Bug where animation not cleared between frames
This commit is contained in:
1 parent
19deda37ee
commit
c246aa0acb
1 file changed
+83
-58
@@ -19,33 +19,72 @@
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" font-weight: 400;\n",
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@@ -58,7 +97,7 @@
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@@ -74,7 +113,7 @@
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@@ -115,14 +154,6 @@
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" div.text_cell_render{\n",
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@@ -149,42 +180,38 @@
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@@ -192,10 +219,10 @@
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@@ -208,7 +235,7 @@
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@@ -327,6 +354,13 @@
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"collapsed": false
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},
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"outputs": [
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{
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"name": "stdout",
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"output_type": "stream",
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"text": [
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"C:\\Anaconda3\\lib\\site-packages\\matplotlib\\mpl-data\\matplotlibrc\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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@@ -341,22 +375,22 @@
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"source": [
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"import matplotlib\n",
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"# make sure our matplotlibrc has been edited to use imagemagick\n",
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"matplotlib.matplotlib_fname()\n",
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"print(matplotlib.matplotlib_fname())\n",
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"matplotlib.rcParams['animation.writer']"
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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": 4,
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"execution_count": 6,
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"metadata": {
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"collapsed": false
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},
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"outputs": [
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{
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"data": {
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|
||||
"text/plain": [
|
||||
"<matplotlib.figure.Figure at 0x763ee80>"
|
||||
"<matplotlib.figure.Figure at 0x17c12128b38>"
|
||||
]
|
||||
},
|
||||
"metadata": {},
|
||||
@@ -364,9 +398,9 @@
|
||||
},
|
||||
{
|
||||
"data": {
|
||||
"image/png": 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truncated
|
||||
"image/png": "iVBORw0KGgoAAAANSUhEUgAAAY4AAAC2CAYAAADOWmoIAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
|
||||
"text/plain": [
|
||||
"<matplotlib.figure.Figure at 0x774f630>"
|
||||
"<matplotlib.figure.Figure at 0x17c10f16518>"
|
||||
]
|
||||
},
|
||||
"metadata": {},
|
||||
@@ -379,6 +413,7 @@
|
||||
"pos = [1.0,0,0,0,0,0,0,0,0,0]\n",
|
||||
"def bar_animate(nframe):\n",
|
||||
" global pos\n",
|
||||
" plt.cla()\n",
|
||||
" bar_plot(pos)\n",
|
||||
" plt.title('Step {}'.format(nframe + 1))\n",
|
||||
" pos = predict(pos, 1, .8, .1, .1)\n",
|
||||
@@ -399,22 +434,11 @@
|
||||
},
|
||||
{
|
||||
"cell_type": "code",
|
||||
"execution_count": 5,
|
||||
"execution_count": null,
|
||||
"metadata": {
|
||||
"collapsed": false
|
||||
},
|
||||
"outputs": [
|
||||
{
|
||||
"data": {
|
||||
"image/png": "iVBORw0KGgoAAAANSUhEUgAAAbkAAAC3CAYAAACPKSDsAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
|
||||
"text/plain": [
|
||||
"<matplotlib.figure.Figure at 0x763eb00>"
|
||||
]
|
||||
},
|
||||
"metadata": {},
|
||||
"output_type": "display_data"
|
||||
}
|
||||
],
|
||||
"outputs": [],
|
||||
"source": [
|
||||
"pos = np.array([.1]*10)\n",
|
||||
"hallway = np.array([1, 1, 0, 0, 0, 0, 0, 0, 1, 0])\n",
|
||||
@@ -447,8 +471,9 @@
|
||||
}
|
||||
],
|
||||
"metadata": {
|
||||
"anaconda-cloud": {},
|
||||
"kernelspec": {
|
||||
"display_name": "Python 3",
|
||||
"display_name": "Python [default]",
|
||||
"language": "python",
|
||||
"name": "python3"
|
||||
},
|
||||
|
||||
Reference in new issue
Block a user