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reran notebooks with latest package versions
1 parent 9f6930e commit b9d20cf

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examples/examples.ipynb

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mesh/mesh-examples.ipynb

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multigrid/multigrid-examples.ipynb

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presentations/pyro_intro.ipynb

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"\u001b[33mparameter vis.store_images never used\u001b[0m\n",
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"\u001b[33mparameter particles.n_particles never used\u001b[0m\n",
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"\u001b[33mparameter particles.particle_generator never used\u001b[0m\n",
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"main: 0.18631219863891602\n"
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"main: 0.05862569808959961\n"
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]
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},
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{
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"data": {
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"text/plain": [
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"<advection.simulation.Simulation at 0x7fc0a799b910>"
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"<advection.simulation.Simulation at 0x7f507f6601d0>"
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]
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},
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"execution_count": 7,
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}
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},
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"outputs": [
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{
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"name": "stderr",
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"output_type": "stream",
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"text": [
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"/home/alice/Documents/pyro2/advection/simulation.py:121: MatplotlibDeprecationWarning: Since 3.2, mpl_toolkits's own colorbar implementation is deprecated; it will be removed two minor releases later. Set the 'mpl_toolkits.legacy_colorbar' rcParam to False to use Matplotlib's default colorbar implementation and suppress this deprecation warning.\n",
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" cb = axes.cbar_axes[0].colorbar(img)\n",
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"/home/alice/anaconda3/lib/python3.7/site-packages/mpl_toolkits/axes_grid1/axes_grid.py:51: MatplotlibDeprecationWarning: \n",
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"The mpl_toolkits.axes_grid1.colorbar module was deprecated in Matplotlib 3.2 and will be removed two minor releases later. Use matplotlib.colorbar instead.\n",
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" from .colorbar import Colorbar\n"
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]
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},
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{
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"data": {
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"image/png": 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u+TmJdTqj+x6dvtIcecWWf9RaWwD/hA+11labvbBVd+xrr7ED+9tra8BKHm9uIkl6Atubgc19jq/rc+wrwFfmP6qIOGJJ0hERhSp8KKOJJOmI6CzVZZglSUdEpw377I4k6YjotiEf7sgUvIjotjmcgtdkAzZJGyXtlXT/hOOPSPqWpHslbWsafpJ0RHRXwyXhTabpzWADts8Caye5zM/aPsv2mqZfQpJ0RHTb3PWkG23AZvurwFNzETokSUdEx82gJ33y+I6VdVk/4VJNN2CbjIFbJd3V59qTyo3DiOi0GczueGImwxBH4C2290h6OXCbpAfrXveU0pOOiO5qOtTRbLijyQZsk4di76n/3Qt8iWr4ZFpJ0hHRbXOXpKfdgG0ykpZKOn78NfBzwP1Tn1VJko6Izhp/EO1czO6wfRAY34BtB3BD7wZskk6rX18LfB04Q9JuSe8HTgHukPRN4BvA/7R9S5OvIWPSEdFtc7iYpckGbLYvnuT01x9Jm0nSEdFdBo0N95LDJOmI6LTsJx0RUbIk6YiIcqUnHRFRsiTpiIhCNZxeV7Ik6YjoLJFN/yMiyubh7konSUdEp2W4IyKiVHlaeERE2TImHRFRsCTpiIhSmdw4jBmQYNGidtp67rl22gEW37K1tbYAXrPj9OkrzREvPaa1ttj7ZHttHUVy4zAiomRJ0hERZRrf9H+YJUlHRHfZGZOOiChZZndERBQswx0REaUykMdnRUQUbLhzNAsGHUCJJK2V9JCknZIu7/P56ZJul/SApO2SPjyIOCNienKzUqr0pCeQNAJcCZwP7Aa2Stpk+4GeageBj9q+W9LxwF2SbptQJyJKMOSzO9KTPtw5wE7bu2zvB64DLuytYPtx23fXr58BdgDLWo80IqbmanZHk1Kq9KQPtwx4tOf9buDcySpLWgGcDdw5yefrgfUAS7R0rmKMiAaqxSzD3ZNOkp4FSccBfwH8su0f9qtjewOwAeCEkZOH+6clYhgV3EtuIkn6cHuA3h18ltfHDiFpEVWC/qLtm1qKLSJmaNh70hmTPtxWYJWklZIWAxcBm3orSBLwGWCH7T8cQIwR0YRnUAqVJD2B7YPAZcAWqhuCN9jeDiBps6TTgDcD7wPOk3RvXdYNLOiImITRWLNSqgx39GF7M7C5z/HxRPwY1T2JiCjdkA93JElHRHe57Ol1TSRJR0S3pScdEVGw4c7RSdIR0W3DPgUvSToiusvAaJJ0RESRhNOTjogoWpJ0RETBkqQjIgplssFSRETJMiYdzUloYTvf8gXHH99KOwAcONBeW4Cf7rsr7Pz40bPttVXw/hGzpkFtE2QYG+6udJJ0RHSXyZh0RETRhrsjnSQdEd2WMemIiJIlSUdEFMqG0eEe70iSjohuS086IqJgSdIREYUyQz//PEk6IjrM4IxJR0SUK8MdERGFMpndERFRtPSkIyJK5STpiIhimaHfBW9Q+wdGRLTDblYakLRW0kOSdkq6fCZ1mpzbT5J0RHTbHCVpSSPAlcAFwGrgYkmrm9Rpcu5kkqQjortsPDraqAAnS9rWU9ZPuNo5wE7bu2zvB64DLmxYp8m5fWVMOiK6rfmKwydsr5ni82XAoz3vdwPnNqzT5Ny+kqQjotsyuyMiolCe02cc7gFO73m/vD7WpE6Tc/vKmHREdNvcze7YCqyStFLSYuAiYFPDOk3O7Ss96YjoMI/fFJz9leyDki4DtgAjwEbb2wEkbQY+YPuxKer0PT6dJOmI6K453qrU9mZgc5/j6xrU6Xt8OknSEdFtQ75Vacak+5jNqqKIKIcBj7lRKVV60hP0rAw6n2ou41ZJm2w/MJM6ETF4Yz7AD8eeGHQYs5IkfbgXVgYBSBpfGfTADOtQf7YeGF+59PyWp/70/nmMfS6dDJT50/3jvkfLjfdwwxQrDFe8Z/S+eZZn9t05etvjDc995TzEM2tJ0oebzaqiw9jeAGwAkLRtmhVNxRimWGG44h2mWGG44pW0rfe97ZMGFctcyZh0RETBkqQPN5tVRRERcypJ+nCzWVU0nQ1zG+q8GqZYYbjiHaZYYbjiHaZYG5GHfPOR+SBpHXAF/39l0Cfr472rivrWiYiYS0nSEREFy3BHRETBkqQjIgqWJB0RUbAk6Tk2bPt+TBeLpNMl3S7pAUnbJX14EHHWsTT6vkkakXSPpJvbjG9CDE1+Dk6UdKOkByXtkPSmtuPsiaVJvL9S/wzcL+laSUvajrMnlo2S9kqadAVvSb9ns2I7ZY4K1UyPvwdeBSwGvgmsnmmdwuI9FXhD/fp44P8MIt6ZfN+AjwDXADeX+n2t632OarYQdb0TS42XapXtt4Fj6vc3AJcOIt66/Z8B3gDcP9ufl9JLetJzazZPEx6EaWOx/bjtu+vXzwA7qH5h29bo+yZpOfAO4KqW4+s1baySTqBKNJ8BsL3f9r7WI600/ZlcCBwjaSFwLPBYizEewvZXgaemqFLS79msJEnPrX57ekxMaE3qtGVGsUhaAZwN3DmvUfXXNNYrgI8Bg9xEuEmsK4HvA39WD81cJWlpWwFOMG28tvcAfwB8F3gceNr2ra1FOHMl/Z7NSpJ0NCLpOOAvgF+2/cNBx9OPpHcCe23fNehYGlhI9ef6n9g+G3gWKHbcVNJJVD3RlcBpwFJJlww2qqNDkvTcGrZ9PxrFImkRVYL+ou2bWoptoiaxvhl4l6RHqP68PU/S1e2Ed4gmse4Gdtse/6vkRqqkPQhN4n078G3b37d9ALgJ+KmW4jsSJf2ezc6gB8W7VKh6R7uoehvjNyteO9M6hcUr4PPAFaV/byfUfyuDu3HYKFbga8AZ9evfAD5VarxUW/FupxqLFtVNzw8O+GdiBZPfOCzm92zWX+egA+haAdZRzYD4e+DXe45vBk6bqk6J8QJvoXoK0X3AvXVZV2KsE+oOLEnP4OfgLGBb/b39S+CkwuP9TeBB4H7gC8CLBhjvtVRj4weo/ip5f594i/k9m03J3h0REQXLmHRERMGSpCMiCpYkHRFRsCTpiIiCJUlHRBQsSToiomBTJul6K8X/2FYwdZu3SNo31TaTkl4k6fp6C8I76z0lxj/7eH38IUn/rOd4320L64fJ3lkfv75+sOyUbUREtGW6nvSJQKtJGvgU8L5p6rwf+IHtVwN/BPwegKTVVE/ufi2wFvjjem/hEeBK4AJgNXBxXZf63D+qr/WD+tqTthHdJ+mfSrpP0hJJS+s9lM8cdFxxdJouSf8u8BOS7pX0qTYCsv2/gGemqXYh1bJUqPY8eJsk1cevs/287W8DO6m2LOy7bWF9znn1Naiv+fPTtBEdZ3srsAn4beD3gattT7q5fMR8WjjN55cDZ9o+q9+Hkr5GtRH8RL9q+29mG9wUXtiG0PZBSU8DL62P/11Pvd7tCSduW3hufc4+2wf71J+sjSfm/KuJEv0WsBV4DvjQgGOJo9h0SXpKtn96rgKJKMxLgeOARcASqq1EI1o3qyQ9wJ70+DaEu+unRJwAPMnU2xP2O/4kcKKkhXVvurf+ZG3E0eHTwH+h2kXt94DLBhtOHK2mS9LP0D8JAwPtSW8C/jXwdeAXgC/btqRNwDWS/pBqB7dVwDeotlZcJWklVfK9CHhvfc7t9TWuq6/5V1O10dYXGIMj6ReBA7avqW86/62k82x/edCxxdFn2l3wJF0DvA74a9u/Nu8BVb3z11D9qfkk1RaEWyT9FrDN9qb6KcVfoHqU01PARbZ31ef/OvBvgYNUTxH56/r4OqpHK40AG21/sj7+KqoE/RLgHuAS289P1UZERFuyVWlERMGy4jAiomBJ0hERBUuSjogoWJJ0RETBkqQjIgqWJB0RUbAk6YiIgiVJR0QU7P8BihYnRCIscaQAAAAASUVORK5CYII=\n",
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\n",
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"text/plain": [
481492
"<Figure size 432x288 with 2 Axes>"
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]
@@ -549,6 +560,13 @@
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"source": [
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"![docs](docs.png)"
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]
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},
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{
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"cell_type": "code",
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"execution_count": null,
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"metadata": {},
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"outputs": [],
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"source": []
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}
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],
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"metadata": {

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