{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# First steps tutorial"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In this tutorial we are going to show how to: \n",
    "\n",
    "- Extract features from your times series orthomosaics.\n",
    "\n",
    "- Calculate basic RGB vegetation indexes.\n",
    "\n",
    "- Plot them in a times series manner and display the times series images.\n",
    "\n",
    "- Finally we are going to use those Vegetation index to predict with a simple approach when they reached maturity."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Imports"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "import Pynomic"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Data extraction"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Here we define our folder path where we have our orthomosaics ready, that includes: \n",
    "- All of them are aligned (co-registration).\n",
    "\n",
    "- Their names starts with the dates that they have been flown eg: YYYYMMDD_location.tif.\n",
    "\n",
    "Define the grid to use. This grid can have additional information from each plot and must have a unique id for each plot. the funciton process_stack_tiff is going to require it. \n",
    "\n",
    "Finally we write the names of the bands to identify them in the order that they have been stacked."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "path_folder_with_orthomosaics ='/your/path/to/folder/flights'\n",
    "path_to_grid = '/your/path/to/grid.shp'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "1/7 : 20180917_Lamberton_clipped.tif\n",
      "Raster Coords system: EPSG:32615\n",
      "Grid Coords system: EPSG:32615\n",
      "2/7 : 20180815_Lamberton_clipped.tif\n",
      "Raster Coords system: EPSG:32615\n",
      "Grid Coords system: EPSG:32615\n",
      "3/7 : 20180905_Lamberton_clipped.tif\n",
      "Raster Coords system: EPSG:32615\n",
      "Grid Coords system: EPSG:32615\n",
      "4/7 : 20180829_Lamberton_clipped.tif\n",
      "Raster Coords system: EPSG:32615\n",
      "Grid Coords system: EPSG:32615\n",
      "5/7 : 20180914_Lamberton_clipped.tif\n",
      "Raster Coords system: EPSG:32615\n",
      "Grid Coords system: EPSG:32615\n",
      "6/7 : 20180925_Lamberton_clipped.tif\n",
      "Raster Coords system: EPSG:32615\n",
      "Grid Coords system: EPSG:32615\n",
      "7/7 : 20180822_Lamberton_clipped.tif\n",
      "Raster Coords system: EPSG:32615\n",
      "Grid Coords system: EPSG:32615\n"
     ]
    }
   ],
   "source": [
    "soybean_maturity_trials = Pynomic.process_stack_tiff(folder_path= path_folder_with_orthomosaics,\n",
    "                                                     grid_path= path_to_grid,\n",
    "                                                     col_id= 'fid',\n",
    "                                                     bands_n=['red','green','blue']                                             \n",
    "                                                    )"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Data accesion"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Once the porcces has finished we can acces to all the data needed. For example .ldata is going to return us a geopandasdataframe in long format. Contains all the information in the grid and the mean of each band. aswell an *id* column is added as unique identifier of that plot for each date. This column is going to allow us to select the time series of that plot."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
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       "      <td>A37</td>\n",
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       "      <td>20180822</td>\n",
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       "      <td>172.049946</td>\n",
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       "      id fid      date         red       green       blue  ID  \\\n",
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       "1     A2   2  20180917  195.660992  144.670984  81.919041   2   \n",
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       "4     A5   5  20180917  190.149981  142.098723  88.865285   5   \n",
       "..   ...  ..       ...         ...         ...        ...  ..   \n",
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       "277  A38  38  20180822  172.049946  149.099982  72.017723  38   \n",
       "278  A39  39  20180822  168.456856  148.907537  77.885965  39   \n",
       "279  A40  40  20180822  165.518081  158.945220  65.520587  40   \n",
       "\n",
       "                                              geometry  \n",
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       "4    POLYGON ((315803.921 4900909.31, 315804.012 49...  \n",
       "..                                                 ...  \n",
       "275  POLYGON ((315766.706 4900905.024, 315766.797 4...  \n",
       "276  POLYGON ((315766.797 4900906.614, 315766.888 4...  \n",
       "277  POLYGON ((315766.888 4900908.203, 315766.98 49...  \n",
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       "\n",
       "[280 rows x 8 columns]"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "soybean_maturity_trials.ldata"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "other relevant information can be diplayed such as:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['20180917',\n",
       " '20180815',\n",
       " '20180905',\n",
       " '20180829',\n",
       " '20180914',\n",
       " '20180925',\n",
       " '20180822']"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "## Dates\n",
    "soybean_maturity_trials.dates"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['red', 'green', 'blue']"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "## Bands\n",
    "soybean_maturity_trials.bands_name"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Vegetation index calculation"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Here we indicate the name of each band and automatically calculates the vegetation index with the mean of each band obtain initially."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [],
   "source": [
    "soybean_maturity_trials.RGB_VI(Red='red',\n",
    "                               Green='green',\n",
    "                               Blue='blue')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [
    {
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       "      <td>66.221357</td>\n",
       "      <td>36</td>\n",
       "      <td>POLYGON ((315766.706 4900905.024, 315766.797 4...</td>\n",
       "      <td>0.130579</td>\n",
       "      <td>-0.058827</td>\n",
       "      <td>-0.073019</td>\n",
       "      <td>0.888882</td>\n",
       "      <td>1.240987</td>\n",
       "      <td>-0.226936</td>\n",
       "      <td>-0.300382</td>\n",
       "      <td>0.226560</td>\n",
       "      <td>-0.166193</td>\n",
       "      <td>74.076352</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>276</th>\n",
       "      <td>A37</td>\n",
       "      <td>37</td>\n",
       "      <td>20180822</td>\n",
       "      <td>136.729144</td>\n",
       "      <td>132.977354</td>\n",
       "      <td>65.556033</td>\n",
       "      <td>37</td>\n",
       "      <td>POLYGON ((315766.797 4900906.614, 315766.888 4...</td>\n",
       "      <td>0.135976</td>\n",
       "      <td>-0.013911</td>\n",
       "      <td>-0.018378</td>\n",
       "      <td>0.972560</td>\n",
       "      <td>1.242300</td>\n",
       "      <td>-0.046035</td>\n",
       "      <td>-0.314751</td>\n",
       "      <td>0.174321</td>\n",
       "      <td>-0.122886</td>\n",
       "      <td>63.669531</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>277</th>\n",
       "      <td>A38</td>\n",
       "      <td>38</td>\n",
       "      <td>20180822</td>\n",
       "      <td>172.049946</td>\n",
       "      <td>149.099982</td>\n",
       "      <td>72.017723</td>\n",
       "      <td>38</td>\n",
       "      <td>POLYGON ((315766.888 4900908.203, 315766.98 49...</td>\n",
       "      <td>0.099826</td>\n",
       "      <td>-0.071462</td>\n",
       "      <td>-0.092120</td>\n",
       "      <td>0.866609</td>\n",
       "      <td>1.158160</td>\n",
       "      <td>-0.268822</td>\n",
       "      <td>-0.221792</td>\n",
       "      <td>0.233412</td>\n",
       "      <td>-0.122785</td>\n",
       "      <td>54.132295</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>278</th>\n",
       "      <td>A39</td>\n",
       "      <td>39</td>\n",
       "      <td>20180822</td>\n",
       "      <td>168.456856</td>\n",
       "      <td>148.907537</td>\n",
       "      <td>77.885965</td>\n",
       "      <td>39</td>\n",
       "      <td>POLYGON ((315766.98 4900909.792, 315767.071 49...</td>\n",
       "      <td>0.094591</td>\n",
       "      <td>-0.061599</td>\n",
       "      <td>-0.081633</td>\n",
       "      <td>0.883951</td>\n",
       "      <td>1.142859</td>\n",
       "      <td>-0.219700</td>\n",
       "      <td>-0.208946</td>\n",
       "      <td>0.219942</td>\n",
       "      <td>-0.100866</td>\n",
       "      <td>51.472252</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>279</th>\n",
       "      <td>A40</td>\n",
       "      <td>40</td>\n",
       "      <td>20180822</td>\n",
       "      <td>165.518081</td>\n",
       "      <td>158.945220</td>\n",
       "      <td>65.520587</td>\n",
       "      <td>40</td>\n",
       "      <td>POLYGON ((315767.071 4900911.382, 315767.162 4...</td>\n",
       "      <td>0.158220</td>\n",
       "      <td>-0.020258</td>\n",
       "      <td>-0.025383</td>\n",
       "      <td>0.960289</td>\n",
       "      <td>1.307446</td>\n",
       "      <td>-0.072155</td>\n",
       "      <td>-0.375919</td>\n",
       "      <td>0.186623</td>\n",
       "      <td>-0.172357</td>\n",
       "      <td>86.851772</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>280 rows × 18 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "      id fid      date         red       green       blue  ID  \\\n",
       "0     A1   1  20180917  196.813842  147.758235  89.487787   1   \n",
       "1     A2   2  20180917  195.660992  144.670984  81.919041   2   \n",
       "2     A3   3  20180917  193.712169  142.281756  83.328056   3   \n",
       "3     A4   4  20180917  190.801443  144.724556  92.567450   4   \n",
       "4     A5   5  20180917  190.149981  142.098723  88.865285   5   \n",
       "..   ...  ..       ...         ...         ...        ...  ..   \n",
       "275  A36  36  20180822  180.385965  160.341837  66.221357  36   \n",
       "276  A37  37  20180822  136.729144  132.977354  65.556033  37   \n",
       "277  A38  38  20180822  172.049946  149.099982  72.017723  38   \n",
       "278  A39  39  20180822  168.456856  148.907537  77.885965  39   \n",
       "279  A40  40  20180822  165.518081  158.945220  65.520587  40   \n",
       "\n",
       "                                              geometry      VDVI     NGRDI  \\\n",
       "0    POLYGON ((315803.555 4900902.953, 315803.647 4...  0.015838 -0.142367   \n",
       "1    POLYGON ((315803.647 4900904.542, 315803.738 4...  0.020747 -0.149824   \n",
       "2    POLYGON ((315803.738 4900906.132, 315803.829 4...  0.013396 -0.153069   \n",
       "3    POLYGON ((315803.829 4900907.721, 315803.921 4...  0.010615 -0.137327   \n",
       "4    POLYGON ((315803.921 4900909.31, 315804.012 49...  0.009201 -0.144624   \n",
       "..                                                 ...       ...       ...   \n",
       "275  POLYGON ((315766.706 4900905.024, 315766.797 4...  0.130579 -0.058827   \n",
       "276  POLYGON ((315766.797 4900906.614, 315766.888 4...  0.135976 -0.013911   \n",
       "277  POLYGON ((315766.888 4900908.203, 315766.98 49...  0.099826 -0.071462   \n",
       "278  POLYGON ((315766.98 4900909.792, 315767.071 49...  0.094591 -0.061599   \n",
       "279  POLYGON ((315767.071 4900911.382, 315767.162 4...  0.158220 -0.020258   \n",
       "\n",
       "         VARI      GRRI       VEG     MGRVI       GLI       ExR       ExB  \\\n",
       "0   -0.192311  0.750751  0.976066 -0.566450 -0.032186  0.294386 -0.051779   \n",
       "1   -0.197320  0.739396  0.988077 -0.627832 -0.042373  0.306108 -0.071011   \n",
       "2   -0.203551  0.734501  0.972729 -0.635594 -0.027156  0.307437 -0.061105   \n",
       "3   -0.189649  0.758509  0.965081 -0.523820 -0.021457  0.285913 -0.035343   \n",
       "4   -0.197430  0.747298  0.962731 -0.568369 -0.018573  0.294721 -0.042001   \n",
       "..        ...       ...       ...       ...       ...       ...       ...   \n",
       "275 -0.073019  0.888882  1.240987 -0.226936 -0.300382  0.226560 -0.166193   \n",
       "276 -0.018378  0.972560  1.242300 -0.046035 -0.314751  0.174321 -0.122886   \n",
       "277 -0.092120  0.866609  1.158160 -0.268822 -0.221792  0.233412 -0.122785   \n",
       "278 -0.081633  0.883951  1.142859 -0.219700 -0.208946  0.219942 -0.100866   \n",
       "279 -0.025383  0.960289  1.307446 -0.072155 -0.375919  0.186623 -0.172357   \n",
       "\n",
       "           ExG  \n",
       "0     9.214841  \n",
       "1    11.761936  \n",
       "2     7.523288  \n",
       "3     6.080218  \n",
       "4     5.182180  \n",
       "..         ...  \n",
       "275  74.076352  \n",
       "276  63.669531  \n",
       "277  54.132295  \n",
       "278  51.472252  \n",
       "279  86.851772  \n",
       "\n",
       "[280 rows x 18 columns]"
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "soybean_maturity_trials.ldata"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Plotting the data "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "One of the most usefull functionalities is to plot time series to understand the beheivior of that plot through it's cycle. For that it is very simple. Here is were the unique id column comes in handy just changing the id value you can visualize the desired plot. Dates appear in the x axis mean while in the y axis the selected index displays. At the top the images of the plot in a time series manner is diplayed as equally spaced."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(<Axes: >, <Axes: xlabel='Flight dates', ylabel='VDVI'>)"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 8 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "soybean_maturity_trials.plot.RGB_image_timeline(band_name='VDVI',\n",
    "                                                n_id = 'A40',\n",
    "                                                Red ='red',\n",
    "                                                Green='green',\n",
    "                                                Blue ='blue')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Setting days true changes the x axist from dates flown to days flown counting as 0 day the initial date."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(<Axes: >, <Axes: xlabel='Flight days', ylabel='ExR'>)"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 8 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "soybean_maturity_trials.plot.RGB_image_timeline(band_name='ExR',\n",
    "                                                n_id = 'A40',\n",
    "                                                Red ='red',\n",
    "                                                Green='green',\n",
    "                                                Blue ='blue',\n",
    "                                                days = True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Days to senecence prediction"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The method provided for predicting the senecence of a plot is very intuitive. It Work's by setting a threshold for a given feature. The algorithm returns the day of the event. Here three cases can happen. The threshold is inside the times series, is uppper or lower form it. For those outsiede the range. The prediction may not be the best. The assumptions of this method is that every plot has the same proportion of vegetation and soil."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Plot Id: A8 threshold is upper than range\n",
      "Plot Id: A9 threshold is upper than range\n",
      "Plot Id: A15 threshold is upper than range\n",
      "Plot Id: A18 threshold is upper than range\n",
      "Plot Id: A30 threshold is upper than range\n",
      "Plot Id: A34 threshold is upper than range\n",
      "Plot Id: A35 threshold is upper than range\n",
      "Plot Id: A39 threshold is upper than range\n"
     ]
    }
   ],
   "source": [
    "preds = soybean_maturity_trials.get_threshold_estimation(band = 'VDVI',\n",
    "                                                         threshold = 0.1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>id</th>\n",
       "      <th>fid</th>\n",
       "      <th>date</th>\n",
       "      <th>red</th>\n",
       "      <th>green</th>\n",
       "      <th>blue</th>\n",
       "      <th>ID</th>\n",
       "      <th>geometry</th>\n",
       "      <th>VDVI</th>\n",
       "      <th>NGRDI</th>\n",
       "      <th>...</th>\n",
       "      <th>GRRI</th>\n",
       "      <th>VEG</th>\n",
       "      <th>MGRVI</th>\n",
       "      <th>GLI</th>\n",
       "      <th>ExR</th>\n",
       "      <th>ExB</th>\n",
       "      <th>ExG</th>\n",
       "      <th>num_day</th>\n",
       "      <th>dpred</th>\n",
       "      <th>in_range</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>A1</td>\n",
       "      <td>1</td>\n",
       "      <td>20180917</td>\n",
       "      <td>196.813842</td>\n",
       "      <td>147.758235</td>\n",
       "      <td>89.487787</td>\n",
       "      <td>1</td>\n",
       "      <td>POLYGON ((315803.555 4900902.953, 315803.647 4...</td>\n",
       "      <td>0.015838</td>\n",
       "      <td>-0.142367</td>\n",
       "      <td>...</td>\n",
       "      <td>0.750751</td>\n",
       "      <td>0.976066</td>\n",
       "      <td>-0.566450</td>\n",
       "      <td>-0.032186</td>\n",
       "      <td>0.294386</td>\n",
       "      <td>-0.051779</td>\n",
       "      <td>9.214841</td>\n",
       "      <td>33</td>\n",
       "      <td>26.0</td>\n",
       "      <td>IN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>A2</td>\n",
       "      <td>2</td>\n",
       "      <td>20180917</td>\n",
       "      <td>195.660992</td>\n",
       "      <td>144.670984</td>\n",
       "      <td>81.919041</td>\n",
       "      <td>2</td>\n",
       "      <td>POLYGON ((315803.647 4900904.542, 315803.738 4...</td>\n",
       "      <td>0.020747</td>\n",
       "      <td>-0.149824</td>\n",
       "      <td>...</td>\n",
       "      <td>0.739396</td>\n",
       "      <td>0.988077</td>\n",
       "      <td>-0.627832</td>\n",
       "      <td>-0.042373</td>\n",
       "      <td>0.306108</td>\n",
       "      <td>-0.071011</td>\n",
       "      <td>11.761936</td>\n",
       "      <td>33</td>\n",
       "      <td>27.0</td>\n",
       "      <td>IN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>A3</td>\n",
       "      <td>3</td>\n",
       "      <td>20180917</td>\n",
       "      <td>193.712169</td>\n",
       "      <td>142.281756</td>\n",
       "      <td>83.328056</td>\n",
       "      <td>3</td>\n",
       "      <td>POLYGON ((315803.738 4900906.132, 315803.829 4...</td>\n",
       "      <td>0.013396</td>\n",
       "      <td>-0.153069</td>\n",
       "      <td>...</td>\n",
       "      <td>0.734501</td>\n",
       "      <td>0.972729</td>\n",
       "      <td>-0.635594</td>\n",
       "      <td>-0.027156</td>\n",
       "      <td>0.307437</td>\n",
       "      <td>-0.061105</td>\n",
       "      <td>7.523288</td>\n",
       "      <td>33</td>\n",
       "      <td>25.0</td>\n",
       "      <td>IN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>A4</td>\n",
       "      <td>4</td>\n",
       "      <td>20180917</td>\n",
       "      <td>190.801443</td>\n",
       "      <td>144.724556</td>\n",
       "      <td>92.567450</td>\n",
       "      <td>4</td>\n",
       "      <td>POLYGON ((315803.829 4900907.721, 315803.921 4...</td>\n",
       "      <td>0.010615</td>\n",
       "      <td>-0.137327</td>\n",
       "      <td>...</td>\n",
       "      <td>0.758509</td>\n",
       "      <td>0.965081</td>\n",
       "      <td>-0.523820</td>\n",
       "      <td>-0.021457</td>\n",
       "      <td>0.285913</td>\n",
       "      <td>-0.035343</td>\n",
       "      <td>6.080218</td>\n",
       "      <td>33</td>\n",
       "      <td>4.0</td>\n",
       "      <td>IN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>A5</td>\n",
       "      <td>5</td>\n",
       "      <td>20180917</td>\n",
       "      <td>190.149981</td>\n",
       "      <td>142.098723</td>\n",
       "      <td>88.865285</td>\n",
       "      <td>5</td>\n",
       "      <td>POLYGON ((315803.921 4900909.31, 315804.012 49...</td>\n",
       "      <td>0.009201</td>\n",
       "      <td>-0.144624</td>\n",
       "      <td>...</td>\n",
       "      <td>0.747298</td>\n",
       "      <td>0.962731</td>\n",
       "      <td>-0.568369</td>\n",
       "      <td>-0.018573</td>\n",
       "      <td>0.294721</td>\n",
       "      <td>-0.042001</td>\n",
       "      <td>5.182180</td>\n",
       "      <td>33</td>\n",
       "      <td>16.0</td>\n",
       "      <td>IN</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 21 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "   id fid      date         red       green       blue  ID  \\\n",
       "0  A1   1  20180917  196.813842  147.758235  89.487787   1   \n",
       "1  A2   2  20180917  195.660992  144.670984  81.919041   2   \n",
       "2  A3   3  20180917  193.712169  142.281756  83.328056   3   \n",
       "3  A4   4  20180917  190.801443  144.724556  92.567450   4   \n",
       "4  A5   5  20180917  190.149981  142.098723  88.865285   5   \n",
       "\n",
       "                                            geometry      VDVI     NGRDI  ...  \\\n",
       "0  POLYGON ((315803.555 4900902.953, 315803.647 4...  0.015838 -0.142367  ...   \n",
       "1  POLYGON ((315803.647 4900904.542, 315803.738 4...  0.020747 -0.149824  ...   \n",
       "2  POLYGON ((315803.738 4900906.132, 315803.829 4...  0.013396 -0.153069  ...   \n",
       "3  POLYGON ((315803.829 4900907.721, 315803.921 4...  0.010615 -0.137327  ...   \n",
       "4  POLYGON ((315803.921 4900909.31, 315804.012 49...  0.009201 -0.144624  ...   \n",
       "\n",
       "       GRRI       VEG     MGRVI       GLI       ExR       ExB        ExG  \\\n",
       "0  0.750751  0.976066 -0.566450 -0.032186  0.294386 -0.051779   9.214841   \n",
       "1  0.739396  0.988077 -0.627832 -0.042373  0.306108 -0.071011  11.761936   \n",
       "2  0.734501  0.972729 -0.635594 -0.027156  0.307437 -0.061105   7.523288   \n",
       "3  0.758509  0.965081 -0.523820 -0.021457  0.285913 -0.035343   6.080218   \n",
       "4  0.747298  0.962731 -0.568369 -0.018573  0.294721 -0.042001   5.182180   \n",
       "\n",
       "   num_day  dpred  in_range  \n",
       "0       33   26.0        IN  \n",
       "1       33   27.0        IN  \n",
       "2       33   25.0        IN  \n",
       "3       33    4.0        IN  \n",
       "4       33   16.0        IN  \n",
       "\n",
       "[5 rows x 21 columns]"
      ]
     },
     "execution_count": 33,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "preds.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Data origin\n",
    "\n",
    "The data used in this tutorial is open source and comes from:\n",
    "\n",
    "Lorenz, A. J. (2020). Optimization of temporal UAS-based imagery anal-ysis to estimate plant maturity date for soybean breeding. CyVerseData Commons. https://doi.org/10.25739/bc4f-x382"
   ]
  }
 ],
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