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@self-methods
Created January 6, 2021 15:19
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{
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"import matplotlib.pyplot as plt\n",
"import numpy as np\n",
"import japanize_matplotlib\n",
"%matplotlib inline"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"matplotlibは日本語を入力すると文字化けします。<br>\n",
"文字化けを防ぐためにはライブラリに直接フォントを入れるか<br><br>\n",
"pip install japanize-matplotlib もしくは<br>\n",
"conda install japanize-matplotlib にてインストールしてください<br>\n",
"\n",
"その後<br>\n",
"import japanize_matplotlib<br>\n",
"にてインポートします"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## タイトル・ラベル・凡例"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### グラフタイトル\n",
"plt.title(タイトル名)"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"Text(0.5, 1.0, '2021-01-05の体温')"
]
},
"execution_count": 2,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"x = [\"朝\",\"昼\",\"夕\",\"夜\"]\n",
"y = [36.5,36.2,37.5,37.2]\n",
"\n",
"plt.plot(x, y)\n",
"plt.title(\"2021-01-05の体温\")"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### 軸ラベル\n",
"plt.xlabel(横軸のラベル名)<br>\n",
"plt.ylabel(縦軸のラベル名)"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"x = [\"朝\",\"昼\",\"夕\",\"夜\"]\n",
"y = [36.5,36.2,37.5,37.2]\n",
"\n",
"plt.plot(x, y)\n",
"plt.title(\"2021-01-05の体温\")\n",
"plt.ylabel(\"体温(℃)\")\n",
"plt.savefig('title.png')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### 凡例"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"plt.plot(x, y, label=\"ラベル名\")<br>\n",
"plt.legend(loc=\"表示位置\")"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.legend.Legend at 0x1adedecef10>"
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"x = [\"朝\",\"昼\",\"夕\",\"夜\"]\n",
"y_c = [36.5,36.2,37.5,37.2]\n",
"y_f = [36.2,36.5,36.8,36.3]\n",
"y_m = [35.8,35.9,36.2,36.5]\n",
"\n",
"plt.plot(x, y_c, label=\"子\")\n",
"plt.plot(x, y_f, label=\"父\")\n",
"plt.plot(x, y_m, label=\"母\")\n",
"\n",
"plt.title(\"2021-01-05の体温\")\n",
"plt.ylabel(\"体温(℃)\")\n",
"\n",
"plt.legend(loc=\"upper left\")"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### フォントサイズ\n",
"plt.title(title, fontsize=int)<br>\n",
"※タイトルの他に、ラベルや凡例のサイズも変更可能"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"Text(0, 0.5, '体温(℃)')"
]
},
"execution_count": 5,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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1O3k4tu8pJQyABsFBjO4ZyuieofzxJ/1ZsG4XcYlpfPjDdt7+bgsdWjRmysBwYqMjOKNLa1yPtakprKVhjKmQtH3ZTHpmAX0iWvLOTcMJquLWQFZeAV+s2UFcYhpfrt1JXkERnds05YKBEcRGh9M3vKUlkGpi3VOWNIypFFXl6peXsDR1L7OnjSayXTO/Xu9ATj5zV2YSl5TGwvW7KCxSuoeGEDswgtjoCE7r0PzEJzGnzLqnjDGV8s73W1m4fhePXtTP7wkDoGWThkw9szNTz+zMnsN5JCRn8Enidv7+xXqenbeePuEtiY12YyBd2vo/HnOUtTSMMeXatjeLmOkLGdCpFW/deFaVd0udjMwDOXyalM6spDR+2LIPgEFdWhMbHcEFA8Pp2NLKmFQF656ypGHMKVFVfv7Sdyzfso+EaaNr1Kf6rXuymJWUTlxiGqvSD1gZkypkScOShjGn5M3Fm3nwo2T+9JP+XHVW1xMfECAbdhxiVlIacYlpbNx5mOAgYdRp7YkdGM6k/mG0bNIw0CHWKpY0LGkYc9K27sli0vQFDI5swxs3DKsVM5dUldXpB4nzEsi2va6MyVivjMl5VsakQmwg3BhzUoqKlHveTyRIhCemDqgVCQNcGZO+ES3pG9GSeyf1YvnWfcQlujGQOVbGpEpY0jDGHOfN7zazeNMenrhkAJ3b1JxxjJMhIpwR2YYzItvwwJQ+roxJYhqfrUhnVlL6kTImFw6KYGSPdlbGpIKse8oYc4zNuw8TM30hQ7u15bXrhtaaVkZF5fuUMZmdnMHB3ALahjRicv8wYqMjGBplZUxsTMOShjEVUlSkXDljMaszDjDnrtGEt2oa6JD8Kie/kAXrdhKXlM7nqzLJzi+kY8vGTBngVqEPqqdlTGxMwxhTIa9+k8qS1D385dKBdT5hADRpGMzEfmFM7BdGVl4B81a7MiZvLt7My1+n0LlNU2KjI4gdGEGf8Bb1MoGUZC0NYwwAm3Ye4vy/L2Rkj/a8dM2Qev0GeSAnnzkrM4lLTGPRBlfGpEdoiLeIsO6XMbHuKUsaxpSrsEi5/MVvWZ95kDl3jSGsla2sLrb7UC4JKzOIS0zju5Q9qELf8JZHVqHXpAWPVcWShiUNY8r1n4Wb+OOnq/nb5dFcMrhzoMOpsYrLmMQlpfGjV8bkjMjWxA6MYEodKmNiScOShjFl2rDjEFP+vpBzTg/l31efWa+7pU5GaWVMzupWXMYknLYhjQId4imzpGFJw5hSFRYpU//1Dam7DzPnrtF0aFE3PilXtw07DhGXmEZcUhqbvDImZ5/WntjoCCb261jryphY0rCkYUypXpi/kSfi1/DslYO4aFCnQIdT66kqq9IPEJfoWiDb99XOMiY25dYYc5z1mQf525x1TOrXkQujIwIdTp0gIvSLaEW/iFbcF9OLH7fuIy4xjU+T0o+UMRnftyOxA8MZ0yuUxg1qXxkTa2kYUw8VFBYx9V/fsGVPFnPuGkNoCysj7k+FRcqSlD3EJaURvyKdvVn5tGjSgEn93Cr0mlbGJGAtDRG5F7gYaAIsB+4CPvbZpQUQrKqDShw3FvgjUAhkAdeqaqaIjANeAVK9XVep6m3+it+YuurFBZtI3Laf5352hiWMahAcJIzo0Y4RPdrxyIX9+HrDLuIS05mdnMH7y7YdU8ZkWFTbgN7o6kT8ljREpD3QChilqioi7wATVXWszz5/B+aVOC4YeMbbd6eI3A7cB9wNRAGPq+oMf8VtTF23JuMA0z9fx5QB4Vww0LqlqlvD4CDG9urA2F4dyMnvz/x1O4lLTGPmD9t467stNb6Mid+ShqruAh4AEJHmuASSXPy8iPQE+qjqr0scVygiI1Q1xyfGbO/7KOB0EfkpkAv8VlWXl7y2iNwM3AwQGRlZha/KmNotv7CI37yXSMsmDXn0on6BDqfea9IwmEn9wpjUL4zDuQXMW1Pzy5j4fUxDRN4CJgJPAn9V74Ii8gbwsqp+WcZxQcD9wGDgF6qaJSLXAYdV9X8i0gf4COirqoVlXd/GNIw56u/z1vO3uev411WDmTwgPNDhmDLsz85nzsoM4pLS+bpEGZPY6Ah6hPq3jEnAp9yKSDPgDSBOVV8Vkc7Ap6oaXcb+rXBjFx+p6uvlnHcJMFVVt5a1jyUNY5xVaQe48LlFTB4Qzj9+ekagwzEVtPtQLvHJrozJktTqKWMSkIFwERkERKvqa14rYR3Q2nv6BuCtcg5/HXhIVRNLnPMm4DtVTRKRrt750qs6dmPqmrwC1y3VulkjHr3QuqVqk3bNG/Pz4V35+fCuZOzP4dMVbg3IkwlreDJhTbWXMfFbS0NEmgLTgTNxYxLbgBu8BJIMXKmqvmMc04EEb7/5wAqf061S1dtEJBp4DggCioB7VHVxeXFYS8MYeGbuOp6dt54ZvziTif3CAh2OqQJbdmcxa0UacYnprK7iMiYB754KJEsapr5L3r6fi5//mtjoCJ65YlCgwzF+sGHHwSOr0DftOlrGZPoVg2hzCsnDVoQbU0/lFhTym/cSaRPSiIdj+wY6HOMnp3VowV0TWjBt/OlHypgs27yHVk2rvuaVJQ1j6rB/zNvAmoyD/OfqIbRuVnurrpqK8S1j4i81Z926MaZKJW3bx7/mb2Tq4M6M79sx0OGYOsKShjF1UG5BIf/3v0TaN2/EQ9YtZaqQdU8ZUwdN/3w963cc4pXrhvqlX9vUX9bSMKaO+XHLXl6cv5HLh3RmXK8OgQ7H1DGWNIypQ3Ly3Wypji2b8OAF1i1lqp51TxlThzwzdx0bdx7m9euH1bpbjJrawVoaxtQRyzbvYcbCTfx0WCSje4YGOhxTR1nSMKYOyM4r5DfvJRHRqikPTOkT6HBMHWbdU8bUAU/PWUvKrsO8deNZNG9s/62N/1hLw5habknKHl7+OoWfD49k1GntAx2OqeMsaRhTi2XlFXDP+4l0at2U+ydbt5TxP2vHGlOLPZWwls27s/jvTcMJsW4pUw2spWFMLbV4025e/SaVa0dGMaJHu0CHY+oJSxrG1EKHc123VNd2zbg3plegwzH1iLVnjamFnohfw7a92bx78wiaNbL/xqb6WEvDmFrmmw27eGPxZq4b2Y1h3doGOhxTz1jSMKYWOZRbwD3vJ9GtfQj3TLJuKVP9rF1rTC3y+GerSdufzfu3jKBpo+BAh2PqIWtpGFNLLFi3k7e/28JN53TnzK7WLWUCw68tDRG5F7gYaAIsB+4CPvbZpQUQrKqDShw3DngcCAbWAjeoap6IRAIzgJZAHnCNqm7252swpiY4kJPPb2cm0SM0hLsn9Ax0OKYe81tLQ0TaA62AUao6GGgGTFTVscUP4Gvg4RLHNQdeAS5V1WFAOvAr7+mXgOdVdSTwFPCcv+I3pib506zVZBzI4enLomnS0LqlTOD4LWmo6i5VfUBV1UsErYDk4udFpCfQR1U/LnHoKOAbVd3u/fwCcLGINAN6q2qcd/7PgP4i0qjktUXkZhFZKiJLd+7c6YdXZ0z1+XLtDt5dupWbR/fgjMg2gQ7H1HN+H9MQkbeAFGAesMbnqd/juqBKagdk+PycDnQAWgMlM8AOb/9jqOoMVR2iqkNCQ+2+Aqb22p+dz/0zV3B6h+ZMG396oMMxxv9JQ1WvAroCI4BrAESkMzBQVb8s5ZBMXJIoFuZt28XxCSLU225MnfTYrFXsPJRr3VKmxvDnmMYgEbkGQFWzgHW41gLADcBbZRz6NXCWiIT77PuxquYBK0Qkxjv/eGClqub76SUYE1DzVmfy/rJt3DqmB9FdWgc6HGMA/7Y01gIjvbGFhUAUbuYTwGXAZ747i8h0EYlR1RzgVmCWiHwDRAL/8Ha7HbhPRL4Gfgfc4cf4jQmYfVl53P/BCnp1bMGvzjst0OEYc4TfptyqajbwyzKe61/Ktmk+338OnFnKPpuBcVUXpTE10yNxq9h9OI+Xrx1K4wbWLWVqDlvcZ0wNM2dlBh/+uJ3bx51G/06tAh2OMcewpGFMDbL3cB6/+zCZPuEtuWOcdUuZmsdqTxlTgzz8yUr2ZeXx+vXDaNTAPtOZmsf+Ko2pIeJXpPNJYhq/Pu90+ka0DHQ4xpTKkoYxNcDuQ7k8+FEy/Tu15NaxPQIdjjFlsu4pY2qAhz5eyYGcfN667CwaBttnOVNz2V+nMQE2KymNT1ekM218T3qHWbeUqdksaRgTQDsP5vL7j5IZ2LkVvxzdPdDhGHNCljSMCRBV5cGPVnA4t5C/XhZNA+uWMrWA/ZUaEyCfJKYxe2Umd03oyekdWwQ6HGMqxJKGMQGw42AOD3+ykkFdWnPTOd0CHY4xFWZJw5hqpqo88GEyWXmFPG3dUqaWsb9WY6rZR8u3M3dVJvdM7MVpHZoHOhxjToolDWOqUeaBHB7+eCVndm3D9Wdbt5SpfSxpGFNNVJX7P1hBXmERf7l0IMFBEuiQjDlpljSMqSbvL9vGF2t2cM+k3nQPtW4pUztZ0jCmGqTvz+bRuFUMi2rLdSOjAh1O1VGFPSmQeyjQkZhqYrWnjPEzVeW3M1dQUKQ8delAgupCt9TujZA80z12roGQDnDe72HQVRBkdxqsyyxpGONn/1u6lfnrdvLIhf2Iah8S6HBO3b6tsPIDlyjSEwGBriNh4p9g9Sfwya9gyb9h8pNuu6mTLGkY40fb92Xz2KzVDO/ell8M7xrocE7ewUxY9ZFLFFu/c9s6nQmTHoe+F0OrTm7biNvdPnMfhlcmu+cmPAptauFrNuWqUNIQkf7AFUA/oAmwDfgcmKmqhf4Lz5jaS1W57/0kilT5y6XRtadbKmuPazkkz4TURaBF0LE/nPcQ9LsE2pYyVVgEBlwKvc6Hb/4BX0+HtfEw8g44+25obAP/dUW5SUNEGgOPA3nAR8BTQC7QCRgLvC0iT6jqj2Ucfy9wMS7RLAduwQ2+PwP0AYqAV1X1dZ9jegEv+pwmFFivqheLyDjgFSDVe26Vqt5W0RdrTHV6e8kWFm3YxWMX96dL22aBDqd8OQdg7WcuUWz8AooKoG0PGH2PSxQdelfsPI2awdj74Iyfw7xHYOFf4cc34byHIfqnEGRzb2o7UdWynxQJA4JVdXsZzwswqLSkISLtgbuAB1VVReQdYCbQG9ilqv8SkQZAlKpuKCeGD4HHVPUHEbkOaKiqMyr6AocMGaJLly6t6O7GVImte7KImb6AQZGteeP6s2pmKyMvC9bPgeT3Yd0cKMyFVl2g/yXQfyqEDXQtiMrY+j0k/Ba2L4WIMyDmCYgcXjXxG78RkWWqOqS058ptaahqRikna6yqud7zCpTaylDVXcAD3jHNgVZAMvA7YIaIfAXsB6aVE/g4YJ+q/uBtigJOF5Gf4lo8v1XV5aUcdzNwM0BkZGR5L9GYKldUpNw3MwmAJ6fWsNlSBXmuJZE807Us8g5B844w5DqXKDoNqdrWQJehcMNcl5jmPgwvT3LXGf8ItO5Sddcx1eZE3VNBwB9wrY0HvM1fichCVb23IhcQkbeAicCTwBqgO1CkqmNFZAzwNjCijMMfAm7y+TkVWKmq/xORPsBHItK35LiK1xKZAa6lUZE4jakqb323mW827ubPlwygc5sa0C1VWACpC12iWP0J5OyHpm3cGET/qdB1lH+nyQYFwcDLofcU+PpZ91jzKYz8NZw9DRrV4hll9dCJuqeeBBR4VFWzvG0hwEvAIlV9rkIXEWkGvAHEAX8Cuhe3VkRkG9BFSwQiIsOB36vqlHLOuwSYqqpby9rHuqdMddqyO4tJ0xcwJKoNr18/DKls986pKipys52SZ7rZT4d3QqMW0OcClyi6j4XghoGJbd9W+PwPrvXRIgLG/wEGXGbjHTXIKXdPARNUdbDvBlU9LCK/AV4HykwaIjIIiFbV11Q1S0TWAa2Bz3AzsV4XkWhge8mE4fkl8FqJc94EfKeqSSLS1Ttf+glegzHVoqhI+c37iTQIEp6cOrD6E4YqpP3oEsXKD+HAdmjQFHpOcq2K0yZAwybVG1NpWneBS1+CYTe78Y4Pb4YlM9x4R5ehgY7OnMCJkkZZH0UOVeDYtcCtIvIrIBs3Tfcx3EyqF0TkRm+/GwBEZDqQoKoJ3gD5BbiBdF9LgOe9brMi4GpVLThBHMZUi9e+TWVJyh6emjqQiNZNq+/CmauOrs7emwJBDeG08W7coFcMNK6hdwWMPAtunAdJ77qWx0vjXYtj/B+gVedAR2fKcKLuqRnAClX9R4ntTwM7VPUpP8dXadY9ZapD6q7DxDy7gOHd2/HKtUP938rYvRGSvdXZO1eDBEG3Ma7rqc8FbsyiNsk9BIuecWs8JMiNdYz8tZvCa6pded1TJ0oaxeMXvXGf8gUYDnwN3F4bFvZZ0jD+VlikXPHit6zNPMjcu8YQ1spPXUD7trpup+SZkL7cbYsc6abI9r0Ymof657rVad8WmPuQe50tO7nW0oBLKz/115yUyoxpvAgcBH4CDALygUdUdVuVRmhMLfbK1yks3byXv14WXfUJ42AmrPrYK+Ox2G2LGOzqPfX7ydEyHnVF60i47NWj4x0f3Hh0vKPzmYGOznDipNEGaK+qKUBKNcRjTK2ycech/jJ7Lef17sAlg6voDTxrD6yO88p4LHRlPDr0g3N/71oVbbtXzXVqsq4j4aavIPFtmPco/OdcGHgljH8YWkYEOrp67URJ4/pqicKYWqiwSLnnvUSaNAzm8UsGVG4cI/cgrCku4zHPK+PRHc75jUsUHfpUXeC1RVCQK0fS9yJY+Df49nm3zuTsu11Nq4bVONnAHHGipNEUuFpE/q6q+0o+KSJTgA6q+oo/gjOmJntp0SZ+2LKP6VcMomPLU+iWys+GdbNdolg/BwpyoGVnGH6bG9AOj7a+fHCzv8Y/DGdeA3N+D1/+EX54DSY84upi2b9RtTpRGZFUEfkf8JyINAU2cbRgYQfgPUsYpj7asOMgT89Zx8S+Hblo0El0l5RWxiOkAwy+xiWKzkNtkVtZ2kTBFW+4yrvxv4X3r3f374j5s6trZapFubOnjtnRzaQ6HWiMW5BXKwbDbfaUqWoFhUVMfeFbtuw+zJy7xhDaonH5BxxTxiMOcvZBk9au26X/VIg62+52d7KKCl313C8eg8O7YNDPXOn2FmGBjqxOqMzsqSNU9TCuvLnviX+uqm9WLjxjapcZCzeRuHUf//jpGWUnjFLLeDSH3j5lPBo0qs6w65agYNdd1e8nsPBpWPwvN8vsnLth+O01Y+V7HXWigoWX+PyYhKtI27b4aaAdYEnD1BtrMw4yfe56JvcP44KB4cc+qerWT6x436eMRxPoGeMSxekTbPC2qjVp6e4QeOa1brxj3qOw7FWY8Jhrydl4R5U7UUvjMVzBwmeBi4C+wLW4hAHwb79FZkwNk19YxG/eS6R5kwY8dnH/o7Oldqw+WsZjz6baU8ajLmnbHa58CzbNh4T74b1rXPXemD+7CQWmypwoaezAJY1PgJ972671Z0DG1FQvzt/Iiu37ef5ng2mfuw2WlVLG4+y7a2cZj7qi+xi4ZaGbXfXFH+HFMW7a7nkPQfMOgY6uTqjomIbvaLl9bDL1zur0A7w7bzF/67ySKd8+dWwZj/Ofdl0h9qZUMwQFw5Dr3XTcBX+B716ElR/B6N/A8FuhwQkmLphynaj21BpcwngRCAam4O75Da6L6j1VnejnGCvFZk+ZSjm0g8LkD1n9+av0L1jltkWcAf0vhX4XWzXW2mD3Rpj9AKyLd9N2J/7RTUiw8Y4yVWb21P/5fL8Kd/+KF4rPW/nQjKmBsvbAmlmu6yllAcFaRIOiLqwbMI2e514N7XoEOkJzMtr1gJ+949bHJPwO3v05RJ3jxjvCBgQ6ulrnREmjOdAM+C9uTONp3I2XPsCNc1zq1+iMqS65B2FtvEsUG+ZBUT607c7OQXdw9ZLO9BwwjGcvswVktVqPc+GWRbDsFfjycXhxNAy+GsY9WDcqBFeTMpeeejc6msTRO/StUdX9wL3AmcAP1RKhMf6Sn+3m9v/vavjLafDBTZCRDMNvgZu/Iu/WpfwiZQK7mvXgD7H9Ah2tqQrBDWDYTfDrH+CsW9wCwX8MdvfxKMgLdHS1QoVWhIvICFX91vu+MTAU2Ah0VdXF/g2xcmxMwxyjIA82felaFGs+9cp4hLpFYv2nQudhR8p4/G3OWv7+xQb+ffUQJvTtGODAjV/sXAdzHnC1v9p2dyXne02u9+MdVbEi/E/AuSLSCPgY+FpVF2H35za1QVHh0TIeqz45Wsaj/yUuUXQ9230C9bFi236e/2ojlwzuZAmjLgvtCVe9B+s/h9m/g3d+6lbrT3ocOlrrsjQVLiMiIv2Bx3F38hvmt4iMqQpFRbBtiUsUKz+Cwzu8Mh5TvDIe48os45FbUMj/vbec9s0b8fAF9sZRL5w+3q3xWPqyG+944Ww48zoY9wCEtAt0dDXKicqI3IabJTUYN/j9Mq6MyBQRSQFQ1X/6O0hjKqS4jEfyTEj+EA5s88p4TPLKeEysUBmPZz9fz7rMQ7xy7VBaNWvo/7hNzRDcEM76JQy4DL56Ar7/DyS/D2N+C0NvtFphnhO1NLZ7X3OAPNxsqh+977eXdZAx1arUMh7nuXsw9Jp8UmU8Erfu44X5G7nszM6M622L9eqlZm3h/KfcAsHZv4PZ98PSl1yX1ekTbbyjggPhXwIXAvcAPYH1qvr7Chx3L24xYBNchdxbcDO2ngH6AEXAq6r6eonjHsHVutrnbXpbVWeISCQwA2iJS1zXqOrm8mKwgfA6avdGWPkBJH8AO1Z5ZTxGuxZF7wvcf/yTlJNfyAX/WMTh3AISpo2mVVNrZdR7qrB+rkseu9e7abuT/gwdegc6Mr865YFwEWmnqruBDFU9CDwkIrHAYyLyZ1XNKufY9kArYJSqqoi8g0sEvYEkVb1VRBoAUaUcHgVcrqrrSmx/Cfi7qsaJyPm4qcCx5b2GUzV7ZQadWjelX0TLyt3G01Sd/dtc9djkmZD2o9sWOaLKyng88/k6Nuw4xGvXD7OEYRwR6DkReoxzN3ya/wT8ayQMvQHG3n9KH06qw9YDW/lx549c2OPCKj/3icqIzMQt7vsKyC/ejLtz3zagSFWnn/AiIs2B94C7gbdxrYUrgP3ANFVNKbH/l8BaXGtkC3AXkAWsVdUuPvulAL1UNa/E8TcDNwNERkaeuXlzuY2R4xQVKSOemEfmgVy6tw/hgugILowO57QOVnar2h3a4dZSJM+ELd+6bRFnuBZFv59UWRmPZZv3ctkL33DF0C78+ZKBVXJOUwcd3g1fPe4GzBu3dIlj6A1uPCTAMg5nMDt1NvEp8azcvZIgCeKry7+iTZOTL55ZXkvjhN1TItICtxr8QeCfwCKfp1VVF5zg+LeAicCTwF9xXU73quqLIjIGeEJVR5Q45ingDVVdISLXADG4kiazVHWwz37fAReraplTf0+1e2rv4TwSVmYQl5jGt5t2owq9w1oQGx1B7MAIIts1O+lzmgrK3uvucOeV8UCLILQPDJjqitBVcRmPnPxCzn92IbkFRSRMO4cWTQL/BmBquMxVbqxj01fQvpc33jG+2sPYnb2buZvnEp8Szw873Hrrvu36MjlqMpOiJhHePPwEZyhdpZKGz0laAReo6lunEEAz4A0gDrfmo7uq5nrPbQO6aBmBeMeuwLU61qtqV5/nNuFaGvmlHQtVM6ax40AOn61IJy4pnWWb9wIQ3aU1sQPDuWBgBGGt7C5hlVZaGY823WDApS5RdOzrt0v/cdYq/rMohTdvOIuzT2/vt+uYOkYV1iW4Yoh7NsJpE1zyCO3p18vuz93PF1u+ID4lnu8yvqNIi+jRqgeTu00mplsMXVt2PfFJTqBKksYpXHQQEK2qr3k//xnIBPoBC1X1dRGJBmao6lk+xwnwKPC0qu4XkanAlap6mYjMAp5T1QQRGQ/cqarljmlU9UD4tr1ZfJqUTlxSGsnbDyACQ6PaEhsdwfn9w2jX3MouV1h+thtkTH4f1s2Gghxo2enoorvwQX6fqbI0dQ+XvfgtPxsWyZ9+YsXrzCkoyIMlL8L8pyA/C4beBGPvq9J7qmTlZ/Hl1i9JSElgUdoiCooK6NKiCzFRMUzuNpnT25xeZdeCwCWNpsB0XJ2qbNwYyA24mVQvAMV3gL9NVZNFZDqQ4CWEK4D7gEO4cY+bVDVDRLoCrwKNgFzgukDOntq08xCzktL5JDGNDTsOERwkjOzRjtjoCCb1C7PB1NIU5Lkm/ZEyHgddGY++F7tWhU8ZD3/Lzitk8rMLKChSEqaNpnnjCq91NeZ4h3bCl39yN4Bq0sotDDzzuuOqDVRUTkEOi7YvIj4lngXbFpBTmEPHZh2PJIq+7fr6bZJOQJJGTVEdU25VlbWZB4lLTCMuMZ0te7JoFBzEmF6hxEZHML5PB5o1qsdvSEWFkLrIJYrVn7gxiyatoU+sa1FEnXPK/7Eq45G4lbzydSpv33QWI3tYt5SpIhnJkPBbV7omtLfrsjrtvAodml+Yz7fp35KQksAXW7/gcP5h2jZpy8SuE5ncbTKDOgwiSPz/ocqSRjWu01BVkrbtJy4xjVlJ6WQcyKFJwyDO69OR2IERjO0VSpOGwdUWT8AUFcG2770yHh8eLePR63yXKHqcG9AVtos37ebKGYu5ekRXHr2of8DiMHWUqmtJz3kA9qZCzxhXDLH9acftWlhUyNLMpcSnxPP5ls/Zn7ufFo1aMKHrBGKiYhgaNpQGQdX7ocqSRoAW9xUVKUs37+WTxO18tiKDPYfzaNG4ARP6deTC6AhGndaehsHV0xVTLVQhPfFooti/1ZXxOH3i0TIejQI/6ywrr4CY6QsBiL/zHEKsW8r4S0EuLP4XLHjajdmd9UsYfQ9FTVqStDOJ+JR4ZqfOZnfObpo2aMq5kecyOWoyIyNG0jCA03gtadSAFeEFhUV8s3E3cYlpJKzM4GBOAW2aNWTygHBiB0YwrFtbgoNq6SLCHWt8ynhshKAG0OM8lyh6TYYmLQMd4TEe/jiZ177dzLs3D+es7laMzlSDQzvQeY+yeuW7JLRuS0LrdqTnH6RRUCPGdBlDTFQM53Q+h6YNTlwbrTpY0qgBScNXbkEhC9btYlZSGnNXZZKVV0iHFo2ZMjCc2OgIzujSuuavQt+zyZXwSP4Adqx0ZTyiznGJok9sjV0p+83GXfzs399x3agoHrYbK5lqsHHfRuJT4klITWDzgc00UBiZnU1MUBvGjXuM5j1jAh3icSxp1LCk4Ss7r5B5azKJS0zjy7U7ySsoolPrpm4RYXQ4fcNrUBmT/dt9ynh4N27sMtwlir4XQYuafd+JQ7kFxExfQIMgIf7O0TRtVA/GlkxAbD2wlYTUBOJT41m/dz1BEsTQsKFMjprM+MjzaLVpPsx5EPZtcbXSJjxao+49b0mjBicNXwdy8pm7MpO4pDQWrd9FQZHSPTSE2IEugQSkjMmhnbDqI9ei2PKN2xY+6GgZj9Zdyju6RnngwxW8vWQL7/1yBEOiamZLyNRexWU8ElISSN6dDMAZHc4gJiqGiVETad+0xAy9/BxY/Dws/Jsb+xh+K4z+jZuuG2CWNGpJ0vC153AeCcmujMniFFfGpE94S2Kj3RhIl7Z+HFDO3gurZ3llPOZ7ZTx6Q/9L3cK7GvSJqKIWrt/JL15awo1nd+PBC/y3utzUL1VSxuNgBsx7DJa/BSHt4dwH4YxfQFDgWsKWNGph0vC140AOn65IJy4xjR+27ANgUJfWxEZHMGVAeNWUMck95FPG4/OjZTz6T3UPP5bx8LeDOflMemYBTRoG89md59SPKc/Gb/xWxiPtR4j/LWxdDB0HQMyfods5VRt8BVnSqOVJw9fWPVlHEsjKNFfGZJhXxmTyyZYxOVLGY6ZXxiPblfHo9xOXKCLOqBM3nLn/gyTe/X4r7986ksGRVVfawdQf1VbGQ9WNG859yE1Z7xMLEx6Dtt2q5vwVZEmjDiUNXxt3HmJWYjqfJG5n487DBAcJo05rT+zAcCaWVcakMN+V8Vjx/vFlPPpPhS5nVVsZj+owf91Ornl5Cb8c0537J/cJdDimFglkGQ/ys+Gb52DR36CoAEbcDuf830ndhbIyLGnU0aRRTFVZk+GVMUlKY+ue7GPLmPRqR7P071yLYtXHXhmPVtDnwoCW8fC3/dmuW6p5kwbM+tXZ1i1lTii/KJ9v0wJfxuOIA+kw7xFI/C+EdIDzHoJBP/P7eIcljTqeNHypKonb9hO3fDupiV9xds58Lgj+jlDZR0FwM6TPFIIHXBrwMh7V4Z73Epn5wzY+uG0Ug7q0DnQ4poaqiWU8jrNtmatntW0JhA2EyU9C15F+u9wp3+7V1DKqSEYSg9bMZNCGD6FgC0WNGrG6xQj+cvBMPjk8gIYrQphYFEYs++peGRMfX6zJ5L1l27htbA9LGOY4RVp0pIzHnM1z2JW9q0aV8ThO5zPhhjmut2DuQ/DKZNelPOFRaFP5+2ecDGtp1AU71x4t47F7g1fG41yvjMf50KRl3S5jUsL+rHwmTp9Pq6YNifvV2TRuYN1SxuvG3bOG+NR4ElISSD+cXmPLeJQrLwu++QcsesZNhx95B5x9NzRuXmWXsO6pupg09qTASq+MR2YyIG56Xv+pbqyinDIexWVM4hJdGZPs/FpYxqQcd/9vOR8vT+Oj20YxoHPgF0qZwNq4byMJqQkkpCSQeiCVBtKAEREjmNxtMuO6jKN5o6p7s61W+7fD53+AFf+D5mEw/mEYeGWVTGSxpFFXksaBtKNlPLYvc9u6nOVTxiOs/ONLkZVXwBdrdhxTxqRzm6ZcMLAGljGpgLmrMrnp9aX8+tzTuHtir0CHYwJk68GtzE6dTXxKPOv2rnNlPDoOJaZbDOMjx9O6SetAh1h1tn4PCfe594SIMyDmCYgcXqlTWtKozUnj8K6jZTw2fwMohEf7lPGIrLJL+ZYxWbh+F4XHlDGJ4LQONfsT2d7DeUycvoB2IY345I6zadSgbo7XmNJlHs50ZTxSE1ixawUAg0IHEdMthklRk44v41GXFBXBivdcy+Ngmnt/GP/IKZf5saRR25JG9j5Y45Xx2DQftBDa93K3Q+13Sak3cqlqAS1jcorufOdHPk1K5+M7RtEvwrql6oPd2bv5fPPnxKfG80PmDyhKn7Z9mNzNlfGIaB4R6BCrV95h+PpZ90DgzuWn1ANhSaM2JI3cQ7Au4WgZj8I8aBN1tIxHh74BW52deSCHz8ooY3LBwHA6tqyCMiaVlJCcwS1vLmPa+NOZNr5noMMxfnQg7wDzNs8jITWB79K/o1AL6d6quyvjERVDVKuoQIcYePu2uveTYTed0uGWNGpq0sjPgQ1eGY+1Ca6MR4sIVxSw/yUQMbjGlfGo0jImVWTP4TwmPjOfDi2a8PEdo+rsNOL6LCs/i6+2fkV8ajxfb/+a/KJ8OjfvfKTe0+mtT69VY281nSWNmpQ0ist4JM90lWTzDkKz9tDvYq+Mx/BaU8ajvDImk/qH0bJJ9cxzv+PtH5i9MoNP7jibPuE16y6B5tTlFuayaNsi4lPjmb91PjmFOXRo1uFIGY9+7fpZovCTgCUNEbkXuBhoAiwHbgGCgGeAPkAR8Kqqvl7iuLHAH4FCIAu4VlUzRWQc8AqQ6u26SlVvKy+GGpE0igph89deGY9PIHsPNG4FfWO9Mh6ja3UZj7LKmIz1ypic16cDzRr55/V9mpTO7W//wG8m9uSOc6uoaJwJmPyifBanLSYhNYF5W+YdKeMxoesEJnebzBkdzqjeMh71VECShoi0B+4CHlRVFZF3gJlAb2CXqv5LRBoAUaq6wee4YGApMFFVd4rI7UAPVb1bRK4DGqrqjIrGEbCkoQrbvneJYuWHcCgTGoZA7/NdouhxLjSo/q4cfztSxiQxjVlJaWQeyKVpw2DO69OB2OgIxvQMrbIaULsO5TLxmQV0at2UD28bSQPrlqqVCosKWZa5jPjUeOZunnukjMf4yPHEdIthWNiwwJfxqGcCUkZEVXcBD3gBNAdaAcnA74AZIvIVsB+YVuK4QhEZoao5PjFme99HAaeLyE+BXOC3qrq85LVF5GbgZoDIyKqbknpCqpCR5K3O/hD2b4HgxtBzoksUp0+CRjVv1lFVEhEGdWnNoC6teeD8Pnyfuoe4pDQ+W5HBrKR0WjRuwMR+YVw4KIKRPdqd8viDqvL7j5I5lFPA05dFW8KoZVSVxJ2JJKQmMDt19pEyHuO6jGNyN1fGo1Fw3a6NVlv5fUxDRN4CJgJPAn8F9gH3quqLIjIGeEJVR5RyXBBwPzAY+IWqZnktjcOq+j8R6QN8BPRV1cKyrl8tLY3Synh0H+emyHplPOq74jImnySmMTs5g4O5BbQNacTk/mHERkcwNOrkypjEJabxq//+yL0xvbhtrP+nIJvK8y3jMTtlNmmH02gU1IjRnUcT0y2G0Z1H144yHvVAwAfCRaQZ8AYQB/wJ6K6qud5z24Au6hOIiLTCjV18VHK8o8R5lwBTVXVrWfv4LWnsTXUL7pI/gMwVgEDU2UfLeIS0q/pr1hG5BYXMX7uTuKR0PvfKmHRs2ZgpA9wq9EEnKGOy42AOE59ZQNd2Icy8ZYS1Mmq4Tfs2Han3VKfKeNRhAemeEpFBQLSqvua1EtYBrYHPgCuA10UkGtiux2eu14GHVDWxxDlvAr5T1SQR6eqdL91fr+E4B9Jg5UdeGQ8vEXUeBjFPutlPp7CIpj5q3CCYif3CmNgvjKy8AuatdmVM3ly8mZe/TqFzm6bERkcQOzCCPuEtjkkgqsoDHyaTlVfIXy8baAmjhipZxkMQhoUN45p+19S9Mh71jD8HwpsC04EzcWMS24AbcDOpXgCK32FvU9VkEZkOJHj7zQdW+Jxulare5iWZ53AzsIqAe1R1cXlxVLqlcXiXu3FR8gduBhTq6tkXl/Go5rLEddmBnHzmrMwkLjGNRRtcGZMeoSEugURH0CO0OR/9uJ1p7y7nd+f35ubRPQIdsvFRXhmPiV0nEtosNMARmooKePdUIJ1S0igqcnfKSp7p1lRoIbTvCf0vdYvu2tvUTn/bcziP+GS3iPC7lD2oQt/wlmzbm8VpHZrz3i0j60wp99psT84e5qbOtTIedYzdhOlkBQXB4n9C7kEYdadrVXTsV+NWZ9dlbUMacdVZXbnqrK5kHsjh06R04pLSEBH+clm0JYwAKquMx22DbrMyHvWAtTTKcmgHhIRaojAGK+NR31hL41Q07xDoCIwJqLLKePy090+tjEc9ZknDGHNEflE+36V/R3xKPF9s+YJD+Ydo26QtF512kZXxMIAlDWPqvcKiQn7Y8QPxKa6Mx77cfbRo2IIJXSdYGQ9zHPtLMKYeUlWSdiWRkOLKeOzM3nmkjEdMVAyjOo2yMh6mVJY0jKknVJW1e9cSn+JWZ1sZD3MqLGkYU8dt2r+JhJQE4lPij5TxGB4xnDvOuMPKeJiTZknDmDpo28FtJKQmkJCSwNq9axGEoWFDubrf1YyPHE+bJm0CHaKppSxpGFNHZB7OZM7mOSSkJJC0KwmA6NBofjvst1bGw1QZSxrG1GJ7cvbw+ebPiU+JZ1nmsiNlPO468y4mRU2iU/NOgQ7R1DGWNIypZQ7kHeCLLV+QkJLA4vTFFGoh3Vp149ZBtxITFUO3Vt0CHaKpwyxpGFMLZOVnMX/bfOJT4lm0fRH5Rfl0at6J6/pfR0xUDD3b9LTV2aZaWNIwpobKLcxl0fZFJKQkMH/bfLILsunQtANX9r6SyVGT6d++vyUKU+0saRhTg5RWxqNN4zZc2ONCYqJiGNxxsJXxMAFlScOYACurjMf4ruOZHDWZYeFWxsPUHPaXaEwAqCordq0gPiWeOalz2JG9g6YNmjK2y1gmR022Mh6mxrKkYUw1UVXW7V3nynikJrD90HYaBTXinM7nuDIenUbTrGGzQIdpTLksaRjjZyn7U1wZj9R4UvanECzBjIgYwW2DbmNcl3G0aNQi0CEaU2GWNIzxg+2HtpOQkkBCagJr9qw5UsbjF31/YWU8TK1mScOYKrIjawdzUucQnxpP0s5jy3hM6DqBDs3sbpCm9vNr0hCRe4GLgSbAcuAWIAh4BugDFAGvqurrJY4bBzwOBANrgRtUNU9EIoEZQEsgD7hGVTf78zUYU569OXuZu3kuCakJLM1YamU8TJ3nt6QhIu2BVsAoVVUReQe4COgNJKnqrSLSAIgqcVxz4BXvuO0i8hTwK+CvwEvA31U1TkTOB54DYv31GowpzcG8g3yx5QviU+NZnOZTxiP6VmK6WRkPU7f5LWmo6i7gATiSCFoBycDvgBki8hWwH5hW4tBRwDequt37+QXgNRH5F9BbVeO8838mIs+LSCNVzfPX6zAGXBmPBdsWEJ8Sz8LtC4+U8bi237VM7jbZyniYesPvYxoi8hYwEXgSWAN0B4pUdayIjAHeBkb4HNIOyPD5OR3oALQGdpY4/Q5v//QS17wZuBkgMjKyql6KqWfyCvOOlPH4attXZBdkE9o0lCt6XcHkbpMZ0H6AJQpT7/g9aajqVSLSDHgDuAY4BLzqPTdfRLqIiKiqeodk4pJEsTBv2y5cgvAV6m0vec0ZuLEPhgwZoiWfN6Ys+UX5LElfcqSMx8H8g7Rp3IbY7rHEdIthcIfBBAcFBzpMYwLGn2Mag4BoVX1NVbNEZB2utfAZcAXwuohEA9t9EgbA18ALIhKuqunADcDH3kD4ChGJUdUEERkPrFTVfH+9BlM/FGkRP2QeLeOxN3cvzRs257zI85jczZXxaBjUMNBhGlMj+LOlsRa4VUR+BWQD24DHcDOpXhCRG739bgAQkelAgpcQbgVmiUgusAF41Nv3duBVEfk9kAtc58f4TR2mqiTvSiY+NZ7ZKbOPlvHoPJaYbjGc3elsK+NhTCnk2A/5dc+QIUN06dKlgQ7D1ADFZTwSUhOIT4ln+6HtNAxqyDmdzmFyt8mM7mxlPIwBEJFlqjqktOdscZ+p81L2p5CQmkBCSgKb9m8iWIIZHjGcW6Nv5dzIc62MhzEnwZKGqZPSDqUdSRSr96xGEIaEDeGqPlcxoesEK+NhzCmypGHqjJ1ZO5mzeQ7xKfEk7kwEYGDoQO4beh8ToyZaGQ9jqoAlDVOr7cvZx9wtc0lISeD7jO9RlN5tezNt8DQmRU2ic4vOgQ7RmDrFkoapdQ7mHeTLrV8Sn+LKeBRoAVEto7g1+lYmdZtE91bdAx2iMXWWJQ1TY2UXZJNxOOOYx5o9a1i0fRF5RXl0at6Ja/pdY2U8jKlGljRMQOQX5bMza+eRZJB+ON19n3U0QezL3XfccREhEVze63Ir42FMgFjSMFVOVdmTs+doCyErg/RD6e6rlxx2Ze+iSIuOOa5FoxaEhYQRHhLOwPYDCQsJO+bRsVlHW3BnTIBZ0jAn7VDeoWNaBumH0snMyjzSYsg8nEle0bGFhxsHNz7y5j8ifMSR5OCbFEIahgToFRljKsqShjlGbmEumYczj2sh+I4rHMo/dMwxwRJMaLNQwkPC6d+uP+Mjxx+TDMJDwmnduLV1JRlTB1jSqEcKiwrZmb3z6NjBoaNjCMUthz05e447rm2TtoSFhBHZIpJhYcOOayG0b9qeBkH2p2RMfWD/0+sIVWVf7r5jB5ZLtBB2ZO2gUAuPOS6kYQjhIeF0DOlIn7Z9jkkIxdsbBzcO0KsyxtQ0ljRqiaz8rFITQvEYQsbhDHIKc445pmFQwyMJYEjHIcd1GYWFhFndJWPMSbGkUQPkF+YfO5Ds831xojiQd+CYYwQhtFkoYSFh9GzTkzGdxxzXQmjbpC1BEhSgV2WMqYssafhZkRaxO3t3mWsRiqefKseWqG/duDVhIWFEhEQwuMPg41oIoc1C7cZAxphqZ0mjElSVA3kHjl21nHVsCyEzK5OCooJjjmvaoKlLAs3COKfzOYQ1O349gt3XwRhTE1nSKEdOQU65LYT0w+lkF2Qfc0wDaUDHkI50bNaR6NDoIy0D3wHmlo1a2vRTY0ytZEmjDFM/mcq6veuO296+aXvCmoXRvVV3RkaMPK7bqF2TdgQHBQcgYmOM8T9LGmWY0n0KMUUxVsbCGGN8WNIow/X9rw90CMYYU+PYfExjjDEV5teWhojcC1wMNAGWA7cAVwH3ARnebl+o6qM+x/QCXvQ5TSiwXlUvFpFxwCtAqvfcKlW9zY8vwRhjjA+/JQ0RaQ+0AkapqorIO8BFQBTwa1WdU9pxqroWGOtzng+Bx7wfo4DHVXWGv+I2xhhTNr91T6nqLlV9wEsYzXEJJBn3xn+liHwlIh+KSLeyzuG1LPap6g/epihgrIh8KSIJIjLIX/EbY4w5nt/HNETkLSAFmAesAVYBr6vqWOBZ4K1yDn8I+JPPz6nAR6o6DrgLeFdEjpvfKiI3i8hSEVm6c+fOKnkdxhhjQFT1xHtV9iIizYA3gDhVfbXEc2lAJy0RiIgMB36vqlPKOe8SYKqqbi1rnyFDhujSpUsrE74xxtQrIrJMVYeU9pzfWhoiMkhErgFQ1SxgHdBaRO4TkS7ePkOArSUThueXwGslznmTiAz0vu8KtAbS/fUajDHGHMufs6fWAreKyK+AbGAbbkB7ODBTRHKBPOAXACIyHUhQ1QQRaQBcgOuC8rUEeF5EgoAi4GpVLcAYY0y1qJbuqUASkZ3A5lM8vD2wqwrDMZVnv5OayX4vNU9lfiddVTW0tCfqfNKoDBFZWla/ngkM+53UTPZ7qXn89TuxFeHGGGMqzJKGMcaYCrOkUT5beV7z2O+kZrLfS83jl9+JjWkYY4ypMGtpGGMqRUTsJjP1iCWNEkTk5yJysff9WBFZ59XJygxwaPWWiMSIyHrv9+D7SBGRswMdX30mIg2BxWL3L65xRORGEbm2qs9rN2HyiMgI4M9AR6BQRKYBs4G/qeoLIvJmIOMzxAEflNh2dSACMce4HHfrgy+9vNEJ+IOqlldTzviBiJwDPAw0A7IAAVqKyM99dnuqrArjFWVJw6Oq34pIIrAPKATaAN8Ct4lIE6B3AMOr7xoDLXBVjotdCKzAVR4wASAiLXBVG0aq6j5v25vAF4GMq75S1YXAeBF5EXgdOADcp6o/L//Ik2NJ41gTgeJuqLbAx7ibRL3g1ckygRGK+zR7o8+2dkCOqloZ4wDwxjHeBHKAqcBLItIJaKiqVg8uQESkNTACd8O7PwN9ROQr3P+Xf6nqPyt7DUsax1qFu6sgwF+8r6NEpADoEZiQDHAesAWIB4rvrXIn0ElEblXVfwUssvrrJWAm8DbwrIiMwrUI/xDIoAyP4d7HwoFrgP8DNuBugLewKi5gSeNYnwOPArnAZ0AjYCPuPiAHAhhXveWNNYGrZtybo5M3woH7cd2H56nqvEDEV49dr6r53ve3i8jHwNequjqQQdVnIjIZCMN1r7+IqxLeHHeL7T6q+kBVXMeShsebZXAF3kA40A1IA/6pqou8woem+m3EtSp+BsQC+73t3YBCVb09UIHVZ8UJw6tI/Q9gtao+Fdio6r2VwA24RX13qeoGEXkN1wK8t6ouYknD490c6lVvpsEhVf1IRN4D7A5OAaSqO7xvp3sPUwN4Yxo3AtcC/1bVfwc2IqOqW7xJO3gJIxw3k6olMFVEMlQ1o7LXsaRRBhHpj7txVHsReRk34GeqmYhEA389wW7TVDW5OuIxRxTi7mkzXlWt67aGEZFncF24D6vqKhE5H/eh+G+VnXJrZUTKISJSxl0FjTGmxhKRRqqa55dz23uiMcaYirIyIsYYYyrMkoYxxpgKs6RhjDGmwixpGGOMqTBLGsYYYyrs/wEPN44d8BsqQAAAAABJRU5ErkJggg==\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"x = [\"朝\",\"昼\",\"夕\",\"夜\"]\n",
"y_c = [36.5,36.2,37.5,37.2]\n",
"y_f = [36.2,36.5,36.8,36.3]\n",
"y_m = [35.8,35.9,36.2,36.5]\n",
"\n",
"plt.plot(x, y_c, label=\"子\")\n",
"plt.plot(x, y_f, label=\"父\")\n",
"plt.plot(x, y_m, label=\"母\")\n",
"\n",
"plt.title(\"2021-01-05の体温\", fontsize=20)\n",
"plt.ylabel(\"体温(℃)\")"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### グラフ色\n",
"plt.plot(x, y, color=color)<br>\n",
"\n",
"引数のcolorはcと短縮も可能で、一部の色も短縮表記可能です。<br>\n",
"plt.plot(x, y, c=\"r\")<br>\n",
"\n",
"色の名前以外にも、カラーコードやRGB表記が可能。<br>"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"Text(0, 0.5, '体温(℃)')"
]
},
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"x = [\"朝\",\"昼\",\"夕\",\"夜\"]\n",
"y_c = [36.5,36.2,37.5,37.2]\n",
"y_f = [36.2,36.5,36.8,36.3]\n",
"y_m = [35.8,35.9,36.2,36.5]\n",
"\n",
"plt.plot(x, y_c, label=\"子\", color=\"red\")\n",
"plt.plot(x, y_f, label=\"父\", color=\"orange\")\n",
"plt.plot(x, y_m, label=\"母\", color=\"blue\")\n",
"\n",
"plt.title(\"2021-01-05の体温\", fontsize=20)\n",
"plt.ylabel(\"体温(℃)\")"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### 透明度\n",
"plt.hist(data, alpha=0-1)<br>\n",
"ヒストグラムでよく用いられるが、他のグラフでも使える<br>\n",
"\n",
"0~1の間で透明度を指定"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"(array([4., 4., 2., 4., 2., 2., 2., 2., 3., 5.]),\n",
" array([0.06241195, 0.15345988, 0.24450781, 0.33555574, 0.42660368,\n",
" 0.51765161, 0.60869954, 0.69974748, 0.79079541, 0.88184334,\n",
" 0.97289127]),\n",
" <BarContainer object of 10 artists>)"
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": "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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"np.random.seed(250)\n",
"x1 = np.random.rand(50)\n",
"x2 = np.random.rand(30)\n",
"\n",
"plt.hist(x1, alpha=0.5)\n",
"plt.hist(x2, alpha=0.5)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### 線のスタイル\n",
"plt.plot(x, y, linestyle=\"線の名前\")<br>\n",
"\n",
"linestyleはlsと省略可能"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.legend.Legend at 0x1adee07a490>"
]
},
"execution_count": 8,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"x = [\"朝\",\"昼\",\"夕\",\"夜\"]\n",
"y_c = [36.5,36.2,37.5,37.2]\n",
"y_f = [36.2,36.5,36.8,36.3]\n",
"y_m = [35.8,35.9,36.2,36.5]\n",
"\n",
"plt.plot(x, y_c, linestyle=\"solid\", label=\"solid\")\n",
"plt.plot(x, y_f, ls=\"--\", label=\"dashed\")\n",
"plt.plot(x, y_m, ls=\":\", label=\"dotted\")\n",
"\n",
"plt.title(\"2021-01-05の体温\", fontsize=20)\n",
"plt.ylabel(\"体温(℃)\")\n",
"plt.legend()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### 線の太さ\n",
"plt.plot(x, y, linewidth=線の太さ)<br>\n",
"\n",
"linewidthはlwと省略可能"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.legend.Legend at 0x1adee0e7bb0>"
]
},
"execution_count": 9,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"x = [\"朝\",\"昼\",\"夕\",\"夜\"]\n",
"y_c = [36.5,36.2,37.5,37.2]\n",
"y_f = [36.2,36.5,36.8,36.3]\n",
"y_m = [35.8,35.9,36.2,36.5]\n",
"\n",
"plt.plot(x, y_c, linewidth=10, label=\"10 width\")\n",
"plt.plot(x, y_f, lw=5, label=\"5 width\")\n",
"plt.plot(x, y_m, lw=1, label=\"1 width\")\n",
"\n",
"plt.title(\"2021-01-05の体温\", fontsize=20)\n",
"plt.ylabel(\"体温(℃)\")\n",
"plt.legend()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### マーカー\n",
"plt.scatter(x, y, marker=種類)<br>\n",
"折れ線グラフ・散布図でのマーカーの種類を変更する\n",
"<a href=\"https://matplotlib.org/3.2.0/gallery/lines_bars_and_markers/marker_reference.html#sphx-glr-gallery-lines-bars-and-markers-marker-reference-py\">マーカーの種類</a>"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.collections.PathCollection at 0x1adee177c40>"
]
},
"execution_count": 10,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": "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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"np.random.seed(250)\n",
"x1 = np.random.randn(50)\n",
"x2 = np.random.rand(30)\n",
"\n",
"y1 = np.random.randn(50)\n",
"y2 = np.random.rand(30)\n",
"\n",
"plt.scatter(x1, y1, marker=\"^\")\n",
"plt.scatter(x2, y2, marker=\"x\")"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### グリッド\n",
"plt.grid()<br>\n",
"\n",
"x軸もしくはy軸のみ線を引く場合には、引数にaxis=\"x\"とする"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"np.random.seed(250)\n",
"x1 = np.random.randn(50)\n",
"x2 = np.random.rand(30)\n",
"\n",
"y1 = np.random.randn(50)\n",
"y2 = np.random.rand(30)\n",
"\n",
"plt.scatter(x1, y1, marker=\"^\")\n",
"plt.scatter(x2, y2, marker=\"x\")\n",
"plt.grid()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### 補助線\n",
"\n",
"plt.hlines(y座標, x座標の最小値(始点), x座標の最大値(終点))\n",
"plt.vlines(x座標, y座標の最小値(始点), y座標の最大値(終点))"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.collections.LineCollection at 0x1adee24ea30>"
]
},
"execution_count": 12,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": "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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"np.random.seed(250)\n",
"x = np.random.randn(50)\n",
"y = np.random.randn(50)\n",
"\n",
"plt.scatter(x, y, marker=\"^\")\n",
"\n",
"plt.hlines(y.mean(), x.max(), x.min(), ls=\"--\", color=\"black\")\n",
"plt.vlines(x.mean(), y.max(), y.min(), ls=\"--\", color=\"black\")"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### 軸の表示領域\n",
"plt.xlim(横軸下限値,横軸上限値)<br>\n",
"plt.ylim(縦軸下限値,縦軸上限値)"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"(35.0, 38.0)"
]
},
"execution_count": 13,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"x = [\"朝\",\"昼\",\"夕\",\"夜\"]\n",
"y_c = [36.5,36.2,37.5,37.2]\n",
"y_f = [36.2,36.5,36.8,36.3]\n",
"y_m = [35.8,35.9,36.2,36.5]\n",
"\n",
"plt.plot(x, y_c, label=\"子\")\n",
"plt.plot(x, y_f, label=\"父\")\n",
"plt.plot(x, y_m, label=\"母\")\n",
"\n",
"plt.title(\"2021-01-05の体温\", fontsize=20)\n",
"plt.ylabel(\"体温(℃)\")\n",
"\n",
"plt.xlim(\"朝\",\"夜\")\n",
"plt.ylim(35,38)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### グラフの保存\n",
"plt.savefig(\"ファイル名\")<br>\n",
"引数でdpi=300など任意の解像度に可能。指定しない場合は100<br>\n",
"bbox_inches=tightで余白除去"
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"x = [\"朝\",\"昼\",\"夕\",\"夜\"]\n",
"y_c = [36.5,36.2,37.5,37.2]\n",
"y_f = [36.2,36.5,36.8,36.3]\n",
"y_m = [35.8,35.9,36.2,36.5]\n",
"\n",
"plt.plot(x, y_c, label=\"子\")\n",
"plt.plot(x, y_f, label=\"父\")\n",
"plt.plot(x, y_m, label=\"母\")\n",
"\n",
"plt.title(\"2021-01-05の体温\", fontsize=20)\n",
"plt.ylabel(\"体温(℃)\")\n",
"\n",
"plt.xlim(\"朝\",\"夜\")\n",
"plt.ylim(35,38)"
]
}
],
"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": "3.8.5"
}
},
"nbformat": 4,
"nbformat_minor": 4
}
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