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Use Computer Modern Unicode fonts in Plots.jl
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{
"cells": [
{
"metadata": {},
"cell_type": "markdown",
"source": "See https://discourse.julialang.org/t/nice-fonts-with-plots-gr-and-latexstrings/60037"
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "using Plots, LaTeXStrings",
"execution_count": 1,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "default(\n titlefontsize = 16,\n legendfontsize = 12,\n guidefontsize = 12,\n tickfontsize = 12,\n)",
"execution_count": 2,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "gr()\nplot(sin; label=L\"y = \\sin\\, x\", title=L\"y = \\sin\\, x\")",
"execution_count": 3,
"outputs": [
{
"output_type": "execute_result",
"execution_count": 3,
"data": {
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{
"metadata": {
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},
"cell_type": "code",
"source": "gr()\nplot(sin; label=L\"y = \\sin\\, x\", title=L\"y = \\sin\\, x\")\nplot!(fontfamily = \"Computer Modern\")",
"execution_count": 4,
"outputs": [
{
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},
"metadata": {}
}
]
},
{
"metadata": {},
"cell_type": "markdown",
"source": "Install [Computer Modern Unicode fonts](https://cm-unicode.sourceforge.io/), which can be downloaded from [SourceForge.net/projects/cm-unicode/](https://sourceforge.net/projects/cm-unicode/)\n\nDelete `~/.matplotlib/fontlist-v330.json`"
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "pyplot()\nplot(sin; label=L\"y = \\sin\\, x\", title=L\"y = \\sin\\, x\")",
"execution_count": 5,
"outputs": [
{
"output_type": "execute_result",
"execution_count": 5,
"data": {
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tQxb4mLPJktPfwy86B+5GolO5sIXDKxd5mLrR8pv/uqd+gUiIU8AKsiZxhveHeGlVF/rNKedLhSwRqSF3LXX5z7eW+YM9XJkS/K+Dq9s6PHGOw5++cHlqtS/YzRE5LcE/o4RGsYb3hnhJqguZ75az55BClogE1rSNLk+udnmij8OFLULnq+C2Lh7u6Obwy49dZuSqJ0vCV+icVVGuYW3DrP5etu2Hn/3Hp8VIRSRgviyy3PiBj2vaGX7ROfS+Bh4922F0W8O1C30s3qaQJeEp9M6sKNY+wfCvCz28lmv521cqKiLif8WHLJnvlh/ZJzUUt6txTEUtvKC54cq3fawp1leVhB/9qw0xw1Mdbuvi8KtPXJbuUMgSEf+x1vLTRT6+3Q+z+nupGxN64eqwWp6KhU5T4mHMR3Hs1dSJiPXSSy9hjKnUGprhRAErBP3xbIeejQ1Xv+ej8KCKioj4xx8/d3m9wPLyRZ6wWOC4fi1DzgAvhaWGu3VnYcQaMmQIH3/8MS1atAh2U/xKASsE1fIYpl/ioaQMrlukNWFE5PS9v8XlnmUu92Q4IXHHYGWl1Tdkdy3lH2tc3tuikBWJmjRpQp8+fahdu3awm+JX4XOWRZnkeMOr/TzM22x59HMVFRGpvs0lllHv+7g4yfD7nuFX9m9IK+OiFoYbP/BpqLCaMjMzadWq1TGPl5eXk5GRwYABAwLyud999x0333wzrVu3pnbt2jRp0oTzzjuPd99998hzjjdEOHHiRIwxfPnll4wePZqEhASaNWvGDTfcQHFx8XE/a9u2bcTHxx+zd/GcOXOIiYlhwoQJAfkznkhA9iIU/7i0tcOE7pbfLXPp18LQp1n4FUYRCS7XWsa87yPWA1P6efA4oT80+GOOgRf7eug6q5w7l7o8c0HNLoi6ryw0Qt3pzJnr27cvs2fPpqCggDZt2hx5/M9//jNr165lxowZx7zGWovPV7n1yLze48eJsWPHsmLFCh566CE6dOjA7t27WbFiBYWFhZV63+HDhzNy5EhuvPFGVq1axW9/+1sAXnzxxWOe26JFC+666y4mTpzInXfeSc+ePVm0aBFZWVmMGzeOhx56qFKf6S8KWCFuYg+HeZstP//Qx7JhBm8YFkcRCZ6X1lk+3G5ZOMRDk7jwrR+p9Q1/7O1w6xKXEWmG/i1r7oIz/qXyGvusk7E/i6n2a/v27QvARx99dCRg5eXlcf/99zNhwgTat29/zGsWL15Mv379KvX+eXl5pKSkHPP4kiVLuOmmm/jZz3525LErr7yy0u2+8cYbufPOOwHo378/GzZs4MUXX+Sf//znce+AveOOO3j22We5++67+cMf/sAVV1zB6NGjeeqppyr9mf6igBXiPI7hmfMdzn7dx9NfutzeNXhbWYhIeCk6aLn7vz6ubWe4KCn8e8B/nu4wM7diDa9Vww31a4VvYKxpGRkZ1K9fnyVLljB69GgAxo0bR+vWrbn77ruP+5qePXvy6aefVur9k5KSjvv42WefzUsvvUSjRo3o378/PXv2JCam8kHxiiuuOOq/u3XrxsGDB9mxYwfNmjU75vl16tThwQcf5IYbbqBfv34MGTKE559/PijLkShghYFeTRx+0dly73KXEakOreJVVETk1O751OWQD/7UOzIuzBxjePHC/w0VPltDQ4UlPw3/r0rHcTj33HP56KOPAHj11VdZsGABCxcupFatWsd9TXx8PBkZGZV6/xMNEU6fPp0HH3yQF154gXvvvZf4+HiGDRvGH//4R5o3b37K923UqNFR/314IvyBAwdO+JoOHToAYIzhpZdewuMJzr//8L+kiRIPneUQ74VffqL9uUTk1D79zuW5tS4P9HJoXidyLspS6hn+dLbDc2td3vmmZm4AqhtjQuLndPXt25cvvviCTZs28atf/Yqf/OQnXHTRRSd8/uLFi4mJianUz4nWsGrcuDFPPvkk+fn5FBQU8Ic//IGcnBx++tOfnvaf53g+++wzhg4dynnnnUdJSclx52rVlPCP5VEioZbhz308jFnoY95ml8GtlY1F5Ph8ruUXH7p0SyQkt8I5XbekO8zMqxgqXD1CQ4WV1bdvX3w+H0OHDsXn8/HYY4+d9Pn+GCL8oeTkZMaPH897773HkiVLKvW+VfH1118zaNAgzjnnHN544w2ysrKYOHEi1157LQkJCX7/vFNRwAojo9oaXlxnuHWJjy9HGOK8KioicqwXvnZZttPy4eWeiLwxxhjDP/t66DKrnN/81+Xv50fGEGignXXWWcTFxbFq1SpefPFFGjdufNLn16tXj169elX784qLi+nXrx9jxoyhU6dO1KtXj08//ZT58+eTmZlZ7fc9nvz8fPr370/Hjh2ZNWsWMTExPPLII3Tp0oWHH36YRx991K+fVxmRd2kTwYwx/O1cD1v2wUMrtTaWiBzruwOW337q8tMOhvOaR26Jb1PP8EBPh2fXuqzZFRrLKIQ6x3Fo2LAhF1xwQcCG6H4oNjaW3r1788orr3DNNdcwePBgXnjhBe6++26ef/55v33Otm3b6N+/P02bNmXOnDnExcUB0KlTJ2644QaeeuqpoGzDY6wN/2XCV6xYQc+ePVm+fDk9evQIdnMCbuJyHw9/5vLFcC+dGhx7dVpUVERiYmIQWianomMTuiLl2Ny4uJycfMvXV3tpGsbLMvzQiY5Nqc/S6bVyMhoZZg889YBMtH1X/Nhjjz3GhAkT+Oyzz0hPTw92c8JKdf7tRO7lTQT7zZkObeJh3Ic+IiAfi4iffLzd5cV1lofPciImXJ1MbY/hwbM8vF5g+Wi7evWPZ//+/Xz88cf85S9/YcKECTz00EMKVzVEASsMxXoNfz3Xw6Jtln9vUsASESh3Lb9Y4qNnY8PNnaKntI9ua8hoBHctdXXBeRxvv/025557Ln/4wx+45557uOOOO4LdpKihSe5halArw4UtDL9b5uOyZIMThEXURCR0/OMrl88L4ZMrnbDcDqe6HGN49GwPg+b5eGuT5Yo20fNnr4yrrrpKwTNIoucyJ8IYY3iol8PnRTAjVyePSDTbe8gycYXLDR0NZzeNvrI+oKXhkiTDb/7ro9xVPZTQEH1nYgQ5r7nDZa0N2ctVVESi2V+/dCkpg+we0blcgfm+F2vNbpi0TrVQQoMCVph7sJeHdcXw8noVFZFotOeQ5bFVLjd1ckiO4m20ejYxjGpruG+Fj/3lqocSfApYYa57Y0NWquH+FT5KfSoqItHmL6td9pXBb89UOX+wl4cdByr+TkSCTWdkBPh9Lw/f7IPn1qioiEST4kOWx1e53NxJm8ADtK1v+Hm6wyOfuxQe1AWnBJcCVgTo1MDwk/aGBz9z2VemoiISLZ5a7XLAB7/NUCk/7HfdHXwW/vCZLjgluHRWRojsHh52lVZMdhWRyLe71PLnVS63dHJIqqveq8Oaxhnu7Obw1y9dCvbqglOCRwErQqTUM9zSyeHRz12KDwW7NSISaE+udin1wW/Ue3WMX3V1aFgbHljpC3ZTJIrpzIwgE7o7lPrg6fW1gt0UEQmgXaWWJ1a5/DzdoUUd9V79WHyM4dddHV5Zb9m6T71YEhwKWBGkeR3D+DMcnttQi+JDKioikeqJVS5lLtytOwdP6OZ0h1gP/EXTJiRIdHZGmNu7VPRiPb9WRUUkEhUdtDy52mVcZ4fm6r06oYRaFXcU/uMrlz264JQgUMCKMEl1DSOSy3lqtUuZVncXiTh/XuVS7sJd3VS+T+W2Lg4HfPCcLjglCHSGRqBb2x/im33wmvYoFIkou0stf/nS5dYzHJqp9+qUkuoaxrYzPLHK5ZAWYpYa5g12A8T/0hNcLm1leOwLH2PaGoxRIRaJBM+vrbhz8NdddW1cWXd08/DiunKmbLR0+/6xNWvWBLVNEn6q829GAStC3dHNof9cH+9vtVzSUgFLJNyVu5a/fukyuq3R3KsqSG9ouKKN4U+f+/j32Y2oU6cO1157bbCbJWGoTp06NG7cuNLPV8CKUBcnGTIawWNfuFzSUle7IuFuVp5l8z74ZVdPsJsSdu7q5nD+Wz5W05o1a9awc+fOYDcpYhQXF5OQkBDsZtSIxo0bk5ycXOnnK2BFKGMMv+7qYewiH6uLLF0SdcUrEs6eWO3Sr4XhzEY6l6vqvOYO5zZz+eMXLh9cnlylL0k5uaKiIhITE4PdjJCkro0INrKtoWVd+PMqrWYsEs4+3u6ydIfll5p7VW13dXP4z7eWj7frjkKpGTpbI1iMY7i9i8PkDZZt+3UHjUi4emKVS/v6MCRZvVfVdXkbQ8cE+NMXClhSMxSwItzPOlWsZqxNoEXCU8Fey6x8y21dHBzdEVxtjjHc2c3D6/mWr3frglMCTwErwiXUMtzcqWI145IyFRWRcPPXL13qx8BPOqhcn65r2xuaxcHjmjYhNUBnbBS4rYtDSRm8+LV6sUTCyd5DlufXutzcySE+Rr1Xp6u2p2LaxKR1lm81bUICTAErCrSON1ydVrGacbm2zxEJG/9a57KvHMafoVLtL7ekO9TywN+/0gWnBJbO2ijx624e8ktgdr4Clkg48LmWp1a7ZKUZWser98pfGtQ2jG3n8MLX2q9VAksBK0r0aGy4OMnw+CpdtYmEg7c2WXL3wi+7qEz728/THbbth7cKFLAkcHTmRpH/O8Nh6Q7LZ4UqKiKh7olVLuc2M5zdVGXa37o1MpzbzPCPNbrglMDRmRtFhiYbkurAsyoqIiFt5U7LB99a9V4F0M/THd7dYllfrAtOCQydvVHE6xhu7Ojw6gYt2SASyp5Z49KqLlyVorlXgZKVakisDc+t1QWnBIYCVpS5sWPFkg3TNipgiYSivYcsUza63NjRwesoYAVKrNdwfQeHf33tcrBc9VD8TwEryrSpZxjc2miYUCRETcu17C+HGzqqPAfaLekOhaUwM08BS/xPZ3AUuiXdYdlOy4qdKioioea5NS6DWxmStTRDwLVPMPRvaXhGF5wSAApYUeiy1oaWdSsKuYiEjpU7Lct2Wm5OV2muKT9Pd1iy3bKqSBec4l86i6PQkcnuG132HlJREQkVz691SapTcREkNeOKNoYWdVAvlvidAlaUuqmjw/5ymKrJ7iIhYV+ZZfIGlxs0ub1GxTiGmzo6vLJed1eLfylgRanW8YbLWhueXatd5UVCwfRcS0lZxZ2+UrN+1slhXzlM2aCAJf6jMzmK3dLJYcVOWP6diopIsD231mVQK0NKPfVe1bTW8YahyYZn1viwVvVQ/EMBK4pd2trQqi7qxRIJsi8KLUt3WG7upJIcLD9Pd1hZCJ/qglP8RGdzFPN+P/dgygbLHk12Fwma59e6NI+DoW3UexUsA1saUuLR/oTiNwpYUe7Gjg4HfDBlg4qKSDDsL7e8ssHl+o4OMZrcHjQex3BLusO0jZZdpbrglNOngBXlWsUbhrQ2PLvW1dwDkSCYkWspPlRxZ68E1w0dHcpdXXCKf+iMFm5Jd/isEJZpZXeRGvfcWpcBLQ1p9dV7FWxN4yq2EpusuwnFDxSwhEtbGZLj0f6EIjXsyyLLR9s1uT2UXNvO4ZMdlvXFCllyenRWCx7HcEMHh+m5ln1aaE+kxrzwtUvTuIrVxCU0XN7GUD8GJmuYUE6TApYAMLa9Q0kZvF6ggCVSE8pcy6sbXK5t51DLo4AVKuK8hqw0w+T1mpcqp0cBSwBIq2+4oLnh5XW6ahOpCQs2W747CNe1VxkONWPbO+TuhY+2K2BJ9QXkzC4pKeH2228nKSmJ2NhYMjIymDZt2ilft2jRIowxx/355JNPAtFU+YHr2ju8u9WydZ+KikigvbzepVsinNlIvVeh5oLmFfNSNdldToc3EG+amZnJp59+yiOPPEKHDh2YMmUKo0ePxnVdxowZc8rXP/zww/Tr1++ox7p06RKIpsoPjEg1jP8Ipmx0uaObJ9jNEYlYu0otb26yPNRLvVehyDGGa9o5PLPG5clzHGprCFeqwe8Ba+7cubzzzjtHQhVAv379KCgo4M4772TkyJF4PCf/8m7fvj19+vTxd9PkFBrUNlzZxjBpncuvuzoYo6IiEggzci1lLoxpp4AVqsa2c/jDZy5zN1mGpaoWStX5/eyePXs28fHxZGVlHfX49ddfz9atW1m6dKm/P1L86Lr2Dqt3wedFwW6JSOR6eb3LwJaGFnX0xR2q0hsaejY2vKK7CaWa/B6wVq9eTXp6Ol7v0Z1j3bp1O/L7U7n11lvxer3Ur1+fQYMG8eGHH/q7mXICA1sZmsahye4iAbJxj2XJdqvJ7WHg2naGOZssRQc1F0uqzu9neGFhIYmJicc8fvixwsLCE742ISGB2267jWeffZaFCxfy1FNPsXnzZi666CIWLFjg76bKccQ4hjFtHV7d6FLuqqiI+Nsr613qxcCVKeq9CnWj2zq4Fmbk6YJTqi4gk9xPNnfnZL/r3r073bt3P/LfF1xwAcOGDaNr167cddddDBo06KSfO378eBISEsjMzGT48OFVb3iE2LVr12m9/spmDk+ursusNXsY0MLnp1YJnP6xkcCpiWNjLby0ti5XtCzn4J69HAz4J0aGYJ03MUC/pnH8aw1kNTsQlDaEOtW0//lx55LfA1ajRo2O20tVVFR03AacSoMGDRg6dCjPPPMMBw4cIC4u7oTPffrpp+nRo0fVGhyhqvr3/EMXNrR0aVjO7G/rMvKMgGTwqHY6x0YCK9DH5sNvXQr2+5jUJY7ExLoB/axIE6zz5obOLmMW+tjtbaj9Ik9ANe34/D5E2LVrV9asWUN5eflRj69atQqo3nILh1fT1V1tNcMYw3XtHV4vsBQf0jChiL+8vN6lTXzFOksSHq5MMcRr6xypBr8HrGHDhlFSUsKsWbOOenzSpEkkJSXRu3fvKr3frl27mDNnDhkZGcTGxvqzqXIS17RzKHNhZq4Clog/HCi3TN9oGdvewdHFYtio4zUMTzG8oq1zpIr8Pv4zePBgBgwYwLhx49izZw/t2rVj6tSpzJ8/n8mTJx9ZA2vx4sVccsklZGdnk52dDcCYMWNITk6mV69eNG7cmPXr1/P444+zfft2XnrpJX83VU4iqa7hkiTDy+tdbuyku51ETtebBZY9ZRXrK0l4GdveYdJ6H//9ztK7qcKxVE5AJtjk5OQwYcIEsrOzKSoqolOnTkydOpVRo0YdeY61Fp/Ph+v+r9u1W7duTJ8+nWeeeYaSkhISExM5//zzeeWVVzjrrLMC0VQ5ievaO4xd5CNvjyVVcw9ETsvL6136NDV0aKBzKdxc1MLQsi68st7Su2mwWyPhwtgI6PNcsWIFPXv2ZPny5ZrkTsUNBf6YdLivzNJscjl3n+lwbw9tneMP/jo24n+BPDbf7re0mlLOX891GNdZ51JVhcJ5c9dSHy9+7bL1Gi+1tHXOEaFwbEKV+qrlhOrGGEakVgwTRkAOFwmaqRtdHAMj01Ryw9XY9g6FpTD/G9VCqRyd7XJS17V32LAHPtmhoiJSXa+sd7k82ZAYq56PcNU10XBmYsWxFKkMBSw5qYuSDK3rwsvrFbBEquPr3ZaVhdrYORKMbe/w1ibL7lLVQzk1nfFyUo4xjGnn8FquS5m2zhGpstdyXeJj4LLW6r0Kd6Pbfr98TZ5qoZyaApac0ui2DkWl8O4WFRWRqnot1+WKZEOcVwEr3B1evkbDhFIZClhySt0SoVMDmLZRRUWkKr7aZVm9C0a2VamNFGPbO3zwrSV/ry445eR01sspGWMYleYwO99ysFxFRaSypue61I+BQa3UexUphqUY6njhVW2dI6eggCWVMrKtw94ymLdZAUukMqy1vJbrclWKobbWTYoY8TGGYSmGyRu0fI2cnAKWVEqnBoaMRjAtV1dtIpWxqgjW7oartfZVxBnbzmHtbli+UwFLTkxnvlTayDSHtwosJWUqKiKn8lquS8PaMKCleq8izSUtDc3jKrbOETkRBSyptJFpDgd88FaBiorIyVhrmZ7rMqyN0bYqEcjrVCxfM3Wjlq+RE1PAkkpLrW/o3dQwXcOEIie1shA27NHwYCQb297hu4PwtrbOkRPQ2S9VMirNMG+zVjIWOZnXcl0a1YaLNTwYsc5MhDMawmTdTSgnoIAlVZKVVrGS8esaJhQ5Lmst0ze6ZKYaYhwFrEhljOHadg5v5Fv2aV6qHIcCllRJy7qGvi2MFh0VOYFlOy35JRVzFiWyZX0/L3Wulq+R41AFkCoblWZ4d4vluwMqKiI/Nn2jpWkcXNhCvVeRrm19Q/dGMEPzUuU4FLCkyoanVvyzmZWnoiLyQ+73i4sOT3HwangwKmSlOfx7s2W/drmQH1HAkiprElex4em0XBUUkR9ausOyeR+MbKtwFS1GpDrsL9cuF3IsBSypllFtHT7YZtmyT0VF5LDpuZbmcXB+MwWsaNE+wXBmooYJ5VgKWFItw1IMXkdFReQw11pm5LpkpTl4NDwYVbLSHOZsshzQMKH8gAKWVEuD2obBrTVMKHLYkm8tW/fDyDSFq2iTleqwrxzma5hQfkABS6ptVJrD0h2WvD0qKiLTcy0t68I5Gh6MOh0aGLolwgzd+CM/oIAl1XZ5G0Ocp2LVapFo5nMtM/Ncrk51cIwCVjQakerwloYJ5QcUsKTa4mMMQ5MN0xSwJMp98K1l+wHdPRjNstIcSsq0N6H8jwKWnJasNIfPCiFXw4QSxV7LtbSJh7ObKGBFq04NDF0aaphQ/kcBS07L4NaGWI8WHZXoVe5aZuW5XJ3mYDQ8GNWy0hzeLLAc1DChoIAlpyk+xnBpK8PMPBUUiU4Lt1q+OwhX6+7BqDci1WFvGby9RfVQFLDED0akOfz3O8vmEhUViT6v5bqk1YOejRWwol3nhobODWCm5qUKCljiB0OTDTEO5OSrqEh0KXMtOfmWkW01PCgVstIc3iiwlPp0wRntFLDktCXUMgxoaZipRUclyry3xVJUClenqZRKhRGpDnvK4B3dTRj1VBXEL0akOizZbvl2v4qKRI/puS4dEuDMxGC3RELFGQ2hUwPdTSgKWOInV7QxOAZma5hQokSpzzI73+ruQTmKMYas1IphwkMaJoxqCljiF41iDf2SdDehRI93vrEUH4KRGh6UH8lKcyg+BO/qbsKopsogfjMi1bB4m2XnQRUViXzTc106N4Auieq9kqN1aQgdEjRMGO0UsMRvrmrj4Fp4I18BSyLbwXLLGwVWk9vluA4PE76er2HCaKbqIH7TrI7hguaGmbpqkwg3/xvL3jLdPSgnlpXmsPsQvL9VAStaqTqIXw1PNby31bK7VEVFItf0XJeuiZDeUMODcnzdEqF9fZihRUejlgKW+FVmikOZC29tUsCSyLS/3PJWgdXkdjkpYwwj0hxeL7CUuaqH0UgVQvyqVbyhT1MNE0rkmrfZsq9cw4NyalmpDkWlFftVSvRRhRC/G55qWPCNZe8hFRWJPLPyXM5MhPYJGh6Uk8toBG01TBi1FLDE74anOJT6YO5mBSyJLKU+y5xNlsxUlU45tcN3E87O1zBhNFKVEL9LrW/o0bjiSl8kkry3peLuwcwUlU6pnBGpDoWlsHibAla0UZWQgBie4vDvzZb95SoqEjly8l3a16/Yb06kMno0htR6MCNXtTDaKGBJQIxIddhfDgs0TCgRotytWFw0M1V7D0rlHR4mzMl3KdcwYVRRwJKA6NDA0KUhzNLmzxIhPvzWsvMgZKYoXEnVjEgz7DyoYcJoo4AlATM81eGtAkuptoqQCJCTb2lVF3o1UcCSqunV2JASDzPzVAujiQKWBMyIVIc9ZdpRXsKfay05+S7DUhwcDQ9KFR1edDQn38WnYcKooYAlAXPG9zvK625CCXfLvrNs2afhQam+rFTDjgPwwbcKWNFCAUsCxhjD8FRtFSHhLyff0jgWzm+ugCXVc1YTQ3I8zNIwYdRQwJKAGpHqsKsUFmmrCAlT1lpm5blc2cbgdRSwpHqMMQxLcXi9wMW1qofRQAFLAqp7I0jRVZuEsS93wYY9FTdtiJyOzBTDln3w6Xeqh9FAFUMC6vAw4ewCTe6U8JST71I/Bi5OUu+VnJ7zmhmaxEKOLjijggKWBNzw7yd3frhdRUXCT06ey9BkQ22PApacHo9juLKNISffxWqYMOIpYEnA9W5qaFlXw4QSfjbusXxehDZ3Fr/JTHXYsKdi6Fkim6qGBJxjDJkpDrPyNLlTwsvsfJdYD1zaSr1X4h8XJxnqx1QMPUtkU8CSGjE81bB1PyzdoYAl4SMnz3JpK0PdGAUs8Y/aHsPQZEOO1geMeApYUiPOb2ZoGqdhQgkfW/dZPt5hNTwofjcsxeHzIsjdo3oYyVQ5pEZ4HMOwNg4z8zS5U8LD7HwXr4Ghyeq9Ev+6tLUh1lPxb0wilwKW1JjhqYaCElixM9gtETm1nHzLxUmGhrUVsMS/4mMMg1oZcvJ1sRnJFLCkxlyUZEisDbN01SYhbudBy+JtlsxUhSsJjMwUh4+2W7btV8iKVApYUmNiHMMVbQyzNEwoIe6tAotr4co2KpESGEOTDR4Dr+uCM2KpekiNykxxWFcMa3YHuyUiJ5aT73JeM0PzOurBksBIjDX0SzLM1jBhxFLAkho1oKWhrleTOyV07T1kefsbDQ9K4GWmGBZutRQdVMiKRApYUqNivYYhyUaL7EnImrvZcsituJVeJJCuSnHwWZizSQErEqmCSI0bluKwYifk71VRkdCTk+/SozGk1FMPlgRWizqGPk11wRmpFLCkxl3W2lDL0eROCT0Hyy3/3mTJVO+V1JDMVMOCbyz7ynTBGWlURaTG1a9lGNBSa8BI6Hlni2VfOQpYUmOGpTgc9MH8b1QPI42qiATFsBSHD7+1bNcaMBJCcvJdOjWA9IYaHpSa0ba+4cxEtDdhBApIwCopKeH2228nKSmJ2NhYMjIymDZtWsBfK+HjijYGY+BNTe6UEFHmwpsFGh6UmjcsxWHOJsshn+phJAlIJcnMzGTSpEncd999zJs3j7POOovRo0czZcqUgL5WwkeTOEPf5tpRXkLHRzs9FJVqeFBqXmaqw54yeH+rAlYk8fr7DefOncs777zDlClTGD16NAD9+vWjoKCAO++8k5EjR+LxePz+Wgk/w1IMdyx1KT5kSailIRkJrjlbvLSJhx6Ng90SiTZdGkK7+hVD1Je2VsCPFH4/krNnzyY+Pp6srKyjHr/++uvZunUrS5cuDchrJfwMS3Eoc+HfGiaUIHOt5d9bvWSmOBijsC81yxhDZorD6/kWn6t6GCn8HrBWr15Neno6Xu/RnWPdunU78vtAvFbCT+t4w1lNtAaMBN/SHZbtBx2t3i5BMyzF8N1BWLJdAStS+D1gFRYWkpiYeMzjhx8rLCwMyGslPGWmGOZtthwoV1GR4MnJtzSt7XJOUwUsCY6zmxqS6qC9CSOI3+dgASftYj9V9/vpvHb8+PEkJCSQmZnJ8OHDT97ICLZr165gN6HS+jU0/LY8nllr93JZUnmwmxNw4XRsooW1MHNjXS5ptI/i3fuC3Rw5jmg5bwY3r83MXC+/61BMuIxUR8uxqYwfdxD5PWA1atTouD1NRUVFx22Av14L8PTTT9OjR4+qNDdinervKlT0ToTODcp4Z2cdru0SkLwfcsLl2ESLzwst+fvKeay7h8TEhGA3R04gGs6b0Z1c/pnrI99tSM8mYZKwiI5jUx1+HyLs2rUra9asobz86N6IVatWAdClS5eAvFbCV2aqw5sFljJN7pQgyMl3aVALzmviC3ZTJMr1bWFIrI3mpUYIvwesYcOGUVJSwqxZs456fNKkSSQlJdG7d++AvFbC17AUh92HYPE2BSypebPyXIYmV+yPKRJMMY7hijaG2QpYEcHvYzKDBw9mwIABjBs3jj179tCuXTumTp3K/PnzmTx58pF1rBYvXswll1xCdnY22dnZVXqtRJbujaBNPOTkWfq3DHZrJJp8vdvy5S54sJfSlYSGzBSHl9b5WLPLasumMBeQqpKTk8PYsWPJzs7m0ksvZenSpUydOpVrrrnmyHOstfh8PlzXrfJrJbIcWQOmwMW16sWSmjM736WOFwa20heZhIYBLQ11vagXKwIYa8P/G23FihX07NmT5cuXa5I7FTcFhNukw/9sc+k7x8dHV3g4p1nk9iaE47GJZGfNLielHszo79WxCWHRdmyufrec3L2wbFjo3/gTbcemKiL3m0zCyrnNDE3jKtYjEqkJm0osy3Zqc2cJPZmpDst3WjaVqB6GM1UWCQkex3BVG4ecPJcI6FSVMJCT51LLgSHJGh6U0HJZ64qbLjRMGN4UsCRkDEsx5O6FVUXBbolEg5x8y4CWhvraaFxCTP1ahv4tDTl5utgMZwpYEjIuTjLUj9EaMBJ42/dbPvzWkpmqEiihKTPF4T/fWnYcUMgKV6ouEjJqeQyXt9HmzxJ4rxe4OAauaKPeKwlNV7QxGANvFihghSsFLAkpmSkOq4pgQ7GKigROTp7lwhaGxrEKWBKamsQZ+jbXBWc4U8CSkDKolSHWo8mdEji7Si3vb7UMT1W4ktA2LMXw7hZL8SFdcIYjBSwJKXVjDJe2MlquQQLmrQJLuYWr2qj8SWgbluJQ5sK/N6kehiNVGAk5makOn+ywbN2noiL+l5Pvck5TQ1Jd9WBJaGsdbzirifYmDFcKWBJyhiYbvKZiIrKIP5WUWRZ8o+FBCR+ZKYa5my0HynXBGW4UsCTkNKxt6JekNWDE/+Ztthz0odXbJWwMS3HYXw5vf6N6GG5UZSQkZaYYFm2zFB1UURH/ycl36d4IUuurB0vCQ8cGhs4NYFaeevTDjQKWhKQrUxxcC29pcqf4ycFyy5xN2ntQws+INIc3N1lKfaqH4USVRkJSizqGc5ppDRjxn3e3WErK0OrtEnayUh2KD8F7WxSwwokqjYSszBTD299YSspUVOT0zcp36dQAOjfU8KCElzMaQscEmKFhwrCigCUha1iKw0FfxcRkkdNR5lreLNDwoIQnYwwjUh1ez7cc0jBh2FC1kZCVVt+Q0UiTO+X0fbDNUlQKwzU8KGEqK81h9yFYuFUBK1yo2khIy0p1mLNJa8DI6ZmVZ2kTD90bBbslItXTLRHa1dcwYThRwJKQNiLVYV+5hgml+lxrmZ3vkpniYIzmX0l4OjxMODvfUuaqHoYDBSwJaR0aGLolwkxdtUk1fbLD8u0BtHq7hL2sNIeiUlikYcKwoIAlIS8r1eEtDRNKNc3KszSPg3OaKWBJeOveCFLrwUztchEWFLAk5GWlOZSUwQJtFSFVZK0lJ89lWIqDo+FBCXPGGLJSHWbnu5RrmDDkKWBJyOvYwNA1EWbkaphQqmZlIeSXQKaGByVCjEgzfHew4s5YCW0KWBIWRnw/THhQw4RSBTl5Lg1rw4UtFLAkMvRqbGgTr2HCcKCAJWEhK9Vhbxm8ra0ipApy8l2ubGOIcRSwJDIcvpswJ9/Fp2HCkKaAJWEhvaHhjIYaJpTKW7PLsmY3Wr1dIs6IVMP2A/DhdgWsUKbKI2FjRKrDmwXaUV4qJyffJT4GBrRU75VElt5NDa3rwoxc1cJQpoAlYSMr1WFPGbyjuwmlEmbluQxpbYj1KmBJZDHGMDzVYVaei2tVD0OVApaEjTMSDekNtFWEnFreHsvKQg0PSuQakWr49gB8pGHCkKXqI2ElK83hjQLtKC8nNzvfpbYHLktW75VEpnOaGZLqaJgwlClgSVgZkepQfAje1d2EchKz8i2DWhniYxSwJDI5h4cJ8zVMGKoUsCSsdGkIHRM0TCgntm2/5aPtluEaHpQIl5Vq2LKvYr9NCT2qQBJWjDFkpTm8nq9hQjm+WXkuXgNDNTwoEe7cZobmcTBTw4QhSQFLws6IVIfdh+B97SgvxzF9o2VgK0NirAKWRDaPY8hMdZiZ52I1TBhyFLAk7HRLhPb1teioHOubEsuH2y0j01TaJDpkpRo274P/fqeAFWpUhSTsHBkmLLCUaasI+YEZeS61HLgyRb1XEh0uaG5oGqe9CUORApaEpaw0h6JSWKhhQvmB6bmWwa0NCbUUsCQ6eBxDZorDjFwNE4YaBSwJS2cmQlsNE8oP5O2xLN1hGdVWZU2iy4hUQ0EJLN+pgBVKVIkkLBljyEp1mJ2vYUKp8FquS5xHdw9K9LmwhaFxrIYJQ40CloStrDSHwlJYvE1FRWB6rsvQZC0uKtHH6xiGpRgNE4YYBSwJW90bQWo9bRUhsL64Yu/BkRoelCg1ItUhdy98VhjslshhqkYStg4PE+bku5RrmDCqTd/oEh8Dl7VW75VEp35JhsTa2uUilChgSVjLSjPsPAgfaJgwqk3Pdbki2RDnVcCS6BTjGK5qo2HCUKKAJWGtZ2NDSjzM0OTOqPVlkWX1LnT3oES9EWkOG/bAqqJgt0RAAUvCnDGGEWkVw4Q+DRNGpem5Lgm1YGAr9V5JdLskydCgloYJQ4UCloS9rFTDjgPwwbcKWNHGWsv0XJdhKYbaHgUsiW61PIYrNUwYMhSwJOyd1cSQHK81YKLR50WwrhjtPSjyvRGpDl8Xw5e7gt0SUVWSsGeMYUSqw6w8DRNGm+kbXRrVhktaqvdKBGBAK0P9GJipYcKgU8CSiJCVath+AD7croAVLay1TNvokplqiHEUsEQAansMV7QxClghQAFLIkLvpobWdWGmFh2NGp9+Z8kvgVEaHhQ5Slaaw5e7YM0u1cNgUmWSiHBkmDDfxdXkzqgwPdfSLK5iHzYR+Z+BLQ3xGiYMOgUsiRgj0gzb9sMS3U0Y8VxreS3XZUSqg0fDgyJHifUaLk82Wq4hyBSwJGL0aWpoWVd3E0aDj7dbvtkHI9MUrkSOJyvVYVURfL1b9TBYFLAkYjjfDxPOzNMwYaSbnmtpWRfOa66AJXI8l7Y21PVqmDCYFLAkooxINWzVMGFE87mWGbkuWakOjlHAEjmeOK9haLJheq4CVrAoYElEObeZoU08TN6ggBWpPvjW8u0BGNVW4UrkZMa0qxgmXFWkehgMClgSURxjGNveYXquy8FyFZVINH2jJSUezm6igCVyMpe2MiTWhlc3qBcrGBSwJOKMbedQfAje2qSAFWnKXcusfJer0xyMhgdFTqqWx5CV6jB1o+alBoMClkScDg0MfZoaXl6vq7ZI8/5Wy86DMLKtSpdIZVzTzrCpRPNSg0FVSiLSde0N8zZbdhxQUYkk0za6tKsP3RsFuyUi4eG85hW7XLyqeak1TgFLItLINAfHwNSN6sWKFId8ltn5lpEaHhSpNMcYxrRzmJHncsinkFWTFLAkIiXGVqxkrGHCyPH2N5bdh2CUhgdFquSadg5FpbDgGwWsmqRKJRHruvYOK3bCat2iHBGm57p0bgBdEtV7JVIVXRMNXRN1N2FNU8CSiDW4taFRbXhFvVhh72C55Y0Cq8ntItU0pq3DmwWWvYd0wVlTVK0kYtXyGEa3dZi8wcXnqqiEs3mbLXvLKubWiUjVjW7rcMAHs/NVC2uKqpVEtOs6VGyd8/5WFZVwNi3X5cxE6NhAw4Mi1dGmnuGC5oYpuvGnxihgSUTr1djQqQGa7B7Gig9Z3iywjGmnciVyOq5pZ3hni2X7fl1w1gRVLIloxhiua++Qk6+5B+FqRq7lkAvXKmCJnJYRqQ4egzaAriF+r1glJSXcfvvtJCUlERsbS0ZGBtOmTavUaxctWoQx5rg/n3zyib+bKlHimnYOB8ohR3MPwtKkdS79kwxJdTU8KHI6GsUaLm1ltOhoDfH6+w0zMzP59NNPeeSRR+jQoQNTpkxh9OjRuK7LmDFjKvUeDz/8MP369TvqsS5duvi7qRIlkuMN/ZIq1sT6SQf1goSTjXssH263vNrPE+ymiESEa9o5jHrfx4ZiS7sEXbQEkl8D1ty5c3nnnXeOhCqAfv36UVBQwJ133snIkSPxeE5dKNu3b0+fPn382TSJcte1d7h+sY9NJZbkeBWVcPHKepd6MXBVio6ZiD9c3sYQHwNTNrpk99CFSyD59XJ+9uzZxMfHk5WVddTj119/PVu3bmXp0qX+/DiRSstMMcR6tNBeOHGt5eX1LlmphjpeBSwRf6jjNWSmGF7d4GKthgoDya8Ba/Xq1aSnp+P1Ht0x1q1btyO/r4xbb70Vr9dL/fr1GTRoEB9++KE/mylRqF4tQ2ZqxTChikp4+PBbS95eNKwr4mdj2jqsK4blO1ULA8mvlauwsJDExMRjHj/8WGFh4Ulfn5CQwG233cazzz7LwoULeeqpp9i8eTMXXXQRCxYs8GdTJQpd195h7W5YpqISFl5e75ISD+c3V++ViD9d0tLQog68tE61MJBOOAdr0aJFx0w0P5GVK1eSkZEBcNJd7k/2O4Du3bvTvXv3I/99wQUXMGzYMLp27cpdd93FoEGDTvr68ePHk5CQQGZmJsOHD69U2yPRrl27gt2EkNQ9DprF1uW5VYdom1EalDbo2FTO/nKYvjGece0PsXvX3hr5TB2b0KVj439ZrWrx8vpa3NOhmNjTmIqlY/M/P+5gOmHA6tixI88//3yl3jQ5ORmARo0aHbeXqqio6LgfXhkNGjRg6NChPPPMMxw4cIC4uLgTPvfpp5+mR48eVf6MSFSdv+tocF0HHy9+7fC3C+tQyxOcnhEdm1Obv8GlpNzHLd3qklg/vsY+V8cmdOnY+NcvzrT8ZV05/9nT4LT3+NSxOb4TBqwWLVpw0003VenNunbtytSpUykvLz9qHtaqVauA6i+1cHjOzKl6wERO5br2Dn/6wmXeZsuVujMtZL283uW8Zoa29XWMRAKhYwPDuc0ML37tahP1APHr3+qwYcMoKSlh1qxZRz0+adIkkpKS6N27d5Xfc9euXcyZM4eMjAxiY2P91VSJUl0SDd0baeucULZ1n+WdLVaT20UC7IYODu9ssWwu0VysQPDrOliDBw9mwIABjBs3jj179tCuXTumTp3K/PnzmTx58lFrYC1evJhLLrmE7OxssrOzARgzZgzJycn06tWLxo0bs379eh5//HG2b9/OSy+95M+mShS7rr3D3f91KTpoSYxVD0moeXWDS4wDV6fp2IgE0tVphv/3ccVuCb/Tmlh+5/dLxJycHMaOHUt2djaXXnopS5cuZerUqVxzzTVHPc9ai8/nw3X/15PQrVs3FixYwE033UT//v2ZMGECnTt35qOPPqJ///7+bqpEqdFtHXwWXtN+XCHHWsuk9S5XtTEk1FLAEgmkerUMV6cZ/rXOxdXyNX5nbAQsCrRixQp69uzJ8uXLNcmdipsKNOnw5IbOL6eoFD660u+7RZ2Ujs3JLf/O0uv1cuZe6mFw65odItSxCV06NoHzwTaXC+f4WDTUw4Utqn7O6dicmCY5SFS6rr3Dxzss64vD/voiory83qV5HAxoqd4rkZpwQXNDu/rw4tfq0fc3BSyJSpe3MSTUqtjrTkLDIZ9lykaXa9o5eB0FLJGaYIzh+g4OM3Itew7pgtOfFLAkKsV5K+YevLJecw9CxdzNlp0HtTWOSE27rr1DqQuv5aoW+pMqmUSt69o75JdU7HknwffsGpezmxi6Jqr3SqQmtYo3DGxpNEzoZwpYErXOa2ZIrac1sUJB3h7Lgm8st6SrJIkEww0dK+alrtmlC05/UTWTqGWM4br2Dq/lWg6Uq6gE0/Nfu9SLgZFa+0okKK5oY0isDS+t0wWnvyhgSVQb295hbxm8UaCAFSxlruXFr13GtneoG6OAJRIMtT2Ga9o5TFrvUuaqHvqDApZEtbb1Dec1MxomDKI38i3bD6DhQZEgu6Gjw/YDMH+zApY/qKJJ1LuuvcOCbyxb9qmoBMOza13ObabJ7SLBltGoYq/Wf2mY0C8UsCTqjWprqOOF59aqqNS0DcWWd7dYbumkUiQSCm7o6PBWgWWrLjhPm6qaRL36tQxj2zk8t0ZzD2ra82tdGtaGLE1uFwkJY9s71PbogtMfFLBEgF90dvj2AMzOU8CqKaU+y7/WuVzX3iHOq4AlEgoSahnGtnd4do3LIZ/q4elQwBIBuiQa+jY3/H2Nrtpqyux8y3cH0fCgSIi59fAFZ74C1ulQZRP53q2dHRZvs6wuUlGpCc+ucbmguSG9oXqvREJJl0TDRS0MT3+pC87ToYAl8r2rUgzN4+DvX6moBNrXuy2LtmnldpFQdWtnhw+3Wz4v1AVndam6iXyvlsdwc7rDKxtc7SofYM+tdWlUG4anqPdKJBRdmWJoWRf+9pUv2E0JWwpYIj9wcyeHA+XwihYeDZiD5ZaX1rn8tINDrCa3i4SkGMfw804Ok9dbdpXqgrM6FLBEfqBlXcNVKYa/f+VirYpKIMzKtxSVVoRZEQldP+vkUG61P2F1qcKJ/MitnR2+2g2LtylgBcIzX7n0a2Ho0EC9VyKhrFkdQ1aq4W9fubi64KwyBSyRH7mohSG9gSa7B8J/d7h8uN0y/gyVHpFwMP4Mh417YME3ClhVpSon8iPGGH7R2WF2vraL8LfHV7m0rQ9XtlHvlUg46NO0Yn/Cv2nJhipTwBI5Dm0X4X/5ey0z8yy/7OLgcRSwRMKBMYbxZ3iYu9mycY8uOKtCAUvkOA5vF/HcWm0X4S9PrnZpUAt+2kFlRyScjG5raFgb/qFpE1WiSidyAv/vDIdt+2HKRgWs07W71PLPr13GpTvUjVHvlUg4ifMabujo8M+vXfaXqx5WlgKWyAmkNzRc0cbwx899uoPmNFX0BKLJ7SJhaly6Q/EhmLJBtbCyVO1ETuLuMx3W7IY5m1RUquuQz/LUapdr2xma11HvlUg4SqtvuLyN4fFVuuCsLAUskZM4t5nDec0Mj36uuQfVNT3XsnU//KqrJ9hNEZHT8NszHdbuhtn5CliVoYAlcgp3n+nw0XbLkm8VsqrKWstjX/gY3NpwRqJ6r0TCWZ9mDhcnGR7+zKedLipBAUvkFIYkGzo3QL1Y1fDeVssXRfDrrio1IpHgngyHFTvhbS08ekqqeiKn4BjDXWd6eGuT5csiFZWqePwLl4xGcHGSeq9EIsHFSYazmxge+kwXnKeigCVSCaPbGlrVhT994Qt2U8LG6iLL/G8sv+7qwRgFLJFIYIzhngyH/3xr+c82hayTUcASqYRaHsMvuzi8usHyTYl6sSrjz6t8tKwLI9sqXIlEksvbGLo0hD9o2sRJKWCJVNLPOjnEx8ATq1VUTmXbfsvkDZbbznCI0bY4IhHFMYbfZniYt9ny+S7FiBPR34xIJdWrZbi1c8X2ObtK1Yt1Mn/83CXOUxFKRSTyXJ1mSKsHT35dK9hNCVmqfiJV8P+6OJS58HftyXVC35RY/rHG5dfdHBrUVu+VSCTyOobfZHh4a4uXtbt1wXk8ClgiVdA0znB9B4enVrvsPaSicjwPrHSpFwO/7KLyIhLJrmtvaBZrefRz3fxzPKqAIlX02wyHPWXwpOZiHWNDccWmzr8506FeLfVeiUSy2h7D+A6HmLzeUrBXF5w/poAlUkXJ8RVzsf70hcvOgyoqPzRxhY9mcfCLziotItHgutQyEmrBn77QBeePqQqKVMNvMypOnYdXqqgctrrIMmWD5d7uDnFe9V6JRIO6Xri9i8MLX7ts268Lzh9SwBKphsaxhju7OfztK5dNWhcLgHuX+UipBzd0VFkRiSbjz3Co44X7l+uC84dUCUWq6ZddHRJqwcTlmuD53x0urxdY7u/poZZHvVci0aRBbcO93St6sb7apQvOwxSwRKopPqaiqExab6O+qPxumUvnBjBGq7aLRKVfdHZIjoe7/6sLzsMUsEROw83pDsl14XfLoreoLNrq8s4Wy+97efBo1XaRqFTbY3jkLA9zNlkWbtVQIShgiZyW2h7DA708zM63fLI9+oqKtZYJy1x6NjZkpihciUSzrDRD76aGO5b6cG109+qDApbIaRvd1tA1EX7zqYuNsqIyb7Plo+2WB3s5GKOAJRLNjDE81tthxU6YujG6auHxKGCJnCaPY3i4l4fF2yxvfxM9RaXctfz2Ux8XNDcMaqVwJSJwfnOHYSmGez71cbA8eurh8ShgifjBkGTDec0Md/3XR5kbHUXlydUuq4rgsd7qvRKR/3nkLA9b98Ffvoy+aRM/pIAl4gfGGJ48x2H1LnhyVeQXldw9luxlLrd1cTi7qcqIiPxPhwaGn6c7PLQyune7UGUU8ZNeTRxuO8PhvuUuuXsit6hYa7nlQx9N4+CBXiohInKs7B4VteF3n0b+BeeJqDqK+NHvezk0iYNxH/oidsL7K+st726x/ON8D/ExGhoUkWM1iTM8fJbDs2tdFkXpsg0KWCJ+FB9j+Md5Ht7eYpkSgXfR7Dhg+eUnPka3NQxurfIhIic2rrPD+c0MP/uPj/1ROOFdFVLEzy5LdhiZZrj9Y1/EzT/45ccVC6o+eY4nyC0RkVDnGMMLfT1s3gf3ReE+hQpYIgHw5Dkeyl2445PIWeF93maXKRstf+7joWmchgZF5NQ6NjDc38Phz6tcPv0uukKWApZIADSvY3ist4dJ6y3vbQn/olJSZhn3oY/+LQ3XtVe4EpHK+3U3h+6NDDcs9nHIF1m9+iejgCUSIDd0NFzYwnDLhz4OhPn8g+xlLjsOwDPne7TmlYhUidcx/LOvh7W74eHPwv+Cs7IUsEQCxBjDs+d72FwS3vMPPv3O5akvXe7v6dC2vsKViFTdmY0Mv82oWBtrVVF4X3BWlgKWSAB1bGB4oJfDn75weT0//EJWmWu56QMfZybCL7uqXIhI9U3o7tAhAX66uDwqttFRxRQJsDu7OQxPNYxd5GPtnvA55ay13LrEx1e74PkLvHgd9V6JSPXV9hgm9/Py1S74eQSvFXhY+FR7kTBljOGlCz2kxMN1H8exuzQ8ispjX7g8v9by3AUeejZRuBKR09e9seH5CypuAHo6wvcqVMASqQHxMYbXB3rZWWq4ZqEPX4hvCD0rz+Wu/7pMyHC4vqPKhIj4z7XtHX7ZxeGXn0T2Ku+qnCI1pG19wwtnH2D+NzakJ70v3eFy7UIfo9oafq+9BkUkAP7Y2+HCFoas93xsKgntC87qUvUUqUEXN/fxh7McHvrMZVZe6IWs/L2WK9720aOx4V99PThakkFEAsDrGKZf4iHeC1e9XR6RW+koYInUsDu7VWyl85NFPlaH0O3Ku0stQ+aXE++F1wd4iPUqXIlI4DSOrZg6sXY33PyfyJv0roAlUsOMqVh0r219uPLtcjaHQPd4mWsZ8a6PbQdg7qVemmgrHBGpAWc2Mrx4oYdXN1huXeLiRlDIUsASCYK6MYY3BnrxWejzRjlfFAavqFhbsQ3OB99acvp76NhA4UpEas6otg4vXODhmTUu1y3yURbiNwFVlgKWSJCk1DN8cqWX5nXg/LfKeTcIexaWu5Y7l7r882vLCxd4uChJJUFEat6NnRymXezhtdyK3vRIWIhU1VQkiJrXMSwa4uW8ZobB83y8sr7mQtamEsuFc3w8udrliT4O13VQORCR4Lm6rcMbAz28/Y1lyAIfJWU1F7LW7bZ+v8hVRRUJsnq1DG8O8vCTDobrFvl4aGXgJ3u+ke+SkVPON/ssH1zu4faunoB+nohIZQxu7bBgsIdPv7P0n+uj8GDgQ9Z7W1x6v1HOhE9dv9ZevwasvXv3ctdddzFw4ECaNGmCMYaJEydW6T1KSkq4/fbbSUpKIjY2loyMDKZNm+bPZoqEnBinYnXj+3s6/G6Zyy0f+igPwDyEUp/l/33k46p3fFzY3LBymJdzm+k6S0RCR98WDguHeNlQbOk8s5ypG/wbfA7zuZb7l/sYOM/H2U0MCwZ7MH5cmsavlbWwsJDnnnuO0tJSrrrqqmq9R2ZmJpMmTeK+++5j3rx5nHXWWYwePZopU6b4s6kiIccYQ3YPDy/29fDi15YzZpbz6gbXb6u+ry+2nPNGOc+ucfnruQ45AzwkxmpCu4iEnp5NDF8M99K3uWHMQh+D5/vI3eO/kPVlkeW8t3zcv8Ilu7vD3Es9NKjt33ro9eebtWnThl27dmGMYefOnbzwwgtVev3cuXN55513mDJlCqNHjwagX79+FBQUcOeddzJy5Eg8Hg1lSGS7vqNDRiND9nIf1y708eBKuK+Hh6xUg6caGy4XH7JM32j59VIfLeLgkyu9dG+sYCUioS2prmFGfy9zClxu/chHl5nl3NfD4VfdHGKqufn8tv2Wh1e6PLPGpV0C/OdyD+c1D0wvvl/f1RhzWt1rs2fPJj4+nqysrKMev/7669m6dStLly493SaKhIXujQ1vDfLy36s8pNUzjH7fR7dZ5by2sXLrxKwvtjyxyscl/y6n8cvl3PKhj2FtDMuHKVyJSHgZ2sbhyxFeftHZ4Z5lLu2ml3P7xz7e3+JWakmHnQctz61xuXhOOa2mlPPKBpeHznJYOcwbsHAFfu7BOl2rV68mPT0dr/foZnXr1u3I788999xgNE0kKM5q4vDvSx2W7nCZuNxl5Ps+EpdAaj1Dm3hoE29I/v5/47zwzhbLnE0u64qhtgcuTjI8da7DkNYObeopWIlIeIqPMTzWx8O17R2eW+MyM8/lqdXQoBZc1towoJVDbQfKXCi3FYsn7y+HBd9Y3t1isVTUw+fO95CZamjo5+HA4wmpgFVYWEhaWtoxjycmJh75vUg06t3UYd5gh0+2u7y7xVJQYikogX9vdtlUAgd9Fc9rUQeGJhv+1NvhkiRD3RiFKhGJHBmNDH8/38PfrMOKnfDmJpc38l2mbPQd9TzHQIwDvZsY/nquw/BUh6Y1vEPFCQPWokWL6NevX6XeZOXKlWRkZPilQScbYjzV8OP48eNJSEggMzOT4cOH+6U94WjXrl3BboKcwOkemw4x0CHl6MeshZ2lhj1lkBZvOXyalO6F0tP6tOii8yZ06diErmAem1QP3JZa8VNSDoaKUOU1FQHrKAeg6EBg23O4M+iwEwasjh078vzzz1fqTZOTk0+vVd9r1KjRcXupioqKgGMb/2NPP/00PXr08Etbwt2p/q4keAJxbBr5/R2jk86b0KVjE7pC4dgEvwXHOmHAatGiBTfddFNNtoWuXbsydepUysvLj5qHtWrVKgC6dOlSo+0RERERqY6QWmFw2LBhlJSUMGvWrKMenzRpEklJSfTu3TtILRMRERGpPL9Pcp83bx779u1j7969AHz11VfMnDkTgMsuu4w6deoAsHjxYi655BKys7PJzs4GYPDgwQwYMIBx48axZ88e2rVrx9SpU5k/fz6TJ0/WGlgiIiISFvwesMaNG0dBQcGR/54xYwYzZswAIC8vj5SUFACstfh8Plz36M0Vc3JymDBhAtnZ2RQVFdGpUyemTp3KqFGj/N1UERERkYDw+xBhfn4+1trj/hwOVwAXXXQR1tpj9iqMj4/nqaeeYtu2bZSWlvL5558rXFXRj4dYJXTo2IQuHZvQpWMTunRsTiyk5mCJf+Tk5AS7CXICOjahS8cmdOnYhC4dmxMLqYVGq+vAgYrFLdasWRPkloSG4uJiVqxYEexmyHHo2IQuHZvQpWMTunRsjtapU6cjc82NtZXY2CzEvfrqq1x77bXBboaIiIhEseXLlx9ZjzMiAtbOnTtZsGABKSkpxMXFBbs5IiIiEoUirgdLREREJJRokruIiIiInylgiYiIiPiZApaIiIiInylgRZEXXngBYwzx8fHBbooA77//PjfccAOdOnWibt26tGzZkiuvvJLly5cHu2lRo6SkhNtvv52kpCRiY2PJyMhg2rRpwW6WoPMjXOh75cQ0yT1KbNmyhTPOOIO6detSXFxMSUlJsJsU9bKysigsLCQrK4vOnTvz3Xff8fjjj7Ns2TIWLFjAxRdfHOwmRryBAwfy6aef8sgjj9ChQwemTJnCCy+8wKuvvsqYMWOC3byopvMj9Ol75eQUsKLE5ZdfjjGGxMREZs6cqRMhBOzYsYOmTZse9VhJSQnt2rWjS5cuvPvuu0FqWXSYO3cuQ4YMYcqUKYwePfrI4wMHDuTLL79k06ZN2mA+iHR+hD59r5ychgijwOTJk1m8eDF///vfg90U+YEff3lAxV6cnTt3ZvPmzUFoUXSZPXs28fHxZGVlHfX49ddfz9atW1m6dGmQWiag8yPU6Xvl1BSwItyOHTu4/fbbeeSRR2jVqlWwmyOncHjbiTPOOCPYTYl4q1evJj09Ha/36B3DunXrduT3Elp0foQGfa9UjgJWhPvFL35Bx44dGTduXLCbIpVw6623sm/fPiZMmBDspkS8wsJCEhMTj3n88GOFhYU13SQ5BZ0foUHfK5WjgBUmFi1ahDGmUj+fffYZALNmzeKtt97i+eefxxgT3D9AhKvO8fmxe++9l1dffZUnnniCnj171uwfIEqd7LzQORNadH6EBn2vVJ731E+RUNCxY0eef/75Sj03OTmZkpISbr31Vv7v//6PpKQkdu/eDcChQ4cA2L17NzExMdStWzdQTY4qVT0+P3b//ffz4IMP8tBDDzF+/Hh/N0+Oo1GjRsftpSoqKgI4bu+WBIfOj9Cg75UqshKR8vLyLHDSnyuvvDLYzRRr7cSJEy1gJ06cGOymRJWf/exnNj4+3paVlR31+NSpUy1glyxZEqSWyQ/p/Agd+l6pGi3TEKEOHjzIJ598cszjjzzyCIsXL2bevHk0btyYLl26BKF1ctgDDzxAdnY2v/vd73jggQeC3ZyoMm/ePC677DKmTZvGyJEjjzw+ePBgvvjiCy3TEAJ0foQWfa9UjQJWlPnpT3+q9UpCxOOPP84dd9zBpZdeyn333XfM7/v06ROEVkWXgQMHsmzZMh599FHatWvH1KlTef7555k8eTLXXHNNsJsX1XR+hA99rxyf5mCJBMlbb70FwPz585k/f/4xv9e1T+Dl5OQwYcIEsrOzKSoqolOnTkydOpVRo0YFu2lRT+eHhDv1YImIiIj4mZZpEBEREfEzBSwRERERP1PAEhEREfEzBSwRERERP1PAEhEREfEzBSwRERERP/v/TTB/R5I0wbIAAAAASUVORK5CYII="
},
"metadata": {}
},
{
"output_type": "stream",
"text": "┌ Warning: `vendor()` is deprecated, use `BLAS.get_config()` and inspect the output instead\n│ caller = npyinitialize() at numpy.jl:67\n└ @ PyCall C:\\Users\\genkuroki\\.julia\\packages\\PyCall\\BD546\\src\\numpy.jl:67\n",
"name": "stderr"
}
]
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "pyplot()\nplot(sin; label=L\"y = \\sin\\, x\", title=L\"y = \\sin\\, x\")\nplot!(fontfamily = \"CMU Serif\")",
"execution_count": 6,
"outputs": [
{
"output_type": "execute_result",
"execution_count": 6,
"data": {
"image/png": 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iAW0d3h3i4YsdlvPf1kyWiDS+Az7L8Lk+LPCfS730TAv+2qfTWzu8PNjD68WWWxa4x72bh0g4UMBqZKe3dnhvqIflpZabPvapkIhIo/rFJy5LtltmnBtaC8svynT4x9kenljlMuFzbeEg4S/k7kUYDU5p6fDk2XDN+z7ObO1yc3fP8X9JRKSenvna5fGVLv8420O/VqF3fj26q8PmfZbfLXJpE28Y3jrYIxI5cQpYQXJ1J4cF31jGfuJySkvDqS1Dr9iJSORYvM1y8wIfN3Q13NgtdOvNHX0cNu+Dmxf4iO/v5VrdKlLCVOh+yqLAn05zOLmFYfhcHzsq1CoUkYaxvcIybG41vdMMj50R2jPmxhgeOd1hWJbhJ/9twqpdqo2R7tlnn8UYQ1FRUbCHElAKWEEU5/HfQHVvFYx834er9VgiEmDVruWq93zsr4YZ53po4g2ddVdH43EMU87x0D7B8qMPdbuxSDd06FA++eQT2rZtG+yhBJQCVpBlNDW8+H8e5myw3KuFnSISYL9b5PL+Zsu0wR7Sm4Z+uDoowWv46yn7+Wyb5aFlqo2RrGXLlpx22mnExcUFeygBpYAVAs7v4HB3X4fxi13e3aBCIiKBMaPQZeIXLpP6OQxqF37l/tTmLrf1crh7scuXpZrFqo9hw4bRoUOHwx6vrq6mT58+nHfeeQ3yvtu2beMnP/kJ6enpxMXF0bJlS84880zmzp1b85wjtQjHjx+PMYYVK1Zw9dVXk5KSQuvWrRk9ejRlZWVHfK/NmzfTtGlTrrrqqkMef/PNN4mJieHOO+9skL/j0WiRe4i4q6/Df7b6N9r7arihZXz4nGmKSOgpKve3167IMfyyV/iFq4PuyXN4s8Tlug+q+fQyLzFO49fGUNmzMDHmxP/uAwYM4NVXX6W4uJjMzMyaxx9++GFWrVrF9OnTD/sday0+n69Wr+/1HjlOXHvttSxZsoT77ruPLl26sGvXLpYsWcKOHTtq9br5+flceeWVXH/99Sxfvpzf/va3ADz99NOHPbdt27b8+te/Zvz48YwbN468vDw++OADRowYwc0338x9991Xq/cMFAWsEOEY/5qDbtOrGfepj2fP0aERkRN36yc+UmLhqbMb5/6CDaWJ1/DcOV76z6rm/s9d7s5r/EX6TZ+tbvT3PBJ7Y8wJ/+6AAQMAWLhwYU3AKiws5J577uHOO++kc+fOh/3Ohx9+yKBBg2r1+oWFhWRlZR32+IIFC7jhhhu48cYbax679NJLaz3u66+/nnHjxgFw7rnnsnbtWp5++mn++c9/HvHf9W233cYTTzzB7bffzgMPPMAll1zC1VdfzSOPPFLr9wwUfYuHkFbxhkn9PNz4kY8fdXE5Jwyn9EUk+F4vdnm92PLKuR6SYsM3XB2U19JwRx+Hez93uTjToW+L8P87NbY+ffqQnJzMggULuPrqqwG4+eabSU9P5/bbbz/i7+Tl5fHZZ5/V6vXbtWt3xMf79evHs88+S/PmzTn33HPJy8sjJqb2QfGSSy455M+9e/emoqKCrVu30rr14RulJSQkcO+99zJ69GgGDRrE0KFDefLJJ4NykqGAFWJGdzU8u9rw0499fJFviPOokIhI7e2tsvy/hT5+0MEwLCty6sfvTnZ4o8Rl1AfVLLrc26i1cc+Pwv+r0nEczjjjDBYuXAjA1KlTmTNnDu+//z6xsbFH/J2mTZvSp0+fWr3+0VqE06ZN49577+Wpp57irrvuomnTplx++eVMmjSJNm3aHPd1mzdvfsifDy6E379//1F/p0uXLoB/y49nn30Wjyc4W5NoiiTEOMbwxFkeCnbDxC+04F1E6ua+pS5b9sNjZ4R3a/D7Yj2GKQO9fF0G9yxp3NqYGGNC4r/6GjBgAMuWLaOkpIRf/vKXjBo1inPOOeeoz//www+JiYmp1X9H28OqRYsW/OUvf6GoqIji4mIeeOABZs6cyY9+9KN6/32OZOnSpVx00UWceeaZ7Nmz54hrtRpL+MfyCNQjzXBbb4f7l7pc3dGhc0rkFEkRaTgrd/q3NPjdyQ6dIrBu9G5uuLuvw+8Xu1yaaegfgrf7CWUDBgzA5/Nx0UUX4fP5eOihh475/EC0CL8rIyODMWPG8N5777FgwYJavW5dfP3111xwwQWcfvrpzJo1ixEjRjB+/HhGjhxJSkpKwN/veBSwQtRdfR2mrXO5+WMf/74wss5ERSTwrLX8bIGPzKbw696RGzxuP8lhVrH/CskvhhlitYyi1k499VTi4+NZvnw5Tz/9NC1atDjm85OSkjjllFNO+P3KysoYNGgQ11xzDd26dSMpKYnPPvuMd955h2HDhp3w6x5JUVER5557Ll27dmXGjBnExMTw4IMP0rNnT+6//34mTpwY0Perjcj9FIa5BK/hb2d6eG+T5cWC0LhEWERC14sFlg82W/56Znjs1n6ivI7hqbM9fL0L/rFKyyjqwnEcmjVrxtlnn91gLbrvatKkCf379+f555/nhz/8IUOGDOGpp57i9ttv58knnwzY+2zevJlzzz2XVq1a8eabbxIfHw9At27dGD16NI888khQbsNjrA2f+7MsWbKEvLw8Fi9eTN++fYM9nEZx5XvVvL/JsmqEl7QmhxfN0tJS0tJ0N9RQpeMT2iLl+Ow6YOk2vZoBbQwvnxs5jYljHZ/RH1bzZoll7ZVekmt5pWQ0fod810MPPcSdd97J0qVLyc3NDfZwwsqJ/NvRDFaI+8vpHg744Def1W6zNxGJPnctctlbDX8+PbRv5BxIf8jzUF4Ff9RtdI5p3759fPLJJzz66KPceeed3HfffQpXjUQBK8S1TTBMOMXhqVWWFbpVhIh8z+Jtlr+tdPlDnkP7xMhtDX5fh6aGX/Ry+NMyl017VRuP5t133+WMM87ggQce4I477uC2224L9pCihgJWGPhprkNWEvxukWaxROR/fK7l5gU+ejaDn/eIvnJ++0kOCV64e7Fq49FcdtllWGvZvHkzd999d7CHE1Wi7xMZhmI9hnvyPLxWbPl0q6bDRcTv5XWWz7b5F7Z7g3CPvmBLiTXc1dfh6dWa4ZfQo4AVJq7paOjRDO74TAFLRKDatYxf4mNouuGsNtFbym/OdchqqnWqEnqi91MZZjyO4b5TPMzbZJm7USFLJNq9uNayugzuCcLNj0NJrMdw/6ke3iyxfLBJtVFChwJWGLkk03BaK8Mdn7mE0e4aIhJgVa7lD5/7uCzTkNcy+lqD3zcix3BqS8Ov/6vaKKFDASuMGGO4/1SHz7ZZXi1SERGJVs+tthTs1uzVQY4xTOrnr43T16k2SmhQwAozg9o5nNfe8LtFPnyuColItKn0WSZ87mNEtqF3c81eHXROO4eLMgy//cxHpU+1UYJPASsM3X+qw8pd8PxaFRGRaPP01y4le+Duvpq9+r4HT/VQtAf+vlJrsST4FLDC0CktHfKzDXcv9nFAF86IRI2Kast9S12u6mjokabZq+/rkWb4cRfDhM9d9lXrBFSCSwErTE3I87BhLzxbGBPsoYhII3lylcumfZq9OpY7+3jYecA/0ycSTApYYSq3meG6zoZHv47lgNYbiES8/dWW+5e6jOxk6Jqq2aujyU42XJFjeGiZS5XWqUoQKWCFsV/39rClwuFFrcUSiXiPf+WyrQJ+r9mr4/r1SR6K9/h3uhcJFgWsMJbbzPCDttU8tMyHq71fRCLW3irLg1+4/KiLoWOyZq+Op09zww86GCZ94dO+WBI0ClhhbkyXSr7aBW+vVxERiVSPr3TZVQm/O1mzV7V1+0kOy0rhnQ2qjRIc3mAPQOrntOY++rcy/HGZy9AM5WWRSFPlWh750uWajoasJM1e1dbAtoZ+LQ0Tv3AZkn5obVy5cmWQRiXh6kT+zShghTljYFxvh+FzfXy2zeXUlgpZIpHklXWWDXvhl700e1UXxhhuP8khf66P/3zjclprhxYtWpCQkMDIkSODPTwJQwkJCbRo0aLWz1fAigCXZRo6JcMfv3B5+VwFLJFIYa3l4eUu57XXru0n4tJMQ5cUmPiFy6vnO2RkZLBy5Uq2b98e7KFFhLKyMlJSUoI9jEbTokULMjIyav18BawI4HEMv+zlMGahy7rdlhwtghWJCB9tsSzabnn7B5q9OhEexzCut4effORj1S5Lt1RDRkZGnb4k5ehKS0tJS0sL9jBClqY7IsSPujikxcHDy7W5nkikeHi5S/dUuKCDTppO1LWdDW0S4I9f6LYX0rgUsCJEvNcwprvD01+7bK/QVTMi4W5NmeX1YssvenkwRgHrRMV5DL/o6fD8WsvGvaqN0ngUsCLILT38h/OvKzSLJRLuHvnSpUUTGNlJ4aq+bsp1SPDCX75UbZTGo4AVQVo0Mfy4q8Pkr3SjU5FwVlpheWa1yy3dHZp4FbDqKznWcHOuw99Xuuw8oNoojUMBK8L8spdD6QGYslpnaiLh6h+rXHwWbu6uEh0ot/Z0qHL9txwSaQz69EaYjsmG/CzDn5a7+HSjU5GwU+mzPLbC5brOhlbxmr0KlDYJhlGdHR5d4VLpU22UhqeAFYHGneRQsBteK1YREQk309ZZNu2DsT21NUOg/byHwzf74bUi1UZpeApYEejUlg4D2xr+tExT4SLhxL+xqI8h6YbuzTR7FWg90wxntzE8vlK1URqeAlaEurWHwydbLUt36ExNJFx8sNmydId/LaU0jJ91d/hgs+WrnaqN0rD0KY5QF2Ua2iXAEzpTEwkbDy936Z0Gg9tp9qqhDMsytIqHv6s2SgNTwIpQMY7h+q4OL6x1Ka/UmZpIqCsqt7xVYvl/PbSxaEOK9Rhu6OowZbXLnirVRmk4ClgR7IZuDvuq4cUCnamJhLqnVrkkxcBVHRWuGtpPujmUV8G/ChSwpOEoYEWwjKaGoemGJ1a6WKtCIhKqqlzLP792GdnZITFGAauhZSYZLsow/O0rn2qjNBgFrAj301yHz3fAZ9tURERC1RvFli374aZuKsmN5ebuDkt3wKdbVRulYejTHOEu6GDIbKoFnSKh7ImVLqe1MvRurtmrxnJBB0N2EvxNO7tLA1HAinAex/CTbg4vFVjdg0skBK3bbXl3o+WmXJXjxuQYw09zHV4utGyvUG2UwNMnOgqM7uq/B9fza3SmJhJqnvraJSUWrsjR7FVjG93V/xX4zNeqjRJ4ClhRoE2C4bIsLXYXCTVVruXpr12u6+yQ4FXAamwtmhhGZBueWOXiqjZKgClgRYmf5jp8tQs+3qIiIhIqZhVZvtHi9qD6WXf/vVv/vUG1UQJLn+ooMaidoXOyFruLhJInVrmc2drQI02zV8FyWivDSWnwN9VGCTAFrCjhGMNNuQ6vFFq27deZmkiwrS2zzNXi9qAzxvCz7h7eLLGU7FFtlMDRJzuKjOriYAw8u1pnaiLB9uQql2ZxMDxbs1fBdk0nQ6IX/qFZLAkgBawo0qKJYbgWdIoEXaXP8sxql1GdHeK1uD3omsYYruvs8PRqF5+r2iiBoYAVZX6a61/QOW+TiohIsLxaZNlW4b8nnoSGUV0Mm/fBe6qNEiD6dEeZM1sbejSDx7V7sUjQPLHS5ew2htxmmr0KFae0MHRLhee0X6AEiAJWlDHGv7P768Va7C4SDGvKLO9v1uL2UGOMv004s9BSXqnaKPWnT3gUuqaT/7D/q0BnaiKNbcpq/87t+VmavQo1P+zkUOGDmUUKWFJ/ClhRqEUTw9AMwxRNhYs0Ktdanl/rcmWOQxMtbg85GU0Ng9oZtQklIIIesPbv38+WLVsoLi6mtLSUqqqqYA8pKozq7LBkO3xZqjM1kcbywSZLyR7/gmoJTdd2dnh/k/bEkvoLeMCaNGkSkyZN4rHHHuNXv/oV5eXlR33uggULSEhIoG3btmRlZdGtWzdmzZoV6CHJEQzNMDSP04JOkcY0ZY1L52Q4vZUCVqjKzzI08cDUtaqNUj/eQL7Y5MmTKS8vZ8KECQDMnTuXkSNHHjU0VVVVMWXKFFq2bElqaiqnnHIKMTExgRySHEWsx3B1R4cX1rrcf6qD11HBF2lIe6osMwotvznJwRh93kJVUqxhWLbh+TWujpXUS8BmsKy1TJw4kfz8/JrHBg8ezMcff8zKlSuP+nsZGRkMGTKE008/XeGqkR3c92XuRk2FizS0GYWWvdX+FpSEtus6O6zcBYu3qzbKiQvYJ33VqlVs2LCBzMzMmseMMaSnpzNv3rxAvY0EUF4LQ/dUtNhdpBFMWe0yqK0hM0kzIqFucDtD2wR4bo0Clpy4gAWsgoICABISEg55PDExkbVr1x719xYuXMg///lPHn/8cUaPHs2WLVsCNSQ5DmMMo7o4vFZkKdO+LyINprjcv/fVqC6avQoHHsfww04O/ypwqfSpNsqJCdgarF27dgHg8XgOfQOvl7KysiP+Tnx8PO3bt2fUqFEApKamcsUVVzB//vxjvteYMWNISUlh2LBhh7Qko9HOnTvr9fsXtjD81pfIM8v3cF22ruAMtPoeH2lYjXV8nlgZS6InlkGpuygtbZS3jAjB/Pxc2srhoWWJTF+5myHtfEEbRyhTfTtUWlraIX8O6CL3I7HWYo9yY+H+/fvTv3//mj8PGjSIa665hvnz5zNgwICjvubkyZPp27dvwMcarr5/UOv0u8C57at5ZWM8Y/OSAjcoqVGf4yMNr6GPj7WWVzZUk59jyGilfwt1FazPz1lp0Kd5Fa9tSeSHPRv8qzJsqb4dXcDmq1NSUgAO28eqsrKS5OTkWr1G8+bNAVi6dGmghiW1MKqLw4JvLAW7NRUuEmifbLWs2e3fe07Cy7Wd/LcV23lAtVHqLmCf+JycHIDD9r3avXt3zc++q7y8nA4dOjBjxoyaxyorKwGorq4O1LCkFi7LMiTFaE8skYYwZbUloymc006L28PNNZ0cqi28vE61UeouYAErNzeXNm3aUFxcXPOYz+ejpKSEQYMGHfb8mJgY0tLSyM7OrnmspKQEgLPOOitQw5JaSPAarsgxPLfaxT1KO1dE6m5/tWXaOpdrOzk42k8p7LRJMFzQwehqQjkhAQtYjuMwbtw4pk+fXvPYnDlzGDhwIL179wZg2rRpDBw4EJ/PR5MmTRg9ejRdu3atef4zzzzD8OHD6devX6CGJbU0qrND0R74aIsKiUigvF5sKav076sk4em6zg4Lv7GsLVNtlLoJ6Mq9sWPH8uCDD/LAAw+QmJjI6tWrmTp1as3Pd+zYQWFhIRUVFSQmJnLDDTfwyCOPALBx40bi4+N54YUXAjkkqaWz2hiyk/x79Qxsqy8DkUCYssbl9FaGLqmavQpXl2YakmPghbUu4/M8x/8FkW8Ze7RL/ELQkiVLyMvLY/HixbqK8FulpaUBu4pj/GIff1rusuWHXhJj9IUQCIE8PhJ4DXl8Nu+zdHixmr+d6XBTrr6YT0SofH6u/7Ca9zdbCq706tY53xEqxydUaapCalzX2WFPFbxaFDaZWyRkvbjWJcaBK3NUZsPddV0cCsthwTeqjVJ7+uRLjZxkw9ltjG6dIxIA/yqwDE03pMZpxiPcnd3GkNlUV1pL3ShgySGu6+zw3kbL5n06UxM5UWvLLIu3W67qqBIbCRxjuLazw8vrLBXVqo1SO/r0yyHysw1eR/u+iNTHtHUuiV4YmqHZq0hxbSeHskp4o0QBS2pHAUsO0SzO8IMOhn8VqIiInKiXClwuyTQkeBWwIkWXVEP/VkZtQqk1BSw5zNUdHT7dainUrXNE6mxFqeXLnag9GIGu62x4e71l637VRjk+VQA5jP/MG15Sm1Ckzqatc0mJhQs6aPYq0lyZ4+AY+FeBaqMcnwKWHCYxxnBJplEREakja/23xrk8yxDnUcCKNM2bGIamG57XrXOkFhSw5Iiu7uiwvNTf7hCR2lm6A1aXae+rSHZdZ4fF261qoxyXqoAc0QUdDKmxmgoXqYtp61yax8Hg9pq9ilQXZhjS4uD5taqNcmwKWHJEcR7DsCzDS+tcwuhuSiJBY61lWoFLfrZDjKOAFaniPIarOjq8sNbF56o2ytEpYMlRXd3JoWA3LNquIiJyPP/dZinaA1d1VLiKdNd1NmzcC+9vVm2Uo1PAkqMa1NbQOh7+tVZFROR4XiqwtImHAW0UsCJdv5aGzsn++02KHI0ClhyVxzFckeMwbZ2mwkWOxbWWl9e5jMhx8Kg9GPGM8dfG14otlT7VRjkyBSw5pqs7Gjbtg4+2qIiIHM3HWyyb9qk9GE1G5DjsPADvbVJtlCNTwJJjOq2VIaupv/0hIkc2bZ0lPdH/eZHo0DsNuqTAdG3ILEehgCXHZIz/iplXCl2q1CYUOUy1a5m+zuXKjg6OUcCKFsYYRmQ7vFqkNqEcmQKWHNdVHR12HIB/b1AREfm+DzZbtlXAlTkKV9HmihyHXZUwd6NqoxxOAUuOq3ca5KZq01GRI3mpwKVjMuS1UMCKNr3SoGsKTC9UbZTDKWDJcRljuLqj/4qZ/dU6UxM5qNJnmVlkuTLHwag9GHWMMYzIcXhNbUI5AgUsqZWrOzrsqYK3SlRERA7690bLzgP+NrpEJ7UJ5WhUFaRWOqUYTmlh1CYU+Y5pBS65qdCzWbBHIsHSs5m/TfiyriaU71HAklq7uqPhrfWW3ZU6UxOpqLa8Vmy5qqPag9Hsu5uOHlCbUL5DAUtqbXiOwwGf2oQiAG+vt5RXwZU5KqPR7oochzK1CeV7VBmk1jKaGvq3MryiK2ZEeGmdS5/m0DVVs1fRrkcz6JaqNqEcSgFL6mR4tmH2esueKp2pSfTaW2V5s8Rq9kqA/7UJZ6lNKN+h6iB1kp/lUOGD2WoTShR7o8Syr1rtQfmfK7L9bUJtyCwHqTpInWQnG/JaqE0o0W1agUu/lobsZLUHxa9HmiE3VW1C+R8FLKmzEdn+qwn3adNRiUJllZbZ6y1XdVS4kkOpTSjfpYAldZaf7bCvGt5ZryIi0WdWkaXShRHZKp9yqBHZDrur4F21CQUFLDkBnVIMfZrr/lsSnV5a53J2G0OHpprBkkP1SDN0T4XpahMKClhygoZnO7xZonsTSnTZUWH59wbLlTkKV3JkB9uEFaqNUU8BS07I8Gz/vQk1FS7RZGaRxcX/71/kSEbkfNsm1KajUU9VQk5I11RDrzR0NaFElWkFLoPaGlonaAZLjqx7M0OPZmoTigKW1MPwbIfXdcWMRIlv9lne3+y/96DIsYzIVptQFLCkHoZ/e8WMNtaTaPBKoYsDDMvS7JUc24gch/IqmKPaGNUUsOSEdW/m31hPbUKJBi8VWM7vYEhrooAlx9a9maFnM11pHe0UsKRehn87FV6pNqFEsI17LR9/o3sPSu2NyPEvoVCbMHqpWki9DM922FUJ8zapiEjkmlnoEuPAJZmavZLaGZGtNmG0U8CSeumVBl1SdMWMRLYZRZZz2xtS4xSwpHZyv20T6t6E0UsBS+rFGMPwbIfXii1Vrs7UJPJs3W/5aIslP0vlUurmihyH17Uhc9RSxZB6G57tUHoAPlCbUCLQa0UWA1yqqweljkbk+DdkVpswOilgSb31aQ45SfBKoYqIRJ4ZhS4D2xpa6OpBqaNu327IrDZhdFLAkno72CZ8tcilWm1CiSA7D1jmbbLkZytcyYm5ItvhDbUJo5IClgTEiBzDtgqYv1lFRCLH68UWn4XLtf5KTtDBNuE761Ubo42qhgREXgtDZlO1CSWyzCh0Ob21oa3uPSgnqGuqoXcavKxNR6OOApYExME24cwiF5/ahBIByist72605Gtxu9TTFTkObxSrTRhtFLAkYIZnG77ZDwu+URGR8PfWessBHwzLVpmU+hmR7bC3WlcTRhtVDgmYfq0MHRJh+joVEQl/Mwtd8loYspI0gyX10yXVv+noDLUJo4oClgSM822bcEaRi2sVsiR87a+2zF6vqwclcIZ9ezWh7tsaPRSwJKCGZxs274NP1CaUMDZng2VvNdq9XQImP8uhTPdtjSqqHhJQ/iuudDWhhLcZhS49m/lbOyKB0CsNOiarTRhNFLAkoBxjyM9yeKVQbUIJT5U+yxsllnwtbpcAMt/WxteKra60jhKqIBJww3MMG/bCf7eqiEj4eW+TpawSBSwJuPxsw/YK+GiLamM0UAWRgDurtaF1vNqEEp5mFLp0ToaezYI9Eok0p7T0X2k9Q7UxKihgScB5HMOwb9uEVm1CCSPVruW1In970Bitv5LAcoy/Nr5arCUU0UABSxrE8GxD8R5YvF1FRMLH/M2WHQdgmLZnkAYyLNuwUUsoooICljSIAW0NLZpo01EJLzOKLBlN4ZQWCljSMM5qbWgVDzOLVBsjnQKWNAivY7g8y6hNKGHDtZZXi1yGZak9KA3H4xguy3SYodoY8RSwpMEMz3ZYVw5flAZ7JCLH98k3ls370O7t0uCGZRnVxiiggCUN5py2htRY/z3dRELdjEJLm3g4o7UCljSsQe1UG6OBApY0mFiP4ZJMo52LJeRZa5lZ5HJ5loOj9qA0MNXG6KCAJQ1qWJbDV7tg1S6tNZDQtWQ7FO9Re1Aaj2pj5FPAkgZ1fgdDoldT4RLaZhS5NI+DgW0VsKRxqDZGPgUsaVDxXsOF6UaXJEvIstYyo9Dl0kyD11HAksZxsDbOKFLAilQKWNLg8rMdFm+3FJUrZEnoWbETVpfp3oPS+PKzHZZsR7UxQqmiSIO7MN0Q54FXdaYmIWhGoUtyDAxur9kraVwHa6PahJHJG+gXnDRpEgDx8fEUFRUxfvx4kpKSAvZ8CT9JsYbz2xtmFFp+0SvYoxE51Iwil4szDXEeBSxpXAdr48wiyy97B3s0EmgBncGaPHky5eXl/PrXv+bnP/85Q4YMYeTIkQF7voSvYdkOC7+xbN6nqXAJHQXlhuWl/iu6RIIhX7UxYgWsqlhrmThxIvn5+TWPDR48mI8//piVK1fW+/kS3i7JMDgGXlObUELIG5tiSPDCD9I1eyXBcXGGwWO0hCISBSxgrVq1ig0bNpCZmVnzmDGG9PR05s2bV+/nS3hLa2IY1M7fJhQJFW9s9DIk3ZDgVcCS4DhYG2eqNkacgAWsgoICABISEg55PDExkbVr19b7+RL+8rMMH2y27KhQIZHgKy63LN3pIV/tQQmy/GzVxkgUsMqya9cuADwezyGPe71eysrK6v18CX+XZTm4Fl4vVhGR4JtZ5BLrWIZmaPZKguvSTNXGSBTwqwi/z1qLtbX/R1Ob548ZM4aUlBSGDRt2yBquaLRz585gD6HWYoH+zeOZtrqaS1vuD/ZwGkU4HZ9o8/KaeM5sVkX1nj2UBnswckTR8vmJBU5rEc9LYVYbo+X41FZaWtohfw5YwEpJSQGgqqoKr/d/L1tZWUlycnK9n/9dkydPpm/fvoEYdkT4/kENZVd29nH7f128TZuRHBsdMwfhdHyixZZ9lk93VPNoXpWOT4iLluNzRafwrI3RcnxORMBahDk5OQCUl5cf8vju3btrflaf50tkuDzLodKF2es1FS7B82qRi8fAkHbVwR6KCODfyqbShbdKVBsjRcACVm5uLm3atKG4uLjmMZ/PR0lJCYMGDar38yUyZCYZTmlhmKGdiyWIZhRaBrUzNIsN9khE/DKaGk5tqXsTRpKABSzHcRg3bhzTp0+veWzOnDkMHDiQ3r39W9ROmzaNgQMH4vP5avV8iUzDsg2z11v2V+tMTRrf9grLB5st+dnh04aR6DAsy/D2ess+1caIENDrk8eOHUtqaioPPPAAjz76KLNnz2bq1Kk1P9+xYweFhYVUVFTU6vkSmfKzHPZVw5wNKiLS+GYVWVwLl2VqewYJLfnZ39ZGLaGICMbW5RK/IFuyZAl5eXksXrxYi9y/VVpaGpaLDHu+UkXf5obnBjX4haxBFa7HJ5Jd+E41+6rhg4u8Oj4hLhqPT+8ZVfROM7wQBrUxGo9PXegUToIiP9vh9RJLpS9s8r1EgF0HLHM3WvKz1B6U0DQsy+GNYtXGSKCAJUExLMuhrBLe36QiIo3njRJLleu/YkskFOVnO+yugvdUG8OeqowERe806JiMrpiRRjWj0OW0Vob2iZrBktDUsxl0SkZXWkcABSwJCmMMw7IcXiuy+FydqUnD21NlmbPBMlxXD0oIM8aQn+0wq9hSrdoY1hSwJGjysw3bKuDjb1REpOHNLrFU+PztaZFQlp9t2F4BH21RbQxnqjQSNKe2NLRP9G/6KNLQXil06dsCspM1gyWh7ZQWhvREmKnaGNYUsCRonG/bhDOLXNzw2S1EwtD+asvs9ZZ8zV5JGDDGMCxbtTHcqdpIUA3LMmzcC59tUxGRhjNng2VvNQzX1YMSJoZlGTbtg0+3qjaGK1UbCaqz2xhaNtFUuDSsVwpdejaDLqlqD0p4OLO1oVU8zCxSbQxXClgSVB7HcGmm/wanYXRTAQkjB3yWN4ot+Zq9kjDicQyXZzrMKFRtDFeqOBJ0+dkOBbtheWmwRyKR6L2Nlt1Vag9K+BmWbSgshy9UG8OSKo4E3f+1M6TEatNRaRgzCl26pECPZsEeiUjdDGpnaBYHr6xTbQxHClgSdLEew8UZhpnauVgCrMq1vPZte9AYrb+S8BLjGC7LNExXmzAsKWBJSMjPdvhyJ6zepSIigfPhZkvpAbQ9g4StETkOq8u0hCIcqepISDi/gyHBCzPVJpQAmlFoyWoKfVsEeyQiJ2ZwO0NqLLysNmHYUcCSkJDgNVyYbrSruwSMz7XMLHLVHpSwFusxXJ6lNmE4UsCSkJGf7bBou6Vwt4qI1N+Cbyxb9/vv6yYSztQmDE8KWBIyLsowNPHAdC12lwCYUWhpnwj9WylgSXhTmzA8KWBJyGgaYxiaYZi+TjNYUj+u9bcHh2U5OGoPSphTmzA8KWBJSBnxbZtwndqEUg//3WrZsFftQYkcahOGHwUsCSlDMwzxHv+940RO1IwiS6t4OKu1ApZEBrUJw48CloSUg23Cl9UmlBNkrWVGocvlmQ4eRwFLIoPahOFHAUtCzohsh8VqE8oJWroDCsvVHpTIozZheFHAkpBzsE04XVPhcgJeKXRpFgfntFPAkshysE2oK63DgwKWhJzEg21CFRGpo4PtwcsyDTFqD0qEifUYLssyvLxObcJwoIAlIemKHIcl26FAbUKpg692wtdl/k1rRSLRFWoThg1VIQlJF6b7702oNqHUxSuFLskxcG57zV5JZFKbMHwoYElISowxDE03uiRZ6mRGkctFGYY4jwKWRCa1CcOHApaErCtyHD7fAWvLVETk+NaUWZaXwnC1ByXCqU0YHlSJJGRdmPFtm1BT4VILMwpdErxwQbpmrySyqU0YHhSwJGQleA0XZRitw5JaeaXQfrt2TwFLIpvahOFBAUtC2sE24Rq1CeUYisoti7dbtQclaqhNGPpUjSSkDdHVhFILrxS6NPH4rz4ViQZqE4Y+BSwJaQlew8UZRkVEjumlAsvQDENSrAKWRIeDbcLpahOGLAUsCXlX5DgsVZtQjmJNmb89eFWOyplElxHZDl+rTRiyVJEk5A1JNySqTShHMa3ApWmM/6pTkWhybnu1CUOZApaEvHiv4eJMbToqR/bSOpdLM3X1oEQftQlDmwKWhIUR2Q5flMLqXSoi8j/LSy0rdsLVHVXKJDqpTRi6VJUkLNS0CTUVLt/xUoFLszg4T/celCilNmHoUsCSsBDvNVyiNqF8h7WWlwpc8rMMsbr3oEQptQlDlwKWhI0R2Q7LSuFrtQkFWLTdsq4crlJ7UKKc2oShSZVJwsYP0g1NY3Q1ofi9VGBpHQ/ntNXslUQ3tQlDkwKWhI34bzcdfVlFJOq51jJtncuIbAePo4Al0U1twtCkgCVh5Yoch+WlsEptwqi2YItl4164qqPClQioTRiKFLAkrPygg9qEAi+ts6QnwumtFbBEQG3CUKSAJWGliddwSYauJoxm1a5l+jqXKzs6OEYBSwTUJgxFClgSdq7IcfhyJ6zcqSISjd7fZNlWge49KPI9B9uEX+4M9kgEFLAkDF3QwZAUo6nwaPWvApdOydC3RbBHIhJaDrYJNcMfGhSwJOw0+XbTUa3Dij4HfJaZRZarOzoYtQdFDqE2YWhRwJKwdLBN+JXahFFlzgZLWaU2FxU5GrUJQ4eqlISl89t/2ybULFZUeanApVcadG+m2SuRI1GbMHQoYElYauI1XJpptA4riuytsswqtlrcLnIMahOGDlUqCVtX5DisUJswarxVYtlXDVeqPShyTGoThgZVKglb53cwJKtNGDVeWudyaktDx2S1B0WORW3C0KCAJWErzuNvE76kqfCIV1Zpmb3eclWOwpXI8RxsE75UoNoYTApYEtZ+2Mlh1S5YtF1FJJLNKrIc8PnbwiJyfCM7OazdDZ9tU20MFlUrCWvntje0S4Apq1VEItlL61zObmPo0FQzWCK1cU5bQ9sEeGGtamOwKGBJWPM4hpGdHP5V4HLAp0ISibZXWP69wXJVR4UrkdryOIZrOjq8VOBS5ao2BoMCloS9UV0cSg/4rzKTyDOj0MUFhmerXInUxcjODtsq4N8bVBuDQRVLwl73ZoZTWhimrNEVM5HopQLL4HaGVvGawRKpi5PSoEczmLpWtTEYFLAkIozqYphdYtm2X2dqkWTTXsuHm/33HhSRujHG8MNODq8WWcorVRsbm6qWRAT/zX/hxQKdqUWS6YUuXgcuz9LslciJuKajw34fvFasgNXYFLAkIjRvYrgowzBltQJWJHmpwDIk3ZAap4AlciIykwwD2hi1CYNAAUsixqjODp/vgOWlOlOLBIW7Lf/ZqnsPitTXDzs5/HujZcs+1cbGpMolEWNIuqF5HJrFihAvr3OJ98DFmZq9EqmPETkGr4GXtISiUSlgScSI9Riu6eTwwlqXau37Evb+VeBycaahaYwClkh9NIszDM0w2nS0kSlgSUQZ1dnhm/3wrvZ9CWvLdli+KPUv0BWR+hvZyWHxdsuqXaqNjUXVSyJK3xb+fV+0J1Z4m7LGpWUTuDBDs1cigXBhuiElVntiNaagB6z9+/ezZcsWiouLKS0tpaqqKthDkjBmjGFUZ4dZxZadB3SmFo6qXMsLa11+2MkhxlHAEgmEJl7DiGz/1YTWqjY2hoAGrEmTJjFp0iQee+wxfvWrX1FeXn7M5y9YsICEhATatm1LVlYW3bp1Y9asWYEckkShkZ0dqlz/ImkJP++st2zd778FkogEzsjODoXl8MlWBazG4A3UC02ePJny8nImTJgAwNy5cxk5cuQxA1NVVRVTpkyhZcuWpKamcsoppxATExOoIUmUaptgOL+9Ycpqy025wR6N1NWUNS4npUGf5pq9Egmks9sY0hPhhTWWM1oHezSRLyCniNZaJk6cSH5+fs1jgwcP5uOPP2blypXH/N2MjAyGDBnC6aefrnAlATOqi8MnWy2rtaAzrOyosLxebPmRZq9EAs4x/iutp61zqfSpNja0gFSxVatWsWHDBjIzM2seM8aQnp7OvHnzAvEWInVyaaZ/QedzWuweVl4qcLEWrumkgCXSEEZ2cig9AG+vV8BqaAGpYgUFBQAkJCQc8nhiYiJr16495u8uXLiQf/7znzz++OOMHj2aLVu2BGJIEuXivYYrcgzPr3VxtaAzbDy72nJhhqFVvNqDIg2hZ5rh5ObwrDZkbnABWYO1a9cuADwez6Ev7vVSVlZ21N+Lj4+nffv2jBo1CoDU1FSuuOIK5s+ff8z3GzNmDCkpKQwbNuyQtmQ02rlzZ7CHELIub+3hyVUJvP71bga08gVlDDo+tbdqt8Oi7YlM6bSf0tLqRnlPHZ/QpuPTMK7sEMPvlsWxatNOWjU58RNQHZ9DpaWlHfLngC1yPxJr7TEvB+3fvz/9+/ev+fOgQYO45pprmD9/PgMGDDjq702ePJm+ffsGdKzh7PsHVfx+0MzS6fNqXt2SyGXdGvSf+jHp+NTOa2t8NI9zuap7ErGexpvB0vEJbTo+gfeTkyx3f1nNm9uTua235/i/cAw6Pkd31G+dsWPHUlFRcdwXSEhIYNCgQYD/qkCv938vWVlZSXJycq0H07x5cwCWLl16zIAlUhvGGK7r7DDxC5e/nml1y5UQVu1anl/jck0np1HDlUg0ahZnGJZl+OfXLr/q5WCMPnMN4agB6y9/+UutX2TFihUAlJeXEx8fX/P47t27ycnJOeLvlJeXk5ubyyOPPFLT5qusrASgurpx2gMS+a7t7PD7xS4zCy3XdVERCVX/3mjZst9/qyMRaXijuzqcN9vHJ1stZ7RWbWwIAalmubm5tGnThuLi4prHfD4fJSUlNbNb3xcTE0NaWhrZ2dk1j5WUlABw1llnBWJYImQlGc5pa3TrnBD37GqXns38tzoSkYb3f+0MWU3h6a9VGxtKQAKW4ziMGzeO6dOn1zw2Z84cBg4cSO/evWsemzZtGgMHDsTn89GkSRNGjx5N165da37+zDPPMHz4cPr16xeIYYkA/j2x3t9kKdmjqwlD0c4Dllnf7n2lVoVI43CM4cddHaats+ypUm1sCAFb+Tt27FgefPBBHnjgARITE1m9ejVTp0495Dk7duygsLCQiooKEhMTueGGG3jkkUcA2LhxI/Hx8bzwwguBGpIIAPlZhlsWwPNrXO48uX4LOiXwphW4VLvwQ+19JdKoftTFYfxil5fXWUZ31clNoBkbRnd9XLJkCXl5eSxevFhXEX6rtLRUV3HUwnXvV/OfrZavr/A26iyJjs/xnTarmhZx8OYPGv9KTx2f0Kbj0/AumF3NnmpYcEndP386PsemU0aJCqO6OKzZDf/RTU5Dyqpdlk+36tY4IsFyfVeHhd9YVum2YgGnqiZRYVA7/01Op6xWEQklz3zt0iwOLs5Ue0IkGC7NMqTFabF7Q1DAkqjgGMO1nf03Oa2oVsgKBQd8lqdXu4zq7BCnva9EgiLOYxjZyWHKGpcqV7UxkBSwJGpc19lhVyW8XqwiEgpmFlq2V8BNuSpDIsF0fVeHrfthdolqYyCpsknU6JpqOK2V9sQKFX9f6XJOW0O3VM1eiQRT7+aGU1r4d3aXwFHAkqgyqrNhzgbLln06UwumFaWW+VssP9XslUhIGN3VMHu9ZbNqY8CouklUubKjg9eBqWt1phZMT6xyaRUPl2dp9kokFFzd0SHGgSmrVRsDRQFLokqzOMMlGYanv3YJoy3gIsreKstza1yu76obO4uEitQ4w/Bs1cZAUsCSqHNTrsNXu2D+FhWRYJi2zrK7En7STeVHJJTc0M2/X+AHm1UbA0EVTqLO/7UzdEuFySs0FR4Mj3/lMiTdkJWk2SuRUDKgjaFHM3hMtTEgFLAk6hhjuKW7w6tFlg26AXSjWrTNZdF2LW4XCUXGGMZ0d5hVbCkuV22sL1U5iUrXdXaI98I/VulMrTE9sdIlPREuTNfslUgoGtnZISkGHl+p2lhfClgSlZJjDaM6OzyxyuWAT2dqjaGs0vJigeXGbg4eRwFLJBQ1jTGM7uLw1CqX/brrRb0oYEnU+ll3/+7FMwpVRBrD82tcDvj8C2lFJHT9rLtD6QF4qUC1sT5U6SRqdW9m+L92hr9+panwhmat5e8rXS7LMrRN0OyVSCjrlGIYkm54bIVPWzbUgwKWRLUx3R0WfmNZsl1FpCF9vMWyYida3C4SJn7ew+HzHbDwG9XGE6VqJ1Ht4kxDeiL8dYUv2EOJaH9f6dIp2b9FhoiEvvM7GDona8uG+lDAkqjmdQw/zXV4scBSWqEztYawdb/llUL/1gyOUcASCQeOMdzSw2FGoWXTXtXGE6GAJVHvhm4OroWndQ+uBjF5hUuMAz/uonIjEk5+1MUhzuO/d6jUnSqeRL1W8YYrcwx/+8rF5+pMLZD2Vln++pX/voNpTTR7JRJOUmINo7o4PLHSpVLb2dSZApYIcEsPh8JyeGeDikggPbvaZVcljO2pUiMSjsZ0d/hmP0zXdjZ1pqonAvRraTilheHRLzUVHig+1/LwcpcR2YbsZM1eiYSj3GaGc9sbLXY/AQpYIvjvwfWLXg7vbrR8sUNnaoHwapFlXTnc1ltlRiScjenu8OlWy2fbFLLqQpVP5FtX5BiymsLEL7RlQ31Za/njMpdz2hpOaakyIxLOLsrw18bHNMNfJ6p8It/yOoZxJzlMW2dZt1uzWPXx8RbLf7dZxmn2SiTseRzDz3s4/KvAUrJHtbG2VP1EvuPHXRyax8FDy3SmVh9/XObSPRWGpGvtlUgk+EmuQ3Is/PEL1cbaUsAS+Y54r2FsT4enV7t8s09naidi1S7LGyWW23p7MNpYVCQiNI0x/KKnw5Nfu2xRbawVBSyR7/lZd4dYBx7RVTMn5E/LfLRNgGs6KVyJRJIxPRziHPjTctXG2lDAEvme1Dj/7XP+usKlrFJnanWxZZ/luTWWW3s4xHkUsEQiSWqcYUwPh8e/ctmhW4sdlwKWyBGM7elQ4YMnVupMrS4mr3CJ9cBNuSotIpFobE8HCzyiKwqPS1VQ5AjaJRpGdTH8eblLRbXO1GpjT5XlbytdbuzqkBqn2SuRSNQy3nBTN4fHVrjsrgr2aEKbApbIUYzr7eGb/TBljc7UauOZr112V8Ktui2OSES7rbfDvmr4Z0FssIcS0lQJRY6ic4pheLZh0hcu1boJ9DHtr7ZMXOZyVUdDZpJmr0QiWbtEw+iuDo+viWFvlWrj0ShgiRzD7Sd5WFcOM3Sj02N6/CuXLfvg7r6eYA9FRBrB7Sc57KoyPLlKM/xHo4Alcgx5LQ3ntTfct9SHaxWyjmR3peX+pS7Xd3XonKLZK5FokJVkuCKjmj8uczngU208EgUskeO4J89heSm8uFZF5EgeXu6ytxp+31flRCSa3Nr1AJv3wbOrNYt1JKqIIsdxemuHy7MMv1vk05na92zbb/nTcpcxPRzaJ2r2SiSadE6yXJFjeHCpS5XWqR5GAUukFu47xcP6vf61RvI/Dyx1cYDfnKRSIhKN7ujjoWgPTNUM/2FUFUVqIbeZYXQXw72fa3f3g9bv8e97dVtvh+ZNNHslEo16NzcMyzL8fpGP/doz8BAKWCK1ND7Pw95qeGiZZrEA/rDER3KMf2dnEYleD/bzsHkf/EW7ux9ClVGkltonGm7t6fDwcpfNUX43+dW7LM+sttzRxyEpVrNXItGsc4rhlh4ODyx12bo/umvjdylgidTB7Sc5xHlgwpLoPlO7a7GPdgnwU91zUESA35/s4DFw9+Loro3fpeooUgfN4gx39HH4xyqX1bui80xtyXbLy+ss4/M8NPFq9kpEIK2J4a6T/bXxq53RWRu/TwFLpI7GdHdolwC/W+QL9lCC4s7PfHRLhes6K1yJyP/c0sMhqymM+zQ6a+P3KWCJ1FETr+GePA/TCy2fbYuu6fB5G13e2WCZkOfB6yhgicj/xHkME/t5mL3eMndjdNXGI1HAEjkB13U29GgGv/qPGzW30NlfbbnpYx9ntzEMy1a4EpHD5Wcbzmxt+NV/fPiifPNRBSyRE+BxDI+c7uGjLZanv46OIjJ+scv6vfDU2R4co4AlIoczxvCn0xyWlcKUNdFRG49GAUvkBA1u7/DjLobbPvVF/LYNS7b7b4lzd1+HLqkKVyJydP1bOVzV0XDHZz52Hojs2ngsClgi9fBQfw9xHvj5wshd1FnlWq6fX02vNLitt0qGiBzfQ/097K+GX/4ncmvj8ahaitRDWhPDY6d7mFFoebUwMhd1/mmZy7JSeOpsLzFa2C4itdA+0fDwaR6eXW15e31k1sbjUcASqacROYaLMgy3LPRF3H0KV++yjF/i8qteDnktFa5EpPZGdzWc397wk4987I6w2lgbClgi9WSM4W9neiivgt/8N3LO1FxrufEjHx0SYXyeSoWI1I0xhn+c7WFXJYz7NHJqY22paooEQHpTw4OnOvx9pctHmyOjkDy5ymX+FsuTZ3tI0I7tInICMpMMk/r5d3h/L8r2xlLAEgmQm7s7nN7KcONHPiqqw3s6fONey68/dbmhq2FQO5UJETlxN+U6nNPWcMN8H3uqwrs21oUqp0iAOMbw1AAP68rhD5+H75matZafLfCRGAN/7O8J9nBEJMwdrI1bK+C3EbSM4ngUsEQCqHszwz15Dg8sdZlVFJ6FZPo6y+vFlr+e4SE1Tq1BEam/jsmG+091mPyVy783hGdtrCsFLJEAu/0kh/xsw8gPfKzaHV4fseWl/oXtw7MNl2eH19hFJLT9vIfDBR0MV87zUbA78luFqqAiAeYYw7MDPWQnwciF8ZRWhEch2bTXMvSdarKT4OkBag2KSGA5xvCv//PQPA4ufbea8gjfukEBS6QBNI0xzDrPy64qw1XzfFSH+E1P91RZLppTjQu89QMvSbFqDYpI4DWLM8w630vJHhj1oQ/XhnZtrA8FLJEGkp1s+Gf//czbZEN6f6xq13LVez7W7obZF3hpn6hwJSINp3szw9RBHl4rskxYErq1sb4UsEQa0MBWPh4+zeFPy12eXxN6hcRay/9b6PLOBsv0wR56N1e4EpGGd3Gmw4RTHMYvcSP2NmMKWCIN7Oc9HH7cxb8/1mfbQquQ/Gm5y+MrXR4/y8MF6SoHItJ47ujjMCLbcO0HPpaXRl6rUBVVpIEZY3j8LA8nNzdc9q6PNWWhUUimr3MZ96nLb/s43NhNpUBEGpcxhmcGeuiUDOfNruaLHaFRGwNFVVWkEcR5DDPP85AUA6fPqmbhN8GdyVr4jcu1H/i4qqPh3lNUBkQkOBJjDO9e6KVdApzzZvBrYyCpsoo0krYJhoWXeOnRzPB/b/mYEaR1Bx9tdrn0XR+ntjA8M8CDY7TuSkSCp1W84f2LvPROM5w328ec9ZERshSwRBpRWhPDuxd6GJZlGDHXx8PLfNhGukzZ51ruWezjnLd8dEsxvHa+hya6ibOIhICUWMM7Qzz8XzvDxe/6mL6ucUPWh5vdgK8DU8ASaWRxHsMLgzz8po/Drz51+X8LXXwNvE/Whj2WwbN9/OFzl7tOdnj/Ig/NmyhciUjoiPf6l1JckePfP/AfKxs+ZFlreXKVy7lv+Xh4uS+gr+0N6KsBH330EXfffTfz5s2r1fMnTZoEQHx8PEVFRYwfP56kpKRAD0skpDjGcP+pHrKaGn62wMf6vZapgzwkxgQ+9Lxe7PLjD33Ee2HeUA8D2+q8SkRCU4xjeO4cD6mxLjd97GP2epdHz/CQ0TTwtbG80n9j+xfWWm7OdXjkjMDWxoAFrLfeeov58+ezadMm1q1bV6vfmTx5MuXl5UyYMAGAuXPnMnLkSGbNmhWoYYmEtJ/kOqQ3hRFzfXR5uZrf9nG4oasTkNZdRbXl1/91eWyFyyWZhqcHaNZKREKfYwyPneFwTlvDrZ/46D69mnvyHG7t6eB1AlPD3lnvD3ClB2DqIA/XdAr8iWfAXnHo0KFMnDiRwYMH1+r51lomTpxIfn5+zWODBw/m448/ZuXKlYEalkjIG5LusHSYl8HtDLd+4tJxWjWTV/ioqD6xtmG1a/lws8vpr1fzxEqXx85weO08hSsRCR/GGIbnOKwc4eX6rg6//q/LKa9W8596XmX4xQ7LxXOqGfKOjy4phi+GeRskXEEQ12CtWrWKDRs2kJmZWfOYMYb09PRatxdFIkWnFMNzg7ysHH5iQWtHhWXqWpdr5lXT6oVqznnTR4UPPr3My5geHoyuFBSRMJQca3jkDA//vdSL1zGc8bqPQW9W8/Cy2u8p+PUuy4QlPnq+UkWfmdWs2Gn51/95eHeIh5zkhquNAV+DVVsFBQUAJCQkHPJ4YmIia9euDcaQRIKuS6o/aP3uZMt9S33c+onLbz9zyU6CzKaGjKaGjETIaGpoHQ+fbrO8VWL5ZKvFtXBycxjT3WFohuHUlkZbMIhIRMhrafj0Ug8vrLVMX+dyxyKXX33q0i0VLs5w6NvC4LNQ7UKV65/J31oBMwtdviiFpjFwSYbh/lMdftDBEOtp+NoYtIC1a9cuADwezyGPe71eysrKgjAikdDRJdUw5Rx/0Hq1yKV4D5TssXy8xf+/yyr9z0v0wnntDU+c5eHCdEM73ahZRCKUxzGM6mIY1cVhb5Vl7kbL68UuU9a4/HHZ955r/PVxSLrh930dhqQb4ht5W5qgBayjsdYed1+gMWPGkJKSwrBhww5ZwxWNdu7cGewhyDHU9/g0B25IP/zx3VWweb9DVqJL3MFzlANQeqBebxd19PkJbTo+oS3Yx+fsZDi7F0zsCXuqIcYBr/GHq++vhd+/G/Y38HjS0tIO+fNRA9bYsWOpqKg47gsmJCTw8MMP13kgKSkpAFRVVeH1/m8YlZWVJCcnH/N3J0+eTN++fev8npHq+wdVQktDHJ80ICvgrxqd9PkJbTo+oS1Ujk+LYA/gCI4asP7yl7806Bvn5OQAUF5eTnx8fM3ju3fvrvmZiIiISDgK2lWEubm5tGnThuLi4prHfD4fJSUlDBo0KFjDEhEREam3gAcs13Vx3SPvUzFt2jQGDhyIz+fDcRzGjRvH9OnTa34+Z84cBg4cSO/evQM9LBEREZFGE7BF7gsXLuStt95i9uzZbNy4kVtuuYX27dtzxx131Dxnx44dFBYWUlFRQWJiImPHjuXBBx/kgQceIDExkdWrVzN16tRADUlEREQkKIw93iV7tVRdXY0xBsdxMMZgraWqqorY2NhAvDwAS5YsIS8vj8WLF2uR+7eefPJJbrzxxmAPQ45Cxye06fiENh2f0Kbjc2wBaxF6vV48nv/tGG2MCWi4kiObOXNmsIcgx6DjE9p0fEKbjk9o0/E5tpDbB+tY9u/372KhexX+T1lZGUuWLAn2MOQodHxCm45PaNPxCW06Pofr1q1bzR1qAtYibAxTp05l5MiRwR6GiIiIyGG+u4QprALW9u3bmTNnDllZWYfsnSUiIiISbGE7gyUiIiISDoK20aiIiIhIpFLAEhEREQkwBawIdt1117Fx48ZgD0NERCKYvmuOTGuwItQ777zDkCFDKCwsJCsrK9jDEfzbjDzyyCPs37+fNWvW4PF4eOihh2jdunWwhxZ1Jk2aBEB8fDxFRUWMHz+epKSkII9KDtJnJXzou+bowmofLKmdvXv38uWXXwZ7GPI9Dz/8MDfffDNpaWkA3HTTTZx//vl89tln2pS3EU2ePJny8nImTJgAwNy5cxk5ciSzZs0K8sjkIH1WwoO+a45NLcII9MQTT3DTTTcFexjyHRUVFfz5z39mzpw5NY/96le/YtmyZbz11ltBHFl0sdYyceJE8vPzax4bPHgwH3/8sTYwDhH6rIQPfdccmwJWhFm0aBG5ublqd4QYYwxJSUls27at5rGMjAwA1q5dG6xhRZ1Vq1axYcMGMjMzax4zxpCens68efOCODI5SJ+V8KDvmuNTizCCVFdX895773H77bcHeyjyPXFxcRQWFh7yWElJCQAdO3YMxpCiUkFBAUDNRoAHJSYm6ss7ROizEvr0XVM7msGKIM8++yw//vGPgz0MqaUXX3yRDh06cOGFFwZ7KFFj165dAHg8nkMe93q9lJWVBWFEUhv6rIQWfdfUjmawQtjYsWOpqKg47vMSEhIYM2YMycnJtGrVqhFGJvW1YcMG/vGPf/Daa6/RpEmTYA8n6llr0QXVoUmfldCybt06fdfUkgJWCPvLX/5S6+f+/e9/p6ioqObO5gcOHABg4sSJ9OjRgzFjxjTEEKNaXQLwww8/XPPnqqoqrr/+ep5//nn69evXkEOU70lJSQH8x8Dr/V/5q6ysJDk5OVjDkqPQZyX0vPvuu/quqSXtgxWhioqKyM7O1t4kIei2227jkksuYcCAAQBs27aNli1bBnlU0WHFihX07NmTb7755pAz8O7du3PTTTdx6623BnF08n36rIQ+fdccndZgRSjXdQ/5vxIa/vnPf3LhhRfWfGFUVFTw+uuvB3lU0SM3N5c2bdpQXFxc85jP56OkpIRBgwYFcWTyffqshAd91xydWoQR6JlnnuG1114D4Be/+AXDhg1j1KhRwR2UMG/ePD744AM8Hg/PPvss1lpWrFihhbuNyHEcxo0bx/Tp0zn11FMBmDNnDgMHDqR3795BHp0cpM9KeNB3zbGpRRiBKisr8Xq9GGOw1lJdXa3dj4Ns9+7dZGdnU1paetjPiouLa/b5kYbnui4PPvggxhgSExNZvXo19957L6mpqcEemqDPSjjRd82xKWCJiIiIBJjWYImIiIgEmAKWiIiISIApYImIiIgEmAKWiIiISIApYImIiIgEmAKWiIiISID9f8NnZVq3NIasAAAAAElFTkSuQmCC"
},
"metadata": {}
}
]
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "",
"execution_count": null,
"outputs": []
}
],
"metadata": {
"kernelspec": {
"name": "julia-1.7-depwarn-o3",
"display_name": "Julia 1.7.0-DEV depwarn -O3",
"language": "julia"
},
"toc": {
"nav_menu": {},
"number_sections": true,
"sideBar": true,
"skip_h1_title": false,
"base_numbering": 1,
"title_cell": "Table of Contents",
"title_sidebar": "Contents",
"toc_cell": false,
"toc_position": {},
"toc_section_display": true,
"toc_window_display": false
},
"language_info": {
"file_extension": ".jl",
"name": "julia",
"mimetype": "application/julia",
"version": "1.7.0"
},
"@webio": {
"lastKernelId": null,
"lastCommId": null
},
"gist": {
"id": "af6af094f9cc7e09a6888d0856bf1427",
"data": {
"description": "Use Computer Modern Unicode fonts in Plots.jl",
"public": true
}
},
"_draft": {
"nbviewer_url": "https://gist.github.com/af6af094f9cc7e09a6888d0856bf1427"
}
},
"nbformat": 4,
"nbformat_minor": 5
}
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