Skip to content

Instantly share code, notes, and snippets.

@snippsat
Created March 30, 2019 11:27
Show Gist options
  • Save snippsat/62fbba46b3a3506179cf549262a082dd to your computer and use it in GitHub Desktop.
Save snippsat/62fbba46b3a3506179cf549262a082dd to your computer and use it in GitHub Desktop.
{
"cells": [
{
"cell_type": "code",
"execution_count": 43,
"metadata": {},
"outputs": [],
"source": [
"import pandas as pd\n",
"import matplotlib.pyplot as plt\n",
"\n",
"df = pd.read_clipboard()"
]
},
{
"cell_type": "code",
"execution_count": 44,
"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></th>\n",
" <th></th>\n",
" <th>Time_golden</th>\n",
" <th>Golden</th>\n",
" <th>is_golden</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <th>2019</th>\n",
" <th>-03-20</th>\n",
" <td>10:24:30</td>\n",
" <td>98.6</td>\n",
" <td>golden</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <th>2019</th>\n",
" <th>-03-20</th>\n",
" <td>11:10:30</td>\n",
" <td>97.0</td>\n",
" <td>golden</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <th>2019</th>\n",
" <th>-03-20</th>\n",
" <td>13:13:30</td>\n",
" <td>96.0</td>\n",
" <td>golden</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <th>2019</th>\n",
" <th>-03-21</th>\n",
" <td>13:43:16</td>\n",
" <td>95.0</td>\n",
" <td>golden</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <th>2019</th>\n",
" <th>-03-23</th>\n",
" <td>10:37:11</td>\n",
" <td>94.6</td>\n",
" <td>golden</td>\n",
" </tr>\n",
" <tr>\n",
" <th>5</th>\n",
" <th>2019</th>\n",
" <th>-03-23</th>\n",
" <td>18:43:19</td>\n",
" <td>93.0</td>\n",
" <td>golden</td>\n",
" </tr>\n",
" <tr>\n",
" <th>6</th>\n",
" <th>2019</th>\n",
" <th>-03-24</th>\n",
" <td>22:19:43</td>\n",
" <td>92.0</td>\n",
" <td>golden</td>\n",
" </tr>\n",
" <tr>\n",
" <th>7</th>\n",
" <th>2019</th>\n",
" <th>-03-25</th>\n",
" <td>09:23:45</td>\n",
" <td>90.0</td>\n",
" <td>golden</td>\n",
" </tr>\n",
" <tr>\n",
" <th>8</th>\n",
" <th>2019</th>\n",
" <th>-03-26</th>\n",
" <td>11:42:51</td>\n",
" <td>89.0</td>\n",
" <td>golden</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9</th>\n",
" <th>2019</th>\n",
" <th>-03-27</th>\n",
" <td>20:32:51</td>\n",
" <td>87.3</td>\n",
" <td>golden</td>\n",
" </tr>\n",
" <tr>\n",
" <th>10</th>\n",
" <th>2019</th>\n",
" <th>-03-27</th>\n",
" <td>23:42:51</td>\n",
" <td>86.0</td>\n",
" <td>golden</td>\n",
" </tr>\n",
" <tr>\n",
" <th>11</th>\n",
" <th>2019</th>\n",
" <th>-03-28</th>\n",
" <td>00:52:23</td>\n",
" <td>84.0</td>\n",
" <td>golden</td>\n",
" </tr>\n",
" <tr>\n",
" <th>12</th>\n",
" <th>2019</th>\n",
" <th>-03-28</th>\n",
" <td>03:40:40</td>\n",
" <td>82.3</td>\n",
" <td>golden</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" Time_golden Golden is_golden\n",
"0 2019 -03-20 10:24:30 98.6 golden\n",
"1 2019 -03-20 11:10:30 97.0 golden\n",
"2 2019 -03-20 13:13:30 96.0 golden\n",
"3 2019 -03-21 13:43:16 95.0 golden\n",
"4 2019 -03-23 10:37:11 94.6 golden\n",
"5 2019 -03-23 18:43:19 93.0 golden\n",
"6 2019 -03-24 22:19:43 92.0 golden\n",
"7 2019 -03-25 09:23:45 90.0 golden\n",
"8 2019 -03-26 11:42:51 89.0 golden\n",
"9 2019 -03-27 20:32:51 87.3 golden\n",
"10 2019 -03-27 23:42:51 86.0 golden\n",
"11 2019 -03-28 00:52:23 84.0 golden\n",
"12 2019 -03-28 03:40:40 82.3 golden"
]
},
"execution_count": 44,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"df"
]
},
{
"cell_type": "code",
"execution_count": 45,
"metadata": {},
"outputs": [],
"source": [
"xg = df['Time_golden']\n",
"yg = df['Golden']"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"0 2019 -03-20 10:24:30\n",
"1 2019 -03-20 11:10:30\n",
"2 2019 -03-20 13:13:30\n",
"3 2019 -03-21 13:43:16\n",
"4 2019 -03-23 10:37:11\n",
"5 2019 -03-23 18:43:19\n",
"6 2019 -03-24 22:19:43\n",
"7 2019 -03-25 09:23:45\n",
"8 2019 -03-26 11:42:51\n",
"9 2019 -03-27 20:32:51\n",
"10 2019 -03-27 23:42:51\n",
"11 2019 -03-28 00:52:23\n",
"12 2019 -03-28 03:40:40\n",
"Name: Time_golden, dtype: object"
]
},
"execution_count": 15,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"xg"
]
},
{
"cell_type": "code",
"execution_count": 47,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"0 2019 -03-20 2019-03-30 10:24:30\n",
"1 2019 -03-20 2019-03-30 11:10:30\n",
"2 2019 -03-20 2019-03-30 13:13:30\n",
"3 2019 -03-21 2019-03-30 13:43:16\n",
"4 2019 -03-23 2019-03-30 10:37:11\n",
"5 2019 -03-23 2019-03-30 18:43:19\n",
"6 2019 -03-24 2019-03-30 22:19:43\n",
"7 2019 -03-25 2019-03-30 09:23:45\n",
"8 2019 -03-26 2019-03-30 11:42:51\n",
"9 2019 -03-27 2019-03-30 20:32:51\n",
"10 2019 -03-27 2019-03-30 23:42:51\n",
"11 2019 -03-28 2019-03-30 00:52:23\n",
"12 2019 -03-28 2019-03-30 03:40:40\n",
"Name: Time_golden, dtype: datetime64[ns]"
]
},
"execution_count": 47,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# Need to convert from dtype: object to datetime object\n",
"df['Time_golden'] = df['Time_golden'].apply(pd.to_datetime)\n",
"xg = df['Time_golden']\n",
"yg = df['Golden']\n",
"xg"
]
},
{
"cell_type": "code",
"execution_count": 67,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.collections.PathCollection at 0x1eaa522c9e8>"
]
},
"execution_count": 67,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": "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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Need to use values\n",
"plt.scatter(xg.values, yg.values)"
]
},
{
"cell_type": "code",
"execution_count": 68,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"[<matplotlib.lines.Line2D at 0x1eaa52637f0>]"
]
},
"execution_count": 68,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": "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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Line make more sense to,maybe need to do something to get scatter to work\n",
"plt.xticks(rotation=45)\n",
"plt.plot(xg.values, yg.values)"
]
}
],
"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": "3.6.5"
}
},
"nbformat": 4,
"nbformat_minor": 2
}
Sign up for free to join this conversation on GitHub. Already have an account? Sign in to comment