Skip to content

Instantly share code, notes, and snippets.

@certik
Created June 6, 2013 17:44
Show Gist options
  • Star 0 You must be signed in to star a gist
  • Fork 2 You must be signed in to fork a gist
  • Save certik/5723420 to your computer and use it in GitHub Desktop.
Save certik/5723420 to your computer and use it in GitHub Desktop.
{
"metadata": {
"name": "VTK"
},
"nbformat": 3,
"nbformat_minor": 0,
"worksheets": [
{
"cells": [
{
"cell_type": "code",
"collapsed": false,
"input": "def vtk_show(renderer, w=100, h=100):\n \"\"\"\n Takes vtkRenderer instance and returns an IPython Image with the rendering.\n \"\"\"\n renderWindow = vtkRenderWindow()\n renderWindow.SetOffScreenRendering(1)\n renderWindow.AddRenderer(renderer)\n renderWindow.SetSize(w, h)\n renderWindow.Render()\n \n windowToImageFilter = vtkWindowToImageFilter()\n windowToImageFilter.SetInput(renderWindow)\n windowToImageFilter.Update()\n \n writer = vtkPNGWriter()\n writer.SetWriteToMemory(1)\n writer.SetInputConnection(windowToImageFilter.GetOutputPort())\n writer.Write()\n data = str(buffer(writer.GetResult()))\n \n from IPython.display import Image\n return Image(data)",
"language": "python",
"metadata": {},
"outputs": [],
"prompt_number": 1
},
{
"cell_type": "code",
"collapsed": false,
"input": "from vtk import (vtkSphereSource, vtkPolyDataMapper, vtkActor, vtkRenderer,\n vtkRenderWindow, vtkWindowToImageFilter, vtkPNGWriter)\n \nsphereSource = vtkSphereSource()\nsphereSource.SetPhiResolution(200)\nsphereSource.SetThetaResolution(200)\nmapper = vtkPolyDataMapper()\nmapper.SetInputConnection(sphereSource.GetOutputPort())\n \nactor = vtkActor()\nactor.SetMapper(mapper)\nactor.GetProperty().SetColor(1,1,0)\n \nrenderer = vtkRenderer()\nrenderer.AddActor(actor)\nrenderer.SetBackground(1, 1, 1)\n\nvtk_show(renderer, 200, 200)",
"language": "python",
"metadata": {},
"outputs": [
{
"output_type": "pyout",
"png": "iVBORw0KGgoAAAANSUhEUgAAAMgAAADICAIAAAAiOjnJAAAXvklEQVR4nO2da5MbR/XGn9Zetetd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\nogJWURIVsIqSqIBVlET/D0JVmiev0mxXAAAAAElFTkSuQmCC\n",
"prompt_number": 2,
"text": "<IPython.core.display.Image at 0x2e84c90>"
}
],
"prompt_number": 2
},
{
"cell_type": "code",
"collapsed": false,
"input": "from vtk import vtkStructuredGridReader, vtkPlane, vtkCutter, vtkDataSetMapper, vtkContourFilter\nr = vtkStructuredGridReader()\nr.SetFileName(\"/nh/nest/u/ondrej/Downloads/density.vtk\")\nr.Update()\n\n# Contour\n\niso = vtkContourFilter()\niso.SetInputConnection(r.GetOutputPort())\niso.SetValue(0, 0.26)\n\nm = vtkPolyDataMapper()\nm.SetInputConnection(iso.GetOutputPort())\nm.SetScalarRange(r.GetOutput().GetScalarRange())\n\na1 = vtkActor()\na1.SetMapper(m)\n\n# Plane\n\nplane = vtkPlane()\nplane.SetOrigin(r.GetOutput().GetCenter())\nplane.SetNormal(-0.2, 0.2, 0.9579)\n\nc = vtkCutter()\nc.SetInputConnection(r.GetOutputPort())\nc.SetCutFunction(plane)\n\nm = vtkPolyDataMapper()\nm.SetInputConnection(c.GetOutputPort())\nm.SetScalarRange(r.GetOutput().GetScalarRange()) \n\na2 = vtkActor()\na2.SetMapper(m)\n\n\n# Render\n\n\nrenderer = vtkRenderer()\nrenderer.AddActor(a1)\nrenderer.AddActor(a2)\nrenderer.SetBackground(0.8, 1, 1)\n\nvtk_show(renderer, 500, 500)",
"language": "python",
"metadata": {},
"outputs": [
{
"output_type": "pyout",
"png": "iVBORw0KGgoAAAANSUhEUgAAAfQAAAH0CAIAAABEtEjdAAAgAElEQVR4nOy9ebxuWVnf+Vtr73c8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\n",
"prompt_number": 3,
"text": "<IPython.core.display.Image at 0x2e97ed0>"
}
],
"prompt_number": 3
},
{
"cell_type": "code",
"collapsed": false,
"input": "import vtk\n \n#Create a cube\ncube=vtk.vtkCubeSource()\ncube.SetXLength(40)\ncube.SetYLength(30)\ncube.SetZLength(20)\ncubeMapper=vtk.vtkPolyDataMapper()\ncubeMapper.SetInputConnection(cube.GetOutputPort())\n \n#create a plane to cut,here it cuts in the XZ direction (xz normal=(1,0,0);XY =(0,0,1),YZ =(0,1,0)\nplane=vtk.vtkPlane()\nplane.SetOrigin(10,0,0)\nplane.SetNormal(1,1,0)\n \n#create cutter\ncutter=vtk.vtkCutter()\ncutter.SetCutFunction(plane)\ncutter.SetInputConnection(cube.GetOutputPort())\ncutter.Update()\ncutterMapper=vtk.vtkPolyDataMapper()\ncutterMapper.SetInputConnection( cutter.GetOutputPort())\n \n#create plane actor\nplaneActor=vtk.vtkActor()\nplaneActor.GetProperty().SetColor(1.0,1,0)\nplaneActor.GetProperty().SetLineWidth(2)\nplaneActor.SetMapper(cutterMapper)\n \n#create cube actor\ncubeActor=vtk.vtkActor()\ncubeActor.GetProperty().SetColor(0.5,1,0.5)\ncubeActor.GetProperty().SetOpacity(0.5)\ncubeActor.SetMapper(cubeMapper)\n \n#create renderers and add actors of plane and cube\nren = vtk.vtkRenderer()\nren.AddActor(planeActor)\nren.AddActor(cubeActor)\nren.SetBackground(0,0,0)\n\nvtk_show(ren, 200, 200)",
"language": "python",
"metadata": {},
"outputs": [
{
"output_type": "pyout",
"png": "iVBORw0KGgoAAAANSUhEUgAAAMgAAADICAIAAAAiOjnJAAACgklEQVR4nO3cwW0jMQxAUe8ihaQU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\nEfl7AAAAAElFTkSuQmCC\n",
"prompt_number": 4,
"text": "<IPython.core.display.Image at 0x25473d0>"
}
],
"prompt_number": 4
},
{
"cell_type": "code",
"collapsed": false,
"input": "from vtk import (vtkStructuredGridReader, vtkPlane, vtkCutter, vtkDataSetMapper, vtkContourFilter,\n vtkCamera)\n\ndef get_plane_actor(r, n1, n2, n3):\n plane = vtkPlane()\n plane.SetOrigin(r.GetOutput().GetCenter())\n plane.SetNormal(n1, n2, n3)\n \n c = vtkCutter()\n c.SetInputConnection(r.GetOutputPort())\n c.SetCutFunction(plane)\n \n m = vtkPolyDataMapper()\n m.SetInputConnection(c.GetOutputPort())\n m.SetScalarRange(r.GetOutput().GetScalarRange()) \n \n a = vtkActor()\n a.SetMapper(m)\n return a\n\n\nr = vtkStructuredGridReader()\nr.SetFileName(\"/nh/nest/u/ondrej/Downloads/density.vtk\")\nr.Update()\n\na1 = get_plane_actor(r, 0, 0, 1)\na2 = get_plane_actor(r, 0, 1, 0)\na3 = get_plane_actor(r, 1, 0, 0)\n\ncamera =vtkCamera()\ncamera.SetPosition(100, 100, 100)\ncamera.SetFocalPoint(0, 0, 0)\n\nrenderer = vtkRenderer()\nrenderer.SetActiveCamera(camera)\nrenderer.AddActor(a1)\nrenderer.AddActor(a2)\nrenderer.AddActor(a3)\nrenderer.SetBackground(0.8, 1, 1)\n\nvtk_show(renderer, 500, 500)",
"language": "python",
"metadata": {},
"outputs": [
{
"output_type": "pyout",
"png": "iVBORw0KGgoAAAANSUhEUgAAAfQAAAH0CAIAAABEtEjdAAAdG0lEQVR4nO3deYxd53mY8efcdfYZ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\ngIy7JAVk3CUpIOMuSQEZd0kK6P8CaqIPqB5VZXoAAAAASUVORK5CYII=\n",
"prompt_number": 30,
"text": "<IPython.core.display.Image at 0x2565410>"
}
],
"prompt_number": 30
},
{
"cell_type": "code",
"collapsed": false,
"input": "camera.SetPosition(0, 0, 100)\nvtk_show(renderer, 500, 500)",
"language": "python",
"metadata": {},
"outputs": [
{
"output_type": "pyout",
"png": "iVBORw0KGgoAAAANSUhEUgAAAfQAAAH0CAIAAABEtEjdAAAgAElEQVR4nO29y68kyZWn95m7x+u+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\nRK5CYII=\n",
"prompt_number": 32,
"text": "<IPython.core.display.Image at 0x2547250>"
}
],
"prompt_number": 32
},
{
"cell_type": "code",
"collapsed": false,
"input": "camera.SetPosition(0, 50, 100)\nvtk_show(renderer, 500, 500)",
"language": "python",
"metadata": {},
"outputs": [
{
"output_type": "pyout",
"png": "iVBORw0KGgoAAAANSUhEUgAAAfQAAAH0CAIAAABEtEjdAAAgAElEQVR4nO3da5Bk6V3f+e9zLnmv\nqq6+93TNaEaj0QWELquxkIwIhIG1Awf2BpeN2Ik1tmzLxlgI6F4b1otfbJhdFoJpGynCOIjdJQJ7\nBbG8AC8mNgxro11AMtYIgUd3SzMaTfdMt2amp7ur8nouz744+Zx6Mk9WdY0006Kf/H0ioyYrKyvz\nVHbM7/zP/3nOc8xj1iIiImGJvt4bICIiLz+Fu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIB\nUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hI\ngBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4i\nEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriL\niARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTu\nIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCF\nu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI\n4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIB\nUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hI\ngBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4i\nEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriL\niARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTu\nIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCF\nu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI\n4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIB\nUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hI\ngBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4i\nEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriL\niARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTu\nIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCF\nu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI\n4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIB\nUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hI\ngBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4i\nEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriL\niARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTu\nIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCF\nu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI\n4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIB\nUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hI\ngBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4i\nEiCFu8jaediYr/cmyCtO4S4iEiCFu4hIgBTuIiIBUriLiARI4S6yjjSmGjyFu4hIgBTuIiIBUriL\niARI4S6yptR2D5vCXUQkQAp3EZEAKdxFRAKkcBdZX2q7B0zhLiISIIW7iEiAFO4iIgFSuIuIBCj5\nem+AyB318O9+mcG/pf87nPhUwgtvIX8LozcyeSM8ZIlvwRPwJHwBnoAXoIQScncrwYIF3I9KKKAA\nCyXgPQF3JwIDEUSQQgtSaMMGbMAAtuEEnIBt6M9vV7/NNrf/7JMGwHivX21SMb9d/aYVv3XYB2LM\n5TfDDDLIoIAcivmLX33uNq929pwhdn8gB5eLkXuOcR/FvWQ7sAu7vPB/W+DhKx/t8zf+3/Ofe0nb\nLwdRuMuauTZmb8I9J7E7HdPpMI65kjJpQWmJCyghgxEM9xNzP/IK9zrWRap1t9J7F+Plbx3rEbSg\n4/K95yX7cRfuGy7cO5x93JBCCkC8Kj2t915ue87+sWEKMxjBHgxhD3bdnSGMGp9Jnez1Dsztw85u\nm4W/i0ZGR+7J1ZbUuzcWP4Hq86l+NwEDE0bnmL4FdusX/riS/WWkcJc1c23KzhmyPbJZp5XEXIlJ\nq3razrAZZgZDd8sX873wErwumcvFx/GyDy/WY2i5cG9DF3owgOPuVhXvVbJXpX3ikh0v0/2avX7E\nusfrzC29zfOPPKoEX1LX7Jn3F9nFQ5Ba6f2B9V6tfndf5N2x3l4BMBQ5mWX3Ifp/ybpn/fEh/27y\nUincZc0UffIt8k3KsylFwsRw03LdwiTHZKS5C7uKXWzFmEbqVYEVL37LYiumTvY2dKDnbn6yb8MW\n9JlX64lXrdev3GRWlcl+v6hs5Pus8SK5OzRhscvUTPZ6R1IH91LW16LGt7H7GkNCPKZTMvYSKFcc\nvaz0acqaKWPKGI4Rt0pu5XQnpHtQwrignbtAzL3M8ovipXLVejUpi8kee3GWuGSvblVDZstV68fg\nGGzBBqQQQ4ptlupL31X3bONn/gBAldR112W2uN9ydr7E5Xu83UC5/IS52P2BKft99njxqMK6zlXk\nPhzjfQ6Rt+syDLbJtpnuv8G5w//p5CVRuMuaKSPMSeIe0Sjj82OSCcmQaFyWnQxbjyg2exdmMWcj\nl1zWC7i6iq8CPYLEdVfqsr0Fm7AFx2Db+zqAFBvPg8/67+v9d16m28ZDLAZ93UeawgSmMHXJ3gj3\n+fP9ZLeN3YZXdNNyf3LiGuj1BtTDEv6xTuTt5FL2BxKmDLxwf+z8/7hqy+SrpHCXNWNjkm2SNnGS\n0y5o57RHxC/kZVGQGjo91/guvDTMvGFD693Hq0zNYgjWhWqV8h0X7m3YcuHuJ3t7/lt1NtLYodRv\nuOrv8m71CPDUu7k/ZOd3Dvh1bxx1IdljV6on0HbjAZvu8cT97fUrZOwHduZ+Wrrn15U70OGFV7+0\nuT1ydAp3WS+P/Q/nH/61K8Q97Aul6RZ0hiR7xF8psiSirPJ34DokdTcjd70OFpMdb8jUlaiXHpsX\nwqM+n7+PX3kADA+daG8Vab+0D0bZq4fZT73KzmP9GPSgDSmlmY9rVszi8YD/iDWueK/VzaJ64NSf\nAzNzt5VlO95+q+6lVKpEPgGRN9h7Hxx3WZ+651f7vxm86FL+JmRgYAaFdwRT7flKOP41/VPK4RTu\nsn4KMAl0c9p7xEPiPeJhTNZiWrqhzlMwWczEfNUAI/vJfukPXCbG81q1l3DK8j05t47zumnRzU1Z\nsGXKnrGX/sN+U+XH/3tozUve3Ov2f/Ol1378wudZnHy4zN+kpWSvCvaZl/LZqtFUAHae4/J2Y2y2\n7qJ0YBNOwRbcB6+C4+5AJHUtnar/swc3YQI3YcMdMdThXo0q12MVg6/iH0+OSuEu66eKoeGkHJwv\nuVFy8zKfH2FGhjRl+5TtZNAiyjGZl+zFYkPGzvvy3/Uk33iZ+56HNuB61sV8VsxJSzaFmyStIils\nmZsNW+7PNQQs//QnAG71+HSXT3eZxu1NO9iw/dNM3/Pzx86Ym7Gx//OFhRHKZaU3Dpx7gT5rhHtz\nLKG2lOx1F+UYnIdT2Huw98J9jM/zuZSyTdw2kZ2P2Q4Ke2oCu6SbtHehi9nCFG4Hk7uyvR4nKOHU\n1/bvKIdSuMv6yWECk7YdnM958Uk+k8F5zHaLnZZ9EU7fjxlgmGelqWe7l17E55Dz5/71W14/+9IZ\ne4O+C9YCYsjnVWo75v4bMIOepSwWXqfweiltNg2nDRND0Z1t2mliyWx0ykwGxkaGn/l5gCjiH1/w\n/hD/RNnCK9vr2ZxTb+fkz3c8SJ3s9fjnCTgLb4Yz5GfhXq6c4Hcxf9K1p6O0ZNOaDDtMEnsmse9q\n04q5t0veJdoiKbxtqD6QWgkFV/+CGu6vIIW7rJ+qNVyeySi+zBehD1vtFjfhBjzNjRy6A2LoWKKS\nyNIq90/dNC5G3/BTf+d1nc/dE7fbx2DsBmBnLkOz+XmYDGEGe26os/SOAKzXoDCcNZwwZMYmySy3\n+Yxok2lisGAtxhBF/NzPYiKiiH94wf0tftnuV+h1Fe8ne3Hwx7I047MPJ+AknIfXUbyK/Cyf7Jvf\nxfwO5kbULtks2YSRiUeD2J6HCbwt5bwlOuE+pakX7v7nXx66JfJyULjL+tmrzsi3JBHHvw1KSEte\nLDFP8OSX+MRZaMFJGEAEA9iJAaYF/Yh2DBEP/Xc//tpjn7/n2DNn+tfmp7OOvWZIfc5nlfWTxSjH\nO/en+nYCE3q77rTV7qyaZWhjrMW6AtcChijCGB79GUwEMRfe15jY49/8Y4VDI3XnRS4fW5zzU62R\ncC/cS3mej/V4lj//RcwXMbbcgmOYLuZWap6H6ef4jwNmvZgTsBMTFyQRabUQTrI4uai4XYNIXg4K\nd1k/JezBixEWTMr2u6Fbcv1xPgVPRXAKjsM9sAHbEadhYLhp2YyIAUuccL5/pbphoOVmoSQwW/xq\n3EySunb2TxzFq5RHLk/7bhZKgmlhUtetrrbXP3MqhohLPwsxF96zWLPXDfd6rZh6puNt1bM5+7AD\nO9hzfKrLb8GE0zd4p7UJ5TFMG2NgHLM75vcMJx7n2S04BcZwOmYAWOgtzsSvjjAShfsrTuEu68fC\nGPYMLegaOm26r73M4wZjiAzmJvYc5HDWEEEbnoTNZB6eLXjXe9/z2q3P39N7ppeM5rHe9k7qmXkn\nMUX17EX31R8StV4Tv1rPy7jTnVre+pFuuTHT8k6YqufQVBH/QTBc+IHFcdRiMdkPOft0STXx8Syc\ng/M82ee34N/AGErupXgnNsaUWIsZT/hDGMRs3+DGFcZPQQc6ho1qBQV/EZ7SLR8Wc/Vtari/shTu\nsn78lIkgNq5bYSzGEhUUVStl3KiwY/hz7/nh12x+4Z7uM6fbX6F0/w9VyZ6tCvTSZb11P7KLIWsX\nnzxyQW8bp7a23Tzx1DtPyuy/6aVfhogL3+51/wuv517cLtz9ZRVKNzixx3NXeDHited53Pyh5bzh\nORtBVB2D3IQPD/jyPdBm9jY4D5vVSU7We8fMHUNUjXg13F95CndZP9ZL9nkQW8C6pQNyijFUt4kX\n7lVEn+w/sz145vjgmWm91EritUrqZK+HDf3lzusNqO/4jfil+7gByWpR3CriOxBD21vYwD9EMBBx\n6bcg4sIbGosV37ZyrzesevJ4Pj4xvMobztMyPM9XrvARok8RUb2u4ZlNXjgF57A7FPfCebe6ZbWr\npF5FuT6danrgdHt5GSncZf3Ui5y0Ic6JgClcgcvw5S2yPmzASTjjFm08AQPYgrf/0H/zmq0vbPWf\nydJpDsaSGEo3zc/U3WqzkLb7o5S1pTRv3uqf1nuFCUwAt+Utd45o0ugCxfMTZS+8zmv3H6Ets3OL\ny5uueJ/MF7Uvr3FvwuwWrW32YjL7CWyHZL54TSflTMnZgu2Sh+Ah2C44AZHdn1a0MI1n6vJdXmEK\nd1k/sVtRvQ9pRpTDU/A4PH6CvdNwAu6FB+A8bLivfcsb3/veaOsLT/evxp3rN6EDieF0laiGxGIN\npi7S6zns9TzFOmGbUV6uqt/9Er5mvHD0U761GO4xxFz6BCRcOLF4CY7DWXd+VtW1f4biBnaXY0OO\nDdne4l4bsZGTzmfedBLO5iQFac5DcKKEnHZJUi6O7tZlez0kIK8whbusHwsdt1JKz8BNeDzi06fJ\nT8Ep7INwPzwAO25p3shy//f/GOeu0Lsx613/Ejzvqvs2nIDcEhliXAtiqdPt53uxWEcfVLCvTPal\nR2ZuQk7L9eLrZRqj/Yr+pwueOck/Hx4t3OvnTOFL0CPa4FTGqV24wevO8A09S1HQnh8CdKqDnwKT\ncazYnxRk/Cn2M+9iIDPIuPozGk19xSncZf3EbhZK/AWiz8OT8H+9mdn9lKcpz8E5y/1wMoNd2jMS\niApIbhC9UPRGRO0Z2YhZD1Jv3fLSEpvFmYgTt9yuv4bB0sTzpROaWJXshyehdW9ULwVj9odbi5QX\nurxgeddD/MF/4vX/ZYfPTm7zatXb7c3XaYgnbFc7jDG8yPbJkr3FCT+5dyu8wr9096cQuXAvDl68\nTF5WCndZP/NByE9i/hg+Do9/I8+9ifIhuN+WJ+G0ZTBxlx59kciy8+N/n9fusd0y7WpyX1S6GStd\nMJbYEls3w2bixfp0cWJi4XVIDq/caWT6bYvdzE3XSfYv5BSn3LtLu0Uv5a+8lTfdKj9y6GvsjLjc\ndW+XuX3XEJ6F52ATTixeIsq4GeuZ91cUbo6Q8WYQWfdMTZW5IxTusn5K4HHsx+GPW+bjOzzzZorX\nT8sHC14Dp62bJbILI3iRnR97P6+5xWDEljF0DC3DzerM/JPM+8uxJcpdpo9g7L5mi8l+SE8G7w6L\nUf6SUr5wUxirIdYcEk7HnLaMLeNucXi4L7y+dRv/tNthdN1uY2kx4vr59SBw3GgQ1YPDR5xrL18b\nhbusnxxmuZnlx4vrDzJ9gOItRfnAHvFnSfCmAE4gZ+cfXeDBm5wZcna3xfU2N2G4QXkKTsIxS1IS\n5yQW9txltScu3P3lGMsjJDsH3PEdpVlt3Z+JW0G4hAndgu7mEcpm/1KC1UvNvBUOEu+CsXXE+29t\nvNk79f3YPfPoJ1LJ10bhLusnt2k2PW6fP26ffwPDNxTlg3s8OIRbJF+EwlXc1e3ci5y7xtlhpzPq\ncCPhepu9e+Ac3ANRhslIq/3BEPa8tszYmyhSNprsVcAdHu4c/Ejzp2bxafW3hdvfjCCHvdt8NpeX\nVguwLpGrB0u3t6jfhcVwr2r5xJvd71+Xyt9hyCtM4S5rx+Tlph1u2OGmHR5n99yUc1NOjmAIz8PN\n/ZWtdj76t3n1Vc69EJ24PmCyzSTl1gBOwVlozyDDzDBTl+xDN45aJ3veqNYPqtlfUu+lGegH/Xp9\n0eohjI58fQzbiHhce7153ZCl5SRxA83+FbSrQr6EkqtPKt3vhOj2TxEJjbHWJNZsW3MM+pZkCiOX\nzm4IdOf3/j73fIV7LnPP0ye4dYLdbW6cpbgPTkO/wEwxI0zdoN+dn/XDyJsh05wWeZSezFGS/bZP\nq5/j33Zv8/RLb68+oVXXBCkXjzzKxSMSfwdWNMYYCm+2u9wRqtxl7VgbdWx0nGib6BgkU+wIO8RU\n+Z650Dx7jXNXOXftWLy3TXaacousUzKAbePaL2O3FEy95O/UrZ2SN/owBwU6i9++EnXt0V/zJpe+\nAeDCJxd/vX6FstECqixdDLBe4MHfAPVk7iBV7rJ2Hvup8ykmsaZjTdeS5CQZtqoo7XwW/M6f/CDn\nnuPstc7GzeNkJylOMtso2bJs1mt77dVLw7sB2Gr641JDpmgke7PpcfTI+1rC0XLptr9+a/7nXHqw\n8abNP+GgW7MBVXqFvNwRqtxlHVkbtWzUJ2qVpCWmHjlMIWLn3/5dHnyac8+bM9ePU2xTnKDoWjol\nHUuSe9X6yN1mi6di1qfz+NldD6LyEjP6Tla7e/sz5S/dQ9HjH3zhCNuw4rquiyc6Nfdq8gpTuMs6\n6mD6mIE1qQXrXe2ozc6v/xgPXOXsi5x94Th2G7Yp+9a2LW1ol4t9mPqspZVTHm872ZHFR1auHHmH\njbyZ6SlxxN/7C/x/r2bc2eiz9SKdyx/8wkt4Nestqqlwv7PUlpF1ZO18TDWxpJbEYqrVxHrV3Mfr\nnNntdooexQbFJmVqSS1tOz8jf/+2lOzN05TKRqgdfsef5fJ1MfL+uhnE7OT8F2PezOT1TGCy8yNn\n/BXkF251z92/v3JqjbzyFO6yjqq2TIcorRaEcWuj7/zm3+PsjLPT6OSkD5uYLkVU1ey4c1CnLvim\nrsPuN9mLxXFUv2xvRvzKSvbrm+/WrQZTnZt6i+6Yt+7xjizbYK/PECY7f/Obd77/byysQOmnedxY\n7pj9Q5Orz6l0v0MU7rKOkvpmMBFRDAk7/+T9nB1ydsjZooMxzCKyFFtN0U5LmHrXv555HXZ/wt/S\nrHZW5fvKfGsWuQc9+Iryxz9zuAV7MCIZETHdYEjRoehT9He+68J8lZ56KZv40Fo+Ut7cUfqwZR3l\nMImKiSmqVRSjqidzbsjZIWeGcTpMmLWxhiyCrqFrXHk+9ZowfrKvnAbDATleWxncBw1O3pmU93dF\n1f5pAiNeHHGztEMKih55j7IN7Dx8wa2cDF13oaiWv/NcvMWHv7e8nDSgKuvIEpXWTE2RQJRCm/t+\n6K9z9lnOjaOtcepmOHZdWMW5F+V1H6Y8wkxH7y3nmpPEl1rSR5yX8sq1N6w3Vz2eLz9wM+PFMbt9\nKPuUPdz8op03XMBy+alLqw9W/H2SRlPvLIW7rKMp5dTYqbEmwsZ84/v/Fg9cY+sqZ24lkDBM2Otg\ne7AB3SqVmmdd+nO6m8l1yNoAzd6LP1tm6ad2VcFuX/mUr142hpiZYRixZ6DsUfQpe/tPMxCz800X\nLl92+T5bHGzALeaucL+zFO6yjizR2BQjU1h4x/veZ04/ycbTnL7WIo+ZJdBlegw2YQPKHJNj8Er1\nwkv2g99jhYOaMCtjvRJ55fCdSfn6BdN5L2USsWsYJRjbt6aL7c03LIaOJTb02HnHD17+0q9QuiUc\nlsaTcy08cKcp3GUdWWusjaamJOLE5tXJxtXJxuU03euTtCgM0204BltgLKbuKpSL51j6Yfq1BOsh\niyxywBFAs3vzsqe8txT7OMGmTBNM2bNRh7hDClNIoFOSGtKM7MbOq9+6kdz4zNNPzucR+fNB676W\n3CkKd1lHM+zYlCPs9/7QXzu1+eTZ/tVh93oOCbMOUQ8GcBy6zMtPw+KaXzXTuMOqkD1oINT/9ZX3\n6+c0x2mN9xXvzlKB/9UFfZ3sBhsxS8gT0iidRB1TdG0VGz0YT4kTekVspjAs2LXc+sv3nvpt8xxT\ntzRm6a4rW62XKXeKwl3WVIb97R/7Sw9sPLnZvbrRu1rN7TYAZRe2YBtiSwTGLnZjaIwWLq15+5Ly\n1P9dvPsrdxu2cbiwND/HHrwBR9yq+q2j+WhqHrOR0klp087ojdIOtp7GXmCeJjlhWmU3m+VMLLeg\n9T7b22mNfvK8O8OrnK+wdvWX1HS/cxTuso5KePzn+vduPHm2e/Vs96qlyKuzmVxneAvi0k3dtt4J\nStb9/tLZpNHiefZfXYfENLK+OQPSLu5g7OIjtvHuprE/OCJ37aQ4oYjZbrFFOqSIozRvuSnt8YQ4\nw/znXrTZame9IospIybVfuHnrvEP3+RO9arWbJA7SOEu66iAjd61pH+127t2ItkrLWNDbCksiSE2\nxBZrMSUR3pT2stGZsQck8iHN8SXN/D3ogMCPbD/fy8a3LG5hc/b9Ify3i8ASxQxaTFNO0LqOHTEl\nGhG1iWPyKeUN0usRV++hY+Msp9iwprpWB5af/xMiy4VvdWvcyx2kcJd1tPsb/+b45rXN3rWo95Vd\n6Fn6FiyFBUgMlBiwpXdKauaFe3OKi9+T+epa3v4zS+/0zmjxjfCCfulso+rbyD24NOn+ttN7/BeP\n3d8SQ0wroR8ZywstNkrGEEGXqBW3ZkU5xDzXwaRk52FiMdb2wFhsMY/4S/8eCi5835E/Cnk5KNxl\n7bzzL/5wtHF12r2W9a4NDa35Aoi0ISqxJaacz+sw1p2VOvOupuTPSa9mcHt17ooynIMj/pDor5s8\neKfy+5bODzpotQNvGv6lo9TO9Y6k2kkkkGBiYms7xmRcgS6chk1DJ+FGGk0zbrawAzp9ptvVrsFC\n/TG6swQu/Sr8S0PBI7+qzvudoHCX9fLwd1w8s/GVrPeVSe/aKJ7MF3k08555FLnhU3/x3nrJgTrc\nS5fjkeu2HzRd/Sg55jfKrRes9TWPrPd4c6zV37U0S3X/8aOHu38FpQgSJiXEWUIET8EITkb0EvZi\n9roUPWgz2sBEFkraLF6dY/ESsh/6frOb8DJcmSwAABsHSURBVHd/TRH/ylK4y3o5tvn0sc5zaee5\nvc4L1VU3em7CXmEwVbhXo4XVGpDuYtnzW/M61zRa5BwwXfK2zfdaudj7tq5RYxcfb06aXGrXNJsz\nt7XU64/nK1+2SyZg41mLcsY1mEZ025Qtpi3Ygi60sVQ7IP/yqs2VMkt6Mb/0XvP/dHiidSritZZ7\nP/borx5t++SoFO6yRr71/a87c09xLM+3Os/vwhRSr51u8eZ3V2GUeivJLK0hw6pwP6jtbryvt1W/\nuB/fdQHud+Hr5ywtALi0m3lJ4V4v1Vu9eA5gR6QprxpwCzsms+QZZUovpeywtwFt6C4OxC5fQTtf\n2CnGOW3Ld6b8Ec99il14/u0X32UpP/boR462lXJ7CndZI5vp3mY62mS8zbQPI2jDNRjM28IkgMFU\n+V7OF3nfnwTZrNZrzWp6acLMUfK9+aOldo3/1b9TNt59acNWvvhKS9fZKGGMmRD36E95oIuFa9gh\no4RRi06XsgsDaNXvtjSrx1+Ep76fkU4xI97VY8tMPs3nbnKl5NjbLz5Y0n/s0f90tG2Vw2jJX1kj\nv/3olQ3yDfIENuEU5LALu3DdKy6tcafwpO7Wgtb8CqvLkwUP+XapV9PsyB+k2VHxuxz5qluzAbL0\nUkdwYbC4DnvhjlrGpDm9iFNwP5yBrXmgT9rkPfchLfxlzeMG/w/JYUQypL3H2wrebXkbe2e4HPN0\nwrNvv3jfkTZXDqXKXdbLBnmPojo7aUY8o8jgBuzBFE7Bdt0GiV3Z3rxmHq7Uj7wORuSGH/GGWA9x\n28D1+zP1naWeuF9im8aehsbo6+Ei747xBh4mMKK1Qc9y0pBD7A5sOpC4JdxtXbYb70VMY+9iIduf\nRWMK7utyX4sHDV8m+xLPXyV9x8Xtks5/fPTZI2y0rKZwl/Xy04+OP3jRVCOmz9J5jmKX7BZFipnA\nGLsLx+BY7PKotVgFV1aOdtLI66VJ5c3WyhFbJUvJaLzfXQr6aDHu/Scc5Sh96TnFfB84XyhmRCel\nTDkFKeyBdfleT4vfj/XEfSz1bem03sx9dNWQdYczLU63eNDwJbInuHGN5J0XN3Lijz1642gfkyxQ\nuMva+ZFH7S9eNNdoP0P7OQpbnpmaW1Nzc4gdVhfpgBn0Y7qGqAqjugpuNl4iV+EWq8J6qSvyVed7\n/et4+b70gqyq33Hbf9vTl2jsM3CdmT139fCI3gakpLDpVn6MXY7Mw7x+66TRdq9fs5J77aYc2pic\n4y22Yh6K+BL5E+w9Q/QtF7szoo89Onwpn5Qo3GUt/dobfn1j598Pf/c38+K+wtqZ6USmu2t2h2Zv\nD1tNB9+EHmwlJIaoblPE7muyWJZmrs7NXVRV7MtXvy85aIdBo1o3R2sT0Uh2N/g5H5pI5w/3Nmkn\n8zVjMjDQWhrKrZtUyWKs1/wZpbk7saA6GbhN3GGQ8A0xr4t4ivJpJl/EvOtiUhB99NHZS/uU1pjC\nXdaSsZjy7N8cPPEvXlOaWzE9w8DQw3SnjJ5nBOUUtiNiS8sSx+Rt+tWltGNowQxS17KYuFNVq58W\n7mud8n6+H5TmX0UJz+JMmObUmpUTe277sv6RQVWNTyCGW/uvE/foprQjSjPP9+XLo1YP1fnut49q\nS2cMWMjnVx43beI2UcqrI15leIuxT1I8S/GdF02OKTEZ9qOPHuVgZH0p3GUdGUqMnZryjT/5f/zp\nz76nNKkxiYniHp0O4zZ7Y16MTRZjY+hFTA2jki70oZ0wyN38GVdsMpmnEjMv3HPvjn8RbbyIf6mz\nJM2hj9+2nD9cnZZ+P6fa5ok7ajHzFDY9ohYmIo4wpvpMF4t3XOTXG5B7/aLCHVKUbnS6bsEX872m\naRO3iFOOxbzJ8EbDDJ7FXsO+CH/5osnd7vUjjy5/dg9/7w9j24/9xj89wp8dJoW7rKPC2AllaewI\nvvMnfvleuBf+p0vvzpgOmc0Y9ihTogl2z9hpHI1sMY4whtSQlGzEbCYMWnQLF+4dFzMz77YU8Usn\n4huvbvWT9/AS3v/pQb91UDl/+8+lEcpLvfIZ7Ln7OaaHae2HflyPSeD9YrS/evD+EEXkTd+sDzLq\n9SxL79yxFFKiFlECCa2IVxvuNxQwguvwItyAH7hoMhjCLbb/6NHrD//If82ZjKJ8+G99L7SxbUz3\nsf/tF4/wEYRD4S7rqDBlbmxEOXPrjU/gAxc+fA9swHdfapWYEjvDDjEtjuXGDM1oHI1NbKOCjYJB\nyaBgUDBIGLTpZavCfeYezLxwLxY7znihdkjErwzoIwb90Rs+1m1GvSxl6k5P8t8lg7Hbb3Wg7QYh\n/Bk7SxsfrxqIrs9cLVYNutYTaRKYuSXMEpJ4fvG/tmELXmXmO4JqPustXvyrF02nFbdax1scn9Ge\nkWakRZk8/CPfRtSDNmaT6MRjlwIv6hXuspZMiSkx1q8y68bJhy/MetCHt16iTb9Nv8XWkHExm07i\nvXGy10qyQcGgZKOgXzIoGSQMUgZtejmmme+zxabN0tz5shFttaNE/NIzD+rbHIV1sdvxVoVMXXx3\n3KCCP7tx5ma8J26Qua7TWdy1RIsbU79I3cVqrpWfexEfu12Iu0UxUQwRLQMRfTN/jdfBhGLMcyOe\nm8CUeEprFrVnrfaYZEwyJh5jHr7479wcoE0AJm76zy24+dijT72UD+7PIoW7rJ2Hf/pKa8e6RWn3\new/+rfKZH8eM9ri+9+pff6cpj5tsNin2iEbTaDSNRi+kw1aaD0r6JYOEjYKNgl5Gv8Ugp5PTylyg\nZ14VP/NmhhSNcPcbFEv8+D5Kd57loL9guHR41leDn12X7wn0XaZHrvsUu0rcv1PtCXJX9dd1et0a\nqixNwzfeTiJuHNNUv1V/W7hmTuSlfD15KSY2xBHEdAwWrJnP9JlRzBhPGU+9f4op8YRkQjwlHlFk\nUFIWFCVliS2+yglMf7Yo3GX9mIKoICoSU1bDom0YQBd60IUOdKqJf65V8sR3fPS+3/jBspgQDUnG\nJBPisWGcMboRj27GI5OONgo2SgY5g5yNgn5OJ6eX081IM5JssUszW/y6tHxN1JhGwmLZfsRmy8FB\nv1oVlD045k5E6rh8r3K57eVp5G0tLqb9913ZaKpbNKXX/yldvvstmqWjGet+FLl2vH8YES8EvYnn\nY7yRoe2Cfv51frxRZBQzb6F+/5Mu4Scvmv+lMUh7d1G4y9oxURGZooVtUVY5vgmbsOFybF6eWhdN\nBgxf/pZf4Ro7T/wo8ZhkYkx1VdBx9dUwGsWjaTy6ng47Ntss2Czo5mzkbBakGa2cXk48I54SzxoV\nvb+qcD21xniR45fAS7NfjhhBR3naAJJ6hr/ryXSgS26JW5gUCzYHg0mwENWnR9UXLWm+aT2yWn8b\nefV7uViwx4v7ubLx5xfezi/3VkqIFnc8EUSY6qvxnmawbhyhint/M/3Nudsp3GXtmNS2Tdk2RduU\nXZfsA+i7sj2G2Lp1axddHvwC1+Em3GTnze/HjGFkGFn2SvYseymTwkyGyWSaDNvt6a4t9gr6Od2C\nWU4nJ56S5iQZZko0JVrq1WRevueNOZR1CDUretyPvhZ96FfLL8CASUnUJulhUsqCaU6UYAwmJTIY\ni7XklighApNg6vk/Pn+zl87eMl7578dqvJjsS20rGnfq44ClrK9vi48YM6/r92/MQ/9l+RT/jFC4\ny9opt9Oka7pR0TVFlexbsOlmrrchraZ+2MWisk5SlxeXf/8D86k2U3a+7z2GvYRRwd6MWzm7LVJD\nHpv8VjKZJJM+dobtl7QyWjmtnDgjmpLkmBlmMr8x8abW1JcH8Yv6lel2SBukdpQJkeeZGMo+6TGS\n45QZe/m8/rXR/AzVuvWSGFID3vppBiKDid1WNI82mttct+ajA6J8qa5fuYezXkYXC0X6wuQcsxj3\njecYFu586EfNI79wF+e8wl3WTz8qt9NoEHejYsML9y2X7/FSn7euRs1CuPu3y7/2y/58x1e99605\nacZwxDDF9khmMKa8FRXdtu226UEP0pwyJ8kxU6IZ0QzGMMFOMVPM1FXupesy+0V90Uj2Q4L+iHYo\nDEOYpRgYpZTpfqldeuOsuEHNauGBxH081s/MesIMXgRb75HS+1H902gxyv3hB386zcpCvuJPLfU7\nRUv/dnhPWPoHZfEX704Kd1k/BrvRKjfbSYsO85xtQ2zn8y+wGLuYJnXN6B/sx42pgXbeH3jqlz5R\nDwy+6n39FNuiaFG2sdWYbdX/6SZ0E7rQGdCFOCeawQQ7o5xippRjzJQoI1pqzdf57t8Oalz4Dq1E\nRwOulIwTipQShjCC3A1FlC7N60Oc2DtDCy/i/bfaT0i/J1OJvEeWynA/5f1HbCPfS+/Nlu7YRriX\n7n39x6NGrHPXJzsKd1lHEeVGO0ltm7zrRW0C1oLfkMm9+XnF4mBd7K7Gl3sPlovFIFDy1AfdcoYu\ncN/wo/N39IO+yvpeQt7r95h1yeyUckQ5JpoRz4iqcn7i2vTFwSlfLCYgXuQdOlA47CV7Nr9csBvR\nwnRgd369KpvAANpwDFruHTJXttcfTGXea7GNNPc3wC/h7dJveils3Z2lM3ut9yO7+LKsuu9/W3jv\nVSf+qnD/0F8zj/zLu7Uzo3CX9WOIE5Mam5qy7UK2bWlbEusl+1JW1k3bZLFmr78WXl4sHfWzEDSf\n+YXlLXr3j84nYraIZ6QzjnfIz7Szbnvc3p7EWVHnezQlzjBTmGJm8zvzCX3+BvtnfvqTP/Llt/Z9\nko2OOTtJRtcYwotg2/udFjuCxA36pm79tLY3qb066Jn/odUnycH9k+YdFk9iYjHHjTfQulTm462B\ns7SrsI2Ir/m/Xj9/5f27k8Jd1k9OmbbLpAVZdfJ8C+IScqzfhym8i2fXfQ+zWLknrnyNvGnaxqtA\nD2rdLsbKhz9Q7zwKohuYGw/9nTfvYI8zaTPpptNuOuv0Z11GbWvtjCibt2vmayhOvfUpq5vfq6lT\nvuBCwqWD10X/JG1D2uF1MIXL8OwU2yY3FCWUWCB104oSd62qat0BqpmjJcYvrqudytJ5p82BgWbo\nNxO5+Yjx3qjemy5FvDlCxK+8r3AXufu0KZK2JbfkBjruKnGJxRTufHrr+g71MCleatenwvudiGbr\n1k+cJWbVt97g3n/+3/+UmLf+9W/vMu2w1+b5DqMOtmvotum06QxoQxuSAjvDVB35qTuLfgJj6sk8\n+/V7AQeHe8kOdmPXHHPFfwovxIzbzAZkqevMVMc6aX2WqMXaeb7vz3m3jUmcdv4e0EjwZsL61bf/\nca3stDT3B0tHSwf9+iHu1mbMPoW7rJ88q1YeKCjt0piode3s6v/tzOt41M2NqNF893syVdwvtZsP\nLwP9fUay0O35xP/5e7Qg5rXfs9lh2qlHYpknexd6Ma0uaXe+BkxqMX7Ku6XRiqGbgXPQdUkvfEfB\nALaM7cNNjKleoofdJOoRd8kHsOkqd+y8R2X8/r4/tNucxVgpV2V0s7j2P72DBjmX+ior9xmH7GJX\nHjosvtGHfsA88ut3ZdIr3GX9lEVBnGMyb4huXnjmrv4FIu8M0nrKefW/eewFcezle71sVrmY9YcM\nY9ZP81fFil1zvzVvb3/+w7cWzscxEPHtb5+Px7bd2gnVsHCckCa0+twi7Zuia0um2L15vvOZA7bE\n3ofJMLG1HbheBV7MNMF2KU9hO24NsS60LAavq+6vGeAvIdCMeNyv0Ejhpfq9eXBzSE/8oNrcNN5l\n6VfKxfc6qCl0F1K4y/qJyYmnZDPXg5mfjJpj6nCvktRfytEuv8iKW96YM8PiVDxf/VM/2VOv35G6\nFXfruPf6Nhh+79NgYOZex4Llh99Cy9C27BG9QPI8/cTY011zrJt1T02j7JAR1a35686bUxMYpeRd\nTB/bpRxAyy3xGwEWW8777H5bf7lab56ahPe1fOk9k0OmKprFNF96svHed6neP6jbfkiz/s88hbus\nn9nNglnBrF4uykBpsRZr3WLlUaNyL7zm+9J4nR+7frIvzZlZigl/va3E1ekdV60nLtlb7n7izQzx\nJ+G03IuXYPnnn6kvPF1SjrFjSt789gdeTdxlMkpLeGb1x3LdspWTYJjGTGFmmaUU6XxhNdNdXJWd\n+nDHb+jX6ek/7vMHWlkV96wq25vdc46W72bV14PehcY/kwHDh/4r88hv3n0Zr3CX9ROVTG7MOtNq\nuHQ+zleNClYJNfLCPffOHqrL0pVjp0tBX6eM8SbqLWVT3bVPvSiv+iz++UKpV8jXv1v3qfPFfog/\n89098qd/9OTrv/ldUOxhDwz3UUlk6ZemNTQMY8aGaR/S+Zbaeh904AjC0jBm5H0Ipfdp4I1M0KiO\nD++/H1Ric0CgN5/s/7Q89Jkrv717KNxl/dgx+a0Zk/pSbjC/esf8xKWRq1Ez94xisfle9TbsqkBZ\nWbCbIyR76tbX7breR2uxcq/D3c/QwoW7f05TtniokUPEZ//oD6q43znoY+kZTOF6MjPDNGFat/Kj\npc5KtQBL9Wi8WIBH3iSiYvHX/Ip+6ZH6SGhp9BXvjzWN3cDqf98Dfup37Q96nWblfveV7HMKd1k/\ndsjshZJh7vUSrIUCU01/XKrcq6AcL67dmDWWOjGL5eEhA4DVj2Kv295ycwy7MKhPrHJle7oY7vWY\nrd/jnrqJ+bnbD5Vu4yMXUpFrK61y+aMfmL94DC1e/+7TbWzqdnO5tz/aPzgxmNitS1C3pABLWWCM\n17fxuzT+bSnfrTswarZr/D4YXuYepZZf+vaQYrz5K6rcRe4acU65O2WSe1k3/5+69Ep14y3NmDeS\nPfPrWC/2aMR6zS/q/bK97Ur1ei2CDdjw1qj0R1ljVyn7A5jVOaN1zV49s76iRXS0CtRvfWR89iNf\nYQOOwwPwIDyI3aZoUbS49ItE1QKQeHu1iGnEVaKNyA4im1jyYv7BGOsWx2+G+0HXolqq6Ot/pEMq\n92Z2N598eFIv7TY8H/oe88hv3WU1vMJd1svDP32F+/fI9izTyPvfuVrj2+CifAT1ff9s1Xr++FIX\nvmwkEQcEivFiveq31JleXbl1Y3GNyjrc6zk5yeLslGozOt7V++pwn7qS2+5v6uVvYecPV3009Thn\ndWfoNvUWPAcZHIcW8Sb/4PsoXdM8ssRgqjXGhrz/Y3ya+GlrzkfJ/VG0wbRLHtn9fDduUbaFFZWX\nhmTnwyCLic9i7uM9svRXWG8nevg4bfMfC6+nxOqgv1so3GXNRBlxRnarDvcqZOLIXcChKoT3FuvK\nwuX71OvVNPN9aWnGZglvvHD3x1HrZN/0bv7MGf/y07H3jv7Fm+qJm9WTp2C801P9dXJWque6FG6z\nq3NZL8MuHMOcJN6AbegQt7F4f/Le/JpUH9go2SuZwiT71mOv2mTWI++a/IQZH2PiL8mzn+8sNm3q\nOfL1mKff1aER8X5Lx6/Z/UJ+KeJZ1dvxR0p8d22+K9xlzUTzOLRkuFgo/Mq9CpE9L1D8GjlbFe5+\nbi7V70tJ4S8XXPVYuu4EpIHL9C3XluktNmT8363zrvA2JvGmsxjXVqpv9SWtD0orf1o63s4jgyHs\nwh5mG27O+0Um9rZhOF+Jfn6bQs7vf+Up4B2vvfcMe21Ks3SSliExJNH8Q5qH6lKLxg2HVDuD5aBf\n2cNZ6sUv9e6XfsTiB2Ib4e791l03IVLhLmumWm0rzyisjZOSvEqnOCL2q7nJYrsg9zozfqDX10HN\nG1V8s07EW7cgcZef7riLt9ZXDDkGAxf3S+es1oW/H+7VbepVxXXe5d6KxPV6CQe1JpZ63NXLpt5f\nOoShO5houb2IdaPNE7c9Y/dSGcB/+MTT1cvufhM3v5vku+dv8PCVf/zY+X/yv140/gr5VBdyirlh\no2eJNo3dMGWntHnp/gI7/wBWZ/3Kxv1SSwcX4kvVPY1vWQj3u66EV7jLmolyooy4Wk+rDaYgy6u2\nTOz+r64yus73uq89bSybXiwme3PmX63O5brh3vHWDdhysV6He/W432f3Z+AshXu5uC5NXcnWG+av\ndBat+FTmr1m3PvDepVpZYQItuLE4BuA3svyjHFYMh866DGO29h/4IvC3H71NZH7rxcGfj/r9aNxn\n0iVL7HwJoNgN1VKtCOQX7+XityuznlVF/SHzcO62ZEfhLmtnAElGkhHnM0y1em6GNZGb1WddNVqH\ne+61PvwIyxaXTS9W5aM/ObKuwVNvVsxxOAHbsOnCvZ4n013ss/sdg7qdtLRHKV25PWtMusfbGazk\nL+VYK927VwcoLe9kWry3qCceLbXL67fexG5gvP1KwpWj/HP9/qN7wF+9+Poesx75phlvs7dhJsli\nv8rUrZv6KlpLBXuzddN8Wu2A+x/6b80j/+quiXmFu6yZs20GhlYG8YRyTDnCjqrgirwRQrw+gz9o\nubIRb71Ybzbc64K9DqS2GzvdgBNwEk64bzdg4Erjtlewx4u9gqWyPfdiq57YvjTrw98NrFR4+wxf\n3RGqRmvrZXDw3mWpIjZuTn292RtEMSf/HbPvAvgrV94d+UX87fzrRz/rf/uPLpqW1x+KITbEkJj5\nG+4v0HBQyjcf5HZf7zbmMXt3brjI1+zbr/TeRvY28jfBm+BkjvkyfBG+AE/A01z9/TD/73jYrOi7\nhxEFv3jRLMzJcVmfYa6Q9Cl72AGlLV2Nz6oxWBrp7zzyL+6aT0nhLrJ2Ag73w/3ExfYVkptEb6Xc\npOhRpNgWZVrn90H57n76yAfvmk9J4S6ydprhvoY58P0XT/coOpT3MbmXCY1BinlXp+LF/SP/7O74\nrBTuIutoKd+VA+E5aFaUiIjcxRTuIiIBUriLiARI4S4iEiCFu4hIgBTuIiIBUriLiARI4S4iEiCF\nu4hIgBTuIutIp6QGT+EuIhIghbuISIAU7iIiAVK4i6w79d+DpHAXEQmQwl1EJEAKdxGRACncRUQC\npHAXWVMaRw2bwl1EJEAKdxGRACncRUQCpHAXEQmQwl1EJEAKdxGRACncRUQCpHAXEQmQwl1krelU\nplAZ/dOKiIRHlbuISIAU7iIiAVK4i4gESOEuIhIghbuISIAU7iIiAVK4i4gESOEuIhIghbuISIAU\n7iIiAVK4i4gESOEuIhIghbuISIAU7iIiAVK4i4gESOEuIhIghbuISIAU7iIiAVK4i4gESOEuIhIg\nhbuISIAU7iIiAVK4i4gESOEuIhIghbuISIAU7iIiAVK4i4gESOEuIhIghbuISIAU7iIiAfr/AZiQ\n7OvYTWDAAAAAAElFTkSuQmCC\n",
"prompt_number": 34,
"text": "<IPython.core.display.Image at 0x2547450>"
}
],
"prompt_number": 34
},
{
"cell_type": "code",
"collapsed": false,
"input": "",
"language": "python",
"metadata": {},
"outputs": []
}
],
"metadata": {}
}
]
}
Sign up for free to join this conversation on GitHub. Already have an account? Sign in to comment