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187 lines
163 KiB
187 lines
163 KiB
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"cells": [
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{
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"source": [
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"# Bird distributions"
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],
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"cell_type": "markdown",
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"metadata": {}
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},
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{
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"cell_type": "code",
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"execution_count": 2,
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"metadata": {},
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"outputs": [
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{
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"output_type": "execute_result",
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"data": {
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"text/plain": [
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" Name ScientificName \\\n",
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"0 Black-bellied whistling-duck Dendrocygna autumnalis \n",
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"1 Fulvous whistling-duck Dendrocygna bicolor \n",
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"2 Snow goose Anser caerulescens \n",
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"3 Ross's goose Anser rossii \n",
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"4 Greater white-fronted goose Anser albifrons \n",
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"\n",
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" Category Order Family Genus \\\n",
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"0 Ducks/Geese/Waterfowl Anseriformes Anatidae Dendrocygna \n",
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"1 Ducks/Geese/Waterfowl Anseriformes Anatidae Dendrocygna \n",
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"2 Ducks/Geese/Waterfowl Anseriformes Anatidae Anser \n",
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"3 Ducks/Geese/Waterfowl Anseriformes Anatidae Anser \n",
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"4 Ducks/Geese/Waterfowl Anseriformes Anatidae Anser \n",
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"\n",
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" ConservationStatus MinLength MaxLength MinBodyMass MaxBodyMass \\\n",
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"0 LC 47.0 56.0 652.0 1020.0 \n",
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"1 LC 45.0 53.0 712.0 1050.0 \n",
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"2 LC 64.0 79.0 2050.0 4050.0 \n",
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"3 LC 57.3 64.0 1066.0 1567.0 \n",
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"4 LC 64.0 81.0 1930.0 3310.0 \n",
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"\n",
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" MinWingspan MaxWingspan \n",
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"0 76.0 94.0 \n",
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"1 85.0 93.0 \n",
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"2 135.0 165.0 \n",
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"3 113.0 116.0 \n",
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"4 130.0 165.0 "
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],
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"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>Name</th>\n <th>ScientificName</th>\n <th>Category</th>\n <th>Order</th>\n <th>Family</th>\n <th>Genus</th>\n <th>ConservationStatus</th>\n <th>MinLength</th>\n <th>MaxLength</th>\n <th>MinBodyMass</th>\n <th>MaxBodyMass</th>\n <th>MinWingspan</th>\n <th>MaxWingspan</th>\n </tr>\n </thead>\n <tbody>\n <tr>\n <th>0</th>\n <td>Black-bellied whistling-duck</td>\n <td>Dendrocygna autumnalis</td>\n <td>Ducks/Geese/Waterfowl</td>\n <td>Anseriformes</td>\n <td>Anatidae</td>\n <td>Dendrocygna</td>\n <td>LC</td>\n <td>47.0</td>\n <td>56.0</td>\n <td>652.0</td>\n <td>1020.0</td>\n <td>76.0</td>\n <td>94.0</td>\n </tr>\n <tr>\n <th>1</th>\n <td>Fulvous whistling-duck</td>\n <td>Dendrocygna bicolor</td>\n <td>Ducks/Geese/Waterfowl</td>\n <td>Anseriformes</td>\n <td>Anatidae</td>\n <td>Dendrocygna</td>\n <td>LC</td>\n <td>45.0</td>\n <td>53.0</td>\n <td>712.0</td>\n <td>1050.0</td>\n <td>85.0</td>\n <td>93.0</td>\n </tr>\n <tr>\n <th>2</th>\n <td>Snow goose</td>\n <td>Anser caerulescens</td>\n <td>Ducks/Geese/Waterfowl</td>\n <td>Anseriformes</td>\n <td>Anatidae</td>\n <td>Anser</td>\n <td>LC</td>\n <td>64.0</td>\n <td>79.0</td>\n <td>2050.0</td>\n <td>4050.0</td>\n <td>135.0</td>\n <td>165.0</td>\n </tr>\n <tr>\n <th>3</th>\n <td>Ross's goose</td>\n <td>Anser rossii</td>\n <td>Ducks/Geese/Waterfowl</td>\n <td>Anseriformes</td>\n <td>Anatidae</td>\n <td>Anser</td>\n <td>LC</td>\n <td>57.3</td>\n <td>64.0</td>\n <td>1066.0</td>\n <td>1567.0</td>\n <td>113.0</td>\n <td>116.0</td>\n </tr>\n <tr>\n <th>4</th>\n <td>Greater white-fronted goose</td>\n <td>Anser albifrons</td>\n <td>Ducks/Geese/Waterfowl</td>\n <td>Anseriformes</td>\n <td>Anatidae</td>\n <td>Anser</td>\n <td>LC</td>\n <td>64.0</td>\n <td>81.0</td>\n <td>1930.0</td>\n <td>3310.0</td>\n <td>130.0</td>\n <td>165.0</td>\n </tr>\n </tbody>\n</table>\n</div>"
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},
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"metadata": {},
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"execution_count": 2
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}
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],
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"source": [
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"import pandas as pd\n",
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"import matplotlib.pyplot as plt\n",
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"birds = pd.read_csv('../../data/birds.csv')\n",
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"birds.head()"
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]
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},
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{
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"cell_type": "code",
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"execution_count": 6,
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"metadata": {},
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"outputs": [
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{
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"output_type": "display_data",
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"data": {
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},
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"metadata": {
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"needs_background": "light"
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}
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}
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],
|
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"source": [
|
|
"birds['MaxBodyMass'].plot(kind = 'hist',bins = 10,figsize = (12,12))\n",
|
|
"plt.show()"
|
|
]
|
|
},
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{
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|
"cell_type": "code",
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|
"execution_count": 7,
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|
"metadata": {},
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"outputs": [
|
|
{
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|
"output_type": "display_data",
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"data": {
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"text/plain": "<Figure size 864x864 with 1 Axes>",
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"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\n"
|
|
},
|
|
"metadata": {
|
|
"needs_background": "light"
|
|
}
|
|
}
|
|
],
|
|
"source": [
|
|
"birds['MaxBodyMass'].plot(kind = 'hist',bins = 30,figsize = (12,12))\n",
|
|
"plt.show()"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 52,
|
|
"metadata": {},
|
|
"outputs": [
|
|
{
|
|
"output_type": "display_data",
|
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|
|
},
|
|
"metadata": {
|
|
"needs_background": "light"
|
|
}
|
|
}
|
|
],
|
|
"source": [
|
|
"filteredBirds = birds[(birds['MaxBodyMass'] > 1) & (birds['MaxBodyMass'] < 60)] \n",
|
|
"filteredBirds['MaxBodyMass'].plot(kind = 'hist',bins = 40,figsize = (12,12))\n",
|
|
"plt.show() \n"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 65,
|
|
"metadata": {},
|
|
"outputs": [
|
|
{
|
|
"output_type": "display_data",
|
|
"data": {
|
|
"text/plain": "<Figure size 432x288 with 1 Axes>",
|
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|
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},
|
|
"metadata": {
|
|
"needs_background": "light"
|
|
}
|
|
}
|
|
],
|
|
"source": [
|
|
"from matplotlib import colors\n",
|
|
"from matplotlib.ticker import PercentFormatter\n",
|
|
"\n",
|
|
"x = filteredBirds['MaxBodyMass']\n",
|
|
"y = filteredBirds['MaxLength']\n",
|
|
"\n",
|
|
"fig, ax = plt.subplots(tight_layout=True)\n",
|
|
"hist = ax.hist2d(x, y)"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": null,
|
|
"metadata": {},
|
|
"outputs": [],
|
|
"source": []
|
|
}
|
|
]
|
|
} |