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   "cell_type": "markdown",
   "source": "# Visualising \"closeness\" of current members of parliament based on how they vote in divisions",
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   "source": "We're going to use the similarity measure from They Vote For You on all current members of parliament and then use multi-dimensional scaling (MDS) to create a two dimensional \"map\" of all the members where their position on the map puts them close to other members who they voted similarly to and far away from those they voted very differently to.",
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   "source": "One possible improvement for the future is to use the \"strong\" votes from policies to weight certain divisions more strongly than others in the calculation of similarity. Those would be divisions that related to actual concrete changes in the law (otherwise known as substantive changes).",
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   "source": "We can't get the data we need directly through the They Vote For You API right now so we're going to get it by running a special \"rake\" task (see https://github.com/openaustralia/theyvoteforyou/blob/b2faeb984c5cbc4c67577f8023d15a59480f59d0/lib/tasks/application.rake#L217)",
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   "source": "Loading the exported csv...",
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      "text/plain": "       person1_id  person2_id  distance_b\n0           10007       10007    0.000000\n1           10007       10014    0.996044\n2           10007       10043    0.000000\n3           10007       10060    0.000826\n4           10007       10069    0.990121\n...           ...         ...         ...\n22495       10963       10940    0.000000\n22496       10963       10941    0.785124\n22497       10963       10942    0.011152\n22498       10963       10960    0.980843\n22499       10963       10963    0.000000\n\n[22500 rows x 3 columns]",
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    "deepnote_variable_name": "representatives_people",
    "sql_integration_id": "deepnote-dataframe-sql",
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    "source_hash": "f8ff2fe7",
    "execution_start": 1652770908199,
    "execution_millis": 122,
    "deepnote_sql_source": "SELECT *\nFROM '/work/representatives_people.csv' ORDER by id",
    "deepnote_table_state": {
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   "source": "\n\nrepresentatives_people = _deepnote_execute_sql(\"\"\"SELECT *\nFROM '/work/representatives_people.csv' ORDER by id\n\"\"\", 'SQL_DEEPNOTE_DATAFRAME_SQL')\nrepresentatives_people",
   "execution_count": 2,
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         "name": "Julie Collins",
         "party": "Australian Labor Party",
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      "text/plain": "        id               name                   party\n0    10007   Anthony Albanese  Australian Labor Party\n1    10014      Kevin Andrews           Liberal Party\n2    10043        Sharon Bird  Australian Labor Party\n3    10060        Chris Bowen  Australian Labor Party\n4    10069  Russell Broadbent           Liberal Party\n..     ...                ...                     ...\n145  10940      James Stevens           Liberal Party\n146  10941      Zali Steggall             Independent\n147  10942        Dave Sharma           Liberal Party\n148  10960      Kristy McBain  Australian Labor Party\n149  10963     Garth Hamilton  Liberal National Party\n\n[150 rows x 3 columns]",
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  {
   "cell_type": "markdown",
   "source": "In this visualisation we want to look at the coalition as one party and we have to deal with an implementation detail of the data from They Vote For You where the speaker and their deputy are listed as being in their own \"party\". We'll also need to convert them to the more intuitive understanding of what \"party\" is.",
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    "execution_start": 1652770908321,
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   "source": "def tvfy_party_convert(party):\n    # My understanding is the Country Liberal Party is not strictly part of the coalition but\n    # members do join the party rooms of coalition members at the Federal level.\n    if party == \"Liberal Party\" or party == \"National Party\" or party == \"Liberal National Party\" or party == \"Country Liberal Party\":\n        return \"Coalition\"\n    elif party == \"Australian Labor Party\":\n        return \"ALP\"\n    elif party == \"Pauline Hanson's One Nation Party\":\n        return \"One Nation\"\n    elif party == \"Australian Greens\":\n        return \"Greens\"\n    elif party == \"Katter's Australian Party\":\n        return \"Katter's Australian\"\n    elif party == \"United Australia Party\":\n        return \"United Australia\"\n    # The speaker and the deputy speaker are members of the liberal\n    # and national party respectively so we'll label them the same as the coalition\n    # The president and deputy president of the senate are liberal and ALP members respectively\n    elif party == \"SPK\" or party == \"CWM\" or party == \"PRES\":\n        return \"Coalition\"\n    elif party == \"DPRES\":\n        return \"ALP\"\n    # Ones where we don't want to change the name\n    elif party == \"Jacqui Lambie Network\" or party == \"Centre Alliance\" or party == \"Independent\":\n        return party\n    else:\n        raise NameError(f\"{party} unsupported currently\")\n        \nrepresentatives_people[\"party\"] = representatives_people[\"party\"].map(tvfy_party_convert)\n",
   "execution_count": 3,
   "outputs": []
  },
  {
   "cell_type": "markdown",
   "source": "First let's import the libraries that we're going to use. We're going to use scikit to do the multi-dimensional scaling calculation and matplotlib for plotting",
   "metadata": {
    "cell_id": "c33d70a9befc42d0a8f4348310bc4b8b",
    "tags": [],
    "is_collapsed": false,
    "deepnote_cell_type": "text-cell-p"
   }
  },
  {
   "cell_type": "code",
   "metadata": {
    "cell_id": "7573aa214c4d43558db60b1464c40ba1",
    "tags": [],
    "deepnote_to_be_reexecuted": false,
    "source_hash": "93ff9db1",
    "execution_start": 1652770908322,
    "execution_millis": 2031,
    "deepnote_cell_type": "code",
    "deepnote_cell_height": 117
   },
   "source": "from sklearn.manifold import MDS\nfrom matplotlib import pyplot as plt\nimport pandas as pd",
   "execution_count": 4,
   "outputs": []
  },
  {
   "cell_type": "markdown",
   "source": "We need to turn this into a square matrix. We'll also need another array that converts between the index in the matrix and the `person_id`. Now that we have a matrix of the distances we can plug that into the metric MDS algorithm to get the points transformed to a 2d plane.",
   "metadata": {
    "cell_id": "8e2f8bc041c74ed4964f9b718fd3d66e",
    "tags": [],
    "deepnote_app_coordinates": {
     "x": 0,
     "y": 36,
     "w": 12,
     "h": 5
    },
    "deepnote_cell_type": "markdown",
    "deepnote_cell_height": 97.19999694824219
   }
  },
  {
   "cell_type": "code",
   "metadata": {
    "cell_id": "885f9993113b4c1ba78841cd8a37dec6",
    "tags": [],
    "deepnote_to_be_reexecuted": false,
    "source_hash": "d9c74ac",
    "execution_start": 1652770910362,
    "execution_millis": 1113,
    "deepnote_app_coordinates": {
     "x": 0,
     "y": 51,
     "w": 12,
     "h": 5
    },
    "deepnote_table_state": {
     "pageSize": 10,
     "pageIndex": 0,
     "filters": [],
     "sortBy": []
    },
    "deepnote_table_loading": false,
    "owner_user_id": "f5831284-9d4e-48af-bd69-38599eaac17e",
    "deepnote_cell_type": "code",
    "deepnote_cell_height": 297
   },
   "source": "def calculate_mds(distances, people):\n    dist_matrix = distances.pivot(index='person1_id', columns='person2_id', values='distance_b')\n    mds = MDS(metric=True, dissimilarity='precomputed', random_state=0, eps=1e-10, max_iter=5000)\n    f = mds.fit_transform(dist_matrix)\n    transformed = pd.DataFrame(f, columns=[\"x\", \"y\"])\n    transformed[\"id\"] = people[\"id\"]\n    transformed[\"name\"] = people[\"name\"]\n    transformed[\"party\"] = people[\"party\"]\n    return transformed\n\nrepresentatives_transformed = calculate_mds(representatives_distances, representatives_people)\n# Flip everything in the X direction just to not make this a left-right thing\nrepresentatives_transformed[\"x\"] = representatives_transformed[\"x\"].map(lambda x: -x)",
   "execution_count": 5,
   "outputs": []
  },
  {
   "cell_type": "markdown",
   "source": "Now let's plot the result",
   "metadata": {
    "cell_id": "92bbf22515e24a938006d461890d5046",
    "tags": [],
    "is_collapsed": false,
    "deepnote_app_coordinates": {
     "x": 0,
     "y": 57,
     "w": 8,
     "h": 2
    },
    "deepnote_cell_type": "text-cell-p"
   }
  },
  {
   "cell_type": "code",
   "metadata": {
    "cell_id": "e1f085952ce242e087ddcec2e52e6968",
    "tags": [],
    "deepnote_to_be_reexecuted": false,
    "source_hash": "ed094766",
    "execution_start": 1652770911485,
    "execution_millis": 982,
    "deepnote_app_coordinates": {
     "x": 0,
     "y": 60,
     "w": 12,
     "h": 5
    },
    "deepnote_cell_type": "code",
    "deepnote_cell_height": 743,
    "deepnote_output_heights": [
     592,
     21
    ]
   },
   "source": "fig = plt.figure(2, (10,10))\nplt.scatter(representatives_transformed[\"x\"], representatives_transformed[\"y\"], s=128)\nplt.title('Voting in the current house of representatives')\nplt.show()",
   "execution_count": 6,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 720x720 with 1 Axes>",
      "image/png": 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\n"
     },
     "metadata": {
      "needs_background": "light",
      "image/png": {
       "width": 603,
       "height": 590
      }
     },
     "output_type": "display_data"
    }
   ]
  },
  {
   "cell_type": "markdown",
   "source": "To make this more useful let's colour in each point with the colour of the party that the person is currently a member of. Let's start with some party colours (taken from https://en.wikipedia.org/wiki/Template:Australian_politics/party_colours)",
   "metadata": {
    "cell_id": "1089e335e18a40c1b94df96ee43b3c7b",
    "tags": [],
    "is_collapsed": false,
    "deepnote_app_coordinates": {
     "x": 0,
     "y": 66,
     "w": 8,
     "h": 2
    },
    "deepnote_cell_type": "text-cell-p"
   }
  },
  {
   "cell_type": "code",
   "metadata": {
    "cell_id": "e2223333979e44998e34985580361375",
    "tags": [],
    "deepnote_to_be_reexecuted": false,
    "source_hash": "629fe3e7",
    "execution_start": 1652770911750,
    "execution_millis": 748,
    "deepnote_app_coordinates": {
     "x": 0,
     "y": 69,
     "w": 12,
     "h": 5
    },
    "allow_embed": false,
    "deepnote_cell_type": "code",
    "deepnote_cell_height": 1414,
    "deepnote_output_heights": [
     579,
     563
    ]
   },
   "source": "def party_to_colour(party):\n    party_colours = {\n        \"Coalition\": \"#080CAB\",\n        \"ALP\": \"#F00011\",\n        \"Greens\": \"#10C25B\",\n        \"Katter's Australian\": \"#B50204\",\n        \"Centre Alliance\": \"#ff6300\",\n        \"United Australia\": \"#FFED00\",\n        \"One Nation\": \"#f36c21\",\n        \"Jacqui Lambie Network\": \"#FFCB08\",\n        # TODO: What colour for the independents?\n        \"Independent\": \"#aaa\",\n    }\n    return party_colours[party]\n\nrepresentatives_transformed[\"colours\"] = representatives_transformed[\"party\"].map(party_to_colour)\n\nfig, ax = plt.subplots(figsize=(10, 10))\nplt.xticks(visible=False)\nplt.yticks(visible=False)\nplt.scatter(representatives_transformed[\"x\"], representatives_transformed[\"y\"], c=representatives_transformed[\"colours\"], s=128)\n\n# for i, txt in enumerate(people[\"name\"]):\n#     ax.annotate(txt, (x[i], y[i]), xytext=(10,-3), textcoords=\"offset pixels\")\n\ndef label(ax, name):\n    i = list(representatives_transformed[\"name\"]).index(name)\n    ax.annotate(name, (representatives_transformed[\"x\"][i], representatives_transformed[\"y\"][i]), xytext=(10,-3), textcoords=\"offset pixels\")\n\n# Just label ones that are not just in a big clump\nlabel(ax, \"Adam Bandt\")\nlabel(ax, \"Bob Katter\")\nlabel(ax, \"Andrew Wilkie\")\nlabel(ax, \"Helen Haines\")\nlabel(ax, \"Rebekha Sharkie\")\nlabel(ax, \"Zali Steggall\")\nlabel(ax, \"Bridget Archer\")\nlabel(ax, \"Craig Kelly\")\n\nplt.title('Voting in the current house of representatives')\nplt.gca().set_aspect('equal', adjustable='box')\nplt.show()",
   "execution_count": 7,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 720x720 with 1 Axes>",
      "image/png": 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SEo899hjLli1j1apVDBgwoKqteXl59OzZk7Zt29KrVy++9a1vMWnSJFJTU/nggw8YPHgwv/3tbxtx+8rBoJDzyIJFWyks/Cq9OIASivdMAVeKc1+SnHYbiZEK0lJLeH8pfDQPunQCKKfyQGDWrFmsXLmSW265hY8//pi//vWvXH311RQVFXHttdcyZ84c1qxZw7hx40hPTwdg+vTpFBYWUlxcTHl5OevXr2fFihXcfvvt3HDDDcyePZunnnqKiy66iNTUVFJTUxk9ejTz589n8uTJXHTRRdxyyy2Ulgbf3+vYsSO5ubm8/PLL9OnTh3HjxrF9+3a6desGwG233UZBQQH5+flMmDCB3r17s3nzZj755BMGDRrENddcw09/+lPWrl3LuHHjOOuss1i/fj2LFy9m/fr1LFiwgEgk8hW3rTQFhZxHKsrj/xVDbMHhalDfSkqL76dvn8mkp5UysF9lwEFJSSIQ9BrnzJnDhAkT6NSpEy+88AJnnnkmACtWrKBr16506dKFNWvW0LFjx6qlPP/886xfv55u3bqRmJhIUlISa9fW/RWX8vJyVqxYwcUXX0zz5s057bTTeO211wDo1KkTmZmZjBkzhnnz5vHWW2+RkpLCokWLSE1NBYKe2tlnn03Hjh3ZvHkz/fv357XXXqO4uJgFCxaQn5/PypUrefnll0lKSqJNmzYAXHrppQq4w5jOyXmkd++WpKQ03kuaEDkJ3E6+c/lMAJql751WUWGUlVVf1plnnklxcTG5ublV4woKCpg7d+4+dZeVlTFw4ECWLl3Ks88+CwRBFW3w4MG88sorFBUVUVBQwMyZMyksLKR379507tyZefPmkZ2dXVV+wIABTJkyhVGjRlFRUcFZZ53FfffdVzV9+fLlpKSkVA1HIhEqKipwztGqVSuWLl3KNddcQ3FxMTNmzKgq16xZs/3ZbHKIUch55OpvdW3U+pITc0lMLOXKSxdXG19amsC7S7pTUhIMDxs2jBkzZlBRUcGDDz7Ixx9/zOTJk7nssstYvnx51Qn7DRs2VNUxduxYVq9eTc+ePfnJT35SddWzefPmVVdNBwwYwIUXXkifPn0477zzSEhI4KqrriIvL4+8vDxyc3P517/+VXXICnD99dczZswYIpEIPXv2JCcnhz59+tCjRw+efvrpWtczNTWVLl268Ne//pXLL7+chIQE2rdv32jbUZqWQs4jxx+XzgXnH0tqat0va0JC8MjIiFB5FLb3ekUJJYVTKCm8iQR+zXOPFpOcvPcwuLQ0ge07m3H1D27AOUdxcTljxoyhe/fu9OrVi5tvvpmRI0dy//33s3z5cp577jmuv/56brrpJkaPHk3Lli2B4ELBqFGjSExM5NNPP+VrX/saw4cPZ8SIEfTs2ZORI0cyY8YMpkyZwqpVq5g1axYbN25k4sSJVW1p1qwZQ4YMoU+fPtW+zjJt2jSWLVvGBx98wPLly0lISOCxxx5j+vTpAEyaNIn7778fgOHDhzNlyhSefvppHn30Ub75zW9SVFTE3/72t6/4asihwpxrjPM4fsvKynJ1ff3gUFJYWM5533iHpct21HoRIj09Qr++rXnysdPI31JMclICxSXlPPLnXBYs2MLKVTtpd9Q2nrj/Xvr1ziU9rYiEBCgpjVBelsCSj7ty5eQfsn5jWyIRI3/jxaSlxT5fVVBQQEZGBs45vve979G9e3duvPHGuNensjdYVFTEVVddxdSpUxu0XeIxZswYPvvsM9566y3atm17QJZhZoudc1kHpHKplUIuDodTyAGUlFTw8KOfcc/vVvHllyUkJhplZY42bVL40Q9O5NtXdyUpad/e3ub8Ik7s+SrFxRWA4/SslZw/8j1atdjDxk2t+esrg/l0dYeq8kcdlcznay6ssy333HMPTzzxBCUlJfTt25eHH3646grrkUghd/Ap5OJwuIVcJeccK1fuYvuOUlq3SuLEE5vX+z26i8bM5fU3NtVZBiA1JYEpP+rBT2/p1VjNPSIo5A4+fYXEY2ZGjx4t9muen97Si7nzt9T7fbvk5AS+853GvdAhciDowoNUM3BAG/5wXz/S0iLU1ulLTDQyMhJ55aWhtD869eA3UGQ/KeRkHxPGdeJf/zyD8887hpSUBFq0SKR580TS0yJMvKIz7y08m4ED2jR1M0XiosNVqVX/fkcxc8Zgtm4tZu26PSQmGl27ZNCsmXYZObxoj5U6tWmTQps2KfUXFDlE6XBVRLymkBMRrynkRMRrCjkR8ZpCTkS8ppATEa8p5ETEawo5EfGaQk5EvKaQExGvKeRExGsKORHxmkJORLymkBMRrynkRMRrCjkR8ZpCTkS8ppATEa8p5GIws2vMLMfMcvLz85u6OSLSQAq5GJxzDznnspxzWe3atWvq5ohIAynkRMRrCjkR8ZpCTkS8ppATEa8p5ETEawo5EfGaQk5EvKaQExGvKeRExGsKORHxmkJORLymkBMRrynkRMRrCjkR8ZpCTkS8ppATEa8p5ETEawo5EfGaQk5EvKaQExGvKeRExGsKORHxmkJORLymkBMRrynkRMRrCjkR8ZpCTkS8ppATEa8p5ETEawo5EfGaQk5EvKaQExGvKeRExGsKORHxmkJORLymkBMRrynkRMRrCjkR8ZpCTkS8ppATEa8p5ETEawo5EfGaQk5EvKaQExGvKeRExGsKORHxmkJORLymkBMRrynkRMRrCjkR8ZpCTkS8ppATEa8p5ETEawo5EfGaQk5EvKaQExGvKeRExGsKORHxmkJORLymkBMRrynkRMRrCjkR8ZpCTkS8ppATEa8p5ETEawo5EfGaQk5EvKaQExGvKeRExGsKORHxmkJORLymkBMRrynkRMRrCjkR8ZpCTkS8ppATEa8p5ETEawo5EfGaQk5EvKaQExGvKeRExGsKORHxmkJORLymkBMRrynkRMRrCjkR8ZpCTkS8ppATEa8p5ETEawo5EfGaQk5EvKaQExGvKeRExGsKORHxmkJORLymkBMRrynkRMRrCrkYzOwaM8sxs5z8/Pymbo6INJBCLgbn3EPOuSznXFa7du2aujki0kAKORHxmkJORLymkBMRrynkRMRrCjkR8ZpCTkS8ppATEa8p5ETEawo5EfGaQk5EvKaQExGvKeRExGsKORHxmkJORLymkBMRrynkRMRrCjkR8ZpCTkS8ppATEa8p5ETEawo5EfGaQk5EvKaQExGvKeRExGsKORHxmkJORLymkBMRrynkRMRrCjkR8ZpCTkS8ppATEa8p5ETEawo5EfGaQk5EvKaQExGvKeRExGsKORHxmkJORLymkBMRrynkRMRrCjkR8ZpCTkS8ppATEa8p5ETEawo5EfGaQk5EvKaQExGvKeRExGsKORHxmkJORLymkBMRrynkRMRrCjkR8ZpCTkS8ppATEa8p5ETEawo5EfGaQk5EvKaQExGvKeRExGsKORHxmkJORLymkBMRrynkRMRrCjkR8ZpCTkS8ppATEa8p5ETEawo5EfGaQk5EvKaQExGvKeRExGsKORHxmkJORLymkBMRrynkRMRrCjkR8ZpCTkS8ppATEa8p5ETEawo5EfGaQk5EvKaQExGvKeRExGsKORHxmkJORLymkBMRrynkRMRrCjkR8ZpCTkS8ppATEa8lNnUDDkfOOcq2b6eitJSk1q1JSEpq6iaJSAzqye2HsoIC8u7/A2936cYbx3bg7S7deL3VUSz9zncp+OSTpm6eiNRCPbk4FW3cyKJhwyn64gsq9uwBwFEKwOd/eYoNM56j90N/osOE8U3ZTBGpQT25eDjHohFnUbh2bVXAVZtcVkbFnj0s++41bJszt9YqIpEImZmZnHrqqfTr148FCxbUucjZs2fzjW98o96mDR8+nJycHAByc3Pp3r07r732WszyS5Ys4dVXX622nPraInI4U8jFoXT7doo3bsSVldVZrqKwkBU/mVrrtLS0NJYsWcKHH37InXfeydSptZdrqPXr1zNq1Ch+85vfcO6558Ys1xghV1bPdhA5lCjk4lD8xSbKCwriKrtz6Yfs/s9/6i6zcyetW7cGgosYP/7xjznllFPo3bs3M2bMqFbuggsu4KSTTuK6666joqKi1vo2btzIOeecw/Tp07nwwgsBePfddzn99NPp27cvgwYNYuXKlZSUlHDrrbcyY8YMMjMz+dWvfsWDDz7IPffcQ2ZmJnPnziU/P5+xY8cyYMAABgwYwPz58wGYNm0aEydOZPDgwUycODGubSFyKNA5uThUFBUS7+dBQlIyu5Yuo9kJJ1QbX1hYSGZmJkVFRWzcuJG33noLgBdeeKGqh7dlyxYGDBjAsGHDgCColi9fTqdOnRg1ahQvvPACl1xyyT7LvOqqq7jjjjuqTevRowdz584lMTGRN954g1tuuYXnn3+e22+/nZycHO6///6qdmVkZDBlyhQALrvsMm688UaGDBnC2rVrOffcc/kkvKiyfPly5s2bR1pa2v5tQJEmpJCLwcyuAa4BONoMLP55XS09rsrDVYCFCxdy5ZVX8tFHHzFv3jwmTJhAJBKhffv2nHHGGbz33nu0aNGCgQMH0rVrVwAmTJjAvHnzag25kSNH8tRTTzFp0iTS09MB2LFjB1dddRWffvopZkZpaWlcbX/jjTdYvnx51fDOnTspCHuxF154oQJODjs6XI3BOfeQcy7LOZfVOjU17vkqysrI6HFSnWVOP/10tmzZQn5+fp3lzKzO4Uo333wzAwYM4NJLL606X/bzn/+cESNG8NFHH/HKK69QVFQUX/srKli0aBFLlixhyZIlfP7552RkZADQrFmzuOoQOZQo5OKQ3L49kfCNXp9mXbvS/JRT6iyzYsUKysvLadOmDUOHDmXGjBmUl5eTn5/PnDlzGDhwIBAcrubm5lJRUcGMGTMYMmRIzDrvvfdeWrRowbe//W2cc+zYsYMOHToA8Pjjj1eVa968Obt27Yo5fM4553DfffdVDVf2PkUOVwq5OCS3bk1iRgbE6ElVSkhP58Tpd9Q6rfKcXGZmJuPGjeOJJ54gEokwZswY+vTpw6mnnsqZZ57Jr3/9a772ta8BMGDAACZPnkzPnj3p0qULY8aMiblsM+OJJ55g48aN3Hzzzdx8881MnTqVvn37VrsaOmLECJYvX05mZiYzZsxg9OjRzJo1q+rCw+9//3tycnLo06cPvXr14sEHH2zAFhM5dJhzrqnbcMjLyspy72Rns3DoGZTu2IErKdmnTCQ9ne63T6PrjTce/AbKYcPMFjvnspq6HUcS9eTi1Kx7d4YuXUKXH9xAYosWRJo3J7FFCxJSUmh79kgG/P1vCjiRQ5B6cnHIyspylb8qAKgoKWH3f/6DKykhpUMHUtq1a8LWyeFEPbmDT18haYCE5GSa9+rV1M0QkTjocFVEvKaQExGvKeRExGsKORHxmkJORLymkBMRrynkRMRrCjkR8ZpCTkS8ppATEa8p5ETEawo5EfGaQk5EvKaQExGvKeRExGsKORHxmkJORLymkBMRrynkRMRrCjkR8ZpCTkS8ppATEa8p5ETEawo5EfGaQk5EvKaQExGvKeRExGsKORHxmkJORLymkBMRrynkRMRrCjkR8ZpCTkS8ppATEa8p5ETEawo5EfGaQk5EvKaQExGvKeRExGsKORHxmkJORLymkBMRrynkRMRrCjkR8ZpCTkS8ppATEa8p5ETEawo5EfGaQk5EvKaQExGvKeRExGsKORHxmkJORLymkBMRrynkRMRrCjkR8ZpCTkS8ppATEa8p5ETEawo5EfFaYlM3QOSw5xyseAvevA82fQqJSdDjLDhzMrTr0tStO+Ip5ES+iq1r4bdnw/YNUFywd/yGT+DtP8LpV8AVD0BEb7WmosNVkYbasQmmD4T8z6oHHEB5CZQVwb+fgT9PCnp7tTCzcjNbYmYfmdkrZtaqrkWa2eNmdkm8TTSz4Wb2t1rGTzOzKfHWU8v83zCzD8zsQzNbbmbXNqR9MeouqGXcsWY2syH1KeREGmrWT2H3Vqgoj12mZA98MAs+WxirRKFzLtM5dwqwDfhe4ze0cZlZEvAQMNo5dyrQF5jdCPWamdWaSc65Dc65BoWnQk6kIYp2Bb208rL6y5YWwmt3x1PrQqADgJl1M7N/mtliM5trZj2iyo00sxwzW2Vm3wjLR8zsLjN7z8yWVvasopnZgLD31S0c1cvMZpvZajO7Iarci+FyPzaza2ppZ3OCU11bAZxzxc65lVHTh5nZgrDeS8I6M8zsTTN738yWmdlF4fjOZrbSzJ4EPgKOj2pHWzNbaGYXhOU+inddo+lEgUhDfLYwuMBQWlh/Wedg+et1FjGzCHAW8Gg46iHgOufcp2Z2GvBH4MxwWmdgINANeNvMTgCuBHY45waYWQow38xej6p/EHAfcJFzbq2ZAfQARhCE1koze8A5Vwpc7ZzbZmZpwHtm9rxzbuve1XHbzOxlYI2ZvQn8Dch2zlWERY4BhoT1vwzMBIqAMc65nWbWFlgU1gHQHbjKObcobCtm1j6c92fOuX+ZWeeozfXt2tbVOZdb27ZVyIk0RNE+p43qVloca0qamS0h6MF9AvzLzDKAQcBfwzACSIma57kwUD41s9UEYXIO0CfqfFhLgvAoAXoShOY5zrkNUfX83TlXDBSb2WagPbAeuMHMxoRljg/r2Ro1H86575hZb2AkMAU4G5gUTn4xbN/yMKwADPhfMxsGVITrWzltTWXAhZKAN4HvOefeqWWbxVpXhZxIo2nRPubFhFqlt4w1pdA5l2lm6cBrBOfkHge2O+cyY8xTc8GOIES+75x7LXqCmQ0HNgKpBOfOokMuOnnLgcSw/EjgdOfcHjObHc67byOcWwYsM7O/EATMpFrqrUzpy4F2QH/nXKmZ5UXVu7tG1WXAYuBcoLaQq3VdY9E5OZGG6PZ1SKr1vb+vSDIMmlRnEefcHuAG4CZgD5BrZpdC1Qn5U6OKX2pmCeG5ta7ASoKAvD68KICZnWhmzcLy24ELgDvDEKtLS+DLMOB6AF+vWSA8vxZdTyawJo56N4cBNwLoVEdZB1wN9DCz/6llel3rug+FnEhDJETg7JsgOT2+smdOrreYc+4DYCkwgaDn820z+xD4GLgoquha4F3gHwTn7YqAR4DlwPvhCfo/EXWk5pzbBHwD+EN4ji+WfxL06D4B/g9YVEsZA24OLxgsAX7B3l5cLE8DWWa2jOD84Yq6Cjvnygm2w5lm9t81Jte5rvs01u1Pl/sIlZWV5XJycpq6GXKoKS+De86BzxbFvgCRlAaX/wGGfAsAM1vsnMs6iK084qknJ9JQkUT44Wsw7LuQnAYpGcF4Swiet+oA3326KuCkaejCg8hXkZgEE34HY6bD4pmwJRcSU6Dr16HHCNh7dVSaiEJOpDGkZsDgSU3dCqmFDldFxGsKORHxmkJORLymkBMRrynkRMRrCjkR8ZpCTkS8ppATEa8p5ETEa/rFg8hX5Jxj06ZN5OXlUVRURFJSEh07dqRDhw4kJKgf0dQUciJfwZdffsn8+fMpLS2lrGzv/R42b97M4sWLGThwIMcee2wTtlD0MSPSQNu3b2f27NkUFhZWCziAsrIySktLWbRoERs2bKh1fjMbY8HtCKMfFWZ2Xl3LrbxlX6zb9IX/UPP3FtzmcFl4w5cu4bRbGrq+DRXV3qqb0RxMCjmRBlq0aNE+4VZTeXk5//73vykv3/e2hc65WeHtCDPDf3X+R2AuwX++rVcdt+kbBxwL9HHO9QbGEPx3YICDHnJNTSEn0gDbtm1jz549cZdfv359ndPN7ETgVmCic64i1i38aswTq2d0DLCx8u5Zzrn1zrkvzez/CG+cY2ZPh3VcYWbvhuP+FN41DDP7tgW3PHzXzB42s/vD8d3MbFHYpjuiemn1trepKOREGuDzzz+vtXdWm7KyMtauXRtzenivgmeAm5xzlQUrb+HXj+C2gb8xi/uf0z0HjA6D6zdm1hfAOfcT9t7M+nIz60nQ6xsc9iTLgcvN7Fjg5wT3dxhMcDewSr8Dfhf2EKOT+6u094BSyIk0QElJSWOW/yXwsXNuRtS4ylv4LQXeoPot/OrknFsPnARMJbj935tmdlYtRc8C+hPcW3VJONyV4J6u7zjntoX3Yf1r1DynRw0/0xjtPdB0dVWkAVJTUzEz4r1HSkpKSq3jw7tejQX61ZhU1y386hXeT/UfwD/MbBNwMcG9TKstHnjCOTe1Rpsujnc5jdXeA0k9uRjM7BozyzGznPz8/KZujhxijj/++Li/A5eYmEiXLl32GW9mrYHHgCudc7tqTN6fW/jVrLdfeMiJmSUAfdh7y8DSylv5EYTeJWZ2dFj2KDPrBLwHnGFmrc0skSCEKy2KGh7fGO090BRyMTjnHnLOZTnnstq1a9fUzZFDTIsWLWjRokVcZRMSEjjmmGNqm3QdcDTwQI2vkYxjP2/hV8PRwCvhRYmlBDdrvj+c9hCw1Myeds4tB34GvB4eZv4LOMY59znwvwS3PZwP5AE7wvl/CPwoLH9C1Piv0t4DSrckjINuSSi1KSgo4I033qC0tDRmmUgkwrBhw2jbti1w+NyS0MwynHMFYU9uFvBn59wsM0snuHjhzGw8MME5d8hcSa2NenIiDZSRkcHIkSNp1aoVkUik2rRIJEJ6ejpnnHFGVcAdZqaFFyM+AnKBF8Px/YElYU/uv4GbmqR1+0E9uTioJyf12b59O2vXrqWoqIjk5GQ6dOhA27ZtqfktisOlJ+cTXV0VidOuXbvIy8tj9+7dJCYmcswxx3DMMceQkJBAq1ataNWqVVM3UWqhkBOpR1FREQsXLuTLL7+koqKi6msj69atIyEhgf79+3Pcccc1cSslFp2TE6lDcXExb7zxBlu3bqW8vLza9+LKysooKSnh3XffZc2aNTHryMjIqDZsZpMqfyYVSzxl4mVmeWbWNmp4uJn9rZ55sszs942x/KamkBOpw/vvv09RUVGdX/otLy9n8eLFFBcXH8SWHVjOuRzn3A1N3Y7GoJATiaG4uJgNGzbE/auG3Nzc/V6GmbUzs+fDf4f0npkNjreMmU0zsz+b2WwzW21m+x1KZjbQzBaa2QdmtsDMTgrHV/X26lpObT/wDx+P295/9XTjfm+YRqRzciIxbNy4cZ+ro7GUl5eTl5dHjx499plWWFhIZmZm5WAv4Hbg5XD4d8A9zrl5ZtaR4N8s9axRRV1lehD8IL45sNLMHgh/b1rT22ZW+R8FMtj7Zd0VwFDnXJmZjST4EvDYWubfZzkEXwau/IF/qZn9keDnXR8DHZxzpwCYWata6jtoFHIiMZSUlMTdiwNifik4LS2NJUuWAGBmywl+fVD5NZKRQK+oMG1hZhk1qqirzN/D36kWm9lmgh/F1/Z/nUY457aEbRgOTAnHtwSeMLPugAOSapk31nKif+APkAZsBl4BuprZfcDfgddj1HlQKOREYkhKSoq7JwfBb1QbIAH4unOuKHpkjeXWVSb6RGA5+/+e/iXwtnNujJl1BmbHKFfbcmr9gX/YtlOBcwl+uvZfwNX72a5Go3NyIjEcc8wxcffkEhIS6NSpQb9Jfx34fuWAmWU2sExDtQQ+D59P2s95a/2Bf3glN8E59zzBb2Nr/oeVg0ohJxJDamoq7dvH/y/Runbt2pDF3EDww/al4aHsdQ0s01C/Bu40sw/Yz15grB/4E/wvudnhz8KeIvi/dk1GP+uKg37WdeQqLCzk9ddfp7S0NGavLhKJ0KdPH0444YR669PPug4+9eRE6pCWlsbIkSNp0aLFPj/CT0xMJBKJ0Ldv37gCTpqGLjyI1KNZs2acc845bNu2jdWrV1f9dvXYY4+lY8eO+4SfHFoUciJxOuqoozjqqKOauhmyn3S4KiJeU8iJiNcUciLiNYWciHhNISciXlPIiYjXFHIi4jWFnIh4TSEnIl5TyImI1xRyIuI1hZyIeE0hJyJeU8iJiNcUciLiNYWciHhNISciXlPIiYjXFHIi4jWFnIh4TSEnIl5TyImI1xRyIuI1hZyIeE0hJyJeU8iJiNcUciLiNYWciHhNISciXlPIiYjXFHIi4jWFnIh4TSEnIl5TyImI1xRyIuI1hZyIeE0hJyJeU8iJiNcUciLiNYWciHhNISciXlPIiYjXFHIi4jWFnIh4TSEnIl5TyImI1xRyIuI1hZyIeE0hJyJeU8iJiNcUciLiNYWciHhNISciXlPIiYjXFHIi4jWFnIh4TSEnIl5TyImI1xRyIuI1hZyIeE0hJyJeU8iJiNcUciLiNYWciHhNISciXlPIiYjXFHIi4jWFnIh4TSEnIl5TyImI1xRyIuI1hZyIeE0hJyJeU8iJiNcUciLiNYWciHhNISciXlPIiYjXFHIi4jWFnIh4TSEXg5ldY2Y5ZpaTn5/f1M0RkQZSyMXgnHvIOZflnMtq165dUzdHRBpIISciXlPIiYjXFHIi4jWFnIh4TSEnIl5TyImI1xRyIuK1xKZugMjB5pxj8+bNrF+/npKSElJTU+nUqRNHHXVUUzdNDgCFnBxRtmzZwqJFiygtLaWsrKxqfG5uLunp6QwaNIgWLVo0YQulselwVY4Y+fn5zJkzh8LCwmoBB1BeXs6uXbt488032bVrV8w6XnzxRcyMFStW7PfyZ8+eDXDCfs8YJzObZWYXRw2vNLOfRQ0/b2bfNLPrzOzKcNzjZnZJ+DzPzNrWUu+CA9Xmg0EhJ0eEiooKFixYQHl5eZ3lysrKWLhwYczp2dnZDBkyhOzs7EZrm5k11hHVfGBQWGcbYDdwetT004EFzrkHnXNPxlupc25QI7WvSSjk5IiwceNGKioq4ipbUFDA9u3bax0/b948Hn30UZ599tmq8bNnz2b48OFccskl9OjRg8svvxznHAD//Oc/6dGjB/369eOFF16omsfMppnZX8xsPvAXM2sX9rTeCx+Dw3LLzKyVBbZG9cCeNLOzazRxAWHIhX9fAdqF83YBCp1zX4TLnhJr/c0szcz+YWbfDYcLoqb9OGzfUjP7RVwbtIkp5OSIkJeXt88haizl5eWsW7dun/EvvfQSo0aN4sQTT6RNmzYsXry4atoHH3zAvffey/Lly1m9ejXz58+nqKiI7373u7zyyissXryYL774omaVvYCRzrkJwO+Ae5xzA4CxwCNhmfnAYOBkYDUwNBx/OkGoRVsMnGJmyQQhtxBYCfQMh+M57MwgCMds59zD0RPM7BygOzAQyAT6m9mwOOpsUgo5OSIUFxd/5fLZ2dmMHz8egPHjx1c7ZB04cCDHHXccCQkJZGZmkpeXx4oVK+jSpQvdu3fHzLjiiitqVvmyc64wfD4SuN/MlgAvAy3MLAOYCwwLHw8Avc2sA/Clc253dGXOuWLgY6Af8HXg3wRBNyh8zI9j1V8CHotxOHtO+PgAeB/oQRB6hzRdXZUjQnJy8n6VT0lJqTa8bds23nrrLZYtW4aZUV5ejplx11137VM+EonE22uMDqkE4OvOuaLoAmY2B/ge0BH4KTAGuIQg/GoznyAQmzvnvjSzRcBkoC/wpzjaNB8YZWbPuMpj7qjmAHc65+Kp55ChnpwcETp16kRiYnyf6ZFIhOOOO67auJkzZzJx4kTWrFlDXl4e69ato0uXLsydGytroEePHuTl5fHZZ58B1Hex4nXg+5UDZpYJ4JxbB7QFujvnVgPzgCnAnBj1LACuBT4Mh5cS9Oo6Ah/V1YDQrcCXwB9qmfYacHXYw8TMOpjZ0XHU2aQUcnJE6NChA2YWV9n09HRat25dbVx2djZjxoypNm7s2LF1BldqaioPPfQQF1xwAf369ePoo+vMgxuArPCE/nLguqhp/wZWhc/nAh0Iwq42C4CuBIepOOfKgM1AjnMuvisv8AMgzcx+HT3SOfc68Ayw0MyWATOB5nHW2WRs3x6p1JSVleVycnKauhnyFW3atIn58+fX+TWSxMREzjzzTFq2bHlA2mBmi51zWQekcqmVenJyxGjfvj2DBw8mOTl5n0PXxMRE0tPTGTFixAELOGkauvAgR5T27dszevRoNm7cyLp166p+u9q5c2fatWsX9yGtHD4UcnLESUhIoEOHDnTo0KGpmyIHgQ5XRcRrCjkR8ZpCTkS8ppATEa8p5ETEawo5EfGaQk5EvKaQExGvKeRExGsKORHxmkJORLymkBMRrynkRMRrCjkR8ZpCTkS8ppATEa8p5ETEawo5EfGaQk5EvKaQExGv6UY2cljbU17M4l2fUVBexNHJLemb0YUE02e37KWQk8PS1tJd3LnmebI3zSViCRhQ7hzNIinccNwFXNdhFBGFnaDDVTkMbSjexpD3p/LkF2+zp6KYXeWF7CwvZHdFEZtLdzB9zUwu/eguSivKYtbx4osvYmasWLEiZpnhw4eTk5PT6O03s3IzW2JmH5rZ+2Y2qJHq7WxmH4XPM83s/Mao93CnkJPDinOOb370K/JLdlLqymstU1hRwqKdK7k199mY9WRnZzNkyBCys7MPVFPrUuicy3TOnQpMBe48AMvIBBRyKOTkMLNgxwrWF22hnIo6yxVWlPDEF29RUF60z7SCggLmzZvHo48+yrPP7g3CwsJCxo8fT8+ePRkzZgyFhYVV066//nqysrI4+eSTue2226rGd+7cmalTp5KZmUlWVhbvv/8+5557Lt26dePBBx+MZ5VaAF8CmFmGmb0Z9u6WmdlF4fjOZvaJmT1sZh+b2etmlhZO6x/2CD8EvheOSwZuB8aFPcZx8TTEVwo5Oaz8acPr7KkojqtsAsbLW97dZ/xLL73EqFGjOPHEE2nTpg2LFy8G4IEHHiA9PZ1PPvmEX/ziF1XjAaZPn05OTg5Lly7lnXfeYenSpVXTOnbsyJIlSxg6dCiTJk1i5syZLFq0qFoY1pAWhs8K4BHgl+H4ImCMc64fMAL4jZlZOK078Afn3MnAdmBsOP4x4PthrxAA51wJcCswI+wxzohrg3lKISeHlf8UbsTFWXZ3RTG5hZv2GZ+dnc348eMBGD9+fNUh65w5c7jiiisA6NOnD3369Kma57nnnqNfv3707duXjz/+mOXLl1dNu/DCCwHo3bs3p512Gs2bN6ddu3akpKSwffv22ppWebjaAxgFPBmGmQH/a2ZLgTeADkD7cJ5c59yS8PlioLOZtQJaOefmhOP/EuemOaLo6qo0uYrtOyj6+XRK35oDhcVEenYn9f+mkdi71z5lEy0Sd72GkZKQVG3ctm3beOutt1i2bBlmRnl5OWbGXXfdFbOe3Nxc7r77bt577z1at27NpEmTKCraexickpICQEJCQtXzyuGystgXPwCccwvNrC3QjuAcWjugv3Ou1MzygNSwaHT3tRxIq2f1JaSenDQZV1LCrkHnsqt1F0rvfwSWr4LcNZS/+ga7+wxhR8bxlL0zv9o8Q1v1JMni+2xOT0ihf/Nu1cbNnDmTiRMnsmbNGvLy8li3bh1dunRh7ty5DBs2jGeeeQaAjz76qOqQdOfOnTRr1oyWLVuyadMm/vGPfzTC2gfMrAcQAbYCLYHNYcCNADrVNa9zbjuw3cyGhKMuj5q8C2jeaA09jCnkpEm40lJ2tutOxcL3YhfavZvdw0dT/OTeiwPXHHsOwbfi6tc8MZUzWp1cbVx2djZjxoypNm7s2LFkZ2dz/fXXU1BQQM+ePbn11lvp378/AKeeeip9+/alR48eXHbZZQwePDjOtYyp8pzcEmAGcJVzrhx4Gsgys2XAlUDs77fs9S3gD2Fd0RvmbaCXLjyAORfvGY4jV1ZWljsQ35c6ku04/WxYtLj+ggAGGUvmEukTBNb3Vz3E8/mLKKwoiTlLWkIyfzzxWi5ud1pjNLfRmNli51xWU7fjSKKenBx0FUVF8QccgIPC/5lWNXhP929z3lH9SE9I2adPl2QRUhOSmd718kMu4KRp6MKDHHR7rvrv/Z6n/LU3cTt2Yi1bkGgRHunxPRbsXMl96//O7C8/osSV0SKSxrijh3Bth3Pomva1A9ByORwp5OSgK3/uxf2fyUHFuvVEWgZXXM2MwS17MLhlj8ZtnHhHh6ty+EjQ7ir7T3uNHDYSOnds6ibIYUghJ4cNS09v6ibIYUghJyJeU8jJwXdit/rL1JSoa2TSMAo5Oegyls7b73lS3nnlALREjgQKOTnoIikpEInvp1mVUgfpi73SMAo5aRLNd62Pu2zasv3v+YlUUshJk0hISyPjy9X1lkv79+skn7Lvv1wSiZdCTppMpFUrWrptpL02E5pn7J2QlETKb++gpdtG8kD9ll2+Gl2ykiaXfM6ZJO9c29TNEE+pJyciXlPIiYjXFHIi4jWFnIh4TSEnIl5TyImI1xRyIuI1hZyIeE0hJyJeU8iJiNcUciLiNYWciHhNISciXlPIiYjXFHIi4jWFnIh4TSEnIl4z51xTt+GQZ2b5wJoDvJi2wJYDvIyDQetRt07OuXYHoF6JQSF3iDCzHOfcYX9DA62HHGp0uCoiXlPIiYjXFHKHjoeaugGNROshhxSdkxMRr6knJyJeU8iJiNcUciLiNYWciHhNISciXvt/f3bifSYVkaoAAAAASUVORK5CYII=\n"
     },
     "metadata": {
      "image/png": {
       "width": 313,
       "height": 577
      }
     },
     "output_type": "display_data"
    }
   ]
  },
  {
   "cell_type": "code",
   "metadata": {
    "cell_id": "30ff5560f1ed48a1b3f20ddf96887399",
    "tags": [],
    "deepnote_to_be_reexecuted": false,
    "source_hash": "f85b4f36",
    "execution_start": 1652770911998,
    "execution_millis": 6,
    "deepnote_app_coordinates": {
     "x": 0,
     "y": 75,
     "w": 12,
     "h": 5
    },
    "deepnote_cell_type": "code",
    "deepnote_cell_height": 333
   },
   "source": "def plot_zoomed(transformed, x0, x1, y0, y1, title=\"Zoomed in area\", show_ticks=False):\n    fig, ax = plt.subplots(figsize=(10, 10))\n    plt.xticks(visible=show_ticks)\n    plt.yticks(visible=show_ticks)\n    plt.scatter(transformed[\"x\"], transformed[\"y\"], c=transformed[\"colours\"], s=128)\n\n    ax.set_xlim(x0, x1)\n    ax.set_ylim(y0, y1)\n\n    for i, txt in enumerate(transformed[\"name\"]):\n        ax.annotate(txt, (transformed[\"x\"][i], transformed[\"y\"][i]), xytext=(10,-3), textcoords=\"offset pixels\")\n    \n    plt.title(title)\n    plt.gca().set_aspect('equal', adjustable='box')\n    plt.show()",
   "execution_count": 8,
   "outputs": []
  },
  {
   "cell_type": "code",
   "metadata": {
    "cell_id": "4205e8a63ac14185a67cf219e19c7d92",
    "tags": [],
    "deepnote_to_be_reexecuted": false,
    "source_hash": "63fa7931",
    "execution_start": 1652770912032,
    "execution_millis": 2354,
    "deepnote_cell_type": "code",
    "deepnote_cell_height": 1464,
    "deepnote_output_heights": [
     397,
     579
    ]
   },
   "source": "def zoom_to_party(transformed, party, title=\"Zooming in on one party\", show_ticks=False):\n    f = transformed[transformed[\"party\"] == party]\n    x0 = min(f[\"x\"])\n    x1 = max(f[\"x\"])\n    y0 = min(f[\"y\"])\n    y1 = max(f[\"y\"])\n\n    # Make it 10% wider so people are not right at the edge of the plot\n    cx = 0.5 * (x0 + x1)\n    cy = 0.5 * (y0 + y1)\n    \n    x0 = cx - 1.1 * (cx - x0)\n    x1 = cx + 1.1 * (x1 - cx)\n    y0 = cy - 1.1 * (cy - y0)\n    y1 = cy + 1.1 * (y1 - cy)\n\n    plot_zoomed(transformed, x0, x1, y0, y1, title, show_ticks)\n    \nzoom_to_party(representatives_transformed, \"Coalition\", title=\"Zooming in on the Coalition\")\nzoom_to_party(representatives_transformed, \"ALP\", title=\"Zooming in on the ALP\")\n",
   "execution_count": 9,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 720x720 with 1 Axes>",
      "image/png": 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\n"
     },
     "metadata": {
      "image/png": {
       "width": 615,
       "height": 395
      }
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": "<Figure size 720x720 with 1 Axes>",
      "image/png": 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\n"
     },
     "metadata": {
      "image/png": {
       "width": 331,
       "height": 577
      }
     },
     "output_type": "display_data"
    }
   ]
  },
  {
   "cell_type": "markdown",
   "source": "It would be interesting to see what this looked like if you coloured things by the faction. The faction is a sub-grouping within the party. I hand-annotated the people with their faction as listed in public sources like wikipedia and this article by James Massola in the SMH https://www.smh.com.au/politics/federal/what-are-labor-s-factions-and-who-s-who-in-the-left-and-right-20210210-p5718j.html",
   "metadata": {
    "cell_id": "472ed810386d4eb6b70c15956df278bd",
    "tags": [],
    "is_collapsed": false,
    "deepnote_cell_type": "text-cell-p"
   }
  },
  {
   "cell_type": "code",
   "metadata": {
    "tags": [],
    "deepnote_variable_name": "factions",
    "sql_integration_id": "deepnote-dataframe-sql",
    "cell_id": "8201680c71bd4fe2baa8c39030983701",
    "deepnote_to_be_reexecuted": false,
    "source_hash": "6b47fdf4",
    "execution_start": 1652770914392,
    "execution_millis": 844,
    "deepnote_sql_source": "SELECT * from '/work/visualise-votes-mds/factions.csv' ORDER BY id",
    "deepnote_cell_type": "sql",
    "deepnote_cell_height": 640
   },
   "source": "\n\nfactions = _deepnote_execute_sql(\"\"\"SELECT * from '/work/visualise-votes-mds/factions.csv' ORDER BY id\n\"\"\", 'SQL_DEEPNOTE_DATAFRAME_SQL')\nfactions",
   "execution_count": 10,
   "outputs": [
    {
     "output_type": "execute_result",
     "execution_count": 10,
     "data": {
      "application/vnd.deepnote.dataframe.v3+json": {
       "column_count": 4,
       "row_count": 67,
       "columns": [
        {
         "name": "id",
         "dtype": "int64",
         "stats": {
          "unique_count": 67,
          "nan_count": 0,
          "min": "10007",
          "max": "10960",
          "histogram": [
           {
            "bin_start": 10007,
            "bin_end": 10102.3,
            "count": 6
           },
           {
            "bin_start": 10102.3,
            "bin_end": 10197.6,
            "count": 4
           },
           {
            "bin_start": 10197.6,
            "bin_end": 10292.9,
            "count": 2
           },
           {
            "bin_start": 10292.9,
            "bin_end": 10388.2,
            "count": 2
           },
           {
            "bin_start": 10388.2,
            "bin_end": 10483.5,
            "count": 1
           },
           {
            "bin_start": 10483.5,
            "bin_end": 10578.8,
            "count": 6
           },
           {
            "bin_start": 10578.8,
            "bin_end": 10674.1,
            "count": 3
           },
           {
            "bin_start": 10674.1,
            "bin_end": 10769.4,
            "count": 7
           },
           {
            "bin_start": 10769.4,
            "bin_end": 10864.7,
            "count": 13
           },
           {
            "bin_start": 10864.7,
            "bin_end": 10960,
            "count": 23
           }
          ]
         }
        },
        {
         "name": "name",
         "dtype": "object",
         "stats": {
          "unique_count": 67,
          "nan_count": 0,
          "categories": [
           {
            "name": "Anthony Albanese",
            "count": 1
           },
           {
            "name": "Sharon Bird",
            "count": 1
           },
           {
            "name": "65 others",
            "count": 65
           }
          ]
         }
        },
        {
         "name": "party",
         "dtype": "object",
         "stats": {
          "unique_count": 1,
          "nan_count": 0,
          "categories": [
           {
            "name": "Australian Labor Party",
            "count": 67
           }
          ]
         }
        },
        {
         "name": "faction",
         "dtype": "object",
         "stats": {
          "unique_count": 3,
          "nan_count": 0,
          "categories": [
           {
            "name": "right",
            "count": 35
           },
           {
            "name": "left",
            "count": 30
           },
           {
            "name": "unaligned",
            "count": 2
           }
          ]
         }
        },
        {
         "name": "_deepnote_index_column",
         "dtype": "int64"
        }
       ],
       "rows": [
        {
         "id": 10007,
         "name": "Anthony Albanese",
         "party": "Australian Labor Party",
         "faction": "left",
         "_deepnote_index_column": 0
        },
        {
         "id": 10043,
         "name": "Sharon Bird",
         "party": "Australian Labor Party",
         "faction": "right",
         "_deepnote_index_column": 1
        },
        {
         "id": 10060,
         "name": "Chris Bowen",
         "party": "Australian Labor Party",
         "faction": "right",
         "_deepnote_index_column": 2
        },
        {
         "id": 10081,
         "name": "Tony Burke",
         "party": "Australian Labor Party",
         "faction": "right",
         "_deepnote_index_column": 3
        },
        {
         "id": 10086,
         "name": "Mark Butler",
         "party": "Australian Labor Party",
         "faction": "left",
         "_deepnote_index_column": 4
        },
        {
         "id": 10088,
         "name": "Anthony Byrne",
         "party": "Australian Labor Party",
         "faction": "right",
         "_deepnote_index_column": 5
        },
        {
         "id": 10123,
         "name": "Jason Clare",
         "party": "Australian Labor Party",
         "faction": "right",
         "_deepnote_index_column": 6
        },
        {
         "id": 10136,
         "name": "Julie Collins",
         "party": "Australian Labor Party",
         "faction": "left",
         "_deepnote_index_column": 7
        },
        {
         "id": 10181,
         "name": "Mark Dreyfus",
         "party": "Australian Labor Party",
         "faction": "right",
         "_deepnote_index_column": 8
        },
        {
         "id": 10195,
         "name": "Justine Elliot",
         "party": "Australian Labor Party",
         "faction": "right",
         "_deepnote_index_column": 9
        }
       ]
      },
      "text/plain": "       id              name                   party faction\n0   10007  Anthony Albanese  Australian Labor Party    left\n1   10043       Sharon Bird  Australian Labor Party   right\n2   10060       Chris Bowen  Australian Labor Party   right\n3   10081        Tony Burke  Australian Labor Party   right\n4   10086       Mark Butler  Australian Labor Party    left\n..    ...               ...                     ...     ...\n62  10926    Fiona Phillips  Australian Labor Party    left\n63  10930     Kate Thwaites  Australian Labor Party    left\n64  10931       Anika Wells  Australian Labor Party   right\n65  10934        Josh Burns  Australian Labor Party   right\n66  10960     Kristy McBain  Australian Labor Party   right\n\n[67 rows x 4 columns]",
      "text/html": "<div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>id</th>\n      <th>name</th>\n      <th>party</th>\n      <th>faction</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>10007</td>\n      <td>Anthony Albanese</td>\n      <td>Australian Labor Party</td>\n      <td>left</td>\n    </tr>\n    <tr>\n      <th>1</th>\n      <td>10043</td>\n      <td>Sharon Bird</td>\n      <td>Australian Labor Party</td>\n      <td>right</td>\n    </tr>\n    <tr>\n      <th>2</th>\n      <td>10060</td>\n      <td>Chris Bowen</td>\n      <td>Australian Labor Party</td>\n      <td>right</td>\n    </tr>\n    <tr>\n      <th>3</th>\n      <td>10081</td>\n      <td>Tony Burke</td>\n      <td>Australian Labor Party</td>\n      <td>right</td>\n    </tr>\n    <tr>\n      <th>4</th>\n      <td>10086</td>\n      <td>Mark Butler</td>\n      <td>Australian Labor Party</td>\n      <td>left</td>\n    </tr>\n    <tr>\n      <th>...</th>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n    </tr>\n    <tr>\n      <th>62</th>\n      <td>10926</td>\n      <td>Fiona Phillips</td>\n      <td>Australian Labor Party</td>\n      <td>left</td>\n    </tr>\n    <tr>\n      <th>63</th>\n      <td>10930</td>\n      <td>Kate Thwaites</td>\n      <td>Australian Labor Party</td>\n      <td>left</td>\n    </tr>\n    <tr>\n      <th>64</th>\n      <td>10931</td>\n      <td>Anika Wells</td>\n      <td>Australian Labor Party</td>\n      <td>right</td>\n    </tr>\n    <tr>\n      <th>65</th>\n      <td>10934</td>\n      <td>Josh Burns</td>\n      <td>Australian Labor Party</td>\n      <td>right</td>\n    </tr>\n    <tr>\n      <th>66</th>\n      <td>10960</td>\n      <td>Kristy McBain</td>\n      <td>Australian Labor Party</td>\n      <td>right</td>\n    </tr>\n  </tbody>\n</table>\n<p>67 rows × 4 columns</p>\n</div>"
     },
     "metadata": {}
    }
   ]
  },
  {
   "cell_type": "markdown",
   "source": "Merge the factions data into the main people data",
   "metadata": {
    "cell_id": "0bdf9ac8c88e44afb921b1f3ddce9940",
    "tags": [],
    "is_collapsed": false,
    "deepnote_cell_type": "text-cell-p"
   }
  },
  {
   "cell_type": "code",
   "metadata": {
    "cell_id": "11bdd482fd3e49f58486220a1379385d",
    "tags": [],
    "deepnote_to_be_reexecuted": false,
    "source_hash": "eb6ce893",
    "execution_start": 1652770914569,
    "execution_millis": 7,
    "deepnote_table_state": {
     "pageSize": 10,
     "pageIndex": 0,
     "filters": [],
     "sortBy": []
    },
    "deepnote_table_loading": false,
    "deepnote_cell_type": "code",
    "deepnote_cell_height": 117
   },
   "source": "factions[\"party\"] = factions[\"party\"].map(tvfy_party_convert)\nrepresentatives_people = pd.merge(representatives_people, factions, how=\"left\")\nrepresentatives_people['faction'] = representatives_people['faction'].fillna(\"unknown\")",
   "execution_count": 11,
   "outputs": []
  },
  {
   "cell_type": "code",
   "metadata": {
    "cell_id": "c4133197232844d8acea8e9cd7d7e160",
    "tags": [],
    "deepnote_to_be_reexecuted": false,
    "source_hash": "a7ab3496",
    "deepnote_app_coordinates": {
     "x": 0,
     "y": 75,
     "w": 12,
     "h": 5
    },
    "allow_embed": false,
    "execution_start": 1652770914588,
    "execution_millis": 1756,
    "deepnote_cell_type": "code",
    "deepnote_cell_height": 874,
    "deepnote_output_heights": [
     579
    ]
   },
   "source": "def faction_to_colour(faction):\n    faction_colours = {\n        # Do the factions have \"official\" colours? I'll just make some up\n        \"left\": \"#F00011\",\n        \"right\": \"#700011\",\n        \"unknown\": \"#aaa\",\n        \"unaligned\": \"#888\",\n    }\n    return faction_colours[faction]\n\nrepresentatives_transformed[\"colours\"] = representatives_people[\"faction\"].map(faction_to_colour)\nzoom_to_party(representatives_transformed, \"ALP\", title=\"ALP by factions\")",
   "execution_count": 12,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 720x720 with 1 Axes>",
      "image/png": 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\n"
     },
     "metadata": {
      "image/png": {
       "width": 331,
       "height": 577
      }
     },
     "output_type": "display_data"
    }
   ]
  },
  {
   "cell_type": "markdown",
   "source": "Well that's a bit surprising! The factions don't seem to be all that much connected to how they vote. Thinking further could this be because \"free\" votes, where ALP members are allowed to vote differently to each other are largely on social issues and \"ethical\" issues. Are the factions instead largely defined by their differences on economic issues?",
   "metadata": {
    "cell_id": "8fd74de432a347d3b4ba6cedc0bfb0f1",
    "tags": [],
    "is_collapsed": false,
    "deepnote_cell_type": "text-cell-p"
   }
  },
  {
   "cell_type": "markdown",
   "source": "## Doing it all again for the Senate",
   "metadata": {
    "cell_id": "d263d23247594654a524c8e6db686d61",
    "tags": [],
    "is_collapsed": false,
    "deepnote_cell_type": "text-cell-h2"
   }
  },
  {
   "cell_type": "code",
   "metadata": {
    "tags": [],
    "deepnote_variable_name": "senate_distances",
    "sql_integration_id": "deepnote-dataframe-sql",
    "cell_id": "5f24be11f4444627b5530e74631628b5",
    "deepnote_to_be_reexecuted": false,
    "source_hash": "b264593c",
    "deepnote_sql_source": "SELECT *\nFROM '/work/senate_distances.csv' WHERE person1_id NOT IN (10515, 10966) AND person2_id NOT IN (10515, 10966) ORDER BY person1_id, person2_id;",
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   "source": "\n\nsenate_distances = _deepnote_execute_sql(\"\"\"SELECT *\nFROM '/work/senate_distances.csv' WHERE person1_id NOT IN (10515, 10966) AND person2_id NOT IN (10515, 10966) ORDER BY person1_id, person2_id;\n\"\"\", 'SQL_DEEPNOTE_DATAFRAME_SQL')\nsenate_distances",
   "execution_count": 13,
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      },
      "text/plain": "      person1_id  person2_id  distance_b\n0          10003       10003    0.000000\n1          10003       10044    0.016435\n2          10003       10071    0.803287\n3          10003       10103    0.781657\n4          10003       10131    0.008716\n...          ...         ...         ...\n5324       10965       10959    0.791667\n5325       10965       10961    0.181818\n5326       10965       10962    0.723404\n5327       10965       10964    0.182796\n5328       10965       10965    0.000000\n\n[5329 rows x 3 columns]",
      "text/html": "<div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>person1_id</th>\n      <th>person2_id</th>\n      <th>distance_b</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>10003</td>\n      <td>10003</td>\n      <td>0.000000</td>\n    </tr>\n    <tr>\n      <th>1</th>\n      <td>10003</td>\n      <td>10044</td>\n      <td>0.016435</td>\n    </tr>\n    <tr>\n      <th>2</th>\n      <td>10003</td>\n      <td>10071</td>\n      <td>0.803287</td>\n    </tr>\n    <tr>\n      <th>3</th>\n      <td>10003</td>\n      <td>10103</td>\n      <td>0.781657</td>\n    </tr>\n    <tr>\n      <th>4</th>\n      <td>10003</td>\n      <td>10131</td>\n      <td>0.008716</td>\n    </tr>\n    <tr>\n      <th>...</th>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n    </tr>\n    <tr>\n      <th>5324</th>\n      <td>10965</td>\n      <td>10959</td>\n      <td>0.791667</td>\n    </tr>\n    <tr>\n      <th>5325</th>\n      <td>10965</td>\n      <td>10961</td>\n      <td>0.181818</td>\n    </tr>\n    <tr>\n      <th>5326</th>\n      <td>10965</td>\n      <td>10962</td>\n      <td>0.723404</td>\n    </tr>\n    <tr>\n      <th>5327</th>\n      <td>10965</td>\n      <td>10964</td>\n      <td>0.182796</td>\n    </tr>\n    <tr>\n      <th>5328</th>\n      <td>10965</td>\n      <td>10965</td>\n      <td>0.000000</td>\n    </tr>\n  </tbody>\n</table>\n<p>5329 rows × 3 columns</p>\n</div>"
     },
     "metadata": {}
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   ]
  },
  {
   "cell_type": "markdown",
   "source": "Look closely at the distances above. You can see that there are some \"-1\" values in there which is obviously nonsensical. This is what's returned when two people could have voted in the same divisions but never actually did. So, we'll need to figure out how to handle this properly here.",
   "metadata": {
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    "is_collapsed": false,
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  },
  {
   "cell_type": "code",
   "metadata": {
    "tags": [],
    "deepnote_variable_name": "senate_people",
    "sql_integration_id": "deepnote-dataframe-sql",
    "cell_id": "c071a678ff0043d3a742503b43e37d7f",
    "deepnote_to_be_reexecuted": false,
    "source_hash": "a0cab3d",
    "deepnote_sql_source": "SELECT *\nFROM '/work/senate_people.csv' WHERE id NOT IN (10515, 10966) ORDER by id",
    "deepnote_table_state": {
     "pageSize": 10,
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     "filters": [],
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    "deepnote_table_loading": false,
    "deepnote_app_coordinates": {
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    "allow_embed": false,
    "execution_start": 1652770916531,
    "execution_millis": 99,
    "is_output_hidden": true,
    "deepnote_cell_type": "sql",
    "deepnote_cell_height": 169.8000030517578
   },
   "source": "\n\nsenate_people = _deepnote_execute_sql(\"\"\"SELECT *\nFROM '/work/senate_people.csv' WHERE id NOT IN (10515, 10966) ORDER by id\n\"\"\", 'SQL_DEEPNOTE_DATAFRAME_SQL')\nsenate_people",
   "execution_count": 14,
   "outputs": [
    {
     "output_type": "execute_result",
     "execution_count": 14,
     "data": {
      "application/vnd.deepnote.dataframe.v3+json": {
       "column_count": 3,
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       "columns": [
        {
         "name": "id",
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       "rows": [
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        {
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         "name": "Simon Birmingham",
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        {
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         "name": "Carol Brown",
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        {
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        {
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         "name": "Glenn Sterle",
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      },
      "text/plain": "       id              name                   party\n0   10003        Eric Abetz           Liberal Party\n1   10044  Simon Birmingham           Liberal Party\n2   10071       Carol Brown  Australian Labor Party\n3   10103          Kim Carr  Australian Labor Party\n4   10131   Richard Colbeck           Liberal Party\n..    ...               ...                     ...\n68  10959  Andrew McLachlan           Liberal Party\n69  10961      Lidia Thorpe       Australian Greens\n70  10962         Ben Small           Liberal Party\n71  10964       Dorinda Cox       Australian Greens\n72  10965      Karen Grogan  Australian Labor Party\n\n[73 rows x 3 columns]",
      "text/html": "<div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>id</th>\n      <th>name</th>\n      <th>party</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>10003</td>\n      <td>Eric Abetz</td>\n      <td>Liberal Party</td>\n    </tr>\n    <tr>\n      <th>1</th>\n      <td>10044</td>\n      <td>Simon Birmingham</td>\n      <td>Liberal Party</td>\n    </tr>\n    <tr>\n      <th>2</th>\n      <td>10071</td>\n      <td>Carol Brown</td>\n      <td>Australian Labor Party</td>\n    </tr>\n    <tr>\n      <th>3</th>\n      <td>10103</td>\n      <td>Kim Carr</td>\n      <td>Australian Labor Party</td>\n    </tr>\n    <tr>\n      <th>4</th>\n      <td>10131</td>\n      <td>Richard Colbeck</td>\n      <td>Liberal Party</td>\n    </tr>\n    <tr>\n      <th>...</th>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n    </tr>\n    <tr>\n      <th>68</th>\n      <td>10959</td>\n      <td>Andrew McLachlan</td>\n      <td>Liberal Party</td>\n    </tr>\n    <tr>\n      <th>69</th>\n      <td>10961</td>\n      <td>Lidia Thorpe</td>\n      <td>Australian Greens</td>\n    </tr>\n    <tr>\n      <th>70</th>\n      <td>10962</td>\n      <td>Ben Small</td>\n      <td>Liberal Party</td>\n    </tr>\n    <tr>\n      <th>71</th>\n      <td>10964</td>\n      <td>Dorinda Cox</td>\n      <td>Australian Greens</td>\n    </tr>\n    <tr>\n      <th>72</th>\n      <td>10965</td>\n      <td>Karen Grogan</td>\n      <td>Australian Labor Party</td>\n    </tr>\n  </tbody>\n</table>\n<p>73 rows × 3 columns</p>\n</div>"
     },
     "metadata": {}
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   ]
  },
  {
   "cell_type": "code",
   "metadata": {
    "cell_id": "0a7f78ab23f84b75bce66420eec9df48",
    "tags": [],
    "deepnote_to_be_reexecuted": false,
    "source_hash": "7ae873dd",
    "execution_start": 1652770916639,
    "execution_millis": 2,
    "deepnote_cell_type": "code",
    "deepnote_cell_height": 81
   },
   "source": "senate_people[\"party\"] = senate_people[\"party\"].map(tvfy_party_convert)",
   "execution_count": 15,
   "outputs": []
  },
  {
   "cell_type": "code",
   "metadata": {
    "cell_id": "dfc5321b7a2b4b3a8a8a0f563d159c84",
    "tags": [],
    "deepnote_to_be_reexecuted": false,
    "source_hash": "2adf9ed8",
    "execution_start": 1652770916696,
    "execution_millis": 208,
    "deepnote_cell_type": "code",
    "deepnote_cell_height": 81
   },
   "source": "senate_transformed = calculate_mds(senate_distances, senate_people)",
   "execution_count": 16,
   "outputs": []
  },
  {
   "cell_type": "code",
   "metadata": {
    "cell_id": "ff51d8c0c7e24cef98f3b9025711710e",
    "tags": [],
    "deepnote_to_be_reexecuted": false,
    "source_hash": "e4120a1a",
    "deepnote_app_coordinates": {
     "x": 0,
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    },
    "allow_embed": false,
    "execution_start": 1652770916918,
    "execution_millis": 1498,
    "deepnote_cell_type": "code",
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    "deepnote_output_heights": [
     592,
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   },
   "source": "senate_transformed[\"colours\"] = senate_transformed[\"party\"].map(party_to_colour)\n\nfig, ax = plt.subplots(figsize=(10, 10))\n# plt.xticks(visible=False)\n# plt.yticks(visible=False)\nplt.scatter(senate_transformed[\"x\"], senate_transformed[\"y\"], c=senate_transformed[\"colours\"], s=128)\n\nfor i, txt in enumerate(senate_transformed[\"name\"]):\n    ax.annotate(txt, (senate_transformed[\"x\"][i], senate_transformed[\"y\"][i]), xytext=(10,-3), textcoords=\"offset pixels\")\n\ndef label(ax, name):\n    i = list(people[\"name\"]).index(name)\n    ax.annotate(name, (x[i], y[i]), xytext=(10,-3), textcoords=\"offset pixels\")\n\n# Just label ones that are not just in a big clump\n# label(ax, \"Adam Bandt\")\n# label(ax, \"Bob Katter\")\n# label(ax, \"Andrew Wilkie\")\n# label(ax, \"Helen Haines\")\n# label(ax, \"Rebekha Sharkie\")\n# label(ax, \"Zali Steggall\")\n# label(ax, \"Bridget Archer\")\n# label(ax, \"Craig Kelly\")\n\nplt.title('Voting in the current senate')\nplt.gca().set_aspect('equal', adjustable='box')\nplt.show()",
   "execution_count": 17,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 720x720 with 1 Axes>",
      "image/png": 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\n"
     },
     "metadata": {
      "needs_background": "light",
      "image/png": {
       "width": 383,
       "height": 590
      }
     },
     "output_type": "display_data"
    }
   ]
  },
  {
   "cell_type": "code",
   "metadata": {
    "cell_id": "1376e3cbcc4a4723b8b2a9dda1c1d8d6",
    "tags": [],
    "deepnote_to_be_reexecuted": false,
    "source_hash": "ee49b13d",
    "allow_embed": false,
    "deepnote_app_coordinates": {
     "x": 0,
     "y": 87,
     "w": 12,
     "h": 5
    },
    "execution_start": 1652770918422,
    "execution_millis": 2283,
    "deepnote_cell_type": "code",
    "deepnote_cell_height": 1591,
    "deepnote_output_heights": [
     579,
     579,
     238
    ]
   },
   "source": "zoom_to_party(senate_transformed, \"Coalition\", title=\"Zooming in on the Coalition (senate)\")\nzoom_to_party(senate_transformed, \"ALP\", title=\"Zooming in on the ALP (senate)\")\nzoom_to_party(senate_transformed, \"Greens\", title=\"Zooming in on the Greens (senate)\")",
   "execution_count": 18,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 720x720 with 1 Axes>",
      "image/png": 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\n"
     },
     "metadata": {
      "image/png": {
       "width": 424,
       "height": 577
      }
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": "<Figure size 720x720 with 1 Axes>",
      "image/png": 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\n"
     },
     "metadata": {
      "image/png": {
       "width": 305,
       "height": 577
      }
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": "<Figure size 720x720 with 1 Axes>",
      "image/png": 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\n"
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   "source": "Dorinda Cox again hasn't been in parliament very long (only since September 2021) so that probably explains that outlier (sort of). Jordan Steele-John and Peter Whish-Wilson have both rebelled once their party while the other greens senators have not. ",
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