updated the notebook and minor bug fixes in utils

This commit is contained in:
Rowan Cockett committed 2013-08-30 22:23:14 -07:00
1 parent b66c63759d
commit c0efb972a9
4 files changed
+32 -41

No files matched your search

+10 -10
View File
@@ -8,21 +8,21 @@ from utils import ndgrid, mkvc
class TensorMesh(BaseMesh, TensorView, DiffOperators, InnerProducts):
"""
TensorMesh is a mesh class that deals with tensor product meshes.
TensorMesh is a mesh class that deals with tensor product meshes.
Any Mesh that has a constant width along the entire axis
such that it can defined by a single width vector, called 'h'.
Any Mesh that has a constant width along the entire axis
such that it can defined by a single width vector, called 'h'.
::
::
hx = np.array([1,1,1])
hy = np.array([1,2])
hz = np.array([1,1,1,1])
hx = np.array([1,1,1])
hy = np.array([1,2])
hz = np.array([1,1,1,1])
mesh = TensorMesh([hx, hy, hz])
mesh = TensorMesh([hx, hy, hz])
.. math::
x^2 = 5
.. math::
x^2 = 5
"""
_meshType = 'TENSOR'
+1 -1
View File
@@ -1,6 +1,6 @@
import numpy as np
from scipy import sparse as sp
from utils import mkvc, ndgrid, sub2ind
from matutils import mkvc, ndgrid, sub2ind
from sputils import sdiag
+1 -1
View File
@@ -1,5 +1,5 @@
from scipy import sparse as sp
from utils import mkvc
from matutils import mkvc
def sdiag(h):
+20 -29
View File
@@ -30,7 +30,7 @@
]
}
],
"prompt_number": 17
"prompt_number": 1
},
{
"cell_type": "markdown",
@@ -52,7 +52,7 @@
"language": "python",
"metadata": {},
"outputs": [],
"prompt_number": 18
"prompt_number": 2
},
{
"cell_type": "code",
@@ -71,21 +71,21 @@
{
"metadata": {},
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAXcAAAEZCAYAAABsPmXUAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"png": "iVBORw0KGgoAAAANSUhEUgAAAXcAAAEZCAYAAABsPmXUAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x10f27cf10>"
"<matplotlib.figure.Figure at 0x10c1e9910>"
]
},
{
"metadata": {},
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAXcAAAEZCAYAAABsPmXUAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz\nAAALEgAACxIB0t1+/AAAIABJREFUeJzt3XlYFFfWP/Bvo4hLFDcMKGKjqOCCgGzRIJjHuCRRkxhn\nYsYobmMcJ3HJMll/lEnMa8wYs0yijq9EjZpM1CSijutrABVlcQ+LK60iirihIiJK/f64KWigGxu6\nu24t5/M8PpGmuupIug+3T917rkEURRGEEEI0xYV3AIQQQhyPkjshhGgQJXdCCNEgSu6EEKJBlNwJ\nIUSDKLkTQogGUXInivA///M/mDJlis3H5+bmIjAw0KZjn376aSQlJdU3NMU5d+4cmjdvDmuzmAVB\nwMsvvyxzVERpKLkTRXjnnXewdOlSm4+fP38+pk2bZtOx06dPx7x58+obWp0IggAXFxesXbu24rH7\n9+/DxcUF586dc8g1fHx8cOvWLRgMBovft/Y40RdK7kR1Ll++jHXr1mHcuHE2HT906FCcOHECR48e\ndXJkTOvWrREXF4fy8nKHn/v+/fsOPyfRJkruRFbLli3DY489Bnd3d/j7+2PXrl0AqpYSTCYTXFxc\n8PPPPyMgIACBgYFYtWpVxTn27t2LLl26oFmzZgCA06dPo02bNjh06BAAID8/Hx4eHkhOTgYAuLi4\nICwsDL/99pvVuBITEzFq1Ch07doV8+fPx/Xr1yu+5+LigtWrVyMoKAh+fn5YuHCh1fMYDAYMHToU\njRo1qhJzbQoLC/HWW2/B09MTzz33HN54440aP4u1a9eiV69eePLJJ3H27Fm4uLhU/PIwf/6oUaNw\n+/Ztm65LtI2SO5HNlStXIAgCVq5ciaKiImzfvh1GoxGA5VLCTz/9hO3bt+Of//wnJk+ejLt37wIA\ncnJy4OfnV3Fcly5d8Omnn2Ls2LEoKSnBhAkTMGHCBAwYMKDiGD8/P2RlZVmMKzc3F8899xzGjBmD\nxMREHDx4ELNmzapyTHx8PH788Uf89NNPiIuLw+nTp63+Ow0GAz766CPMmTMHDx48eOjPZdq0aSgo\nKMDhw4cxatQoLFmypMbPY82aNUhISMDWrVtr1NqnTZuGixcv4vDhwxgxYgQWLVpEpRlCyZ3Ix2Aw\noKSkBCdOnEBZWRl8fHzQuXNnALB4c/Ctt95Cx44dMXjwYBiNxoqbonl5efDy8qpy7OTJk+Hn54fw\n8HAUFBRg7ty5Vb7foUMHnD171mJcv/76K4YNG4YXXngBHTp0wMcff4xNmzZVKatMnz4d/v7+CAkJ\nQb9+/bBjxw6L5xJFEQaDAcOHD4eHh8dD7yPcv38fO3fuRFxcHDw9PTF27FgEBwfXOG727Nno3Lkz\n3NzcLD5/zpw58PT0xPjx4xESElLrNYk+UHInsmnTpg2+//57LFy4EF5eXpg5cyYKCwutHh8UFFTx\ndy8vL1y4cAEA0KlTJ+Tn59c4fvLkycjMzMSrr74KV1fXKt/Ly8ur+JRQXUpKCvr27VvxtZ+fH+7f\nv4/MzMyHxmKJ9Ivq448/xty5c1FaWmr12OzsbJSXl1f8kgOAvn371vhlFxERYfPzQ0JCrM6kIfpB\nyZ3IatiwYdi5cyeysrKQm5uL+fPn1/kcAQEBNcoit2/fxsyZMzF58mTExcVVqZkDwKlTpxAQEGDx\nfP3790dGRkbF1ydPnkSDBg3Qs2dPqzHYMlNl0KBB8PPzwzfffGP1PP7+/nBxccGZM2cqHjtw4ECN\n8zds2LDW55v/PCw9n+gPJXcimxMnTmDXrl0oLS1Fo0aN4ObmhubNm9v8fGk0GhkZidzcXBQXF1d8\nb8aMGQgPD8e///1vPP3003jllVeqPO/AgQMYOHCgxfOOHDkS27Ztw88//4wLFy4gLi4Ow4cPh4uL\n5beHKIpWR8bVH587d26tv8BcXV0xaNAgfPTRRygoKMCaNWtw+PBhq8dbe/6cOXNw6dIlrFq1qk7P\nJ9pFyZ3IprS0FO+88w48PDwQGhqKli1bVty4NBgMVUablkae0mMeHh4YPXo0VqxYAQDYsGEDtm/f\njkWLFgEAPv/8cxw8eBA//PADAGDLli3o1q2b1UVPvr6+WLt2Lb7//ntER0cjMDAQn3/+udVYqsda\n2/f69euHiIiIWkfS3377Ldq0aYM+ffpg3bp1+Mtf/gJ3d3ebfhbS89u1a4egoCD88ssvNs//Jxon\n2mHChAliu3btxF69elk95u233xZ9fX3FkJAQMTs7257LEVLBZDKJvXv3tunYp556SkxKSnJyRI4T\nGhoqrl+/nncYROUMolj/Oy+7d+/GI488gnHjxuHYsWM1vp+WlobZs2cjISEB27Ztw+rVq7Fp0ya7\nfhkRojUZGRlo1aoVPD09sXLlSsyaNQsFBQVVRu+E1JVdZZmoqCi0atXK6vdTU1PxwgsvoHXr1hgz\nZgyys7PtuRwhmnTp0iUMHDgQ7du3x549e7Bt2zZK7MRulm/BO0haWlqVBkYeHh44ffo0unTp4szL\nEqIqzzzzDJ555hneYRCNceoNVdHCrAKaokUIIc7n1JF7REQEsrKyMGTIEACsB4b5YgtzQUFBOHLk\niDPDIYQQTYmOjkZiYqLF7zl15B4REYH169fj6tWrWLNmjdVFJABw5MiRipG+Ev5ERcUBEGv8iY6O\nq3JcXFwcl/js/UNxO+5PdLT5ayWu2n+rPl799aP0P0r8eWslbva6se91Uts+BXaN3MeMGYOkpCRc\nuXIFHTt2xJw5c1BWVgYAmDp1KsLDw/H4448jNDQUrVu3trlLHm8PHgA5ObyjIIToVW4ucOMG0LJl\n/c9hV3KXFonUZt68ebJtlOAIogi88gpw7x7vSIha+PgAjRoJ6NULuHDhMO7ejcWdO3kAXkTTpo0B\nACUlh9GwIdCxI99YiTqUlgJduwIzZwKvvQbUYSF3BafW3NVGFIFZs4Dffweefhq4cEEAAJSVAamp\nQHg4UL33VExMjNxhOgTF7Th//rOAnBwgLc36Mb/9logvvohRXXJX4s/bFuqKWzD7uwnu7rEYOtSI\nd98F5swB/PyAN94Apk8Hmja1/ax2LWJyJIPBAN6hfPABsGkTsGsXUH36/sSJQLduwNtv84mNKNfw\n4cBzz7HXSG0uXQKCgoBffwUiI+WJjShXdLSA5GTB4uOJiZWPZ2YCggDs3Qv84x9ARoaA8+fZ95KS\n5ljNm5Tc/zBvHrByJZCUBHh41Pz+gQPAqFHA6dNAgwbyx0eU6exZICQEOHcO+GNjqFqtWwe89x5w\n6FDdRmFEe556SsBvv7GKgPkMcaMRWL5cqHH84cNAXBywdauAe/ek71vPm5TcAfzrX8DChUByMtCh\ng/XjIiOBd98FRoyQLzaibB98ABQVAV99ZftzXnqJDSC+/NJ5cRHle+UVoFMn4J136va8kBABhw4J\nf3xlPW/qvitkfDzw2WfA//1f7YkdYDWvWlpzE50pKwOWLQOmTq3b8/71L2D9elb+I/pUUgKsXQuY\nLeC3WYsWth2n6+T+44/A++8DO3bUvFFqyejR7KPRiRNOD42oQEICu9lVy54eFrVuDSxdymr0RUXO\niY0o24YNQN++gLe3866h2+SekMCmGW3bxm6U2qJxY/aG/KNtONG5JUvYR+v6GDYMGDwYmD3bsTER\ndVixAoiNde41dFlz37mT1T03bwbCwur23LreQCPadOoU0K8fcP48UG3Papv95S8C1q9no/+2bSsf\nt3ZDjWjDhQtA795AXl79bqrHxgowmdjfabaMmT172LS1n38GoqLqd46RI4FnngGmTHFsbEQ93nqL\n/bceW8BWiIkRYGn1uLu7Cc8+a6QEr1GffsoGB0uX2n+u2vKmrhYxZWQAzz8PrF5d/8QOsBurb70F\nTJ5cdQoT0YfSUmD5ciAlxVFnFKp8VVQEmEyCxSOJuokiK8k4IrE/jG5q7seOsdH20qWs1mmPQYOA\nO3cc+eYmarJ+PVuM5OfHOxKiNunpbJZVv37Ov5YmR+7mNSmAJeLDh4HHHgNGjhTsPr+LC/C3v7Fp\nkf372306ojKLF7Ob8YTU1fLlwPjx8nzi12RyN5mApCShxuMGQ83H6is2lvV9KCgAHn3UYaclCpeZ\nyeqlw4fzjoSozd27wE8/AQcPynM93ZRlHK1lSzbvXY7aGVGOJUuASZMAV1f7z2U0spunRB82bmTl\nPB8fea6nyZG7XKZPZ3X8t98GGtJPUvOKi9nN+EOHHHO+5cuFP0qIAgA2ovP1ZU3rbFlUR9RFKsnI\nhVKSHfr0Yb0hEhLYLByibf/5D7sR5siRl/l0x3ffZYOEDz903PmJMly8yCZg/PSTfNeksoydqN+M\nfixeXP8VqbaIiQF++8155yf8rF7N1tfIufBRkyN3oxEoKBBQUAAEBlZ93NFGjWJLyLOzgVq2iCUq\nd/Agu3k+dKjzrtG/Pyv53LlD7YC1RBRZSebbb+W9rmZXqI4cyUolctS4PviA7Xf49dfOvxbhY+pU\nVo557z3nXqd/fzYLa9Ag516HyOfAAeBPfwJOnmTTqB2ptrypyeR+4warhZ87B7i7O+SUtcrLY58Q\nzp6t316HRNlu3mSvp6wswMvLudd6/332348/du51iHxefZX1DoqLc/y5ddF+wHzh0qVLbKrayJHy\nNGHy9gYGDgRWrQKmTXPqpQgHq1ezkbSzEzvA6u7OSAKEj9JS1lq8tv11nUUzyd3SwiXWlEmoebAT\nTJ/Odil/5RXqN6MloshaPC9cKM/1+vUDjhxh0y6p66j6bd4M9OrFprjKjWbLOMjAgUB5Oduqj2jH\n/v1sZeHAgfJcr2lTIDiYbYZM1E/uue3mKLk7iMFQ2W+GaMfixexmqqNvhNVm4EAgMVG+6xLine truncated
"png": "iVBORw0KGgoAAAANSUhEUgAAAXcAAAEZCAYAAABsPmXUAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x10f51c910>"
"<matplotlib.figure.Figure at 0x10dd96ed0>"
]
}
],
"prompt_number": 19
"prompt_number": 3
},
{
"cell_type": "markdown",
@@ -108,7 +108,7 @@
"language": "python",
"metadata": {},
"outputs": [],
"prompt_number": 20
"prompt_number": 4
},
{
"cell_type": "code",
@@ -130,7 +130,7 @@
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAYYAAAEZCAYAAACTsIJzAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x10cbb52d0>"
"<matplotlib.figure.Figure at 0x10ddc1ad0>"
]
},
{
@@ -138,19 +138,19 @@
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAYYAAAEZCAYAAACTsIJzAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x10f8ca8d0>"
"<matplotlib.figure.Figure at 0x10df9cf50>"
]
},
{
"metadata": {},
"output_type": "pyout",
"prompt_number": 21,
"prompt_number": 5,
"text": [
"<matplotlib.collections.QuadMesh at 0x10e09c750>"
"<matplotlib.collections.QuadMesh at 0x10dfc4f50>"
]
}
],
"prompt_number": 21
"prompt_number": 5
},
{
"cell_type": "markdown",
@@ -174,7 +174,7 @@
"language": "python",
"metadata": {},
"outputs": [],
"prompt_number": 22
"prompt_number": 6
},
{
"cell_type": "code",
@@ -198,7 +198,7 @@
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAXEAAAEKCAYAAADkYmWmAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x10e0916d0>"
"<matplotlib.figure.Figure at 0x10dfd5c50>"
]
},
{
@@ -206,7 +206,7 @@
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAXEAAAEKCAYAAADkYmWmAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz\nAAALEgAACxIB0t1+/AAAIABJREFUeJzt3XtcVHXeB/DPGe4oGonilTAwQURA5SJEgnkhN8QeMuXZ\n9QpmtOYlzdzCwLZcL5Xl5prrhq6aEWu5pAZeQ8wEdLVUvCAGCTyaAnITQRx+zx/mJMttZhg4c/Tz\nfr3m9YLhnDOf+QIfDmfmzEhCCAEiIlIkldwBiIhIfyxxIiIFY4kTESkYS5yISMFY4kRECsYSJyJS\nMJY4GZ1NmzYhMDCwzbb/2WefYcyYMU1+PSgoCJ9++mmrbmPatGkwNzfH448/3qrt3LN//37Y2NjA\nxMQEBw4cMMg26cHAEqeHzu9//3vs2bOnya9LkgRJkgDc/YNiYmICGxsbzWXOnDkt3oYkSVi8eDF+\n+uknrXMtWbIE7u7uMDMzw9KlS+t9beTIkaioqICDg4MmGxEAmModgKg9qdVqmJiY6LROQEAA0tLS\ndL4tXc+j69evH1atWoVPPvmERU1a45446czR0RHr1q3DsGHDYG9vj0WLFuHmzZt44YUX0KNHD8yb\nNw8VFRUAgEuXLmHRokV47LHHMHPmTJw9e1aznaSkJAQHB+ORRx7B448/jm3bttW7nbfffhu9evVC\nSEgIjh492mSerKwsvPDCC+jZsyfeeOONeodDNm3ahCeffBJvvfUWHnvsMcTFxTU4XHP/+m+++WaD\n7TdWxrdv34aXlxc+/vhjAHf/OAQEBOCdd97RYZL1TZkyBSEhIbCxsdH5DwA9vFjipDNJkrBhwwas\nW7cO+/btw/r16xEcHIzJkyfjxIkTSE9Px7///W+o1Wr4+/tjwIABOHPmDAIDAzXHomtrazF37lws\nX74cpaWlOHr0KDw9PTW3kZmZCQA4c+YM/Pz8sGjRokazCCEwYsQI+Pv749SpU6itrcXRo0fr7clm\nZmbizp07OHXqVIOSvre+r68vTp06herqanz//fctzsDc3Bxbt27FW2+9hfPnz2P58uUQQjT6R+Ce\n5cuXIzQ0tMVtE+mCJU56mTx5Mjw9PTFo0CD4+vqiT58+CA0NRY8ePTBu3DgcOHAABw8ehIeHB6ZN\nmwYbGxtMmTIFdnZ2OHbsGCRJwu3bt5GTk4OqqirY29tjwIABmu136NABMTExsLW1xaxZs5CRkYGb\nN282yHHs2DFYWFhg3rx5sLOzw5///OcGhyJMTU0RFxeHzp07w9LSstH1FyxYADs7O7zzzjsN1k9P\nT4etra3mcu8PjJubG2JiYhAWFoYPPvgAW7ZsafYwyOLFi7Fz506dZ03UHJY46cXDw0Pzsb29fYPP\nCwsLceDAARw+fLheAebk5CAtLQ2mpqb48ssvsX37dvTu3RuRkZHIzc3VbMPNzQ0q1d0fzx49euDO\nnTv45ZdfGuTIyMiotwdvaWkJV1fXBlnNzc0bvR8ZGRn1sltZWcHFxaXeMn5+frhx44bm4uPjo/na\nlClTcPnyZYwdOxZOTk7NzoyoLbDEySDuP4Z77+Pg4GAEBQXVK8CKigosWLAAADBs2DDs2LEDeXl5\nMDMza/KQSXN8fX3x448/aj6/desWzp8/X28ZU9OmH7/38fFpcf3mvPzyy3j22WeRkpKCI0eO6JC8\neXxgk7TFEqc2M2rUKJw+fRqbN2/GjRs3UF1djdTUVBQWFuLatWtISkrCzZs3YWJiAktLS9jY2Oh8\nG0OHDkV1dTXWrFmD69evIy4uDnV1dVqv7+3tjZqaGqxevRrXr1/HkiVLtH5QccuWLTh58iT++c9/\nYs2aNZg6dWq9Qz4tFXFcXByCg4M1n9+5cwfV1dVQq9Wora1FdXW1TveFHk4scTKI+wvr3vOsVSoV\nUlNTceHCBQwZMgQODg54//33IYRAXV0dVq9ejV69esHFxQUlJSWa50bf/zztxrYfHR2N6OhoAIBK\npcL+/fuRlpYGDw8PmJiYwMPDA507d252W/euu7f+kSNH4OHhAQsLCwQEBDS67P0uX76M+fPnY/Pm\nzbC2tkZERASGDh2KV199FcDd/0b++4/BsmXLMHbsWM3n+fn5ePLJJzWfR0VFwdraGgkJCXj33Xdh\nbW2NrVu3tjR6etiJZkyfPl1069ZNDBw4UHPdwoULhYuLi/Dy8hJz584VVVVVzW2CqF2VlpYKc3Nz\nUVRUJGuOmTNnio4dOwpnZ+cml/H09BQlJSVabW///v3ikUceEdbW1iI1NdVQMekBIAnR9P+Ohw8f\nRseOHTFlyhScPn0aALBv3z48/fTTAIBZs2bBz88PkZGR7fMXh6gRe/fuhY+PDyorK/Huu+/i2LFj\nOH78uNyxiNpFs4dTAgMDYWtrW++6UaNGQaVSQaVSYcyYMTh06FCbBiRqydGjR+Hs7Axvb2906NAB\nn3/+udyRiNpNs3viAJCXl4fQ0FDNnvj9xowZg6ioKEyYMKHNAhIRUdP0fmDz7bffho2NDQuciEhG\ner0A1qZNm7Bnz55mXxLT2dkZly5d0jsYEdHDyMnJCTk5OVovr3OJp6SkYNWqVUhLS2twCvP9Ll26\nhDhdNy6DbwEEt7iUvGKFQFxcHKT/enlSY2Ts87w3y7i4OLmjtIg5DUspOXU90avZwykRERHw9/fH\nhQsX0KdPH8THx+OVV15BZWUlRo4cCS8vL7z88sutCkxERPprdk+8sUf5Z8yY0WZhiIhINw/9GZuO\ncgfQUlBQkNwRtOIodwAtKGWWzGlYSsmpqxafYqj3hiVJEcfElSD212/RUr4oUqvF8s0WyMhJkqTT\nm4I89HviRERKxhInIlIwljgRkYKxxImIFIwlTkSkYCxxIiIFY4kTESkYS5yISMFY4kRECsYSJyJS\nMJY4EZGCscSJiBSMJU5EpGAscSIiBWOJExEpGEuciEjBWOJERArGEiciUjCWOBGRgrHEiYgUjCVO\nRKRgLHEiIgVjiRMRKRhLnIhIwVjiREQKxhInIlKwZkt8xowZsLe3h7u7u+a6iooKhIWFwcHBAePH\nj0dlZWWbhyQiosY1W+LTp09HSkpKvevWrVsHBwcHXLx4Eb1798Ynn3zSpgGJiKhpzZZ4YGAgbG1t\n612XmZmJyMhIWFhYYMaMGcjIyGjTgERE1DSdj4kfO3YMLi4uAAAXFxdkZmYaPBQREWlH5xIXQrRF\nDiIi0oOprit4e3vj3Llz8PLywrlz5+Dt7d3kst/e97EjgL665yMieqClpqYiNTVV7/V1LnFfX1/E\nx8dj5cqViI+Ph5+fX5PLBusdi4jo4RAUFISgoCDN50uXLtVp/WYPp0RERMDf3x/Z2dno06cPNm7c\niOjoaFy+fBn9+/dHYWEhXnrpJb2CExFR6zW7J/755583en1SUlKbhCEiIt3wjE0iIgVjiRMRKRhL\nnIhIwVjiREQKxhInIlIwljgRkYKxxImIFIwlTkSkYCxxIiIFY4kTESkYS5yISMFY4kRECsYSJyJS\nMJY4EZGCscSJiBRMEm30ppmSJAGIa4tNP3SEiAUASJJu7/hBDd2bJZGxkiRJp/cy5p44EZGCscSJ\niBSMJd6Grl5dgMGDewAADh2ahkmTBtb7ekTEQGzfPgHXri3EkSMzEBs7HJ07W8gRVRGam6ckAc8/\nPwBffPE8iopeQ2ZmFCIiBja1KaIHBku8jTg52cLa2gwnT16BmZkKQ4f2xHffXdZ83cXFDps3P4fM\nzP/DU09twsqVRzB1qgdeey1AxtTGq6V5hocPwIYNoTh06GcMH74JX3yRhY0bwxr84SR60DT7Rsmk\nv4AAB2RkFEIIwNu7F4qLq1BQUK75+qRJA5GXV4qVK48AAM6fL4KHR3dMn+6JmJiDcsU2Wi3Nc84c\nH2ze/CP+9rdjAICsrOvw8+uNmJhAJCSckSs2UZtjiRvYjRuvQwgBCwtTqFQSSkoWwczMBBYWJigp\nWQQhgC5dVmL37mwsXhyA8HBX7N59Ec7OjyI83BVffnlO7rtgVLSdZ6dOFqisvF1v3YqKGri6doWt\nrSVu3KiW6R4QtS2WuIENGrQOkiQhPT0SL720Gz/8cBUJCeHYtu0MkpLOa5Y7duz/MGLEZuzbNxnm\n5iZQqSSsXp2OhQv3ypje+Gg7zw0bTuDNNwNx6NDP+O67yxg16nE8//wACCHQp09nljg9sFjiBpaf\nXw53924wMzPBzp0X0LGjOTw9u2PcuAQUFVVplgsOdsT27S9g5cojSEnJgbu7PV57zR+SBCxYwCK/\nR9t5btr0A3r0sMFf//oMnJxscfFiCT74IB1LljyFO3fqZLwHRG2LJ/sY0Jkz0XBw6AxTUxXMzExw\n61YtVCoJVlZmuHnz7r/6rq5rUVhYgR07JkKlkhAWlqBZf+JEN2zaNB729u+hvLxGc/3DerKPLvO8\nX+fOFigrq8GcOb744IPRsLZehtu31QB4sg8ZP11P9uGeuAGFhHwGc3MTxMePQ3JyDhITsxAbOxw1\nNWosX/4dAODKlUoAgFpdB7W6/vpqtUBdnYAktXdy46TLPO9XVnb3D+DUqR7YtStbU+BEDyKWuAEV\nFJRDpZIwaJA9XnxxF3JzS+Hubo+4uFTk5pbWW3bt2mPYs+cPWLjQH3v25MDNrRtiYgKxbdtpTQk9\n7HSZ55AhPdC3ry1OnryC4OC+WLBgGOzsrDFx4naZ0hO1D5a4gXl5dUdNjRrZ2cXo1MkCbm5dkZb2\nc4Plvv02D9OnJ+F3v+uHhQuH4fz5ImzefAqbNv0gQ2rjpe08LSxM8dZbT8HJ6VFcv34TR48WYOHC\nvQ0OtRA9aHhMXAEe1mPibYHHxMnYtdsLYG3YsAH+/v4YMmQI5s2bp+9miIioFfQq8ZKSEiLine truncated
"text": [
"<matplotlib.figure.Figure at 0x10fe8fb90>"
"<matplotlib.figure.Figure at 0x10dfa5990>"
]
},
{
@@ -214,28 +214,19 @@
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAXEAAAEKCAYAAADkYmWmAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x10cae5410>"
"<matplotlib.figure.Figure at 0x10f09be50>"
]
},
{
"metadata": {},
"output_type": "pyout",
"prompt_number": 23,
"prompt_number": 7,
"text": [
"<matplotlib.collections.QuadMesh at 0x10e7ca410>"
"<matplotlib.collections.QuadMesh at 0x10f2d2a90>"
]
}
],
"prompt_number": 23
},
{
"cell_type": "code",
"collapsed": false,
"input": [],
"language": "python",
"metadata": {},
"outputs": [],
"prompt_number": 23
"prompt_number": 7
}
],
"metadata": {}