Repository: projectmesa/mesa

Issue:
Add data collection features
Discovered a need for these two features while using Mesa "in production":
- Break apart the constructor to allow variables to be added later
- Create tables that the model and/or agents can write to directly as needed, rather than data collected automatically every step.



Discussion:

Patch:
diff --git a/examples/ForestFire/.ipynb_checkpoints/Forest Fire Model-checkpoint.ipynb b/examples/ForestFire/.ipynb_checkpoints/Forest Fire Model-checkpoint.ipynb
index 8c8746c5..72b54805 100644
--- a/examples/ForestFire/.ipynb_checkpoints/Forest Fire Model-checkpoint.ipynb
+++ b/examples/ForestFire/.ipynb_checkpoints/Forest Fire Model-checkpoint.ipynb
@@ -1,584 +1,621 @@
 {
- "metadata": {
-  "name": "",
-  "signature": "sha256:7ad05bb257a0bc7d9176a2a5e02312695873a50206c8335653a47975f4e4ee8c"
- },
- "nbformat": 3,
- "nbformat_minor": 0,
- "worksheets": [
+ "cells": [
   {
-   "cells": [
-    {
-     "cell_type": "markdown",
-     "metadata": {},
-     "source": [
-      "# The Forest Fire Model\n",
-      "## A rapid introduction to Mesa\n",
-      "\n",
-      "The [Forest Fire Model](http://en.wikipedia.org/wiki/Forest-fire_model) is one of the simplest examples of a model that exhibits self-organized criticality.\n",
-      "\n",
-      "Mesa is a new, Pythonic agent-based modeling framework. A big advantage of using Python is that it a great language for interactive data analysis. Unlike some other ABM frameworks, with Mesa you can write a model, run it, and analyze it all in the same environment. (You don't have to, of course. But you can).\n",
-      "\n",
-      "In this notebook, we'll go over a rapid-fire (pun intended, sorry) introduction to building and analyzing a model with Mesa."
-     ]
-    },
-    {
-     "cell_type": "markdown",
-     "metadata": {},
-     "source": [
-      "First, some imports. We'll go over what all the Mesa ones mean just below."
-     ]
-    },
-    {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "import random\n",
-      "\n",
-      "import numpy as np\n",
-      "\n",
-      "import matplotlib.pyplot as plt\n",
-      "%matplotlib inline\n",
-      "\n",
-      "from mesa import Model, Agent\n",
-      "from mesa.time import RandomActivation\n",
-      "from mesa.space import Grid\n",
-      "from mesa.datacollection import DataCollector\n",
-      "from mesa.batchrunner import BatchRunner "
-     ],
-     "language": "python",
-     "metadata": {},
-     "outputs": [],
-     "prompt_number": 1
-    },
-    {
-     "cell_type": "markdown",
-     "metadata": {},
-     "source": [
-      "## Building the model\n",
-      "\n",
-      "Most models consist of basically two things: agents, and an world for the agents to be in. The Forest Fire model has only one kind of agent: a tree. A tree can either be unburned, on fire, or already burned. The environment is a grid, where each cell can either be empty or contain a tree.\n",
-      "\n",
-      "First, let's define our tree agent. The agent needs to be assigned **x** and **y** coordinates on the grid, and that's about it. We could assign agents a condition to be in, but for now let's have them all start as being 'Fine'. Since the agent doesn't move, and there is only at most one tree per cell, we can use a tuple of its coordinates as a unique identifier.\n",
-      "\n",
-      "Next, we define the agent's **step** method. This gets called whenever the agent needs to act in the world and takes the *model* object to which it belongs as an input. The tree's behavior is simple: If it is currently on fire, it spreads the fire to any trees above, below, to the left and the right of it that are not themselves burned out or on fire; then it burns itself out. "
-     ]
-    },
-    {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "class TreeCell(Agent):\n",
-      "    '''\n",
-      "    A tree cell.\n",
-      "    \n",
-      "    Attributes:\n",
-      "        x, y: Grid coordinates\n",
-      "        condition: Can be \"Fine\", \"On Fire\", or \"Burned Out\"\n",
-      "        unique_id: (x,y) tuple. \n",
-      "    \n",
-      "    unique_id isn't strictly necessary here, but it's good practice to give one to each\n",
-      "    agent anyway.\n",
-      "    '''\n",
-      "    def __init__(self, x, y):\n",
-      "        '''\n",
-      "        Create a new tree.\n",
-      "        Args:\n",
-      "            x, y: The tree's coordinates on the grid.\n",
-      "        '''\n",
-      "        self.x = x\n",
-      "        self.y = y\n",
-      "        self.unique_id = (x, y)\n",
-      "        self.condition = \"Fine\"\n",
-      "        \n",
-      "    def step(self, model):\n",
-      "        '''\n",
-      "        If the tree is on fire, spread it to fine trees nearby.\n",
-      "        '''\n",
-      "        if self.condition == \"On Fire\":\n",
-      "            neighbors = model.grid.get_neighbors(self.x, self.y, moore=False)\n",
-      "            for neighbor in neighbors:\n",
-      "                if neighbor.condition == \"Fine\":\n",
-      "                    neighbor.condition = \"On Fire\"\n",
-      "            self.condition = \"Burned Out\"\n",
-      "        "
-     ],
-     "language": "python",
-     "metadata": {},
-     "outputs": [],
-     "prompt_number": 2
-    },
-    {
-     "cell_type": "markdown",
-     "metadata": {},
-     "source": [
-      "Now we need to define the model object itself. The main thing the model needs is the grid, which the trees are placed on. But since the model is dynamic, it also needs to include time -- it needs a schedule, to manage the trees activation as they spread the fire from one to the other.\n",
-      "\n",
-      "The model also needs a few parameters: how large the grid is and what the density of trees on it will be. Density will be the key parameter we'll explore below.\n",
-      "\n",
-      "Finally, we'll give the model a data collector. This is a Mesa object which collects and stores data on the model as it runs for later analysis.\n",
-      "\n",
-      "The constructor needs to do a few things. It instantiates all the model-level variables and objects; it randomly places trees on the grid, based on the density parameter; and it starts the fire by setting all the trees on one edge of the grid (x=0) as being On \"Fire\".\n",
-      "\n",
-      "Next, the model needs a **step** method. Like at the agent level, this method defines what happens every step of the model. We want to activate all the trees, one at a time; then we run the data collector, to count how many trees are currently on fire, burned out, or still fine. If there are no trees left on fire, we stop the model by setting its **running** property to False."
-     ]
-    },
-    {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "class ForestFire(Model):\n",
-      "    '''\n",
-      "    Simple Forest Fire model.\n",
-      "    '''\n",
-      "    def __init__(self, height, width, density):\n",
-      "        '''\n",
-      "        Create a new forest fire model.\n",
-      "        \n",
-      "        Args:\n",
-      "            height, width: The size of the grid to model\n",
-      "            density: What fraction of grid cells have a tree in them.\n",
-      "        '''\n",
-      "        # Initialize model parameters\n",
-      "        self.height = height\n",
-      "        self.width = width\n",
-      "        self.density = density\n",
-      "        \n",
-      "        # Set up model objects\n",
-      "        self.schedule = RandomActivation(self)\n",
-      "        self.grid = Grid(height, width, torus=False)\n",
-      "        self.dc = DataCollector({\"Fine\": lambda m: self.count_type(m, \"Fine\"),\n",
-      "                                \"On Fire\": lambda m: self.count_type(m, \"On Fire\"),\n",
-      "                                \"Burned Out\": lambda m: self.count_type(m, \"Burned Out\")})\n",
-      "        \n",
-      "        # Place a tree in each cell with Prob = density\n",
-      "        for x in range(self.width):\n",
-      "            for y in range(self.height):\n",
-      "                if random.random() < self.density:\n",
-      "                    # Create a tree\n",
-      "                    new_tree = TreeCell(x, y)\n",
-      "                    # Set all trees in the first column on fire.\n",
-      "                    if x == 0:\n",
-      "                        new_tree.condition = \"On Fire\"\n",
-      "                    self.grid[y][x] = new_tree\n",
-      "                    self.schedule.add(new_tree)\n",
-      "        self.running = True\n",
-      "        \n",
-      "    def step(self):\n",
-      "        '''\n",
-      "        Advance the model by one step.\n",
-      "        '''\n",
-      "        self.schedule.step()\n",
-      "        self.dc.collect(self)\n",
-      "        # Halt if no more fire\n",
-      "        if self.count_type(self, \"On Fire\") == 0:\n",
-      "            self.running = False\n",
-      "    \n",
-      "    @staticmethod\n",
-      "    def count_type(model, tree_condition):\n",
-      "        '''\n",
-      "        Helper method to count trees in a given condition in a given model.\n",
-      "        '''\n",
-      "        count = 0\n",
-      "        for tree in model.schedule.agents:\n",
-      "            if tree.condition == tree_condition:\n",
-      "                count += 1\n",
-      "        return count"
-     ],
-     "language": "python",
-     "metadata": {},
-     "outputs": [],
-     "prompt_number": 3
-    },
-    {
-     "cell_type": "markdown",
-     "metadata": {},
-     "source": [
-      "## Running the model\n",
-      "\n",
-      "Let's create a model with a 100 x 100 grid, and a tree density of 0.6. Remember, ForestFire takes the arguments *height*, *width*, *density*."
-     ]
-    },
-    {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "fire = ForestFire(100, 100, 0.6)"
-     ],
-     "language": "python",
-     "metadata": {},
-     "outputs": [],
-     "prompt_number": 4
-    },
-    {
-     "cell_type": "markdown",
-     "metadata": {},
-     "source": [
-      "To run the model until it's done (that is, until it sets its **running** property to False) just use the **run_model()** method. This is implemented in the Model parent object, so we didn't need to implement it above."
-     ]
-    },
-    {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "fire.run_model()"
-     ],
-     "language": "python",
-     "metadata": {},
-     "outputs": [],
-     "prompt_number": 5
-    },
-    {
-     "cell_type": "markdown",
-     "metadata": {},
-     "source": [
-      "That's all there is to it!\n",
-      "\n",
-      "But... so what? This code doesn't include a visualization, after all. \n",
-      "\n",
-      "**TODO: Add a MatPlotLib visualization**\n",
-      "\n",
-      "Remember the data collector? Now we can put the data it collected into a pandas DataFrame:"
-     ]
-    },
-    {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "results = fire.dc.get_model_vars_dataframe()"
-     ],
-     "language": "python",
-     "metadata": {},
-     "outputs": [],
-     "prompt_number": 6
-    },
-    {
-     "cell_type": "markdown",
-     "metadata": {},
-     "source": [
-      "And chart it, to see the dynamics."
-     ]
-    },
-    {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "results.plot()"
-     ],
-     "language": "python",
-     "metadata": {},
-     "outputs": [
-      {
-       "metadata": {},
-       "output_type": "pyout",
-       "prompt_number": 7,
-       "text": [
-        "<matplotlib.axes._subplots.AxesSubplot at 0x10988b2e8>"
-       ]
-      },
-      {
-       "metadata": {},
-       "output_type": "display_data",
-       "png": 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7uh1JfHh83c6kfUR7EiMSSYxMrLv1Pubd6cSExbTaaKOW0JK/ePVm3weB+SJy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\n",
-       "text": [
-        "<matplotlib.figure.Figure at 0x10987db70>"
-       ]
-      }
-     ],
-     "prompt_number": 7
-    },
-    {
-     "cell_type": "markdown",
-     "metadata": {},
-     "source": [
-      "In this case, the fire burned itself out after about 90 steps, with many trees left unburned. \n",
-      "\n",
-      "You can try changing the density parameter and rerunning the code above, to see how different densities yield different dynamics. For example:"
-     ]
-    },
-    {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "fire = ForestFire(100, 100, 0.8)\n",
-      "fire.run_model()\n",
-      "results = fire.dc.get_model_vars_dataframe()\n",
-      "results.plot()"
-     ],
-     "language": "python",
-     "metadata": {},
-     "outputs": [
-      {
-       "metadata": {},
-       "output_type": "pyout",
-       "prompt_number": 8,
-       "text": [
-        "<matplotlib.axes._subplots.AxesSubplot at 0x109c54208>"
-       ]
-      },
-      {
-       "metadata": {},
-       "output_type": "display_data",
-       "png": 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lNisi9K7Sm+XtltNvXT/eX/Y+q9auSnxHJyIiAlq1gilTYMsWaNo0+cfylOue\nVGLDFUqph0/1RYsaGU/LlCnDwoULuXPnDkeOHHmu4YZeXl507dqVPn36cOnSJQDOnDnD6tWrAWjZ\nsiW//fYb//33H5GRkXz99ddPPJaIMGzYML799ltmzZrF3bt3OX/+PO+88w63bt3iww8/BKBs2bJs\n2LCBU6dOcePGDQYPHvzIcfz8/Dh69GiybUrQTpseTaN5Biq8WIFd7+7i2l0jhfHW01vNlpQk9u6F\nChWMTtXNm+Hll81W5F68+eabZMiQgUyZMvHll18ybdq0h07+ww8/JGXKlPj5+dGpUyfat2//yNNv\nQk/CT3s6/v777ylQoABVqlQhU6ZM1K9fn0OHjDe2GzZsSJ8+fahTpw6FChWibt26Tz1Wy5YtmT59\nOj/99BPZsmWjePHi3Lt3j3/++YfMmTMDUK9ePVq1akWpUqWoWLEib7755iPH7N27N/PnzydLliz0\n6dPn2f5wT0BP/6dxCub9O4+eK3rSoVQHvqn9DWlSpDFbUoL8/rsx/n3ECGjXzmw1yUPnrnFdkpO7\nRjt5jdNw8fZFPlj+Afsv7mdK4ylUyV3FbEkPiYqCTz+FJUuMWZtKlTJbUfLRTt51sUuCMo3j8OTY\nbHBwMNnTZWdei3l8E/ANTWY34dM1nzrFVIMXLkD9+nDwIOzYYXsH78nXXWN/tJPXOB0tirdg7/t7\nOX79OBUnVuToVdt2RD0L27YZ8feaNWHpUrCEVjUal0GHazROi1KKX3b8wtd/f83UJlNpWKChA88N\n48fDl1/CpEnQuLHDTm13dLjGddExeY1bsvHERlrNb0Wvyr34rPpn9kniZMWVK9C1Kxw7ZqQmKFzY\nrqdzONrJuy46Ju/ieHJs9mm218hXg5CuISz8byEt57fk1v1bdtOxdq2RGvill4xQjSMcvCdfd439\n0U5e4xLkzpibDZ02kCFlBqpOrsqRq0dsevx794zp+IKCjBechg2DVKlsegqNxhR0uEbjUsTG6QcG\nD2RK4ym8UeiN5z5mWBi0bWs8vU+YAJY0JG6LDte4Ljpco3F7Ymef+qPVH7y37D0GrB9AdEx0so6l\nFEycCLVqQY8esGCB+zt4V0IpRYYMGQgPDzdbikujnbwT4cmx2We1vXre6ux4dwfBJ4JpNKsRV+9c\nfab9b9yA1q3h559h40ZjBic79+c+EU++7tZYT/0Xm9bg8OHD+Pv7my3NpUmSkxcRbxHZLSJLLetZ\nRGSNiBxtVyGCAAAgAElEQVQSkdUi4mvVtr+IHBaRAyLSwKq+vIjss2wbaXtTNJ5GjvQ5WNthLcWy\nFaPChArsPrc7Sftt326kBs6aFbZuhSJF7CxUkySsp/67efMmERER5MiRw2xZLk9Sn+R7A2FAbDCo\nH7BGKVUIWGdZR0SKAa2AYkBDYKzEjXf7BeiilCoIFBQRxw16dhGcLa+4I0mu7Sm8UzD81eEMrjuY\nBjMaMGX3lCe2jYmB4cPhjTdg6FAYOxbSOEGKHE++7onh5eXFsWPGvANBQUF88MEHNGrUiIwZM1Kl\nSpWH2wAOHDhA/fr1yZo1K0WKFGHePNdNY21LEnXyIpIbeB2YBMQ67LeAqZblqUATy3JjYJZSKkop\nFQ4cASqLSE4gg1IqxNJumtU+Gs1z06pEK4IDgxnyzxA6L+7M7fu3H9l++TK8+SbMm2dM8tG8uUlC\nNU8lsQ7hOXPmMHDgQK5du0aBAgX44osvALh9+zb169enffv2XLp0idmzZ9O9e3f+++8/R8h2apIy\n/d9PwCdARqs6P6XUBcvyBcDPsvwiYJ0v9jSQC4iyLMdyxlKvsSI4ONhjn+psYXvx7MXZ0XUHHyz/\ngAoTKzDn7TmU8ivFjh2GU2/VCr77DlKksI1mW+Fs112+tk3nhBrwbCN4rKf+g8f/wxERmjVrRoUK\nFQBo164dH330EQDLli0jf/78BAYGAkbe+WbNmjFv3jy++uqr57TEtXmqkxeRRsBFpdRuEQlIqI1S\nxgzpthQVFBT0sLPF19eXMmXKPLzgsZ1Uet291mN53uPt3LKTzpk7U++letSdVpcyJ9oRMr0xU6bU\nplkz57HXej00NNS0v3dCPKtzthWxU//VqVPnYZ31tH1gTKoRS5o0abh1y3gx7sSJE2zbtu1h3naA\nBw8e0LFjRzurdjyx1zA4ODhpI4+UUk8swCDgFHAcOAfcBqYDB4AcljY5gQOW5X5AP6v9VwKVgRzA\nf1b1bYBxTzin0miel7t3lWrx/kGVqldZVW9iU3Ul8orZkpwGZ73H/P391bp16x6pExF19OhRpZRS\nQUFB6n//+9/DbevXr1e5c+dWSik1a9YsVb9+fceJNYknXTtLfYJ+/KkxeaXU50qpPEqp/EBr4C+l\nVAdgCRBoaRYILLIsLwFai0hKEckPFARClFLngQgRqWzpiO1gtY9GY1NOnYIaNSD6QiFOD9xCidz5\nKDu+LBtPbDRbmuY5UE+J17/xxhscOnSIGTNmEBUVRVRUFNu3b+fAgQMOVOicPOs4+di/8hCgvogc\nAupY1lFKhQFzMUbirAC6q7gr0x2j8/YwcEQptfI5tbsdnjxe2la2//UXVKpkxODnz4dsmVPxU8Of\nGPP6GFrNb8WHKz8kMioy8QM5EE++7okRf2q/+MnpYtczZMjA6tWrmT17Nrly5SJnzpz079+f+/fv\nO1SvM6LTGjgRztYB50ie1/aYGKNTdexYmD4d6tV7vM2VyCv0XtmbbWe2MfmtydTMVzP5gm2Io6+7\nTmvguuhUwxqP5NIlaN8e7tyBWbMgVyLjthYfWEz35d1pXrQ5g+sOJl3KdI4R6iRoJ++66Nw1Go9j\n40bj7dVy5YxQTWIOHqBxkcbse38fN+7doNS4UgSHB9tdp0ZjFtrJOxGeHJt9VttjYuD776FFC2MG\np8GDwScpb31YyJImC1ObTGVkw5G0XdCWn7b8ZNrTrSdfd439eYbbQqNxDq5cgcBAuHrVyEOTJ0/y\nj9WoUCO2dNnCm7Pe5OCVg4x+bTQpvJ3sbSmN5jnQMXmNS7Fli5E9skUL4+ndVm+vRtyLoM2CNkRF\nRzG3xVx8U/smvpOLomPyrouOyWvclpgYY7amJk2M9MDDhtk2PUHGVBlZ3HoxRbMVpdrkahy7dizx\nnTQaF0A7eSfCk2OzT7P9yhVo3NgY9x4SYiQaswc+Xj6MfG0kPSr1oPqv1fnn5D/2OVE8PPm6a+yP\ndvIap2bLFmPkTOHCsGED5Mtn/3N2r9id3xr/RtM5TRm/Y7wObWhcGh2T1zglDx7ADz/AiBHGFH1v\nveV4DQcvH6T1gta8nPllJr01yW3i9DomDydPnqR48eJEREQ89hatM6Nj8hq34MgRqFkT1q41Rs+Y\n4eABCmcrzJYuW3gxw4uUHV+WLae2mCPEw/jtt98oWbIk6dKlI2fOnHTv3p0bN24k+3heXl6kT5/+\n4bSCWbJkIW/evNy8edOlHHxy0U7eifDk2GxwcDBKwbhxULWqMYJmzRrIm9dcXal9UjPqtVGMeHUE\nTeY0YcimIcSoGJuew5Ove3yGDx9Ov379GD58OBEREWzdupUTJ05Qv359oqKikn3cvXv3PpxW8OrV\np88HrOIy4roF2slrnILLl+H112HyZCP23qsXeDnRt7Nxkcbs6LqD5YeX8+qMVzl/67zZktyOiIgI\nBg4cyM8//0yDBg3w9vYmX758zJ07l/DwcGbMmAHAwIEDadmyJYGBgWTMmJESJUqwc+fOZzpXeHg4\nXl5exMQYP9gBAQH873//o3r16qRLl47jx4+7z3SCT8pBbFbBSXNda+zH7NlKZc+u1MCBSt2/b7aa\npxMVHaW++usrlXNYTrX26Fqz5SQLZ73HVqxYoXx8fFR0dPRj2wIDA1WbNm2UUkoNGDBApU6dWq1Y\nsULFxMSo/v37qypVqjzxuCKijhw58kjd8ePHlYg8PFetWrVUvnz5VFhYmIqOjlbXr19XuXPnVr/9\n9puKjo5Wu3fvVtmyZVNhYWE2tPjZedK1I7n55DUae3L9OrRrBwMGwLJlxqezTc0XHx8vH76u/TUz\nms2g46KOfLX+K6Jjos2W5RZcvnyZbNmyPTYbFECOHDm4fPnyw/UaNWrQsGFDRIT27duzZ8+epx67\nXLlyZM6cmcyZM9OnT5/HtosIQUFBFC1aFC8vL1auXPlwOkEvL69HphN0NbSTdyI8KTb7119QqhRk\nzgy7dsHt28FmS3om6uSvw853d7L51GbqTqvL2Ztnk30sp7vuIrYpz0i2bNm4fPnywxCKNefOneOF\nF154uG49DWDatGm5e/dugvvFsnv3bq5du8a1a9cYMWJEgm3yWOXHsJ5OMLb8/vvvXLhwIcF9nRnt\n5DUO5e5d6NsXOnSACROMt1fTpjVbVfLIkT4Hq9qvom7+upSfUJ5VR1aZLck2KGWb8oxUrVqVVKlS\nsWDBgkfqb926xcqVK6lbt66tLEwQ65E2efPmpVatWg9/GK5du8bNmzcZM2aMXTXYA+3knQh3nzBk\n716oWBHCw2HPHmjYMG6bq9ru7eXNl7W+ZHbz2XRZ0oX+a/tzP/rZZiNyVdttTaZMmRgwYAA9e/Zk\n1apVREVFER4eTsuWLcmTJw8dOnSw6/mV1Q9To0aN3GY6Qe3kNXYnJgaGD4e6deHjjy3T8mUzW5Vt\nqeVfi13v7WL/pf1UnFiR0POhZktyST755BMGDRrExx9/TKZMmahSpQr58uVj3bp1pLB02DxtGsCE\neNK2px0jffr0bjOdoH7j1Ylwx+n/Tp820gLfu2dMy5c/f8Lt3MV2pRTT907n49Uf80HFD/i8xueJ\npi7W0/9pkorN33gVkdQisk1EQkUkTEQGW+qziMgaETkkIqtFxNdqn/4iclhEDohIA6v68iKyz7Jt\nZLKt1LgM8+dD+fJQuzYEBz/ZwbsTIkLH0h3Z/d5utp3ZRuVJldl7Ya/ZsjQeTKJP8iKSVikVKSI+\nwCbgY+At4LJSaqiIfAZkVkr1E5FiwO9ARSAXsBYoqJRSIhIC9FBKhYjIcmCUUmplAufz2Cd5d+Hm\nTeNlpk2bYOZMqFTJbEXmoJRiSugUPlv7Gb0r9+az6p85xYQk+knedbFL7hqlVKRlMSXgDVzDcPJT\nLfVTgSaW5cbALKVUlFIqHDgCVBaRnEAGpVSIpd00q300bsTWrVCmjDEV3+7dnuvgwbjxOpftzK53\nd/HPqX8oPa40646tM1uWxsNI1MmLiJeIhAIXgPVKqX8BP6VU7IDRC0DsoNUXgdNWu5/GeKKPX3/G\nUq+xwunGSz8D0dHwf/9n5H0fNszIHJk+fdL3d2XbEyNPpjwsb7ucQXUH8c7Sd3h77tucuH7i4XZ3\ntl1jPonO8aqUigHKiEgmYJWI1I63XYmITf/3CwoKwt/fHwBfX1/KlCnzsGMq9obQ686zfv48jBkT\nQMqU8PPPwWTODPBsx4vFGeyx13qTIk1IczoNs/bPotyEcnxY5UMqRVUibF+Yw/VoXJfYaxgcHEx4\neHii7Z9pdI2IfAncAd4BApRS5y2hmPVKqSIi0g9AKTXE0n4lMAA4YWlT1FLfBqillOqWwDl0TN6F\nmD3biL9/8onxkpMzJRVzZsKvh/PRqo/Yc2EPv7zxCw1ebpD4TjZCx+RdF3uMrskWO3JGRNIA9YHd\nwBIg0NIsEFhkWV4CtBaRlCKSHygIhCilzgMRIlJZjMGoHaz20bggN28aQyMHDIAVKwwnrx180vH3\n9Wdhq4WMfX0s7yx5h76r+nLvwT2zZWnckMRuy5zAX5aY/DZgqVJqHTAEqC8ih4A6lnWUUmHAXCAM\nWAF0t3os7w5MAg4DRxIaWePpuMq/0rt3G1PypUhh5J0pX/75j+kqttuaVwu8yuiiozl2/RhVJ1fl\n0JVDDjlv7AtFurhWSQ5PjckrpfYB5RKovwrUe8I+g4BBCdTvBEomS6XGKVAKxo+HL7+EUaOgTRuz\nFbkHmVJnYuGrCxm3YxzVf63OD/V/ILB0YLJv6sRwplCNu7wElxwcZbt+41WTJCIi4N134b//YN48\nKFTIbEXuyf6L+2k9vzUl/Uoy7o1xZEqdyWxJGhcg2TF5jQYgNBQqVIBMmYxx8NrB248S2Uuwvet2\nMqfOTOlxpVlxeIXZkjQujnbyToSzxaVjwzP168PAgcZymjT2OZez2e5I4tueJkUaxr4xlglvTuCD\n5R/QdkFbLt6+aI44O6Ovu/3RTl6TIOfPw1tvGRNrb9oEbduarcjzaPByA/a9v49cGXJR8peS/Bb6\nm1PF0zWugY7Jax5jwQL44AN45x346itImdJsRZpd53bRdWlXfFP7Mr7ReApkKWC2JI0T8bSYvHby\nmodcv2682LR1K0ybBlWqmK1IY82DmAeM3DqSwZsGM7juYN4p947dRuBoXAvd8eoimBmfXLcOSpeG\njBmNcfCOdvA6Nps4Pl4+9K3Wl02dNzFi2wg6Le5EZFRk4js6Mfq62x/t5D2cmBgjJBMYaCQV+/ln\nSJfObFWap1EkWxG2vbONqJgoqk6uyuErh82WpHFidLjGg7l5Ezp2hMuXjQk+/PwS30fjPCilGLdj\nHF8Ff8W4N8bRvFhzsyVpTELH5DWPceyYkRa4alXj6V13rrou289sp8W8FjQr2ozv633vFBOTaByL\njsm7CI6K0f31F1SrBt26GWPfncHB69hs8qmYqyI7393JgcsHqDGlBsevHbeNMAegr7v90U7eg1DK\neGpv2xZ+/90YJqkHZ7gHWdNmZVnbZbQo1oJKkyoxa98ssyVpnAQdrvEQ7t6FHj1g2zZYvBheesls\nRRp7sfPsTtosaEP1vNUZ/dpo0qd8him6NC6JDtd4OKdOQc2aRpKxLVu0g3d3yr9Ynl3v7UIQyo0v\nx65zu8yWpDER7eSdCHvE6NavNybTbtEC5sx5tnlXHYmOzdqW9CnT82vjX/mm9jc0nNGQn7b85JQp\nEfR1tz/aybspSsGPPxo536dPN2Zu0vF3z6N1idZse2cbs/bP4u15bxNxL8JsSRoHo2Pybsjt29Cl\nCxw+DAsXQr58ZivSmM29B/f4cNWHrDu+jgUtF1AiewmzJWlsiI7JexD79kHlykZK4E2btIPXGKTy\nScXYN8byvxr/o/bU2szcO9NsSRoHoZ28E/E8MTqljCn56tSBvn3h11/tl/vdHujYrGPoULoDf3X8\ni6///pruf3Y3ffJwfd3tT6JOXkTyiMh6EflXRPaLSC9LfRYRWSMih0RktYj4Wu3TX0QOi8gBEWlg\nVV9eRPZZto20j0mex/nz8PrrMHOmMXqmUycdf9c8mZJ+JdnedTvnb513uZenNM9OojF5EckB5FBK\nhYpIemAn0AToBFxWSg0Vkc+AzEqpfiJSDPgdqAjkAtYCBZVSSkRCgB5KqRARWQ6MUkqtjHc+HZN/\nBpYuNeZe7drVmGA7hX6jXZNElFKM2DqCwZsGM+b1MbQo3sJsSZpkYtPcNSKyCPjZUmoppS5YfgiC\nlVJFRKQ/EKOU+t7SfiUwEDgB/KWUKmqpbw0EKKW6xTu+dvJJ4PZtY8TMihXG6JlXXjFbkcZV2XF2\nB63nt6beS/X46dWfSJPCheJ8GsCGHa8i4g+UBbYBfkqpC5ZNF4DYHIYvAqetdjuN8UQfv/6MpV5j\nIakxuk2bjNzvERFG7nd3cPA6NmseFV6swK73dnHz/k0qTqzIvxf/ddi5zbbdTBxlu09SG1pCNQuA\n3kqpm9Yz0lhCMTZ7/A4KCsLf3x8AX19fypQpQ0BAABD3h/HE9Tt3oGPHYP76CyZPDqBJE+fS9zzr\nsTiLHkeuh4aGOoWeGU1n0H9yf6p9VY0fuv5A13Jd+fvvv+16/tDQUNPsdeX12OXw8HASI0nhGhFJ\nASwDViilRljqDmCEW86LSE5gvSVc0w9AKTXE0m4lMAAjXLPeKlzTBiPco8M1SWDLFggKgnLlYPRo\nyJbNbEUad+XA5QO0mt+K/L75+eWNX8iZIafZkjSJ8FzhGjEe2ScDYbEO3sISINCyHAgssqpvLSIp\nRSQ/UBAIUUqdByJEpLLlmB2s9tE8gbt34dNPoWlT+O47mDVLO3iNfSmSrQgh74RQMntJSo8rzdTQ\nqU6ZEkGTNJISk68OtAdqi8huS2kIDAHqi8ghoI5lHaVUGDAXCANWAN2tHs27A5OAw8CR+CNrPJ34\noYuDB40Xm44ehb174e23zdHlCOLb7kk4o+2pfFLxf3X+j1XtV/HT1p944/c3OHXjlM3P44y2OwpH\n2Z6ok1dKbVJKeSmlyiilylrKSqXUVaVUPaVUIaVUA6XUdat9BimlCiiliiilVlnV71RKlbRs62Uv\no9yBWbOMDtXu3Y2p+bJnN1uRxhMpm7Ms27tup2ruqpSbUI6JOyfqp3oXQ+eucTLu3IE+fYzZm+bN\ngzJlzFak0Rjsv7ifzos7kzVtVua8PYeMqTKaLUljQeeucREOHYIqVeDGDdi5Uzt4jXNRInsJNnfZ\njH8mf2pOqcnZm2fNlqRJAtrJOwmzZ0PFisG8/74RqsnoYQ9JOjbrGvh4+TD2jbG0LN6SapOr8d+l\n/57reK5ku61xlO1JHievsQ9378JHH8Hq1TBsmJGeQKNxZkSEz2t8Tq4MuQiYGsDClgupnre62bI0\nT0DH5E3k2DFjxqb8+WHyZMiUyWxFGs2zsfroatovbM/4RuNpWrSp2XI8Fh2Td0IWLTLi74GBRger\ndvAaV6TByw1Y2X4lPVb04OeQn82Wo0kA7eQdTFSUke+9Tx8jg2SvXnFpgXV80jNxddvL5SzHP53/\n4Zcdv9B6fmuu3rma5H1d3fbnwWnGyWtsx7FjEBAABw4Yo2cqVzZbkUZjG/x9/dnRdQc50ueg9LjS\nrD662mxJGgs6Ju8AYmJg7FgYOBD694cPPwQv/fOqcVPWHVtHp8WdeKvwWwytP5S0KdKaLcntsWk+\neXvjbk7+6FHo3BkePDCm5Ctc2GxFGo39uX73Oj2W92DH2R1Mbzqdirkqmi3JrdEdryYQEwMjRxoh\nmSZNYMOGxB28jk96Ju5ou29qX2Y0m8E3tb+h0axG9F3VN8FYvTvanlR0TN6FOXYMatUycs5s2WKE\nZ7y9zVal0TielsVbsqfbHiKjIin8c2GGbR7G3Qd3zZblUehwjY3ZtMnIFvnpp8YIGh1712gM/rv0\nH/3X9Sf0fCjf1vmWtiXb4iX6BrEFOibvIGbONBz7jBnw6qtmq9FonJONJzbyyZpPuB99n+ENhlM7\nf22zJbk8OiZvZ5SCb76BL74wskcm18Hr+KRn4mm218hXgy1dttD/lf60Ht6aoEVBXIm8YrYsh6Nj\n8i7CvXvGW6tLl8LWrVCypNmKNBrnR0RoUbwFU96aQqZUmSjxSwl+3/e7zlVvB3S45jm4cgWaNYOs\nWY0QTVo9HFijSRbbTm+j69Ku5MqYi1/e+AV/X3+zJbkUOlxjB5YuhfLloVIlYxSNdvAaTfKpnLsy\nO9/dSc28NakwoQI/bfmJGBVjtiy3ICkTef8qIhdEZJ9VXRYRWSMih0RktYj4Wm3rLyKHReSAiDSw\nqi8vIvss20ba3hTHcPQoNGoEn3wCkybBDz/YbgSNp8VmrdG2eybWtqfwTkH/Gv3Z0mULCw8spOGM\nhly4dcE8cXbGmWLyU4CG8er6AWuUUoWAdZZ1RKQY0AooZtlnrEhs+i1+AboopQoCBS2TgbsMd+4Y\naQkqV4YaNYyJtevVM1uVRuN+FMxakPW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-       "text": [
-        "<matplotlib.figure.Figure at 0x109c517b8>"
-       ]
-      }
-     ],
-     "prompt_number": 8
-    },
-    {
-     "cell_type": "markdown",
-     "metadata": {},
-     "source": [
-      "... But to really understand how the final outcome varies with density, we can't just tweak the parameter by hand over and over again. We need to do a batch run. \n",
-      "\n",
-      "## Batch runs\n",
-      "\n",
-      "Batch runs, also called parameter sweeps, allow use to systemically vary the density parameter, run the model, and check the output. Mesa provides a BatchRunner object which takes a model class, a dictionary of parameters and the range of values they can take and runs the model at each combination of these values. We can also give it reporters, which collect some data on the model at the end of each run and store it, associated with the parameters that produced it.\n",
-      "\n",
-      "For ease of typing and reading, we'll first create the parameters to vary and the reporter, and then assign them to a new BatchRunner."
-     ]
-    },
-    {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "param_set = dict(height=50, # Height and width are constant\n",
-      "                 width=50,\n",
-      "                 # Vary density from 0.01 to 1, in 0.01 increments:\n",
-      "                 density=np.linspace(0,1,101)[1:]) "
-     ],
-     "language": "python",
-     "metadata": {},
-     "outputs": [],
-     "prompt_number": 9
-    },
-    {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "# At the end of each model run, calculate the fraction of trees which are Burned Out\n",
-      "model_reporter = {\"BurnedOut\": lambda m: (ForestFire.count_type(m, \"Burned Out\") / \n",
-      "                                          m.schedule.get_agent_count()) }"
-     ],
-     "language": "python",
-     "metadata": {},
-     "outputs": [],
-     "prompt_number": 10
-    },
-    {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "# Create the batch runner\n",
-      "param_run = BatchRunner(ForestFire, param_set, model_reporters=model_reporter)"
-     ],
-     "language": "python",
-     "metadata": {},
-     "outputs": [],
-     "prompt_number": 11
-    },
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# The Forest Fire Model\n",
+    "## A rapid introduction to Mesa\n",
+    "\n",
+    "The [Forest Fire Model](http://en.wikipedia.org/wiki/Forest-fire_model) is one of the simplest examples of a model that exhibits self-organized criticality.\n",
+    "\n",
+    "Mesa is a new, Pythonic agent-based modeling framework. A big advantage of using Python is that it a great language for interactive data analysis. Unlike some other ABM frameworks, with Mesa you can write a model, run it, and analyze it all in the same environment. (You don't have to, of course. But you can).\n",
+    "\n",
+    "In this notebook, we'll go over a rapid-fire (pun intended, sorry) introduction to building and analyzing a model with Mesa."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "First, some imports. We'll go over what all the Mesa ones mean just below."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "import random\n",
+    "\n",
+    "import numpy as np\n",
+    "\n",
+    "import matplotlib.pyplot as plt\n",
+    "%matplotlib inline\n",
+    "\n",
+    "from mesa import Model, Agent\n",
+    "from mesa.time import RandomActivation\n",
+    "from mesa.space import Grid\n",
+    "from mesa.datacollection import DataCollector\n",
+    "from mesa.batchrunner import BatchRunner "
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Building the model\n",
+    "\n",
+    "Most models consist of basically two things: agents, and an world for the agents to be in. The Forest Fire model has only one kind of agent: a tree. A tree can either be unburned, on fire, or already burned. The environment is a grid, where each cell can either be empty or contain a tree.\n",
+    "\n",
+    "First, let's define our tree agent. The agent needs to be assigned **x** and **y** coordinates on the grid, and that's about it. We could assign agents a condition to be in, but for now let's have them all start as being 'Fine'. Since the agent doesn't move, and there is only at most one tree per cell, we can use a tuple of its coordinates as a unique identifier.\n",
+    "\n",
+    "Next, we define the agent's **step** method. This gets called whenever the agent needs to act in the world and takes the *model* object to which it belongs as an input. The tree's behavior is simple: If it is currently on fire, it spreads the fire to any trees above, below, to the left and the right of it that are not themselves burned out or on fire; then it burns itself out. "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "class TreeCell(Agent):\n",
+    "    '''\n",
+    "    A tree cell.\n",
+    "    \n",
+    "    Attributes:\n",
+    "        x, y: Grid coordinates\n",
+    "        condition: Can be \"Fine\", \"On Fire\", or \"Burned Out\"\n",
+    "        unique_id: (x,y) tuple. \n",
+    "    \n",
+    "    unique_id isn't strictly necessary here, but it's good practice to give one to each\n",
+    "    agent anyway.\n",
+    "    '''\n",
+    "    def __init__(self, x, y):\n",
+    "        '''\n",
+    "        Create a new tree.\n",
+    "        Args:\n",
+    "            x, y: The tree's coordinates on the grid.\n",
+    "        '''\n",
+    "        self.x = x\n",
+    "        self.y = y\n",
+    "        self.unique_id = (x, y)\n",
+    "        self.condition = \"Fine\"\n",
+    "        \n",
+    "    def step(self, model):\n",
+    "        '''\n",
+    "        If the tree is on fire, spread it to fine trees nearby.\n",
+    "        '''\n",
+    "        if self.condition == \"On Fire\":\n",
+    "            neighbors = model.grid.get_neighbors(self.x, self.y, moore=False)\n",
+    "            for neighbor in neighbors:\n",
+    "                if neighbor.condition == \"Fine\":\n",
+    "                    neighbor.condition = \"On Fire\"\n",
+    "            self.condition = \"Burned Out\"\n",
+    "        "
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Now we need to define the model object itself. The main thing the model needs is the grid, which the trees are placed on. But since the model is dynamic, it also needs to include time -- it needs a schedule, to manage the trees activation as they spread the fire from one to the other.\n",
+    "\n",
+    "The model also needs a few parameters: how large the grid is and what the density of trees on it will be. Density will be the key parameter we'll explore below.\n",
+    "\n",
+    "Finally, we'll give the model a data collector. This is a Mesa object which collects and stores data on the model as it runs for later analysis.\n",
+    "\n",
+    "The constructor needs to do a few things. It instantiates all the model-level variables and objects; it randomly places trees on the grid, based on the density parameter; and it starts the fire by setting all the trees on one edge of the grid (x=0) as being On \"Fire\".\n",
+    "\n",
+    "Next, the model needs a **step** method. Like at the agent level, this method defines what happens every step of the model. We want to activate all the trees, one at a time; then we run the data collector, to count how many trees are currently on fire, burned out, or still fine. If there are no trees left on fire, we stop the model by setting its **running** property to False."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "class ForestFire(Model):\n",
+    "    '''\n",
+    "    Simple Forest Fire model.\n",
+    "    '''\n",
+    "    def __init__(self, height, width, density):\n",
+    "        '''\n",
+    "        Create a new forest fire model.\n",
+    "        \n",
+    "        Args:\n",
+    "            height, width: The size of the grid to model\n",
+    "            density: What fraction of grid cells have a tree in them.\n",
+    "        '''\n",
+    "        # Initialize model parameters\n",
+    "        self.height = height\n",
+    "        self.width = width\n",
+    "        self.density = density\n",
+    "        \n",
+    "        # Set up model objects\n",
+    "        self.schedule = RandomActivation(self)\n",
+    "        self.grid = Grid(height, width, torus=False)\n",
+    "        self.dc = DataCollector({\"Fine\": lambda m: self.count_type(m, \"Fine\"),\n",
+    "                                \"On Fire\": lambda m: self.count_type(m, \"On Fire\"),\n",
+    "                                \"Burned Out\": lambda m: self.count_type(m, \"Burned Out\")})\n",
+    "        \n",
+    "        # Place a tree in each cell with Prob = density\n",
+    "        for x in range(self.width):\n",
+    "            for y in range(self.height):\n",
+    "                if random.random() < self.density:\n",
+    "                    # Create a tree\n",
+    "                    new_tree = TreeCell(x, y)\n",
+    "                    # Set all trees in the first column on fire.\n",
+    "                    if x == 0:\n",
+    "                        new_tree.condition = \"On Fire\"\n",
+    "                    self.grid[y][x] = new_tree\n",
+    "                    self.schedule.add(new_tree)\n",
+    "        self.running = True\n",
+    "        \n",
+    "    def step(self):\n",
+    "        '''\n",
+    "        Advance the model by one step.\n",
+    "        '''\n",
+    "        self.schedule.step()\n",
+    "        self.dc.collect(self)\n",
+    "        # Halt if no more fire\n",
+    "        if self.count_type(self, \"On Fire\") == 0:\n",
+    "            self.running = False\n",
+    "    \n",
+    "    @staticmethod\n",
+    "    def count_type(model, tree_condition):\n",
+    "        '''\n",
+    "        Helper method to count trees in a given condition in a given model.\n",
+    "        '''\n",
+    "        count = 0\n",
+    "        for tree in model.schedule.agents:\n",
+    "            if tree.condition == tree_condition:\n",
+    "                count += 1\n",
+    "        return count"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Running the model\n",
+    "\n",
+    "Let's create a model with a 100 x 100 grid, and a tree density of 0.6. Remember, ForestFire takes the arguments *height*, *width*, *density*."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "fire = ForestFire(100, 100, 0.6)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "To run the model until it's done (that is, until it sets its **running** property to False) just use the **run_model()** method. This is implemented in the Model parent object, so we didn't need to implement it above."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "fire.run_model()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "That's all there is to it!\n",
+    "\n",
+    "But... so what? This code doesn't include a visualization, after all. \n",
+    "\n",
+    "**TODO: Add a MatPlotLib visualization**\n",
+    "\n",
+    "Remember the data collector? Now we can put the data it collected into a pandas DataFrame:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "results = fire.dc.get_model_vars_dataframe()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "And chart it, to see the dynamics."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
     {
-     "cell_type": "markdown",
+     "data": {
+      "text/plain": [
+       "<matplotlib.axes._subplots.AxesSubplot at 0x109a3eda0>"
+      ]
+     },
+     "execution_count": 7,
      "metadata": {},
-     "source": [
-      "Now the BatchRunner, which we've named param_run, is ready to go. To run the model at every combination of parameters (in this case, every density value), just use the **run_all()** method."
-     ]
+     "output_type": "execute_result"
     },
     {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "param_run.run_all()"
-     ],
-     "language": "python",
+     "data": {
+      "image/png": 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Jg4DvR5/9pcA7ZnZJNPCdzGxMbKD9E7AnwU3zELBNrP0/BZwBTCGMwHKF2drjtVaDsc8i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\nDHBj7ziO0wxwY+84jtMM+H8bqxBDsJagjAAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x109a3e5f8>"
+      ]
+     },
      "metadata": {},
-     "outputs": [],
-     "prompt_number": 12
-    },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "results.plot()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "In this case, the fire burned itself out after about 90 steps, with many trees left unburned. \n",
+    "\n",
+    "You can try changing the density parameter and rerunning the code above, to see how different densities yield different dynamics. For example:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
     {
-     "cell_type": "markdown",
+     "data": {
+      "text/plain": [
+       "<matplotlib.axes._subplots.AxesSubplot at 0x109e2b470>"
+      ]
+     },
+     "execution_count": 8,
      "metadata": {},
-     "source": [
-      "Like with the data collector, we can extract the data the batch runner collected into a dataframe:"
-     ]
+     "output_type": "execute_result"
     },
     {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "df = param_run.get_model_vars_dataframe()"
-     ],
-     "language": "python",
+     "data": {
+      "image/png": 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kBpK2BboAk6LrLJHrmSOgf9o5nhpggX0DHAX8E3hDobrELMmTEKJp+YbgukW+imtY9Q4+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\nKCwlHxFRWEo+IqKwlHxERGEp+YiIwn4A7VrCBdJQ0o4AAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x109a3e5c0>"
+      ]
+     },
      "metadata": {},
-     "outputs": [],
-     "prompt_number": 13
-    },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fire = ForestFire(100, 100, 0.8)\n",
+    "fire.run_model()\n",
+    "results = fire.dc.get_model_vars_dataframe()\n",
+    "results.plot()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "... But to really understand how the final outcome varies with density, we can't just tweak the parameter by hand over and over again. We need to do a batch run. \n",
+    "\n",
+    "## Batch runs\n",
+    "\n",
+    "Batch runs, also called parameter sweeps, allow use to systemically vary the density parameter, run the model, and check the output. Mesa provides a BatchRunner object which takes a model class, a dictionary of parameters and the range of values they can take and runs the model at each combination of these values. We can also give it reporters, which collect some data on the model at the end of each run and store it, associated with the parameters that produced it.\n",
+    "\n",
+    "For ease of typing and reading, we'll first create the parameters to vary and the reporter, and then assign them to a new BatchRunner."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "param_set = dict(height=50, # Height and width are constant\n",
+    "                 width=50,\n",
+    "                 # Vary density from 0.01 to 1, in 0.01 increments:\n",
+    "                 density=np.linspace(0,1,101)[1:]) "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "# At the end of each model run, calculate the fraction of trees which are Burned Out\n",
+    "model_reporter = {\"BurnedOut\": lambda m: (ForestFire.count_type(m, \"Burned Out\") / \n",
+    "                                          m.schedule.get_agent_count()) }"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "# Create the batch runner\n",
+    "param_run = BatchRunner(ForestFire, param_set, model_reporters=model_reporter)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Now the BatchRunner, which we've named param_run, is ready to go. To run the model at every combination of parameters (in this case, every density value), just use the **run_all()** method."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "param_run.run_all()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Like with the data collector, we can extract the data the batch runner collected into a dataframe:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "df = param_run.get_model_vars_dataframe()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
     {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "df.head()"
-     ],
-     "language": "python",
+     "data": {
+      "text/html": [
+       "<div style=\"max-height:1000px;max-width:1500px;overflow:auto;\">\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>BurnedOut</th>\n",
+       "      <th>Run</th>\n",
+       "      <th>density</th>\n",
+       "      <th>height</th>\n",
+       "      <th>width</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td> 0.009288</td>\n",
+       "      <td> 11</td>\n",
+       "      <td> 0.12</td>\n",
+       "      <td> 50</td>\n",
+       "      <td> 50</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td> 1.000000</td>\n",
+       "      <td> 98</td>\n",
+       "      <td> 0.99</td>\n",
+       "      <td> 50</td>\n",
+       "      <td> 50</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td> 0.092608</td>\n",
+       "      <td> 48</td>\n",
+       "      <td> 0.49</td>\n",
+       "      <td> 50</td>\n",
+       "      <td> 50</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td> 0.024691</td>\n",
+       "      <td>  3</td>\n",
+       "      <td> 0.04</td>\n",
+       "      <td> 50</td>\n",
+       "      <td> 50</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4</th>\n",
+       "      <td> 0.060748</td>\n",
+       "      <td> 42</td>\n",
+       "      <td> 0.43</td>\n",
+       "      <td> 50</td>\n",
+       "      <td> 50</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "   BurnedOut  Run  density  height  width\n",
+       "0   0.009288   11     0.12      50     50\n",
+       "1   1.000000   98     0.99      50     50\n",
+       "2   0.092608   48     0.49      50     50\n",
+       "3   0.024691    3     0.04      50     50\n",
+       "4   0.060748   42     0.43      50     50"
+      ]
+     },
+     "execution_count": 14,
      "metadata": {},
-     "outputs": [
-      {
-       "html": [
-        "<div style=\"max-height:1000px;max-width:1500px;overflow:auto;\">\n",
-        "<table border=\"1\" class=\"dataframe\">\n",
-        "  <thead>\n",
-        "    <tr style=\"text-align: right;\">\n",
-        "      <th></th>\n",
-        "      <th>BurnedOut</th>\n",
-        "      <th>Run</th>\n",
-        "      <th>density</th>\n",
-        "      <th>height</th>\n",
-        "      <th>width</th>\n",
-        "    </tr>\n",
-        "  </thead>\n",
-        "  <tbody>\n",
-        "    <tr>\n",
-        "      <th>0</th>\n",
-        "      <td> 0.142256</td>\n",
-        "      <td> 45</td>\n",
-        "      <td> 0.46</td>\n",
-        "      <td> 50</td>\n",
-        "      <td> 50</td>\n",
-        "    </tr>\n",
-        "    <tr>\n",
-        "      <th>1</th>\n",
-        "      <td> 0.946026</td>\n",
-        "      <td> 68</td>\n",
-        "      <td> 0.69</td>\n",
-        "      <td> 50</td>\n",
-        "      <td> 50</td>\n",
-        "    </tr>\n",
-        "    <tr>\n",
-        "      <th>2</th>\n",
-        "      <td> 0.978022</td>\n",
-        "      <td> 71</td>\n",
-        "      <td> 0.72</td>\n",
-        "      <td> 50</td>\n",
-        "      <td> 50</td>\n",
-        "    </tr>\n",
-        "    <tr>\n",
-        "      <th>3</th>\n",
-        "      <td> 0.027190</td>\n",
-        "      <td> 12</td>\n",
-        "      <td> 0.13</td>\n",
-        "      <td> 50</td>\n",
-        "      <td> 50</td>\n",
-        "    </tr>\n",
-        "    <tr>\n",
-        "      <th>4</th>\n",
-        "      <td> 0.082645</td>\n",
-        "      <td> 43</td>\n",
-        "      <td> 0.44</td>\n",
-        "      <td> 50</td>\n",
-        "      <td> 50</td>\n",
-        "    </tr>\n",
-        "  </tbody>\n",
-        "</table>\n",
-        "</div>"
-       ],
-       "metadata": {},
-       "output_type": "pyout",
-       "prompt_number": 14,
-       "text": [
-        "   BurnedOut  Run  density  height  width\n",
-        "0   0.142256   45     0.46      50     50\n",
-        "1   0.946026   68     0.69      50     50\n",
-        "2   0.978022   71     0.72      50     50\n",
-        "3   0.027190   12     0.13      50     50\n",
-        "4   0.082645   43     0.44      50     50"
-       ]
-      }
-     ],
-     "prompt_number": 14
-    },
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df.head()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "As you can see, each row here is a run of the model, identified by its parameter values (and given a unique index by the Run column). To view how the BurnedOut fraction varies with density, we can easily just plot them:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
     {
-     "cell_type": "markdown",
+     "data": {
+      "text/plain": [
+       "(0, 1)"
+      ]
+     },
+     "execution_count": 15,
      "metadata": {},
-     "source": [
-      "As you can see, each row here is a run of the model, identified by its parameter values (and given a unique index by the Run column). To view how the BurnedOut fraction varies with density, we can easily just plot them:"
-     ]
+     "output_type": "execute_result"
     },
     {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "plt.scatter(df.density, df.BurnedOut)\n",
-      "plt.xlim(0,1)"
-     ],
-     "language": "python",
+     "data": {
+      "image/png": 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1wuygX/XFovX+DLDzfNhelmzWkveTgYbB4Jfm0CWMPwFXHVO03j8F7GC6Jc+JsGUrRfdn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\nrkJggg==\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x10a095748>"
+      ]
+     },
      "metadata": {},
-     "outputs": [
-      {
-       "metadata": {},
-       "output_type": "pyout",
-       "prompt_number": 15,
-       "text": [
-        "(0, 1)"
-       ]
-      },
-      {
-       "metadata": {},
-       "output_type": "display_data",
-       "png": 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R7++jxeYtG6Ql1O2KnPrnAezZ8zB79jxs6KuvHPFr4BUdaXf7iVt+UpeWmnfnlJpYjPDt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\nUskY/JJUMga/JJWMwS9JJWPwS1LJ/H90HnxhfKFFXgAAAABJRU5ErkJggg==\n",
-       "text": [
-        "<matplotlib.figure.Figure at 0x10a339828>"
-       ]
-      }
-     ],
-     "prompt_number": 15
-    },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plt.scatter(df.density, df.BurnedOut)\n",
+    "plt.xlim(0,1)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "And we see the very clear emergence of a critical value around 0.5, where the model quickly shifts from almost no trees being burned, to almost all of them.\n",
+    "\n",
+    "In this case we ran the model only once at each value. However, it's easy to have the BatchRunner execute multiple runs at each parameter combination, in order to generate more statistically reliable results. We do this using the *iteration* argument.\n",
+    "\n",
+    "Let's run the model 5 times at each parameter point, and export and plot the results as above."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 16,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
     {
-     "cell_type": "markdown",
+     "data": {
+      "text/plain": [
+       "(0, 1)"
+      ]
+     },
+     "execution_count": 16,
      "metadata": {},
-     "source": [
-      "And we see the very clear emergence of a critical value around 0.5, where the model quickly shifts from almost no trees being burned, to almost all of them.\n",
-      "\n",
-      "In this case we ran the model only once at each value. However, it's easy to have the BatchRunner execute multiple runs at each parameter combination, in order to generate more statistically reliable results. We do this using the *iteration* argument.\n",
-      "\n",
-      "Let's run the model 5 times at each parameter point, and export and plot the results as above."
-     ]
+     "output_type": "execute_result"
     },
     {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "param_run = BatchRunner(ForestFire, param_set, iterations=5, model_reporters=model_reporter)\n",
-      "param_run.run_all()\n",
-      "df = param_run.get_model_vars_dataframe()\n",
-      "plt.scatter(df.density, df.BurnedOut)\n",
-      "plt.xlim(0,1)"
-     ],
-     "language": "python",
+     "data": {
+      "image/png": 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/0bgJOJryG5onEG5QrgQ+Huv7N8B84KfAX6S2f71iuxOBc+I2ic8DH4vldlSs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\nQmCC\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x10a417710>"
+      ]
+     },
      "metadata": {},
-     "outputs": [
-      {
-       "metadata": {},
-       "output_type": "pyout",
-       "prompt_number": 16,
-       "text": [
-        "(0, 1)"
-       ]
-      },
-      {
-       "metadata": {},
-       "output_type": "display_data",
-       "png": 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cvqAxHGIZBfvVYVCOplaIB+aMF74oRB3CjTkdutHx0ul5sSkbFhbZh4ZfyuQw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\njfn/vIVXkfM6S7gAAAAASUVORK5CYII=\n",
-       "text": [
-        "<matplotlib.figure.Figure at 0x109eb1be0>"
-       ]
-      }
-     ],
-     "prompt_number": 16
+     "output_type": "display_data"
     }
    ],
-   "metadata": {}
+   "source": [
+    "param_run = BatchRunner(ForestFire, param_set, iterations=5, model_reporters=model_reporter)\n",
+    "param_run.run_all()\n",
+    "df = param_run.get_model_vars_dataframe()\n",
+    "plt.scatter(df.density, df.BurnedOut)\n",
+    "plt.xlim(0,1)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {
+    "collapsed": true
+   },
+   "outputs": [],
+   "source": []
   }
- ]
-}
\ No newline at end of file
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.4.2"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 0
+}
diff --git a/examples/ForestFire/Forest Fire Model.ipynb b/examples/ForestFire/Forest Fire Model.ipynb
index 8c8746c5..72b54805 100644
--- a/examples/ForestFire/Forest Fire Model.ipynb
+++ b/examples/ForestFire/Forest Fire Model.ipynb
@@ -1,584 +1,621 @@
 {
- "metadata": {
-  "name": "",
-  "signature": "sha256:7ad05bb257a0bc7d9176a2a5e02312695873a50206c8335653a47975f4e4ee8c"
- },
- "nbformat": 3,
- "nbformat_minor": 0,
- "worksheets": [
+ "cells": [
   {
-   "cells": [
-    {
-     "cell_type": "markdown",
-     "metadata": {},
-     "source": [
-      "# The Forest Fire Model\n",
-      "## A rapid introduction to Mesa\n",
-      "\n",
-      "The [Forest Fire Model](http://en.wikipedia.org/wiki/Forest-fire_model) is one of the simplest examples of a model that exhibits self-organized criticality.\n",
-      "\n",
-      "Mesa is a new, Pythonic agent-based modeling framework. A big advantage of using Python is that it a great language for interactive data analysis. Unlike some other ABM frameworks, with Mesa you can write a model, run it, and analyze it all in the same environment. (You don't have to, of course. But you can).\n",
-      "\n",
-      "In this notebook, we'll go over a rapid-fire (pun intended, sorry) introduction to building and analyzing a model with Mesa."
-     ]
-    },
-    {
-     "cell_type": "markdown",
-     "metadata": {},
-     "source": [
-      "First, some imports. We'll go over what all the Mesa ones mean just below."
-     ]
-    },
-    {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "import random\n",
-      "\n",
-      "import numpy as np\n",
-      "\n",
-      "import matplotlib.pyplot as plt\n",
-      "%matplotlib inline\n",
-      "\n",
-      "from mesa import Model, Agent\n",
-      "from mesa.time import RandomActivation\n",
-      "from mesa.space import Grid\n",
-      "from mesa.datacollection import DataCollector\n",
-      "from mesa.batchrunner import BatchRunner "
-     ],
-     "language": "python",
-     "metadata": {},
-     "outputs": [],
-     "prompt_number": 1
-    },
-    {
-     "cell_type": "markdown",
-     "metadata": {},
-     "source": [
-      "## Building the model\n",
-      "\n",
-      "Most models consist of basically two things: agents, and an world for the agents to be in. The Forest Fire model has only one kind of agent: a tree. A tree can either be unburned, on fire, or already burned. The environment is a grid, where each cell can either be empty or contain a tree.\n",
-      "\n",
-      "First, let's define our tree agent. The agent needs to be assigned **x** and **y** coordinates on the grid, and that's about it. We could assign agents a condition to be in, but for now let's have them all start as being 'Fine'. Since the agent doesn't move, and there is only at most one tree per cell, we can use a tuple of its coordinates as a unique identifier.\n",
-      "\n",
-      "Next, we define the agent's **step** method. This gets called whenever the agent needs to act in the world and takes the *model* object to which it belongs as an input. The tree's behavior is simple: If it is currently on fire, it spreads the fire to any trees above, below, to the left and the right of it that are not themselves burned out or on fire; then it burns itself out. "
-     ]
-    },
-    {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "class TreeCell(Agent):\n",
-      "    '''\n",
-      "    A tree cell.\n",
-      "    \n",
-      "    Attributes:\n",
-      "        x, y: Grid coordinates\n",
-      "        condition: Can be \"Fine\", \"On Fire\", or \"Burned Out\"\n",
-      "        unique_id: (x,y) tuple. \n",
-      "    \n",
-      "    unique_id isn't strictly necessary here, but it's good practice to give one to each\n",
-      "    agent anyway.\n",
-      "    '''\n",
-      "    def __init__(self, x, y):\n",
-      "        '''\n",
-      "        Create a new tree.\n",
-      "        Args:\n",
-      "            x, y: The tree's coordinates on the grid.\n",
-      "        '''\n",
-      "        self.x = x\n",
-      "        self.y = y\n",
-      "        self.unique_id = (x, y)\n",
-      "        self.condition = \"Fine\"\n",
-      "        \n",
-      "    def step(self, model):\n",
-      "        '''\n",
-      "        If the tree is on fire, spread it to fine trees nearby.\n",
-      "        '''\n",
-      "        if self.condition == \"On Fire\":\n",
-      "            neighbors = model.grid.get_neighbors(self.x, self.y, moore=False)\n",
-      "            for neighbor in neighbors:\n",
-      "                if neighbor.condition == \"Fine\":\n",
-      "                    neighbor.condition = \"On Fire\"\n",
-      "            self.condition = \"Burned Out\"\n",
-      "        "
-     ],
-     "language": "python",
-     "metadata": {},
-     "outputs": [],
-     "prompt_number": 2
-    },
-    {
-     "cell_type": "markdown",
-     "metadata": {},
-     "source": [
-      "Now we need to define the model object itself. The main thing the model needs is the grid, which the trees are placed on. But since the model is dynamic, it also needs to include time -- it needs a schedule, to manage the trees activation as they spread the fire from one to the other.\n",
-      "\n",
-      "The model also needs a few parameters: how large the grid is and what the density of trees on it will be. Density will be the key parameter we'll explore below.\n",
-      "\n",
-      "Finally, we'll give the model a data collector. This is a Mesa object which collects and stores data on the model as it runs for later analysis.\n",
-      "\n",
-      "The constructor needs to do a few things. It instantiates all the model-level variables and objects; it randomly places trees on the grid, based on the density parameter; and it starts the fire by setting all the trees on one edge of the grid (x=0) as being On \"Fire\".\n",
-      "\n",
-      "Next, the model needs a **step** method. Like at the agent level, this method defines what happens every step of the model. We want to activate all the trees, one at a time; then we run the data collector, to count how many trees are currently on fire, burned out, or still fine. If there are no trees left on fire, we stop the model by setting its **running** property to False."
-     ]
-    },
-    {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "class ForestFire(Model):\n",
-      "    '''\n",
-      "    Simple Forest Fire model.\n",
-      "    '''\n",
-      "    def __init__(self, height, width, density):\n",
-      "        '''\n",
-      "        Create a new forest fire model.\n",
-      "        \n",
-      "        Args:\n",
-      "            height, width: The size of the grid to model\n",
-      "            density: What fraction of grid cells have a tree in them.\n",
-      "        '''\n",
-      "        # Initialize model parameters\n",
-      "        self.height = height\n",
-      "        self.width = width\n",
-      "        self.density = density\n",
-      "        \n",
-      "        # Set up model objects\n",
-      "        self.schedule = RandomActivation(self)\n",
-      "        self.grid = Grid(height, width, torus=False)\n",
-      "        self.dc = DataCollector({\"Fine\": lambda m: self.count_type(m, \"Fine\"),\n",
-      "                                \"On Fire\": lambda m: self.count_type(m, \"On Fire\"),\n",
-      "                                \"Burned Out\": lambda m: self.count_type(m, \"Burned Out\")})\n",
-      "        \n",
-      "        # Place a tree in each cell with Prob = density\n",
-      "        for x in range(self.width):\n",
-      "            for y in range(self.height):\n",
-      "                if random.random() < self.density:\n",
-      "                    # Create a tree\n",
-      "                    new_tree = TreeCell(x, y)\n",
-      "                    # Set all trees in the first column on fire.\n",
-      "                    if x == 0:\n",
-      "                        new_tree.condition = \"On Fire\"\n",
-      "                    self.grid[y][x] = new_tree\n",
-      "                    self.schedule.add(new_tree)\n",
-      "        self.running = True\n",
-      "        \n",
-      "    def step(self):\n",
-      "        '''\n",
-      "        Advance the model by one step.\n",
-      "        '''\n",
-      "        self.schedule.step()\n",
-      "        self.dc.collect(self)\n",
-      "        # Halt if no more fire\n",
-      "        if self.count_type(self, \"On Fire\") == 0:\n",
-      "            self.running = False\n",
-      "    \n",
-      "    @staticmethod\n",
-      "    def count_type(model, tree_condition):\n",
-      "        '''\n",
-      "        Helper method to count trees in a given condition in a given model.\n",
-      "        '''\n",
-      "        count = 0\n",
-      "        for tree in model.schedule.agents:\n",
-      "            if tree.condition == tree_condition:\n",
-      "                count += 1\n",
-      "        return count"
-     ],
-     "language": "python",
-     "metadata": {},
-     "outputs": [],
-     "prompt_number": 3
-    },
-    {
-     "cell_type": "markdown",
-     "metadata": {},
-     "source": [
-      "## Running the model\n",
-      "\n",
-      "Let's create a model with a 100 x 100 grid, and a tree density of 0.6. Remember, ForestFire takes the arguments *height*, *width*, *density*."
-     ]
-    },
-    {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "fire = ForestFire(100, 100, 0.6)"
-     ],
-     "language": "python",
-     "metadata": {},
-     "outputs": [],
-     "prompt_number": 4
-    },
-    {
-     "cell_type": "markdown",
-     "metadata": {},
-     "source": [
-      "To run the model until it's done (that is, until it sets its **running** property to False) just use the **run_model()** method. This is implemented in the Model parent object, so we didn't need to implement it above."
-     ]
-    },
-    {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "fire.run_model()"
-     ],
-     "language": "python",
-     "metadata": {},
-     "outputs": [],
-     "prompt_number": 5
-    },
-    {
-     "cell_type": "markdown",
-     "metadata": {},
-     "source": [
-      "That's all there is to it!\n",
-      "\n",
-      "But... so what? This code doesn't include a visualization, after all. \n",
-      "\n",
-      "**TODO: Add a MatPlotLib visualization**\n",
-      "\n",
-      "Remember the data collector? Now we can put the data it collected into a pandas DataFrame:"
-     ]
-    },
-    {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "results = fire.dc.get_model_vars_dataframe()"
-     ],
-     "language": "python",
-     "metadata": {},
-     "outputs": [],
-     "prompt_number": 6
-    },
-    {
-     "cell_type": "markdown",
-     "metadata": {},
-     "source": [
-      "And chart it, to see the dynamics."
-     ]
-    },
-    {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "results.plot()"
-     ],
-     "language": "python",
-     "metadata": {},
-     "outputs": [
-      {
-       "metadata": {},
-       "output_type": "pyout",
-       "prompt_number": 7,
-       "text": [
-        "<matplotlib.axes._subplots.AxesSubplot at 0x10988b2e8>"
-       ]
-      },
-      {
-       "metadata": {},
-       "output_type": "display_data",
-       "png": 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7uh1JfHh83c6kfUR7EiMSSYxMrLv1Pubd6cSExbTaaKOW0JK/ePVm3weB+SJy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\n",
-       "text": [
-        "<matplotlib.figure.Figure at 0x10987db70>"
-       ]
-      }
-     ],
-     "prompt_number": 7
-    },
-    {
-     "cell_type": "markdown",
-     "metadata": {},
-     "source": [
-      "In this case, the fire burned itself out after about 90 steps, with many trees left unburned. \n",
-      "\n",
-      "You can try changing the density parameter and rerunning the code above, to see how different densities yield different dynamics. For example:"
-     ]
-    },
-    {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "fire = ForestFire(100, 100, 0.8)\n",
-      "fire.run_model()\n",
-      "results = fire.dc.get_model_vars_dataframe()\n",
-      "results.plot()"
-     ],
-     "language": "python",
-     "metadata": {},
-     "outputs": [
-      {
-       "metadata": {},
-       "output_type": "pyout",
-       "prompt_number": 8,
-       "text": [
-        "<matplotlib.axes._subplots.AxesSubplot at 0x109c54208>"
-       ]
-      },
-      {
-       "metadata": {},
-       "output_type": "display_data",
-       "png": 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lNisi9K7Sm+XtltNvXT/eX/Y+q9auSnxHJyIiAlq1gilTYMsWaNo0+cfylOue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\naQkqV4YaNYyJtevVM1uVRuN+FMxakPW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-       "text": [
-        "<matplotlib.figure.Figure at 0x109c517b8>"
-       ]
-      }
-     ],
-     "prompt_number": 8
-    },
-    {
-     "cell_type": "markdown",
-     "metadata": {},
-     "source": [
-      "... But to really understand how the final outcome varies with density, we can't just tweak the parameter by hand over and over again. We need to do a batch run. \n",
-      "\n",
-      "## Batch runs\n",
-      "\n",
-      "Batch runs, also called parameter sweeps, allow use to systemically vary the density parameter, run the model, and check the output. Mesa provides a BatchRunner object which takes a model class, a dictionary of parameters and the range of values they can take and runs the model at each combination of these values. We can also give it reporters, which collect some data on the model at the end of each run and store it, associated with the parameters that produced it.\n",
-      "\n",
-      "For ease of typing and reading, we'll first create the parameters to vary and the reporter, and then assign them to a new BatchRunner."
-     ]
-    },
-    {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "param_set = dict(height=50, # Height and width are constant\n",
-      "                 width=50,\n",
-      "                 # Vary density from 0.01 to 1, in 0.01 increments:\n",
-      "                 density=np.linspace(0,1,101)[1:]) "
-     ],
-     "language": "python",
-     "metadata": {},
-     "outputs": [],
-     "prompt_number": 9
-    },
-    {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "# At the end of each model run, calculate the fraction of trees which are Burned Out\n",
-      "model_reporter = {\"BurnedOut\": lambda m: (ForestFire.count_type(m, \"Burned Out\") / \n",
-      "                                          m.schedule.get_agent_count()) }"
-     ],
-     "language": "python",
-     "metadata": {},
-     "outputs": [],
-     "prompt_number": 10
-    },
-    {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "# Create the batch runner\n",
-      "param_run = BatchRunner(ForestFire, param_set, model_reporters=model_reporter)"
-     ],
-     "language": "python",
-     "metadata": {},
-     "outputs": [],
-     "prompt_number": 11
-    },
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# The Forest Fire Model\n",
+    "## A rapid introduction to Mesa\n",
+    "\n",
+    "The [Forest Fire Model](http://en.wikipedia.org/wiki/Forest-fire_model) is one of the simplest examples of a model that exhibits self-organized criticality.\n",
+    "\n",
+    "Mesa is a new, Pythonic agent-based modeling framework. A big advantage of using Python is that it a great language for interactive data analysis. Unlike some other ABM frameworks, with Mesa you can write a model, run it, and analyze it all in the same environment. (You don't have to, of course. But you can).\n",
+    "\n",
+    "In this notebook, we'll go over a rapid-fire (pun intended, sorry) introduction to building and analyzing a model with Mesa."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "First, some imports. We'll go over what all the Mesa ones mean just below."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "import random\n",
+    "\n",
+    "import numpy as np\n",
+    "\n",
+    "import matplotlib.pyplot as plt\n",
+    "%matplotlib inline\n",
+    "\n",
+    "from mesa import Model, Agent\n",
+    "from mesa.time import RandomActivation\n",
+    "from mesa.space import Grid\n",
+    "from mesa.datacollection import DataCollector\n",
+    "from mesa.batchrunner import BatchRunner "
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Building the model\n",
+    "\n",
+    "Most models consist of basically two things: agents, and an world for the agents to be in. The Forest Fire model has only one kind of agent: a tree. A tree can either be unburned, on fire, or already burned. The environment is a grid, where each cell can either be empty or contain a tree.\n",
+    "\n",
+    "First, let's define our tree agent. The agent needs to be assigned **x** and **y** coordinates on the grid, and that's about it. We could assign agents a condition to be in, but for now let's have them all start as being 'Fine'. Since the agent doesn't move, and there is only at most one tree per cell, we can use a tuple of its coordinates as a unique identifier.\n",
+    "\n",
+    "Next, we define the agent's **step** method. This gets called whenever the agent needs to act in the world and takes the *model* object to which it belongs as an input. The tree's behavior is simple: If it is currently on fire, it spreads the fire to any trees above, below, to the left and the right of it that are not themselves burned out or on fire; then it burns itself out. "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "class TreeCell(Agent):\n",
+    "    '''\n",
+    "    A tree cell.\n",
+    "    \n",
+    "    Attributes:\n",
+    "        x, y: Grid coordinates\n",
+    "        condition: Can be \"Fine\", \"On Fire\", or \"Burned Out\"\n",
+    "        unique_id: (x,y) tuple. \n",
+    "    \n",
+    "    unique_id isn't strictly necessary here, but it's good practice to give one to each\n",
+    "    agent anyway.\n",
+    "    '''\n",
+    "    def __init__(self, x, y):\n",
+    "        '''\n",
+    "        Create a new tree.\n",
+    "        Args:\n",
+    "            x, y: The tree's coordinates on the grid.\n",
+    "        '''\n",
+    "        self.x = x\n",
+    "        self.y = y\n",
+    "        self.unique_id = (x, y)\n",
+    "        self.condition = \"Fine\"\n",
+    "        \n",
+    "    def step(self, model):\n",
+    "        '''\n",
+    "        If the tree is on fire, spread it to fine trees nearby.\n",
+    "        '''\n",
+    "        if self.condition == \"On Fire\":\n",
+    "            neighbors = model.grid.get_neighbors(self.x, self.y, moore=False)\n",
+    "            for neighbor in neighbors:\n",
+    "                if neighbor.condition == \"Fine\":\n",
+    "                    neighbor.condition = \"On Fire\"\n",
+    "            self.condition = \"Burned Out\"\n",
+    "        "
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Now we need to define the model object itself. The main thing the model needs is the grid, which the trees are placed on. But since the model is dynamic, it also needs to include time -- it needs a schedule, to manage the trees activation as they spread the fire from one to the other.\n",
+    "\n",
+    "The model also needs a few parameters: how large the grid is and what the density of trees on it will be. Density will be the key parameter we'll explore below.\n",
+    "\n",
+    "Finally, we'll give the model a data collector. This is a Mesa object which collects and stores data on the model as it runs for later analysis.\n",
+    "\n",
+    "The constructor needs to do a few things. It instantiates all the model-level variables and objects; it randomly places trees on the grid, based on the density parameter; and it starts the fire by setting all the trees on one edge of the grid (x=0) as being On \"Fire\".\n",
+    "\n",
+    "Next, the model needs a **step** method. Like at the agent level, this method defines what happens every step of the model. We want to activate all the trees, one at a time; then we run the data collector, to count how many trees are currently on fire, burned out, or still fine. If there are no trees left on fire, we stop the model by setting its **running** property to False."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "class ForestFire(Model):\n",
+    "    '''\n",
+    "    Simple Forest Fire model.\n",
+    "    '''\n",
+    "    def __init__(self, height, width, density):\n",
+    "        '''\n",
+    "        Create a new forest fire model.\n",
+    "        \n",
+    "        Args:\n",
+    "            height, width: The size of the grid to model\n",
+    "            density: What fraction of grid cells have a tree in them.\n",
+    "        '''\n",
+    "        # Initialize model parameters\n",
+    "        self.height = height\n",
+    "        self.width = width\n",
+    "        self.density = density\n",
+    "        \n",
+    "        # Set up model objects\n",
+    "        self.schedule = RandomActivation(self)\n",
+    "        self.grid = Grid(height, width, torus=False)\n",
+    "        self.dc = DataCollector({\"Fine\": lambda m: self.count_type(m, \"Fine\"),\n",
+    "                                \"On Fire\": lambda m: self.count_type(m, \"On Fire\"),\n",
+    "                                \"Burned Out\": lambda m: self.count_type(m, \"Burned Out\")})\n",
+    "        \n",
+    "        # Place a tree in each cell with Prob = density\n",
+    "        for x in range(self.width):\n",
+    "            for y in range(self.height):\n",
+    "                if random.random() < self.density:\n",
+    "                    # Create a tree\n",
+    "                    new_tree = TreeCell(x, y)\n",
+    "                    # Set all trees in the first column on fire.\n",
+    "                    if x == 0:\n",
+    "                        new_tree.condition = \"On Fire\"\n",
+    "                    self.grid[y][x] = new_tree\n",
+    "                    self.schedule.add(new_tree)\n",
+    "        self.running = True\n",
+    "        \n",
+    "    def step(self):\n",
+    "        '''\n",
+    "        Advance the model by one step.\n",
+    "        '''\n",
+    "        self.schedule.step()\n",
+    "        self.dc.collect(self)\n",
+    "        # Halt if no more fire\n",
+    "        if self.count_type(self, \"On Fire\") == 0:\n",
+    "            self.running = False\n",
+    "    \n",
+    "    @staticmethod\n",
+    "    def count_type(model, tree_condition):\n",
+    "        '''\n",
+    "        Helper method to count trees in a given condition in a given model.\n",
+    "        '''\n",
+    "        count = 0\n",
+    "        for tree in model.schedule.agents:\n",
+    "            if tree.condition == tree_condition:\n",
+    "                count += 1\n",
+    "        return count"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Running the model\n",
+    "\n",
+    "Let's create a model with a 100 x 100 grid, and a tree density of 0.6. Remember, ForestFire takes the arguments *height*, *width*, *density*."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "fire = ForestFire(100, 100, 0.6)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "To run the model until it's done (that is, until it sets its **running** property to False) just use the **run_model()** method. This is implemented in the Model parent object, so we didn't need to implement it above."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "fire.run_model()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "That's all there is to it!\n",
+    "\n",
+    "But... so what? This code doesn't include a visualization, after all. \n",
+    "\n",
+    "**TODO: Add a MatPlotLib visualization**\n",
+    "\n",
+    "Remember the data collector? Now we can put the data it collected into a pandas DataFrame:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "results = fire.dc.get_model_vars_dataframe()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "And chart it, to see the dynamics."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
     {
-     "cell_type": "markdown",
+     "data": {
+      "text/plain": [
+       "<matplotlib.axes._subplots.AxesSubplot at 0x109a3eda0>"
+      ]
+     },
+     "execution_count": 7,
      "metadata": {},
-     "source": [
-      "Now the BatchRunner, which we've named param_run, is ready to go. To run the model at every combination of parameters (in this case, every density value), just use the **run_all()** method."
-     ]
+     "output_type": "execute_result"
     },
     {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "param_run.run_all()"
-     ],
-     "language": "python",
+     "data": {
+      "image/png": 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Jg4DvR5/9pcA7ZnZJNPCdzGxMbKD9E7AnwU3zELBNrP0/BZwBTCGMwHKF2drjtVaDsc8i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\nDHBj7ziO0wxwY+84jtMM+H8bqxBDsJagjAAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x109a3e5f8>"
+      ]
+     },
      "metadata": {},
-     "outputs": [],
-     "prompt_number": 12
-    },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "results.plot()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "In this case, the fire burned itself out after about 90 steps, with many trees left unburned. \n",
+    "\n",
+    "You can try changing the density parameter and rerunning the code above, to see how different densities yield different dynamics. For example:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
     {
-     "cell_type": "markdown",
+     "data": {
+      "text/plain": [
+       "<matplotlib.axes._subplots.AxesSubplot at 0x109e2b470>"
+      ]
+     },
+     "execution_count": 8,
      "metadata": {},
-     "source": [
-      "Like with the data collector, we can extract the data the batch runner collected into a dataframe:"
-     ]
+     "output_type": "execute_result"
     },
     {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "df = param_run.get_model_vars_dataframe()"
-     ],
-     "language": "python",
+     "data": {
+      "image/png": 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kBpK2BboAk6LrLJHrmSOgf9o5nhpggX0DHAX8E3hDobrELMmTEKJp+YbgukW+imtY9Q4+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\nKCwlHxFRWEo+IqKwlHxERGEp+YiIwn4A7VrCBdJQ0o4AAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x109a3e5c0>"
+      ]
+     },
      "metadata": {},
-     "outputs": [],
-     "prompt_number": 13
-    },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fire = ForestFire(100, 100, 0.8)\n",
+    "fire.run_model()\n",
+    "results = fire.dc.get_model_vars_dataframe()\n",
+    "results.plot()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "... But to really understand how the final outcome varies with density, we can't just tweak the parameter by hand over and over again. We need to do a batch run. \n",
+    "\n",
+    "## Batch runs\n",
+    "\n",
+    "Batch runs, also called parameter sweeps, allow use to systemically vary the density parameter, run the model, and check the output. Mesa provides a BatchRunner object which takes a model class, a dictionary of parameters and the range of values they can take and runs the model at each combination of these values. We can also give it reporters, which collect some data on the model at the end of each run and store it, associated with the parameters that produced it.\n",
+    "\n",
+    "For ease of typing and reading, we'll first create the parameters to vary and the reporter, and then assign them to a new BatchRunner."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "param_set = dict(height=50, # Height and width are constant\n",
+    "                 width=50,\n",
+    "                 # Vary density from 0.01 to 1, in 0.01 increments:\n",
+    "                 density=np.linspace(0,1,101)[1:]) "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "# At the end of each model run, calculate the fraction of trees which are Burned Out\n",
+    "model_reporter = {\"BurnedOut\": lambda m: (ForestFire.count_type(m, \"Burned Out\") / \n",
+    "                                          m.schedule.get_agent_count()) }"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "# Create the batch runner\n",
+    "param_run = BatchRunner(ForestFire, param_set, model_reporters=model_reporter)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Now the BatchRunner, which we've named param_run, is ready to go. To run the model at every combination of parameters (in this case, every density value), just use the **run_all()** method."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "param_run.run_all()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Like with the data collector, we can extract the data the batch runner collected into a dataframe:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "df = param_run.get_model_vars_dataframe()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
     {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "df.head()"
-     ],
-     "language": "python",
+     "data": {
+      "text/html": [
+       "<div style=\"max-height:1000px;max-width:1500px;overflow:auto;\">\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>BurnedOut</th>\n",
+       "      <th>Run</th>\n",
+       "      <th>density</th>\n",
+       "      <th>height</th>\n",
+       "      <th>width</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td> 0.009288</td>\n",
+       "      <td> 11</td>\n",
+       "      <td> 0.12</td>\n",
+       "      <td> 50</td>\n",
+       "      <td> 50</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td> 1.000000</td>\n",
+       "      <td> 98</td>\n",
+       "      <td> 0.99</td>\n",
+       "      <td> 50</td>\n",
+       "      <td> 50</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td> 0.092608</td>\n",
+       "      <td> 48</td>\n",
+       "      <td> 0.49</td>\n",
+       "      <td> 50</td>\n",
+       "      <td> 50</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td> 0.024691</td>\n",
+       "      <td>  3</td>\n",
+       "      <td> 0.04</td>\n",
+       "      <td> 50</td>\n",
+       "      <td> 50</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4</th>\n",
+       "      <td> 0.060748</td>\n",
+       "      <td> 42</td>\n",
+       "      <td> 0.43</td>\n",
+       "      <td> 50</td>\n",
+       "      <td> 50</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "   BurnedOut  Run  density  height  width\n",
+       "0   0.009288   11     0.12      50     50\n",
+       "1   1.000000   98     0.99      50     50\n",
+       "2   0.092608   48     0.49      50     50\n",
+       "3   0.024691    3     0.04      50     50\n",
+       "4   0.060748   42     0.43      50     50"
+      ]
+     },
+     "execution_count": 14,
      "metadata": {},
-     "outputs": [
-      {
-       "html": [
-        "<div style=\"max-height:1000px;max-width:1500px;overflow:auto;\">\n",
-        "<table border=\"1\" class=\"dataframe\">\n",
-        "  <thead>\n",
-        "    <tr style=\"text-align: right;\">\n",
-        "      <th></th>\n",
-        "      <th>BurnedOut</th>\n",
-        "      <th>Run</th>\n",
-        "      <th>density</th>\n",
-        "      <th>height</th>\n",
-        "      <th>width</th>\n",
-        "    </tr>\n",
-        "  </thead>\n",
-        "  <tbody>\n",
-        "    <tr>\n",
-        "      <th>0</th>\n",
-        "      <td> 0.142256</td>\n",
-        "      <td> 45</td>\n",
-        "      <td> 0.46</td>\n",
-        "      <td> 50</td>\n",
-        "      <td> 50</td>\n",
-        "    </tr>\n",
-        "    <tr>\n",
-        "      <th>1</th>\n",
-        "      <td> 0.946026</td>\n",
-        "      <td> 68</td>\n",
-        "      <td> 0.69</td>\n",
-        "      <td> 50</td>\n",
-        "      <td> 50</td>\n",
-        "    </tr>\n",
-        "    <tr>\n",
-        "      <th>2</th>\n",
-        "      <td> 0.978022</td>\n",
-        "      <td> 71</td>\n",
-        "      <td> 0.72</td>\n",
-        "      <td> 50</td>\n",
-        "      <td> 50</td>\n",
-        "    </tr>\n",
-        "    <tr>\n",
-        "      <th>3</th>\n",
-        "      <td> 0.027190</td>\n",
-        "      <td> 12</td>\n",
-        "      <td> 0.13</td>\n",
-        "      <td> 50</td>\n",
-        "      <td> 50</td>\n",
-        "    </tr>\n",
-        "    <tr>\n",
-        "      <th>4</th>\n",
-        "      <td> 0.082645</td>\n",
-        "      <td> 43</td>\n",
-        "      <td> 0.44</td>\n",
-        "      <td> 50</td>\n",
-        "      <td> 50</td>\n",
-        "    </tr>\n",
-        "  </tbody>\n",
-        "</table>\n",
-        "</div>"
-       ],
-       "metadata": {},
-       "output_type": "pyout",
-       "prompt_number": 14,
-       "text": [
-        "   BurnedOut  Run  density  height  width\n",
-        "0   0.142256   45     0.46      50     50\n",
-        "1   0.946026   68     0.69      50     50\n",
-        "2   0.978022   71     0.72      50     50\n",
-        "3   0.027190   12     0.13      50     50\n",
-        "4   0.082645   43     0.44      50     50"
-       ]
-      }
-     ],
-     "prompt_number": 14
-    },
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df.head()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "As you can see, each row here is a run of the model, identified by its parameter values (and given a unique index by the Run column). To view how the BurnedOut fraction varies with density, we can easily just plot them:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
     {
-     "cell_type": "markdown",
+     "data": {
+      "text/plain": [
+       "(0, 1)"
+      ]
+     },
+     "execution_count": 15,
      "metadata": {},
-     "source": [
-      "As you can see, each row here is a run of the model, identified by its parameter values (and given a unique index by the Run column). To view how the BurnedOut fraction varies with density, we can easily just plot them:"
-     ]
+     "output_type": "execute_result"
     },
     {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "plt.scatter(df.density, df.BurnedOut)\n",
-      "plt.xlim(0,1)"
-     ],
-     "language": "python",
+     "data": {
+      "image/png": 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1wuygX/XFovX+DLDzfNhelmzWkveTgYbB4Jfm0CWMPwFXHVO03j8F7GC6Jc+JsGUrRfdn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\nrkJggg==\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x10a095748>"
+      ]
+     },
      "metadata": {},
-     "outputs": [
-      {
-       "metadata": {},
-       "output_type": "pyout",
-       "prompt_number": 15,
-       "text": [
-        "(0, 1)"
-       ]
-      },
-      {
-       "metadata": {},
-       "output_type": "display_data",
-       "png": 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R7++jxeYtG6Ql1O2KnPrnAezZ8zB79jxs6KuvHPFr4BUdaXf7iVt+UpeWmnfnlJpYjPDt\ndkWOK3m01LoNfj+IRQNt5857aqFfDd+jR6vfc9StMjP4pQV0uyLHlTxariz1aKAtVp2923kCV/Jo\nKVnjl+Zh+GpQGfzSMuCLjHrJdfxSF1qtz2937f5Mu8su+yBXX/1x9u69mr17r+baa7d5F04tT5nZ\n969qN6TempqayuHhdQkPJDyQw8PrcmpqasF98x9jQ+2/Wft6IEdHt/T6x1KJ1LKz48x1xK/SmrvU\nszoBPFOmabVv/mO8vXedlwpwOacGRv/r6zcCN5zacvmmlq1u/kxY7C8s9aigdksz7T6nu1LPAzk0\ndHauX78pR0e3LHh+qSi6LPW4qkddaTW67tXIu/48R468wTPP/Dad3h5hMX6O/v+lobLqdlVP30f7\n6Yh/xVmMkXKzY46Obmk6Um62r/E8q1adkzDhxKpKhS5H/H0P/TT4l5VWATxjdHTLvKtXWu2b79jd\nvJA0O8+qVW/t+AVHWsm6DX5X9SwT3d7vfbH7cO2125ZkHXqrYy/G6hqASy/9FUZHdzM6urvlbRkW\nY+2+tKJ182qx2F+UfMTfbXmkyPmajbxbjdbb7W8nI/T5/0qYyDVrLszR0S25fv3Gps8rUlJa7DKV\n1C9Y6mmtnRJGvywUuJ3Wv1tpFW7tBn83fVqoBDTbp4mEs+pWyfxSDg2dPWd7/fqNOTq6Jb/0pS91\n/P+02zKVtBwZ/C0sNJLr5kVhMV9I2g/F04Ov3RHqTH/XrLmwg3PNXZrYqka/0IvA+vUbc2jolxb8\nf9CsfzN9WL9+05wXgW5G5Aa/Bklpg7+d0KmGSfMVH62CtdsQa9W/+u2ZEWuzQJvZ1ywIZ24NMDuZ\n2fznqj9Pq9sKzATr3D7N/RkbR94zP3MnpZN2XkgWK5gXcyJZWq4GLvjbGVE3+0WdL7hgbcLUaWHX\nKljnD4Vm4blxwUAfGjq7rk+nlzSaj+RPPxdsqT1u3FetjTeed+4LxFTtWrQO9GYhWz3f3NAtssKn\nWcguRimqyF94y7kkKDUaqOBv992QrZf0NQvMDU3CrlWwzhdip09GVteRnx7oc19wNrQ4xnznmhvU\nc4/XzXlnXyBaTZ4udfAv9rLPepZsVBbdBn/he/VExGbgDmA18PXMvL1JmzuBjwL/F/jNzHym1THn\nLuGb5tixM3jmmU8AsG/ftpZL9U6evKj2vN2n7Vuz5qdcfvlujhx5d927PN9G/f1V4PeBB09tHTny\nBmNjW3n66f3Au2rfnXtPllWrHuDkya/UjrcVuJPZd5AC3AN0+27OcWAba9Z8kXe+8zwOHDjBsWM/\nAXYxPPwgO3ZM8Nhju3n66f28+eZ8593IqlWf4eTJ6neHhx/km9+sXsOxsa1Nz9r4sYFDQ58FjnPs\n2K7aMWbvQzPfxwt2+9GD4+PjTf//jo+P88gju+reJdv5J2lJotiIn2rYHwYuAM4EngXe29DmKuDR\n2uMrgR80OU5mzleTP330NlMSaSznzH335tyRcuuSQfMSydzSzAO1EfXEqX31k46tRvKzf2nMX+pp\nt9bcyVLM+pLVfCtgOjlXkcndbkfv3bBWr7KgH6Ue4APAVN32LcAtDW2+BlxXt30IWNfQ5rRf1tmQ\nPb1MMVvemBvAjatc5isRtRt2cwO9GqYzJZL5jzd/7X6+yd3FqDV3Mknd7Ln9qGsv5Xmt1asM+hX8\n/w64t277BuBPGtp8F/jVuu3/CVze0KbpiLU6Cm8c1c+/kiWz/V/4dtp1u4qkm/Xli8Gwk8ql2+Av\nWuPPNts13j3utOf96EcvAP8P+BtgBIDLL7+UPXsebrgL46/wTIsZgvnqw92066RG3Xi8HTsW7MKi\na/dnl7QyVSoVKpVK8QN182ox8wVsYG6p51Zge0ObrwH/vm67rVJPu/c/79ftDSSp3+hyxF/ofvwR\ncQbwIvBh4HXgfwHXZ+bBujZXATdn5lURsQG4IzM3NBwnM9P7n0tSB7q9H3/hD2KJiI8yu5zzvsz8\no4i4CSAz7661+SqwGfgH4BOZ+VcNx8ii/ZCksulb8C8Gg1+SOtdt8Hs/fkkqGYNfkkrG4JekkjH4\nJalkDH5JKhmDX5JKxuCXpJIx+CWpZAx+SSoZg1+SSsbgl6SSMfglqWQMfkkqGYNfkkrG4JekkjH4\nJalkDH5JKhmDX5JKxuCXpJIx+CWpZAx+SSoZg1+SSqbr4I+INRGxNyL+OiL2RMTZTdqcHxHfi4gD\nEfG/I+J3inVXklRUkRH/LcDezHw38Oe17UbHgc9k5sXABuA/R8R7C5xz4FUqlX53YdnwWszyWszy\nWhRXJPivBnbVHu8Cfq2xQWb+JDOfrT3+P8BB4O0Fzjnw/Ec9y2sxy2sxy2tRXJHgX5eZb9QevwGs\na9U4Ii4A1gNPFjinJKmgM1rtjIi9wNua7NpRv5GZGRHZ4jj/GPg28Lu1kb8kqU8ic968bv3EiEPA\nSGb+JCL+GfC9zPwXTdqdCfx34H9k5h3zHKu7TkhSyWVmdPqcliP+BewGtgG31/77p40NIiKA+4AX\n5gt96K7jkqTuFBnxrwH+G/AO4GXg1zPz7yLi7cC9mflvI+KDwF8CzwEzJ7o1M6cK91yS1JWug1+S\ntDL19J27EbE5Ig5FxEsRsX2eNnfW9u+PiPW97F8vLXQtIuJjtWvwXEQ8HhGX9KOfvdDOv4tau/dH\nxImI2NLL/vVSm78jIxHxTO1NkZUed7Fn2vgdWRsRUxHxbO1a/GYfurnkIuIbEfFGRDzfok1nuZmZ\nPfkCVgOHgQuAM4Fngfc2tLkKeLT2+ErgB73qXy+/2rwWHwD+ae3x5jJfi7p2f0F1ocDWfve7j/8u\nzgYOAOfVttf2u999vBaTwB/NXAfgZ8AZ/e77ElyLf0V1Kfzz8+zvODd7OeK/AjicmS9n5nHgIeCa\nhjan3hSWmU8CZ0dEy/cHrFALXovMfCIzf1HbfBI4r8d97JV2/l0AfJrqkuCf9rJzPdbOtfgN4OHM\nfBUgM4/0uI+90s61+FvgrNrjs4CfZeaJHvaxJzLz+8DPWzTpODd7GfznAq/Ubb9a+95CbQYx8Nq5\nFvU+BTy6pD3qnwWvRUScS/WX/q7atwZ1YqqdfxcXAWtq98B6KiI+3rPe9VY71+Je4OKIeB3YD/xu\nj/q23HScm0WWc3aq3V/WxqWdg/hL3vbPFBEfAj4JbFy67vRVO9fiDuCWzMzaEuFBXf7bzrU4E7gM\n+DDwFuCJiPhBZr60pD3rvXauxR8Az2bmSERcCOyNiEsz8++XuG/LUUe52cvgfw04v277fKqvTK3a\nnFf73qBp51pQm9C9F9icma3+1FvJ2rkWlwMPVTOftcBHI+J4Zu7uTRd7pp1r8QpwJDOPAkcj4i+B\nS4FBC/52rsWvAl8GyMwfRcTfAO8BnupJD5ePjnOzl6Wep4CLIuKCiBgCrqP6JrB6u4H/ABARG4C/\ny9n7AQ2SBa9FRLwD+A5wQ2Ye7kMfe2XBa5GZv5yZ78rMd1Gt8/+nAQx9aO935M+AD0bE6oh4C9XJ\nvBd63M9eaOdaHAI+AlCrab8H+HFPe7k8dJybPRvxZ+aJiLgZmKY6Y39fZh6MiJtq++/OzEcj4qqI\nOAz8A/CJXvWvl9q5FsDngXOAu2oj3eOZeUW/+rxU2rwWpdDm78ihiJii+qbIk1TfLDlwwd/mv4s/\nBO6PiP1UB7Gfy8w3+9bpJRIR3wI2AWsj4hXgNqolv65z0zdwSVLJ+NGLklQyBr8klYzBL0klY/BL\nUskY/JJUMga/JJWMwS9JJWPwS1LJ/H90HnxhfKFFXgAAAABJRU5ErkJggg==\n",
-       "text": [
-        "<matplotlib.figure.Figure at 0x10a339828>"
-       ]
-      }
-     ],
-     "prompt_number": 15
-    },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plt.scatter(df.density, df.BurnedOut)\n",
+    "plt.xlim(0,1)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "And we see the very clear emergence of a critical value around 0.5, where the model quickly shifts from almost no trees being burned, to almost all of them.\n",
+    "\n",
+    "In this case we ran the model only once at each value. However, it's easy to have the BatchRunner execute multiple runs at each parameter combination, in order to generate more statistically reliable results. We do this using the *iteration* argument.\n",
+    "\n",
+    "Let's run the model 5 times at each parameter point, and export and plot the results as above."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 16,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
     {
-     "cell_type": "markdown",
+     "data": {
+      "text/plain": [
+       "(0, 1)"
+      ]
+     },
+     "execution_count": 16,
      "metadata": {},
-     "source": [
-      "And we see the very clear emergence of a critical value around 0.5, where the model quickly shifts from almost no trees being burned, to almost all of them.\n",
-      "\n",
-      "In this case we ran the model only once at each value. However, it's easy to have the BatchRunner execute multiple runs at each parameter combination, in order to generate more statistically reliable results. We do this using the *iteration* argument.\n",
-      "\n",
-      "Let's run the model 5 times at each parameter point, and export and plot the results as above."
-     ]
+     "output_type": "execute_result"
     },
     {
-     "cell_type": "code",
-     "collapsed": false,
-     "input": [
-      "param_run = BatchRunner(ForestFire, param_set, iterations=5, model_reporters=model_reporter)\n",
-      "param_run.run_all()\n",
-      "df = param_run.get_model_vars_dataframe()\n",
-      "plt.scatter(df.density, df.BurnedOut)\n",
-      "plt.xlim(0,1)"
-     ],
-     "language": "python",
+     "data": {
+      "image/png": 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/0bgJOJryG5onEG5QrgQ+Huv7N8B84KfAX6S2f71iuxOBc+I2ic8DH4vldlSs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\nQmCC\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x10a417710>"
+      ]
+     },
      "metadata": {},
-     "outputs": [
-      {
-       "metadata": {},
-       "output_type": "pyout",
-       "prompt_number": 16,
-       "text": [
-        "(0, 1)"
-       ]
-      },
-      {
-       "metadata": {},
-       "output_type": "display_data",
-       "png": 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cvqAxHGIZBfvVYVCOplaIB+aMF74oRB3CjTkdutHx0ul5sSkbFhbZh4ZfyuQw\nLQJ/oeBcbtCe6qMoCn3/fKNIolEu8c8Ec8EULhc/N0EQ3JpoXW/2uro5OQEzCvDJES9m8REvmXBf\nXTmfr6ub4cNj5mc4LHJo8OQonDlzFnlr6yo3mxXbR3JEzjzP/8sgGsWzwIOx9XM9e6x9p8NJQ8da\nsGCRp1Inhb8M4hetueF3yD5/ItU05QN/oeBcTtAuPByv9D/ciUyltLe3jzINstlTqYah1mahgJ48\nZ3V183OCafT9c286ii/H953biq6vP9HnzFnkQSu9KXydnqelvNzzp06iFvrqRBCPLj5RMH5zWM9M\nYh9R0F7lcE6ebQvDes8K16MAnhzeuShcTtZjrge/LBZlXQSmWsNBpq8pH/gLtV7z3+W4fGhb1OqM\nAl4UMJua3hL7I84NWvHAXygPXeyiE58G4LLLLitpVsdg9sfojs9zcoJMU9OS2J2hJxasezQVQDp9\nYthqXhi+6r2+/kQPWs2rs4J50IINWtd1dbN8zpzTPZNp8tmzT/JkaiWoW/K4udMPBO8lg2VuDn24\nfsn3o6Cde2EePv68MM9fKP0SvTfbi1084rNnZo/Bn+XBRWlZ7P34/qP0TqdnMk1K7cikMuUDf3bH\nWvBH19R04Qi31b/V4y2x+vr54S39y2LBzMMAMNfjnXHDeeglOQF45sx8nX3BHz80uFnGc9MA8Vbv\n6qH0RHNzcxiIG3z27AYv3jkZvXeCDwfuZAu604OWb5ND/OKW3Sma3cptdDguFoCPC8/dstjn4/U4\nPfw+8Xlr3uDJqYODcid5dgt6Yc75DPaTyfP+jCLnIhPu6/jYttx0UXAOohZ/9GslOWdOduBvarrQ\nM5kmr6s7wbMvAoUuWmrly+Q05QP/7NkLEoEl43V1J+R0OAatv/gf62wPUglRmmK25w/8w0Gsvn6+\n19VFrchiAXheYh/DF4/seVzypQgWhsEzXzB2z02lJFul8REqhfLa8bRFbqfo8ARjhepXqJUbte6P\n9yDVcZIHOfIosCYvCvHW9Vs9N3UUXWSijtkmz269J3Py0feK/h/Eg/jqoRRTfN6e4GI88v7iAby5\neXniu+ee36amt6iVL5PWlA/8wyM7VnkQyIf/AIMgPd+hIRawcwN6UCbqMIy3PAuN8sjXOuyMbYsH\nzHOKBNZkCmJ1WK9kB2GURhnpQhK1eOPfa4EHvxzyBWn3/Dn0KE1RLEUy14OLTLyOjWHATV4sou9S\n6sUy2nZmZNmTAAAJF0lEQVRieIz4d8qXr2/wfJ27wy3xoH7NzZe4e3Z/SXZ6bLOnUicMpQST6cBI\nvl+TTU1LCva7iEw2VQv8wApgH/AccHOBMneF2/cAzXm2e1dX/Gd8PLAUar25BxeIZPBI5m+jnHcy\nGM3Ps89kumSuB63eZXkCVTx4xlME+dIRXXmOW6j1nrxAxANrvgAe1atQDr5QCqMpttzouZ27i/J8\n5sQi2zKeSp0Uprbyff+uxLmdkVOuq6srTys8fpEO6leoY360o7+m+mgvkaoEfqAe2A+cQXCr5A+B\ncxNlrgAeCZffATyVZz/u7n7ZZZeFQToeZPONOom2JwNhoZZ9PBeevHhE5U7xoFWabNUvCMvk9kEE\nATXKmUf7Lz7+OzhOoQ7NKP3yhjz1i1IsyfpFwTS3sxgWh9uOy7MtfjGal9jnVi8+Cif7olVfPz8r\nYBaaRjmVeoPPmbNoqDVd6L6A7JZ7Q1aqb7yD83S8v0NqR7UC/+8BW2PrnwI+lShzN/CB2Po+4ORE\nmUSL/xIvnmKJd+Bm9wvkb/Um887JoX9R0G0s8L6HwTD+K2Ge19WdMPQgjiDALSxQh3hapdCvlc0e\ntKSjFFMy/RKNrY+nh2aF5yr6Xpd4KnWSZzJN3tzcnDXqaLh+p/hwp2pQp+hBItn9Kbn9AlG5YumT\npPG4E1jBWSS/agX+PwLui61fC/x1oszDwO/H1r8NXJQok5h+N57vzzcuPAp+53g8fVBXNysnWAWt\n2WSqpzMrsNbVzfPm5kt8zpx8x4oH4OGhf8nb9KPglE7PzalDOn3CULDMnpogf6onnT5xKLAmO7dT\nqROGhmK2t7eXnKoY7f0DI5UTkeoba+Avd3ZOL7FcchKhnM/95jf9wEPA88BRgil0v0QwZW+25uZm\nGhsbgFNZvvza2DS6G9mxYwd33LEJgCuvvIpDh17h8OGX2bu3c2h2xXT67/jMZz7J9u3RdLkPDD0H\ndeXKDzEwEJX7JO9619vp67sJgJaW38ds7tCx4hNwRbMt9vb2csUVqzh2bAMAdXWD9PR8a6hsNHUw\nwPLlNw3VIVjeBTxPZ+fXaWtrI3q2d/bEX/8r67hXX91b0vS+pc4GqVkjRSavvr4++vr6yt/RWK4W\n0QtYRnaq5xYSHbwEqZ4PxtZLSPXE0wyFH9IxGhM5SdlE7ENEZCSMscVf1rTMZpYimJz8UuAQwUTo\nV7v7s7EyVwA3uvsVZrYMuNPdlyX24+5Od3c3d9xxPwDz58OBA78EoLl5EY2NbwQ01a2ISGSs0zKX\nPR+/mb2H4HFE9cDX3P02M7sBwN3vCct8mWDY538C17n7rsQ+vNx6iIjUmqoF/vGgwC8iMnpjDfx1\nE1EZERGZvBT4RURqjAK/iEiNUeAXEakxCvwiIjVGgV9EpMYo8IuI1BgFfhGRGqPALyJSYxT4RURq\njAK/iEiNUeAXEakxCvwiIjVGgV9EpMYo8IuI1BgFfhGRGqPALyJSYxT4RURqjAK/iEiNUeAXEakx\nCvwiIjVGgV9EpMaMOfCbWcbMtpnZv5vZY2Y2L0+Z083su2b2jJn9m5mtLa+6IiJSrnJa/J8Ctrn7\nm4HvhOtJrwF/6e7nAcuAvzCzc8s45rTX19dX7SpMGjoXw3QuhulclK+cwL8S2BIubwH+MFnA3X/m\n7j8Ml18FngVOLeOY057+UQ/TuRimczFM56J85QT+k9395XD5ZeDkYoXN7AygGfh+GccUEZEypYpt\nNLNtwCl5Nq2Pr7i7m5kX2c9s4B+Bj4ctfxERqRJzLxivi3/QbB/Q4u4/M7MFwHfd/Zw85Y4D/i/w\nqLvfWWBfY6uEiEiNc3cb7WeKtvhH0AO0A58P//tPyQJmZsDXgB8VCvowtoqLiMjYlNPizwD/G1gE\n/AR4v7v/0sxOBe5z9z8ws3cC3wOeBqID3eLuW8uuuYiIjMmYA7+IiExNFb1z18xWmNk+M3vOzG4u\nUOaucPseM2uuZP0qaaRzYWbXhOfgaTN7wszOr0Y9K6GUfxdhubeb2aCZrapk/SqpxL+RFjPbHd4U\n2VfhKlZMCX8jjWa21cx+GJ6L/1aFak44M/tbM3vZzPYWKTO6uOnuFXkB9cB+4AzgOOCHwLmJMlcA\nj4TL7wCeqlT9Kvkq8Vz8HnBCuLyils9FrNw/EwwUWF3telfx38U84BlgYbjeWO16V/FcbARui84D\ncARIVbvuE3Au/gvBUPi9BbaPOm5WssV/MbDf3X/i7q8BDwDvS5QZuinM3b8PzDOzovcHTFEjngt3\nf9LdfxWufh9YWOE6Vkop/y4APkYwJPjnlaxchZVyLv4YeNDdXwRw98MVrmOllHIuXgLmhstzgSPu\nPljBOlaEu/8L8IsiRUYdNysZ+E8DXoitvxi+N1KZ6RjwSjkXcX8KPDKhNaqeEc+FmZ1G8Ef/1fCt\n6doxVcq/i7OATDgH1g4z+1DFaldZpZyL+4DzzOwQsAf4eIXqNtmMOm6WM5xztEr9Y00O7ZyOf+Ql\nfyczezfwYeCSiatOVZVyLu4EPuXuHg4Rnq7Df0s5F8cBS4FLgVnAk2b2lLs/N6E1q7xSzsWngR+6\ne4uZNQHbzOwCd39lgus2GY0qblYy8P8HcHps/XSCK1OxMgvD96abUs4FYYfufcAKdy/2U28qK+Vc\nXAQ8EMR8GoH3mNlr7t5TmSpWTCnn4gXgsLsfBY6a2feAC4DpFvhLORe/D3QDuPsBM3seOBvYUZEa\nTh6jjpuVTPXsAM4yszPMLA18gOAmsLge4E8AzGwZ8Esfng9oOhnxXJjZIuBbwLXuvr8KdayUEc+F\nu5/p7m909zcS5Pn/bBoGfSjtb+T/AO80s3ozm0XQmfejCtezEko5F/uAywDCnPbZwMGK1nJyGHXc\nrFiL390HzexGoJegx/5r7v6smd0Qbr/H3R8xsyvMbD/wn8B1lapfJZVyLoDPAPOBr4Yt3dfc/eJq\n1XmilHguakKJfyP7zGwrwU2Rxwhulpx2gb/EfxefA+43sz0Ejdib3L2/apWeIGb2D8ByoNHMXgA+\nS5DyG3Pc1A1cIiI1Ro9eFBGpMQr8IiI1RoFfRKTGKPCLiNQYBX4RkRqjwC8iUmMU+EVEaowCv4hI\njfn/vIVXkfM6S7gAAAAASUVORK5CYII=\n",
-       "text": [
-        "<matplotlib.figure.Figure at 0x109eb1be0>"
-       ]
-      }
-     ],
-     "prompt_number": 16
+     "output_type": "display_data"
     }
    ],
-   "metadata": {}
+   "source": [
+    "param_run = BatchRunner(ForestFire, param_set, iterations=5, model_reporters=model_reporter)\n",
+    "param_run.run_all()\n",
+    "df = param_run.get_model_vars_dataframe()\n",
+    "plt.scatter(df.density, df.BurnedOut)\n",
+    "plt.xlim(0,1)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {
+    "collapsed": true
+   },
+   "outputs": [],
+   "source": []
   }
- ]
-}
\ No newline at end of file
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.4.2"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 0
+}
diff --git a/mesa/datacollection.py b/mesa/datacollection.py
index 4836d16c..0a4a9290 100644
--- a/mesa/datacollection.py
+++ b/mesa/datacollection.py
@@ -3,20 +3,27 @@ Mesa Data Collection Module
 =====================================================
 
 DataCollector is meant to provide a simple, standard way to collect data
-generated by a Mesa model. It collects two types of data: model-level and
-agent-level data.
+generated by a Mesa model. It collects three types of data: model-level data,
+agent-level data, and tables.
 
 A DataCollector is instantiated with two dictionaries of reporter names and
 associated functions for each, one for model-level data and one for
-agent-level data. When the collect() method is called, each model-level
-function is called, with the model as the argument, and the results associated
-with the relevant variable. Then the agent-level functions are called on each
+agent-level data; a third dictionary provides table names and columns.
+
+When the collect() method is called, each model-level function is called, with
+the model as the argument, and the results associated with the relevant
+variable. Then the agent-level functions are called on each
 agent in the model scheduler.
 
-The DataCollector then stores the data it collects in two dictionaries:
+Additionally, other objects can write directly to tables by passing in an
+appropriate dictionary object for a table row.
+
+The DataCollector then stores the data it collects in dictionaries:
     * model_vars maps each reporter to a list of its values
     * agent_vars maps each reporter to a list of lists, where each nested list
     stores (agent_id, value) pairs.
+    * tables maps each table to a dictionary, with each column as a key with a
+    list as its value.
 
 Finally, DataCollector can create a pandas DataFrame from each collection.
 
@@ -43,10 +50,11 @@ class DataCollector(object):
 
     model_vars = {}
     agent_vars = {}
+    tables = {}
 
     model = None
 
-    def __init__(self, model_reporters=None, agent_reporters=None):
+    def __init__(self, model_reporters={}, agent_reporters={}, tables={}):
         '''
         Instantiate a DataCollector with lists of model and agent reporters.
 
@@ -59,21 +67,62 @@ class DataCollector(object):
         it might look like this:
             {"energy": lambda a: a.energy}
 
+        The tables arg accepts a dictionary mapping names of tables to lists of
+        columns. For example, if we want to allow agents to write their age
+        when they are destroyed (to keep track of lifespans), it might look
+        like:
+            {"Lifespan": ["unique_id", "age"]}
+
         Args:
             model_reporters: Dictionary of reporter names and functions.
             agent_reporters: Dictionary of reporter names and functions.
         '''
 
-        self.model_reporters = model_reporters
-        self.agent_reporters = agent_reporters
+        self.model_reporters = {}
+        self.agent_reporters = {}
+        self.tables = {}
 
-        if self.model_reporters:
-            for var in self.model_reporters:
-                self.model_vars[var] = []
+        for name, func in model_reporters.items():
+            self._new_model_reporter(name, func)
 
-        if self.agent_reporters:
-            for var in self.agent_reporters:
-                self.agent_vars[var] = []
+        for name, func in agent_reporters.items():
+            self._new_agent_reporter(name, func)
+
+        for name, columns in tables.items():
+            self._new_table(name, columns)
+
+    def _new_model_reporter(self, reporter_name, reporter_function):
+        '''
+        Add a new model-level reporter to collect.
+        Args:
+            reporter_name: Name of the model-level variable to collect.
+            reporter_function: Function object that returns the variable when
+                               given a model instance.
+        '''
+
+        self.model_reporters[reporter_name] = reporter_function
+        self.model_vars[reporter_name] = []
+
+    def _new_agent_reporter(self, reporter_name, reporter_function):
+        '''
+        Add a new agent-level reporter to collect.
+        Args:
+            reporter_name: Name of the agent-level variable to collect.
+            reporter_function: Function object that returns the variable when
+                               given an agent object.
+        '''
+        self.agent_reporters[reporter_name] = reporter_function
+        self.agent_vars[reporter_name] = []
+
+    def _new_table(self, table_name, table_columns):
+        '''
+        Add a new table that objects can write to.
+        Args:
+            table_name: Name of the new table.
+            table_columns: List of columns to add to the table.
+        '''
+        new_table = {column: [] for column in table_columns}
+        self.tables[table_name] = new_table
 
     def collect(self, model):
         '''
@@ -90,6 +139,27 @@ class DataCollector(object):
                     agent_records.append((agent.unique_id, reporter(agent)))
                 self.agent_vars[var].append(agent_records)
 
+    def add_table_row(self, table_name, row, ignore_missing=False):
+        '''
+        Add a row dictionary to a specific table.
+
+        Args:
+            table_name: Name of the table to append a row to.
+            row: A dictionary of the form {column_name: value...}
+            ignore_missing: If True, fill any missing columns with Nones;
+                            if False, throw an error if any columns are missing
+        '''
+        if table_name not in self.tables:
+            raise Exception("Table does not exist.")
+
+        for column in self.tables[table_name]:
+            if column in row:
+                self.tables[table_name][column].append(row[column])
+            elif ignore_missing:
+                self.tables[table_name][column].append(None)
+            else:
+                raise Exception("Could not insert row with missing column")
+
     def get_model_vars_dataframe(self):
         '''
         Create a pandas DataFrame from the model variables.
@@ -115,3 +185,14 @@ class DataCollector(object):
         df = pd.DataFrame.from_dict(data, orient="index")
         df.index.names = ["Step", "AgentID"]
         return df
+
+    def get_table_dataframe(self, table_name):
+        '''
+        Create a pandas DataFrame from a particular table.
+
+        Args:
+            table_name: The name of the table to convert.
+        '''
+        if table_name not in self.tables:
+            raise Exception("No such table.")
+        return pd.DataFrame(self.tables[table_name])


Test patch:
diff --git a/tests/test_datacollector.py b/tests/test_datacollector.py
new file mode 100644
index 00000000..e1115978
--- /dev/null
+++ b/tests/test_datacollector.py
@@ -0,0 +1,119 @@
+'''
+Test the DataCollector
+'''
+import unittest
+
+from mesa import Model, Agent
+from mesa.time import BaseScheduler
+from mesa.datacollection import DataCollector
+
+
+class MockAgent(Agent):
+    '''
+    Minimalistic agent for testing purposes.
+    '''
+    def __init__(self, unique_id, val):
+        self.unique_id = unique_id
+        self.val = val
+
+    def step(self, model):
+        '''
+        Increment val by 1.
+        '''
+        self.val += 1
+
+    def write_final_values(self, model):
+        '''
+        Write the final value to the appropriate table.
+        '''
+        row = {"agent_id": self.unique_id, "final_value": self.val}
+        model.datacollector.add_table_row("Final_Values", row)
+
+
+class MockModel(Model):
+    '''
+    Minimalistic model for testing purposes.
+    '''
+
+    schedule = BaseScheduler(None)
+
+    def __init__(self):
+        self.schedule = BaseScheduler(self)
+        for i in range(10):
+            a = MockAgent(i, i)
+            self.schedule.add(a)
+        self.datacollector = DataCollector(
+            {"total_agents": lambda m: m.schedule.get_agent_count()},
+            {"value": lambda a: a.val},
+            {"Final_Values": ["agent_id", "final_value"]})
+
+    def step(self):
+        self.schedule.step()
+        self.datacollector.collect(self)
+
+
+class TestDataCollector(unittest.TestCase):
+    def setUp(self):
+        '''
+        Create the model and run it a set number of steps.
+        '''
+        self.model = MockModel()
+        for i in range(7):
+            self.model.step()
+        # Write to table:
+        for agent in self.model.schedule.agents:
+            agent.write_final_values(self.model)
+
+    def test_model_vars(self):
+        '''
+        Test model-level variable collection.
+        '''
+        data_collector = self.model.datacollector
+        assert "total_agents" in data_collector.model_vars
+        assert len(data_collector.model_vars["total_agents"]) == 7
+        for element in data_collector.model_vars["total_agents"]:
+            assert element == 10
+
+    def test_agent_vars(self):
+        '''
+        Test agent-level variable collection.
+        '''
+        data_collector = self.model.datacollector
+        assert len(data_collector.agent_vars["value"]) == 7
+        for step in data_collector.agent_vars["value"]:
+            assert len(step) == 10
+            for record in step:
+                assert len(record) == 2
+
+    def test_table_rows(self):
+        '''
+        Test table collection
+        '''
+        data_collector = self.model.datacollector
+        assert len(data_collector.tables["Final_Values"]) == 2
+        assert "agent_id" in data_collector.tables["Final_Values"]
+        assert "final_value" in data_collector.tables["Final_Values"]
+        for key, data in data_collector.tables["Final_Values"].items():
+            assert len(data) == 10
+
+        with self.assertRaises(Exception):
+            data_collector.add_table_row("error_table", {})
+
+        with self.assertRaises(Exception):
+            data_collector.add_table_row("Final_Values", {"final_value": 10})
+
+    def test_exports(self):
+        '''
+        Test DataFrame exports
+        '''
+        data_collector = self.model.datacollector
+        model_vars = data_collector.get_model_vars_dataframe()
+        agent_vars = data_collector.get_agent_vars_dataframe()
+        table_df = data_collector.get_table_dataframe("Final_Values")
+
+        assert model_vars.shape == (7, 1)
+        assert agent_vars.shape == (70, 1)
+        assert table_df.shape == (10, 2)
+
+        with self.assertRaises(Exception):
+            table_df = data_collector.get_table_dataframe("not a real table")