... GS2A_20200623T103031_026131_N02.14 \n", - "075a119f-2ec2-4fb3-95b3-031512d72273 ... GS2B_20200622T100559_017208_N02.14 \n", - "333f9a2b-145a-450f-97e7-629ad0c9bd07 ... GS2B_20200622T100559_017208_N02.14 \n", - "9660b897-8a74-46ae-87f7-cb73dd5b718c ... GS2B_20200622T100559_017208_N02.14 \n", - "24fb4b41-cd54-4c4e-8dc4-a0f14dea54c6 ... GS2B_20200622T100559_017208_N02.14 \n", - "c833476b-3fa8-4577-b597-cbc656a9cc8e ... GS2B_20200622T100559_017208_N02.14 \n", - "34d3c763-e331-4921-94b8-9a495c2eb45f ... GS2B_20200622T100559_017208_N02.14 \n", - "f1cb4919-58a0-4001-932e-573cb847800a ... GS2B_20200622T100559_017208_N02.14 \n", - "825d1b8e-0255-4322-b498-aab182840180 ... GS2B_20200622T100559_017208_N02.14 \n", - "4c941426-e910-49ca-8106-4efe8e945021 ... GS2B_20200622T100559_017208_N02.14 \n", - "0c003a15-58d6-4415-8077-f868cbc39ce9 ... GS2B_20200622T100559_017208_N02.14 \n", - "55be82cc-1f3a-44d2-bd64-f8d743535fac ... GS2B_20200622T100559_017208_N02.14 \n", - "bb229b94-a038-4803-bb87-a1486696353d ... GS2A_20200620T102031_026088_N02.14 \n", - "13da546e-c03b-4c5f-91e4-b0f8b7d78817 ... GS2A_20200617T101031_026045_N02.14 \n", - "014861d8-7c98-4c05-9dd8-1ce33b43e339 ... GS2A_20200617T101031_026045_N02.14 \n", - "07388c80-e0f5-4bf0-b2fc-a438495f40ed ... GS2A_20200617T101031_026045_N02.14 \n", - "d692a650-1806-4e9b-88d1-e824f976c3ea ... GS2A_20200617T101031_026045_N02.14 \n", - "958ef7fc-815e-47c6-b323-219de6a91339 ... GS2A_20200617T101031_026045_N02.14 \n", - "f1e2f2d4-2326-4941-80f1-0d36757a86ac ... GS2A_20200617T101031_026045_N02.14 \n", - "f23f248d-014b-484f-bd8e-40ca23d86e9f ... GS2B_20200615T101559_017108_N02.14 \n", - "2bf82914-7a10-46f3-82ab-9519bae23bd5 ... GS2B_20200615T101559_017108_N02.14 \n", - "b64d4450-d999-41dc-9ecb-6d263f322dd3 ... GS2B_20200615T101559_017108_N02.14 \n", - "\n", - " producttype platformidentifier \\\n", - "eb1fec8e-d933-48c3-99f2-c2b3731dc5a1 S2MSI2A 2015-028A \n", - "a87c7ff5-8664-4002-9258-7b1508a1de78 S2MSI2A 2015-028A \n", - "8c3b2e01-7c8b-43d4-b3e0-1a6a376cdd65 S2MSI2A 2015-028A \n", - "7b322eaf-f037-4b4e-a918-d477d0a052ad S2MSI2A 2015-028A \n", - "5c6ef9e1-8828-4d6d-8df4-7274e3b10e14 S2MSI2A 2015-028A \n", - "04351869-2843-4f17-a706-eff4b1caab2b S2MSI2A 2015-028A \n", - "8ff98302-bc88-4fb4-9f53-c6959af6fa36 S2MSI2A 2015-028A \n", - "0eb59969-087b-4a49-949a-30828e05fe28 S2MSI2A 2015-028A \n", - "e289a164-5948-4b74-9d3b-04247eff57e3 S2MSI2A 2015-028A \n", - "e815c1e9-f708-4363-9f39-32a54db24285 S2MSI2A 2015-028A \n", - "a7447c20-7312-4117-8b91-c939f1b80676 S2MSI2A 2015-028A \n", - "9387c7f1-fa0f-4ce1-9a93-b65992447380 S2MSI2A 2015-028A \n", - "92afe58b-2b21-4518-9684-d70384225ff2 S2MSI2A 2015-028A \n", - "00b8ac0c-6325-4982-9561-9e8d3d680b4b S2MSI2A 2015-028A \n", - "a9d28ab1-4245-41a3-9491-303bd7414628 S2MSI2A 2015-028A \n", - "dcd0ca96-811c-4c6b-b387-43ae712e65f0 S2MSI2A 2015-028A \n", - "10d92f80-60fe-498d-b407-6c059b6ab077 S2MSI2A 2017-013A \n", - "520f1839-a2d3-480e-bacb-3509210dbf55 S2MSI2A 2017-013A \n", - "f6e7a49f-c3e3-4f26-93a8-1d2a067866c6 S2MSI2A 2017-013A \n", - "0ebace35-7d8e-4564-bec6-f9597525d2fd S2MSI2A 2017-013A \n", - "1168e7e0-1f15-40ab-b910-0f20b6536bf8 S2MSI2A 2017-013A \n", - "e712440f-e364-4bdf-832b-d74982f121b3 S2MSI2A 2017-013A \n", - "1e36f0ba-85a9-4015-8e2a-922080a69a5f S2MSI2A 2017-013A \n", - "6361db44-8ba8-472b-aaf6-a1df7c49aee0 S2MSI2A 2017-013A \n", - "26d5cf3d-e238-4ecb-a60f-89a74f08c291 S2MSI2A 2015-028A \n", - "4c841fe7-7fa2-4d1e-9893-962dc4301a94 S2MSI2A 2015-028A \n", - "ae2ff382-160d-449c-8856-d450fe861207 S2MSI2A 2015-028A \n", - "52c652ac-186f-4fd5-ba3d-e937299f7f73 S2MSI2A 2015-028A \n", - "feb890a1-b3b1-41e8-8c61-283ab92d0f8b S2MSI2A 2015-028A \n", - "93e7901a-94cb-41d2-b23f-780f2a6061a7 S2MSI2A 2015-028A \n", - "075a119f-2ec2-4fb3-95b3-031512d72273 S2MSI2A 2017-013A \n", - "333f9a2b-145a-450f-97e7-629ad0c9bd07 S2MSI2A 2017-013A \n", - "9660b897-8a74-46ae-87f7-cb73dd5b718c S2MSI2A 2017-013A \n", - "24fb4b41-cd54-4c4e-8dc4-a0f14dea54c6 S2MSI2A 2017-013A \n", - "c833476b-3fa8-4577-b597-cbc656a9cc8e S2MSI2A 2017-013A \n", - "34d3c763-e331-4921-94b8-9a495c2eb45f S2MSI2A 2017-013A \n", - "f1cb4919-58a0-4001-932e-573cb847800a S2MSI2A 2017-013A \n", - "825d1b8e-0255-4322-b498-aab182840180 S2MSI2A 2017-013A \n", - "4c941426-e910-49ca-8106-4efe8e945021 S2MSI2A 2017-013A \n", - "0c003a15-58d6-4415-8077-f868cbc39ce9 S2MSI2A 2017-013A \n", - "55be82cc-1f3a-44d2-bd64-f8d743535fac S2MSI2A 2017-013A \n", - "bb229b94-a038-4803-bb87-a1486696353d S2MSI2A 2015-028A \n", - "13da546e-c03b-4c5f-91e4-b0f8b7d78817 S2MSI2A 2015-028A \n", - "014861d8-7c98-4c05-9dd8-1ce33b43e339 S2MSI2A 2015-028A \n", - "07388c80-e0f5-4bf0-b2fc-a438495f40ed S2MSI2A 2015-028A \n", - "d692a650-1806-4e9b-88d1-e824f976c3ea S2MSI2A 2015-028A \n", - "958ef7fc-815e-47c6-b323-219de6a91339 S2MSI2A 2015-028A \n", - "f1e2f2d4-2326-4941-80f1-0d36757a86ac S2MSI2A 2015-028A \n", - "f23f248d-014b-484f-bd8e-40ca23d86e9f S2MSI2A 2017-013A \n", - "2bf82914-7a10-46f3-82ab-9519bae23bd5 S2MSI2A 2017-013A \n", - "b64d4450-d999-41dc-9ecb-6d263f322dd3 S2MSI2A 2017-013A \n", - "\n", - " orbitdirection \\\n", - "eb1fec8e-d933-48c3-99f2-c2b3731dc5a1 DESCENDING \n", - "a87c7ff5-8664-4002-9258-7b1508a1de78 DESCENDING \n", - "8c3b2e01-7c8b-43d4-b3e0-1a6a376cdd65 DESCENDING \n", - "7b322eaf-f037-4b4e-a918-d477d0a052ad DESCENDING \n", - "5c6ef9e1-8828-4d6d-8df4-7274e3b10e14 DESCENDING \n", - "04351869-2843-4f17-a706-eff4b1caab2b DESCENDING \n", - "8ff98302-bc88-4fb4-9f53-c6959af6fa36 DESCENDING \n", - "0eb59969-087b-4a49-949a-30828e05fe28 DESCENDING \n", - "e289a164-5948-4b74-9d3b-04247eff57e3 DESCENDING \n", - "e815c1e9-f708-4363-9f39-32a54db24285 DESCENDING \n", - "a7447c20-7312-4117-8b91-c939f1b80676 DESCENDING \n", - "9387c7f1-fa0f-4ce1-9a93-b65992447380 DESCENDING \n", - "92afe58b-2b21-4518-9684-d70384225ff2 DESCENDING \n", - "00b8ac0c-6325-4982-9561-9e8d3d680b4b DESCENDING \n", - "a9d28ab1-4245-41a3-9491-303bd7414628 DESCENDING \n", - "dcd0ca96-811c-4c6b-b387-43ae712e65f0 DESCENDING \n", - "10d92f80-60fe-498d-b407-6c059b6ab077 DESCENDING \n", - "520f1839-a2d3-480e-bacb-3509210dbf55 DESCENDING \n", - "f6e7a49f-c3e3-4f26-93a8-1d2a067866c6 DESCENDING \n", - "0ebace35-7d8e-4564-bec6-f9597525d2fd DESCENDING \n", - "1168e7e0-1f15-40ab-b910-0f20b6536bf8 DESCENDING \n", - "e712440f-e364-4bdf-832b-d74982f121b3 DESCENDING \n", - "1e36f0ba-85a9-4015-8e2a-922080a69a5f DESCENDING \n", - "6361db44-8ba8-472b-aaf6-a1df7c49aee0 DESCENDING \n", - "26d5cf3d-e238-4ecb-a60f-89a74f08c291 DESCENDING \n", - "4c841fe7-7fa2-4d1e-9893-962dc4301a94 DESCENDING \n", - "ae2ff382-160d-449c-8856-d450fe861207 DESCENDING \n", - "52c652ac-186f-4fd5-ba3d-e937299f7f73 DESCENDING \n", - "feb890a1-b3b1-41e8-8c61-283ab92d0f8b DESCENDING \n", - "93e7901a-94cb-41d2-b23f-780f2a6061a7 DESCENDING \n", - "075a119f-2ec2-4fb3-95b3-031512d72273 DESCENDING \n", - "333f9a2b-145a-450f-97e7-629ad0c9bd07 DESCENDING \n", - "9660b897-8a74-46ae-87f7-cb73dd5b718c DESCENDING \n", - "24fb4b41-cd54-4c4e-8dc4-a0f14dea54c6 DESCENDING \n", - "c833476b-3fa8-4577-b597-cbc656a9cc8e DESCENDING \n", - "34d3c763-e331-4921-94b8-9a495c2eb45f DESCENDING \n", - "f1cb4919-58a0-4001-932e-573cb847800a DESCENDING \n", - "825d1b8e-0255-4322-b498-aab182840180 DESCENDING \n", - "4c941426-e910-49ca-8106-4efe8e945021 DESCENDING \n", - "0c003a15-58d6-4415-8077-f868cbc39ce9 DESCENDING \n", - "55be82cc-1f3a-44d2-bd64-f8d743535fac DESCENDING \n", - "bb229b94-a038-4803-bb87-a1486696353d DESCENDING \n", - "13da546e-c03b-4c5f-91e4-b0f8b7d78817 DESCENDING \n", - "014861d8-7c98-4c05-9dd8-1ce33b43e339 DESCENDING \n", - "07388c80-e0f5-4bf0-b2fc-a438495f40ed DESCENDING \n", - "d692a650-1806-4e9b-88d1-e824f976c3ea DESCENDING \n", - "958ef7fc-815e-47c6-b323-219de6a91339 DESCENDING \n", - "f1e2f2d4-2326-4941-80f1-0d36757a86ac DESCENDING \n", - "f23f248d-014b-484f-bd8e-40ca23d86e9f DESCENDING \n", - "2bf82914-7a10-46f3-82ab-9519bae23bd5 DESCENDING \n", - "b64d4450-d999-41dc-9ecb-6d263f322dd3 DESCENDING \n", - "\n", - " platformserialidentifier \\\n", - "eb1fec8e-d933-48c3-99f2-c2b3731dc5a1 Sentinel-2A \n", - "a87c7ff5-8664-4002-9258-7b1508a1de78 Sentinel-2A \n", - "8c3b2e01-7c8b-43d4-b3e0-1a6a376cdd65 Sentinel-2A \n", - "7b322eaf-f037-4b4e-a918-d477d0a052ad Sentinel-2A \n", - "5c6ef9e1-8828-4d6d-8df4-7274e3b10e14 Sentinel-2A \n", - "04351869-2843-4f17-a706-eff4b1caab2b Sentinel-2A \n", - "8ff98302-bc88-4fb4-9f53-c6959af6fa36 Sentinel-2A \n", - "0eb59969-087b-4a49-949a-30828e05fe28 Sentinel-2A \n", - "e289a164-5948-4b74-9d3b-04247eff57e3 Sentinel-2A \n", - "e815c1e9-f708-4363-9f39-32a54db24285 Sentinel-2A \n", - "a7447c20-7312-4117-8b91-c939f1b80676 Sentinel-2A \n", - "9387c7f1-fa0f-4ce1-9a93-b65992447380 Sentinel-2A \n", - "92afe58b-2b21-4518-9684-d70384225ff2 Sentinel-2A \n", - "00b8ac0c-6325-4982-9561-9e8d3d680b4b Sentinel-2A \n", - "a9d28ab1-4245-41a3-9491-303bd7414628 Sentinel-2A \n", - "dcd0ca96-811c-4c6b-b387-43ae712e65f0 Sentinel-2A \n", - "10d92f80-60fe-498d-b407-6c059b6ab077 Sentinel-2B \n", - "520f1839-a2d3-480e-bacb-3509210dbf55 Sentinel-2B \n", - "f6e7a49f-c3e3-4f26-93a8-1d2a067866c6 Sentinel-2B \n", - "0ebace35-7d8e-4564-bec6-f9597525d2fd Sentinel-2B \n", - "1168e7e0-1f15-40ab-b910-0f20b6536bf8 Sentinel-2B \n", - "e712440f-e364-4bdf-832b-d74982f121b3 Sentinel-2B \n", - "1e36f0ba-85a9-4015-8e2a-922080a69a5f Sentinel-2B \n", - "6361db44-8ba8-472b-aaf6-a1df7c49aee0 Sentinel-2B \n", - "26d5cf3d-e238-4ecb-a60f-89a74f08c291 Sentinel-2A \n", - "4c841fe7-7fa2-4d1e-9893-962dc4301a94 Sentinel-2A \n", - "ae2ff382-160d-449c-8856-d450fe861207 Sentinel-2A \n", - "52c652ac-186f-4fd5-ba3d-e937299f7f73 Sentinel-2A \n", - "feb890a1-b3b1-41e8-8c61-283ab92d0f8b Sentinel-2A \n", - "93e7901a-94cb-41d2-b23f-780f2a6061a7 Sentinel-2A \n", - "075a119f-2ec2-4fb3-95b3-031512d72273 Sentinel-2B \n", - "333f9a2b-145a-450f-97e7-629ad0c9bd07 Sentinel-2B \n", - "9660b897-8a74-46ae-87f7-cb73dd5b718c Sentinel-2B \n", - "24fb4b41-cd54-4c4e-8dc4-a0f14dea54c6 Sentinel-2B \n", - "c833476b-3fa8-4577-b597-cbc656a9cc8e Sentinel-2B \n", - "34d3c763-e331-4921-94b8-9a495c2eb45f Sentinel-2B \n", - "f1cb4919-58a0-4001-932e-573cb847800a Sentinel-2B \n", - "825d1b8e-0255-4322-b498-aab182840180 Sentinel-2B \n", - "4c941426-e910-49ca-8106-4efe8e945021 Sentinel-2B \n", - "0c003a15-58d6-4415-8077-f868cbc39ce9 Sentinel-2B \n", - "55be82cc-1f3a-44d2-bd64-f8d743535fac Sentinel-2B \n", - "bb229b94-a038-4803-bb87-a1486696353d Sentinel-2A \n", - "13da546e-c03b-4c5f-91e4-b0f8b7d78817 Sentinel-2A \n", - "014861d8-7c98-4c05-9dd8-1ce33b43e339 Sentinel-2A \n", - "07388c80-e0f5-4bf0-b2fc-a438495f40ed Sentinel-2A \n", - "d692a650-1806-4e9b-88d1-e824f976c3ea Sentinel-2A \n", - "958ef7fc-815e-47c6-b323-219de6a91339 Sentinel-2A \n", - "f1e2f2d4-2326-4941-80f1-0d36757a86ac Sentinel-2A \n", - "f23f248d-014b-484f-bd8e-40ca23d86e9f Sentinel-2B \n", - "2bf82914-7a10-46f3-82ab-9519bae23bd5 Sentinel-2B \n", - "b64d4450-d999-41dc-9ecb-6d263f322dd3 Sentinel-2B \n", - "\n", - " processinglevel \\\n", - "eb1fec8e-d933-48c3-99f2-c2b3731dc5a1 Level-2A \n", - "a87c7ff5-8664-4002-9258-7b1508a1de78 Level-2A \n", - "8c3b2e01-7c8b-43d4-b3e0-1a6a376cdd65 Level-2A \n", - "7b322eaf-f037-4b4e-a918-d477d0a052ad Level-2A \n", - "5c6ef9e1-8828-4d6d-8df4-7274e3b10e14 Level-2A \n", - "04351869-2843-4f17-a706-eff4b1caab2b Level-2A \n", - "8ff98302-bc88-4fb4-9f53-c6959af6fa36 Level-2A \n", - "0eb59969-087b-4a49-949a-30828e05fe28 Level-2A \n", - "e289a164-5948-4b74-9d3b-04247eff57e3 Level-2A \n", - "e815c1e9-f708-4363-9f39-32a54db24285 Level-2A \n", - "a7447c20-7312-4117-8b91-c939f1b80676 Level-2A \n", - "9387c7f1-fa0f-4ce1-9a93-b65992447380 Level-2A \n", - "92afe58b-2b21-4518-9684-d70384225ff2 Level-2A \n", - "00b8ac0c-6325-4982-9561-9e8d3d680b4b Level-2A \n", - "a9d28ab1-4245-41a3-9491-303bd7414628 Level-2A \n", - "dcd0ca96-811c-4c6b-b387-43ae712e65f0 Level-2A \n", - "10d92f80-60fe-498d-b407-6c059b6ab077 Level-2A \n", - "520f1839-a2d3-480e-bacb-3509210dbf55 Level-2A \n", - "f6e7a49f-c3e3-4f26-93a8-1d2a067866c6 Level-2A \n", - "0ebace35-7d8e-4564-bec6-f9597525d2fd Level-2A \n", - "1168e7e0-1f15-40ab-b910-0f20b6536bf8 Level-2A \n", - "e712440f-e364-4bdf-832b-d74982f121b3 Level-2A \n", - "1e36f0ba-85a9-4015-8e2a-922080a69a5f Level-2A \n", - "6361db44-8ba8-472b-aaf6-a1df7c49aee0 Level-2A \n", - "26d5cf3d-e238-4ecb-a60f-89a74f08c291 Level-2A \n", - "4c841fe7-7fa2-4d1e-9893-962dc4301a94 Level-2A \n", - "ae2ff382-160d-449c-8856-d450fe861207 Level-2A \n", - "52c652ac-186f-4fd5-ba3d-e937299f7f73 Level-2A \n", - "feb890a1-b3b1-41e8-8c61-283ab92d0f8b Level-2A \n", - "93e7901a-94cb-41d2-b23f-780f2a6061a7 Level-2A \n", - "075a119f-2ec2-4fb3-95b3-031512d72273 Level-2A \n", - "333f9a2b-145a-450f-97e7-629ad0c9bd07 Level-2A \n", - "9660b897-8a74-46ae-87f7-cb73dd5b718c Level-2A \n", - "24fb4b41-cd54-4c4e-8dc4-a0f14dea54c6 Level-2A \n", - "c833476b-3fa8-4577-b597-cbc656a9cc8e Level-2A \n", - "34d3c763-e331-4921-94b8-9a495c2eb45f Level-2A \n", - "f1cb4919-58a0-4001-932e-573cb847800a Level-2A \n", - "825d1b8e-0255-4322-b498-aab182840180 Level-2A \n", - "4c941426-e910-49ca-8106-4efe8e945021 Level-2A \n", - "0c003a15-58d6-4415-8077-f868cbc39ce9 Level-2A \n", - "55be82cc-1f3a-44d2-bd64-f8d743535fac Level-2A \n", - "bb229b94-a038-4803-bb87-a1486696353d Level-2A \n", - "13da546e-c03b-4c5f-91e4-b0f8b7d78817 Level-2A \n", - "014861d8-7c98-4c05-9dd8-1ce33b43e339 Level-2A \n", - "07388c80-e0f5-4bf0-b2fc-a438495f40ed Level-2A \n", - "d692a650-1806-4e9b-88d1-e824f976c3ea Level-2A \n", - "958ef7fc-815e-47c6-b323-219de6a91339 Level-2A \n", - "f1e2f2d4-2326-4941-80f1-0d36757a86ac Level-2A \n", - "f23f248d-014b-484f-bd8e-40ca23d86e9f Level-2A \n", - "2bf82914-7a10-46f3-82ab-9519bae23bd5 Level-2A \n", - "b64d4450-d999-41dc-9ecb-6d263f322dd3 Level-2A \n", - "\n", - " identifier \\\n", - "eb1fec8e-d933-48c3-99f2-c2b3731dc5a1 S2A_MSIL2A_20200630T102031_N0214_R065_T33UUS_2... \n", - "a87c7ff5-8664-4002-9258-7b1508a1de78 S2A_MSIL2A_20200630T102031_N0214_R065_T33UUT_2... \n", - "8c3b2e01-7c8b-43d4-b3e0-1a6a376cdd65 S2A_MSIL2A_20200630T102031_N0214_R065_T33UVT_2... \n", - "7b322eaf-f037-4b4e-a918-d477d0a052ad S2A_MSIL2A_20200630T102031_N0214_R065_T32UQC_2... \n", - "5c6ef9e1-8828-4d6d-8df4-7274e3b10e14 S2A_MSIL2A_20200630T102031_N0214_R065_T33UVS_2... \n", - "04351869-2843-4f17-a706-eff4b1caab2b S2A_MSIL2A_20200627T101031_N0214_R022_T33UVV_2... \n", - "8ff98302-bc88-4fb4-9f53-c6959af6fa36 S2A_MSIL2A_20200627T101031_N0214_R022_T33UUU_2... \n", - "0eb59969-087b-4a49-949a-30828e05fe28 S2A_MSIL2A_20200627T101031_N0214_R022_T33UVS_2... \n", - "e289a164-5948-4b74-9d3b-04247eff57e3 S2A_MSIL2A_20200627T101031_N0214_R022_T33UVU_2... \n", - "e815c1e9-f708-4363-9f39-32a54db24285 S2A_MSIL2A_20200627T101031_N0214_R022_T33UUT_2... \n", - "a7447c20-7312-4117-8b91-c939f1b80676 S2A_MSIL2A_20200627T101031_N0214_R022_T32UQE_2... \n", - "9387c7f1-fa0f-4ce1-9a93-b65992447380 S2A_MSIL2A_20200627T101031_N0214_R022_T33UUV_2... \n", - "92afe58b-2b21-4518-9684-d70384225ff2 S2A_MSIL2A_20200627T101031_N0214_R022_T32UQC_2... \n", - "00b8ac0c-6325-4982-9561-9e8d3d680b4b S2A_MSIL2A_20200627T101031_N0214_R022_T33UVT_2... \n", - "a9d28ab1-4245-41a3-9491-303bd7414628 S2A_MSIL2A_20200627T101031_N0214_R022_T33UUS_2... \n", - "dcd0ca96-811c-4c6b-b387-43ae712e65f0 S2A_MSIL2A_20200627T101031_N0214_R022_T32UQD_2... \n", - "10d92f80-60fe-498d-b407-6c059b6ab077 S2B_MSIL2A_20200625T101559_N0214_R065_T33UUT_2... \n", - "520f1839-a2d3-480e-bacb-3509210dbf55 S2B_MSIL2A_20200625T101559_N0214_R065_T32UPE_2... \n", - "f6e7a49f-c3e3-4f26-93a8-1d2a067866c6 S2B_MSIL2A_20200625T101559_N0214_R065_T33UUV_2... \n", - "0ebace35-7d8e-4564-bec6-f9597525d2fd S2B_MSIL2A_20200625T101559_N0214_R065_T32UQC_2... \n", - "1168e7e0-1f15-40ab-b910-0f20b6536bf8 S2B_MSIL2A_20200625T101559_N0214_R065_T33UUS_2... \n", - "e712440f-e364-4bdf-832b-d74982f121b3 S2B_MSIL2A_20200625T101559_N0214_R065_T32UQE_2... \n", - "1e36f0ba-85a9-4015-8e2a-922080a69a5f S2B_MSIL2A_20200625T101559_N0214_R065_T33UVT_2... \n", - "6361db44-8ba8-472b-aaf6-a1df7c49aee0 S2B_MSIL2A_20200625T101559_N0214_R065_T33UVS_2... \n", - "26d5cf3d-e238-4ecb-a60f-89a74f08c291 S2A_MSIL2A_20200623T103031_N0214_R108_T33UUV_2... \n", - "4c841fe7-7fa2-4d1e-9893-962dc4301a94 S2A_MSIL2A_20200623T103031_N0214_R108_T33UUU_2... \n", - "ae2ff382-160d-449c-8856-d450fe861207 S2A_MSIL2A_20200623T103031_N0214_R108_T32UPE_2... \n", - "52c652ac-186f-4fd5-ba3d-e937299f7f73 S2A_MSIL2A_20200623T103031_N0214_R108_T32UPD_2... \n", - "feb890a1-b3b1-41e8-8c61-283ab92d0f8b S2A_MSIL2A_20200623T103031_N0214_R108_T32UQE_2... \n", - "93e7901a-94cb-41d2-b23f-780f2a6061a7 S2A_MSIL2A_20200623T103031_N0214_R108_T32UQD_2... \n", - "075a119f-2ec2-4fb3-95b3-031512d72273 S2B_MSIL2A_20200622T100559_N0214_R022_T33UVV_2... \n", - "333f9a2b-145a-450f-97e7-629ad0c9bd07 S2B_MSIL2A_20200622T100559_N0214_R022_T33UVU_2... \n", - "9660b897-8a74-46ae-87f7-cb73dd5b718c S2B_MSIL2A_20200622T100559_N0214_R022_T33UVT_2... \n", - "24fb4b41-cd54-4c4e-8dc4-a0f14dea54c6 S2B_MSIL2A_20200622T100559_N0214_R022_T33UVS_2... \n", - "c833476b-3fa8-4577-b597-cbc656a9cc8e S2B_MSIL2A_20200622T100559_N0214_R022_T33UUV_2... \n", - "34d3c763-e331-4921-94b8-9a495c2eb45f S2B_MSIL2A_20200622T100559_N0214_R022_T33UUS_2... \n", - "f1cb4919-58a0-4001-932e-573cb847800a S2B_MSIL2A_20200622T100559_N0214_R022_T33UUT_2... \n", - "825d1b8e-0255-4322-b498-aab182840180 S2B_MSIL2A_20200622T100559_N0214_R022_T33UUU_2... \n", - "4c941426-e910-49ca-8106-4efe8e945021 S2B_MSIL2A_20200622T100559_N0214_R022_T32UQC_2... \n", - "0c003a15-58d6-4415-8077-f868cbc39ce9 S2B_MSIL2A_20200622T100559_N0214_R022_T32UQD_2... \n", - "55be82cc-1f3a-44d2-bd64-f8d743535fac S2B_MSIL2A_20200622T100559_N0214_R022_T32UQE_2... \n", - "bb229b94-a038-4803-bb87-a1486696353d S2A_MSIL2A_20200620T102031_N0214_R065_T32UPC_2... \n", - "13da546e-c03b-4c5f-91e4-b0f8b7d78817 S2A_MSIL2A_20200617T101031_N0214_R022_T33UVV_2... \n", - "014861d8-7c98-4c05-9dd8-1ce33b43e339 S2A_MSIL2A_20200617T101031_N0214_R022_T33UVU_2... \n", - "07388c80-e0f5-4bf0-b2fc-a438495f40ed S2A_MSIL2A_20200617T101031_N0214_R022_T33UUV_2... \n", - "d692a650-1806-4e9b-88d1-e824f976c3ea S2A_MSIL2A_20200617T101031_N0214_R022_T32UQD_2... \n", - "958ef7fc-815e-47c6-b323-219de6a91339 S2A_MSIL2A_20200617T101031_N0214_R022_T33UUU_2... \n", - "f1e2f2d4-2326-4941-80f1-0d36757a86ac S2A_MSIL2A_20200617T101031_N0214_R022_T32UQE_2... \n", - "f23f248d-014b-484f-bd8e-40ca23d86e9f S2B_MSIL2A_20200615T101559_N0214_R065_T33UVV_2... \n", - "2bf82914-7a10-46f3-82ab-9519bae23bd5 S2B_MSIL2A_20200615T101559_N0214_R065_T33UUT_2... \n", - "b64d4450-d999-41dc-9ecb-6d263f322dd3 S2B_MSIL2A_20200615T101559_N0214_R065_T33UUU_2... \n", - "\n", - " uuid \\\n", - "eb1fec8e-d933-48c3-99f2-c2b3731dc5a1 eb1fec8e-d933-48c3-99f2-c2b3731dc5a1 \n", - "a87c7ff5-8664-4002-9258-7b1508a1de78 a87c7ff5-8664-4002-9258-7b1508a1de78 \n", - "8c3b2e01-7c8b-43d4-b3e0-1a6a376cdd65 8c3b2e01-7c8b-43d4-b3e0-1a6a376cdd65 \n", - "7b322eaf-f037-4b4e-a918-d477d0a052ad 7b322eaf-f037-4b4e-a918-d477d0a052ad \n", - "5c6ef9e1-8828-4d6d-8df4-7274e3b10e14 5c6ef9e1-8828-4d6d-8df4-7274e3b10e14 \n", - "04351869-2843-4f17-a706-eff4b1caab2b 04351869-2843-4f17-a706-eff4b1caab2b \n", - "8ff98302-bc88-4fb4-9f53-c6959af6fa36 8ff98302-bc88-4fb4-9f53-c6959af6fa36 \n", - "0eb59969-087b-4a49-949a-30828e05fe28 0eb59969-087b-4a49-949a-30828e05fe28 \n", - 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] - }, - { - "cell_type": "code", - "execution_count": 32, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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titlelinklink_alternativelink_iconsummaryondemandbeginpositionendpositioningestiondateorbitnumber...s2datatakeidproducttypeplatformidentifierorbitdirectionplatformserialidentifierprocessinglevelidentifieruuidgeometrytile
4c841fe7-7fa2-4d1e-9893-962dc4301a94S2A_MSIL2A_20200623T103031_N0214_R108_T33UUU_2...https://scihub.copernicus.eu/apihub/odata/v1/P...https://scihub.copernicus.eu/apihub/odata/v1/P...https://scihub.copernicus.eu/apihub/odata/v1/P...Date: 2020-06-23T10:30:31.024Z, Instrument: MS...false2020-06-23 10:30:31.0242020-06-23 10:30:31.0242020-06-23 21:04:38.11326131...GS2A_20200623T103031_026131_N02.14S2MSI2A2015-028ADESCENDINGSentinel-2ALevel-2AS2A_MSIL2A_20200623T103031_N0214_R108_T33UUU_2...4c841fe7-7fa2-4d1e-9893-962dc4301a94MULTIPOLYGON (((12.04401 52.63310, 12.05737 52...T33UUU
93e7901a-94cb-41d2-b23f-780f2a6061a7S2A_MSIL2A_20200623T103031_N0214_R108_T32UQD_2...https://scihub.copernicus.eu/apihub/odata/v1/P...https://scihub.copernicus.eu/apihub/odata/v1/P...https://scihub.copernicus.eu/apihub/odata/v1/P...Date: 2020-06-23T10:30:31.024Z, Instrument: MS...false2020-06-23 10:30:31.0242020-06-23 10:30:31.0242020-06-23 21:03:10.94926131...GS2A_20200623T103031_026131_N02.14S2MSI2A2015-028ADESCENDINGSentinel-2ALevel-2AS2A_MSIL2A_20200623T103031_N0214_R108_T32UQD_2...93e7901a-94cb-41d2-b23f-780f2a6061a7MULTIPOLYGON (((11.94274 52.44626, 11.97922 52...T32UQD
52c652ac-186f-4fd5-ba3d-e937299f7f73S2A_MSIL2A_20200623T103031_N0214_R108_T32UPD_2...https://scihub.copernicus.eu/apihub/odata/v1/P...https://scihub.copernicus.eu/apihub/odata/v1/P...https://scihub.copernicus.eu/apihub/odata/v1/P...Date: 2020-06-23T10:30:31.024Z, Instrument: MS...false2020-06-23 10:30:31.0242020-06-23 10:30:31.0242020-06-23 21:03:53.46826131...GS2A_20200623T103031_026131_N02.14S2MSI2A2015-028ADESCENDINGSentinel-2ALevel-2AS2A_MSIL2A_20200623T103031_N0214_R108_T32UPD_2...52c652ac-186f-4fd5-ba3d-e937299f7f73MULTIPOLYGON (((11.82522 52.22730, 11.90169 52...T32UPD
feb890a1-b3b1-41e8-8c61-283ab92d0f8bS2A_MSIL2A_20200623T103031_N0214_R108_T32UQE_2...https://scihub.copernicus.eu/apihub/odata/v1/P...https://scihub.copernicus.eu/apihub/odata/v1/P...https://scihub.copernicus.eu/apihub/odata/v1/P...Date: 2020-06-23T10:30:31.024Z, Instrument: MS...false2020-06-23 10:30:31.0242020-06-23 10:30:31.0242020-06-23 21:03:20.54026131...GS2A_20200623T103031_026131_N02.14S2MSI2A2015-028ADESCENDINGSentinel-2ALevel-2AS2A_MSIL2A_20200623T103031_N0214_R108_T32UQE_2...feb890a1-b3b1-41e8-8c61-283ab92d0f8bMULTIPOLYGON (((12.30821 53.11342, 12.37451 53...T32UQE
26d5cf3d-e238-4ecb-a60f-89a74f08c291S2A_MSIL2A_20200623T103031_N0214_R108_T33UUV_2...https://scihub.copernicus.eu/apihub/odata/v1/P...https://scihub.copernicus.eu/apihub/odata/v1/P...https://scihub.copernicus.eu/apihub/odata/v1/P...Date: 2020-06-23T10:30:31.024Z, Instrument: MS...false2020-06-23 10:30:31.0242020-06-23 10:30:31.0242020-06-23 21:04:56.16826131...GS2A_20200623T103031_026131_N02.14S2MSI2A2015-028ADESCENDINGSentinel-2ALevel-2AS2A_MSIL2A_20200623T103031_N0214_R108_T33UUV_2...26d5cf3d-e238-4ecb-a60f-89a74f08c291MULTIPOLYGON (((12.01091 53.12365, 12.31702 53...T33UUV
ae2ff382-160d-449c-8856-d450fe861207S2A_MSIL2A_20200623T103031_N0214_R108_T32UPE_2...https://scihub.copernicus.eu/apihub/odata/v1/P...https://scihub.copernicus.eu/apihub/odata/v1/P...https://scihub.copernicus.eu/apihub/odata/v1/P...Date: 2020-06-23T10:30:31.024Z, Instrument: MS...false2020-06-23 10:30:31.0242020-06-23 10:30:31.0242020-06-23 21:03:56.69026131...GS2A_20200623T103031_026131_N02.14S2MSI2A2015-028ADESCENDINGSentinel-2ALevel-2AS2A_MSIL2A_20200623T103031_N0214_R108_T32UPE_2...ae2ff382-160d-449c-8856-d450fe861207MULTIPOLYGON (((12.13532 53.11988, 12.20926 54...T32UPE
b64d4450-d999-41dc-9ecb-6d263f322dd3S2B_MSIL2A_20200615T101559_N0214_R065_T33UUU_2...https://scihub.copernicus.eu/apihub/odata/v1/P...https://scihub.copernicus.eu/apihub/odata/v1/P...https://scihub.copernicus.eu/apihub/odata/v1/P...Date: 2020-06-15T10:15:59.024Z, Instrument: MS...false2020-06-15 10:15:59.0242020-06-15 10:15:59.0242020-06-16 01:21:09.37817108...GS2B_20200615T101559_017108_N02.14S2MSI2A2017-013ADESCENDINGSentinel-2BLevel-2AS2B_MSIL2A_20200615T101559_N0214_R065_T33UUU_2...b64d4450-d999-41dc-9ecb-6d263f322dd3MULTIPOLYGON (((12.07160 52.22621, 13.67854 52...T33UUU
13da546e-c03b-4c5f-91e4-b0f8b7d78817S2A_MSIL2A_20200617T101031_N0214_R022_T33UVV_2...https://scihub.copernicus.eu/apihub/odata/v1/P...https://scihub.copernicus.eu/apihub/odata/v1/P...https://scihub.copernicus.eu/apihub/odata/v1/P...Date: 2020-06-17T10:10:31.024Z, Instrument: MS...false2020-06-17 10:10:31.0242020-06-17 10:10:31.0242020-06-17 21:36:52.94826045...GS2A_20200617T101031_026045_N02.14S2MSI2A2015-028ADESCENDINGSentinel-2ALevel-2AS2A_MSIL2A_20200617T101031_N0214_R022_T33UVV_2...13da546e-c03b-4c5f-91e4-b0f8b7d78817MULTIPOLYGON (((13.50402 53.15178, 15.14598 53...T33UVV
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GS2B_20200625T101559_017251_N02.14 \n", - "\n", - " producttype platformidentifier \\\n", - "4c841fe7-7fa2-4d1e-9893-962dc4301a94 S2MSI2A 2015-028A \n", - "93e7901a-94cb-41d2-b23f-780f2a6061a7 S2MSI2A 2015-028A \n", - "52c652ac-186f-4fd5-ba3d-e937299f7f73 S2MSI2A 2015-028A \n", - "feb890a1-b3b1-41e8-8c61-283ab92d0f8b S2MSI2A 2015-028A \n", - "26d5cf3d-e238-4ecb-a60f-89a74f08c291 S2MSI2A 2015-028A \n", - "ae2ff382-160d-449c-8856-d450fe861207 S2MSI2A 2015-028A \n", - "b64d4450-d999-41dc-9ecb-6d263f322dd3 S2MSI2A 2017-013A \n", - "13da546e-c03b-4c5f-91e4-b0f8b7d78817 S2MSI2A 2015-028A \n", - "dcd0ca96-811c-4c6b-b387-43ae712e65f0 S2MSI2A 2015-028A \n", - "8ff98302-bc88-4fb4-9f53-c6959af6fa36 S2MSI2A 2015-028A \n", - "f23f248d-014b-484f-bd8e-40ca23d86e9f S2MSI2A 2017-013A \n", - "333f9a2b-145a-450f-97e7-629ad0c9bd07 S2MSI2A 2017-013A \n", - "9660b897-8a74-46ae-87f7-cb73dd5b718c S2MSI2A 2017-013A \n", - "5c6ef9e1-8828-4d6d-8df4-7274e3b10e14 S2MSI2A 2015-028A \n", - "24fb4b41-cd54-4c4e-8dc4-a0f14dea54c6 S2MSI2A 2017-013A \n", - "a9d28ab1-4245-41a3-9491-303bd7414628 S2MSI2A 2015-028A \n", - "eb1fec8e-d933-48c3-99f2-c2b3731dc5a1 S2MSI2A 2015-028A \n", - "92afe58b-2b21-4518-9684-d70384225ff2 S2MSI2A 2015-028A \n", - "e815c1e9-f708-4363-9f39-32a54db24285 S2MSI2A 2015-028A \n", - "520f1839-a2d3-480e-bacb-3509210dbf55 S2MSI2A 2017-013A \n", - "8c3b2e01-7c8b-43d4-b3e0-1a6a376cdd65 S2MSI2A 2015-028A \n", - "f1e2f2d4-2326-4941-80f1-0d36757a86ac S2MSI2A 2015-028A \n", - "07388c80-e0f5-4bf0-b2fc-a438495f40ed S2MSI2A 2015-028A \n", - "0c003a15-58d6-4415-8077-f868cbc39ce9 S2MSI2A 2017-013A \n", - "6361db44-8ba8-472b-aaf6-a1df7c49aee0 S2MSI2A 2017-013A \n", - "825d1b8e-0255-4322-b498-aab182840180 S2MSI2A 2017-013A \n", - "a7447c20-7312-4117-8b91-c939f1b80676 S2MSI2A 2015-028A \n", - "9387c7f1-fa0f-4ce1-9a93-b65992447380 S2MSI2A 2015-028A \n", - "1e36f0ba-85a9-4015-8e2a-922080a69a5f S2MSI2A 2017-013A \n", - "f1cb4919-58a0-4001-932e-573cb847800a S2MSI2A 2017-013A \n", - "4c941426-e910-49ca-8106-4efe8e945021 S2MSI2A 2017-013A \n", - "d692a650-1806-4e9b-88d1-e824f976c3ea S2MSI2A 2015-028A \n", - "958ef7fc-815e-47c6-b323-219de6a91339 S2MSI2A 2015-028A \n", - "10d92f80-60fe-498d-b407-6c059b6ab077 S2MSI2A 2017-013A \n", - "1168e7e0-1f15-40ab-b910-0f20b6536bf8 S2MSI2A 2017-013A \n", - "55be82cc-1f3a-44d2-bd64-f8d743535fac S2MSI2A 2017-013A \n", - "0ebace35-7d8e-4564-bec6-f9597525d2fd S2MSI2A 2017-013A \n", - "c833476b-3fa8-4577-b597-cbc656a9cc8e S2MSI2A 2017-013A \n", - "bb229b94-a038-4803-bb87-a1486696353d S2MSI2A 2015-028A \n", - "f6e7a49f-c3e3-4f26-93a8-1d2a067866c6 S2MSI2A 2017-013A \n", - "e712440f-e364-4bdf-832b-d74982f121b3 S2MSI2A 2017-013A \n", - "\n", - " orbitdirection \\\n", - "4c841fe7-7fa2-4d1e-9893-962dc4301a94 DESCENDING \n", - "93e7901a-94cb-41d2-b23f-780f2a6061a7 DESCENDING \n", - "52c652ac-186f-4fd5-ba3d-e937299f7f73 DESCENDING \n", - "feb890a1-b3b1-41e8-8c61-283ab92d0f8b DESCENDING \n", - "26d5cf3d-e238-4ecb-a60f-89a74f08c291 DESCENDING \n", - "ae2ff382-160d-449c-8856-d450fe861207 DESCENDING \n", - "b64d4450-d999-41dc-9ecb-6d263f322dd3 DESCENDING \n", - "13da546e-c03b-4c5f-91e4-b0f8b7d78817 DESCENDING \n", - "dcd0ca96-811c-4c6b-b387-43ae712e65f0 DESCENDING \n", - "8ff98302-bc88-4fb4-9f53-c6959af6fa36 DESCENDING \n", - "f23f248d-014b-484f-bd8e-40ca23d86e9f DESCENDING \n", - "333f9a2b-145a-450f-97e7-629ad0c9bd07 DESCENDING \n", - "9660b897-8a74-46ae-87f7-cb73dd5b718c DESCENDING \n", - "5c6ef9e1-8828-4d6d-8df4-7274e3b10e14 DESCENDING \n", - "24fb4b41-cd54-4c4e-8dc4-a0f14dea54c6 DESCENDING \n", - "a9d28ab1-4245-41a3-9491-303bd7414628 DESCENDING \n", - "eb1fec8e-d933-48c3-99f2-c2b3731dc5a1 DESCENDING \n", - "92afe58b-2b21-4518-9684-d70384225ff2 DESCENDING \n", - "e815c1e9-f708-4363-9f39-32a54db24285 DESCENDING \n", - "520f1839-a2d3-480e-bacb-3509210dbf55 DESCENDING \n", - "8c3b2e01-7c8b-43d4-b3e0-1a6a376cdd65 DESCENDING \n", - "f1e2f2d4-2326-4941-80f1-0d36757a86ac DESCENDING \n", - "07388c80-e0f5-4bf0-b2fc-a438495f40ed DESCENDING \n", - "0c003a15-58d6-4415-8077-f868cbc39ce9 DESCENDING \n", - "6361db44-8ba8-472b-aaf6-a1df7c49aee0 DESCENDING \n", - "825d1b8e-0255-4322-b498-aab182840180 DESCENDING \n", - "a7447c20-7312-4117-8b91-c939f1b80676 DESCENDING \n", - "9387c7f1-fa0f-4ce1-9a93-b65992447380 DESCENDING \n", - "1e36f0ba-85a9-4015-8e2a-922080a69a5f DESCENDING \n", - "f1cb4919-58a0-4001-932e-573cb847800a DESCENDING \n", - "4c941426-e910-49ca-8106-4efe8e945021 DESCENDING \n", - "d692a650-1806-4e9b-88d1-e824f976c3ea DESCENDING \n", - "958ef7fc-815e-47c6-b323-219de6a91339 DESCENDING \n", - "10d92f80-60fe-498d-b407-6c059b6ab077 DESCENDING \n", - "1168e7e0-1f15-40ab-b910-0f20b6536bf8 DESCENDING \n", - "55be82cc-1f3a-44d2-bd64-f8d743535fac DESCENDING \n", - "0ebace35-7d8e-4564-bec6-f9597525d2fd DESCENDING \n", - "c833476b-3fa8-4577-b597-cbc656a9cc8e DESCENDING \n", - "bb229b94-a038-4803-bb87-a1486696353d DESCENDING \n", - "f6e7a49f-c3e3-4f26-93a8-1d2a067866c6 DESCENDING \n", - "e712440f-e364-4bdf-832b-d74982f121b3 DESCENDING \n", - "\n", - " platformserialidentifier \\\n", - "4c841fe7-7fa2-4d1e-9893-962dc4301a94 Sentinel-2A \n", - "93e7901a-94cb-41d2-b23f-780f2a6061a7 Sentinel-2A \n", - "52c652ac-186f-4fd5-ba3d-e937299f7f73 Sentinel-2A \n", - "feb890a1-b3b1-41e8-8c61-283ab92d0f8b Sentinel-2A \n", - "26d5cf3d-e238-4ecb-a60f-89a74f08c291 Sentinel-2A \n", - "ae2ff382-160d-449c-8856-d450fe861207 Sentinel-2A \n", - "b64d4450-d999-41dc-9ecb-6d263f322dd3 Sentinel-2B \n", - "13da546e-c03b-4c5f-91e4-b0f8b7d78817 Sentinel-2A \n", - "dcd0ca96-811c-4c6b-b387-43ae712e65f0 Sentinel-2A \n", - "8ff98302-bc88-4fb4-9f53-c6959af6fa36 Sentinel-2A \n", - "f23f248d-014b-484f-bd8e-40ca23d86e9f Sentinel-2B \n", - "333f9a2b-145a-450f-97e7-629ad0c9bd07 Sentinel-2B \n", - "9660b897-8a74-46ae-87f7-cb73dd5b718c Sentinel-2B \n", - "5c6ef9e1-8828-4d6d-8df4-7274e3b10e14 Sentinel-2A \n", - "24fb4b41-cd54-4c4e-8dc4-a0f14dea54c6 Sentinel-2B \n", - "a9d28ab1-4245-41a3-9491-303bd7414628 Sentinel-2A \n", - "eb1fec8e-d933-48c3-99f2-c2b3731dc5a1 Sentinel-2A \n", - "92afe58b-2b21-4518-9684-d70384225ff2 Sentinel-2A \n", - "e815c1e9-f708-4363-9f39-32a54db24285 Sentinel-2A \n", - "520f1839-a2d3-480e-bacb-3509210dbf55 Sentinel-2B \n", - "8c3b2e01-7c8b-43d4-b3e0-1a6a376cdd65 Sentinel-2A \n", - "f1e2f2d4-2326-4941-80f1-0d36757a86ac Sentinel-2A \n", - "07388c80-e0f5-4bf0-b2fc-a438495f40ed Sentinel-2A \n", - "0c003a15-58d6-4415-8077-f868cbc39ce9 Sentinel-2B \n", - "6361db44-8ba8-472b-aaf6-a1df7c49aee0 Sentinel-2B \n", - "825d1b8e-0255-4322-b498-aab182840180 Sentinel-2B \n", - "a7447c20-7312-4117-8b91-c939f1b80676 Sentinel-2A \n", - "9387c7f1-fa0f-4ce1-9a93-b65992447380 Sentinel-2A \n", - "1e36f0ba-85a9-4015-8e2a-922080a69a5f Sentinel-2B \n", - "f1cb4919-58a0-4001-932e-573cb847800a Sentinel-2B \n", - "4c941426-e910-49ca-8106-4efe8e945021 Sentinel-2B \n", - "d692a650-1806-4e9b-88d1-e824f976c3ea Sentinel-2A \n", - "958ef7fc-815e-47c6-b323-219de6a91339 Sentinel-2A \n", - "10d92f80-60fe-498d-b407-6c059b6ab077 Sentinel-2B \n", - "1168e7e0-1f15-40ab-b910-0f20b6536bf8 Sentinel-2B \n", - "55be82cc-1f3a-44d2-bd64-f8d743535fac Sentinel-2B \n", - "0ebace35-7d8e-4564-bec6-f9597525d2fd Sentinel-2B \n", - "c833476b-3fa8-4577-b597-cbc656a9cc8e Sentinel-2B \n", - "bb229b94-a038-4803-bb87-a1486696353d Sentinel-2A \n", - "f6e7a49f-c3e3-4f26-93a8-1d2a067866c6 Sentinel-2B \n", - "e712440f-e364-4bdf-832b-d74982f121b3 Sentinel-2B \n", - "\n", - " processinglevel \\\n", - "4c841fe7-7fa2-4d1e-9893-962dc4301a94 Level-2A \n", - "93e7901a-94cb-41d2-b23f-780f2a6061a7 Level-2A \n", - "52c652ac-186f-4fd5-ba3d-e937299f7f73 Level-2A \n", - "feb890a1-b3b1-41e8-8c61-283ab92d0f8b Level-2A \n", - "26d5cf3d-e238-4ecb-a60f-89a74f08c291 Level-2A \n", - "ae2ff382-160d-449c-8856-d450fe861207 Level-2A \n", - "b64d4450-d999-41dc-9ecb-6d263f322dd3 Level-2A \n", - "13da546e-c03b-4c5f-91e4-b0f8b7d78817 Level-2A \n", - "dcd0ca96-811c-4c6b-b387-43ae712e65f0 Level-2A \n", - "8ff98302-bc88-4fb4-9f53-c6959af6fa36 Level-2A \n", - "f23f248d-014b-484f-bd8e-40ca23d86e9f Level-2A \n", - "333f9a2b-145a-450f-97e7-629ad0c9bd07 Level-2A \n", - "9660b897-8a74-46ae-87f7-cb73dd5b718c Level-2A \n", - "5c6ef9e1-8828-4d6d-8df4-7274e3b10e14 Level-2A \n", - "24fb4b41-cd54-4c4e-8dc4-a0f14dea54c6 Level-2A \n", - "a9d28ab1-4245-41a3-9491-303bd7414628 Level-2A \n", - "eb1fec8e-d933-48c3-99f2-c2b3731dc5a1 Level-2A \n", - "92afe58b-2b21-4518-9684-d70384225ff2 Level-2A \n", - "e815c1e9-f708-4363-9f39-32a54db24285 Level-2A \n", - "520f1839-a2d3-480e-bacb-3509210dbf55 Level-2A \n", - "8c3b2e01-7c8b-43d4-b3e0-1a6a376cdd65 Level-2A \n", - "f1e2f2d4-2326-4941-80f1-0d36757a86ac Level-2A \n", - "07388c80-e0f5-4bf0-b2fc-a438495f40ed Level-2A \n", - "0c003a15-58d6-4415-8077-f868cbc39ce9 Level-2A \n", - "6361db44-8ba8-472b-aaf6-a1df7c49aee0 Level-2A \n", - "825d1b8e-0255-4322-b498-aab182840180 Level-2A \n", - "a7447c20-7312-4117-8b91-c939f1b80676 Level-2A \n", - "9387c7f1-fa0f-4ce1-9a93-b65992447380 Level-2A \n", - "1e36f0ba-85a9-4015-8e2a-922080a69a5f Level-2A \n", - "f1cb4919-58a0-4001-932e-573cb847800a Level-2A \n", - "4c941426-e910-49ca-8106-4efe8e945021 Level-2A \n", - "d692a650-1806-4e9b-88d1-e824f976c3ea Level-2A \n", - "958ef7fc-815e-47c6-b323-219de6a91339 Level-2A \n", - "10d92f80-60fe-498d-b407-6c059b6ab077 Level-2A \n", - "1168e7e0-1f15-40ab-b910-0f20b6536bf8 Level-2A \n", - "55be82cc-1f3a-44d2-bd64-f8d743535fac Level-2A \n", - "0ebace35-7d8e-4564-bec6-f9597525d2fd Level-2A \n", - "c833476b-3fa8-4577-b597-cbc656a9cc8e Level-2A \n", - "bb229b94-a038-4803-bb87-a1486696353d Level-2A \n", - "f6e7a49f-c3e3-4f26-93a8-1d2a067866c6 Level-2A \n", - "e712440f-e364-4bdf-832b-d74982f121b3 Level-2A \n", - "\n", - " identifier \\\n", - "4c841fe7-7fa2-4d1e-9893-962dc4301a94 S2A_MSIL2A_20200623T103031_N0214_R108_T33UUU_2... \n", - "93e7901a-94cb-41d2-b23f-780f2a6061a7 S2A_MSIL2A_20200623T103031_N0214_R108_T32UQD_2... \n", - 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S2B_MSIL2A_20200622T100559_N0214_R022_T33UVT_2... \n", - "5c6ef9e1-8828-4d6d-8df4-7274e3b10e14 S2A_MSIL2A_20200630T102031_N0214_R065_T33UVS_2... \n", - "24fb4b41-cd54-4c4e-8dc4-a0f14dea54c6 S2B_MSIL2A_20200622T100559_N0214_R022_T33UVS_2... \n", - "a9d28ab1-4245-41a3-9491-303bd7414628 S2A_MSIL2A_20200627T101031_N0214_R022_T33UUS_2... \n", - "eb1fec8e-d933-48c3-99f2-c2b3731dc5a1 S2A_MSIL2A_20200630T102031_N0214_R065_T33UUS_2... \n", - "92afe58b-2b21-4518-9684-d70384225ff2 S2A_MSIL2A_20200627T101031_N0214_R022_T32UQC_2... \n", - "e815c1e9-f708-4363-9f39-32a54db24285 S2A_MSIL2A_20200627T101031_N0214_R022_T33UUT_2... \n", - "520f1839-a2d3-480e-bacb-3509210dbf55 S2B_MSIL2A_20200625T101559_N0214_R065_T32UPE_2... \n", - "8c3b2e01-7c8b-43d4-b3e0-1a6a376cdd65 S2A_MSIL2A_20200630T102031_N0214_R065_T33UVT_2... \n", - "f1e2f2d4-2326-4941-80f1-0d36757a86ac S2A_MSIL2A_20200617T101031_N0214_R022_T32UQE_2... \n", - "07388c80-e0f5-4bf0-b2fc-a438495f40ed S2A_MSIL2A_20200617T101031_N0214_R022_T33UUV_2... 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\n", - "e712440f-e364-4bdf-832b-d74982f121b3 MULTIPOLYGON (((13.62469 53.07126, 13.73349 54... \n", - "\n", - " tile \n", - "4c841fe7-7fa2-4d1e-9893-962dc4301a94 T33UUU \n", - "93e7901a-94cb-41d2-b23f-780f2a6061a7 T32UQD \n", - "52c652ac-186f-4fd5-ba3d-e937299f7f73 T32UPD \n", - "feb890a1-b3b1-41e8-8c61-283ab92d0f8b T32UQE \n", - "26d5cf3d-e238-4ecb-a60f-89a74f08c291 T33UUV \n", - "ae2ff382-160d-449c-8856-d450fe861207 T32UPE \n", - "b64d4450-d999-41dc-9ecb-6d263f322dd3 T33UUU \n", - "13da546e-c03b-4c5f-91e4-b0f8b7d78817 T33UVV \n", - "dcd0ca96-811c-4c6b-b387-43ae712e65f0 T32UQD \n", - "8ff98302-bc88-4fb4-9f53-c6959af6fa36 T33UUU \n", - "f23f248d-014b-484f-bd8e-40ca23d86e9f T33UVV \n", - "333f9a2b-145a-450f-97e7-629ad0c9bd07 T33UVU \n", - "9660b897-8a74-46ae-87f7-cb73dd5b718c T33UVT \n", - "5c6ef9e1-8828-4d6d-8df4-7274e3b10e14 T33UVS \n", - "24fb4b41-cd54-4c4e-8dc4-a0f14dea54c6 T33UVS \n", - "a9d28ab1-4245-41a3-9491-303bd7414628 T33UUS \n", - "eb1fec8e-d933-48c3-99f2-c2b3731dc5a1 T33UUS \n", - "92afe58b-2b21-4518-9684-d70384225ff2 T32UQC \n", - "e815c1e9-f708-4363-9f39-32a54db24285 T33UUT \n", - "520f1839-a2d3-480e-bacb-3509210dbf55 T32UPE \n", - "8c3b2e01-7c8b-43d4-b3e0-1a6a376cdd65 T33UVT \n", - "f1e2f2d4-2326-4941-80f1-0d36757a86ac T32UQE \n", - "07388c80-e0f5-4bf0-b2fc-a438495f40ed T33UUV \n", - "0c003a15-58d6-4415-8077-f868cbc39ce9 T32UQD \n", - "6361db44-8ba8-472b-aaf6-a1df7c49aee0 T33UVS \n", - "825d1b8e-0255-4322-b498-aab182840180 T33UUU \n", - "a7447c20-7312-4117-8b91-c939f1b80676 T32UQE \n", - "9387c7f1-fa0f-4ce1-9a93-b65992447380 T33UUV \n", - "1e36f0ba-85a9-4015-8e2a-922080a69a5f T33UVT \n", - "f1cb4919-58a0-4001-932e-573cb847800a T33UUT \n", - "4c941426-e910-49ca-8106-4efe8e945021 T32UQC \n", - "d692a650-1806-4e9b-88d1-e824f976c3ea T32UQD \n", - "958ef7fc-815e-47c6-b323-219de6a91339 T33UUU \n", - "10d92f80-60fe-498d-b407-6c059b6ab077 T33UUT \n", - "1168e7e0-1f15-40ab-b910-0f20b6536bf8 T33UUS \n", - "55be82cc-1f3a-44d2-bd64-f8d743535fac T32UQE \n", - "0ebace35-7d8e-4564-bec6-f9597525d2fd T32UQC \n", - "c833476b-3fa8-4577-b597-cbc656a9cc8e T33UUV \n", - "bb229b94-a038-4803-bb87-a1486696353d T32UPC \n", - "f6e7a49f-c3e3-4f26-93a8-1d2a067866c6 T33UUV \n", - "e712440f-e364-4bdf-832b-d74982f121b3 T32UQE \n", - "\n", - "[41 rows x 37 columns]" - ] - }, - "execution_count": 32, + "execution_count": 37, "metadata": {}, "output_type": "execute_result" } ], "source": [ "deduplicated = products_in_union.sort_values(by='cloudcoverpercentage').drop_duplicates(subset=['geometry'])\n", - "deduplicated" + "len(deduplicated)" ] }, { "cell_type": "code", - "execution_count": 33, + "execution_count": 44, "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, - "execution_count": 33, + "execution_count": 44, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": 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\n", + "image/png": 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" ] @@ -4854,7 +835,7 @@ } ], "source": [ - "deduplicated['cloudcoverpercentage'].plot.hist()" + "deduplicated['cloudcoverpercentage'].plot.hist(title='Cloud Coverage (in %) in Selected Products')" ] }, { diff --git a/sources/sentinel_helpers.py b/sources/sentinel_helpers.py index 41122c8..cc3f8bd 100644 --- a/sources/sentinel_helpers.py +++ b/sources/sentinel_helpers.py @@ -29,52 +29,24 @@ def search_osm(place): '&format=geojson&polygon_geojson=1').format(urlescaped_place) return gpd.read_file(search_url) - -def nth(xs, n, default=None): - ''' - Wraps list access to return `default` instead of returning an `ItemError` - when accessing out-of-bounds elements. `default` is `None` when not - explicitly given. - ''' - try: - return xs[n] - except IndexError: - return default - - -def plot_all(items, extra_kwargs=[]): - ''' - Returns a plot containing all of the geometries in `items`. - If an `item` does not contain a `plot` method, a GeoSeries will be - constructed from it. - - The parameter `extra_kwargs` can contain extra keyword arguments that are - passed to matplotlib for the given item. - ''' - ax = None - for idx, item in enumerate(items): - if 'plot' not in dir(item): - item = gpd.GeoSeries(item) - - kwargs = nth(extra_kwargs, idx, {}) - if not ax: - ax = item.plot(**kwargs) - else: - item.plot(ax=ax, **kwargs) - def plot_downloaded_products(products, area_of_interest, **kwargs): ax = kwargs.get('ax') + alpha = kwargs.pop('alpha', 0.1) if not ax: fig, ax = plt.subplots(**kwargs) grey = '#777777' purple = '#988ED5' + if 'plot' not in dir(products): + # allow plotting raw shapely geometries + products = gpd.GeoSeries(products) + # area of interest in background a = area_of_interest.plot(ax=ax, facecolor=grey) # product fill layer - b = products.plot(ax=ax, facecolor=purple, alpha=kwargs.get('alpha', 0.1)) + b = products.plot(ax=ax, facecolor=purple, alpha=alpha) # product stroke layer products.plot(ax=ax, facecolor='none', edgecolor=purple, alpha=0.4) @@ -185,6 +157,7 @@ def scihub_cloud_mask(product_path, **kwargs): else: return mask +# TODO: Unused?? def scihub_normalize_range(v): '''