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hybridPOT/demand_mapping/Preprocessing/Preprocess_energy_reference_area.ipynb
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{
"cells": [
{
"cell_type": "code",
"execution_count": 210,
"id": "extended-century",
"metadata": {},
"outputs": [],
"source": [
"import pandas as pd\n",
"import numpy as np\n",
"import xarray as xr\n",
"import geopandas as gpd\n",
"\n",
"from sklearn.metrics import r2_score\n",
"\n",
"%matplotlib notebook\n",
"import matplotlib.pyplot as plt\n",
"import matplotlib\n",
"\n",
"import os\n",
"import time"
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "beautiful-stevens",
"metadata": {},
"outputs": [],
"source": [
"def format_df(df, cmap, decimals = 3, vmin = None, vmax = None):\n",
" if vmin is None: vmin = df.min().min()\n",
" if vmax is None: vmax = df.max().max()\n",
" return df.style.background_gradient(cmap=cmap, vmin = vmin, vmax = vmax).format('{:.%d}' %decimals) # Formatting"
]
},
{
"cell_type": "markdown",
"id": "tropical-fossil",
"metadata": {},
"source": [
"# 1. Load data"
]
},
{
"cell_type": "markdown",
"id": "listed-thought",
"metadata": {},
"source": [
"## 1.1 GWR"
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "accompanied-behalf",
"metadata": {},
"outputs": [],
"source": [
"GWR_fp = '/work/hyenergy/raw/BFS/GWR_Reg-BL/GWR_MADD_Export_MADD-20200715-A3_20200722' # 'D:\\Building_data\\OFS\\Buildings\\'"
]
},
{
"cell_type": "markdown",
"id": "touched-keyboard",
"metadata": {},
"source": [
"### Building information"
]
},
{
"cell_type": "code",
"execution_count": 4,
"id": "fatal-discrimination",
"metadata": {},
"outputs": [],
"source": [
"BLD_fp = 'GWR_MADD_GEB-10_Data_MADD-20200715-A3_20200722.dsv'\n",
"BLD_cols = ['EGID', 'GSTAT', 'GKAT', 'GKLAS', 'GGDENR', 'GAREA', 'GASTW', 'Create_Date']\n",
"GWR = pd.read_csv(os.path.join(GWR_fp, BLD_fp), sep = '\\t', usecols = BLD_cols)\n",
"GWR['Create_Date'] = pd.to_datetime(GWR.Create_Date)\n",
"\n",
"# Extract only those dwellings that are currently active (\"Gebäude bestehend\") and which were added before 31/12/19\n",
"BLD = GWR[(GWR.GSTAT == 1004) & (GWR.Create_Date < '01/01/2020')].copy()"
]
},
{
"cell_type": "code",
"execution_count": 5,
"id": "polyphonic-right",
"metadata": {
"scrolled": true
},
"outputs": [
{
"data": {
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"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>EGID</th>\n",
" <th>GSTAT</th>\n",
" <th>GKAT</th>\n",
" <th>GKLAS</th>\n",
" <th>GAREA</th>\n",
" <th>GASTW</th>\n",
" <th>GGDENR</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>count</th>\n",
" <td>2.191943e+06</td>\n",
" <td>2191943.0</td>\n",
" <td>2.191901e+06</td>\n",
" <td>2.047338e+06</td>\n",
" <td>1.657222e+06</td>\n",
" <td>1.901725e+06</td>\n",
" <td>2.191943e+06</td>\n",
" </tr>\n",
" <tr>\n",
" <th>mean</th>\n",
" <td>7.864701e+07</td>\n",
" <td>1004.0</td>\n",
" <td>1.029862e+03</td>\n",
" <td>1.140025e+03</td>\n",
" <td>2.001848e+02</td>\n",
" <td>2.595640e+00</td>\n",
" <td>2.963442e+03</td>\n",
" </tr>\n",
" <tr>\n",
" <th>std</th>\n",
" <td>1.160586e+08</td>\n",
" <td>0.0</td>\n",
" <td>1.663738e+01</td>\n",
" <td>5.598448e+01</td>\n",
" <td>4.990320e+02</td>\n",
" <td>1.246626e+00</td>\n",
" <td>2.141551e+03</td>\n",
" </tr>\n",
" <tr>\n",
" <th>min</th>\n",
" <td>1.000000e+00</td>\n",
" <td>1004.0</td>\n",
" <td>1.010000e+03</td>\n",
" <td>1.110000e+03</td>\n",
" <td>1.000000e+00</td>\n",
" <td>1.000000e+00</td>\n",
" <td>1.000000e+00</td>\n",
" </tr>\n",
" <tr>\n",
" <th>25%</th>\n",
" <td>8.106415e+05</td>\n",
" <td>1004.0</td>\n",
" <td>1.020000e+03</td>\n",
" <td>1.110000e+03</td>\n",
" <td>7.900000e+01</td>\n",
" <td>2.000000e+00</td>\n",
" <td>8.430000e+02</td>\n",
" </tr>\n",
" <tr>\n",
" <th>50%</th>\n",
" <td>1.615191e+06</td>\n",
" <td>1004.0</td>\n",
" <td>1.020000e+03</td>\n",
" <td>1.110000e+03</td>\n",
" <td>1.190000e+02</td>\n",
" <td>2.000000e+00</td>\n",
" <td>2.869000e+03</td>\n",
" </tr>\n",
" <tr>\n",
" <th>75%</th>\n",
" <td>1.906382e+08</td>\n",
" <td>1004.0</td>\n",
" <td>1.030000e+03</td>\n",
" <td>1.122000e+03</td>\n",
" <td>1.950000e+02</td>\n",
" <td>3.000000e+00</td>\n",
" <td>4.831000e+03</td>\n",
" </tr>\n",
" <tr>\n",
" <th>max</th>\n",
" <td>5.020034e+08</td>\n",
" <td>1004.0</td>\n",
" <td>1.080000e+03</td>\n",
" <td>1.278000e+03</td>\n",
" <td>9.954500e+04</td>\n",
" <td>4.900000e+01</td>\n",
" <td>6.810000e+03</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" EGID GSTAT GKAT GKLAS GAREA \\\n",
"count 2.191943e+06 2191943.0 2.191901e+06 2.047338e+06 1.657222e+06 \n",
"mean 7.864701e+07 1004.0 1.029862e+03 1.140025e+03 2.001848e+02 \n",
"std 1.160586e+08 0.0 1.663738e+01 5.598448e+01 4.990320e+02 \n",
"min 1.000000e+00 1004.0 1.010000e+03 1.110000e+03 1.000000e+00 \n",
"25% 8.106415e+05 1004.0 1.020000e+03 1.110000e+03 7.900000e+01 \n",
"50% 1.615191e+06 1004.0 1.020000e+03 1.110000e+03 1.190000e+02 \n",
"75% 1.906382e+08 1004.0 1.030000e+03 1.122000e+03 1.950000e+02 \n",
"max 5.020034e+08 1004.0 1.080000e+03 1.278000e+03 9.954500e+04 \n",
"\n",
" GASTW GGDENR \n",
"count 1.901725e+06 2.191943e+06 \n",
"mean 2.595640e+00 2.963442e+03 \n",
"std 1.246626e+00 2.141551e+03 \n",
"min 1.000000e+00 1.000000e+00 \n",
"25% 2.000000e+00 8.430000e+02 \n",
"50% 2.000000e+00 2.869000e+03 \n",
"75% 3.000000e+00 4.831000e+03 \n",
"max 4.900000e+01 6.810000e+03 "
]
},
"execution_count": 5,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"BLD.describe()"
]
},
{
"cell_type": "markdown",
"id": "controversial-activation",
"metadata": {},
"source": [
"### Dwelling information"
]
},
{
"cell_type": "code",
"execution_count": 6,
"id": "scenic-tract",
"metadata": {},
"outputs": [],
"source": [
"DWL_fp = 'GWR_MADD_WHG-10_Data_MADD-20200715-A3_20200722.dsv'\n",
"DWL_cols = ['EGID', 'EWID', 'WSTAT', 'WNART', 'WAREA']\n",
"DWL = pd.read_csv(os.path.join(GWR_fp, DWL_fp), sep = '\\t', usecols = DWL_cols)\n",
"\n",
"# Extract only those dwellings that are currently active (\"Wohnung bestehend\")\n",
"DWL = DWL[DWL.WSTAT == 3004]"
]
},
{
"cell_type": "code",
"execution_count": 7,
"id": "neural-alexandria",
"metadata": {
"scrolled": true
},
"outputs": [
{
"data": {
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"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>EGID</th>\n",
" <th>EWID</th>\n",
" <th>WAREA</th>\n",
" <th>WSTAT</th>\n",
" <th>WNART</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>count</th>\n",
" <td>4.629136e+06</td>\n",
" <td>4.629136e+06</td>\n",
" <td>4.482877e+06</td>\n",
" <td>4629136.0</td>\n",
" <td>4.067703e+06</td>\n",
" </tr>\n",
" <tr>\n",
" <th>mean</th>\n",
" <td>4.656717e+07</td>\n",
" <td>5.955032e+00</td>\n",
" <td>9.932637e+01</td>\n",
" <td>3004.0</td>\n",
" <td>3.010924e+03</td>\n",
" </tr>\n",
" <tr>\n",
" <th>std</th>\n",
" <td>9.007920e+07</td>\n",
" <td>1.112068e+01</td>\n",
" <td>5.159214e+01</td>\n",
" <td>0.0</td>\n",
" <td>4.468265e+00</td>\n",
" </tr>\n",
" <tr>\n",
" <th>min</th>\n",
" <td>1.000000e+00</td>\n",
" <td>1.000000e+00</td>\n",
" <td>1.000000e+00</td>\n",
" <td>3004.0</td>\n",
" <td>3.010000e+03</td>\n",
" </tr>\n",
" <tr>\n",
" <th>25%</th>\n",
" <td>5.711578e+05</td>\n",
" <td>1.000000e+00</td>\n",
" <td>6.600000e+01</td>\n",
" <td>3004.0</td>\n",
" <td>3.010000e+03</td>\n",
" </tr>\n",
" <tr>\n",
" <th>50%</th>\n",
" <td>1.234362e+06</td>\n",
" <td>3.000000e+00</td>\n",
" <td>9.000000e+01</td>\n",
" <td>3004.0</td>\n",
" <td>3.010000e+03</td>\n",
" </tr>\n",
" <tr>\n",
" <th>75%</th>\n",
" <td>1.110852e+07</td>\n",
" <td>7.000000e+00</td>\n",
" <td>1.200000e+02</td>\n",
" <td>3004.0</td>\n",
" <td>3.010000e+03</td>\n",
" </tr>\n",
" <tr>\n",
" <th>max</th>\n",
" <td>5.020117e+08</td>\n",
" <td>6.080000e+02</td>\n",
" <td>2.000000e+03</td>\n",
" <td>3004.0</td>\n",
" <td>3.070000e+03</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" EGID EWID WAREA WSTAT WNART\n",
"count 4.629136e+06 4.629136e+06 4.482877e+06 4629136.0 4.067703e+06\n",
"mean 4.656717e+07 5.955032e+00 9.932637e+01 3004.0 3.010924e+03\n",
"std 9.007920e+07 1.112068e+01 5.159214e+01 0.0 4.468265e+00\n",
"min 1.000000e+00 1.000000e+00 1.000000e+00 3004.0 3.010000e+03\n",
"25% 5.711578e+05 1.000000e+00 6.600000e+01 3004.0 3.010000e+03\n",
"50% 1.234362e+06 3.000000e+00 9.000000e+01 3004.0 3.010000e+03\n",
"75% 1.110852e+07 7.000000e+00 1.200000e+02 3004.0 3.010000e+03\n",
"max 5.020117e+08 6.080000e+02 2.000000e+03 3004.0 3.070000e+03"
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"DWL.describe()"
]
},
{
"cell_type": "markdown",
"id": "iraqi-conflict",
"metadata": {},
"source": [
"### Residential buildings"
]
},
{
"cell_type": "code",
"execution_count": 8,
"id": "seventh-settle",
"metadata": {},
"outputs": [],
"source": [
"BLD_fp = '/work/hyenergy/output/buildings'"
]
},
{
"cell_type": "code",
"execution_count": 9,
"id": "bibliographic-witness",
"metadata": {},
"outputs": [],
"source": [
"RES = pd.read_csv(os.path.join(BLD_fp,'GWR_residential.csv'))"
]
},
{
"cell_type": "code",
"execution_count": 10,
"id": "nervous-gross",
"metadata": {},
"outputs": [
{
"data": {
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"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>EGID</th>\n",
" <th>GGDENR</th>\n",
" <th>GDEKT</th>\n",
" <th>GKODE</th>\n",
" <th>GKODN</th>\n",
" <th>N_DWL_RES</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>1</td>\n",
" <td>2.0</td>\n",
" <td>ZH</td>\n",
" <td>2676465.140</td>\n",
" <td>1235849.103</td>\n",
" <td>2.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>3</td>\n",
" <td>2.0</td>\n",
" <td>ZH</td>\n",
" <td>2676529.561</td>\n",
" <td>1236015.749</td>\n",
" <td>1.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>4</td>\n",
" <td>2.0</td>\n",
" <td>ZH</td>\n",
" <td>2676510.997</td>\n",
" <td>1235979.419</td>\n",
" <td>1.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>5</td>\n",
" <td>2.0</td>\n",
" <td>ZH</td>\n",
" <td>2676506.529</td>\n",
" <td>1236015.595</td>\n",
" <td>1.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>6</td>\n",
" <td>2.0</td>\n",
" <td>ZH</td>\n",
" <td>2676485.838</td>\n",
" <td>1235978.300</td>\n",
" <td>1.0</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" EGID GGDENR GDEKT GKODE GKODN N_DWL_RES\n",
"0 1 2.0 ZH 2676465.140 1235849.103 2.0\n",
"1 3 2.0 ZH 2676529.561 1236015.749 1.0\n",
"2 4 2.0 ZH 2676510.997 1235979.419 1.0\n",
"3 5 2.0 ZH 2676506.529 1236015.595 1.0\n",
"4 6 2.0 ZH 2676485.838 1235978.300 1.0"
]
},
"execution_count": 10,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"RES.head()"
]
},
{
"cell_type": "markdown",
"id": "heavy-scholarship",
"metadata": {},
"source": [
"### Merge dwellings and buildings"
]
},
{
"cell_type": "code",
"execution_count": 11,
"id": "furnished-marsh",
"metadata": {},
"outputs": [],
"source": [
"DWL_w_GWR = DWL.merge(BLD, on = 'EGID')"
]
},
{
"cell_type": "code",
"execution_count": 12,
"id": "royal-generator",
"metadata": {},
"outputs": [
{
"data": {
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" <th></th>\n",
" <th>EGID</th>\n",
" <th>EWID</th>\n",
" <th>WAREA</th>\n",
" <th>WSTAT</th>\n",
" <th>WNART</th>\n",
" <th>GSTAT</th>\n",
" <th>GKAT</th>\n",
" <th>GKLAS</th>\n",
" <th>GAREA</th>\n",
" <th>GASTW</th>\n",
" <th>Create_Date</th>\n",
" <th>GGDENR</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>1600000</td>\n",
" <td>3</td>\n",
" <td>70.0</td>\n",
" <td>3004</td>\n",
" <td>3010.0</td>\n",
" <td>1004.0</td>\n",
" <td>1020.0</td>\n",
" <td>1122.0</td>\n",
" <td>NaN</td>\n",
" <td>3.0</td>\n",
" <td>2001-11-29</td>\n",
" <td>1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>1600000</td>\n",
" <td>6</td>\n",
" <td>139.0</td>\n",
" <td>3004</td>\n",
" <td>3010.0</td>\n",
" <td>1004.0</td>\n",
" <td>1020.0</td>\n",
" <td>1122.0</td>\n",
" <td>NaN</td>\n",
" <td>3.0</td>\n",
" <td>2001-11-29</td>\n",
" <td>1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>1600000</td>\n",
" <td>7</td>\n",
" <td>70.0</td>\n",
" <td>3004</td>\n",
" <td>3010.0</td>\n",
" <td>1004.0</td>\n",
" <td>1020.0</td>\n",
" <td>1122.0</td>\n",
" <td>NaN</td>\n",
" <td>3.0</td>\n",
" <td>2001-11-29</td>\n",
" <td>1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>1600001</td>\n",
" <td>1</td>\n",
" <td>90.0</td>\n",
" <td>3004</td>\n",
" <td>3010.0</td>\n",
" <td>1004.0</td>\n",
" <td>1030.0</td>\n",
" <td>1110.0</td>\n",
" <td>NaN</td>\n",
" <td>2.0</td>\n",
" <td>2001-11-29</td>\n",
" <td>1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>1600002</td>\n",
" <td>1</td>\n",
" <td>NaN</td>\n",
" <td>3004</td>\n",
" <td>NaN</td>\n",
" <td>1004.0</td>\n",
" <td>1030.0</td>\n",
" <td>1121.0</td>\n",
" <td>NaN</td>\n",
" <td>3.0</td>\n",
" <td>2001-11-29</td>\n",
" <td>1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>...</th>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4625222</th>\n",
" <td>191794387</td>\n",
" <td>1</td>\n",
" <td>122.0</td>\n",
" <td>3004</td>\n",
" <td>3010.0</td>\n",
" <td>1004.0</td>\n",
" <td>1020.0</td>\n",
" <td>1110.0</td>\n",
" <td>122.0</td>\n",
" <td>2.0</td>\n",
" <td>2019-06-18</td>\n",
" <td>6810</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4625223</th>\n",
" <td>191832660</td>\n",
" <td>1</td>\n",
" <td>112.0</td>\n",
" <td>3004</td>\n",
" <td>3010.0</td>\n",
" <td>1004.0</td>\n",
" <td>1040.0</td>\n",
" <td>1251.0</td>\n",
" <td>111.0</td>\n",
" <td>1.0</td>\n",
" <td>2019-10-22</td>\n",
" <td>6810</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4625224</th>\n",
" <td>191834680</td>\n",
" <td>1</td>\n",
" <td>67.0</td>\n",
" <td>3004</td>\n",
" <td>NaN</td>\n",
" <td>1004.0</td>\n",
" <td>1020.0</td>\n",
" <td>1110.0</td>\n",
" <td>89.0</td>\n",
" <td>2.0</td>\n",
" <td>2019-10-29</td>\n",
" <td>6810</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4625225</th>\n",
" <td>400002711</td>\n",
" <td>1</td>\n",
" <td>350.0</td>\n",
" <td>3004</td>\n",
" <td>3010.0</td>\n",
" <td>1004.0</td>\n",
" <td>1020.0</td>\n",
" <td>1110.0</td>\n",
" <td>160.0</td>\n",
" <td>3.0</td>\n",
" <td>2007-12-19</td>\n",
" <td>6810</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4625226</th>\n",
" <td>400002738</td>\n",
" <td>1</td>\n",
" <td>180.0</td>\n",
" <td>3004</td>\n",
" <td>3010.0</td>\n",
" <td>1004.0</td>\n",
" <td>1020.0</td>\n",
" <td>1110.0</td>\n",
" <td>121.0</td>\n",
" <td>1.0</td>\n",
" <td>2007-12-19</td>\n",
" <td>6810</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"<p>4625227 rows × 12 columns</p>\n",
"</div>"
],
"text/plain": [
" EGID EWID WAREA WSTAT WNART GSTAT GKAT GKLAS GAREA \\\n",
"0 1600000 3 70.0 3004 3010.0 1004.0 1020.0 1122.0 NaN \n",
"1 1600000 6 139.0 3004 3010.0 1004.0 1020.0 1122.0 NaN \n",
"2 1600000 7 70.0 3004 3010.0 1004.0 1020.0 1122.0 NaN \n",
"3 1600001 1 90.0 3004 3010.0 1004.0 1030.0 1110.0 NaN \n",
"4 1600002 1 NaN 3004 NaN 1004.0 1030.0 1121.0 NaN \n",
"... ... ... ... ... ... ... ... ... ... \n",
"4625222 191794387 1 122.0 3004 3010.0 1004.0 1020.0 1110.0 122.0 \n",
"4625223 191832660 1 112.0 3004 3010.0 1004.0 1040.0 1251.0 111.0 \n",
"4625224 191834680 1 67.0 3004 NaN 1004.0 1020.0 1110.0 89.0 \n",
"4625225 400002711 1 350.0 3004 3010.0 1004.0 1020.0 1110.0 160.0 \n",
"4625226 400002738 1 180.0 3004 3010.0 1004.0 1020.0 1110.0 121.0 \n",
"\n",
" GASTW Create_Date GGDENR \n",
"0 3.0 2001-11-29 1 \n",
"1 3.0 2001-11-29 1 \n",
"2 3.0 2001-11-29 1 \n",
"3 2.0 2001-11-29 1 \n",
"4 3.0 2001-11-29 1 \n",
"... ... ... ... \n",
"4625222 2.0 2019-06-18 6810 \n",
"4625223 1.0 2019-10-22 6810 \n",
"4625224 2.0 2019-10-29 6810 \n",
"4625225 3.0 2007-12-19 6810 \n",
"4625226 1.0 2007-12-19 6810 \n",
"\n",
"[4625227 rows x 12 columns]"
]
},
"execution_count": 12,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"DWL_w_GWR"
]
},
{
"cell_type": "markdown",
"id": "minus-dayton",
"metadata": {},
"source": [
"### Visualise categories"
]
},
{
"cell_type": "code",
"execution_count": 11,
"id": "inappropriate-kitchen",
"metadata": {},
"outputs": [],
"source": [
"GWR_labels = pd.read_csv(os.path.join(GWR_fp, 'MADD_GWR_Codeliste.csv')).set_index('CODE').KURZTEXT_DE"
]
},
{
"cell_type": "code",
"execution_count": 34,
"id": "motivated-photograph",
"metadata": {},
"outputs": [],
"source": [
"BLD_categories = (BLD.groupby(['GKAT', 'GKLAS'], dropna = False).EGID.count().reset_index()\n",
" .pivot(index = 'GKLAS', columns = 'GKAT', values = 'EGID').fillna(0))"
]
},
{
"cell_type": "code",
"execution_count": 35,
"id": "permanent-garlic",
"metadata": {},
"outputs": [],
"source": [
"BLD_categories.columns = BLD_categories.columns.map(GWR_labels)\n",
"BLD_categories.index = BLD_categories.index.map(GWR_labels)"
]
},
{
"cell_type": "code",
"execution_count": 36,
"id": "productive-advisory",
"metadata": {},
"outputs": [],
"source": [
"BLD_categories = pd.concat([BLD_categories.iloc[1:], BLD_categories.iloc[0:1]])\n",
"BLD_categories = pd.concat([BLD_categories.iloc[:,1:], BLD_categories.iloc[:,0:1]], axis = 1)"
]
},
{
"cell_type": "code",
"execution_count": 37,
"id": "intensive-likelihood",
"metadata": {},
"outputs": [],
"source": [
"plt.rcParams[\"axes.prop_cycle\"] = plt.cycler(\"color\", plt.cm.Set2.colors[1:] )"
]
},
{
"cell_type": "code",
"execution_count": 38,
"id": "standing-invalid",
"metadata": {
"scrolled": false
},
"outputs": [
{
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"};\n",
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"};\n",
"\n",
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" properties['figure_id'] = this.id;\n",
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"};\n",
"\n",
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" this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n",
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"};\n",
"\n",
"mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
" var format_dropdown = fig.format_dropdown;\n",
" var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
" fig.ondownload(fig, format);\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_resize = function (fig, msg) {\n",
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" if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n",
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" }\n",
"};\n",
"\n",
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" 0,\n",
" 0,\n",
" fig.canvas.width / fig.ratio,\n",
" fig.canvas.height / fig.ratio\n",
" );\n",
"\n",
" fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
"};\n",
"\n",
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" fig.header.textContent = msg['label'];\n",
"};\n",
"\n",
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" var cursor = msg['cursor'];\n",
" switch (cursor) {\n",
" case 0:\n",
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" case 1:\n",
" cursor = 'default';\n",
" break;\n",
" case 2:\n",
" cursor = 'crosshair';\n",
" break;\n",
" case 3:\n",
" cursor = 'move';\n",
" break;\n",
" }\n",
" fig.rubberband_canvas.style.cursor = cursor;\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_message = function (fig, msg) {\n",
" fig.message.textContent = msg['message'];\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_draw = function (fig, _msg) {\n",
" // Request the server to send over a new figure.\n",
" fig.send_draw_message();\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n",
" fig.image_mode = msg['mode'];\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n",
" for (var key in msg) {\n",
" if (!(key in fig.buttons)) {\n",
" continue;\n",
" }\n",
" fig.buttons[key].disabled = !msg[key];\n",
" fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n",
" if (msg['mode'] === 'PAN') {\n",
" fig.buttons['Pan'].classList.add('active');\n",
" fig.buttons['Zoom'].classList.remove('active');\n",
" } else if (msg['mode'] === 'ZOOM') {\n",
" fig.buttons['Pan'].classList.remove('active');\n",
" fig.buttons['Zoom'].classList.add('active');\n",
" } else {\n",
" fig.buttons['Pan'].classList.remove('active');\n",
" fig.buttons['Zoom'].classList.remove('active');\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function () {\n",
" // Called whenever the canvas gets updated.\n",
" this.send_message('ack', {});\n",
"};\n",
"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function (fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = 'image/png';\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src\n",
" );\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data\n",
" );\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" } else if (\n",
" typeof evt.data === 'string' &&\n",
" evt.data.slice(0, 21) === 'data:image/png;base64'\n",
" ) {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig['handle_' + msg_type];\n",
" } catch (e) {\n",
" console.log(\n",
" \"No handler for the '\" + msg_type + \"' message type: \",\n",
" msg\n",
" );\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\n",
" \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n",
" e,\n",
" e.stack,\n",
" msg\n",
" );\n",
" }\n",
" }\n",
" };\n",
"};\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function (e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e) {\n",
" e = window.event;\n",
" }\n",
" if (e.target) {\n",
" targ = e.target;\n",
" } else if (e.srcElement) {\n",
" targ = e.srcElement;\n",
" }\n",
" if (targ.nodeType === 3) {\n",
" // defeat Safari bug\n",
" targ = targ.parentNode;\n",
" }\n",
"\n",
" // pageX,Y are the mouse positions relative to the document\n",
" var boundingRect = targ.getBoundingClientRect();\n",
" var x = e.pageX - (boundingRect.left + document.body.scrollLeft);\n",
" var y = e.pageY - (boundingRect.top + document.body.scrollTop);\n",
"\n",
" return { x: x, y: y };\n",
"};\n",
"\n",
"/*\n",
" * return a copy of an object with only non-object keys\n",
" * we need this to avoid circular references\n",
" * http://stackoverflow.com/a/24161582/3208463\n",
" */\n",
"function simpleKeys(original) {\n",
" return Object.keys(original).reduce(function (obj, key) {\n",
" if (typeof original[key] !== 'object') {\n",
" obj[key] = original[key];\n",
" }\n",
" return obj;\n",
" }, {});\n",
"}\n",
"\n",
"mpl.figure.prototype.mouse_event = function (event, name) {\n",
" var canvas_pos = mpl.findpos(event);\n",
"\n",
" if (name === 'button_press') {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x * this.ratio;\n",
" var y = canvas_pos.y * this.ratio;\n",
"\n",
" this.send_message(name, {\n",
" x: x,\n",
" y: y,\n",
" button: event.button,\n",
" step: event.step,\n",
" guiEvent: simpleKeys(event),\n",
" });\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"};\n",
"\n",
"mpl.figure.prototype._key_event_extra = function (_event, _name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"};\n",
"\n",
"mpl.figure.prototype.key_event = function (event, name) {\n",
" // Prevent repeat events\n",
" if (name === 'key_press') {\n",
" if (event.which === this._key) {\n",
" return;\n",
" } else {\n",
" this._key = event.which;\n",
" }\n",
" }\n",
" if (name === 'key_release') {\n",
" this._key = null;\n",
" }\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which !== 17) {\n",
" value += 'ctrl+';\n",
" }\n",
" if (event.altKey && event.which !== 18) {\n",
" value += 'alt+';\n",
" }\n",
" if (event.shiftKey && event.which !== 16) {\n",
" value += 'shift+';\n",
" }\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n",
" return false;\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function (name) {\n",
" if (name === 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message('toolbar_button', { name: name });\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";/* global mpl */\n",
"\n",
"var comm_websocket_adapter = function (comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function () {\n",
" comm.close();\n",
" };\n",
" ws.send = function (m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function (msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data']);\n",
" });\n",
" return ws;\n",
"};\n",
"\n",
"mpl.mpl_figure_comm = function (comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = document.getElementById(id);\n",
" var ws_proxy = comm_websocket_adapter(comm);\n",
"\n",
" function ondownload(figure, _format) {\n",
" window.open(figure.canvas.toDataURL());\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element;\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error('Failed to find cell for figure', id, fig);\n",
" return;\n",
" }\n",
" fig.cell_info[0].output_area.element.one(\n",
" 'cleared',\n",
" { fig: fig },\n",
" fig._remove_fig_handler\n",
" );\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function (fig, msg) {\n",
" var width = fig.canvas.width / fig.ratio;\n",
" fig.cell_info[0].output_area.element.off(\n",
" 'cleared',\n",
" fig._remove_fig_handler\n",
" );\n",
"\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable();\n",
" fig.parent_element.innerHTML =\n",
" '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
" fig.close_ws(fig, msg);\n",
"};\n",
"\n",
"mpl.figure.prototype.close_ws = function (fig, msg) {\n",
" fig.send_message('closing', msg);\n",
" // fig.ws.close()\n",
"};\n",
"\n",
"mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var width = this.canvas.width / this.ratio;\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] =\n",
" '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
"};\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function () {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message('ack', {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () {\n",
" fig.push_to_output();\n",
" }, 1000);\n",
"};\n",
"\n",
"mpl.figure.prototype._init_toolbar = function () {\n",
" var fig = this;\n",
"\n",
" var toolbar = document.createElement('div');\n",
" toolbar.classList = 'btn-toolbar';\n",
" this.root.appendChild(toolbar);\n",
"\n",
" function on_click_closure(name) {\n",
" return function (_event) {\n",
" return fig.toolbar_button_onclick(name);\n",
" };\n",
" }\n",
"\n",
" function on_mouseover_closure(tooltip) {\n",
" return function (event) {\n",
" if (!event.currentTarget.disabled) {\n",
" return fig.toolbar_button_onmouseover(tooltip);\n",
" }\n",
" };\n",
" }\n",
"\n",
" fig.buttons = {};\n",
" var buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'btn-group';\n",
" var button;\n",
" for (var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" /* Instead of a spacer, we start a new button group. */\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
" buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'btn-group';\n",
" continue;\n",
" }\n",
"\n",
" button = fig.buttons[name] = document.createElement('button');\n",
" button.classList = 'btn btn-default';\n",
" button.href = '#';\n",
" button.title = name;\n",
" button.innerHTML = '<i class=\"fa ' + image + ' fa-lg\"></i>';\n",
" button.addEventListener('click', on_click_closure(method_name));\n",
" button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n",
" buttonGroup.appendChild(button);\n",
" }\n",
"\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = document.createElement('span');\n",
" status_bar.classList = 'mpl-message pull-right';\n",
" toolbar.appendChild(status_bar);\n",
" this.message = status_bar;\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = document.createElement('div');\n",
" buttongrp.classList = 'btn-group inline pull-right';\n",
" button = document.createElement('button');\n",
" button.classList = 'btn btn-mini btn-primary';\n",
" button.href = '#';\n",
" button.title = 'Stop Interaction';\n",
" button.innerHTML = '<i class=\"fa fa-power-off icon-remove icon-large\"></i>';\n",
" button.addEventListener('click', function (_evt) {\n",
" fig.handle_close(fig, {});\n",
" });\n",
" button.addEventListener(\n",
" 'mouseover',\n",
" on_mouseover_closure('Stop Interaction')\n",
" );\n",
" buttongrp.appendChild(button);\n",
" var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n",
" titlebar.insertBefore(buttongrp, titlebar.firstChild);\n",
"};\n",
"\n",
"mpl.figure.prototype._remove_fig_handler = function (event) {\n",
" var fig = event.data.fig;\n",
" fig.close_ws(fig, {});\n",
"};\n",
"\n",
"mpl.figure.prototype._root_extra_style = function (el) {\n",
" el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n",
"};\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function (el) {\n",
" // this is important to make the div 'focusable\n",
" el.setAttribute('tabindex', 0);\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" } else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype._key_event_extra = function (event, _name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager) {\n",
" manager = IPython.keyboard_manager;\n",
" }\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which === 13) {\n",
" this.canvas_div.blur();\n",
" // select the cell after this one\n",
" var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n",
" IPython.notebook.select(index + 1);\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
" fig.ondownload(fig, null);\n",
"};\n",
"\n",
"mpl.find_output_cell = function (html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i = 0; i < ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code') {\n",
" for (var j = 0; j < cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] === html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"};\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel !== null) {\n",
" IPython.notebook.kernel.comm_manager.register_target(\n",
" 'matplotlib',\n",
" mpl.mpl_figure_comm\n",
" );\n",
"}\n"
],
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"<IPython.core.display.Javascript object>"
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\" width=\"1000\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig, ax = plt.subplots(2,1,figsize = (10,10), sharex = True)\n",
"\n",
"(BLD_categories/1e6).plot.bar(stacked = True, ax = ax[0])\n",
"plt.sca(ax[0])\n",
"plt.ylabel('Million buildings')\n",
"plt.xlabel('')\n",
"plt.grid(axis = 'y', ls = '--')\n",
"\n",
"(BLD_categories.T/BLD_categories.sum(axis = 1)*100).T.plot.bar(stacked = True, legend = False, ax = ax[1])\n",
"plt.sca(ax[1])\n",
"plt.ylabel('Percentage in class')\n",
"plt.xlabel('')\n",
"plt.grid(axis = 'y', ls = '--')\n",
"plt.ylim(0,100)\n",
"plt.tight_layout()\n",
"plt.savefig('GKAT_per_GKLAS.pdf')"
]
},
{
"cell_type": "code",
"execution_count": 39,
"id": "spread-independence",
"metadata": {},
"outputs": [],
"source": [
"plt.rcParams[\"axes.prop_cycle\"] = plt.cycler(\"color\", plt.cm.tab20c.colors[:12] \n",
" + plt.cm.tab20b.colors[8:-4] \n",
" + plt.cm.tab20c.colors[12:] )"
]
},
{
"cell_type": "code",
"execution_count": 40,
"id": "constitutional-budget",
"metadata": {},
"outputs": [
{
"data": {
"application/javascript": [
"/* Put everything inside the global mpl namespace */\n",
"/* global mpl */\n",
"window.mpl = {};\n",
"\n",
"mpl.get_websocket_type = function () {\n",
" if (typeof WebSocket !== 'undefined') {\n",
" return WebSocket;\n",
" } else if (typeof MozWebSocket !== 'undefined') {\n",
" return MozWebSocket;\n",
" } else {\n",
" alert(\n",
" 'Your browser does not have WebSocket support. ' +\n",
" 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
" 'Firefox 4 and 5 are also supported but you ' +\n",
" 'have to enable WebSockets in about:config.'\n",
" );\n",
" }\n",
"};\n",
"\n",
"mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n",
" this.id = figure_id;\n",
"\n",
" this.ws = websocket;\n",
"\n",
" this.supports_binary = this.ws.binaryType !== undefined;\n",
"\n",
" if (!this.supports_binary) {\n",
" var warnings = document.getElementById('mpl-warnings');\n",
" if (warnings) {\n",
" warnings.style.display = 'block';\n",
" warnings.textContent =\n",
" 'This browser does not support binary websocket messages. ' +\n",
" 'Performance may be slow.';\n",
" }\n",
" }\n",
"\n",
" this.imageObj = new Image();\n",
"\n",
" this.context = undefined;\n",
" this.message = undefined;\n",
" this.canvas = undefined;\n",
" this.rubberband_canvas = undefined;\n",
" this.rubberband_context = undefined;\n",
" this.format_dropdown = undefined;\n",
"\n",
" this.image_mode = 'full';\n",
"\n",
" this.root = document.createElement('div');\n",
" this.root.setAttribute('style', 'display: inline-block');\n",
" this._root_extra_style(this.root);\n",
"\n",
" parent_element.appendChild(this.root);\n",
"\n",
" this._init_header(this);\n",
" this._init_canvas(this);\n",
" this._init_toolbar(this);\n",
"\n",
" var fig = this;\n",
"\n",
" this.waiting = false;\n",
"\n",
" this.ws.onopen = function () {\n",
" fig.send_message('supports_binary', { value: fig.supports_binary });\n",
" fig.send_message('send_image_mode', {});\n",
" if (fig.ratio !== 1) {\n",
" fig.send_message('set_dpi_ratio', { dpi_ratio: fig.ratio });\n",
" }\n",
" fig.send_message('refresh', {});\n",
" };\n",
"\n",
" this.imageObj.onload = function () {\n",
" if (fig.image_mode === 'full') {\n",
" // Full images could contain transparency (where diff images\n",
" // almost always do), so we need to clear the canvas so that\n",
" // there is no ghosting.\n",
" fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
" }\n",
" fig.context.drawImage(fig.imageObj, 0, 0);\n",
" };\n",
"\n",
" this.imageObj.onunload = function () {\n",
" fig.ws.close();\n",
" };\n",
"\n",
" this.ws.onmessage = this._make_on_message_function(this);\n",
"\n",
" this.ondownload = ondownload;\n",
"};\n",
"\n",
"mpl.figure.prototype._init_header = function () {\n",
" var titlebar = document.createElement('div');\n",
" titlebar.classList =\n",
" 'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n",
" var titletext = document.createElement('div');\n",
" titletext.classList = 'ui-dialog-title';\n",
" titletext.setAttribute(\n",
" 'style',\n",
" 'width: 100%; text-align: center; padding: 3px;'\n",
" );\n",
" titlebar.appendChild(titletext);\n",
" this.root.appendChild(titlebar);\n",
" this.header = titletext;\n",
"};\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n",
"\n",
"mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n",
"\n",
"mpl.figure.prototype._init_canvas = function () {\n",
" var fig = this;\n",
"\n",
" var canvas_div = (this.canvas_div = document.createElement('div'));\n",
" canvas_div.setAttribute(\n",
" 'style',\n",
" 'border: 1px solid #ddd;' +\n",
" 'box-sizing: content-box;' +\n",
" 'clear: both;' +\n",
" 'min-height: 1px;' +\n",
" 'min-width: 1px;' +\n",
" 'outline: 0;' +\n",
" 'overflow: hidden;' +\n",
" 'position: relative;' +\n",
" 'resize: both;'\n",
" );\n",
"\n",
" function on_keyboard_event_closure(name) {\n",
" return function (event) {\n",
" return fig.key_event(event, name);\n",
" };\n",
" }\n",
"\n",
" canvas_div.addEventListener(\n",
" 'keydown',\n",
" on_keyboard_event_closure('key_press')\n",
" );\n",
" canvas_div.addEventListener(\n",
" 'keyup',\n",
" on_keyboard_event_closure('key_release')\n",
" );\n",
"\n",
" this._canvas_extra_style(canvas_div);\n",
" this.root.appendChild(canvas_div);\n",
"\n",
" var canvas = (this.canvas = document.createElement('canvas'));\n",
" canvas.classList.add('mpl-canvas');\n",
" canvas.setAttribute('style', 'box-sizing: content-box;');\n",
"\n",
" this.context = canvas.getContext('2d');\n",
"\n",
" var backingStore =\n",
" this.context.backingStorePixelRatio ||\n",
" this.context.webkitBackingStorePixelRatio ||\n",
" this.context.mozBackingStorePixelRatio ||\n",
" this.context.msBackingStorePixelRatio ||\n",
" this.context.oBackingStorePixelRatio ||\n",
" this.context.backingStorePixelRatio ||\n",
" 1;\n",
"\n",
" this.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
" if (this.ratio !== 1) {\n",
" fig.send_message('set_dpi_ratio', { dpi_ratio: this.ratio });\n",
" }\n",
"\n",
" var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n",
" 'canvas'\n",
" ));\n",
" rubberband_canvas.setAttribute(\n",
" 'style',\n",
" 'box-sizing: content-box; position: absolute; left: 0; top: 0; z-index: 1;'\n",
" );\n",
"\n",
" var resizeObserver = new ResizeObserver(function (entries) {\n",
" var nentries = entries.length;\n",
" for (var i = 0; i < nentries; i++) {\n",
" var entry = entries[i];\n",
" var width, height;\n",
" if (entry.contentBoxSize) {\n",
" if (entry.contentBoxSize instanceof Array) {\n",
" // Chrome 84 implements new version of spec.\n",
" width = entry.contentBoxSize[0].inlineSize;\n",
" height = entry.contentBoxSize[0].blockSize;\n",
" } else {\n",
" // Firefox implements old version of spec.\n",
" width = entry.contentBoxSize.inlineSize;\n",
" height = entry.contentBoxSize.blockSize;\n",
" }\n",
" } else {\n",
" // Chrome <84 implements even older version of spec.\n",
" width = entry.contentRect.width;\n",
" height = entry.contentRect.height;\n",
" }\n",
"\n",
" // Keep the size of the canvas and rubber band canvas in sync with\n",
" // the canvas container.\n",
" if (entry.devicePixelContentBoxSize) {\n",
" // Chrome 84 implements new version of spec.\n",
" canvas.setAttribute(\n",
" 'width',\n",
" entry.devicePixelContentBoxSize[0].inlineSize\n",
" );\n",
" canvas.setAttribute(\n",
" 'height',\n",
" entry.devicePixelContentBoxSize[0].blockSize\n",
" );\n",
" } else {\n",
" canvas.setAttribute('width', width * fig.ratio);\n",
" canvas.setAttribute('height', height * fig.ratio);\n",
" }\n",
" canvas.setAttribute(\n",
" 'style',\n",
" 'width: ' + width + 'px; height: ' + height + 'px;'\n",
" );\n",
"\n",
" rubberband_canvas.setAttribute('width', width);\n",
" rubberband_canvas.setAttribute('height', height);\n",
"\n",
" // And update the size in Python. We ignore the initial 0/0 size\n",
" // that occurs as the element is placed into the DOM, which should\n",
" // otherwise not happen due to the minimum size styling.\n",
" if (width != 0 && height != 0) {\n",
" fig.request_resize(width, height);\n",
" }\n",
" }\n",
" });\n",
" resizeObserver.observe(canvas_div);\n",
"\n",
" function on_mouse_event_closure(name) {\n",
" return function (event) {\n",
" return fig.mouse_event(event, name);\n",
" };\n",
" }\n",
"\n",
" rubberband_canvas.addEventListener(\n",
" 'mousedown',\n",
" on_mouse_event_closure('button_press')\n",
" );\n",
" rubberband_canvas.addEventListener(\n",
" 'mouseup',\n",
" on_mouse_event_closure('button_release')\n",
" );\n",
" // Throttle sequential mouse events to 1 every 20ms.\n",
" rubberband_canvas.addEventListener(\n",
" 'mousemove',\n",
" on_mouse_event_closure('motion_notify')\n",
" );\n",
"\n",
" rubberband_canvas.addEventListener(\n",
" 'mouseenter',\n",
" on_mouse_event_closure('figure_enter')\n",
" );\n",
" rubberband_canvas.addEventListener(\n",
" 'mouseleave',\n",
" on_mouse_event_closure('figure_leave')\n",
" );\n",
"\n",
" canvas_div.addEventListener('wheel', function (event) {\n",
" if (event.deltaY < 0) {\n",
" event.step = 1;\n",
" } else {\n",
" event.step = -1;\n",
" }\n",
" on_mouse_event_closure('scroll')(event);\n",
" });\n",
"\n",
" canvas_div.appendChild(canvas);\n",
" canvas_div.appendChild(rubberband_canvas);\n",
"\n",
" this.rubberband_context = rubberband_canvas.getContext('2d');\n",
" this.rubberband_context.strokeStyle = '#000000';\n",
"\n",
" this._resize_canvas = function (width, height, forward) {\n",
" if (forward) {\n",
" canvas_div.style.width = width + 'px';\n",
" canvas_div.style.height = height + 'px';\n",
" }\n",
" };\n",
"\n",
" // Disable right mouse context menu.\n",
" this.rubberband_canvas.addEventListener('contextmenu', function (_e) {\n",
" event.preventDefault();\n",
" return false;\n",
" });\n",
"\n",
" function set_focus() {\n",
" canvas.focus();\n",
" canvas_div.focus();\n",
" }\n",
"\n",
" window.setTimeout(set_focus, 100);\n",
"};\n",
"\n",
"mpl.figure.prototype._init_toolbar = function () {\n",
" var fig = this;\n",
"\n",
" var toolbar = document.createElement('div');\n",
" toolbar.classList = 'mpl-toolbar';\n",
" this.root.appendChild(toolbar);\n",
"\n",
" function on_click_closure(name) {\n",
" return function (_event) {\n",
" return fig.toolbar_button_onclick(name);\n",
" };\n",
" }\n",
"\n",
" function on_mouseover_closure(tooltip) {\n",
" return function (event) {\n",
" if (!event.currentTarget.disabled) {\n",
" return fig.toolbar_button_onmouseover(tooltip);\n",
" }\n",
" };\n",
" }\n",
"\n",
" fig.buttons = {};\n",
" var buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'mpl-button-group';\n",
" for (var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" /* Instead of a spacer, we start a new button group. */\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
" buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'mpl-button-group';\n",
" continue;\n",
" }\n",
"\n",
" var button = (fig.buttons[name] = document.createElement('button'));\n",
" button.classList = 'mpl-widget';\n",
" button.setAttribute('role', 'button');\n",
" button.setAttribute('aria-disabled', 'false');\n",
" button.addEventListener('click', on_click_closure(method_name));\n",
" button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n",
"\n",
" var icon_img = document.createElement('img');\n",
" icon_img.src = '_images/' + image + '.png';\n",
" icon_img.srcset = '_images/' + image + '_large.png 2x';\n",
" icon_img.alt = tooltip;\n",
" button.appendChild(icon_img);\n",
"\n",
" buttonGroup.appendChild(button);\n",
" }\n",
"\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
"\n",
" var fmt_picker = document.createElement('select');\n",
" fmt_picker.classList = 'mpl-widget';\n",
" toolbar.appendChild(fmt_picker);\n",
" this.format_dropdown = fmt_picker;\n",
"\n",
" for (var ind in mpl.extensions) {\n",
" var fmt = mpl.extensions[ind];\n",
" var option = document.createElement('option');\n",
" option.selected = fmt === mpl.default_extension;\n",
" option.innerHTML = fmt;\n",
" fmt_picker.appendChild(option);\n",
" }\n",
"\n",
" var status_bar = document.createElement('span');\n",
" status_bar.classList = 'mpl-message';\n",
" toolbar.appendChild(status_bar);\n",
" this.message = status_bar;\n",
"};\n",
"\n",
"mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n",
" // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
" // which will in turn request a refresh of the image.\n",
" this.send_message('resize', { width: x_pixels, height: y_pixels });\n",
"};\n",
"\n",
"mpl.figure.prototype.send_message = function (type, properties) {\n",
" properties['type'] = type;\n",
" properties['figure_id'] = this.id;\n",
" this.ws.send(JSON.stringify(properties));\n",
"};\n",
"\n",
"mpl.figure.prototype.send_draw_message = function () {\n",
" if (!this.waiting) {\n",
" this.waiting = true;\n",
" this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
" var format_dropdown = fig.format_dropdown;\n",
" var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
" fig.ondownload(fig, format);\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_resize = function (fig, msg) {\n",
" var size = msg['size'];\n",
" if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n",
" fig._resize_canvas(size[0], size[1], msg['forward']);\n",
" fig.send_message('refresh', {});\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n",
" var x0 = msg['x0'] / fig.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n",
" var x1 = msg['x1'] / fig.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n",
" x0 = Math.floor(x0) + 0.5;\n",
" y0 = Math.floor(y0) + 0.5;\n",
" x1 = Math.floor(x1) + 0.5;\n",
" y1 = Math.floor(y1) + 0.5;\n",
" var min_x = Math.min(x0, x1);\n",
" var min_y = Math.min(y0, y1);\n",
" var width = Math.abs(x1 - x0);\n",
" var height = Math.abs(y1 - y0);\n",
"\n",
" fig.rubberband_context.clearRect(\n",
" 0,\n",
" 0,\n",
" fig.canvas.width / fig.ratio,\n",
" fig.canvas.height / fig.ratio\n",
" );\n",
"\n",
" fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n",
" // Updates the figure title.\n",
" fig.header.textContent = msg['label'];\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_cursor = function (fig, msg) {\n",
" var cursor = msg['cursor'];\n",
" switch (cursor) {\n",
" case 0:\n",
" cursor = 'pointer';\n",
" break;\n",
" case 1:\n",
" cursor = 'default';\n",
" break;\n",
" case 2:\n",
" cursor = 'crosshair';\n",
" break;\n",
" case 3:\n",
" cursor = 'move';\n",
" break;\n",
" }\n",
" fig.rubberband_canvas.style.cursor = cursor;\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_message = function (fig, msg) {\n",
" fig.message.textContent = msg['message'];\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_draw = function (fig, _msg) {\n",
" // Request the server to send over a new figure.\n",
" fig.send_draw_message();\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n",
" fig.image_mode = msg['mode'];\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n",
" for (var key in msg) {\n",
" if (!(key in fig.buttons)) {\n",
" continue;\n",
" }\n",
" fig.buttons[key].disabled = !msg[key];\n",
" fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n",
" if (msg['mode'] === 'PAN') {\n",
" fig.buttons['Pan'].classList.add('active');\n",
" fig.buttons['Zoom'].classList.remove('active');\n",
" } else if (msg['mode'] === 'ZOOM') {\n",
" fig.buttons['Pan'].classList.remove('active');\n",
" fig.buttons['Zoom'].classList.add('active');\n",
" } else {\n",
" fig.buttons['Pan'].classList.remove('active');\n",
" fig.buttons['Zoom'].classList.remove('active');\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function () {\n",
" // Called whenever the canvas gets updated.\n",
" this.send_message('ack', {});\n",
"};\n",
"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function (fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = 'image/png';\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src\n",
" );\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data\n",
" );\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" } else if (\n",
" typeof evt.data === 'string' &&\n",
" evt.data.slice(0, 21) === 'data:image/png;base64'\n",
" ) {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig['handle_' + msg_type];\n",
" } catch (e) {\n",
" console.log(\n",
" \"No handler for the '\" + msg_type + \"' message type: \",\n",
" msg\n",
" );\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\n",
" \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n",
" e,\n",
" e.stack,\n",
" msg\n",
" );\n",
" }\n",
" }\n",
" };\n",
"};\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function (e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e) {\n",
" e = window.event;\n",
" }\n",
" if (e.target) {\n",
" targ = e.target;\n",
" } else if (e.srcElement) {\n",
" targ = e.srcElement;\n",
" }\n",
" if (targ.nodeType === 3) {\n",
" // defeat Safari bug\n",
" targ = targ.parentNode;\n",
" }\n",
"\n",
" // pageX,Y are the mouse positions relative to the document\n",
" var boundingRect = targ.getBoundingClientRect();\n",
" var x = e.pageX - (boundingRect.left + document.body.scrollLeft);\n",
" var y = e.pageY - (boundingRect.top + document.body.scrollTop);\n",
"\n",
" return { x: x, y: y };\n",
"};\n",
"\n",
"/*\n",
" * return a copy of an object with only non-object keys\n",
" * we need this to avoid circular references\n",
" * http://stackoverflow.com/a/24161582/3208463\n",
" */\n",
"function simpleKeys(original) {\n",
" return Object.keys(original).reduce(function (obj, key) {\n",
" if (typeof original[key] !== 'object') {\n",
" obj[key] = original[key];\n",
" }\n",
" return obj;\n",
" }, {});\n",
"}\n",
"\n",
"mpl.figure.prototype.mouse_event = function (event, name) {\n",
" var canvas_pos = mpl.findpos(event);\n",
"\n",
" if (name === 'button_press') {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x * this.ratio;\n",
" var y = canvas_pos.y * this.ratio;\n",
"\n",
" this.send_message(name, {\n",
" x: x,\n",
" y: y,\n",
" button: event.button,\n",
" step: event.step,\n",
" guiEvent: simpleKeys(event),\n",
" });\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"};\n",
"\n",
"mpl.figure.prototype._key_event_extra = function (_event, _name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"};\n",
"\n",
"mpl.figure.prototype.key_event = function (event, name) {\n",
" // Prevent repeat events\n",
" if (name === 'key_press') {\n",
" if (event.which === this._key) {\n",
" return;\n",
" } else {\n",
" this._key = event.which;\n",
" }\n",
" }\n",
" if (name === 'key_release') {\n",
" this._key = null;\n",
" }\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which !== 17) {\n",
" value += 'ctrl+';\n",
" }\n",
" if (event.altKey && event.which !== 18) {\n",
" value += 'alt+';\n",
" }\n",
" if (event.shiftKey && event.which !== 16) {\n",
" value += 'shift+';\n",
" }\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n",
" return false;\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function (name) {\n",
" if (name === 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message('toolbar_button', { name: name });\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";/* global mpl */\n",
"\n",
"var comm_websocket_adapter = function (comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function () {\n",
" comm.close();\n",
" };\n",
" ws.send = function (m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function (msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data']);\n",
" });\n",
" return ws;\n",
"};\n",
"\n",
"mpl.mpl_figure_comm = function (comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = document.getElementById(id);\n",
" var ws_proxy = comm_websocket_adapter(comm);\n",
"\n",
" function ondownload(figure, _format) {\n",
" window.open(figure.canvas.toDataURL());\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element;\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error('Failed to find cell for figure', id, fig);\n",
" return;\n",
" }\n",
" fig.cell_info[0].output_area.element.one(\n",
" 'cleared',\n",
" { fig: fig },\n",
" fig._remove_fig_handler\n",
" );\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function (fig, msg) {\n",
" var width = fig.canvas.width / fig.ratio;\n",
" fig.cell_info[0].output_area.element.off(\n",
" 'cleared',\n",
" fig._remove_fig_handler\n",
" );\n",
"\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable();\n",
" fig.parent_element.innerHTML =\n",
" '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
" fig.close_ws(fig, msg);\n",
"};\n",
"\n",
"mpl.figure.prototype.close_ws = function (fig, msg) {\n",
" fig.send_message('closing', msg);\n",
" // fig.ws.close()\n",
"};\n",
"\n",
"mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var width = this.canvas.width / this.ratio;\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] =\n",
" '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
"};\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function () {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message('ack', {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () {\n",
" fig.push_to_output();\n",
" }, 1000);\n",
"};\n",
"\n",
"mpl.figure.prototype._init_toolbar = function () {\n",
" var fig = this;\n",
"\n",
" var toolbar = document.createElement('div');\n",
" toolbar.classList = 'btn-toolbar';\n",
" this.root.appendChild(toolbar);\n",
"\n",
" function on_click_closure(name) {\n",
" return function (_event) {\n",
" return fig.toolbar_button_onclick(name);\n",
" };\n",
" }\n",
"\n",
" function on_mouseover_closure(tooltip) {\n",
" return function (event) {\n",
" if (!event.currentTarget.disabled) {\n",
" return fig.toolbar_button_onmouseover(tooltip);\n",
" }\n",
" };\n",
" }\n",
"\n",
" fig.buttons = {};\n",
" var buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'btn-group';\n",
" var button;\n",
" for (var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" /* Instead of a spacer, we start a new button group. */\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
" buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'btn-group';\n",
" continue;\n",
" }\n",
"\n",
" button = fig.buttons[name] = document.createElement('button');\n",
" button.classList = 'btn btn-default';\n",
" button.href = '#';\n",
" button.title = name;\n",
" button.innerHTML = '<i class=\"fa ' + image + ' fa-lg\"></i>';\n",
" button.addEventListener('click', on_click_closure(method_name));\n",
" button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n",
" buttonGroup.appendChild(button);\n",
" }\n",
"\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = document.createElement('span');\n",
" status_bar.classList = 'mpl-message pull-right';\n",
" toolbar.appendChild(status_bar);\n",
" this.message = status_bar;\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = document.createElement('div');\n",
" buttongrp.classList = 'btn-group inline pull-right';\n",
" button = document.createElement('button');\n",
" button.classList = 'btn btn-mini btn-primary';\n",
" button.href = '#';\n",
" button.title = 'Stop Interaction';\n",
" button.innerHTML = '<i class=\"fa fa-power-off icon-remove icon-large\"></i>';\n",
" button.addEventListener('click', function (_evt) {\n",
" fig.handle_close(fig, {});\n",
" });\n",
" button.addEventListener(\n",
" 'mouseover',\n",
" on_mouseover_closure('Stop Interaction')\n",
" );\n",
" buttongrp.appendChild(button);\n",
" var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n",
" titlebar.insertBefore(buttongrp, titlebar.firstChild);\n",
"};\n",
"\n",
"mpl.figure.prototype._remove_fig_handler = function (event) {\n",
" var fig = event.data.fig;\n",
" fig.close_ws(fig, {});\n",
"};\n",
"\n",
"mpl.figure.prototype._root_extra_style = function (el) {\n",
" el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n",
"};\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function (el) {\n",
" // this is important to make the div 'focusable\n",
" el.setAttribute('tabindex', 0);\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" } else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype._key_event_extra = function (event, _name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager) {\n",
" manager = IPython.keyboard_manager;\n",
" }\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which === 13) {\n",
" this.canvas_div.blur();\n",
" // select the cell after this one\n",
" var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n",
" IPython.notebook.select(index + 1);\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
" fig.ondownload(fig, null);\n",
"};\n",
"\n",
"mpl.find_output_cell = function (html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i = 0; i < ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code') {\n",
" for (var j = 0; j < cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] === html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"};\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel !== null) {\n",
" IPython.notebook.kernel.comm_manager.register_target(\n",
" 'matplotlib',\n",
" mpl.mpl_figure_comm\n",
" );\n",
"}\n"
],
"text/plain": [
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]
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\" width=\"450\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"(BLD_categories/1e6).T.plot.bar(stacked = True, figsize = (4.5,8), legend = False)\n",
"plt.ylabel('Million buildings')\n",
"plt.xlabel('')\n",
"plt.grid(axis = 'y', ls = '--')\n",
"plt.tight_layout()"
]
},
{
"cell_type": "code",
"execution_count": 41,
"id": "binding-tuition",
"metadata": {},
"outputs": [
{
"data": {
"application/javascript": [
"/* Put everything inside the global mpl namespace */\n",
"/* global mpl */\n",
"window.mpl = {};\n",
"\n",
"mpl.get_websocket_type = function () {\n",
" if (typeof WebSocket !== 'undefined') {\n",
" return WebSocket;\n",
" } else if (typeof MozWebSocket !== 'undefined') {\n",
" return MozWebSocket;\n",
" } else {\n",
" alert(\n",
" 'Your browser does not have WebSocket support. ' +\n",
" 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
" 'Firefox 4 and 5 are also supported but you ' +\n",
" 'have to enable WebSockets in about:config.'\n",
" );\n",
" }\n",
"};\n",
"\n",
"mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n",
" this.id = figure_id;\n",
"\n",
" this.ws = websocket;\n",
"\n",
" this.supports_binary = this.ws.binaryType !== undefined;\n",
"\n",
" if (!this.supports_binary) {\n",
" var warnings = document.getElementById('mpl-warnings');\n",
" if (warnings) {\n",
" warnings.style.display = 'block';\n",
" warnings.textContent =\n",
" 'This browser does not support binary websocket messages. ' +\n",
" 'Performance may be slow.';\n",
" }\n",
" }\n",
"\n",
" this.imageObj = new Image();\n",
"\n",
" this.context = undefined;\n",
" this.message = undefined;\n",
" this.canvas = undefined;\n",
" this.rubberband_canvas = undefined;\n",
" this.rubberband_context = undefined;\n",
" this.format_dropdown = undefined;\n",
"\n",
" this.image_mode = 'full';\n",
"\n",
" this.root = document.createElement('div');\n",
" this.root.setAttribute('style', 'display: inline-block');\n",
" this._root_extra_style(this.root);\n",
"\n",
" parent_element.appendChild(this.root);\n",
"\n",
" this._init_header(this);\n",
" this._init_canvas(this);\n",
" this._init_toolbar(this);\n",
"\n",
" var fig = this;\n",
"\n",
" this.waiting = false;\n",
"\n",
" this.ws.onopen = function () {\n",
" fig.send_message('supports_binary', { value: fig.supports_binary });\n",
" fig.send_message('send_image_mode', {});\n",
" if (fig.ratio !== 1) {\n",
" fig.send_message('set_dpi_ratio', { dpi_ratio: fig.ratio });\n",
" }\n",
" fig.send_message('refresh', {});\n",
" };\n",
"\n",
" this.imageObj.onload = function () {\n",
" if (fig.image_mode === 'full') {\n",
" // Full images could contain transparency (where diff images\n",
" // almost always do), so we need to clear the canvas so that\n",
" // there is no ghosting.\n",
" fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
" }\n",
" fig.context.drawImage(fig.imageObj, 0, 0);\n",
" };\n",
"\n",
" this.imageObj.onunload = function () {\n",
" fig.ws.close();\n",
" };\n",
"\n",
" this.ws.onmessage = this._make_on_message_function(this);\n",
"\n",
" this.ondownload = ondownload;\n",
"};\n",
"\n",
"mpl.figure.prototype._init_header = function () {\n",
" var titlebar = document.createElement('div');\n",
" titlebar.classList =\n",
" 'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n",
" var titletext = document.createElement('div');\n",
" titletext.classList = 'ui-dialog-title';\n",
" titletext.setAttribute(\n",
" 'style',\n",
" 'width: 100%; text-align: center; padding: 3px;'\n",
" );\n",
" titlebar.appendChild(titletext);\n",
" this.root.appendChild(titlebar);\n",
" this.header = titletext;\n",
"};\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n",
"\n",
"mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n",
"\n",
"mpl.figure.prototype._init_canvas = function () {\n",
" var fig = this;\n",
"\n",
" var canvas_div = (this.canvas_div = document.createElement('div'));\n",
" canvas_div.setAttribute(\n",
" 'style',\n",
" 'border: 1px solid #ddd;' +\n",
" 'box-sizing: content-box;' +\n",
" 'clear: both;' +\n",
" 'min-height: 1px;' +\n",
" 'min-width: 1px;' +\n",
" 'outline: 0;' +\n",
" 'overflow: hidden;' +\n",
" 'position: relative;' +\n",
" 'resize: both;'\n",
" );\n",
"\n",
" function on_keyboard_event_closure(name) {\n",
" return function (event) {\n",
" return fig.key_event(event, name);\n",
" };\n",
" }\n",
"\n",
" canvas_div.addEventListener(\n",
" 'keydown',\n",
" on_keyboard_event_closure('key_press')\n",
" );\n",
" canvas_div.addEventListener(\n",
" 'keyup',\n",
" on_keyboard_event_closure('key_release')\n",
" );\n",
"\n",
" this._canvas_extra_style(canvas_div);\n",
" this.root.appendChild(canvas_div);\n",
"\n",
" var canvas = (this.canvas = document.createElement('canvas'));\n",
" canvas.classList.add('mpl-canvas');\n",
" canvas.setAttribute('style', 'box-sizing: content-box;');\n",
"\n",
" this.context = canvas.getContext('2d');\n",
"\n",
" var backingStore =\n",
" this.context.backingStorePixelRatio ||\n",
" this.context.webkitBackingStorePixelRatio ||\n",
" this.context.mozBackingStorePixelRatio ||\n",
" this.context.msBackingStorePixelRatio ||\n",
" this.context.oBackingStorePixelRatio ||\n",
" this.context.backingStorePixelRatio ||\n",
" 1;\n",
"\n",
" this.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
" if (this.ratio !== 1) {\n",
" fig.send_message('set_dpi_ratio', { dpi_ratio: this.ratio });\n",
" }\n",
"\n",
" var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n",
" 'canvas'\n",
" ));\n",
" rubberband_canvas.setAttribute(\n",
" 'style',\n",
" 'box-sizing: content-box; position: absolute; left: 0; top: 0; z-index: 1;'\n",
" );\n",
"\n",
" var resizeObserver = new ResizeObserver(function (entries) {\n",
" var nentries = entries.length;\n",
" for (var i = 0; i < nentries; i++) {\n",
" var entry = entries[i];\n",
" var width, height;\n",
" if (entry.contentBoxSize) {\n",
" if (entry.contentBoxSize instanceof Array) {\n",
" // Chrome 84 implements new version of spec.\n",
" width = entry.contentBoxSize[0].inlineSize;\n",
" height = entry.contentBoxSize[0].blockSize;\n",
" } else {\n",
" // Firefox implements old version of spec.\n",
" width = entry.contentBoxSize.inlineSize;\n",
" height = entry.contentBoxSize.blockSize;\n",
" }\n",
" } else {\n",
" // Chrome <84 implements even older version of spec.\n",
" width = entry.contentRect.width;\n",
" height = entry.contentRect.height;\n",
" }\n",
"\n",
" // Keep the size of the canvas and rubber band canvas in sync with\n",
" // the canvas container.\n",
" if (entry.devicePixelContentBoxSize) {\n",
" // Chrome 84 implements new version of spec.\n",
" canvas.setAttribute(\n",
" 'width',\n",
" entry.devicePixelContentBoxSize[0].inlineSize\n",
" );\n",
" canvas.setAttribute(\n",
" 'height',\n",
" entry.devicePixelContentBoxSize[0].blockSize\n",
" );\n",
" } else {\n",
" canvas.setAttribute('width', width * fig.ratio);\n",
" canvas.setAttribute('height', height * fig.ratio);\n",
" }\n",
" canvas.setAttribute(\n",
" 'style',\n",
" 'width: ' + width + 'px; height: ' + height + 'px;'\n",
" );\n",
"\n",
" rubberband_canvas.setAttribute('width', width);\n",
" rubberband_canvas.setAttribute('height', height);\n",
"\n",
" // And update the size in Python. We ignore the initial 0/0 size\n",
" // that occurs as the element is placed into the DOM, which should\n",
" // otherwise not happen due to the minimum size styling.\n",
" if (width != 0 && height != 0) {\n",
" fig.request_resize(width, height);\n",
" }\n",
" }\n",
" });\n",
" resizeObserver.observe(canvas_div);\n",
"\n",
" function on_mouse_event_closure(name) {\n",
" return function (event) {\n",
" return fig.mouse_event(event, name);\n",
" };\n",
" }\n",
"\n",
" rubberband_canvas.addEventListener(\n",
" 'mousedown',\n",
" on_mouse_event_closure('button_press')\n",
" );\n",
" rubberband_canvas.addEventListener(\n",
" 'mouseup',\n",
" on_mouse_event_closure('button_release')\n",
" );\n",
" // Throttle sequential mouse events to 1 every 20ms.\n",
" rubberband_canvas.addEventListener(\n",
" 'mousemove',\n",
" on_mouse_event_closure('motion_notify')\n",
" );\n",
"\n",
" rubberband_canvas.addEventListener(\n",
" 'mouseenter',\n",
" on_mouse_event_closure('figure_enter')\n",
" );\n",
" rubberband_canvas.addEventListener(\n",
" 'mouseleave',\n",
" on_mouse_event_closure('figure_leave')\n",
" );\n",
"\n",
" canvas_div.addEventListener('wheel', function (event) {\n",
" if (event.deltaY < 0) {\n",
" event.step = 1;\n",
" } else {\n",
" event.step = -1;\n",
" }\n",
" on_mouse_event_closure('scroll')(event);\n",
" });\n",
"\n",
" canvas_div.appendChild(canvas);\n",
" canvas_div.appendChild(rubberband_canvas);\n",
"\n",
" this.rubberband_context = rubberband_canvas.getContext('2d');\n",
" this.rubberband_context.strokeStyle = '#000000';\n",
"\n",
" this._resize_canvas = function (width, height, forward) {\n",
" if (forward) {\n",
" canvas_div.style.width = width + 'px';\n",
" canvas_div.style.height = height + 'px';\n",
" }\n",
" };\n",
"\n",
" // Disable right mouse context menu.\n",
" this.rubberband_canvas.addEventListener('contextmenu', function (_e) {\n",
" event.preventDefault();\n",
" return false;\n",
" });\n",
"\n",
" function set_focus() {\n",
" canvas.focus();\n",
" canvas_div.focus();\n",
" }\n",
"\n",
" window.setTimeout(set_focus, 100);\n",
"};\n",
"\n",
"mpl.figure.prototype._init_toolbar = function () {\n",
" var fig = this;\n",
"\n",
" var toolbar = document.createElement('div');\n",
" toolbar.classList = 'mpl-toolbar';\n",
" this.root.appendChild(toolbar);\n",
"\n",
" function on_click_closure(name) {\n",
" return function (_event) {\n",
" return fig.toolbar_button_onclick(name);\n",
" };\n",
" }\n",
"\n",
" function on_mouseover_closure(tooltip) {\n",
" return function (event) {\n",
" if (!event.currentTarget.disabled) {\n",
" return fig.toolbar_button_onmouseover(tooltip);\n",
" }\n",
" };\n",
" }\n",
"\n",
" fig.buttons = {};\n",
" var buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'mpl-button-group';\n",
" for (var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" /* Instead of a spacer, we start a new button group. */\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
" buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'mpl-button-group';\n",
" continue;\n",
" }\n",
"\n",
" var button = (fig.buttons[name] = document.createElement('button'));\n",
" button.classList = 'mpl-widget';\n",
" button.setAttribute('role', 'button');\n",
" button.setAttribute('aria-disabled', 'false');\n",
" button.addEventListener('click', on_click_closure(method_name));\n",
" button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n",
"\n",
" var icon_img = document.createElement('img');\n",
" icon_img.src = '_images/' + image + '.png';\n",
" icon_img.srcset = '_images/' + image + '_large.png 2x';\n",
" icon_img.alt = tooltip;\n",
" button.appendChild(icon_img);\n",
"\n",
" buttonGroup.appendChild(button);\n",
" }\n",
"\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
"\n",
" var fmt_picker = document.createElement('select');\n",
" fmt_picker.classList = 'mpl-widget';\n",
" toolbar.appendChild(fmt_picker);\n",
" this.format_dropdown = fmt_picker;\n",
"\n",
" for (var ind in mpl.extensions) {\n",
" var fmt = mpl.extensions[ind];\n",
" var option = document.createElement('option');\n",
" option.selected = fmt === mpl.default_extension;\n",
" option.innerHTML = fmt;\n",
" fmt_picker.appendChild(option);\n",
" }\n",
"\n",
" var status_bar = document.createElement('span');\n",
" status_bar.classList = 'mpl-message';\n",
" toolbar.appendChild(status_bar);\n",
" this.message = status_bar;\n",
"};\n",
"\n",
"mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n",
" // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
" // which will in turn request a refresh of the image.\n",
" this.send_message('resize', { width: x_pixels, height: y_pixels });\n",
"};\n",
"\n",
"mpl.figure.prototype.send_message = function (type, properties) {\n",
" properties['type'] = type;\n",
" properties['figure_id'] = this.id;\n",
" this.ws.send(JSON.stringify(properties));\n",
"};\n",
"\n",
"mpl.figure.prototype.send_draw_message = function () {\n",
" if (!this.waiting) {\n",
" this.waiting = true;\n",
" this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
" var format_dropdown = fig.format_dropdown;\n",
" var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
" fig.ondownload(fig, format);\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_resize = function (fig, msg) {\n",
" var size = msg['size'];\n",
" if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n",
" fig._resize_canvas(size[0], size[1], msg['forward']);\n",
" fig.send_message('refresh', {});\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n",
" var x0 = msg['x0'] / fig.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n",
" var x1 = msg['x1'] / fig.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n",
" x0 = Math.floor(x0) + 0.5;\n",
" y0 = Math.floor(y0) + 0.5;\n",
" x1 = Math.floor(x1) + 0.5;\n",
" y1 = Math.floor(y1) + 0.5;\n",
" var min_x = Math.min(x0, x1);\n",
" var min_y = Math.min(y0, y1);\n",
" var width = Math.abs(x1 - x0);\n",
" var height = Math.abs(y1 - y0);\n",
"\n",
" fig.rubberband_context.clearRect(\n",
" 0,\n",
" 0,\n",
" fig.canvas.width / fig.ratio,\n",
" fig.canvas.height / fig.ratio\n",
" );\n",
"\n",
" fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n",
" // Updates the figure title.\n",
" fig.header.textContent = msg['label'];\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_cursor = function (fig, msg) {\n",
" var cursor = msg['cursor'];\n",
" switch (cursor) {\n",
" case 0:\n",
" cursor = 'pointer';\n",
" break;\n",
" case 1:\n",
" cursor = 'default';\n",
" break;\n",
" case 2:\n",
" cursor = 'crosshair';\n",
" break;\n",
" case 3:\n",
" cursor = 'move';\n",
" break;\n",
" }\n",
" fig.rubberband_canvas.style.cursor = cursor;\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_message = function (fig, msg) {\n",
" fig.message.textContent = msg['message'];\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_draw = function (fig, _msg) {\n",
" // Request the server to send over a new figure.\n",
" fig.send_draw_message();\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n",
" fig.image_mode = msg['mode'];\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n",
" for (var key in msg) {\n",
" if (!(key in fig.buttons)) {\n",
" continue;\n",
" }\n",
" fig.buttons[key].disabled = !msg[key];\n",
" fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n",
" if (msg['mode'] === 'PAN') {\n",
" fig.buttons['Pan'].classList.add('active');\n",
" fig.buttons['Zoom'].classList.remove('active');\n",
" } else if (msg['mode'] === 'ZOOM') {\n",
" fig.buttons['Pan'].classList.remove('active');\n",
" fig.buttons['Zoom'].classList.add('active');\n",
" } else {\n",
" fig.buttons['Pan'].classList.remove('active');\n",
" fig.buttons['Zoom'].classList.remove('active');\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function () {\n",
" // Called whenever the canvas gets updated.\n",
" this.send_message('ack', {});\n",
"};\n",
"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function (fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = 'image/png';\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src\n",
" );\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data\n",
" );\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" } else if (\n",
" typeof evt.data === 'string' &&\n",
" evt.data.slice(0, 21) === 'data:image/png;base64'\n",
" ) {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig['handle_' + msg_type];\n",
" } catch (e) {\n",
" console.log(\n",
" \"No handler for the '\" + msg_type + \"' message type: \",\n",
" msg\n",
" );\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\n",
" \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n",
" e,\n",
" e.stack,\n",
" msg\n",
" );\n",
" }\n",
" }\n",
" };\n",
"};\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function (e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e) {\n",
" e = window.event;\n",
" }\n",
" if (e.target) {\n",
" targ = e.target;\n",
" } else if (e.srcElement) {\n",
" targ = e.srcElement;\n",
" }\n",
" if (targ.nodeType === 3) {\n",
" // defeat Safari bug\n",
" targ = targ.parentNode;\n",
" }\n",
"\n",
" // pageX,Y are the mouse positions relative to the document\n",
" var boundingRect = targ.getBoundingClientRect();\n",
" var x = e.pageX - (boundingRect.left + document.body.scrollLeft);\n",
" var y = e.pageY - (boundingRect.top + document.body.scrollTop);\n",
"\n",
" return { x: x, y: y };\n",
"};\n",
"\n",
"/*\n",
" * return a copy of an object with only non-object keys\n",
" * we need this to avoid circular references\n",
" * http://stackoverflow.com/a/24161582/3208463\n",
" */\n",
"function simpleKeys(original) {\n",
" return Object.keys(original).reduce(function (obj, key) {\n",
" if (typeof original[key] !== 'object') {\n",
" obj[key] = original[key];\n",
" }\n",
" return obj;\n",
" }, {});\n",
"}\n",
"\n",
"mpl.figure.prototype.mouse_event = function (event, name) {\n",
" var canvas_pos = mpl.findpos(event);\n",
"\n",
" if (name === 'button_press') {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x * this.ratio;\n",
" var y = canvas_pos.y * this.ratio;\n",
"\n",
" this.send_message(name, {\n",
" x: x,\n",
" y: y,\n",
" button: event.button,\n",
" step: event.step,\n",
" guiEvent: simpleKeys(event),\n",
" });\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"};\n",
"\n",
"mpl.figure.prototype._key_event_extra = function (_event, _name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"};\n",
"\n",
"mpl.figure.prototype.key_event = function (event, name) {\n",
" // Prevent repeat events\n",
" if (name === 'key_press') {\n",
" if (event.which === this._key) {\n",
" return;\n",
" } else {\n",
" this._key = event.which;\n",
" }\n",
" }\n",
" if (name === 'key_release') {\n",
" this._key = null;\n",
" }\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which !== 17) {\n",
" value += 'ctrl+';\n",
" }\n",
" if (event.altKey && event.which !== 18) {\n",
" value += 'alt+';\n",
" }\n",
" if (event.shiftKey && event.which !== 16) {\n",
" value += 'shift+';\n",
" }\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n",
" return false;\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function (name) {\n",
" if (name === 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message('toolbar_button', { name: name });\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";/* global mpl */\n",
"\n",
"var comm_websocket_adapter = function (comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function () {\n",
" comm.close();\n",
" };\n",
" ws.send = function (m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function (msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data']);\n",
" });\n",
" return ws;\n",
"};\n",
"\n",
"mpl.mpl_figure_comm = function (comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = document.getElementById(id);\n",
" var ws_proxy = comm_websocket_adapter(comm);\n",
"\n",
" function ondownload(figure, _format) {\n",
" window.open(figure.canvas.toDataURL());\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element;\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error('Failed to find cell for figure', id, fig);\n",
" return;\n",
" }\n",
" fig.cell_info[0].output_area.element.one(\n",
" 'cleared',\n",
" { fig: fig },\n",
" fig._remove_fig_handler\n",
" );\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function (fig, msg) {\n",
" var width = fig.canvas.width / fig.ratio;\n",
" fig.cell_info[0].output_area.element.off(\n",
" 'cleared',\n",
" fig._remove_fig_handler\n",
" );\n",
"\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable();\n",
" fig.parent_element.innerHTML =\n",
" '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
" fig.close_ws(fig, msg);\n",
"};\n",
"\n",
"mpl.figure.prototype.close_ws = function (fig, msg) {\n",
" fig.send_message('closing', msg);\n",
" // fig.ws.close()\n",
"};\n",
"\n",
"mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var width = this.canvas.width / this.ratio;\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] =\n",
" '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
"};\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function () {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message('ack', {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () {\n",
" fig.push_to_output();\n",
" }, 1000);\n",
"};\n",
"\n",
"mpl.figure.prototype._init_toolbar = function () {\n",
" var fig = this;\n",
"\n",
" var toolbar = document.createElement('div');\n",
" toolbar.classList = 'btn-toolbar';\n",
" this.root.appendChild(toolbar);\n",
"\n",
" function on_click_closure(name) {\n",
" return function (_event) {\n",
" return fig.toolbar_button_onclick(name);\n",
" };\n",
" }\n",
"\n",
" function on_mouseover_closure(tooltip) {\n",
" return function (event) {\n",
" if (!event.currentTarget.disabled) {\n",
" return fig.toolbar_button_onmouseover(tooltip);\n",
" }\n",
" };\n",
" }\n",
"\n",
" fig.buttons = {};\n",
" var buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'btn-group';\n",
" var button;\n",
" for (var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" /* Instead of a spacer, we start a new button group. */\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
" buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'btn-group';\n",
" continue;\n",
" }\n",
"\n",
" button = fig.buttons[name] = document.createElement('button');\n",
" button.classList = 'btn btn-default';\n",
" button.href = '#';\n",
" button.title = name;\n",
" button.innerHTML = '<i class=\"fa ' + image + ' fa-lg\"></i>';\n",
" button.addEventListener('click', on_click_closure(method_name));\n",
" button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n",
" buttonGroup.appendChild(button);\n",
" }\n",
"\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = document.createElement('span');\n",
" status_bar.classList = 'mpl-message pull-right';\n",
" toolbar.appendChild(status_bar);\n",
" this.message = status_bar;\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = document.createElement('div');\n",
" buttongrp.classList = 'btn-group inline pull-right';\n",
" button = document.createElement('button');\n",
" button.classList = 'btn btn-mini btn-primary';\n",
" button.href = '#';\n",
" button.title = 'Stop Interaction';\n",
" button.innerHTML = '<i class=\"fa fa-power-off icon-remove icon-large\"></i>';\n",
" button.addEventListener('click', function (_evt) {\n",
" fig.handle_close(fig, {});\n",
" });\n",
" button.addEventListener(\n",
" 'mouseover',\n",
" on_mouseover_closure('Stop Interaction')\n",
" );\n",
" buttongrp.appendChild(button);\n",
" var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n",
" titlebar.insertBefore(buttongrp, titlebar.firstChild);\n",
"};\n",
"\n",
"mpl.figure.prototype._remove_fig_handler = function (event) {\n",
" var fig = event.data.fig;\n",
" fig.close_ws(fig, {});\n",
"};\n",
"\n",
"mpl.figure.prototype._root_extra_style = function (el) {\n",
" el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n",
"};\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function (el) {\n",
" // this is important to make the div 'focusable\n",
" el.setAttribute('tabindex', 0);\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" } else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype._key_event_extra = function (event, _name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager) {\n",
" manager = IPython.keyboard_manager;\n",
" }\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which === 13) {\n",
" this.canvas_div.blur();\n",
" // select the cell after this one\n",
" var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n",
" IPython.notebook.select(index + 1);\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
" fig.ondownload(fig, null);\n",
"};\n",
"\n",
"mpl.find_output_cell = function (html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i = 0; i < ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code') {\n",
" for (var j = 0; j < cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] === html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"};\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel !== null) {\n",
" IPython.notebook.kernel.comm_manager.register_target(\n",
" 'matplotlib',\n",
" mpl.mpl_figure_comm\n",
" );\n",
"}\n"
],
"text/plain": [
"<IPython.core.display.Javascript object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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\" width=\"700\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"(BLD_categories/BLD_categories.sum()*100).T.plot.bar(stacked = True, figsize = (7,8))\n",
"plt.ylabel('Percentage of category')\n",
"plt.xlabel('')\n",
"plt.grid(axis = 'y', ls = '--')\n",
"plt.legend(loc='center left', bbox_to_anchor=(1.0, 0.5))\n",
"plt.ylim(0,100)\n",
"plt.tight_layout()\n",
"plt.savefig('GKLAS_per_GKAT_pct.pdf')"
]
},
{
"cell_type": "code",
"execution_count": 44,
"id": "vital-adobe",
"metadata": {},
"outputs": [],
"source": [
"WN_classes = (DWL_w_GWR.groupby(['GKAT', 'WNART'], dropna = False).EWID.count().reset_index()\n",
" .pivot(index = 'WNART', columns = 'GKAT', values = 'EWID').fillna(0))"
]
},
{
"cell_type": "code",
"execution_count": 45,
"id": "stainless-september",
"metadata": {},
"outputs": [],
"source": [
"WN_classes.columns = WN_classes.columns.map(GWR_labels)\n",
"WN_classes.index = WN_classes.index.map(GWR_labels)"
]
},
{
"cell_type": "code",
"execution_count": 46,
"id": "protective-driver",
"metadata": {},
"outputs": [],
"source": [
"WN_classes = pd.concat([WN_classes.iloc[1:], WN_classes.iloc[0:1]])\n",
"WN_classes = pd.concat([WN_classes.iloc[:,1:], WN_classes.iloc[:,0:1]], axis = 1)"
]
},
{
"cell_type": "code",
"execution_count": 47,
"id": "cooperative-fruit",
"metadata": {},
"outputs": [
{
"data": {
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"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th>GKAT</th>\n",
" <th>Prov. Unterkunft</th>\n",
" <th>Für Wohnnutzung</th>\n",
" <th>Wohnhaus m. Nebennutzung</th>\n",
" <th>Mit teilw. Wohnnutzung</th>\n",
" <th>Ohne Wohnnutzung</th>\n",
" <th>Sonderbau</th>\n",
" <th>NaN</th>\n",
" </tr>\n",
" <tr>\n",
" <th>WNART</th>\n",
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" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>Erstwohnung</th>\n",
" <td>8.0</td>\n",
" <td>3051017.0</td>\n",
" <td>650230.0</td>\n",
" <td>106300.0</td>\n",
" <td>18.0</td>\n",
" <td>3.0</td>\n",
" <td>8.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Zweitwohnung</th>\n",
" <td>0.0</td>\n",
" <td>168580.0</td>\n",
" <td>19545.0</td>\n",
" <td>10893.0</td>\n",
" <td>26.0</td>\n",
" <td>0.0</td>\n",
" <td>2.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Anders als zum Wohnen genutzt</th>\n",
" <td>0.0</td>\n",
" <td>4767.0</td>\n",
" <td>7294.0</td>\n",
" <td>3146.0</td>\n",
" <td>400.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Erwerbs-/Ausbildungszwecken</th>\n",
" <td>0.0</td>\n",
" <td>4232.0</td>\n",
" <td>2194.0</td>\n",
" <td>1719.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>PH mit mehreren Whg im Geb</th>\n",
" <td>0.0</td>\n",
" <td>4837.0</td>\n",
" <td>1358.0</td>\n",
" <td>155.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Personen nicht im EWR</th>\n",
" <td>0.0</td>\n",
" <td>254.0</td>\n",
" <td>88.0</td>\n",
" <td>93.0</td>\n",
" <td>2.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Leerwohnung (&lt;2 Jahre)</th>\n",
" <td>0.0</td>\n",
" <td>7943.0</td>\n",
" <td>2456.0</td>\n",
" <td>572.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Alpwirtschaftlich</th>\n",
" <td>0.0</td>\n",
" <td>916.0</td>\n",
" <td>858.0</td>\n",
" <td>2074.0</td>\n",
" <td>5.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Personalunterkunft</th>\n",
" <td>0.0</td>\n",
" <td>424.0</td>\n",
" <td>291.0</td>\n",
" <td>623.0</td>\n",
" <td>1.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Dienstwohnungen</th>\n",
" <td>0.0</td>\n",
" <td>254.0</td>\n",
" <td>152.0</td>\n",
" <td>917.0</td>\n",
" <td>1.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
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" <tr>\n",
" <th>Kollektivhaushalt</th>\n",
" <td>0.0</td>\n",
" <td>342.0</td>\n",
" <td>160.0</td>\n",
" <td>634.0</td>\n",
" <td>1.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
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" <tr>\n",
" <th>Wohnung unbewohnbar</th>\n",
" <td>0.0</td>\n",
" <td>7442.0</td>\n",
" <td>2662.0</td>\n",
" <td>977.0</td>\n",
" <td>56.0</td>\n",
" <td>1.0</td>\n",
" <td>0.0</td>\n",
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" <tr>\n",
" <th>NaN</th>\n",
" <td>1.0</td>\n",
" <td>390358.0</td>\n",
" <td>118735.0</td>\n",
" <td>49072.0</td>\n",
" <td>112.0</td>\n",
" <td>18.0</td>\n",
" <td>0.0</td>\n",
" </tr>\n",
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"</table>\n",
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],
"text/plain": [
"GKAT Prov. Unterkunft Für Wohnnutzung \\\n",
"WNART \n",
"Erstwohnung 8.0 3051017.0 \n",
"Zweitwohnung 0.0 168580.0 \n",
"Anders als zum Wohnen genutzt 0.0 4767.0 \n",
"Erwerbs-/Ausbildungszwecken 0.0 4232.0 \n",
"PH mit mehreren Whg im Geb 0.0 4837.0 \n",
"Personen nicht im EWR 0.0 254.0 \n",
"Leerwohnung (<2 Jahre) 0.0 7943.0 \n",
"Alpwirtschaftlich 0.0 916.0 \n",
"Personalunterkunft 0.0 424.0 \n",
"Dienstwohnungen 0.0 254.0 \n",
"Kollektivhaushalt 0.0 342.0 \n",
"Wohnung unbewohnbar 0.0 7442.0 \n",
"NaN 1.0 390358.0 \n",
"\n",
"GKAT Wohnhaus m. Nebennutzung \\\n",
"WNART \n",
"Erstwohnung 650230.0 \n",
"Zweitwohnung 19545.0 \n",
"Anders als zum Wohnen genutzt 7294.0 \n",
"Erwerbs-/Ausbildungszwecken 2194.0 \n",
"PH mit mehreren Whg im Geb 1358.0 \n",
"Personen nicht im EWR 88.0 \n",
"Leerwohnung (<2 Jahre) 2456.0 \n",
"Alpwirtschaftlich 858.0 \n",
"Personalunterkunft 291.0 \n",
"Dienstwohnungen 152.0 \n",
"Kollektivhaushalt 160.0 \n",
"Wohnung unbewohnbar 2662.0 \n",
"NaN 118735.0 \n",
"\n",
"GKAT Mit teilw. Wohnnutzung Ohne Wohnnutzung \\\n",
"WNART \n",
"Erstwohnung 106300.0 18.0 \n",
"Zweitwohnung 10893.0 26.0 \n",
"Anders als zum Wohnen genutzt 3146.0 400.0 \n",
"Erwerbs-/Ausbildungszwecken 1719.0 0.0 \n",
"PH mit mehreren Whg im Geb 155.0 0.0 \n",
"Personen nicht im EWR 93.0 2.0 \n",
"Leerwohnung (<2 Jahre) 572.0 0.0 \n",
"Alpwirtschaftlich 2074.0 5.0 \n",
"Personalunterkunft 623.0 1.0 \n",
"Dienstwohnungen 917.0 1.0 \n",
"Kollektivhaushalt 634.0 1.0 \n",
"Wohnung unbewohnbar 977.0 56.0 \n",
"NaN 49072.0 112.0 \n",
"\n",
"GKAT Sonderbau NaN \n",
"WNART \n",
"Erstwohnung 3.0 8.0 \n",
"Zweitwohnung 0.0 2.0 \n",
"Anders als zum Wohnen genutzt 0.0 0.0 \n",
"Erwerbs-/Ausbildungszwecken 0.0 0.0 \n",
"PH mit mehreren Whg im Geb 0.0 0.0 \n",
"Personen nicht im EWR 0.0 0.0 \n",
"Leerwohnung (<2 Jahre) 0.0 0.0 \n",
"Alpwirtschaftlich 0.0 0.0 \n",
"Personalunterkunft 0.0 0.0 \n",
"Dienstwohnungen 0.0 0.0 \n",
"Kollektivhaushalt 0.0 0.0 \n",
"Wohnung unbewohnbar 1.0 0.0 \n",
"NaN 18.0 0.0 "
]
},
"execution_count": 47,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"WN_classes"
]
},
{
"cell_type": "code",
"execution_count": 48,
"id": "above-deposit",
"metadata": {},
"outputs": [],
"source": [
"plt.rcParams[\"axes.prop_cycle\"] = plt.cycler(\"color\", plt.cm.Set2.colors[1:] )"
]
},
{
"cell_type": "code",
"execution_count": 49,
"id": "genetic-registrar",
"metadata": {},
"outputs": [
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"\n",
"mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n",
" // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
" // which will in turn request a refresh of the image.\n",
" this.send_message('resize', { width: x_pixels, height: y_pixels });\n",
"};\n",
"\n",
"mpl.figure.prototype.send_message = function (type, properties) {\n",
" properties['type'] = type;\n",
" properties['figure_id'] = this.id;\n",
" this.ws.send(JSON.stringify(properties));\n",
"};\n",
"\n",
"mpl.figure.prototype.send_draw_message = function () {\n",
" if (!this.waiting) {\n",
" this.waiting = true;\n",
" this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
" var format_dropdown = fig.format_dropdown;\n",
" var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
" fig.ondownload(fig, format);\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_resize = function (fig, msg) {\n",
" var size = msg['size'];\n",
" if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n",
" fig._resize_canvas(size[0], size[1], msg['forward']);\n",
" fig.send_message('refresh', {});\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n",
" var x0 = msg['x0'] / fig.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n",
" var x1 = msg['x1'] / fig.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n",
" x0 = Math.floor(x0) + 0.5;\n",
" y0 = Math.floor(y0) + 0.5;\n",
" x1 = Math.floor(x1) + 0.5;\n",
" y1 = Math.floor(y1) + 0.5;\n",
" var min_x = Math.min(x0, x1);\n",
" var min_y = Math.min(y0, y1);\n",
" var width = Math.abs(x1 - x0);\n",
" var height = Math.abs(y1 - y0);\n",
"\n",
" fig.rubberband_context.clearRect(\n",
" 0,\n",
" 0,\n",
" fig.canvas.width / fig.ratio,\n",
" fig.canvas.height / fig.ratio\n",
" );\n",
"\n",
" fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n",
" // Updates the figure title.\n",
" fig.header.textContent = msg['label'];\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_cursor = function (fig, msg) {\n",
" var cursor = msg['cursor'];\n",
" switch (cursor) {\n",
" case 0:\n",
" cursor = 'pointer';\n",
" break;\n",
" case 1:\n",
" cursor = 'default';\n",
" break;\n",
" case 2:\n",
" cursor = 'crosshair';\n",
" break;\n",
" case 3:\n",
" cursor = 'move';\n",
" break;\n",
" }\n",
" fig.rubberband_canvas.style.cursor = cursor;\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_message = function (fig, msg) {\n",
" fig.message.textContent = msg['message'];\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_draw = function (fig, _msg) {\n",
" // Request the server to send over a new figure.\n",
" fig.send_draw_message();\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n",
" fig.image_mode = msg['mode'];\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n",
" for (var key in msg) {\n",
" if (!(key in fig.buttons)) {\n",
" continue;\n",
" }\n",
" fig.buttons[key].disabled = !msg[key];\n",
" fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n",
" if (msg['mode'] === 'PAN') {\n",
" fig.buttons['Pan'].classList.add('active');\n",
" fig.buttons['Zoom'].classList.remove('active');\n",
" } else if (msg['mode'] === 'ZOOM') {\n",
" fig.buttons['Pan'].classList.remove('active');\n",
" fig.buttons['Zoom'].classList.add('active');\n",
" } else {\n",
" fig.buttons['Pan'].classList.remove('active');\n",
" fig.buttons['Zoom'].classList.remove('active');\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function () {\n",
" // Called whenever the canvas gets updated.\n",
" this.send_message('ack', {});\n",
"};\n",
"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function (fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = 'image/png';\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src\n",
" );\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data\n",
" );\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" } else if (\n",
" typeof evt.data === 'string' &&\n",
" evt.data.slice(0, 21) === 'data:image/png;base64'\n",
" ) {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig['handle_' + msg_type];\n",
" } catch (e) {\n",
" console.log(\n",
" \"No handler for the '\" + msg_type + \"' message type: \",\n",
" msg\n",
" );\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\n",
" \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n",
" e,\n",
" e.stack,\n",
" msg\n",
" );\n",
" }\n",
" }\n",
" };\n",
"};\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function (e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e) {\n",
" e = window.event;\n",
" }\n",
" if (e.target) {\n",
" targ = e.target;\n",
" } else if (e.srcElement) {\n",
" targ = e.srcElement;\n",
" }\n",
" if (targ.nodeType === 3) {\n",
" // defeat Safari bug\n",
" targ = targ.parentNode;\n",
" }\n",
"\n",
" // pageX,Y are the mouse positions relative to the document\n",
" var boundingRect = targ.getBoundingClientRect();\n",
" var x = e.pageX - (boundingRect.left + document.body.scrollLeft);\n",
" var y = e.pageY - (boundingRect.top + document.body.scrollTop);\n",
"\n",
" return { x: x, y: y };\n",
"};\n",
"\n",
"/*\n",
" * return a copy of an object with only non-object keys\n",
" * we need this to avoid circular references\n",
" * http://stackoverflow.com/a/24161582/3208463\n",
" */\n",
"function simpleKeys(original) {\n",
" return Object.keys(original).reduce(function (obj, key) {\n",
" if (typeof original[key] !== 'object') {\n",
" obj[key] = original[key];\n",
" }\n",
" return obj;\n",
" }, {});\n",
"}\n",
"\n",
"mpl.figure.prototype.mouse_event = function (event, name) {\n",
" var canvas_pos = mpl.findpos(event);\n",
"\n",
" if (name === 'button_press') {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x * this.ratio;\n",
" var y = canvas_pos.y * this.ratio;\n",
"\n",
" this.send_message(name, {\n",
" x: x,\n",
" y: y,\n",
" button: event.button,\n",
" step: event.step,\n",
" guiEvent: simpleKeys(event),\n",
" });\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"};\n",
"\n",
"mpl.figure.prototype._key_event_extra = function (_event, _name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"};\n",
"\n",
"mpl.figure.prototype.key_event = function (event, name) {\n",
" // Prevent repeat events\n",
" if (name === 'key_press') {\n",
" if (event.which === this._key) {\n",
" return;\n",
" } else {\n",
" this._key = event.which;\n",
" }\n",
" }\n",
" if (name === 'key_release') {\n",
" this._key = null;\n",
" }\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which !== 17) {\n",
" value += 'ctrl+';\n",
" }\n",
" if (event.altKey && event.which !== 18) {\n",
" value += 'alt+';\n",
" }\n",
" if (event.shiftKey && event.which !== 16) {\n",
" value += 'shift+';\n",
" }\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n",
" return false;\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function (name) {\n",
" if (name === 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message('toolbar_button', { name: name });\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";/* global mpl */\n",
"\n",
"var comm_websocket_adapter = function (comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function () {\n",
" comm.close();\n",
" };\n",
" ws.send = function (m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function (msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data']);\n",
" });\n",
" return ws;\n",
"};\n",
"\n",
"mpl.mpl_figure_comm = function (comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = document.getElementById(id);\n",
" var ws_proxy = comm_websocket_adapter(comm);\n",
"\n",
" function ondownload(figure, _format) {\n",
" window.open(figure.canvas.toDataURL());\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element;\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error('Failed to find cell for figure', id, fig);\n",
" return;\n",
" }\n",
" fig.cell_info[0].output_area.element.one(\n",
" 'cleared',\n",
" { fig: fig },\n",
" fig._remove_fig_handler\n",
" );\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function (fig, msg) {\n",
" var width = fig.canvas.width / fig.ratio;\n",
" fig.cell_info[0].output_area.element.off(\n",
" 'cleared',\n",
" fig._remove_fig_handler\n",
" );\n",
"\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable();\n",
" fig.parent_element.innerHTML =\n",
" '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
" fig.close_ws(fig, msg);\n",
"};\n",
"\n",
"mpl.figure.prototype.close_ws = function (fig, msg) {\n",
" fig.send_message('closing', msg);\n",
" // fig.ws.close()\n",
"};\n",
"\n",
"mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var width = this.canvas.width / this.ratio;\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] =\n",
" '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
"};\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function () {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message('ack', {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () {\n",
" fig.push_to_output();\n",
" }, 1000);\n",
"};\n",
"\n",
"mpl.figure.prototype._init_toolbar = function () {\n",
" var fig = this;\n",
"\n",
" var toolbar = document.createElement('div');\n",
" toolbar.classList = 'btn-toolbar';\n",
" this.root.appendChild(toolbar);\n",
"\n",
" function on_click_closure(name) {\n",
" return function (_event) {\n",
" return fig.toolbar_button_onclick(name);\n",
" };\n",
" }\n",
"\n",
" function on_mouseover_closure(tooltip) {\n",
" return function (event) {\n",
" if (!event.currentTarget.disabled) {\n",
" return fig.toolbar_button_onmouseover(tooltip);\n",
" }\n",
" };\n",
" }\n",
"\n",
" fig.buttons = {};\n",
" var buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'btn-group';\n",
" var button;\n",
" for (var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" /* Instead of a spacer, we start a new button group. */\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
" buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'btn-group';\n",
" continue;\n",
" }\n",
"\n",
" button = fig.buttons[name] = document.createElement('button');\n",
" button.classList = 'btn btn-default';\n",
" button.href = '#';\n",
" button.title = name;\n",
" button.innerHTML = '<i class=\"fa ' + image + ' fa-lg\"></i>';\n",
" button.addEventListener('click', on_click_closure(method_name));\n",
" button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n",
" buttonGroup.appendChild(button);\n",
" }\n",
"\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = document.createElement('span');\n",
" status_bar.classList = 'mpl-message pull-right';\n",
" toolbar.appendChild(status_bar);\n",
" this.message = status_bar;\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = document.createElement('div');\n",
" buttongrp.classList = 'btn-group inline pull-right';\n",
" button = document.createElement('button');\n",
" button.classList = 'btn btn-mini btn-primary';\n",
" button.href = '#';\n",
" button.title = 'Stop Interaction';\n",
" button.innerHTML = '<i class=\"fa fa-power-off icon-remove icon-large\"></i>';\n",
" button.addEventListener('click', function (_evt) {\n",
" fig.handle_close(fig, {});\n",
" });\n",
" button.addEventListener(\n",
" 'mouseover',\n",
" on_mouseover_closure('Stop Interaction')\n",
" );\n",
" buttongrp.appendChild(button);\n",
" var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n",
" titlebar.insertBefore(buttongrp, titlebar.firstChild);\n",
"};\n",
"\n",
"mpl.figure.prototype._remove_fig_handler = function (event) {\n",
" var fig = event.data.fig;\n",
" fig.close_ws(fig, {});\n",
"};\n",
"\n",
"mpl.figure.prototype._root_extra_style = function (el) {\n",
" el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n",
"};\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function (el) {\n",
" // this is important to make the div 'focusable\n",
" el.setAttribute('tabindex', 0);\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" } else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype._key_event_extra = function (event, _name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager) {\n",
" manager = IPython.keyboard_manager;\n",
" }\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which === 13) {\n",
" this.canvas_div.blur();\n",
" // select the cell after this one\n",
" var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n",
" IPython.notebook.select(index + 1);\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
" fig.ondownload(fig, null);\n",
"};\n",
"\n",
"mpl.find_output_cell = function (html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i = 0; i < ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code') {\n",
" for (var j = 0; j < cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] === html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"};\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel !== null) {\n",
" IPython.notebook.kernel.comm_manager.register_target(\n",
" 'matplotlib',\n",
" mpl.mpl_figure_comm\n",
" );\n",
"}\n"
],
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"<IPython.core.display.Javascript object>"
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},
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\" width=\"600\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig, ax = plt.subplots(2,1,figsize = (6,10), sharex = True)\n",
"\n",
"(WN_classes/1e6).plot.bar(stacked = True, ax = ax[0])\n",
"plt.sca(ax[0])\n",
"plt.ylabel('Million dwellings')\n",
"plt.xlabel('')\n",
"plt.grid(axis = 'y', ls = '--')\n",
"\n",
"(WN_classes.T/WN_classes.sum(axis = 1)*100).T.plot.bar(stacked = True, legend = False, ax = ax[1])\n",
"plt.sca(ax[1])\n",
"plt.ylabel('Percentage in dwelling type')\n",
"plt.xlabel('')\n",
"plt.grid(axis = 'y', ls = '--')\n",
"plt.ylim(0,100)\n",
"plt.tight_layout()\n",
"plt.savefig('GKAT_per_WNART.pdf')"
]
},
{
"cell_type": "code",
"execution_count": 50,
"id": "armed-variance",
"metadata": {},
"outputs": [],
"source": [
"plt.rcParams[\"axes.prop_cycle\"] = plt.cycler(\"color\", plt.cm.tab20c.colors[:12] \n",
" + plt.cm.Set2.colors[-1:] )"
]
},
{
"cell_type": "code",
"execution_count": 71,
"id": "impressed-salvation",
"metadata": {},
"outputs": [
{
"data": {
"application/javascript": [
"/* Put everything inside the global mpl namespace */\n",
"/* global mpl */\n",
"window.mpl = {};\n",
"\n",
"mpl.get_websocket_type = function () {\n",
" if (typeof WebSocket !== 'undefined') {\n",
" return WebSocket;\n",
" } else if (typeof MozWebSocket !== 'undefined') {\n",
" return MozWebSocket;\n",
" } else {\n",
" alert(\n",
" 'Your browser does not have WebSocket support. ' +\n",
" 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
" 'Firefox 4 and 5 are also supported but you ' +\n",
" 'have to enable WebSockets in about:config.'\n",
" );\n",
" }\n",
"};\n",
"\n",
"mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n",
" this.id = figure_id;\n",
"\n",
" this.ws = websocket;\n",
"\n",
" this.supports_binary = this.ws.binaryType !== undefined;\n",
"\n",
" if (!this.supports_binary) {\n",
" var warnings = document.getElementById('mpl-warnings');\n",
" if (warnings) {\n",
" warnings.style.display = 'block';\n",
" warnings.textContent =\n",
" 'This browser does not support binary websocket messages. ' +\n",
" 'Performance may be slow.';\n",
" }\n",
" }\n",
"\n",
" this.imageObj = new Image();\n",
"\n",
" this.context = undefined;\n",
" this.message = undefined;\n",
" this.canvas = undefined;\n",
" this.rubberband_canvas = undefined;\n",
" this.rubberband_context = undefined;\n",
" this.format_dropdown = undefined;\n",
"\n",
" this.image_mode = 'full';\n",
"\n",
" this.root = document.createElement('div');\n",
" this.root.setAttribute('style', 'display: inline-block');\n",
" this._root_extra_style(this.root);\n",
"\n",
" parent_element.appendChild(this.root);\n",
"\n",
" this._init_header(this);\n",
" this._init_canvas(this);\n",
" this._init_toolbar(this);\n",
"\n",
" var fig = this;\n",
"\n",
" this.waiting = false;\n",
"\n",
" this.ws.onopen = function () {\n",
" fig.send_message('supports_binary', { value: fig.supports_binary });\n",
" fig.send_message('send_image_mode', {});\n",
" if (fig.ratio !== 1) {\n",
" fig.send_message('set_dpi_ratio', { dpi_ratio: fig.ratio });\n",
" }\n",
" fig.send_message('refresh', {});\n",
" };\n",
"\n",
" this.imageObj.onload = function () {\n",
" if (fig.image_mode === 'full') {\n",
" // Full images could contain transparency (where diff images\n",
" // almost always do), so we need to clear the canvas so that\n",
" // there is no ghosting.\n",
" fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
" }\n",
" fig.context.drawImage(fig.imageObj, 0, 0);\n",
" };\n",
"\n",
" this.imageObj.onunload = function () {\n",
" fig.ws.close();\n",
" };\n",
"\n",
" this.ws.onmessage = this._make_on_message_function(this);\n",
"\n",
" this.ondownload = ondownload;\n",
"};\n",
"\n",
"mpl.figure.prototype._init_header = function () {\n",
" var titlebar = document.createElement('div');\n",
" titlebar.classList =\n",
" 'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n",
" var titletext = document.createElement('div');\n",
" titletext.classList = 'ui-dialog-title';\n",
" titletext.setAttribute(\n",
" 'style',\n",
" 'width: 100%; text-align: center; padding: 3px;'\n",
" );\n",
" titlebar.appendChild(titletext);\n",
" this.root.appendChild(titlebar);\n",
" this.header = titletext;\n",
"};\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n",
"\n",
"mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n",
"\n",
"mpl.figure.prototype._init_canvas = function () {\n",
" var fig = this;\n",
"\n",
" var canvas_div = (this.canvas_div = document.createElement('div'));\n",
" canvas_div.setAttribute(\n",
" 'style',\n",
" 'border: 1px solid #ddd;' +\n",
" 'box-sizing: content-box;' +\n",
" 'clear: both;' +\n",
" 'min-height: 1px;' +\n",
" 'min-width: 1px;' +\n",
" 'outline: 0;' +\n",
" 'overflow: hidden;' +\n",
" 'position: relative;' +\n",
" 'resize: both;'\n",
" );\n",
"\n",
" function on_keyboard_event_closure(name) {\n",
" return function (event) {\n",
" return fig.key_event(event, name);\n",
" };\n",
" }\n",
"\n",
" canvas_div.addEventListener(\n",
" 'keydown',\n",
" on_keyboard_event_closure('key_press')\n",
" );\n",
" canvas_div.addEventListener(\n",
" 'keyup',\n",
" on_keyboard_event_closure('key_release')\n",
" );\n",
"\n",
" this._canvas_extra_style(canvas_div);\n",
" this.root.appendChild(canvas_div);\n",
"\n",
" var canvas = (this.canvas = document.createElement('canvas'));\n",
" canvas.classList.add('mpl-canvas');\n",
" canvas.setAttribute('style', 'box-sizing: content-box;');\n",
"\n",
" this.context = canvas.getContext('2d');\n",
"\n",
" var backingStore =\n",
" this.context.backingStorePixelRatio ||\n",
" this.context.webkitBackingStorePixelRatio ||\n",
" this.context.mozBackingStorePixelRatio ||\n",
" this.context.msBackingStorePixelRatio ||\n",
" this.context.oBackingStorePixelRatio ||\n",
" this.context.backingStorePixelRatio ||\n",
" 1;\n",
"\n",
" this.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
" if (this.ratio !== 1) {\n",
" fig.send_message('set_dpi_ratio', { dpi_ratio: this.ratio });\n",
" }\n",
"\n",
" var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n",
" 'canvas'\n",
" ));\n",
" rubberband_canvas.setAttribute(\n",
" 'style',\n",
" 'box-sizing: content-box; position: absolute; left: 0; top: 0; z-index: 1;'\n",
" );\n",
"\n",
" var resizeObserver = new ResizeObserver(function (entries) {\n",
" var nentries = entries.length;\n",
" for (var i = 0; i < nentries; i++) {\n",
" var entry = entries[i];\n",
" var width, height;\n",
" if (entry.contentBoxSize) {\n",
" if (entry.contentBoxSize instanceof Array) {\n",
" // Chrome 84 implements new version of spec.\n",
" width = entry.contentBoxSize[0].inlineSize;\n",
" height = entry.contentBoxSize[0].blockSize;\n",
" } else {\n",
" // Firefox implements old version of spec.\n",
" width = entry.contentBoxSize.inlineSize;\n",
" height = entry.contentBoxSize.blockSize;\n",
" }\n",
" } else {\n",
" // Chrome <84 implements even older version of spec.\n",
" width = entry.contentRect.width;\n",
" height = entry.contentRect.height;\n",
" }\n",
"\n",
" // Keep the size of the canvas and rubber band canvas in sync with\n",
" // the canvas container.\n",
" if (entry.devicePixelContentBoxSize) {\n",
" // Chrome 84 implements new version of spec.\n",
" canvas.setAttribute(\n",
" 'width',\n",
" entry.devicePixelContentBoxSize[0].inlineSize\n",
" );\n",
" canvas.setAttribute(\n",
" 'height',\n",
" entry.devicePixelContentBoxSize[0].blockSize\n",
" );\n",
" } else {\n",
" canvas.setAttribute('width', width * fig.ratio);\n",
" canvas.setAttribute('height', height * fig.ratio);\n",
" }\n",
" canvas.setAttribute(\n",
" 'style',\n",
" 'width: ' + width + 'px; height: ' + height + 'px;'\n",
" );\n",
"\n",
" rubberband_canvas.setAttribute('width', width);\n",
" rubberband_canvas.setAttribute('height', height);\n",
"\n",
" // And update the size in Python. We ignore the initial 0/0 size\n",
" // that occurs as the element is placed into the DOM, which should\n",
" // otherwise not happen due to the minimum size styling.\n",
" if (width != 0 && height != 0) {\n",
" fig.request_resize(width, height);\n",
" }\n",
" }\n",
" });\n",
" resizeObserver.observe(canvas_div);\n",
"\n",
" function on_mouse_event_closure(name) {\n",
" return function (event) {\n",
" return fig.mouse_event(event, name);\n",
" };\n",
" }\n",
"\n",
" rubberband_canvas.addEventListener(\n",
" 'mousedown',\n",
" on_mouse_event_closure('button_press')\n",
" );\n",
" rubberband_canvas.addEventListener(\n",
" 'mouseup',\n",
" on_mouse_event_closure('button_release')\n",
" );\n",
" // Throttle sequential mouse events to 1 every 20ms.\n",
" rubberband_canvas.addEventListener(\n",
" 'mousemove',\n",
" on_mouse_event_closure('motion_notify')\n",
" );\n",
"\n",
" rubberband_canvas.addEventListener(\n",
" 'mouseenter',\n",
" on_mouse_event_closure('figure_enter')\n",
" );\n",
" rubberband_canvas.addEventListener(\n",
" 'mouseleave',\n",
" on_mouse_event_closure('figure_leave')\n",
" );\n",
"\n",
" canvas_div.addEventListener('wheel', function (event) {\n",
" if (event.deltaY < 0) {\n",
" event.step = 1;\n",
" } else {\n",
" event.step = -1;\n",
" }\n",
" on_mouse_event_closure('scroll')(event);\n",
" });\n",
"\n",
" canvas_div.appendChild(canvas);\n",
" canvas_div.appendChild(rubberband_canvas);\n",
"\n",
" this.rubberband_context = rubberband_canvas.getContext('2d');\n",
" this.rubberband_context.strokeStyle = '#000000';\n",
"\n",
" this._resize_canvas = function (width, height, forward) {\n",
" if (forward) {\n",
" canvas_div.style.width = width + 'px';\n",
" canvas_div.style.height = height + 'px';\n",
" }\n",
" };\n",
"\n",
" // Disable right mouse context menu.\n",
" this.rubberband_canvas.addEventListener('contextmenu', function (_e) {\n",
" event.preventDefault();\n",
" return false;\n",
" });\n",
"\n",
" function set_focus() {\n",
" canvas.focus();\n",
" canvas_div.focus();\n",
" }\n",
"\n",
" window.setTimeout(set_focus, 100);\n",
"};\n",
"\n",
"mpl.figure.prototype._init_toolbar = function () {\n",
" var fig = this;\n",
"\n",
" var toolbar = document.createElement('div');\n",
" toolbar.classList = 'mpl-toolbar';\n",
" this.root.appendChild(toolbar);\n",
"\n",
" function on_click_closure(name) {\n",
" return function (_event) {\n",
" return fig.toolbar_button_onclick(name);\n",
" };\n",
" }\n",
"\n",
" function on_mouseover_closure(tooltip) {\n",
" return function (event) {\n",
" if (!event.currentTarget.disabled) {\n",
" return fig.toolbar_button_onmouseover(tooltip);\n",
" }\n",
" };\n",
" }\n",
"\n",
" fig.buttons = {};\n",
" var buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'mpl-button-group';\n",
" for (var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" /* Instead of a spacer, we start a new button group. */\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
" buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'mpl-button-group';\n",
" continue;\n",
" }\n",
"\n",
" var button = (fig.buttons[name] = document.createElement('button'));\n",
" button.classList = 'mpl-widget';\n",
" button.setAttribute('role', 'button');\n",
" button.setAttribute('aria-disabled', 'false');\n",
" button.addEventListener('click', on_click_closure(method_name));\n",
" button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n",
"\n",
" var icon_img = document.createElement('img');\n",
" icon_img.src = '_images/' + image + '.png';\n",
" icon_img.srcset = '_images/' + image + '_large.png 2x';\n",
" icon_img.alt = tooltip;\n",
" button.appendChild(icon_img);\n",
"\n",
" buttonGroup.appendChild(button);\n",
" }\n",
"\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
"\n",
" var fmt_picker = document.createElement('select');\n",
" fmt_picker.classList = 'mpl-widget';\n",
" toolbar.appendChild(fmt_picker);\n",
" this.format_dropdown = fmt_picker;\n",
"\n",
" for (var ind in mpl.extensions) {\n",
" var fmt = mpl.extensions[ind];\n",
" var option = document.createElement('option');\n",
" option.selected = fmt === mpl.default_extension;\n",
" option.innerHTML = fmt;\n",
" fmt_picker.appendChild(option);\n",
" }\n",
"\n",
" var status_bar = document.createElement('span');\n",
" status_bar.classList = 'mpl-message';\n",
" toolbar.appendChild(status_bar);\n",
" this.message = status_bar;\n",
"};\n",
"\n",
"mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n",
" // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
" // which will in turn request a refresh of the image.\n",
" this.send_message('resize', { width: x_pixels, height: y_pixels });\n",
"};\n",
"\n",
"mpl.figure.prototype.send_message = function (type, properties) {\n",
" properties['type'] = type;\n",
" properties['figure_id'] = this.id;\n",
" this.ws.send(JSON.stringify(properties));\n",
"};\n",
"\n",
"mpl.figure.prototype.send_draw_message = function () {\n",
" if (!this.waiting) {\n",
" this.waiting = true;\n",
" this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
" var format_dropdown = fig.format_dropdown;\n",
" var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
" fig.ondownload(fig, format);\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_resize = function (fig, msg) {\n",
" var size = msg['size'];\n",
" if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n",
" fig._resize_canvas(size[0], size[1], msg['forward']);\n",
" fig.send_message('refresh', {});\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n",
" var x0 = msg['x0'] / fig.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n",
" var x1 = msg['x1'] / fig.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n",
" x0 = Math.floor(x0) + 0.5;\n",
" y0 = Math.floor(y0) + 0.5;\n",
" x1 = Math.floor(x1) + 0.5;\n",
" y1 = Math.floor(y1) + 0.5;\n",
" var min_x = Math.min(x0, x1);\n",
" var min_y = Math.min(y0, y1);\n",
" var width = Math.abs(x1 - x0);\n",
" var height = Math.abs(y1 - y0);\n",
"\n",
" fig.rubberband_context.clearRect(\n",
" 0,\n",
" 0,\n",
" fig.canvas.width / fig.ratio,\n",
" fig.canvas.height / fig.ratio\n",
" );\n",
"\n",
" fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n",
" // Updates the figure title.\n",
" fig.header.textContent = msg['label'];\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_cursor = function (fig, msg) {\n",
" var cursor = msg['cursor'];\n",
" switch (cursor) {\n",
" case 0:\n",
" cursor = 'pointer';\n",
" break;\n",
" case 1:\n",
" cursor = 'default';\n",
" break;\n",
" case 2:\n",
" cursor = 'crosshair';\n",
" break;\n",
" case 3:\n",
" cursor = 'move';\n",
" break;\n",
" }\n",
" fig.rubberband_canvas.style.cursor = cursor;\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_message = function (fig, msg) {\n",
" fig.message.textContent = msg['message'];\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_draw = function (fig, _msg) {\n",
" // Request the server to send over a new figure.\n",
" fig.send_draw_message();\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n",
" fig.image_mode = msg['mode'];\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n",
" for (var key in msg) {\n",
" if (!(key in fig.buttons)) {\n",
" continue;\n",
" }\n",
" fig.buttons[key].disabled = !msg[key];\n",
" fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n",
" if (msg['mode'] === 'PAN') {\n",
" fig.buttons['Pan'].classList.add('active');\n",
" fig.buttons['Zoom'].classList.remove('active');\n",
" } else if (msg['mode'] === 'ZOOM') {\n",
" fig.buttons['Pan'].classList.remove('active');\n",
" fig.buttons['Zoom'].classList.add('active');\n",
" } else {\n",
" fig.buttons['Pan'].classList.remove('active');\n",
" fig.buttons['Zoom'].classList.remove('active');\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function () {\n",
" // Called whenever the canvas gets updated.\n",
" this.send_message('ack', {});\n",
"};\n",
"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function (fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = 'image/png';\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src\n",
" );\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data\n",
" );\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" } else if (\n",
" typeof evt.data === 'string' &&\n",
" evt.data.slice(0, 21) === 'data:image/png;base64'\n",
" ) {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig['handle_' + msg_type];\n",
" } catch (e) {\n",
" console.log(\n",
" \"No handler for the '\" + msg_type + \"' message type: \",\n",
" msg\n",
" );\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\n",
" \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n",
" e,\n",
" e.stack,\n",
" msg\n",
" );\n",
" }\n",
" }\n",
" };\n",
"};\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function (e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e) {\n",
" e = window.event;\n",
" }\n",
" if (e.target) {\n",
" targ = e.target;\n",
" } else if (e.srcElement) {\n",
" targ = e.srcElement;\n",
" }\n",
" if (targ.nodeType === 3) {\n",
" // defeat Safari bug\n",
" targ = targ.parentNode;\n",
" }\n",
"\n",
" // pageX,Y are the mouse positions relative to the document\n",
" var boundingRect = targ.getBoundingClientRect();\n",
" var x = e.pageX - (boundingRect.left + document.body.scrollLeft);\n",
" var y = e.pageY - (boundingRect.top + document.body.scrollTop);\n",
"\n",
" return { x: x, y: y };\n",
"};\n",
"\n",
"/*\n",
" * return a copy of an object with only non-object keys\n",
" * we need this to avoid circular references\n",
" * http://stackoverflow.com/a/24161582/3208463\n",
" */\n",
"function simpleKeys(original) {\n",
" return Object.keys(original).reduce(function (obj, key) {\n",
" if (typeof original[key] !== 'object') {\n",
" obj[key] = original[key];\n",
" }\n",
" return obj;\n",
" }, {});\n",
"}\n",
"\n",
"mpl.figure.prototype.mouse_event = function (event, name) {\n",
" var canvas_pos = mpl.findpos(event);\n",
"\n",
" if (name === 'button_press') {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x * this.ratio;\n",
" var y = canvas_pos.y * this.ratio;\n",
"\n",
" this.send_message(name, {\n",
" x: x,\n",
" y: y,\n",
" button: event.button,\n",
" step: event.step,\n",
" guiEvent: simpleKeys(event),\n",
" });\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"};\n",
"\n",
"mpl.figure.prototype._key_event_extra = function (_event, _name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"};\n",
"\n",
"mpl.figure.prototype.key_event = function (event, name) {\n",
" // Prevent repeat events\n",
" if (name === 'key_press') {\n",
" if (event.which === this._key) {\n",
" return;\n",
" } else {\n",
" this._key = event.which;\n",
" }\n",
" }\n",
" if (name === 'key_release') {\n",
" this._key = null;\n",
" }\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which !== 17) {\n",
" value += 'ctrl+';\n",
" }\n",
" if (event.altKey && event.which !== 18) {\n",
" value += 'alt+';\n",
" }\n",
" if (event.shiftKey && event.which !== 16) {\n",
" value += 'shift+';\n",
" }\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n",
" return false;\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function (name) {\n",
" if (name === 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message('toolbar_button', { name: name });\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";/* global mpl */\n",
"\n",
"var comm_websocket_adapter = function (comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function () {\n",
" comm.close();\n",
" };\n",
" ws.send = function (m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function (msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data']);\n",
" });\n",
" return ws;\n",
"};\n",
"\n",
"mpl.mpl_figure_comm = function (comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = document.getElementById(id);\n",
" var ws_proxy = comm_websocket_adapter(comm);\n",
"\n",
" function ondownload(figure, _format) {\n",
" window.open(figure.canvas.toDataURL());\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element;\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error('Failed to find cell for figure', id, fig);\n",
" return;\n",
" }\n",
" fig.cell_info[0].output_area.element.one(\n",
" 'cleared',\n",
" { fig: fig },\n",
" fig._remove_fig_handler\n",
" );\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function (fig, msg) {\n",
" var width = fig.canvas.width / fig.ratio;\n",
" fig.cell_info[0].output_area.element.off(\n",
" 'cleared',\n",
" fig._remove_fig_handler\n",
" );\n",
"\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable();\n",
" fig.parent_element.innerHTML =\n",
" '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
" fig.close_ws(fig, msg);\n",
"};\n",
"\n",
"mpl.figure.prototype.close_ws = function (fig, msg) {\n",
" fig.send_message('closing', msg);\n",
" // fig.ws.close()\n",
"};\n",
"\n",
"mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var width = this.canvas.width / this.ratio;\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] =\n",
" '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
"};\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function () {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message('ack', {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () {\n",
" fig.push_to_output();\n",
" }, 1000);\n",
"};\n",
"\n",
"mpl.figure.prototype._init_toolbar = function () {\n",
" var fig = this;\n",
"\n",
" var toolbar = document.createElement('div');\n",
" toolbar.classList = 'btn-toolbar';\n",
" this.root.appendChild(toolbar);\n",
"\n",
" function on_click_closure(name) {\n",
" return function (_event) {\n",
" return fig.toolbar_button_onclick(name);\n",
" };\n",
" }\n",
"\n",
" function on_mouseover_closure(tooltip) {\n",
" return function (event) {\n",
" if (!event.currentTarget.disabled) {\n",
" return fig.toolbar_button_onmouseover(tooltip);\n",
" }\n",
" };\n",
" }\n",
"\n",
" fig.buttons = {};\n",
" var buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'btn-group';\n",
" var button;\n",
" for (var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" /* Instead of a spacer, we start a new button group. */\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
" buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'btn-group';\n",
" continue;\n",
" }\n",
"\n",
" button = fig.buttons[name] = document.createElement('button');\n",
" button.classList = 'btn btn-default';\n",
" button.href = '#';\n",
" button.title = name;\n",
" button.innerHTML = '<i class=\"fa ' + image + ' fa-lg\"></i>';\n",
" button.addEventListener('click', on_click_closure(method_name));\n",
" button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n",
" buttonGroup.appendChild(button);\n",
" }\n",
"\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = document.createElement('span');\n",
" status_bar.classList = 'mpl-message pull-right';\n",
" toolbar.appendChild(status_bar);\n",
" this.message = status_bar;\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = document.createElement('div');\n",
" buttongrp.classList = 'btn-group inline pull-right';\n",
" button = document.createElement('button');\n",
" button.classList = 'btn btn-mini btn-primary';\n",
" button.href = '#';\n",
" button.title = 'Stop Interaction';\n",
" button.innerHTML = '<i class=\"fa fa-power-off icon-remove icon-large\"></i>';\n",
" button.addEventListener('click', function (_evt) {\n",
" fig.handle_close(fig, {});\n",
" });\n",
" button.addEventListener(\n",
" 'mouseover',\n",
" on_mouseover_closure('Stop Interaction')\n",
" );\n",
" buttongrp.appendChild(button);\n",
" var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n",
" titlebar.insertBefore(buttongrp, titlebar.firstChild);\n",
"};\n",
"\n",
"mpl.figure.prototype._remove_fig_handler = function (event) {\n",
" var fig = event.data.fig;\n",
" fig.close_ws(fig, {});\n",
"};\n",
"\n",
"mpl.figure.prototype._root_extra_style = function (el) {\n",
" el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n",
"};\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function (el) {\n",
" // this is important to make the div 'focusable\n",
" el.setAttribute('tabindex', 0);\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" } else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype._key_event_extra = function (event, _name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager) {\n",
" manager = IPython.keyboard_manager;\n",
" }\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which === 13) {\n",
" this.canvas_div.blur();\n",
" // select the cell after this one\n",
" var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n",
" IPython.notebook.select(index + 1);\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
" fig.ondownload(fig, null);\n",
"};\n",
"\n",
"mpl.find_output_cell = function (html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i = 0; i < ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code') {\n",
" for (var j = 0; j < cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] === html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"};\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel !== null) {\n",
" IPython.notebook.kernel.comm_manager.register_target(\n",
" 'matplotlib',\n",
" mpl.mpl_figure_comm\n",
" );\n",
"}\n"
],
"text/plain": [
"<IPython.core.display.Javascript object>"
]
},
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"output_type": "display_data"
},
{
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\" width=\"450\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"(WN_classes/1e6).T.plot.bar(stacked = True, figsize = (4.5,8), legend =False)\n",
"plt.ylabel('Percentage of category')\n",
"plt.xlabel('')\n",
"plt.grid(axis = 'y', ls = '--')\n",
"plt.tight_layout()"
]
},
{
"cell_type": "code",
"execution_count": 72,
"id": "intelligent-financing",
"metadata": {},
"outputs": [
{
"data": {
"application/javascript": [
"/* Put everything inside the global mpl namespace */\n",
"/* global mpl */\n",
"window.mpl = {};\n",
"\n",
"mpl.get_websocket_type = function () {\n",
" if (typeof WebSocket !== 'undefined') {\n",
" return WebSocket;\n",
" } else if (typeof MozWebSocket !== 'undefined') {\n",
" return MozWebSocket;\n",
" } else {\n",
" alert(\n",
" 'Your browser does not have WebSocket support. ' +\n",
" 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
" 'Firefox 4 and 5 are also supported but you ' +\n",
" 'have to enable WebSockets in about:config.'\n",
" );\n",
" }\n",
"};\n",
"\n",
"mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n",
" this.id = figure_id;\n",
"\n",
" this.ws = websocket;\n",
"\n",
" this.supports_binary = this.ws.binaryType !== undefined;\n",
"\n",
" if (!this.supports_binary) {\n",
" var warnings = document.getElementById('mpl-warnings');\n",
" if (warnings) {\n",
" warnings.style.display = 'block';\n",
" warnings.textContent =\n",
" 'This browser does not support binary websocket messages. ' +\n",
" 'Performance may be slow.';\n",
" }\n",
" }\n",
"\n",
" this.imageObj = new Image();\n",
"\n",
" this.context = undefined;\n",
" this.message = undefined;\n",
" this.canvas = undefined;\n",
" this.rubberband_canvas = undefined;\n",
" this.rubberband_context = undefined;\n",
" this.format_dropdown = undefined;\n",
"\n",
" this.image_mode = 'full';\n",
"\n",
" this.root = document.createElement('div');\n",
" this.root.setAttribute('style', 'display: inline-block');\n",
" this._root_extra_style(this.root);\n",
"\n",
" parent_element.appendChild(this.root);\n",
"\n",
" this._init_header(this);\n",
" this._init_canvas(this);\n",
" this._init_toolbar(this);\n",
"\n",
" var fig = this;\n",
"\n",
" this.waiting = false;\n",
"\n",
" this.ws.onopen = function () {\n",
" fig.send_message('supports_binary', { value: fig.supports_binary });\n",
" fig.send_message('send_image_mode', {});\n",
" if (fig.ratio !== 1) {\n",
" fig.send_message('set_dpi_ratio', { dpi_ratio: fig.ratio });\n",
" }\n",
" fig.send_message('refresh', {});\n",
" };\n",
"\n",
" this.imageObj.onload = function () {\n",
" if (fig.image_mode === 'full') {\n",
" // Full images could contain transparency (where diff images\n",
" // almost always do), so we need to clear the canvas so that\n",
" // there is no ghosting.\n",
" fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
" }\n",
" fig.context.drawImage(fig.imageObj, 0, 0);\n",
" };\n",
"\n",
" this.imageObj.onunload = function () {\n",
" fig.ws.close();\n",
" };\n",
"\n",
" this.ws.onmessage = this._make_on_message_function(this);\n",
"\n",
" this.ondownload = ondownload;\n",
"};\n",
"\n",
"mpl.figure.prototype._init_header = function () {\n",
" var titlebar = document.createElement('div');\n",
" titlebar.classList =\n",
" 'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n",
" var titletext = document.createElement('div');\n",
" titletext.classList = 'ui-dialog-title';\n",
" titletext.setAttribute(\n",
" 'style',\n",
" 'width: 100%; text-align: center; padding: 3px;'\n",
" );\n",
" titlebar.appendChild(titletext);\n",
" this.root.appendChild(titlebar);\n",
" this.header = titletext;\n",
"};\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n",
"\n",
"mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n",
"\n",
"mpl.figure.prototype._init_canvas = function () {\n",
" var fig = this;\n",
"\n",
" var canvas_div = (this.canvas_div = document.createElement('div'));\n",
" canvas_div.setAttribute(\n",
" 'style',\n",
" 'border: 1px solid #ddd;' +\n",
" 'box-sizing: content-box;' +\n",
" 'clear: both;' +\n",
" 'min-height: 1px;' +\n",
" 'min-width: 1px;' +\n",
" 'outline: 0;' +\n",
" 'overflow: hidden;' +\n",
" 'position: relative;' +\n",
" 'resize: both;'\n",
" );\n",
"\n",
" function on_keyboard_event_closure(name) {\n",
" return function (event) {\n",
" return fig.key_event(event, name);\n",
" };\n",
" }\n",
"\n",
" canvas_div.addEventListener(\n",
" 'keydown',\n",
" on_keyboard_event_closure('key_press')\n",
" );\n",
" canvas_div.addEventListener(\n",
" 'keyup',\n",
" on_keyboard_event_closure('key_release')\n",
" );\n",
"\n",
" this._canvas_extra_style(canvas_div);\n",
" this.root.appendChild(canvas_div);\n",
"\n",
" var canvas = (this.canvas = document.createElement('canvas'));\n",
" canvas.classList.add('mpl-canvas');\n",
" canvas.setAttribute('style', 'box-sizing: content-box;');\n",
"\n",
" this.context = canvas.getContext('2d');\n",
"\n",
" var backingStore =\n",
" this.context.backingStorePixelRatio ||\n",
" this.context.webkitBackingStorePixelRatio ||\n",
" this.context.mozBackingStorePixelRatio ||\n",
" this.context.msBackingStorePixelRatio ||\n",
" this.context.oBackingStorePixelRatio ||\n",
" this.context.backingStorePixelRatio ||\n",
" 1;\n",
"\n",
" this.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
" if (this.ratio !== 1) {\n",
" fig.send_message('set_dpi_ratio', { dpi_ratio: this.ratio });\n",
" }\n",
"\n",
" var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n",
" 'canvas'\n",
" ));\n",
" rubberband_canvas.setAttribute(\n",
" 'style',\n",
" 'box-sizing: content-box; position: absolute; left: 0; top: 0; z-index: 1;'\n",
" );\n",
"\n",
" var resizeObserver = new ResizeObserver(function (entries) {\n",
" var nentries = entries.length;\n",
" for (var i = 0; i < nentries; i++) {\n",
" var entry = entries[i];\n",
" var width, height;\n",
" if (entry.contentBoxSize) {\n",
" if (entry.contentBoxSize instanceof Array) {\n",
" // Chrome 84 implements new version of spec.\n",
" width = entry.contentBoxSize[0].inlineSize;\n",
" height = entry.contentBoxSize[0].blockSize;\n",
" } else {\n",
" // Firefox implements old version of spec.\n",
" width = entry.contentBoxSize.inlineSize;\n",
" height = entry.contentBoxSize.blockSize;\n",
" }\n",
" } else {\n",
" // Chrome <84 implements even older version of spec.\n",
" width = entry.contentRect.width;\n",
" height = entry.contentRect.height;\n",
" }\n",
"\n",
" // Keep the size of the canvas and rubber band canvas in sync with\n",
" // the canvas container.\n",
" if (entry.devicePixelContentBoxSize) {\n",
" // Chrome 84 implements new version of spec.\n",
" canvas.setAttribute(\n",
" 'width',\n",
" entry.devicePixelContentBoxSize[0].inlineSize\n",
" );\n",
" canvas.setAttribute(\n",
" 'height',\n",
" entry.devicePixelContentBoxSize[0].blockSize\n",
" );\n",
" } else {\n",
" canvas.setAttribute('width', width * fig.ratio);\n",
" canvas.setAttribute('height', height * fig.ratio);\n",
" }\n",
" canvas.setAttribute(\n",
" 'style',\n",
" 'width: ' + width + 'px; height: ' + height + 'px;'\n",
" );\n",
"\n",
" rubberband_canvas.setAttribute('width', width);\n",
" rubberband_canvas.setAttribute('height', height);\n",
"\n",
" // And update the size in Python. We ignore the initial 0/0 size\n",
" // that occurs as the element is placed into the DOM, which should\n",
" // otherwise not happen due to the minimum size styling.\n",
" if (width != 0 && height != 0) {\n",
" fig.request_resize(width, height);\n",
" }\n",
" }\n",
" });\n",
" resizeObserver.observe(canvas_div);\n",
"\n",
" function on_mouse_event_closure(name) {\n",
" return function (event) {\n",
" return fig.mouse_event(event, name);\n",
" };\n",
" }\n",
"\n",
" rubberband_canvas.addEventListener(\n",
" 'mousedown',\n",
" on_mouse_event_closure('button_press')\n",
" );\n",
" rubberband_canvas.addEventListener(\n",
" 'mouseup',\n",
" on_mouse_event_closure('button_release')\n",
" );\n",
" // Throttle sequential mouse events to 1 every 20ms.\n",
" rubberband_canvas.addEventListener(\n",
" 'mousemove',\n",
" on_mouse_event_closure('motion_notify')\n",
" );\n",
"\n",
" rubberband_canvas.addEventListener(\n",
" 'mouseenter',\n",
" on_mouse_event_closure('figure_enter')\n",
" );\n",
" rubberband_canvas.addEventListener(\n",
" 'mouseleave',\n",
" on_mouse_event_closure('figure_leave')\n",
" );\n",
"\n",
" canvas_div.addEventListener('wheel', function (event) {\n",
" if (event.deltaY < 0) {\n",
" event.step = 1;\n",
" } else {\n",
" event.step = -1;\n",
" }\n",
" on_mouse_event_closure('scroll')(event);\n",
" });\n",
"\n",
" canvas_div.appendChild(canvas);\n",
" canvas_div.appendChild(rubberband_canvas);\n",
"\n",
" this.rubberband_context = rubberband_canvas.getContext('2d');\n",
" this.rubberband_context.strokeStyle = '#000000';\n",
"\n",
" this._resize_canvas = function (width, height, forward) {\n",
" if (forward) {\n",
" canvas_div.style.width = width + 'px';\n",
" canvas_div.style.height = height + 'px';\n",
" }\n",
" };\n",
"\n",
" // Disable right mouse context menu.\n",
" this.rubberband_canvas.addEventListener('contextmenu', function (_e) {\n",
" event.preventDefault();\n",
" return false;\n",
" });\n",
"\n",
" function set_focus() {\n",
" canvas.focus();\n",
" canvas_div.focus();\n",
" }\n",
"\n",
" window.setTimeout(set_focus, 100);\n",
"};\n",
"\n",
"mpl.figure.prototype._init_toolbar = function () {\n",
" var fig = this;\n",
"\n",
" var toolbar = document.createElement('div');\n",
" toolbar.classList = 'mpl-toolbar';\n",
" this.root.appendChild(toolbar);\n",
"\n",
" function on_click_closure(name) {\n",
" return function (_event) {\n",
" return fig.toolbar_button_onclick(name);\n",
" };\n",
" }\n",
"\n",
" function on_mouseover_closure(tooltip) {\n",
" return function (event) {\n",
" if (!event.currentTarget.disabled) {\n",
" return fig.toolbar_button_onmouseover(tooltip);\n",
" }\n",
" };\n",
" }\n",
"\n",
" fig.buttons = {};\n",
" var buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'mpl-button-group';\n",
" for (var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" /* Instead of a spacer, we start a new button group. */\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
" buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'mpl-button-group';\n",
" continue;\n",
" }\n",
"\n",
" var button = (fig.buttons[name] = document.createElement('button'));\n",
" button.classList = 'mpl-widget';\n",
" button.setAttribute('role', 'button');\n",
" button.setAttribute('aria-disabled', 'false');\n",
" button.addEventListener('click', on_click_closure(method_name));\n",
" button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n",
"\n",
" var icon_img = document.createElement('img');\n",
" icon_img.src = '_images/' + image + '.png';\n",
" icon_img.srcset = '_images/' + image + '_large.png 2x';\n",
" icon_img.alt = tooltip;\n",
" button.appendChild(icon_img);\n",
"\n",
" buttonGroup.appendChild(button);\n",
" }\n",
"\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
"\n",
" var fmt_picker = document.createElement('select');\n",
" fmt_picker.classList = 'mpl-widget';\n",
" toolbar.appendChild(fmt_picker);\n",
" this.format_dropdown = fmt_picker;\n",
"\n",
" for (var ind in mpl.extensions) {\n",
" var fmt = mpl.extensions[ind];\n",
" var option = document.createElement('option');\n",
" option.selected = fmt === mpl.default_extension;\n",
" option.innerHTML = fmt;\n",
" fmt_picker.appendChild(option);\n",
" }\n",
"\n",
" var status_bar = document.createElement('span');\n",
" status_bar.classList = 'mpl-message';\n",
" toolbar.appendChild(status_bar);\n",
" this.message = status_bar;\n",
"};\n",
"\n",
"mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n",
" // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
" // which will in turn request a refresh of the image.\n",
" this.send_message('resize', { width: x_pixels, height: y_pixels });\n",
"};\n",
"\n",
"mpl.figure.prototype.send_message = function (type, properties) {\n",
" properties['type'] = type;\n",
" properties['figure_id'] = this.id;\n",
" this.ws.send(JSON.stringify(properties));\n",
"};\n",
"\n",
"mpl.figure.prototype.send_draw_message = function () {\n",
" if (!this.waiting) {\n",
" this.waiting = true;\n",
" this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
" var format_dropdown = fig.format_dropdown;\n",
" var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
" fig.ondownload(fig, format);\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_resize = function (fig, msg) {\n",
" var size = msg['size'];\n",
" if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n",
" fig._resize_canvas(size[0], size[1], msg['forward']);\n",
" fig.send_message('refresh', {});\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n",
" var x0 = msg['x0'] / fig.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n",
" var x1 = msg['x1'] / fig.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n",
" x0 = Math.floor(x0) + 0.5;\n",
" y0 = Math.floor(y0) + 0.5;\n",
" x1 = Math.floor(x1) + 0.5;\n",
" y1 = Math.floor(y1) + 0.5;\n",
" var min_x = Math.min(x0, x1);\n",
" var min_y = Math.min(y0, y1);\n",
" var width = Math.abs(x1 - x0);\n",
" var height = Math.abs(y1 - y0);\n",
"\n",
" fig.rubberband_context.clearRect(\n",
" 0,\n",
" 0,\n",
" fig.canvas.width / fig.ratio,\n",
" fig.canvas.height / fig.ratio\n",
" );\n",
"\n",
" fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n",
" // Updates the figure title.\n",
" fig.header.textContent = msg['label'];\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_cursor = function (fig, msg) {\n",
" var cursor = msg['cursor'];\n",
" switch (cursor) {\n",
" case 0:\n",
" cursor = 'pointer';\n",
" break;\n",
" case 1:\n",
" cursor = 'default';\n",
" break;\n",
" case 2:\n",
" cursor = 'crosshair';\n",
" break;\n",
" case 3:\n",
" cursor = 'move';\n",
" break;\n",
" }\n",
" fig.rubberband_canvas.style.cursor = cursor;\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_message = function (fig, msg) {\n",
" fig.message.textContent = msg['message'];\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_draw = function (fig, _msg) {\n",
" // Request the server to send over a new figure.\n",
" fig.send_draw_message();\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n",
" fig.image_mode = msg['mode'];\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n",
" for (var key in msg) {\n",
" if (!(key in fig.buttons)) {\n",
" continue;\n",
" }\n",
" fig.buttons[key].disabled = !msg[key];\n",
" fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n",
" if (msg['mode'] === 'PAN') {\n",
" fig.buttons['Pan'].classList.add('active');\n",
" fig.buttons['Zoom'].classList.remove('active');\n",
" } else if (msg['mode'] === 'ZOOM') {\n",
" fig.buttons['Pan'].classList.remove('active');\n",
" fig.buttons['Zoom'].classList.add('active');\n",
" } else {\n",
" fig.buttons['Pan'].classList.remove('active');\n",
" fig.buttons['Zoom'].classList.remove('active');\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function () {\n",
" // Called whenever the canvas gets updated.\n",
" this.send_message('ack', {});\n",
"};\n",
"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function (fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = 'image/png';\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src\n",
" );\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data\n",
" );\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" } else if (\n",
" typeof evt.data === 'string' &&\n",
" evt.data.slice(0, 21) === 'data:image/png;base64'\n",
" ) {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig['handle_' + msg_type];\n",
" } catch (e) {\n",
" console.log(\n",
" \"No handler for the '\" + msg_type + \"' message type: \",\n",
" msg\n",
" );\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\n",
" \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n",
" e,\n",
" e.stack,\n",
" msg\n",
" );\n",
" }\n",
" }\n",
" };\n",
"};\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function (e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e) {\n",
" e = window.event;\n",
" }\n",
" if (e.target) {\n",
" targ = e.target;\n",
" } else if (e.srcElement) {\n",
" targ = e.srcElement;\n",
" }\n",
" if (targ.nodeType === 3) {\n",
" // defeat Safari bug\n",
" targ = targ.parentNode;\n",
" }\n",
"\n",
" // pageX,Y are the mouse positions relative to the document\n",
" var boundingRect = targ.getBoundingClientRect();\n",
" var x = e.pageX - (boundingRect.left + document.body.scrollLeft);\n",
" var y = e.pageY - (boundingRect.top + document.body.scrollTop);\n",
"\n",
" return { x: x, y: y };\n",
"};\n",
"\n",
"/*\n",
" * return a copy of an object with only non-object keys\n",
" * we need this to avoid circular references\n",
" * http://stackoverflow.com/a/24161582/3208463\n",
" */\n",
"function simpleKeys(original) {\n",
" return Object.keys(original).reduce(function (obj, key) {\n",
" if (typeof original[key] !== 'object') {\n",
" obj[key] = original[key];\n",
" }\n",
" return obj;\n",
" }, {});\n",
"}\n",
"\n",
"mpl.figure.prototype.mouse_event = function (event, name) {\n",
" var canvas_pos = mpl.findpos(event);\n",
"\n",
" if (name === 'button_press') {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x * this.ratio;\n",
" var y = canvas_pos.y * this.ratio;\n",
"\n",
" this.send_message(name, {\n",
" x: x,\n",
" y: y,\n",
" button: event.button,\n",
" step: event.step,\n",
" guiEvent: simpleKeys(event),\n",
" });\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"};\n",
"\n",
"mpl.figure.prototype._key_event_extra = function (_event, _name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"};\n",
"\n",
"mpl.figure.prototype.key_event = function (event, name) {\n",
" // Prevent repeat events\n",
" if (name === 'key_press') {\n",
" if (event.which === this._key) {\n",
" return;\n",
" } else {\n",
" this._key = event.which;\n",
" }\n",
" }\n",
" if (name === 'key_release') {\n",
" this._key = null;\n",
" }\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which !== 17) {\n",
" value += 'ctrl+';\n",
" }\n",
" if (event.altKey && event.which !== 18) {\n",
" value += 'alt+';\n",
" }\n",
" if (event.shiftKey && event.which !== 16) {\n",
" value += 'shift+';\n",
" }\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n",
" return false;\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function (name) {\n",
" if (name === 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message('toolbar_button', { name: name });\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";/* global mpl */\n",
"\n",
"var comm_websocket_adapter = function (comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function () {\n",
" comm.close();\n",
" };\n",
" ws.send = function (m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function (msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data']);\n",
" });\n",
" return ws;\n",
"};\n",
"\n",
"mpl.mpl_figure_comm = function (comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = document.getElementById(id);\n",
" var ws_proxy = comm_websocket_adapter(comm);\n",
"\n",
" function ondownload(figure, _format) {\n",
" window.open(figure.canvas.toDataURL());\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element;\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error('Failed to find cell for figure', id, fig);\n",
" return;\n",
" }\n",
" fig.cell_info[0].output_area.element.one(\n",
" 'cleared',\n",
" { fig: fig },\n",
" fig._remove_fig_handler\n",
" );\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function (fig, msg) {\n",
" var width = fig.canvas.width / fig.ratio;\n",
" fig.cell_info[0].output_area.element.off(\n",
" 'cleared',\n",
" fig._remove_fig_handler\n",
" );\n",
"\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable();\n",
" fig.parent_element.innerHTML =\n",
" '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
" fig.close_ws(fig, msg);\n",
"};\n",
"\n",
"mpl.figure.prototype.close_ws = function (fig, msg) {\n",
" fig.send_message('closing', msg);\n",
" // fig.ws.close()\n",
"};\n",
"\n",
"mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var width = this.canvas.width / this.ratio;\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] =\n",
" '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
"};\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function () {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message('ack', {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () {\n",
" fig.push_to_output();\n",
" }, 1000);\n",
"};\n",
"\n",
"mpl.figure.prototype._init_toolbar = function () {\n",
" var fig = this;\n",
"\n",
" var toolbar = document.createElement('div');\n",
" toolbar.classList = 'btn-toolbar';\n",
" this.root.appendChild(toolbar);\n",
"\n",
" function on_click_closure(name) {\n",
" return function (_event) {\n",
" return fig.toolbar_button_onclick(name);\n",
" };\n",
" }\n",
"\n",
" function on_mouseover_closure(tooltip) {\n",
" return function (event) {\n",
" if (!event.currentTarget.disabled) {\n",
" return fig.toolbar_button_onmouseover(tooltip);\n",
" }\n",
" };\n",
" }\n",
"\n",
" fig.buttons = {};\n",
" var buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'btn-group';\n",
" var button;\n",
" for (var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" /* Instead of a spacer, we start a new button group. */\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
" buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'btn-group';\n",
" continue;\n",
" }\n",
"\n",
" button = fig.buttons[name] = document.createElement('button');\n",
" button.classList = 'btn btn-default';\n",
" button.href = '#';\n",
" button.title = name;\n",
" button.innerHTML = '<i class=\"fa ' + image + ' fa-lg\"></i>';\n",
" button.addEventListener('click', on_click_closure(method_name));\n",
" button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n",
" buttonGroup.appendChild(button);\n",
" }\n",
"\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = document.createElement('span');\n",
" status_bar.classList = 'mpl-message pull-right';\n",
" toolbar.appendChild(status_bar);\n",
" this.message = status_bar;\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = document.createElement('div');\n",
" buttongrp.classList = 'btn-group inline pull-right';\n",
" button = document.createElement('button');\n",
" button.classList = 'btn btn-mini btn-primary';\n",
" button.href = '#';\n",
" button.title = 'Stop Interaction';\n",
" button.innerHTML = '<i class=\"fa fa-power-off icon-remove icon-large\"></i>';\n",
" button.addEventListener('click', function (_evt) {\n",
" fig.handle_close(fig, {});\n",
" });\n",
" button.addEventListener(\n",
" 'mouseover',\n",
" on_mouseover_closure('Stop Interaction')\n",
" );\n",
" buttongrp.appendChild(button);\n",
" var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n",
" titlebar.insertBefore(buttongrp, titlebar.firstChild);\n",
"};\n",
"\n",
"mpl.figure.prototype._remove_fig_handler = function (event) {\n",
" var fig = event.data.fig;\n",
" fig.close_ws(fig, {});\n",
"};\n",
"\n",
"mpl.figure.prototype._root_extra_style = function (el) {\n",
" el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n",
"};\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function (el) {\n",
" // this is important to make the div 'focusable\n",
" el.setAttribute('tabindex', 0);\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" } else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype._key_event_extra = function (event, _name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager) {\n",
" manager = IPython.keyboard_manager;\n",
" }\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which === 13) {\n",
" this.canvas_div.blur();\n",
" // select the cell after this one\n",
" var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n",
" IPython.notebook.select(index + 1);\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
" fig.ondownload(fig, null);\n",
"};\n",
"\n",
"mpl.find_output_cell = function (html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i = 0; i < ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code') {\n",
" for (var j = 0; j < cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] === html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"};\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel !== null) {\n",
" IPython.notebook.kernel.comm_manager.register_target(\n",
" 'matplotlib',\n",
" mpl.mpl_figure_comm\n",
" );\n",
"}\n"
],
"text/plain": [
"<IPython.core.display.Javascript object>"
]
},
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"output_type": "display_data"
},
{
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width=\"700\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"(WN_classes/WN_classes.sum()*100).T.plot.bar(stacked = True, figsize = (7,8))\n",
"plt.ylabel('Percentage of category')\n",
"plt.xlabel('')\n",
"plt.grid(axis = 'y', ls = '--')\n",
"plt.legend(loc='center left', bbox_to_anchor=(1.0, 0.5))\n",
"plt.ylim(0,100)\n",
"plt.tight_layout()\n",
"plt.savefig('WNART_per_GKAT_pct.pdf')"
]
},
{
"cell_type": "markdown",
"id": "seasonal-single",
"metadata": {},
"source": [
"### Check for which WNART is WAREA given/not given"
]
},
{
"cell_type": "code",
"execution_count": 52,
"id": "incoming-problem",
"metadata": {},
"outputs": [],
"source": [
"WNART_count = DWL.groupby('WNART', dropna = False)[['EWID', 'WAREA']].count()\n",
"WNART_count['WAREA_pct'] = WNART_count.WAREA / WNART_count.EWID"
]
},
{
"cell_type": "code",
"execution_count": 56,
"id": "remarkable-enforcement",
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
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"\n",
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" }\n",
"\n",
" .dataframe thead th {\n",
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"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>EWID</th>\n",
" <th>WAREA</th>\n",
" <th>WAREA_pct</th>\n",
" </tr>\n",
" <tr>\n",
" <th>WNART</th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>3010.0</th>\n",
" <td>3808119</td>\n",
" <td>3693945</td>\n",
" <td>0.970018</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3020.0</th>\n",
" <td>199238</td>\n",
" <td>190755</td>\n",
" <td>0.957423</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3030.0</th>\n",
" <td>15617</td>\n",
" <td>14605</td>\n",
" <td>0.935199</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3031.0</th>\n",
" <td>8146</td>\n",
" <td>7849</td>\n",
" <td>0.963540</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3032.0</th>\n",
" <td>6350</td>\n",
" <td>5904</td>\n",
" <td>0.929764</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3033.0</th>\n",
" <td>437</td>\n",
" <td>431</td>\n",
" <td>0.986270</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3034.0</th>\n",
" <td>10989</td>\n",
" <td>9623</td>\n",
" <td>0.875694</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3035.0</th>\n",
" <td>3865</td>\n",
" <td>3613</td>\n",
" <td>0.934799</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3036.0</th>\n",
" <td>1340</td>\n",
" <td>1308</td>\n",
" <td>0.976119</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3037.0</th>\n",
" <td>1324</td>\n",
" <td>1303</td>\n",
" <td>0.984139</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3038.0</th>\n",
" <td>1137</td>\n",
" <td>1120</td>\n",
" <td>0.985048</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3070.0</th>\n",
" <td>11141</td>\n",
" <td>10775</td>\n",
" <td>0.967148</td>\n",
" </tr>\n",
" <tr>\n",
" <th>NaN</th>\n",
" <td>561433</td>\n",
" <td>541646</td>\n",
" <td>0.964756</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" EWID WAREA WAREA_pct\n",
"WNART \n",
"3010.0 3808119 3693945 0.970018\n",
"3020.0 199238 190755 0.957423\n",
"3030.0 15617 14605 0.935199\n",
"3031.0 8146 7849 0.963540\n",
"3032.0 6350 5904 0.929764\n",
"3033.0 437 431 0.986270\n",
"3034.0 10989 9623 0.875694\n",
"3035.0 3865 3613 0.934799\n",
"3036.0 1340 1308 0.976119\n",
"3037.0 1324 1303 0.984139\n",
"3038.0 1137 1120 0.985048\n",
"3070.0 11141 10775 0.967148\n",
"NaN 561433 541646 0.964756"
]
},
"execution_count": 56,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"WNART_count"
]
},
{
"cell_type": "markdown",
"id": "subjective-agency",
"metadata": {},
"source": [
"## 1.2 Energy demand"
]
},
{
"cell_type": "markdown",
"id": "polyphonic-console",
"metadata": {},
"source": [
"### Hourly demand curves"
]
},
{
"cell_type": "code",
"execution_count": 11,
"id": "turkish-protection",
"metadata": {},
"outputs": [],
"source": [
"SH_MMH_map = xr.open_dataset('/work/hyenergy/output/demand/PSI_SH_MMH_profiles_4seas_HDD.nc')"
]
},
{
"cell_type": "code",
"execution_count": 12,
"id": "understood-federation",
"metadata": {},
"outputs": [
{
"data": {
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"</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
"Dimensions: (Hour: 24, Sector: 4, chx: 370, chy: 240, daytype: 2, month: 12)\n",
"Coordinates:\n",
" * daytype (daytype) object &#x27;weekday&#x27; &#x27;weekend&#x27;\n",
" * Sector (Sector) object &#x27;RHEM-SHD&#x27; &#x27;RHES-SHD&#x27; &#x27;RHNM-SHD&#x27; &#x27;RHNS-SHD&#x27;\n",
" * chx (chx) float64 4.745e+05 4.755e+05 ... 8.425e+05 8.435e+05\n",
" * chy (chy) float64 6.45e+04 6.55e+04 6.65e+04 ... 3.025e+05 3.035e+05\n",
" * Hour (Hour) int64 1 2 3 4 5 6 7 8 9 10 ... 16 17 18 19 20 21 22 23 24\n",
" Season (month) object &#x27;WIN&#x27; &#x27;WIN&#x27; &#x27;SPR&#x27; &#x27;SPR&#x27; ... &#x27;FAL&#x27; &#x27;FAL&#x27; &#x27;WIN&#x27;\n",
" * month (month) int64 1 2 3 4 5 6 7 8 9 10 11 12\n",
"Data variables:\n",
" demand_SH (Sector, daytype, Hour, chy, chx, month) float64 ...</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-e5f7ea2f-69f3-4127-a4b5-b7bfb2dda9ab' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-e5f7ea2f-69f3-4127-a4b5-b7bfb2dda9ab' class='xr-section-summary' title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>Hour</span>: 24</li><li><span class='xr-has-index'>Sector</span>: 4</li><li><span class='xr-has-index'>chx</span>: 370</li><li><span class='xr-has-index'>chy</span>: 240</li><li><span class='xr-has-index'>daytype</span>: 2</li><li><span class='xr-has-index'>month</span>: 12</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-be2f1a9f-2379-482c-841b-176b1d8f5f56' class='xr-section-summary-in' type='checkbox' checked><label for='section-be2f1a9f-2379-482c-841b-176b1d8f5f56' class='xr-section-summary' >Coordinates: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>daytype</span></div><div class='xr-var-dims'>(daytype)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;weekday&#x27; &#x27;weekend&#x27;</div><input id='attrs-aff04b15-974a-423f-8460-25dd6d765d12' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-aff04b15-974a-423f-8460-25dd6d765d12' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3f463499-671f-4712-b4f4-ece018e07472' class='xr-var-data-in' type='checkbox'><label for='data-3f463499-671f-4712-b4f4-ece018e07472' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;weekday&#x27;, &#x27;weekend&#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>Sector</span></div><div class='xr-var-dims'>(Sector)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;RHEM-SHD&#x27; ... &#x27;RHNS-SHD&#x27;</div><input id='attrs-950af229-7798-41c3-b370-2d9efc6d801b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-950af229-7798-41c3-b370-2d9efc6d801b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fee2d40e-8c04-4dd3-ab14-611a86909cc2' class='xr-var-data-in' type='checkbox'><label for='data-fee2d40e-8c04-4dd3-ab14-611a86909cc2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;RHEM-SHD&#x27;, &#x27;RHES-SHD&#x27;, &#x27;RHNM-SHD&#x27;, &#x27;RHNS-SHD&#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>chx</span></div><div class='xr-var-dims'>(chx)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>4.745e+05 4.755e+05 ... 8.435e+05</div><input id='attrs-f67c63fb-18d6-4d74-abe2-40fa21634c13' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f67c63fb-18d6-4d74-abe2-40fa21634c13' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b26c1161-ee45-45e6-b433-fddf80b15cb3' class='xr-var-data-in' type='checkbox'><label for='data-b26c1161-ee45-45e6-b433-fddf80b15cb3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>meters_east</dd><dt><span>long_name :</span></dt><dd>swiss easting</dd><dt><span>standard_name :</span></dt><dd>projection x coordinate</dd></dl></div><div class='xr-var-data'><pre>array([474500., 475500., 476500., ..., 841500., 842500., 843500.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>chy</span></div><div class='xr-var-dims'>(chy)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.45e+04 6.55e+04 ... 3.035e+05</div><input id='attrs-64bc2603-077e-47ec-bf29-bcc0366aa8a7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-64bc2603-077e-47ec-bf29-bcc0366aa8a7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5e29e4a3-6af7-4209-82b1-85ac9f8be055' class='xr-var-data-in' type='checkbox'><label for='data-5e29e4a3-6af7-4209-82b1-85ac9f8be055' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>meters_north</dd><dt><span>long_name :</span></dt><dd>swiss northing</dd><dt><span>standard_name :</span></dt><dd>projection y coordinate</dd></dl></div><div class='xr-var-data'><pre>array([ 64500., 65500., 66500., ..., 301500., 302500., 303500.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>Hour</span></div><div class='xr-var-dims'>(Hour)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 2 3 4 5 6 7 ... 19 20 21 22 23 24</div><input id='attrs-1c9d4b4b-d772-435b-8270-011f6735ea00' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1c9d4b4b-d772-435b-8270-011f6735ea00' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cc2e1446-76d2-468b-abe2-7aee07171749' class='xr-var-data-in' type='checkbox'><label for='data-cc2e1446-76d2-468b-abe2-7aee07171749' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18,\n",
" 19, 20, 21, 22, 23, 24])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Season</span></div><div class='xr-var-dims'>(month)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ecdd35b2-2f81-46da-bb5f-be81bcbe5860' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ecdd35b2-2f81-46da-bb5f-be81bcbe5860' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c6f22c98-c7e7-4580-ad2c-bdc5e4dd18a8' class='xr-var-data-in' type='checkbox'><label for='data-c6f22c98-c7e7-4580-ad2c-bdc5e4dd18a8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;WIN&#x27;, &#x27;WIN&#x27;, &#x27;SPR&#x27;, &#x27;SPR&#x27;, &#x27;SPR&#x27;, &#x27;SUM&#x27;, &#x27;SUM&#x27;, &#x27;SUM&#x27;, &#x27;FAL&#x27;, &#x27;FAL&#x27;,\n",
" &#x27;FAL&#x27;, &#x27;WIN&#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>month</span></div><div class='xr-var-dims'>(month)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 2 3 4 5 6 7 8 9 10 11 12</div><input id='attrs-a6d40c32-8b31-4268-99b1-17cdff04393c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a6d40c32-8b31-4268-99b1-17cdff04393c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dedc67b8-4aef-4dea-aa72-71d6645da64e' class='xr-var-data-in' type='checkbox'><label for='data-dedc67b8-4aef-4dea-aa72-71d6645da64e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-283a2217-6137-43fe-911b-2fc10bed290d' class='xr-section-summary-in' type='checkbox' checked><label for='section-283a2217-6137-43fe-911b-2fc10bed290d' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>demand_SH</span></div><div class='xr-var-dims'>(Sector, daytype, Hour, chy, chx, month)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a7787768-d83b-4963-a73e-018667774dbd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a7787768-d83b-4963-a73e-018667774dbd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fc5ea475-3be0-4df8-ae2d-797ba93313d3' class='xr-var-data-in' type='checkbox'><label for='data-fc5ea475-3be0-4df8-ae2d-797ba93313d3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>[204595200 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-881949ad-ef7f-4e36-a646-fa5e1a34a53f' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-881949ad-ef7f-4e36-a646-fa5e1a34a53f' class='xr-section-summary' title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
],
"text/plain": [
"<xarray.Dataset>\n",
"Dimensions: (Hour: 24, Sector: 4, chx: 370, chy: 240, daytype: 2, month: 12)\n",
"Coordinates:\n",
" * daytype (daytype) object 'weekday' 'weekend'\n",
" * Sector (Sector) object 'RHEM-SHD' 'RHES-SHD' 'RHNM-SHD' 'RHNS-SHD'\n",
" * chx (chx) float64 4.745e+05 4.755e+05 ... 8.425e+05 8.435e+05\n",
" * chy (chy) float64 6.45e+04 6.55e+04 6.65e+04 ... 3.025e+05 3.035e+05\n",
" * Hour (Hour) int64 1 2 3 4 5 6 7 8 9 10 ... 16 17 18 19 20 21 22 23 24\n",
" Season (month) object ...\n",
" * month (month) int64 1 2 3 4 5 6 7 8 9 10 11 12\n",
"Data variables:\n",
" demand_SH (Sector, daytype, Hour, chy, chx, month) float64 ..."
]
},
"execution_count": 12,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"SH_MMH_map"
]
},
{
"cell_type": "markdown",
"id": "narrow-affairs",
"metadata": {},
"source": [
"### Heat demand per building based on Sonnendach data\n",
"Assignment policy: Take the largest heat demand & DHW per EGID"
]
},
{
"cell_type": "code",
"execution_count": 13,
"id": "enabling-seattle",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"19.779181003570557\n"
]
}
],
"source": [
"ROOF_COLS = ['GWR_EGID', 'BEDARF_WARMWASSER', 'BEDARF_HEIZUNG', 'SB_UUID']\n",
"\n",
"tt = time.time()\n",
"fp = '/work/hyenergy/raw/Sonnendach/Sonnendach_all_roofs/SOLKAT_CH_DACH_LV03.txt'\n",
"ROOFS_ALL = pd.read_csv(fp, usecols = ROOF_COLS)\n",
"print(time.time()-tt)"
]
},
{
"cell_type": "code",
"execution_count": 14,
"id": "tracked-spank",
"metadata": {},
"outputs": [],
"source": [
"heat_demand_by_EGID = ( ROOFS_ALL.sort_values('BEDARF_HEIZUNG', ascending = False)\n",
" .groupby('GWR_EGID').first().drop(columns = ['SB_UUID']) )"
]
},
{
"cell_type": "code",
"execution_count": 15,
"id": "spread-chosen",
"metadata": {},
"outputs": [],
"source": [
"heat_demand_by_EGID = heat_demand_by_EGID.rename({'BEDARF_HEIZUNG' : 'demand_SH_kWh', \n",
" 'BEDARF_WARMWASSER' : 'demand_DHW_kWh' }, axis = 1)"
]
},
{
"cell_type": "code",
"execution_count": 16,
"id": "sophisticated-oxide",
"metadata": {
"scrolled": false
},
"outputs": [
{
"data": {
"text/plain": [
"demand_DHW_kWh 14.953480\n",
"demand_SH_kWh 90.625141\n",
"dtype: float64"
]
},
"execution_count": 16,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"heat_demand_by_EGID.sum() / 1e9"
]
},
{
"cell_type": "markdown",
"id": "large-childhood",
"metadata": {},
"source": [
"## 1.3 Validation data: ZHAW commune dataset"
]
},
{
"cell_type": "code",
"execution_count": 157,
"id": "coordinate-assumption",
"metadata": {},
"outputs": [],
"source": [
"data_ZHAW = pd.read_csv('/work/hyenergy/output/demand/ZHAW_demand_communes.csv', index_col = 0, header = [0,1])"
]
},
{
"cell_type": "code",
"execution_count": 162,
"id": "burning-toddler",
"metadata": {},
"outputs": [],
"source": [
"data_ZHAW = data_ZHAW.drop_duplicates().dropna()"
]
},
{
"cell_type": "code",
"execution_count": 165,
"id": "natural-contamination",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
" GDENR \n",
"Commune_info Inhabitants_2009 7.799698\n",
" Commune_area_ha 3.975031\n",
"Households Heat_all_MWh 56.667850\n",
" Space_heat_MWh 47.542203\n",
" DWH_MWh 9.125647\n",
" Electricity_MWh 17.935755\n",
"Services Heat_all_MWh 18.817403\n",
" Electricity_MWh 18.631102\n",
"Industry Heat_all_MWh 28.577724\n",
" Electricity_MWh 18.243607\n",
"Traffic Electricity_MWh 6.752485\n",
" Fuel_MWh 54.293200\n",
"dtype: float64"
]
},
"execution_count": 165,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"data_ZHAW.iloc[:,1:].sum() / 1e6"
]
},
{
"cell_type": "markdown",
"id": "metric-fields",
"metadata": {},
"source": [
"# 2. Energy reference area"
]
},
{
"cell_type": "markdown",
"id": "educational-claim",
"metadata": {},
"source": [
"## 2.1 Extract SFH and MFH and other buildings"
]
},
{
"cell_type": "code",
"execution_count": 13,
"id": "velvet-passport",
"metadata": {},
"outputs": [],
"source": [
"BLD = BLD.set_index('EGID')"
]
},
{
"cell_type": "code",
"execution_count": 14,
"id": "charged-member",
"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>GSTAT</th>\n",
" <th>GKAT</th>\n",
" <th>GKLAS</th>\n",
" <th>GAREA</th>\n",
" <th>GASTW</th>\n",
" <th>Create_Date</th>\n",
" <th>GGDENR</th>\n",
" </tr>\n",
" <tr>\n",
" <th>EGID</th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>1600000</th>\n",
" <td>1004.0</td>\n",
" <td>1020.0</td>\n",
" <td>1122.0</td>\n",
" <td>NaN</td>\n",
" <td>3.0</td>\n",
" <td>2001-11-29</td>\n",
" <td>1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1600001</th>\n",
" <td>1004.0</td>\n",
" <td>1030.0</td>\n",
" <td>1110.0</td>\n",
" <td>NaN</td>\n",
" <td>2.0</td>\n",
" <td>2001-11-29</td>\n",
" <td>1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1600002</th>\n",
" <td>1004.0</td>\n",
" <td>1030.0</td>\n",
" <td>1121.0</td>\n",
" <td>NaN</td>\n",
" <td>3.0</td>\n",
" <td>2001-11-29</td>\n",
" <td>1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1600003</th>\n",
" <td>1004.0</td>\n",
" <td>1020.0</td>\n",
" <td>1122.0</td>\n",
" <td>NaN</td>\n",
" <td>3.0</td>\n",
" <td>2001-11-29</td>\n",
" <td>1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1600005</th>\n",
" <td>1004.0</td>\n",
" <td>1020.0</td>\n",
" <td>1110.0</td>\n",
" <td>NaN</td>\n",
" <td>2.0</td>\n",
" <td>2001-11-29</td>\n",
" <td>1</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" GSTAT GKAT GKLAS GAREA GASTW Create_Date GGDENR\n",
"EGID \n",
"1600000 1004.0 1020.0 1122.0 NaN 3.0 2001-11-29 1\n",
"1600001 1004.0 1030.0 1110.0 NaN 2.0 2001-11-29 1\n",
"1600002 1004.0 1030.0 1121.0 NaN 3.0 2001-11-29 1\n",
"1600003 1004.0 1020.0 1122.0 NaN 3.0 2001-11-29 1\n",
"1600005 1004.0 1020.0 1110.0 NaN 2.0 2001-11-29 1"
]
},
"execution_count": 14,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"BLD.head()"
]
},
{
"cell_type": "code",
"execution_count": 15,
"id": "descending-cabinet",
"metadata": {},
"outputs": [],
"source": [
"BLD['N_DWL'] = DWL[DWL.EGID.isin(BLD.index)].groupby('EGID').EWID.count()"
]
},
{
"cell_type": "code",
"execution_count": 16,
"id": "international-protest",
"metadata": {},
"outputs": [],
"source": [
"BLD.loc[BLD.N_DWL.isna() & (BLD.GKLAS == 1110), 'N_DWL'] = 1\n",
"BLD.loc[BLD.N_DWL.isna() & (BLD.GKLAS == 1121), 'N_DWL'] = 2\n",
"BLD.loc[BLD.N_DWL.isna() & (BLD.GKLAS == 1122), 'N_DWL'] = 3\n",
"BLD['N_DWL'] = BLD['N_DWL'].fillna(0)"
]
},
{
"cell_type": "code",
"execution_count": 17,
"id": "adverse-embassy",
"metadata": {},
"outputs": [],
"source": [
"DWL_w_area = DWL.dropna(subset = ['WAREA'])"
]
},
{
"cell_type": "code",
"execution_count": 18,
"id": "passive-clinton",
"metadata": {},
"outputs": [],
"source": [
"BLD['N_DWL_w_area'] = DWL_w_area[DWL_w_area.EGID.isin(BLD.index)].groupby('EGID').EWID.count()\n",
"BLD['N_DWL_w_area'] = BLD['N_DWL_w_area'].fillna(0)"
]
},
{
"cell_type": "code",
"execution_count": 19,
"id": "voluntary-mission",
"metadata": {},
"outputs": [],
"source": [
"BLD['DWL_area'] = DWL_w_area[DWL_w_area.EGID.isin(BLD.index)].groupby('EGID').WAREA.sum()\n",
"BLD['DWL_area'] = BLD['DWL_area'].fillna(0)"
]
},
{
"cell_type": "code",
"execution_count": 20,
"id": "acoustic-policy",
"metadata": {},
"outputs": [],
"source": [
"RES_only = BLD[(BLD.GKAT == 1020)]\n",
"SFH = RES_only[RES_only.N_DWL == 1]\n",
"MFH = RES_only[RES_only.N_DWL > 1]"
]
},
{
"cell_type": "code",
"execution_count": 21,
"id": "comprehensive-injection",
"metadata": {},
"outputs": [],
"source": [
"RES_mixed = BLD[(BLD.GKAT.isin([1030,1040]))]"
]
},
{
"cell_type": "code",
"execution_count": 22,
"id": "wireless-modem",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Number of SFH: 1000639\n",
"Number of MFH: 478215\n",
"Number of mixed residential buildings: 278307\n"
]
}
],
"source": [
"print('Number of SFH:', len(SFH))\n",
"print('Number of MFH:', len(MFH))\n",
"print('Number of mixed residential buildings:', len(RES_mixed))"
]
},
{
"cell_type": "code",
"execution_count": 23,
"id": "phantom-folder",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Sum of dwelling area - SFH: 139105 1k m2\n",
"Sum of dwelling area - MFH: 224319 1k m2\n",
"Sum of dwelling area - mixed res. bld.: 81416 1k m2\n"
]
}
],
"source": [
"dwl_area_sum = lambda df: df.DWL_area.sum()/1000\n",
"print('Sum of dwelling area - SFH: %d 1k m2' %dwl_area_sum(SFH))\n",
"print('Sum of dwelling area - MFH: %d 1k m2' %dwl_area_sum(MFH))\n",
"print('Sum of dwelling area - mixed res. bld.: %d 1k m2' %dwl_area_sum(RES_mixed))"
]
},
{
"cell_type": "code",
"execution_count": 24,
"id": "marked-graduation",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Percentage of missing dwelling area - SFH: 97.0%\n",
"Percentage of missing dwelling area - MFH: 97.0%\n",
"Percentage of missing dwelling area - mixed res. bld.: 96.3%\n"
]
}
],
"source": [
"pct_missing_dwl = lambda df: df.N_DWL_w_area.sum() / df.N_DWL.sum()*100\n",
"print('Percentage of missing dwelling area - SFH: %.1f%%' %( pct_missing_dwl(SFH) ))\n",
"print('Percentage of missing dwelling area - MFH: %.1f%%' %( pct_missing_dwl(MFH) ))\n",
"print('Percentage of missing dwelling area - mixed res. bld.: %.1f%%' %( pct_missing_dwl(RES_mixed) ))"
]
},
{
"cell_type": "code",
"execution_count": 25,
"id": "appropriate-samba",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Scaled dwelling area - SFH: 143381 1k m2\n",
"Scaled dwelling area - MFH: 231342 1k m2\n",
"Scaled dwelling area - mixed res. bld.: 84557 1k m2\n"
]
}
],
"source": [
"scaled_dwl_area = lambda df: df.DWL_area.sum()/1000 / pct_missing_dwl(df) * 100\n",
"print('Scaled dwelling area - SFH: %d 1k m2' %( scaled_dwl_area(SFH) ))\n",
"print('Scaled dwelling area - MFH: %d 1k m2' %( scaled_dwl_area(MFH) ))\n",
"print('Scaled dwelling area - mixed res. bld.: %d 1k m2' %( scaled_dwl_area(RES_mixed) ))"
]
},
{
"cell_type": "code",
"execution_count": 26,
"id": "comparative-storm",
"metadata": {},
"outputs": [],
"source": [
"# SORUCE: WUEST STATISTIC (2019 provisional)\n",
"ERA_SFH_2019 = 164559\n",
"ERA_MFH_2019 = 247529\n",
"ERA_mixed_2019 = 101165"
]
},
{
"cell_type": "code",
"execution_count": 27,
"id": "considerable-routine",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Difference to ERA - SFH: -12.9%\n",
"Difference to ERA - MFH: -6.5%\n",
"Difference to ERA - mixed res. bld.: -16.4%\n"
]
}
],
"source": [
"diff_to_ERA = lambda df, ERA: (scaled_dwl_area(df) - ERA) / ERA * 100\n",
"print('Difference to ERA - SFH: %.1f%%' %(diff_to_ERA(SFH, ERA_SFH_2019)))\n",
"print('Difference to ERA - MFH: %.1f%%' %(diff_to_ERA(MFH, ERA_MFH_2019)))\n",
"print('Difference to ERA - mixed res. bld.: %.1f%%' %(diff_to_ERA(RES_mixed, ERA_mixed_2019)))"
]
},
{
"cell_type": "markdown",
"id": "hearing-jesus",
"metadata": {},
"source": [
"# 3. Top-down approach"
]
},
{
"cell_type": "markdown",
"id": "simplified-grant",
"metadata": {},
"source": [
"### Average space heating demand per ERA\n",
"Source: Ex-Post Analyse Haushalte 2019"
]
},
{
"cell_type": "code",
"execution_count": 29,
"id": "related-banana",
"metadata": {},
"outputs": [],
"source": [
"ERA_BFE = 501.739551753194 # km2 - 2019, with empty dwellings, no 2nd homes\n",
"SH_BFE = 172.684854788903/3.6 # TWh - 2019, normalised for HDD, with mobile heaters, no 2nd homes"
]
},
{
"cell_type": "code",
"execution_count": 30,
"id": "invalid-cardiff",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"95.60341625755511"
]
},
"execution_count": 30,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"SH_per_ERA_BFE = SH_BFE / ERA_BFE * 1000 # kWh/m2 - 2019, normalised for HDD, with mobile heaters, no 2nd homes\n",
"SH_per_ERA_BFE"
]
},
{
"cell_type": "markdown",
"id": "classified-atmosphere",
"metadata": {},
"source": [
"### Fill NaNs of WNAREA"
]
},
{
"cell_type": "code",
"execution_count": 37,
"id": "greenhouse-trinidad",
"metadata": {},
"outputs": [],
"source": [
"WAREA_mean = DWL_w_GWR.groupby(['WNART', 'GKLAS', 'GKAT'], dropna = False).WAREA.mean().reset_index()"
]
},
{
"cell_type": "code",
"execution_count": 38,
"id": "bibliographic-bearing",
"metadata": {},
"outputs": [],
"source": [
"WAREA_filled = DWL_w_GWR[DWL_w_GWR.WAREA.isna()].drop(columns = ['WAREA']\n",
" ).merge(WAREA_mean, on = ['WNART', 'GKLAS', 'GKAT'])"
]
},
{
"cell_type": "code",
"execution_count": 39,
"id": "mineral-break",
"metadata": {},
"outputs": [],
"source": [
"DWL_w_GWR_filled = pd.concat([DWL_w_GWR.dropna(subset = ['WAREA']), WAREA_filled]).sort_values(['EGID','EWID'])"
]
},
{
"cell_type": "code",
"execution_count": 40,
"id": "clear-trance",
"metadata": {},
"outputs": [],
"source": [
"BLD['DWL_area_filled'] = DWL_w_GWR_filled[DWL_w_GWR_filled.EGID.isin(BLD.index)].groupby('EGID').WAREA.sum()"
]
},
{
"cell_type": "code",
"execution_count": 41,
"id": "arabic-marathon",
"metadata": {},
"outputs": [],
"source": [
"BLD_DWL_area_nan = BLD[BLD['DWL_area_filled'].isna() & (BLD['N_DWL'] > 0)] "
]
},
{
"cell_type": "code",
"execution_count": 45,
"id": "possible-venture",
"metadata": {},
"outputs": [],
"source": [
"BLD_area_mean = BLD.groupby(['GKLAS','GKAT'], dropna = False).DWL_area_filled.mean().reset_index()"
]
},
{
"cell_type": "code",
"execution_count": 227,
"id": "political-lodging",
"metadata": {},
"outputs": [],
"source": [
"BLD_DWL_area_filled = BLD_DWL_area_nan.drop(columns = ['DWL_area_filled']\n",
" ).reset_index().merge(BLD_area_mean, on = ['GKLAS', 'GKAT'], how = 'left')"
]
},
{
"cell_type": "code",
"execution_count": 228,
"id": "professional-hormone",
"metadata": {},
"outputs": [],
"source": [
"BLD_DWL_filled = pd.concat([BLD[(BLD['N_DWL'] == 0) | (~BLD['DWL_area_filled'].isna())].reset_index(), \n",
" BLD_DWL_area_filled]).sort_values(['EGID']).set_index('EGID')"
]
},
{
"cell_type": "code",
"execution_count": 229,
"id": "fifth-baker",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"GSTAT 2200.710772\n",
"GKAT 2257.355530\n",
"GKLAS 2334.016233\n",
"GAREA 331.750675\n",
"GASTW 4.936193\n",
"GGDENR 6495.695529\n",
"N_DWL 4.625758\n",
"N_DWL_w_area 4.479153\n",
"DWL_area 444.899987\n",
"DWL_area_filled 459.017138\n",
"dtype: float64"
]
},
"execution_count": 229,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"BLD_DWL_filled.sum() / 1e6"
]
},
{
"cell_type": "markdown",
"id": "received-humor",
"metadata": {},
"source": [
"### Get EBF overhead per building category\n",
"Source: Wuest & Partner Gebäudebestandsentwicklung"
]
},
{
"cell_type": "code",
"execution_count": 117,
"id": "gorgeous-object",
"metadata": {},
"outputs": [],
"source": [
"OH_ERA = lambda df, ERA: ERA / scaled_dwl_area(df)\n",
"ERA_overhead = {}\n",
"ERA_overhead['SFH'] = OH_ERA(SFH, ERA_SFH_2019)\n",
"ERA_overhead['MFH'] = OH_ERA(MFH, ERA_MFH_2019)\n",
"ERA_overhead['RES_mixed'] = OH_ERA(RES_mixed, ERA_mixed_2019)"
]
},
{
"cell_type": "code",
"execution_count": 118,
"id": "hidden-heading",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"1.1963995480600413"
]
},
"execution_count": 118,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"ERA_overhead['RES_mixed']"
]
},
{
"cell_type": "markdown",
"id": "statistical-packing",
"metadata": {},
"source": [
"### Get area weights per commune and category (without 2nd homes)"
]
},
{
"cell_type": "code",
"execution_count": 88,
"id": "musical-genealogy",
"metadata": {},
"outputs": [],
"source": [
"WAREA_2ndHome = DWL_w_GWR_filled[DWL_w_GWR_filled.WNART == 3020].groupby('EGID').WAREA.sum()"
]
},
{
"cell_type": "code",
"execution_count": 230,
"id": "common-beatles",
"metadata": {},
"outputs": [],
"source": [
"BLD_DWL_filled['DWL_area_2ndHome'] = WAREA_2ndHome\n",
"BLD_DWL_filled['DWL_area_2ndHome'] = BLD_DWL_filled['DWL_area_2ndHome'].fillna(0)"
]
},
{
"cell_type": "code",
"execution_count": 231,
"id": "forty-public",
"metadata": {},
"outputs": [],
"source": [
"BLD_DWL_filled['DWL_area_BFE'] = BLD_DWL_filled.DWL_area_filled - BLD_DWL_filled.DWL_area_2ndHome"
]
},
{
"cell_type": "code",
"execution_count": 232,
"id": "broad-optics",
"metadata": {},
"outputs": [],
"source": [
"# Assign building type\n",
"BLD_DWL_filled.loc[SFH.index, 'Building_type'] = 'SFH'\n",
"BLD_DWL_filled.loc[MFH.index, 'Building_type'] = 'MFH'\n",
"BLD_DWL_filled.loc[RES_mixed.index, 'Building_type'] = 'RES_mixed'"
]
},
{
"cell_type": "code",
"execution_count": 233,
"id": "worst-crazy",
"metadata": {},
"outputs": [],
"source": [
"BLD_DWL_filled['ERA_overhead'] = BLD_DWL_filled.Building_type.map(ERA_overhead)"
]
},
{
"cell_type": "code",
"execution_count": 234,
"id": "formal-anxiety",
"metadata": {},
"outputs": [],
"source": [
"BLD_DWL_filled['ERA_estimate'] = BLD_DWL_filled.DWL_area_BFE * BLD_DWL_filled.ERA_overhead"
]
},
{
"cell_type": "code",
"execution_count": 235,
"id": "sharp-garden",
"metadata": {},
"outputs": [],
"source": [
"BLD_DWL_filled['SH_estimate_kWh'] = BLD_DWL_filled.ERA_estimate * SH_per_ERA_BFE"
]
},
{
"cell_type": "code",
"execution_count": 236,
"id": "guilty-timer",
"metadata": {},
"outputs": [],
"source": [
"BLD_RES = BLD_DWL_filled.dropna(subset = ['Building_type'])"
]
},
{
"cell_type": "code",
"execution_count": 237,
"id": "serial-instruction",
"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>GSTAT</th>\n",
" <th>GKAT</th>\n",
" <th>GKLAS</th>\n",
" <th>GAREA</th>\n",
" <th>GASTW</th>\n",
" <th>Create_Date</th>\n",
" <th>GGDENR</th>\n",
" <th>N_DWL</th>\n",
" <th>N_DWL_w_area</th>\n",
" <th>DWL_area</th>\n",
" <th>DWL_area_filled</th>\n",
" <th>DWL_area_2ndHome</th>\n",
" <th>DWL_area_BFE</th>\n",
" <th>Building_type</th>\n",
" <th>ERA_overhead</th>\n",
" <th>ERA_estimate</th>\n",
" <th>SH_estimate_kWh</th>\n",
" </tr>\n",
" <tr>\n",
" <th>EGID</th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>1004.0</td>\n",
" <td>1040.0</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>2.0</td>\n",
" <td>2001-11-29</td>\n",
" <td>2</td>\n",
" <td>2.0</td>\n",
" <td>1.0</td>\n",
" <td>40.0</td>\n",
" <td>136.219029</td>\n",
" <td>0.0</td>\n",
" <td>136.219029</td>\n",
" <td>RES_mixed</td>\n",
" <td>1.196400</td>\n",
" <td>162.972384</td>\n",
" <td>15580.716703</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>1004.0</td>\n",
" <td>1020.0</td>\n",
" <td>1110.0</td>\n",
" <td>NaN</td>\n",
" <td>2.0</td>\n",
" <td>2001-11-29</td>\n",
" <td>2</td>\n",
" <td>1.0</td>\n",
" <td>1.0</td>\n",
" <td>144.0</td>\n",
" <td>144.000000</td>\n",
" <td>0.0</td>\n",
" <td>144.000000</td>\n",
" <td>SFH</td>\n",
" <td>1.147703</td>\n",
" <td>165.269162</td>\n",
" <td>15800.296478</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>1004.0</td>\n",
" <td>1020.0</td>\n",
" <td>1110.0</td>\n",
" <td>NaN</td>\n",
" <td>2.0</td>\n",
" <td>2001-11-29</td>\n",
" <td>2</td>\n",
" <td>1.0</td>\n",
" <td>1.0</td>\n",
" <td>160.0</td>\n",
" <td>160.000000</td>\n",
" <td>0.0</td>\n",
" <td>160.000000</td>\n",
" <td>SFH</td>\n",
" <td>1.147703</td>\n",
" <td>183.632402</td>\n",
" <td>17555.884976</td>\n",
" </tr>\n",
" <tr>\n",
" <th>5</th>\n",
" <td>1004.0</td>\n",
" <td>1020.0</td>\n",
" <td>1110.0</td>\n",
" <td>NaN</td>\n",
" <td>2.0</td>\n",
" <td>2001-11-29</td>\n",
" <td>2</td>\n",
" <td>1.0</td>\n",
" <td>1.0</td>\n",
" <td>120.0</td>\n",
" <td>120.000000</td>\n",
" <td>0.0</td>\n",
" <td>120.000000</td>\n",
" <td>SFH</td>\n",
" <td>1.147703</td>\n",
" <td>137.724302</td>\n",
" <td>13166.913732</td>\n",
" </tr>\n",
" <tr>\n",
" <th>6</th>\n",
" <td>1004.0</td>\n",
" <td>1020.0</td>\n",
" <td>1110.0</td>\n",
" <td>NaN</td>\n",
" <td>2.0</td>\n",
" <td>2001-11-29</td>\n",
" <td>2</td>\n",
" <td>1.0</td>\n",
" <td>1.0</td>\n",
" <td>130.0</td>\n",
" <td>130.000000</td>\n",
" <td>0.0</td>\n",
" <td>130.000000</td>\n",
" <td>SFH</td>\n",
" <td>1.147703</td>\n",
" <td>149.201327</td>\n",
" <td>14264.156543</td>\n",
" </tr>\n",
" <tr>\n",
" <th>...</th>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" </tr>\n",
" <tr>\n",
" <th>500004698</th>\n",
" <td>1004.0</td>\n",
" <td>1020.0</td>\n",
" <td>1110.0</td>\n",
" <td>27.0</td>\n",
" <td>NaN</td>\n",
" <td>2019-12-20</td>\n",
" <td>6289</td>\n",
" <td>1.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>142.954183</td>\n",
" <td>0.0</td>\n",
" <td>142.954183</td>\n",
" <td>SFH</td>\n",
" <td>1.147703</td>\n",
" <td>164.068875</td>\n",
" <td>15685.544935</td>\n",
" </tr>\n",
" <tr>\n",
" <th>500004699</th>\n",
" <td>1004.0</td>\n",
" <td>1020.0</td>\n",
" <td>1122.0</td>\n",
" <td>75.0</td>\n",
" <td>NaN</td>\n",
" <td>2019-12-20</td>\n",
" <td>6289</td>\n",
" <td>3.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>631.666075</td>\n",
" <td>0.0</td>\n",
" <td>631.666075</td>\n",
" <td>MFH</td>\n",
" <td>1.069970</td>\n",
" <td>675.863730</td>\n",
" <td>64614.881503</td>\n",
" </tr>\n",
" <tr>\n",
" <th>500004700</th>\n",
" <td>1004.0</td>\n",
" <td>1020.0</td>\n",
" <td>1110.0</td>\n",
" <td>28.0</td>\n",
" <td>NaN</td>\n",
" <td>2019-12-20</td>\n",
" <td>6289</td>\n",
" <td>1.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>142.954183</td>\n",
" <td>0.0</td>\n",
" <td>142.954183</td>\n",
" <td>SFH</td>\n",
" <td>1.147703</td>\n",
" <td>164.068875</td>\n",
" <td>15685.544935</td>\n",
" </tr>\n",
" <tr>\n",
" <th>502000297</th>\n",
" <td>1004.0</td>\n",
" <td>1020.0</td>\n",
" <td>1121.0</td>\n",
" <td>89.0</td>\n",
" <td>3.0</td>\n",
" <td>2019-10-11</td>\n",
" <td>6052</td>\n",
" <td>2.0</td>\n",
" <td>2.0</td>\n",
" <td>200.0</td>\n",
" <td>200.000000</td>\n",
" <td>0.0</td>\n",
" <td>200.000000</td>\n",
" <td>MFH</td>\n",
" <td>1.069970</td>\n",
" <td>213.993994</td>\n",
" <td>20458.556849</td>\n",
" </tr>\n",
" <tr>\n",
" <th>502000886</th>\n",
" <td>1004.0</td>\n",
" <td>1040.0</td>\n",
" <td>1251.0</td>\n",
" <td>145.0</td>\n",
" <td>5.0</td>\n",
" <td>2019-10-31</td>\n",
" <td>6076</td>\n",
" <td>1.0</td>\n",
" <td>1.0</td>\n",
" <td>20.0</td>\n",
" <td>20.000000</td>\n",
" <td>0.0</td>\n",
" <td>20.000000</td>\n",
" <td>RES_mixed</td>\n",
" <td>1.196400</td>\n",
" <td>23.927991</td>\n",
" <td>2287.597680</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"<p>1757161 rows × 17 columns</p>\n",
"</div>"
],
"text/plain": [
" GSTAT GKAT GKLAS GAREA GASTW Create_Date GGDENR N_DWL \\\n",
"EGID \n",
"1 1004.0 1040.0 NaN NaN 2.0 2001-11-29 2 2.0 \n",
"3 1004.0 1020.0 1110.0 NaN 2.0 2001-11-29 2 1.0 \n",
"4 1004.0 1020.0 1110.0 NaN 2.0 2001-11-29 2 1.0 \n",
"5 1004.0 1020.0 1110.0 NaN 2.0 2001-11-29 2 1.0 \n",
"6 1004.0 1020.0 1110.0 NaN 2.0 2001-11-29 2 1.0 \n",
"... ... ... ... ... ... ... ... ... \n",
"500004698 1004.0 1020.0 1110.0 27.0 NaN 2019-12-20 6289 1.0 \n",
"500004699 1004.0 1020.0 1122.0 75.0 NaN 2019-12-20 6289 3.0 \n",
"500004700 1004.0 1020.0 1110.0 28.0 NaN 2019-12-20 6289 1.0 \n",
"502000297 1004.0 1020.0 1121.0 89.0 3.0 2019-10-11 6052 2.0 \n",
"502000886 1004.0 1040.0 1251.0 145.0 5.0 2019-10-31 6076 1.0 \n",
"\n",
" N_DWL_w_area DWL_area DWL_area_filled DWL_area_2ndHome \\\n",
"EGID \n",
"1 1.0 40.0 136.219029 0.0 \n",
"3 1.0 144.0 144.000000 0.0 \n",
"4 1.0 160.0 160.000000 0.0 \n",
"5 1.0 120.0 120.000000 0.0 \n",
"6 1.0 130.0 130.000000 0.0 \n",
"... ... ... ... ... \n",
"500004698 0.0 0.0 142.954183 0.0 \n",
"500004699 0.0 0.0 631.666075 0.0 \n",
"500004700 0.0 0.0 142.954183 0.0 \n",
"502000297 2.0 200.0 200.000000 0.0 \n",
"502000886 1.0 20.0 20.000000 0.0 \n",
"\n",
" DWL_area_BFE Building_type ERA_overhead ERA_estimate \\\n",
"EGID \n",
"1 136.219029 RES_mixed 1.196400 162.972384 \n",
"3 144.000000 SFH 1.147703 165.269162 \n",
"4 160.000000 SFH 1.147703 183.632402 \n",
"5 120.000000 SFH 1.147703 137.724302 \n",
"6 130.000000 SFH 1.147703 149.201327 \n",
"... ... ... ... ... \n",
"500004698 142.954183 SFH 1.147703 164.068875 \n",
"500004699 631.666075 MFH 1.069970 675.863730 \n",
"500004700 142.954183 SFH 1.147703 164.068875 \n",
"502000297 200.000000 MFH 1.069970 213.993994 \n",
"502000886 20.000000 RES_mixed 1.196400 23.927991 \n",
"\n",
" SH_estimate_kWh \n",
"EGID \n",
"1 15580.716703 \n",
"3 15800.296478 \n",
"4 17555.884976 \n",
"5 13166.913732 \n",
"6 14264.156543 \n",
"... ... \n",
"500004698 15685.544935 \n",
"500004699 64614.881503 \n",
"500004700 15685.544935 \n",
"502000297 20458.556849 \n",
"502000886 2287.597680 \n",
"\n",
"[1757161 rows x 17 columns]"
]
},
"execution_count": 237,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"BLD_RES"
]
},
{
"cell_type": "code",
"execution_count": 109,
"id": "rotary-rings",
"metadata": {},
"outputs": [],
"source": [
"# Group by building type and Commune (could also do for other cluster sizes)\n",
"DWL_area_per_cat = BLD_DWL_filled.groupby(['GGDENR', 'Building_type']).DWL_area_BFE.sum().reset_index()"
]
},
{
"cell_type": "code",
"execution_count": 130,
"id": "compatible-montana",
"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>GGDENR</th>\n",
" <th>Building_type</th>\n",
" <th>DWL_area_BFE</th>\n",
" <th>ERA_overhead</th>\n",
" <th>ERA_estimate</th>\n",
" <th>SH_estimate_kWh</th>\n",
" <th>SH_estimate_GWh</th>\n",
" <th>SH_estimate_MWh</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>1</td>\n",
" <td>MFH</td>\n",
" <td>46399.213653</td>\n",
" <td>1.069970</td>\n",
" <td>49645.765154</td>\n",
" <td>4.746305e+06</td>\n",
" <td>4.746305</td>\n",
" <td>4746.304751</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>1</td>\n",
" <td>RES_mixed</td>\n",
" <td>13123.869959</td>\n",
" <td>1.196400</td>\n",
" <td>15701.392088</td>\n",
" <td>1.501107e+06</td>\n",
" <td>1.501107</td>\n",
" <td>1501.106724</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>1</td>\n",
" <td>SFH</td>\n",
" <td>64897.646795</td>\n",
" <td>1.147703</td>\n",
" <td>74483.192320</td>\n",
" <td>7.120848e+06</td>\n",
" <td>7.120848</td>\n",
" <td>7120.847640</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>2</td>\n",
" <td>MFH</td>\n",
" <td>328336.780546</td>\n",
" <td>1.069970</td>\n",
" <td>351310.494620</td>\n",
" <td>3.358648e+07</td>\n",
" <td>33.586483</td>\n",
" <td>33586.483453</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>2</td>\n",
" <td>RES_mixed</td>\n",
" <td>92815.072494</td>\n",
" <td>1.196400</td>\n",
" <td>111043.910785</td>\n",
" <td>1.061618e+07</td>\n",
" <td>10.616177</td>\n",
" <td>10616.177226</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" GGDENR Building_type DWL_area_BFE ERA_overhead ERA_estimate \\\n",
"0 1 MFH 46399.213653 1.069970 49645.765154 \n",
"1 1 RES_mixed 13123.869959 1.196400 15701.392088 \n",
"2 1 SFH 64897.646795 1.147703 74483.192320 \n",
"3 2 MFH 328336.780546 1.069970 351310.494620 \n",
"4 2 RES_mixed 92815.072494 1.196400 111043.910785 \n",
"\n",
" SH_estimate_kWh SH_estimate_GWh SH_estimate_MWh \n",
"0 4.746305e+06 4.746305 4746.304751 \n",
"1 1.501107e+06 1.501107 1501.106724 \n",
"2 7.120848e+06 7.120848 7120.847640 \n",
"3 3.358648e+07 33.586483 33586.483453 \n",
"4 1.061618e+07 10.616177 10616.177226 "
]
},
"execution_count": 130,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"DWL_area_per_cat.head()"
]
},
{
"cell_type": "code",
"execution_count": 132,
"id": "average-johns",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"47.36151404805634"
]
},
"execution_count": 132,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"DWL_area_per_cat.SH_estimate_GWh.sum() / 1e3"
]
},
{
"cell_type": "markdown",
"id": "emerging-delay",
"metadata": {},
"source": [
"### Save as csv"
]
},
{
"cell_type": "code",
"execution_count": 238,
"id": "anonymous-greeting",
"metadata": {},
"outputs": [],
"source": [
"BLD_RES.drop(columns = ['GSTAT', 'N_DWL_w_area', 'DWL_area', 'DWL_area_2ndHome']\n",
" ).to_csv('/work/hyenergy/output/buildings/GWR_residential_ERA_estimate.csv')"
]
},
{
"cell_type": "markdown",
"id": "attractive-surge",
"metadata": {},
"source": [
"### Compare with ZHAW"
]
},
{
"cell_type": "code",
"execution_count": 135,
"id": "hungarian-detective",
"metadata": {},
"outputs": [],
"source": [
"estimate_communes = DWL_area_per_cat.drop(columns = ['Building_type']).groupby('GGDENR').sum()"
]
},
{
"cell_type": "code",
"execution_count": 166,
"id": "meaningful-insulation",
"metadata": {},
"outputs": [],
"source": [
"estimate_communes['ZHAW_SH_MWh'] = data_ZHAW['Households'].Space_heat_MWh"
]
},
{
"cell_type": "code",
"execution_count": 179,
"id": "quarterly-resident",
"metadata": {
"scrolled": true
},
"outputs": [
{
"data": {
"text/plain": [
"0.9798036638573623"
]
},
"execution_count": 179,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"r2_score(estimate_communes.dropna()['ZHAW_SH_MWh'], estimate_communes.dropna()['SH_estimate_MWh'])"
]
},
{
"cell_type": "code",
"execution_count": 176,
"id": "supported-pulse",
"metadata": {
"scrolled": false
},
"outputs": [
{
"data": {
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" var fmt = mpl.extensions[ind];\n",
" var option = document.createElement('option');\n",
" option.selected = fmt === mpl.default_extension;\n",
" option.innerHTML = fmt;\n",
" fmt_picker.appendChild(option);\n",
" }\n",
"\n",
" var status_bar = document.createElement('span');\n",
" status_bar.classList = 'mpl-message';\n",
" toolbar.appendChild(status_bar);\n",
" this.message = status_bar;\n",
"};\n",
"\n",
"mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n",
" // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
" // which will in turn request a refresh of the image.\n",
" this.send_message('resize', { width: x_pixels, height: y_pixels });\n",
"};\n",
"\n",
"mpl.figure.prototype.send_message = function (type, properties) {\n",
" properties['type'] = type;\n",
" properties['figure_id'] = this.id;\n",
" this.ws.send(JSON.stringify(properties));\n",
"};\n",
"\n",
"mpl.figure.prototype.send_draw_message = function () {\n",
" if (!this.waiting) {\n",
" this.waiting = true;\n",
" this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
" var format_dropdown = fig.format_dropdown;\n",
" var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
" fig.ondownload(fig, format);\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_resize = function (fig, msg) {\n",
" var size = msg['size'];\n",
" if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n",
" fig._resize_canvas(size[0], size[1], msg['forward']);\n",
" fig.send_message('refresh', {});\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n",
" var x0 = msg['x0'] / fig.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n",
" var x1 = msg['x1'] / fig.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n",
" x0 = Math.floor(x0) + 0.5;\n",
" y0 = Math.floor(y0) + 0.5;\n",
" x1 = Math.floor(x1) + 0.5;\n",
" y1 = Math.floor(y1) + 0.5;\n",
" var min_x = Math.min(x0, x1);\n",
" var min_y = Math.min(y0, y1);\n",
" var width = Math.abs(x1 - x0);\n",
" var height = Math.abs(y1 - y0);\n",
"\n",
" fig.rubberband_context.clearRect(\n",
" 0,\n",
" 0,\n",
" fig.canvas.width / fig.ratio,\n",
" fig.canvas.height / fig.ratio\n",
" );\n",
"\n",
" fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n",
" // Updates the figure title.\n",
" fig.header.textContent = msg['label'];\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_cursor = function (fig, msg) {\n",
" var cursor = msg['cursor'];\n",
" switch (cursor) {\n",
" case 0:\n",
" cursor = 'pointer';\n",
" break;\n",
" case 1:\n",
" cursor = 'default';\n",
" break;\n",
" case 2:\n",
" cursor = 'crosshair';\n",
" break;\n",
" case 3:\n",
" cursor = 'move';\n",
" break;\n",
" }\n",
" fig.rubberband_canvas.style.cursor = cursor;\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_message = function (fig, msg) {\n",
" fig.message.textContent = msg['message'];\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_draw = function (fig, _msg) {\n",
" // Request the server to send over a new figure.\n",
" fig.send_draw_message();\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n",
" fig.image_mode = msg['mode'];\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n",
" for (var key in msg) {\n",
" if (!(key in fig.buttons)) {\n",
" continue;\n",
" }\n",
" fig.buttons[key].disabled = !msg[key];\n",
" fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n",
" if (msg['mode'] === 'PAN') {\n",
" fig.buttons['Pan'].classList.add('active');\n",
" fig.buttons['Zoom'].classList.remove('active');\n",
" } else if (msg['mode'] === 'ZOOM') {\n",
" fig.buttons['Pan'].classList.remove('active');\n",
" fig.buttons['Zoom'].classList.add('active');\n",
" } else {\n",
" fig.buttons['Pan'].classList.remove('active');\n",
" fig.buttons['Zoom'].classList.remove('active');\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function () {\n",
" // Called whenever the canvas gets updated.\n",
" this.send_message('ack', {});\n",
"};\n",
"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function (fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = 'image/png';\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src\n",
" );\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data\n",
" );\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" } else if (\n",
" typeof evt.data === 'string' &&\n",
" evt.data.slice(0, 21) === 'data:image/png;base64'\n",
" ) {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig['handle_' + msg_type];\n",
" } catch (e) {\n",
" console.log(\n",
" \"No handler for the '\" + msg_type + \"' message type: \",\n",
" msg\n",
" );\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\n",
" \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n",
" e,\n",
" e.stack,\n",
" msg\n",
" );\n",
" }\n",
" }\n",
" };\n",
"};\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function (e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e) {\n",
" e = window.event;\n",
" }\n",
" if (e.target) {\n",
" targ = e.target;\n",
" } else if (e.srcElement) {\n",
" targ = e.srcElement;\n",
" }\n",
" if (targ.nodeType === 3) {\n",
" // defeat Safari bug\n",
" targ = targ.parentNode;\n",
" }\n",
"\n",
" // pageX,Y are the mouse positions relative to the document\n",
" var boundingRect = targ.getBoundingClientRect();\n",
" var x = e.pageX - (boundingRect.left + document.body.scrollLeft);\n",
" var y = e.pageY - (boundingRect.top + document.body.scrollTop);\n",
"\n",
" return { x: x, y: y };\n",
"};\n",
"\n",
"/*\n",
" * return a copy of an object with only non-object keys\n",
" * we need this to avoid circular references\n",
" * http://stackoverflow.com/a/24161582/3208463\n",
" */\n",
"function simpleKeys(original) {\n",
" return Object.keys(original).reduce(function (obj, key) {\n",
" if (typeof original[key] !== 'object') {\n",
" obj[key] = original[key];\n",
" }\n",
" return obj;\n",
" }, {});\n",
"}\n",
"\n",
"mpl.figure.prototype.mouse_event = function (event, name) {\n",
" var canvas_pos = mpl.findpos(event);\n",
"\n",
" if (name === 'button_press') {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x * this.ratio;\n",
" var y = canvas_pos.y * this.ratio;\n",
"\n",
" this.send_message(name, {\n",
" x: x,\n",
" y: y,\n",
" button: event.button,\n",
" step: event.step,\n",
" guiEvent: simpleKeys(event),\n",
" });\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"};\n",
"\n",
"mpl.figure.prototype._key_event_extra = function (_event, _name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"};\n",
"\n",
"mpl.figure.prototype.key_event = function (event, name) {\n",
" // Prevent repeat events\n",
" if (name === 'key_press') {\n",
" if (event.which === this._key) {\n",
" return;\n",
" } else {\n",
" this._key = event.which;\n",
" }\n",
" }\n",
" if (name === 'key_release') {\n",
" this._key = null;\n",
" }\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which !== 17) {\n",
" value += 'ctrl+';\n",
" }\n",
" if (event.altKey && event.which !== 18) {\n",
" value += 'alt+';\n",
" }\n",
" if (event.shiftKey && event.which !== 16) {\n",
" value += 'shift+';\n",
" }\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n",
" return false;\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function (name) {\n",
" if (name === 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message('toolbar_button', { name: name });\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";/* global mpl */\n",
"\n",
"var comm_websocket_adapter = function (comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function () {\n",
" comm.close();\n",
" };\n",
" ws.send = function (m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function (msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data']);\n",
" });\n",
" return ws;\n",
"};\n",
"\n",
"mpl.mpl_figure_comm = function (comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = document.getElementById(id);\n",
" var ws_proxy = comm_websocket_adapter(comm);\n",
"\n",
" function ondownload(figure, _format) {\n",
" window.open(figure.canvas.toDataURL());\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element;\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error('Failed to find cell for figure', id, fig);\n",
" return;\n",
" }\n",
" fig.cell_info[0].output_area.element.one(\n",
" 'cleared',\n",
" { fig: fig },\n",
" fig._remove_fig_handler\n",
" );\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function (fig, msg) {\n",
" var width = fig.canvas.width / fig.ratio;\n",
" fig.cell_info[0].output_area.element.off(\n",
" 'cleared',\n",
" fig._remove_fig_handler\n",
" );\n",
"\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable();\n",
" fig.parent_element.innerHTML =\n",
" '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
" fig.close_ws(fig, msg);\n",
"};\n",
"\n",
"mpl.figure.prototype.close_ws = function (fig, msg) {\n",
" fig.send_message('closing', msg);\n",
" // fig.ws.close()\n",
"};\n",
"\n",
"mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var width = this.canvas.width / this.ratio;\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] =\n",
" '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
"};\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function () {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message('ack', {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () {\n",
" fig.push_to_output();\n",
" }, 1000);\n",
"};\n",
"\n",
"mpl.figure.prototype._init_toolbar = function () {\n",
" var fig = this;\n",
"\n",
" var toolbar = document.createElement('div');\n",
" toolbar.classList = 'btn-toolbar';\n",
" this.root.appendChild(toolbar);\n",
"\n",
" function on_click_closure(name) {\n",
" return function (_event) {\n",
" return fig.toolbar_button_onclick(name);\n",
" };\n",
" }\n",
"\n",
" function on_mouseover_closure(tooltip) {\n",
" return function (event) {\n",
" if (!event.currentTarget.disabled) {\n",
" return fig.toolbar_button_onmouseover(tooltip);\n",
" }\n",
" };\n",
" }\n",
"\n",
" fig.buttons = {};\n",
" var buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'btn-group';\n",
" var button;\n",
" for (var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" /* Instead of a spacer, we start a new button group. */\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
" buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'btn-group';\n",
" continue;\n",
" }\n",
"\n",
" button = fig.buttons[name] = document.createElement('button');\n",
" button.classList = 'btn btn-default';\n",
" button.href = '#';\n",
" button.title = name;\n",
" button.innerHTML = '<i class=\"fa ' + image + ' fa-lg\"></i>';\n",
" button.addEventListener('click', on_click_closure(method_name));\n",
" button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n",
" buttonGroup.appendChild(button);\n",
" }\n",
"\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = document.createElement('span');\n",
" status_bar.classList = 'mpl-message pull-right';\n",
" toolbar.appendChild(status_bar);\n",
" this.message = status_bar;\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = document.createElement('div');\n",
" buttongrp.classList = 'btn-group inline pull-right';\n",
" button = document.createElement('button');\n",
" button.classList = 'btn btn-mini btn-primary';\n",
" button.href = '#';\n",
" button.title = 'Stop Interaction';\n",
" button.innerHTML = '<i class=\"fa fa-power-off icon-remove icon-large\"></i>';\n",
" button.addEventListener('click', function (_evt) {\n",
" fig.handle_close(fig, {});\n",
" });\n",
" button.addEventListener(\n",
" 'mouseover',\n",
" on_mouseover_closure('Stop Interaction')\n",
" );\n",
" buttongrp.appendChild(button);\n",
" var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n",
" titlebar.insertBefore(buttongrp, titlebar.firstChild);\n",
"};\n",
"\n",
"mpl.figure.prototype._remove_fig_handler = function (event) {\n",
" var fig = event.data.fig;\n",
" fig.close_ws(fig, {});\n",
"};\n",
"\n",
"mpl.figure.prototype._root_extra_style = function (el) {\n",
" el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n",
"};\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function (el) {\n",
" // this is important to make the div 'focusable\n",
" el.setAttribute('tabindex', 0);\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" } else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype._key_event_extra = function (event, _name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager) {\n",
" manager = IPython.keyboard_manager;\n",
" }\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which === 13) {\n",
" this.canvas_div.blur();\n",
" // select the cell after this one\n",
" var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n",
" IPython.notebook.select(index + 1);\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
" fig.ondownload(fig, null);\n",
"};\n",
"\n",
"mpl.find_output_cell = function (html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i = 0; i < ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code') {\n",
" for (var j = 0; j < cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] === html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"};\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel !== null) {\n",
" IPython.notebook.kernel.comm_manager.register_target(\n",
" 'matplotlib',\n",
" mpl.mpl_figure_comm\n",
" );\n",
"}\n"
],
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"<IPython.core.display.Javascript object>"
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\" width=\"640\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"plt.figure()\n",
"plt.xscale('symlog')\n",
"plt.yscale('symlog')\n",
"estimate_communes.plot.scatter(x = 'ZHAW_SH_MWh', y = 'SH_estimate_MWh', s = 3, ax = plt.gca())\n",
"y = plt.gca().get_ylim()\n",
"plt.plot([y[0],y[1]],[y[0],y[1]], 'k--',lw = 1,scalex = False, scaley = False)\n",
"plt.tight_layout()"
]
},
{
"cell_type": "code",
"execution_count": 188,
"id": "broadband-sauce",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"count 2133.000000\n",
"mean 0.106973\n",
"std 0.218554\n",
"min -0.486769\n",
"25% -0.024813\n",
"50% 0.079873\n",
"75% 0.203568\n",
"max 1.974282\n",
"dtype: float64"
]
},
"execution_count": 188,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"(estimate_communes.dropna()['SH_estimate_MWh'] / estimate_communes.dropna()['ZHAW_SH_MWh'] - 1).describe()"
]
},
{
"cell_type": "markdown",
"id": "early-mexico",
"metadata": {},
"source": [
"#### Geo-spatial comparison"
]
},
{
"cell_type": "code",
"execution_count": 189,
"id": "medical-witness",
"metadata": {},
"outputs": [],
"source": [
"CH_fp = '/work/hyenergy/raw/Surface_data/swissBOUNDARIES3D/BOUNDARIES_2019/DATEN/swissBOUNDARIES3D/SHAPEFILE_LV95_LN02/swissBOUNDARIES3D_1_3_TLM_HOHEITSGEBIET.shp'"
]
},
{
"cell_type": "code",
"execution_count": 193,
"id": "mounted-basis",
"metadata": {},
"outputs": [],
"source": [
"communes = gpd.read_file(CH_fp)[['geometry', 'BFS_NUMMER']]"
]
},
{
"cell_type": "code",
"execution_count": 201,
"id": "resistant-embassy",
"metadata": {},
"outputs": [],
"source": [
"communes_with_data = communes.merge(estimate_communes, left_on = 'BFS_NUMMER', right_index = True)\n",
"communes_with_data['diff_pct'] = communes_with_data['SH_estimate_MWh'] / communes_with_data['ZHAW_SH_MWh'] - 1"
]
},
{
"cell_type": "code",
"execution_count": 212,
"id": "valued-indicator",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"119.73020509999999"
]
},
"execution_count": 212,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"communes_with_data.ZHAW_SH_MWh.min()"
]
},
{
"cell_type": "code",
"execution_count": 217,
"id": "animated-messenger",
"metadata": {},
"outputs": [],
"source": [
"vmin = min(communes_with_data['ZHAW_SH_MWh'].min(), communes_with_data['SH_estimate_MWh'].min())\n",
"vmax = min(communes_with_data['ZHAW_SH_MWh'].max(), communes_with_data['SH_estimate_MWh'].max())"
]
},
{
"cell_type": "code",
"execution_count": 239,
"id": "lightweight-briefing",
"metadata": {},
"outputs": [
{
"data": {
"application/javascript": [
"/* Put everything inside the global mpl namespace */\n",
"/* global mpl */\n",
"window.mpl = {};\n",
"\n",
"mpl.get_websocket_type = function () {\n",
" if (typeof WebSocket !== 'undefined') {\n",
" return WebSocket;\n",
" } else if (typeof MozWebSocket !== 'undefined') {\n",
" return MozWebSocket;\n",
" } else {\n",
" alert(\n",
" 'Your browser does not have WebSocket support. ' +\n",
" 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
" 'Firefox 4 and 5 are also supported but you ' +\n",
" 'have to enable WebSockets in about:config.'\n",
" );\n",
" }\n",
"};\n",
"\n",
"mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n",
" this.id = figure_id;\n",
"\n",
" this.ws = websocket;\n",
"\n",
" this.supports_binary = this.ws.binaryType !== undefined;\n",
"\n",
" if (!this.supports_binary) {\n",
" var warnings = document.getElementById('mpl-warnings');\n",
" if (warnings) {\n",
" warnings.style.display = 'block';\n",
" warnings.textContent =\n",
" 'This browser does not support binary websocket messages. ' +\n",
" 'Performance may be slow.';\n",
" }\n",
" }\n",
"\n",
" this.imageObj = new Image();\n",
"\n",
" this.context = undefined;\n",
" this.message = undefined;\n",
" this.canvas = undefined;\n",
" this.rubberband_canvas = undefined;\n",
" this.rubberband_context = undefined;\n",
" this.format_dropdown = undefined;\n",
"\n",
" this.image_mode = 'full';\n",
"\n",
" this.root = document.createElement('div');\n",
" this.root.setAttribute('style', 'display: inline-block');\n",
" this._root_extra_style(this.root);\n",
"\n",
" parent_element.appendChild(this.root);\n",
"\n",
" this._init_header(this);\n",
" this._init_canvas(this);\n",
" this._init_toolbar(this);\n",
"\n",
" var fig = this;\n",
"\n",
" this.waiting = false;\n",
"\n",
" this.ws.onopen = function () {\n",
" fig.send_message('supports_binary', { value: fig.supports_binary });\n",
" fig.send_message('send_image_mode', {});\n",
" if (fig.ratio !== 1) {\n",
" fig.send_message('set_dpi_ratio', { dpi_ratio: fig.ratio });\n",
" }\n",
" fig.send_message('refresh', {});\n",
" };\n",
"\n",
" this.imageObj.onload = function () {\n",
" if (fig.image_mode === 'full') {\n",
" // Full images could contain transparency (where diff images\n",
" // almost always do), so we need to clear the canvas so that\n",
" // there is no ghosting.\n",
" fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
" }\n",
" fig.context.drawImage(fig.imageObj, 0, 0);\n",
" };\n",
"\n",
" this.imageObj.onunload = function () {\n",
" fig.ws.close();\n",
" };\n",
"\n",
" this.ws.onmessage = this._make_on_message_function(this);\n",
"\n",
" this.ondownload = ondownload;\n",
"};\n",
"\n",
"mpl.figure.prototype._init_header = function () {\n",
" var titlebar = document.createElement('div');\n",
" titlebar.classList =\n",
" 'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n",
" var titletext = document.createElement('div');\n",
" titletext.classList = 'ui-dialog-title';\n",
" titletext.setAttribute(\n",
" 'style',\n",
" 'width: 100%; text-align: center; padding: 3px;'\n",
" );\n",
" titlebar.appendChild(titletext);\n",
" this.root.appendChild(titlebar);\n",
" this.header = titletext;\n",
"};\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n",
"\n",
"mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n",
"\n",
"mpl.figure.prototype._init_canvas = function () {\n",
" var fig = this;\n",
"\n",
" var canvas_div = (this.canvas_div = document.createElement('div'));\n",
" canvas_div.setAttribute(\n",
" 'style',\n",
" 'border: 1px solid #ddd;' +\n",
" 'box-sizing: content-box;' +\n",
" 'clear: both;' +\n",
" 'min-height: 1px;' +\n",
" 'min-width: 1px;' +\n",
" 'outline: 0;' +\n",
" 'overflow: hidden;' +\n",
" 'position: relative;' +\n",
" 'resize: both;'\n",
" );\n",
"\n",
" function on_keyboard_event_closure(name) {\n",
" return function (event) {\n",
" return fig.key_event(event, name);\n",
" };\n",
" }\n",
"\n",
" canvas_div.addEventListener(\n",
" 'keydown',\n",
" on_keyboard_event_closure('key_press')\n",
" );\n",
" canvas_div.addEventListener(\n",
" 'keyup',\n",
" on_keyboard_event_closure('key_release')\n",
" );\n",
"\n",
" this._canvas_extra_style(canvas_div);\n",
" this.root.appendChild(canvas_div);\n",
"\n",
" var canvas = (this.canvas = document.createElement('canvas'));\n",
" canvas.classList.add('mpl-canvas');\n",
" canvas.setAttribute('style', 'box-sizing: content-box;');\n",
"\n",
" this.context = canvas.getContext('2d');\n",
"\n",
" var backingStore =\n",
" this.context.backingStorePixelRatio ||\n",
" this.context.webkitBackingStorePixelRatio ||\n",
" this.context.mozBackingStorePixelRatio ||\n",
" this.context.msBackingStorePixelRatio ||\n",
" this.context.oBackingStorePixelRatio ||\n",
" this.context.backingStorePixelRatio ||\n",
" 1;\n",
"\n",
" this.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
" if (this.ratio !== 1) {\n",
" fig.send_message('set_dpi_ratio', { dpi_ratio: this.ratio });\n",
" }\n",
"\n",
" var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n",
" 'canvas'\n",
" ));\n",
" rubberband_canvas.setAttribute(\n",
" 'style',\n",
" 'box-sizing: content-box; position: absolute; left: 0; top: 0; z-index: 1;'\n",
" );\n",
"\n",
" var resizeObserver = new ResizeObserver(function (entries) {\n",
" var nentries = entries.length;\n",
" for (var i = 0; i < nentries; i++) {\n",
" var entry = entries[i];\n",
" var width, height;\n",
" if (entry.contentBoxSize) {\n",
" if (entry.contentBoxSize instanceof Array) {\n",
" // Chrome 84 implements new version of spec.\n",
" width = entry.contentBoxSize[0].inlineSize;\n",
" height = entry.contentBoxSize[0].blockSize;\n",
" } else {\n",
" // Firefox implements old version of spec.\n",
" width = entry.contentBoxSize.inlineSize;\n",
" height = entry.contentBoxSize.blockSize;\n",
" }\n",
" } else {\n",
" // Chrome <84 implements even older version of spec.\n",
" width = entry.contentRect.width;\n",
" height = entry.contentRect.height;\n",
" }\n",
"\n",
" // Keep the size of the canvas and rubber band canvas in sync with\n",
" // the canvas container.\n",
" if (entry.devicePixelContentBoxSize) {\n",
" // Chrome 84 implements new version of spec.\n",
" canvas.setAttribute(\n",
" 'width',\n",
" entry.devicePixelContentBoxSize[0].inlineSize\n",
" );\n",
" canvas.setAttribute(\n",
" 'height',\n",
" entry.devicePixelContentBoxSize[0].blockSize\n",
" );\n",
" } else {\n",
" canvas.setAttribute('width', width * fig.ratio);\n",
" canvas.setAttribute('height', height * fig.ratio);\n",
" }\n",
" canvas.setAttribute(\n",
" 'style',\n",
" 'width: ' + width + 'px; height: ' + height + 'px;'\n",
" );\n",
"\n",
" rubberband_canvas.setAttribute('width', width);\n",
" rubberband_canvas.setAttribute('height', height);\n",
"\n",
" // And update the size in Python. We ignore the initial 0/0 size\n",
" // that occurs as the element is placed into the DOM, which should\n",
" // otherwise not happen due to the minimum size styling.\n",
" if (width != 0 && height != 0) {\n",
" fig.request_resize(width, height);\n",
" }\n",
" }\n",
" });\n",
" resizeObserver.observe(canvas_div);\n",
"\n",
" function on_mouse_event_closure(name) {\n",
" return function (event) {\n",
" return fig.mouse_event(event, name);\n",
" };\n",
" }\n",
"\n",
" rubberband_canvas.addEventListener(\n",
" 'mousedown',\n",
" on_mouse_event_closure('button_press')\n",
" );\n",
" rubberband_canvas.addEventListener(\n",
" 'mouseup',\n",
" on_mouse_event_closure('button_release')\n",
" );\n",
" // Throttle sequential mouse events to 1 every 20ms.\n",
" rubberband_canvas.addEventListener(\n",
" 'mousemove',\n",
" on_mouse_event_closure('motion_notify')\n",
" );\n",
"\n",
" rubberband_canvas.addEventListener(\n",
" 'mouseenter',\n",
" on_mouse_event_closure('figure_enter')\n",
" );\n",
" rubberband_canvas.addEventListener(\n",
" 'mouseleave',\n",
" on_mouse_event_closure('figure_leave')\n",
" );\n",
"\n",
" canvas_div.addEventListener('wheel', function (event) {\n",
" if (event.deltaY < 0) {\n",
" event.step = 1;\n",
" } else {\n",
" event.step = -1;\n",
" }\n",
" on_mouse_event_closure('scroll')(event);\n",
" });\n",
"\n",
" canvas_div.appendChild(canvas);\n",
" canvas_div.appendChild(rubberband_canvas);\n",
"\n",
" this.rubberband_context = rubberband_canvas.getContext('2d');\n",
" this.rubberband_context.strokeStyle = '#000000';\n",
"\n",
" this._resize_canvas = function (width, height, forward) {\n",
" if (forward) {\n",
" canvas_div.style.width = width + 'px';\n",
" canvas_div.style.height = height + 'px';\n",
" }\n",
" };\n",
"\n",
" // Disable right mouse context menu.\n",
" this.rubberband_canvas.addEventListener('contextmenu', function (_e) {\n",
" event.preventDefault();\n",
" return false;\n",
" });\n",
"\n",
" function set_focus() {\n",
" canvas.focus();\n",
" canvas_div.focus();\n",
" }\n",
"\n",
" window.setTimeout(set_focus, 100);\n",
"};\n",
"\n",
"mpl.figure.prototype._init_toolbar = function () {\n",
" var fig = this;\n",
"\n",
" var toolbar = document.createElement('div');\n",
" toolbar.classList = 'mpl-toolbar';\n",
" this.root.appendChild(toolbar);\n",
"\n",
" function on_click_closure(name) {\n",
" return function (_event) {\n",
" return fig.toolbar_button_onclick(name);\n",
" };\n",
" }\n",
"\n",
" function on_mouseover_closure(tooltip) {\n",
" return function (event) {\n",
" if (!event.currentTarget.disabled) {\n",
" return fig.toolbar_button_onmouseover(tooltip);\n",
" }\n",
" };\n",
" }\n",
"\n",
" fig.buttons = {};\n",
" var buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'mpl-button-group';\n",
" for (var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" /* Instead of a spacer, we start a new button group. */\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
" buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'mpl-button-group';\n",
" continue;\n",
" }\n",
"\n",
" var button = (fig.buttons[name] = document.createElement('button'));\n",
" button.classList = 'mpl-widget';\n",
" button.setAttribute('role', 'button');\n",
" button.setAttribute('aria-disabled', 'false');\n",
" button.addEventListener('click', on_click_closure(method_name));\n",
" button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n",
"\n",
" var icon_img = document.createElement('img');\n",
" icon_img.src = '_images/' + image + '.png';\n",
" icon_img.srcset = '_images/' + image + '_large.png 2x';\n",
" icon_img.alt = tooltip;\n",
" button.appendChild(icon_img);\n",
"\n",
" buttonGroup.appendChild(button);\n",
" }\n",
"\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
"\n",
" var fmt_picker = document.createElement('select');\n",
" fmt_picker.classList = 'mpl-widget';\n",
" toolbar.appendChild(fmt_picker);\n",
" this.format_dropdown = fmt_picker;\n",
"\n",
" for (var ind in mpl.extensions) {\n",
" var fmt = mpl.extensions[ind];\n",
" var option = document.createElement('option');\n",
" option.selected = fmt === mpl.default_extension;\n",
" option.innerHTML = fmt;\n",
" fmt_picker.appendChild(option);\n",
" }\n",
"\n",
" var status_bar = document.createElement('span');\n",
" status_bar.classList = 'mpl-message';\n",
" toolbar.appendChild(status_bar);\n",
" this.message = status_bar;\n",
"};\n",
"\n",
"mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n",
" // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
" // which will in turn request a refresh of the image.\n",
" this.send_message('resize', { width: x_pixels, height: y_pixels });\n",
"};\n",
"\n",
"mpl.figure.prototype.send_message = function (type, properties) {\n",
" properties['type'] = type;\n",
" properties['figure_id'] = this.id;\n",
" this.ws.send(JSON.stringify(properties));\n",
"};\n",
"\n",
"mpl.figure.prototype.send_draw_message = function () {\n",
" if (!this.waiting) {\n",
" this.waiting = true;\n",
" this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
" var format_dropdown = fig.format_dropdown;\n",
" var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
" fig.ondownload(fig, format);\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_resize = function (fig, msg) {\n",
" var size = msg['size'];\n",
" if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n",
" fig._resize_canvas(size[0], size[1], msg['forward']);\n",
" fig.send_message('refresh', {});\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n",
" var x0 = msg['x0'] / fig.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n",
" var x1 = msg['x1'] / fig.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n",
" x0 = Math.floor(x0) + 0.5;\n",
" y0 = Math.floor(y0) + 0.5;\n",
" x1 = Math.floor(x1) + 0.5;\n",
" y1 = Math.floor(y1) + 0.5;\n",
" var min_x = Math.min(x0, x1);\n",
" var min_y = Math.min(y0, y1);\n",
" var width = Math.abs(x1 - x0);\n",
" var height = Math.abs(y1 - y0);\n",
"\n",
" fig.rubberband_context.clearRect(\n",
" 0,\n",
" 0,\n",
" fig.canvas.width / fig.ratio,\n",
" fig.canvas.height / fig.ratio\n",
" );\n",
"\n",
" fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n",
" // Updates the figure title.\n",
" fig.header.textContent = msg['label'];\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_cursor = function (fig, msg) {\n",
" var cursor = msg['cursor'];\n",
" switch (cursor) {\n",
" case 0:\n",
" cursor = 'pointer';\n",
" break;\n",
" case 1:\n",
" cursor = 'default';\n",
" break;\n",
" case 2:\n",
" cursor = 'crosshair';\n",
" break;\n",
" case 3:\n",
" cursor = 'move';\n",
" break;\n",
" }\n",
" fig.rubberband_canvas.style.cursor = cursor;\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_message = function (fig, msg) {\n",
" fig.message.textContent = msg['message'];\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_draw = function (fig, _msg) {\n",
" // Request the server to send over a new figure.\n",
" fig.send_draw_message();\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n",
" fig.image_mode = msg['mode'];\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n",
" for (var key in msg) {\n",
" if (!(key in fig.buttons)) {\n",
" continue;\n",
" }\n",
" fig.buttons[key].disabled = !msg[key];\n",
" fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n",
" if (msg['mode'] === 'PAN') {\n",
" fig.buttons['Pan'].classList.add('active');\n",
" fig.buttons['Zoom'].classList.remove('active');\n",
" } else if (msg['mode'] === 'ZOOM') {\n",
" fig.buttons['Pan'].classList.remove('active');\n",
" fig.buttons['Zoom'].classList.add('active');\n",
" } else {\n",
" fig.buttons['Pan'].classList.remove('active');\n",
" fig.buttons['Zoom'].classList.remove('active');\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function () {\n",
" // Called whenever the canvas gets updated.\n",
" this.send_message('ack', {});\n",
"};\n",
"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function (fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = 'image/png';\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src\n",
" );\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data\n",
" );\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" } else if (\n",
" typeof evt.data === 'string' &&\n",
" evt.data.slice(0, 21) === 'data:image/png;base64'\n",
" ) {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig['handle_' + msg_type];\n",
" } catch (e) {\n",
" console.log(\n",
" \"No handler for the '\" + msg_type + \"' message type: \",\n",
" msg\n",
" );\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\n",
" \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n",
" e,\n",
" e.stack,\n",
" msg\n",
" );\n",
" }\n",
" }\n",
" };\n",
"};\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function (e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e) {\n",
" e = window.event;\n",
" }\n",
" if (e.target) {\n",
" targ = e.target;\n",
" } else if (e.srcElement) {\n",
" targ = e.srcElement;\n",
" }\n",
" if (targ.nodeType === 3) {\n",
" // defeat Safari bug\n",
" targ = targ.parentNode;\n",
" }\n",
"\n",
" // pageX,Y are the mouse positions relative to the document\n",
" var boundingRect = targ.getBoundingClientRect();\n",
" var x = e.pageX - (boundingRect.left + document.body.scrollLeft);\n",
" var y = e.pageY - (boundingRect.top + document.body.scrollTop);\n",
"\n",
" return { x: x, y: y };\n",
"};\n",
"\n",
"/*\n",
" * return a copy of an object with only non-object keys\n",
" * we need this to avoid circular references\n",
" * http://stackoverflow.com/a/24161582/3208463\n",
" */\n",
"function simpleKeys(original) {\n",
" return Object.keys(original).reduce(function (obj, key) {\n",
" if (typeof original[key] !== 'object') {\n",
" obj[key] = original[key];\n",
" }\n",
" return obj;\n",
" }, {});\n",
"}\n",
"\n",
"mpl.figure.prototype.mouse_event = function (event, name) {\n",
" var canvas_pos = mpl.findpos(event);\n",
"\n",
" if (name === 'button_press') {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x * this.ratio;\n",
" var y = canvas_pos.y * this.ratio;\n",
"\n",
" this.send_message(name, {\n",
" x: x,\n",
" y: y,\n",
" button: event.button,\n",
" step: event.step,\n",
" guiEvent: simpleKeys(event),\n",
" });\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"};\n",
"\n",
"mpl.figure.prototype._key_event_extra = function (_event, _name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"};\n",
"\n",
"mpl.figure.prototype.key_event = function (event, name) {\n",
" // Prevent repeat events\n",
" if (name === 'key_press') {\n",
" if (event.which === this._key) {\n",
" return;\n",
" } else {\n",
" this._key = event.which;\n",
" }\n",
" }\n",
" if (name === 'key_release') {\n",
" this._key = null;\n",
" }\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which !== 17) {\n",
" value += 'ctrl+';\n",
" }\n",
" if (event.altKey && event.which !== 18) {\n",
" value += 'alt+';\n",
" }\n",
" if (event.shiftKey && event.which !== 16) {\n",
" value += 'shift+';\n",
" }\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n",
" return false;\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function (name) {\n",
" if (name === 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message('toolbar_button', { name: name });\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";/* global mpl */\n",
"\n",
"var comm_websocket_adapter = function (comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function () {\n",
" comm.close();\n",
" };\n",
" ws.send = function (m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function (msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data']);\n",
" });\n",
" return ws;\n",
"};\n",
"\n",
"mpl.mpl_figure_comm = function (comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = document.getElementById(id);\n",
" var ws_proxy = comm_websocket_adapter(comm);\n",
"\n",
" function ondownload(figure, _format) {\n",
" window.open(figure.canvas.toDataURL());\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element;\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error('Failed to find cell for figure', id, fig);\n",
" return;\n",
" }\n",
" fig.cell_info[0].output_area.element.one(\n",
" 'cleared',\n",
" { fig: fig },\n",
" fig._remove_fig_handler\n",
" );\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function (fig, msg) {\n",
" var width = fig.canvas.width / fig.ratio;\n",
" fig.cell_info[0].output_area.element.off(\n",
" 'cleared',\n",
" fig._remove_fig_handler\n",
" );\n",
"\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable();\n",
" fig.parent_element.innerHTML =\n",
" '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
" fig.close_ws(fig, msg);\n",
"};\n",
"\n",
"mpl.figure.prototype.close_ws = function (fig, msg) {\n",
" fig.send_message('closing', msg);\n",
" // fig.ws.close()\n",
"};\n",
"\n",
"mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var width = this.canvas.width / this.ratio;\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] =\n",
" '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
"};\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function () {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message('ack', {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () {\n",
" fig.push_to_output();\n",
" }, 1000);\n",
"};\n",
"\n",
"mpl.figure.prototype._init_toolbar = function () {\n",
" var fig = this;\n",
"\n",
" var toolbar = document.createElement('div');\n",
" toolbar.classList = 'btn-toolbar';\n",
" this.root.appendChild(toolbar);\n",
"\n",
" function on_click_closure(name) {\n",
" return function (_event) {\n",
" return fig.toolbar_button_onclick(name);\n",
" };\n",
" }\n",
"\n",
" function on_mouseover_closure(tooltip) {\n",
" return function (event) {\n",
" if (!event.currentTarget.disabled) {\n",
" return fig.toolbar_button_onmouseover(tooltip);\n",
" }\n",
" };\n",
" }\n",
"\n",
" fig.buttons = {};\n",
" var buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'btn-group';\n",
" var button;\n",
" for (var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" /* Instead of a spacer, we start a new button group. */\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
" buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'btn-group';\n",
" continue;\n",
" }\n",
"\n",
" button = fig.buttons[name] = document.createElement('button');\n",
" button.classList = 'btn btn-default';\n",
" button.href = '#';\n",
" button.title = name;\n",
" button.innerHTML = '<i class=\"fa ' + image + ' fa-lg\"></i>';\n",
" button.addEventListener('click', on_click_closure(method_name));\n",
" button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n",
" buttonGroup.appendChild(button);\n",
" }\n",
"\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = document.createElement('span');\n",
" status_bar.classList = 'mpl-message pull-right';\n",
" toolbar.appendChild(status_bar);\n",
" this.message = status_bar;\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = document.createElement('div');\n",
" buttongrp.classList = 'btn-group inline pull-right';\n",
" button = document.createElement('button');\n",
" button.classList = 'btn btn-mini btn-primary';\n",
" button.href = '#';\n",
" button.title = 'Stop Interaction';\n",
" button.innerHTML = '<i class=\"fa fa-power-off icon-remove icon-large\"></i>';\n",
" button.addEventListener('click', function (_evt) {\n",
" fig.handle_close(fig, {});\n",
" });\n",
" button.addEventListener(\n",
" 'mouseover',\n",
" on_mouseover_closure('Stop Interaction')\n",
" );\n",
" buttongrp.appendChild(button);\n",
" var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n",
" titlebar.insertBefore(buttongrp, titlebar.firstChild);\n",
"};\n",
"\n",
"mpl.figure.prototype._remove_fig_handler = function (event) {\n",
" var fig = event.data.fig;\n",
" fig.close_ws(fig, {});\n",
"};\n",
"\n",
"mpl.figure.prototype._root_extra_style = function (el) {\n",
" el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n",
"};\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function (el) {\n",
" // this is important to make the div 'focusable\n",
" el.setAttribute('tabindex', 0);\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" } else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype._key_event_extra = function (event, _name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager) {\n",
" manager = IPython.keyboard_manager;\n",
" }\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which === 13) {\n",
" this.canvas_div.blur();\n",
" // select the cell after this one\n",
" var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n",
" IPython.notebook.select(index + 1);\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
" fig.ondownload(fig, null);\n",
"};\n",
"\n",
"mpl.find_output_cell = function (html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i = 0; i < ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code') {\n",
" for (var j = 0; j < cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] === html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"};\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel !== null) {\n",
" IPython.notebook.kernel.comm_manager.register_target(\n",
" 'matplotlib',\n",
" mpl.mpl_figure_comm\n",
" );\n",
"}\n"
],
"text/plain": [
"<IPython.core.display.Javascript object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/html": [
"<img src=\"data:,\" width=\"0\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"norm = matplotlib.colors.LogNorm(vmin,vmax)\n",
"\n",
"fig, ax = plt.subplots(2,1,figsize = (10,11), sharex = True)\n",
"var = 'SH_estimate_MWh'\n",
"communes_with_data.plot(column = var, edgecolor = 'k', legend = True, figsize = (10,5.5),\n",
" linewidth = 0.5, norm = norm, ax = ax[0])\n",
"ax[0].set_title(var)\n",
"\n",
"var = 'ZHAW_SH_MWh'\n",
"communes_with_data.plot(column = var, edgecolor = 'k', legend = True, figsize = (10,5.5),\n",
" linewidth = 0.5, norm = norm, ax = ax[1])\n",
"ax[1].set_title(var)\n",
"\n",
"plt.tight_layout()"
]
},
{
"cell_type": "code",
"execution_count": 240,
"id": "lesbian-collaboration",
"metadata": {
"scrolled": false
},
"outputs": [
{
"data": {
"application/javascript": [
"/* Put everything inside the global mpl namespace */\n",
"/* global mpl */\n",
"window.mpl = {};\n",
"\n",
"mpl.get_websocket_type = function () {\n",
" if (typeof WebSocket !== 'undefined') {\n",
" return WebSocket;\n",
" } else if (typeof MozWebSocket !== 'undefined') {\n",
" return MozWebSocket;\n",
" } else {\n",
" alert(\n",
" 'Your browser does not have WebSocket support. ' +\n",
" 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
" 'Firefox 4 and 5 are also supported but you ' +\n",
" 'have to enable WebSockets in about:config.'\n",
" );\n",
" }\n",
"};\n",
"\n",
"mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n",
" this.id = figure_id;\n",
"\n",
" this.ws = websocket;\n",
"\n",
" this.supports_binary = this.ws.binaryType !== undefined;\n",
"\n",
" if (!this.supports_binary) {\n",
" var warnings = document.getElementById('mpl-warnings');\n",
" if (warnings) {\n",
" warnings.style.display = 'block';\n",
" warnings.textContent =\n",
" 'This browser does not support binary websocket messages. ' +\n",
" 'Performance may be slow.';\n",
" }\n",
" }\n",
"\n",
" this.imageObj = new Image();\n",
"\n",
" this.context = undefined;\n",
" this.message = undefined;\n",
" this.canvas = undefined;\n",
" this.rubberband_canvas = undefined;\n",
" this.rubberband_context = undefined;\n",
" this.format_dropdown = undefined;\n",
"\n",
" this.image_mode = 'full';\n",
"\n",
" this.root = document.createElement('div');\n",
" this.root.setAttribute('style', 'display: inline-block');\n",
" this._root_extra_style(this.root);\n",
"\n",
" parent_element.appendChild(this.root);\n",
"\n",
" this._init_header(this);\n",
" this._init_canvas(this);\n",
" this._init_toolbar(this);\n",
"\n",
" var fig = this;\n",
"\n",
" this.waiting = false;\n",
"\n",
" this.ws.onopen = function () {\n",
" fig.send_message('supports_binary', { value: fig.supports_binary });\n",
" fig.send_message('send_image_mode', {});\n",
" if (fig.ratio !== 1) {\n",
" fig.send_message('set_dpi_ratio', { dpi_ratio: fig.ratio });\n",
" }\n",
" fig.send_message('refresh', {});\n",
" };\n",
"\n",
" this.imageObj.onload = function () {\n",
" if (fig.image_mode === 'full') {\n",
" // Full images could contain transparency (where diff images\n",
" // almost always do), so we need to clear the canvas so that\n",
" // there is no ghosting.\n",
" fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
" }\n",
" fig.context.drawImage(fig.imageObj, 0, 0);\n",
" };\n",
"\n",
" this.imageObj.onunload = function () {\n",
" fig.ws.close();\n",
" };\n",
"\n",
" this.ws.onmessage = this._make_on_message_function(this);\n",
"\n",
" this.ondownload = ondownload;\n",
"};\n",
"\n",
"mpl.figure.prototype._init_header = function () {\n",
" var titlebar = document.createElement('div');\n",
" titlebar.classList =\n",
" 'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n",
" var titletext = document.createElement('div');\n",
" titletext.classList = 'ui-dialog-title';\n",
" titletext.setAttribute(\n",
" 'style',\n",
" 'width: 100%; text-align: center; padding: 3px;'\n",
" );\n",
" titlebar.appendChild(titletext);\n",
" this.root.appendChild(titlebar);\n",
" this.header = titletext;\n",
"};\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n",
"\n",
"mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n",
"\n",
"mpl.figure.prototype._init_canvas = function () {\n",
" var fig = this;\n",
"\n",
" var canvas_div = (this.canvas_div = document.createElement('div'));\n",
" canvas_div.setAttribute(\n",
" 'style',\n",
" 'border: 1px solid #ddd;' +\n",
" 'box-sizing: content-box;' +\n",
" 'clear: both;' +\n",
" 'min-height: 1px;' +\n",
" 'min-width: 1px;' +\n",
" 'outline: 0;' +\n",
" 'overflow: hidden;' +\n",
" 'position: relative;' +\n",
" 'resize: both;'\n",
" );\n",
"\n",
" function on_keyboard_event_closure(name) {\n",
" return function (event) {\n",
" return fig.key_event(event, name);\n",
" };\n",
" }\n",
"\n",
" canvas_div.addEventListener(\n",
" 'keydown',\n",
" on_keyboard_event_closure('key_press')\n",
" );\n",
" canvas_div.addEventListener(\n",
" 'keyup',\n",
" on_keyboard_event_closure('key_release')\n",
" );\n",
"\n",
" this._canvas_extra_style(canvas_div);\n",
" this.root.appendChild(canvas_div);\n",
"\n",
" var canvas = (this.canvas = document.createElement('canvas'));\n",
" canvas.classList.add('mpl-canvas');\n",
" canvas.setAttribute('style', 'box-sizing: content-box;');\n",
"\n",
" this.context = canvas.getContext('2d');\n",
"\n",
" var backingStore =\n",
" this.context.backingStorePixelRatio ||\n",
" this.context.webkitBackingStorePixelRatio ||\n",
" this.context.mozBackingStorePixelRatio ||\n",
" this.context.msBackingStorePixelRatio ||\n",
" this.context.oBackingStorePixelRatio ||\n",
" this.context.backingStorePixelRatio ||\n",
" 1;\n",
"\n",
" this.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
" if (this.ratio !== 1) {\n",
" fig.send_message('set_dpi_ratio', { dpi_ratio: this.ratio });\n",
" }\n",
"\n",
" var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n",
" 'canvas'\n",
" ));\n",
" rubberband_canvas.setAttribute(\n",
" 'style',\n",
" 'box-sizing: content-box; position: absolute; left: 0; top: 0; z-index: 1;'\n",
" );\n",
"\n",
" var resizeObserver = new ResizeObserver(function (entries) {\n",
" var nentries = entries.length;\n",
" for (var i = 0; i < nentries; i++) {\n",
" var entry = entries[i];\n",
" var width, height;\n",
" if (entry.contentBoxSize) {\n",
" if (entry.contentBoxSize instanceof Array) {\n",
" // Chrome 84 implements new version of spec.\n",
" width = entry.contentBoxSize[0].inlineSize;\n",
" height = entry.contentBoxSize[0].blockSize;\n",
" } else {\n",
" // Firefox implements old version of spec.\n",
" width = entry.contentBoxSize.inlineSize;\n",
" height = entry.contentBoxSize.blockSize;\n",
" }\n",
" } else {\n",
" // Chrome <84 implements even older version of spec.\n",
" width = entry.contentRect.width;\n",
" height = entry.contentRect.height;\n",
" }\n",
"\n",
" // Keep the size of the canvas and rubber band canvas in sync with\n",
" // the canvas container.\n",
" if (entry.devicePixelContentBoxSize) {\n",
" // Chrome 84 implements new version of spec.\n",
" canvas.setAttribute(\n",
" 'width',\n",
" entry.devicePixelContentBoxSize[0].inlineSize\n",
" );\n",
" canvas.setAttribute(\n",
" 'height',\n",
" entry.devicePixelContentBoxSize[0].blockSize\n",
" );\n",
" } else {\n",
" canvas.setAttribute('width', width * fig.ratio);\n",
" canvas.setAttribute('height', height * fig.ratio);\n",
" }\n",
" canvas.setAttribute(\n",
" 'style',\n",
" 'width: ' + width + 'px; height: ' + height + 'px;'\n",
" );\n",
"\n",
" rubberband_canvas.setAttribute('width', width);\n",
" rubberband_canvas.setAttribute('height', height);\n",
"\n",
" // And update the size in Python. We ignore the initial 0/0 size\n",
" // that occurs as the element is placed into the DOM, which should\n",
" // otherwise not happen due to the minimum size styling.\n",
" if (width != 0 && height != 0) {\n",
" fig.request_resize(width, height);\n",
" }\n",
" }\n",
" });\n",
" resizeObserver.observe(canvas_div);\n",
"\n",
" function on_mouse_event_closure(name) {\n",
" return function (event) {\n",
" return fig.mouse_event(event, name);\n",
" };\n",
" }\n",
"\n",
" rubberband_canvas.addEventListener(\n",
" 'mousedown',\n",
" on_mouse_event_closure('button_press')\n",
" );\n",
" rubberband_canvas.addEventListener(\n",
" 'mouseup',\n",
" on_mouse_event_closure('button_release')\n",
" );\n",
" // Throttle sequential mouse events to 1 every 20ms.\n",
" rubberband_canvas.addEventListener(\n",
" 'mousemove',\n",
" on_mouse_event_closure('motion_notify')\n",
" );\n",
"\n",
" rubberband_canvas.addEventListener(\n",
" 'mouseenter',\n",
" on_mouse_event_closure('figure_enter')\n",
" );\n",
" rubberband_canvas.addEventListener(\n",
" 'mouseleave',\n",
" on_mouse_event_closure('figure_leave')\n",
" );\n",
"\n",
" canvas_div.addEventListener('wheel', function (event) {\n",
" if (event.deltaY < 0) {\n",
" event.step = 1;\n",
" } else {\n",
" event.step = -1;\n",
" }\n",
" on_mouse_event_closure('scroll')(event);\n",
" });\n",
"\n",
" canvas_div.appendChild(canvas);\n",
" canvas_div.appendChild(rubberband_canvas);\n",
"\n",
" this.rubberband_context = rubberband_canvas.getContext('2d');\n",
" this.rubberband_context.strokeStyle = '#000000';\n",
"\n",
" this._resize_canvas = function (width, height, forward) {\n",
" if (forward) {\n",
" canvas_div.style.width = width + 'px';\n",
" canvas_div.style.height = height + 'px';\n",
" }\n",
" };\n",
"\n",
" // Disable right mouse context menu.\n",
" this.rubberband_canvas.addEventListener('contextmenu', function (_e) {\n",
" event.preventDefault();\n",
" return false;\n",
" });\n",
"\n",
" function set_focus() {\n",
" canvas.focus();\n",
" canvas_div.focus();\n",
" }\n",
"\n",
" window.setTimeout(set_focus, 100);\n",
"};\n",
"\n",
"mpl.figure.prototype._init_toolbar = function () {\n",
" var fig = this;\n",
"\n",
" var toolbar = document.createElement('div');\n",
" toolbar.classList = 'mpl-toolbar';\n",
" this.root.appendChild(toolbar);\n",
"\n",
" function on_click_closure(name) {\n",
" return function (_event) {\n",
" return fig.toolbar_button_onclick(name);\n",
" };\n",
" }\n",
"\n",
" function on_mouseover_closure(tooltip) {\n",
" return function (event) {\n",
" if (!event.currentTarget.disabled) {\n",
" return fig.toolbar_button_onmouseover(tooltip);\n",
" }\n",
" };\n",
" }\n",
"\n",
" fig.buttons = {};\n",
" var buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'mpl-button-group';\n",
" for (var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" /* Instead of a spacer, we start a new button group. */\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
" buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'mpl-button-group';\n",
" continue;\n",
" }\n",
"\n",
" var button = (fig.buttons[name] = document.createElement('button'));\n",
" button.classList = 'mpl-widget';\n",
" button.setAttribute('role', 'button');\n",
" button.setAttribute('aria-disabled', 'false');\n",
" button.addEventListener('click', on_click_closure(method_name));\n",
" button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n",
"\n",
" var icon_img = document.createElement('img');\n",
" icon_img.src = '_images/' + image + '.png';\n",
" icon_img.srcset = '_images/' + image + '_large.png 2x';\n",
" icon_img.alt = tooltip;\n",
" button.appendChild(icon_img);\n",
"\n",
" buttonGroup.appendChild(button);\n",
" }\n",
"\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
"\n",
" var fmt_picker = document.createElement('select');\n",
" fmt_picker.classList = 'mpl-widget';\n",
" toolbar.appendChild(fmt_picker);\n",
" this.format_dropdown = fmt_picker;\n",
"\n",
" for (var ind in mpl.extensions) {\n",
" var fmt = mpl.extensions[ind];\n",
" var option = document.createElement('option');\n",
" option.selected = fmt === mpl.default_extension;\n",
" option.innerHTML = fmt;\n",
" fmt_picker.appendChild(option);\n",
" }\n",
"\n",
" var status_bar = document.createElement('span');\n",
" status_bar.classList = 'mpl-message';\n",
" toolbar.appendChild(status_bar);\n",
" this.message = status_bar;\n",
"};\n",
"\n",
"mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n",
" // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
" // which will in turn request a refresh of the image.\n",
" this.send_message('resize', { width: x_pixels, height: y_pixels });\n",
"};\n",
"\n",
"mpl.figure.prototype.send_message = function (type, properties) {\n",
" properties['type'] = type;\n",
" properties['figure_id'] = this.id;\n",
" this.ws.send(JSON.stringify(properties));\n",
"};\n",
"\n",
"mpl.figure.prototype.send_draw_message = function () {\n",
" if (!this.waiting) {\n",
" this.waiting = true;\n",
" this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
" var format_dropdown = fig.format_dropdown;\n",
" var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
" fig.ondownload(fig, format);\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_resize = function (fig, msg) {\n",
" var size = msg['size'];\n",
" if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n",
" fig._resize_canvas(size[0], size[1], msg['forward']);\n",
" fig.send_message('refresh', {});\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n",
" var x0 = msg['x0'] / fig.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n",
" var x1 = msg['x1'] / fig.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n",
" x0 = Math.floor(x0) + 0.5;\n",
" y0 = Math.floor(y0) + 0.5;\n",
" x1 = Math.floor(x1) + 0.5;\n",
" y1 = Math.floor(y1) + 0.5;\n",
" var min_x = Math.min(x0, x1);\n",
" var min_y = Math.min(y0, y1);\n",
" var width = Math.abs(x1 - x0);\n",
" var height = Math.abs(y1 - y0);\n",
"\n",
" fig.rubberband_context.clearRect(\n",
" 0,\n",
" 0,\n",
" fig.canvas.width / fig.ratio,\n",
" fig.canvas.height / fig.ratio\n",
" );\n",
"\n",
" fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n",
" // Updates the figure title.\n",
" fig.header.textContent = msg['label'];\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_cursor = function (fig, msg) {\n",
" var cursor = msg['cursor'];\n",
" switch (cursor) {\n",
" case 0:\n",
" cursor = 'pointer';\n",
" break;\n",
" case 1:\n",
" cursor = 'default';\n",
" break;\n",
" case 2:\n",
" cursor = 'crosshair';\n",
" break;\n",
" case 3:\n",
" cursor = 'move';\n",
" break;\n",
" }\n",
" fig.rubberband_canvas.style.cursor = cursor;\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_message = function (fig, msg) {\n",
" fig.message.textContent = msg['message'];\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_draw = function (fig, _msg) {\n",
" // Request the server to send over a new figure.\n",
" fig.send_draw_message();\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n",
" fig.image_mode = msg['mode'];\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n",
" for (var key in msg) {\n",
" if (!(key in fig.buttons)) {\n",
" continue;\n",
" }\n",
" fig.buttons[key].disabled = !msg[key];\n",
" fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n",
" if (msg['mode'] === 'PAN') {\n",
" fig.buttons['Pan'].classList.add('active');\n",
" fig.buttons['Zoom'].classList.remove('active');\n",
" } else if (msg['mode'] === 'ZOOM') {\n",
" fig.buttons['Pan'].classList.remove('active');\n",
" fig.buttons['Zoom'].classList.add('active');\n",
" } else {\n",
" fig.buttons['Pan'].classList.remove('active');\n",
" fig.buttons['Zoom'].classList.remove('active');\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function () {\n",
" // Called whenever the canvas gets updated.\n",
" this.send_message('ack', {});\n",
"};\n",
"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function (fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = 'image/png';\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src\n",
" );\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data\n",
" );\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" } else if (\n",
" typeof evt.data === 'string' &&\n",
" evt.data.slice(0, 21) === 'data:image/png;base64'\n",
" ) {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig['handle_' + msg_type];\n",
" } catch (e) {\n",
" console.log(\n",
" \"No handler for the '\" + msg_type + \"' message type: \",\n",
" msg\n",
" );\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\n",
" \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n",
" e,\n",
" e.stack,\n",
" msg\n",
" );\n",
" }\n",
" }\n",
" };\n",
"};\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function (e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e) {\n",
" e = window.event;\n",
" }\n",
" if (e.target) {\n",
" targ = e.target;\n",
" } else if (e.srcElement) {\n",
" targ = e.srcElement;\n",
" }\n",
" if (targ.nodeType === 3) {\n",
" // defeat Safari bug\n",
" targ = targ.parentNode;\n",
" }\n",
"\n",
" // pageX,Y are the mouse positions relative to the document\n",
" var boundingRect = targ.getBoundingClientRect();\n",
" var x = e.pageX - (boundingRect.left + document.body.scrollLeft);\n",
" var y = e.pageY - (boundingRect.top + document.body.scrollTop);\n",
"\n",
" return { x: x, y: y };\n",
"};\n",
"\n",
"/*\n",
" * return a copy of an object with only non-object keys\n",
" * we need this to avoid circular references\n",
" * http://stackoverflow.com/a/24161582/3208463\n",
" */\n",
"function simpleKeys(original) {\n",
" return Object.keys(original).reduce(function (obj, key) {\n",
" if (typeof original[key] !== 'object') {\n",
" obj[key] = original[key];\n",
" }\n",
" return obj;\n",
" }, {});\n",
"}\n",
"\n",
"mpl.figure.prototype.mouse_event = function (event, name) {\n",
" var canvas_pos = mpl.findpos(event);\n",
"\n",
" if (name === 'button_press') {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x * this.ratio;\n",
" var y = canvas_pos.y * this.ratio;\n",
"\n",
" this.send_message(name, {\n",
" x: x,\n",
" y: y,\n",
" button: event.button,\n",
" step: event.step,\n",
" guiEvent: simpleKeys(event),\n",
" });\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"};\n",
"\n",
"mpl.figure.prototype._key_event_extra = function (_event, _name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"};\n",
"\n",
"mpl.figure.prototype.key_event = function (event, name) {\n",
" // Prevent repeat events\n",
" if (name === 'key_press') {\n",
" if (event.which === this._key) {\n",
" return;\n",
" } else {\n",
" this._key = event.which;\n",
" }\n",
" }\n",
" if (name === 'key_release') {\n",
" this._key = null;\n",
" }\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which !== 17) {\n",
" value += 'ctrl+';\n",
" }\n",
" if (event.altKey && event.which !== 18) {\n",
" value += 'alt+';\n",
" }\n",
" if (event.shiftKey && event.which !== 16) {\n",
" value += 'shift+';\n",
" }\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n",
" return false;\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function (name) {\n",
" if (name === 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message('toolbar_button', { name: name });\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";/* global mpl */\n",
"\n",
"var comm_websocket_adapter = function (comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function () {\n",
" comm.close();\n",
" };\n",
" ws.send = function (m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function (msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data']);\n",
" });\n",
" return ws;\n",
"};\n",
"\n",
"mpl.mpl_figure_comm = function (comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = document.getElementById(id);\n",
" var ws_proxy = comm_websocket_adapter(comm);\n",
"\n",
" function ondownload(figure, _format) {\n",
" window.open(figure.canvas.toDataURL());\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element;\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error('Failed to find cell for figure', id, fig);\n",
" return;\n",
" }\n",
" fig.cell_info[0].output_area.element.one(\n",
" 'cleared',\n",
" { fig: fig },\n",
" fig._remove_fig_handler\n",
" );\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function (fig, msg) {\n",
" var width = fig.canvas.width / fig.ratio;\n",
" fig.cell_info[0].output_area.element.off(\n",
" 'cleared',\n",
" fig._remove_fig_handler\n",
" );\n",
"\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable();\n",
" fig.parent_element.innerHTML =\n",
" '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
" fig.close_ws(fig, msg);\n",
"};\n",
"\n",
"mpl.figure.prototype.close_ws = function (fig, msg) {\n",
" fig.send_message('closing', msg);\n",
" // fig.ws.close()\n",
"};\n",
"\n",
"mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var width = this.canvas.width / this.ratio;\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] =\n",
" '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
"};\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function () {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message('ack', {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () {\n",
" fig.push_to_output();\n",
" }, 1000);\n",
"};\n",
"\n",
"mpl.figure.prototype._init_toolbar = function () {\n",
" var fig = this;\n",
"\n",
" var toolbar = document.createElement('div');\n",
" toolbar.classList = 'btn-toolbar';\n",
" this.root.appendChild(toolbar);\n",
"\n",
" function on_click_closure(name) {\n",
" return function (_event) {\n",
" return fig.toolbar_button_onclick(name);\n",
" };\n",
" }\n",
"\n",
" function on_mouseover_closure(tooltip) {\n",
" return function (event) {\n",
" if (!event.currentTarget.disabled) {\n",
" return fig.toolbar_button_onmouseover(tooltip);\n",
" }\n",
" };\n",
" }\n",
"\n",
" fig.buttons = {};\n",
" var buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'btn-group';\n",
" var button;\n",
" for (var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" /* Instead of a spacer, we start a new button group. */\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
" buttonGroup = document.createElement('div');\n",
" buttonGroup.classList = 'btn-group';\n",
" continue;\n",
" }\n",
"\n",
" button = fig.buttons[name] = document.createElement('button');\n",
" button.classList = 'btn btn-default';\n",
" button.href = '#';\n",
" button.title = name;\n",
" button.innerHTML = '<i class=\"fa ' + image + ' fa-lg\"></i>';\n",
" button.addEventListener('click', on_click_closure(method_name));\n",
" button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n",
" buttonGroup.appendChild(button);\n",
" }\n",
"\n",
" if (buttonGroup.hasChildNodes()) {\n",
" toolbar.appendChild(buttonGroup);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = document.createElement('span');\n",
" status_bar.classList = 'mpl-message pull-right';\n",
" toolbar.appendChild(status_bar);\n",
" this.message = status_bar;\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = document.createElement('div');\n",
" buttongrp.classList = 'btn-group inline pull-right';\n",
" button = document.createElement('button');\n",
" button.classList = 'btn btn-mini btn-primary';\n",
" button.href = '#';\n",
" button.title = 'Stop Interaction';\n",
" button.innerHTML = '<i class=\"fa fa-power-off icon-remove icon-large\"></i>';\n",
" button.addEventListener('click', function (_evt) {\n",
" fig.handle_close(fig, {});\n",
" });\n",
" button.addEventListener(\n",
" 'mouseover',\n",
" on_mouseover_closure('Stop Interaction')\n",
" );\n",
" buttongrp.appendChild(button);\n",
" var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n",
" titlebar.insertBefore(buttongrp, titlebar.firstChild);\n",
"};\n",
"\n",
"mpl.figure.prototype._remove_fig_handler = function (event) {\n",
" var fig = event.data.fig;\n",
" fig.close_ws(fig, {});\n",
"};\n",
"\n",
"mpl.figure.prototype._root_extra_style = function (el) {\n",
" el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n",
"};\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function (el) {\n",
" // this is important to make the div 'focusable\n",
" el.setAttribute('tabindex', 0);\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" } else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype._key_event_extra = function (event, _name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager) {\n",
" manager = IPython.keyboard_manager;\n",
" }\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which === 13) {\n",
" this.canvas_div.blur();\n",
" // select the cell after this one\n",
" var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n",
" IPython.notebook.select(index + 1);\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
" fig.ondownload(fig, null);\n",
"};\n",
"\n",
"mpl.find_output_cell = function (html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i = 0; i < ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code') {\n",
" for (var j = 0; j < cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] === html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"};\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel !== null) {\n",
" IPython.notebook.kernel.comm_manager.register_target(\n",
" 'matplotlib',\n",
" mpl.mpl_figure_comm\n",
" );\n",
"}\n"
],
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"<IPython.core.display.Javascript object>"
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},
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\" width=\"1000\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
"<AxesSubplot:>"
]
},
"execution_count": 240,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"communes_with_data.plot(column = 'diff_pct', edgecolor = 'k', legend = True, figsize = (10,5.5),\n",
" vmin = -1, vmax = 1, cmap = 'RdYlBu_r', linewidth = 0.5)"
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "beautiful-springer",
"metadata": {},
"outputs": [],
"source": []
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3",
"language": "python",
"name": "python3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.6.7"
}
},
"nbformat": 4,
"nbformat_minor": 5
}
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