diff --git a/examples/README.md b/examples/README.md
index aef84141..4b0524f3 100644
--- a/examples/README.md
+++ b/examples/README.md
@@ -1,16 +1,37 @@
 # Examples
 
-This folder contains two JSON files that describe towns and major roads in Queensland Australia.
+## Central London
 
-- `places.json` describes place names, UTM coordinates
-- `routes.json` describes routes between towns as a set of tuples (start town, end town, distance, road type) where road type is 1 for a major road, and 2 for a minor road (worse quality, lower average speed)
+A real-world example: a road network taken from OpenStreetMap, a directed graph with one-way streets, and the shortest drive between two landmarks.
 
-`roads.py` loads these files, creates an embedded graph, and finds the shortest
-path from Hughenden to Brisbane using A*, then plots the graph with the path overlaid.
+- `london.ipynb` a Jupyter notebook that builds a directed, embedded graph of the roads that a car may use in a 5.5 km by 2.2 km area from Buckingham Palace to the Tower of London, keeps the part of it that can be driven around in, and finds the shortest route between landmarks with A\*, there and back.  The two routes differ because of the one-way streets.  It also shows why `plot` is not the tool for a map, and how to select the part of a graph in a region.
+- `osm.py` helper module with the parts that are about OpenStreetMap rather than about graphs: the request to the Overpass API, which kinds of way a car may use and in which direction, a transverse Mercator projection from latitude and longitude to metres, and the cache.  It needs only the standard library and numpy.
+- `london.json` data file, the ways and nodes of the area saved from OpenStreetMap, one record per line.  Each way is a name, a flag for the direction in which a car may drive along it (1 along its nodes, -1 against them, 0 both), and a list of node numbers; each node is a latitude and longitude.  The notebook reads this file, so it runs without a network connection.  Delete the file, or call `fetch_roads(..., refresh=True)`, to fetch it again, which takes about 20 seconds.
 
-`benchmark.py` times the key operations (building, copying, pickling, components,
-`closest`, the matrix forms and the three path planners) on random geometric graphs
-of 100, 1 000 and 10 000 vertices and prints a table, including how each cost grows
-with the size of the graph.  `--directed` uses `DGraph`, `--quick` skips the largest
-graph, and `--rst` prints the table as reST for the documentation.  Timings depend
-on the machine, so compare runs made on the same one.
+Map data © [OpenStreetMap contributors](https://www.openstreetmap.org/copyright), available under the [Open Database License](https://opendatacommons.org/licenses/odbl/).  `london.json` is a derived database of that data, so it carries the same licence and attribution.
+
+## Queensland outback
+
+This folder contains an example published in Robotics, Vision & Control (3rd edition) §5.3:
+
+- `roads.ipynb` a Jupyter notebook that creates an embedded graph, and finds the shortest path from Hughenden to Brisbane
+
+- `roads.py` loads these files, creates an embedded graph, and finds the shortest path from 
+Hughenden to Brisbane
+
+- `places.json` data file, describes 20 cities/towns in Queensland with place names and UTM coordinates
+- `routes.json` data file describes routes between these places as a set of tuples (start town, end town, distance, road type) where road type is 1 for a major road, and 2 for a minor road (worse quality, lower average speed)
+
+## Benchmark
+
+- `benchmark.py` times the key operations of the package and prints a table: adding vertices and edges, copying, pickling, finding the components, removing a vertex, finding the closest vertex to a point, forming the adjacency, Laplacian and incidence matrices, and the three path planners (breadth-first, uniform cost and A\*).  The graphs are random geometric graphs in the plane, each vertex joined to its 4 nearest neighbours, of 100, 1,000 and 10,000 vertices, and the same graphs and path queries are used every run.  The last column of the table, the growth exponent, is the exponent *b* in time ∝ N<sup>*b*</sup> between the smallest and largest graph for the quantity shown: 0 is constant, 1 is linear and 2 is quadratic.
+
+  ```
+  python benchmark.py             # undirected graphs, about 15 seconds
+  python benchmark.py --directed  # directed graphs
+  python benchmark.py --quick     # without the largest graph
+  python benchmark.py --md        # the table as MarkDown, to paste into a README
+  python benchmark.py --rst       # the table as reST, to paste into the documentation
+  ```
+
+  Also `--sizes`, `--seed` and `--matrix-max` (the matrices are dense, so they are only formed up to this number of vertices), and `--plot` to time `plot()` as well, which needs a working matplotlib backend.  The table is made with `ansitable`, which `spatialmath-python` installs, and with `--md` or `--rst` only the table goes to standard output, so it can be redirected to a file.  Timings depend on the machine, so compare runs made on the same one.
diff --git a/examples/london.ipynb b/examples/london.ipynb
new file mode 100644
index 00000000..776aee39
--- /dev/null
+++ b/examples/london.ipynb
@@ -0,0 +1,1094 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "id": "2aa95eb0",
+   "metadata": {},
+   "source": [
+    "# Planning a route through central London\n",
+    "(c) Peter Corke 2026\n",
+    "\n",
+    "A road network from OpenStreetMap, as a pgraph `DGraph`, and the shortest drive between two\n",
+    "landmarks.\n",
+    "\n",
+    "The steps are:\n",
+    "\n",
+    "1. fetch the roads in a box around Westminster and the City,\n",
+    "2. turn a map in latitude and longitude into one in metres,\n",
+    "3. make a vertex for every node where ways begin, end or meet and an edge for every stretch of road between two of them,\n",
+    "   one edge per direction that a car may drive,\n",
+    "4. keep the part of the network from which every vertex can be reached and left again,\n",
+    "5. plan with A* and compare the way there with the way back.\n",
+    "\n",
+    "Map data © [OpenStreetMap contributors](https://www.openstreetmap.org/copyright), available under the\n",
+    "Open Database License.  The request to the OpenStreetMap servers, and the rules for\n",
+    "which roads a car may use and in which direction, are in the helper `osm.py`; the data are\n",
+    "saved in `london.json` so this notebook can run offline."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "id": "cc00f84e",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2026-10-12T05:24:34.708452Z",
+     "iopub.status.busy": "2026-10-12T05:24:34.708281Z",
+     "iopub.status.idle": "2026-10-12T05:24:35.319017Z",
+     "shell.execute_reply": "2026-10-12T05:24:35.318572Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "import numpy as np\n",
+    "import matplotlib.pyplot as plt\n",
+    "from collections import Counter\n",
+    "from matplotlib.collections import LineCollection\n",
+    "import time\n",
+    "from ansitable import ANSITable, Column\n",
+    "\n",
+    "from pgraph import DGraph, Edge\n",
+    "from osm import fetch_roads, local_projection"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "62094c9c",
+   "metadata": {},
+   "source": [
+    "## 1. The data\n",
+    "\n",
+    "OpenStreetMap structures its geographic data using three core primitives: **nodes**, **ways**, and **relations**, augmented by **tags**. A **node** defines a single point on Earth via latitude and longitude coordinates, representing standalone features (like a postbox or traffic light) or serving as vertex \"shape nodes\" for larger geometries. A **way** is an ordered list of 2 to 2,000 nodes, representing linear features like roads and rivers when open, or polygonal areas like buildings and parks when closed in a loop. Complex topologies, such as multipolygons with holes or turn restrictions, are grouped into **relations**, while key-value **tags** attach descriptive metadata (e.g., `highway=primary` or `building=yes`) to any of these elements.\n",
+    "\n",
+    "We will fetch map data for box of 5.5 km by 2.2 km, from just beyond Buckingham Palace to the Tower of London.  `fetch_roads` returns\n",
+    "the nodes (a latitude and longitude each) and the ways, which are named lists of nodes.\n",
+    "If the JSON file is not present the data must be fetched from OSM which might take up to one minute.\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "id": "7b8197ad",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2026-10-12T05:24:35.320224Z",
+     "iopub.status.busy": "2026-10-12T05:24:35.320147Z",
+     "iopub.status.idle": "2026-10-12T05:24:35.327505Z",
+     "shell.execute_reply": "2026-10-12T05:24:35.327177Z"
+    }
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "fetched 15,335 nodes, 4,997 ways in 0.01 seconds\n"
+     ]
+    }
+   ],
+   "source": [
+    "BBOX = (51.496, -0.150, 51.516, -0.070)  # south, west, north, east, in degrees\n",
+    "\n",
+    "t0 = time.time()\n",
+    "data = fetch_roads(BBOX, \"london.json\")\n",
+    "t1 = time.time()\n",
+    "print(f\"fetched {len(data['nodes']):,} nodes, {len(data['ways']):,} ways in {t1-t0:.2f} seconds\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "ec37b9f5",
+   "metadata": {},
+   "source": [
+    "The result `data` is a dict with four entries"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "id": "405a639b",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "dict_keys(['source', 'bbox', 'ways', 'nodes'])"
+      ]
+     },
+     "execution_count": 3,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "data.keys()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "id": "2fef704b",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "'OpenStreetMap, © OpenStreetMap contributors, ODbL https://www.openstreetmap.org/copyright'"
+      ]
+     },
+     "execution_count": 4,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "data['source']"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "id": "eb08e398",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "[51.496, -0.15, 51.516, -0.07]"
+      ]
+     },
+     "execution_count": 5,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "data['bbox']"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "94b60e0f",
+   "metadata": {},
+   "source": [
+    "Each road is a \"way\" which includes its name, the admissible direction of travel, and a list of nodes that define its shape.  The direction flag is 1 if a car may drive along it in the direction of its node list (a one-way street), -1 in the opposite direction, or 0 for both."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "id": "01ba2f78",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "['King William Street',\n",
+       " 1,\n",
+       " [13078457364,\n",
+       "  24950109,\n",
+       "  2961540,\n",
+       "  4835108995,\n",
+       "  24950105,\n",
+       "  24950102,\n",
+       "  5925584203,\n",
+       "  24950101,\n",
+       "  2961557]]"
+      ]
+     },
+     "execution_count": 6,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "data['ways'][0]"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "fdf20f20",
+   "metadata": {},
+   "source": [
+    "The first node in this one-way street can be looked up in the node list to find its latitude and longitude.  Note that the node numbers are represented here by strings -- they are globally unique 64-bit integers."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "id": "81b25d6d",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "[51.511992, -0.087713]"
+      ]
+     },
+     "execution_count": 7,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "data['nodes']['13078457364']"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "id": "5d28f187",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "\n",
+      "for example 'King William Street', direction 1, 9 nodes\n"
+     ]
+    }
+   ],
+   "source": [
+    "name, direction, nodes = data[\"ways\"][0]\n",
+    "print(f\"\\nfor example {name!r}, direction {direction}, {len(nodes)} nodes\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "f82618d9",
+   "metadata": {},
+   "source": [
+    "The ways fall into three groups by the direction in which a car may drive along them.  `Counter` from the standard library counts how often each value occurs in a sequence and behaves like a dictionary: `Counter([1, 0, 1])` is `{1: 2, 0: 1}`, and a value that never occurs counts 0.  Here the values are the direction flags of the ways.  For each group the table shows how many ways there are and the names of the first few."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "id": "deedbf93",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "┌────────────────────────────┬───────┬────────┬────────────────────────────────────────────────────────────┐\n",
+      "│ direction                  │  ways │  share │ examples                                                   │\n",
+      "├────────────────────────────┼───────┼────────┼────────────────────────────────────────────────────────────┤\n",
+      "│ both ways                  │ 2,294 │  45.9% │ Fenchurch Street, Aldwych, Marlborough Road                │\n",
+      "│ one way, along the nodes   │ 2,691 │  53.9% │ King William Street, Duke Street Hill, Borough High Street │\n",
+      "│ one way, against the nodes │    12 │   0.2% │ Neckinger, Salisbury Court                                 │\n",
+      "├────────────────────────────┼───────┼────────┼────────────────────────────────────────────────────────────┤\n",
+      "│ all                        │ 4,997 │ 100.0% │                                                            │\n",
+      "└────────────────────────────┴───────┴────────┴────────────────────────────────────────────────────────────┘\n",
+      "\n"
+     ]
+    }
+   ],
+   "source": [
+    "meaning = {\n",
+    "    0: \"both ways\",\n",
+    "    1: \"one way, along the nodes\",\n",
+    "    -1: \"one way, against the nodes\",\n",
+    "}\n",
+    "\n",
+    "count = Counter(direction for name, direction, nodes in data[\"ways\"])\n",
+    "total = len(data[\"ways\"])\n",
+    "\n",
+    "def first_names(flag, n=3):\n",
+    "    \"\"\"The first few different street names with this direction flag\"\"\"\n",
+    "    names = []\n",
+    "    for name, direction, nodes in data[\"ways\"]:\n",
+    "        if direction == flag and name and name not in names:\n",
+    "            names.append(name)\n",
+    "            if len(names) == n:\n",
+    "                break\n",
+    "    return names\n",
+    "\n",
+    "table = ANSITable(\n",
+    "    Column(\"direction\", colalign=\"<\", headalign=\"<\"),\n",
+    "    Column(\"ways\", fmt=\"{:,}\"),\n",
+    "    Column(\"share\", fmt=\"{:.1%}\"),\n",
+    "    Column(\"examples\", colalign=\"<\", headalign=\"<\"),\n",
+    "    border=\"thin\",\n",
+    ")\n",
+    "for flag, text in meaning.items():\n",
+    "    table.row(text, count[flag], count[flag] / total, \", \".join(first_names(flag)))\n",
+    "table.rule()\n",
+    "table.row(\"all\", total, 1.0, \"\")\n",
+    "table.print()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "ad45faad",
+   "metadata": {},
+   "source": [
+    "## 2. From degrees to metres\n",
+    "\n",
+    "`pgraph`'s default metric is Euclidean distance between vertex coordinates, which is what A* uses as its\n",
+    "heuristic, so the vertices need coordinates in metres.  A degree of longitude is shorter than a degree of\n",
+    "latitude by the cosine of the latitude, and the Earth is not a sphere, so simply scaling degrees is\n",
+    "not good enough: it is wrong by up to about 9 m over this box.\n",
+    "\n",
+    "`local_projection` is a function that returns a function.  Given the centre of the map it returns\n",
+    "`project(lat, lon)`, a transverse Mercator projection on the WGS84 ellipsoid centred there, evaluated by a\n",
+    "series that is accurate to well below a millimetre.  At the centre the scale is exactly 1, and 3 km away it is\n",
+    "still within 1 part in 10 million, so distances in the projected map are distances on the ground.  (The\n",
+    "familiar UTM grid is the same projection with its centre in the middle of a six degree zone and a scale\n",
+    "of 0.9996 there, so distances in London come out about 1 part in 10,000 too long, half a metre over 5 km.)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "id": "90d3d457",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2026-10-12T05:24:35.328539Z",
+     "iopub.status.busy": "2026-10-12T05:24:35.328487Z",
+     "iopub.status.idle": "2026-10-12T05:24:35.417860Z",
+     "shell.execute_reply": "2026-10-12T05:24:35.417488Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "project = local_projection((BBOX[0] + BBOX[2]) / 2, (BBOX[1] + BBOX[3]) / 2)\n",
+    "\n",
+    "# each node's position in metres, east and north of the centre of the box\n",
+    "xy = {int(n): project(lat, lon) for n, (lat, lon) in data[\"nodes\"].items()}"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "8a01d67c",
+   "metadata": {},
+   "source": [
+    "`xy` is a dict mapping the node index (as an int) to 2-array of eastings and northings, distances in metres with respect to the centre of the box.\n",
+    "\n",
+    "For example, the first node in King William St used in the example above is"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "id": "56f8dc63",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "array([1547.21459285,  666.89350834])"
+      ]
+     },
+     "execution_count": 11,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "xy[13078457364]"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "57bebb70",
+   "metadata": {},
+   "source": [
+    "## 3. Which nodes become vertices\n",
+    "\n",
+    "A way is a sequence of nodes, and it is the sequence that gives the way its shape: most of the\n",
+    "nodes along a way are only points that follow its bends.  The nodes that matter to a route become the\n",
+    "vertices of the graph.  A node is a vertex if two ways share it, wherever it is in either of them (at a\n",
+    "T junction or a crossing, say), or if a way begins or ends there.  That includes places where the road\n",
+    "simply carries on but the way changes, for example where a street changes its name or becomes one-way,\n",
+    "because an edge has just one name and one direction.  The run of nodes between two vertices becomes the\n",
+    "*shape* of an edge, and its cost is the length along that shape."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "id": "d79e151f",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2026-10-12T05:24:35.418937Z",
+     "iopub.status.busy": "2026-10-12T05:24:35.418880Z",
+     "iopub.status.idle": "2026-10-12T05:24:35.422889Z",
+     "shell.execute_reply": "2026-10-12T05:24:35.422528Z"
+    }
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "4,881 of the 15,335 nodes become vertices\n"
+     ]
+    }
+   ],
+   "source": [
+    "# how many times each node appears, at any position in any way\n",
+    "uses = Counter(n for _, _, nodes in data[\"ways\"] for n in nodes)\n",
+    "# the first and last node of every way\n",
+    "ends = {n for _, _, nodes in data[\"ways\"] for n in (nodes[0], nodes[-1])}\n",
+    "# a node is a vertex if it is shared (used more than once, wherever it is) or the end of a way\n",
+    "vertices = {n for n, count in uses.items() if count > 1 or n in ends}\n",
+    "print(f\"{len(vertices):,} of the {len(uses):,} nodes become vertices\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "42ece317",
+   "metadata": {},
+   "source": [
+    "Not every vertex is a junction in the everyday sense.  Count the *arms* at each one, the number of directions in which a way leaves it, and the vertices fall into three groups."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "id": "48fdf27d",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "┌───────────┬──────────┬────────┬───────────────────────────────────────────────────────────────────────────────┐\n",
+      "│ arms      │ vertices │  share │ what it is                                                                    │\n",
+      "├───────────┼──────────┼────────┼───────────────────────────────────────────────────────────────────────────────┤\n",
+      "│ 1         │      535 │  11.0% │ a dead end: a way ends and nothing else is there                              │\n",
+      "│ 2         │     2517 │  51.6% │ the road carries on, but the way changes (its name, or whether it is one-way) │\n",
+      "│ 3 or more │     1829 │  37.5% │ a junction in the usual sense: a T, a Y, a crossing or a roundabout entry     │\n",
+      "├───────────┼──────────┼────────┼───────────────────────────────────────────────────────────────────────────────┤\n",
+      "│ all       │     4881 │ 100.0% │                                                                               │\n",
+      "└───────────┴──────────┴────────┴───────────────────────────────────────────────────────────────────────────────┘\n",
+      "\n"
+     ]
+    }
+   ],
+   "source": [
+    "# the arms at a node: each way through it has one arm to the node before it\n",
+    "# and one to the node after it, except at the first and last node of the way\n",
+    "arms = Counter()\n",
+    "for _, _, nodes in data[\"ways\"]:\n",
+    "    for i, n in enumerate(nodes):\n",
+    "        arms[n] += (i > 0) + (i < len(nodes) - 1)\n",
+    "\n",
+    "kinds = {\n",
+    "    1: (\"1\", \"a dead end: a way ends and nothing else is there\"),\n",
+    "    2: (\"2\", \"the road carries on, but the way changes (its name, or whether it is one-way)\"),\n",
+    "    3: (\"3 or more\", \"a junction in the usual sense: a T, a Y, a crossing or a roundabout entry\"),\n",
+    "}\n",
+    "by_arms = Counter(min(arms[n], 3) for n in vertices)\n",
+    "\n",
+    "table = ANSITable(\n",
+    "    Column(\"arms\", colalign=\"<\", headalign=\"<\"),\n",
+    "    Column(\"vertices\", fmt=\"{:d}\"),\n",
+    "    Column(\"share\", fmt=\"{:.1%}\"),\n",
+    "    Column(\"what it is\", colalign=\"<\", headalign=\"<\"),\n",
+    "    border=\"thin\",\n",
+    ")\n",
+    "for key, (label, meaning) in kinds.items():\n",
+    "    table.row(label, by_arms[key], by_arms[key] / len(vertices), meaning)\n",
+    "table.rule()\n",
+    "table.row(\"all\", len(vertices), 1.0, \"\")\n",
+    "table.print()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "ce5e3df7",
+   "metadata": {},
+   "source": [
+    "A vertex with two arms is not a place where a driver has a choice, but the graph needs it: an edge has just one name and one direction, so where the way changes a new edge must begin.  Merging such vertices where the name and direction agree would make a smaller graph, at the price of more code."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "147b2c9d",
+   "metadata": {},
+   "source": [
+    "## 4. Building the graph\n",
+    "\n",
+    "We will build a directed graph to represent the road network.\n",
+    "A road that a car may drive both ways is two edges, one each way, and a one-way street is a single edge.\n",
+    "The vertex coordinates are the projected positions, so the graph is embedded in\n",
+    "two dimensions.\n",
+    "\n",
+    "Each edge also needs to remember the *name* of its street and the *shape* of the road between its two vertices,\n",
+    "an array of points along the bends, which we will want to draw the map.  The robust way to attach this is to\n",
+    "make a subclass of `Edge`, here called `Road`, and tell the graph to use it with `edge_class`.  (A quicker\n",
+    "way is to assign to the edge's `data` attribute, as `e.data = (name, shape)`, but then the fields have no\n",
+    "names and anything else that uses `data` would clash with them.)  The shape of an edge is stored in the\n",
+    "direction of the edge, so for the opposite direction of a two-way street it is reversed.\n",
+    "\n",
+    "Two vertices can be joined by more than one stretch of road, for example a street and a path that bends\n",
+    "the other way round a block.  pgraph allows parallel edges, so this needs no special care."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "id": "50102838",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2026-10-12T05:24:35.423808Z",
+     "iopub.status.busy": "2026-10-12T05:24:35.423758Z",
+     "iopub.status.idle": "2026-10-12T05:24:35.470058Z",
+     "shell.execute_reply": "2026-10-12T05:24:35.469712Z"
+    }
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "DGraph: 4,881 vertices, 8,390 edges, 13 components\n",
+      "[[-1069.19940236 -1110.68598549]\n",
+      " [-1068.64464822 -1114.58012376]]\n"
+     ]
+    }
+   ],
+   "source": [
+    "class Road(Edge):\n",
+    "    \"\"\"An edge that knows the name of its street and the shape of the road\"\"\"\n",
+    "\n",
+    "    def __init__(self, v1=None, v2=None, name=\"\", shape=None, **kwargs):\n",
+    "        super().__init__(v1, v2, **kwargs)\n",
+    "        self.name = name\n",
+    "        self.shape = shape  # points in metres along the road, from v1 to v2, shape (k, 2)\n",
+    "\n",
+    "\n",
+    "g = DGraph(dim=2, edge_class=Road)\n",
+    "vertex_at = {}  # the pgraph vertex of each node that is one\n",
+    "\n",
+    "def vertex_for(n):\n",
+    "    if n not in vertex_at:\n",
+    "        vertex_at[n] = g.add_vertex(xy[n], name=str(n))\n",
+    "    return vertex_at[n]\n",
+    "\n",
+    "for name, direction, nodes in data[\"ways\"]: # for each way\n",
+    "    start = 0\n",
+    "    for i in range(1, len(nodes)): # for each node in the way, except the first\n",
+    "        if nodes[i] not in vertices:\n",
+    "            continue\n",
+    "        shape = np.array([xy[n] for n in nodes[start:i + 1]])\n",
+    "        length = np.linalg.norm(np.diff(shape, axis=0), axis=1).sum()\n",
+    "        a, b = vertex_for(nodes[start]), vertex_for(nodes[i])\n",
+    "        start = i\n",
+    "        if a is b:\n",
+    "            continue  # a loop of road back to the same vertex: of no use for a route\n",
+    "        if direction >= 0:\n",
+    "            g.add_edge(Road(a, b, cost=length, name=name, shape=shape))\n",
+    "        if direction <= 0:\n",
+    "            g.add_edge(Road(b, a, cost=length, name=name, shape=shape[::-1]))\n",
+    "\n",
+    "print(g)\n",
+    "print(shape)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "8804a8a4",
+   "metadata": {},
+   "source": [
+    "`shape` is a $k \\times 2$ array of the positions, in metres, of the $k$ nodes along this stretch of road, from one vertex to the next.  The road's length is the sum of the distances between consecutive points, and becomes the cost of the edge.  The array is stored in the direction of the edge, so the opposite direction of a two-way street gets the same rows in reverse order."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "593f492c",
+   "metadata": {},
+   "source": [
+    "### The part you can drive around in\n",
+    "\n",
+    "The map includes dead ends, car parks and one-way streets that leave the box and never come back.  If we\n",
+    "pick a landmark next to one of these, there may be no route to or from it.  What we want is the set of vertices\n",
+    "that can reach each other, a *strongly* connected component.  Take any central vertex: the vertices it can\n",
+    "reach, going forward along edges, and those that can reach it, going backwards, intersect in exactly that set.\n",
+    "\n",
+    "`successors()` and `predecessors()` of a vertex give the forward and backward neighbours."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "id": "20e7a8dd",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2026-10-12T05:24:35.471194Z",
+     "iopub.status.busy": "2026-10-12T05:24:35.471123Z",
+     "iopub.status.idle": "2026-10-12T05:24:35.488161Z",
+     "shell.execute_reply": "2026-10-12T05:24:35.487764Z"
+    }
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "kept 4,575 of 4,881 vertices, 8,012 edges\n"
+     ]
+    }
+   ],
+   "source": [
+    "def reachable(start, neighbours):\n",
+    "    seen, stack = {start}, [start]\n",
+    "    while stack:\n",
+    "        for w in neighbours(stack.pop()):\n",
+    "            if w not in seen:\n",
+    "                seen.add(w)\n",
+    "                stack.append(w)\n",
+    "    return seen\n",
+    "\n",
+    "centre, _ = g.closest((0, 0))\n",
+    "keep = (reachable(centre, lambda v: v.successors())\n",
+    "        & reachable(centre, lambda v: v.predecessors()))\n",
+    "\n",
+    "before = g.n\n",
+    "for v in list(g):\n",
+    "    if v not in keep:\n",
+    "        g.remove_vertex(v)\n",
+    "print(f\"kept {g.n:,} of {before:,} vertices, {g.ne:,} edges\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "4916ea44",
+   "metadata": {},
+   "source": [
+    "### The map\n",
+    "\n",
+    "`pgraph` has a `plot` method, so why not use `g.plot()` for the map?  It is the right tool for a graph, but a\n",
+    "road map is a different job, for three reasons.\n",
+    "\n",
+    "* **`plot` draws every edge as a straight line between its two vertices.**  The bends of a road are not part of\n",
+    "  the graph, they are the shape of the edge, which `plot` knows nothing about.\n",
+    "* **Two edges between the same pair of vertices are drawn as two arcs**, so that both arrowheads can be seen.\n",
+    "  Every two-way street is such a pair, so every street would be drawn as a lens.\n",
+    "* **It makes one arrow object per edge**, which is slow for thousands of edges.\n",
+    "\n",
+    "We can see this by plotting a small part of the graph.  The whole graph has thousands of vertices, so we first\n",
+    "*prune* it to the vertices that lie inside a square, and keep the edges between them.  This is a single pass\n",
+    "over the vertices and then the edges."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 16,
+   "id": "3e305284",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2026-10-12T05:24:35.489094Z",
+     "iopub.status.busy": "2026-10-12T05:24:35.489041Z",
+     "iopub.status.idle": "2026-10-12T05:24:35.497112Z",
+     "shell.execute_reply": "2026-10-12T05:24:35.496809Z"
+    }
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "121 vertices, 176 edges\n"
+     ]
+    }
+   ],
+   "source": [
+    "def within(graph, centre, half):\n",
+    "    \"\"\"The part of a graph inside a square, of side 2*half metres, around a point\"\"\"\n",
+    "    sub = DGraph(dim=2, edge_class=Road)\n",
+    "    new = {}\n",
+    "    for v in graph:\n",
+    "        if np.all(np.abs(v.coord - centre) <= half):\n",
+    "            new[v] = sub.add_vertex(v.coord, name=v.name)\n",
+    "    for e in graph.edges():\n",
+    "        if e.v1 in new and e.v2 in new:\n",
+    "            sub.add_edge(Road(new[e.v1], new[e.v2], cost=e.cost, name=e.name, shape=e.shape))\n",
+    "    return sub\n",
+    "\n",
+    "centre = np.array([-1250.0, 150.0])  # near Trafalgar Square, metres from the centre of the box\n",
+    "half = 250\n",
+    "local = within(g, centre, half)\n",
+    "print(f\"{local.n} vertices, {local.ne} edges\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "4756b3fe",
+   "metadata": {},
+   "source": [
+    "Now draw it two ways, side by side, in the same square: on the left pgraph's own `plot`, on the right the saved\n",
+    "shape of every edge."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 17,
+   "id": "a8e59437",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2026-10-12T05:24:35.498107Z",
+     "iopub.status.busy": "2026-10-12T05:24:35.498055Z",
+     "iopub.status.idle": "2026-10-12T05:24:35.767594Z",
+     "shell.execute_reply": "2026-10-12T05:24:35.767254Z"
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1100x550 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "def draw_shapes(ax, graph, **options):\n",
+    "    \"\"\"Draw the saved shape of every edge of a graph\"\"\"\n",
+    "    options = dict(colors=\"0.5\", linewidths=0.6) | options\n",
+    "    ax.add_collection(LineCollection([e.shape for e in graph.edges()], **options))\n",
+    "\n",
+    "fig, (left, right) = plt.subplots(1, 2, figsize=(11, 5.5))\n",
+    "\n",
+    "local.plot(ax=left, labels=False, grid=False, color_components=False,\n",
+    "           vertex_opt=dict(markersize=4), edge_opt=dict(linewidth=1), block=None)\n",
+    "left.set_title(\"g.plot(): straight chords, arcs for two-way streets\")\n",
+    "\n",
+    "draw_shapes(right, local)\n",
+    "right.set_title(\"the shape of each edge\")\n",
+    "\n",
+    "for ax in (left, right):\n",
+    "    ax.set_xlim(centre[0] - half, centre[0] + half)\n",
+    "    ax.set_ylim(centre[1] - half, centre[1] + half)\n",
+    "    ax.set_aspect(\"equal\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "cbebe418",
+   "metadata": {},
+   "source": [
+    "On the left, a street that bends is cut by straight chords between vertices, and each two-way street\n",
+    "is a pair of arcs.  On the right is the true shape of every road.  So for the whole map we draw the\n",
+    "saved shapes with one line collection, which is also much faster than thousands of arrows.\n",
+    "\n",
+    "Here is the whole map of central London."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 18,
+   "id": "3230640b",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2026-10-12T05:24:35.768795Z",
+     "iopub.status.busy": "2026-10-12T05:24:35.768716Z",
+     "iopub.status.idle": "2026-10-12T05:24:35.845743Z",
+     "shell.execute_reply": "2026-10-12T05:24:35.845374Z"
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1100x500 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "def draw_map(ax):\n",
+    "    draw_shapes(ax, g, linewidths=0.5, colors=\"0.6\")\n",
+    "    ax.autoscale()\n",
+    "    ax.set_aspect(\"equal\")\n",
+    "    ax.set_xlabel(\"east (m)\")\n",
+    "    ax.set_ylabel(\"north (m)\")\n",
+    "\n",
+    "fig, ax = plt.subplots(figsize=(11, 5))\n",
+    "draw_map(ax)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "a43369d9",
+   "metadata": {},
+   "source": [
+    "### Landmarks\n",
+    "\n",
+    "Look up each landmark by its latitude and longitude, project it, and ask the graph for the closest vertex.\n",
+    "`closest` also returns how far away that vertex is, which here is how far a landmark is from the\n",
+    "nearest vertex."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 19,
+   "id": "c9239c4a",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2026-10-12T05:24:35.846908Z",
+     "iopub.status.busy": "2026-10-12T05:24:35.846827Z",
+     "iopub.status.idle": "2026-10-12T05:24:35.869880Z",
+     "shell.execute_reply": "2026-10-12T05:24:35.869500Z"
+    }
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Buckingham Palace    nearest vertex   87 m away\n",
+      "Big Ben              nearest vertex   30 m away\n",
+      "Trafalgar Square     nearest vertex   54 m away\n",
+      "St Paul's Cathedral  nearest vertex   58 m away\n",
+      "Tower Bridge         nearest vertex    3 m away\n"
+     ]
+    }
+   ],
+   "source": [
+    "landmarks = {\n",
+    "    \"Buckingham Palace\": (51.5014, -0.1419),\n",
+    "    \"Big Ben\": (51.5007, -0.1246),\n",
+    "    \"Trafalgar Square\": (51.5080, -0.1281),\n",
+    "    \"St Paul's Cathedral\": (51.5138, -0.0984),\n",
+    "    \"Tower Bridge\": (51.5055, -0.0754),\n",
+    "}\n",
+    "\n",
+    "nearest = {}\n",
+    "for name, (lat, lon) in landmarks.items():\n",
+    "    nearest[name], distance = g.closest(project(lat, lon))\n",
+    "    print(f\"{name:20s} nearest vertex {distance:4.0f} m away\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "5924e3e9",
+   "metadata": {},
+   "source": [
+    "## 5. Planning\n",
+    "\n",
+    "A* with the straight-line distance as heuristic.  The edge costs are lengths along the road, which are\n",
+    "never shorter than the straight line between the vertices, so the heuristic is admissible and the\n",
+    "route is the shortest."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 20,
+   "id": "258ce3e2",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2026-10-12T05:24:35.870952Z",
+     "iopub.status.busy": "2026-10-12T05:24:35.870897Z",
+     "iopub.status.idle": "2026-10-12T05:24:35.949924Z",
+     "shell.execute_reply": "2026-10-12T05:24:35.949552Z"
+    }
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "straight line         4,631 m\n",
+      "Buckingham to Tower   5,515 m, 185 vertices\n",
+      "Tower to Buckingham   5,948 m, 114 vertices\n"
+     ]
+    }
+   ],
+   "source": [
+    "start, goal = nearest[\"Buckingham Palace\"], nearest[\"Tower Bridge\"]\n",
+    "\n",
+    "path, length, _ = g.path_Astar(start, goal)\n",
+    "back, back_length, _ = g.path_Astar(goal, start)\n",
+    "straight = np.linalg.norm(start.coord - goal.coord)\n",
+    "\n",
+    "print(f\"straight line         {straight:,.0f} m\")\n",
+    "print(f\"Buckingham to Tower   {length:,.0f} m, {len(path)} vertices\")\n",
+    "print(f\"Tower to Buckingham   {back_length:,.0f} m, {len(back)} vertices\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "57aab6f4",
+   "metadata": {},
+   "source": [
+    "The way there and the way back have different lengths, because one-way streets make the graph\n",
+    "directed.  Here are the streets used, in order."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 21,
+   "id": "263d7b54",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2026-10-12T05:24:35.951195Z",
+     "iopub.status.busy": "2026-10-12T05:24:35.951113Z",
+     "iopub.status.idle": "2026-10-12T05:24:35.953548Z",
+     "shell.execute_reply": "2026-10-12T05:24:35.953206Z"
+    }
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "there: Constitution Hill > Queens Gardens > Spur Road > Birdcage Walk > Great George Street > Bridge Street > Westminster Bridge > Westminster Bridge Road > Station Approach Road > Spur Road > Baylis Road > The Cut > Union Street > Great Guildford Street > Southwark Street > Borough High Street > (unnamed) > Borough High Street > Duke Street Hill > Tooley Street > Queen Elizabeth Street > Tower Bridge Road > Tower Bridge\n",
+      "back:  Tower Bridge > Tower Bridge Approach > Tower Hill > Byward Street > Lower Thames Street > Upper Thames Street > Blackfriars Underpass > Victoria Embankment > Northumberland Avenue > Charing Cross > Trafalgar Square > Cockspur Street > Pall Mall > Marlborough Road > The Mall > Queens Gardens > Constitution Hill\n"
+     ]
+    }
+   ],
+   "source": [
+    "def streets(path):\n",
+    "    names = []\n",
+    "    for a, b in zip(path, path[1:]):\n",
+    "        name = a.edgeto(b).name or \"(unnamed)\"\n",
+    "        if not names or names[-1] != name:\n",
+    "            names.append(name)\n",
+    "    return names\n",
+    "\n",
+    "print(\"there:\", \" > \".join(streets(path)))\n",
+    "print(\"back: \", \" > \".join(streets(back)))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "b043f735",
+   "metadata": {},
+   "source": [
+    "The route is a chain of edge shapes, so we can draw it on the map.  Blue is the way there, orange the way back."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 22,
+   "id": "746cf6ca",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2026-10-12T05:24:35.954519Z",
+     "iopub.status.busy": "2026-10-12T05:24:35.954468Z",
+     "iopub.status.idle": "2026-10-12T05:24:36.075462Z",
+     "shell.execute_reply": "2026-10-12T05:24:36.075130Z"
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.legend.Legend at 0x1139d11f0>"
+      ]
+     },
+     "execution_count": 22,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1100x500 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "def route_line(path):\n",
+    "    return np.vstack([a.edgeto(b).shape for a, b in zip(path, path[1:])])\n",
+    "\n",
+    "fig, ax = plt.subplots(figsize=(11, 5))\n",
+    "draw_map(ax)\n",
+    "there, here = route_line(path), route_line(back)\n",
+    "ax.plot(*there.T, color=\"#0072B2\", lw=2.5, label=f\"there, {length:.0f} m\")\n",
+    "ax.plot(*here.T, color=\"#E69F00\", lw=2.5, ls=\"--\", label=f\"back, {back_length:.0f} m\")\n",
+    "for name, v in nearest.items():\n",
+    "    ax.plot(*v.coord, \"ko\", ms=5)\n",
+    "    ax.annotate(name, v.coord, xytext=(5, 6), textcoords=\"offset points\", fontsize=9)\n",
+    "ax.legend(loc=\"lower right\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "400d6b80",
+   "metadata": {},
+   "source": [
+    "### Fewest vertices, or shortest?\n",
+    "\n",
+    "`path_BFS` finds the route with the fewest edges, not the shortest.  Compare it with A*."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 23,
+   "id": "b42e075d",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2026-10-12T05:24:36.076595Z",
+     "iopub.status.busy": "2026-10-12T05:24:36.076523Z",
+     "iopub.status.idle": "2026-10-12T05:24:36.112038Z",
+     "shell.execute_reply": "2026-10-12T05:24:36.111746Z"
+    }
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "fewest vertices:   95 vertices, 6,161 m\n",
+      "shortest:         185 vertices, 5,515 m\n"
+     ]
+    }
+   ],
+   "source": [
+    "fewest, fewest_length = g.path_BFS(start, goal)\n",
+    "print(f\"fewest vertices:  {len(fewest):3d} vertices, {fewest_length:,.0f} m\")\n",
+    "print(f\"shortest:         {len(path):3d} vertices, {length:,.0f} m\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "85bbc8bc",
+   "metadata": {},
+   "source": [
+    "## Where next\n",
+    "\n",
+    "* The cost here is distance.  Travel time would weight each edge by a speed for its class of road; keep the\n",
+    "  straight-line heuristic admissible by dividing by the highest speed.\n",
+    "* The helper ignores turn restrictions, traffic lights and bus lanes.  A road network is only a first\n",
+    "  approximation of what a car may do.\n",
+    "* Use `fetch_roads(..., refresh=True)` or another `BBOX` to plan somewhere else."
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "dev",
+   "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": "3.12.14"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/examples/london.json b/examples/london.json
new file mode 100644
index 00000000..069e6bd9
--- /dev/null
+++ b/examples/london.json
@@ -0,0 +1,20340 @@
+{
+ "source": "OpenStreetMap, © OpenStreetMap contributors, ODbL https://www.openstreetmap.org/copyright",
+ "bbox": [51.496,-0.15,51.516,-0.07],
+ "ways": [
+  ["King William Street",1,[13078457364,24950109,2961540,4835108995,24950105,24950102,5925584203,24950101,2961557]],
+  ["Fenchurch Street",0,[2961891,1312454086,11505262803,3215687074,11505262802,1547013730,1312453936,1312453879,1547013601,1547013760]],
+  ["Duke Street Hill",1,[108857,11118933248,3240063168,11118933247,3240063170,3240063179]],
+  ["Borough High Street",1,[108857,3240062657,3240062646]],
+  ["Aldwych",0,[9020945996,4350239468,6283521240,1685903441,9021581840,4079423543,9039267345,108895]],
+  ["",1,[12814322912,2726836319,2726836320,107783,2726836322]],
+  ["Savoy Street",1,[25474658,7932870893]],
+  ["Regent Street",1,[107333,2198870645]],
+  ["Pall Mall East",1,[26630839,4347914532,12416459960,26573667]],
+  ["St James's Square",1,[9789823,14229502514,9789817,3933850766,3933850770,3933850769,3933850768,3933850767,9789822,9789820]],
+  ["Marlborough Road",0,[2620932404,853294002,78598326]],
+  ["Charles II Street",1,[107802,12442168935,26559618,4641072777]],
+  ["Pall Mall",0,[107796,2214979329]],
+  ["Horse Guards Road",0,[107777,3075334818,7246342996,4897627183,8916246,3439409103,3439409101,442691373,3854995580,3783539225,345881019,3439409099]],
+  ["New Bridge Street",0,[21392273,1707790076,1236791555,5880186828,5880186827,237908]],
+  ["Ludgate Hill",0,[25500535,107684,4072476959,957122446,5342251136,4329502449,8373690842]],
+  ["Russell Street",0,[9526047354,5012183938,2453519185]],
+  ["Bressenden Place",1,[108292,7191464777,108304,4956890431,108305]],
+  ["Southwark Bridge",0,[109746,2972838771,2941549912]],
+  ["Southwark Street",1,[1678452728,21392089]],
+  ["Harper Road",0,[276508,6024546178]],
+  ["Blackfriars Road",1,[4892316669,8952591218,8942251656,3799757270]],
+  ["Belvedere Road",0,[4969460348,1780418897,1958044159,538090949]],
+  ["Hatfields",0,[109757,9261031228,13169580788,9261031229,9261031223,9261031222,14257676109,914510398]],
+  ["Cornwall Road",0,[25472854,7902936059,10273185940,14231810926,25472464,914309853,7580376910,7580376907,7580376906,109753]],
+  ["Commercial Road",1,[9666685343,4055728893,2038001274]],
+  ["Poultry",0,[18382242,268997560,7567588716,8869435257,24950093]],
+  ["Bread Street",0,[24951853,4922952373,11079475764,1046306670,9514602151,109785]],
+  ["Cornhill",0,[1782717878,12754694107,3381130090,107587]],
+  ["London Bridge",1,[108835,4193151464,1312454003]],
+  ["Lombard Street",1,[24950104,25248113,9030155654]],
+  ["King William Street",1,[7620895976,108837,4305986091]],
+  ["Old Jewry",1,[12027313108,18382242]],
+  ["Gresham Street",0,[10677375,1684511955,1782724124,7836155864]],
+  ["Princes Street",0,[11018990299,2902624645,4835108996,1144619335,4835108997,7223326412]],
+  ["Queen Street Place",0,[109746,4220613456]],
+  ["Frederick's Place",0,[18395287,11081677232,12042516119]],
+  ["King Street",1,[104322,7553887409,1771426173]],
+  ["Gresham Street",0,[9042026424,25161371,28800667,13022543577,18393873,21307200]],
+  ["Wood Street",0,[104321,9856119641,5046314040,24951854]],
+  ["Queen Street",0,[2387194128,13237810194,2387194150]],
+  ["Watling Street",0,[18468951,9514602153,109785,9514602150,18468953]],
+  ["Cannon Street",0,[7223709662,1311961826,319984684,5006978857,2466442731,9024139134,9024139135,18468962]],
+  ["Leadenhall Street",0,[25475770,5816743949,1689605567,5816743942,8429945618]],
+  ["Gracechurch Street",1,[107628,1951616297,5473273435]],
+  ["Old Broad Street",1,[10677377,7082240198,10996322072]],
+  ["Bartholomew Lane",0,[11872569337,12085027784,12013026830,2642878568,18469132]],
+  ["Muscovy Street",1,[1556324679,1556324659,5976760443]],
+  ["Mansell Street",1,[1864047134,8429270430]],
+  ["Boss Street",1,[8996573329,130203042,20626259]],
+  ["Queen Elizabeth Street",1,[25468850,6795457800,5577419535]],
+  ["Lafone Street",1,[16077131,8996573324,7147744802,6551867275,102705889]],
+  ["Water Lane",0,[20626282,5189042552,8675201272,5189042551,10306429333,1556097245]],
+  ["Billingsgate Walk",0,[1590088441,11210124171,10306429324,10306429323]],
+  ["Swan Lane",0,[12894718387,10543014344,12922951937,7911267694,7911267695,7911231384,25161375]],
+  ["All Hallows Lane",0,[109737,11786815770,11786815776,12895578155,13233337343]],
+  ["Queenhithe",0,[20626307,1852996517,1852996670,10762038692]],
+  ["High Timber Street",0,[7572833350,7572833353,1536948618]],
+  ["Gardner's Lane",0,[20626316,7572522513,7572522511,11090390349,7572522492,20626315]],
+  ["Broken Wharf",0,[109411,11090583484,20626311,3796814729,20626310]],
+  ["Limeburner Lane",1,[9694031532,25481504]],
+  ["Old Bailey",0,[9805219989,25509533,109409,894485202]],
+  ["Sumner Street",0,[109741,9855995954,6807409564,1977838480,13808731062,13319858299,109742]],
+  ["Zoar Street",0,[20955500,3193986799,13585769723,7579085351,7579085349,1378792410]],
+  ["Piccadilly",1,[9966771320,9966771321,361242424,9966771327,9966771330,9966771328,1831021245]],
+  ["",1,[6250236319,2205060067,2205060062,20959080]],
+  ["Lower Grosvenor Place",1,[109712,2314788166]],
+  ["Grosvenor Gardens",1,[4995164290,4995164292,3667498064,2314796041]],
+  ["Victoria Street",1,[108311,49288280]],
+  ["Vauxhall Bridge Road",1,[108312,1960905146,1960905144,43768942,1231977678,9210528885,43768943]],
+  ["Cheapside",0,[12769325489,24950117,1721678995,25161346]],
+  ["Cheapside",1,[104320,5475684917,25500517,2466445190,6369329164]],
+  ["Buckingham Palace Road",1,[1231982773,1231977688]],
+  ["Coleman Street",1,[9030155753,11081568984,11081569000,21990632,11081569002,1718566880,21990631]],
+  ["Tenison Way",1,[107733,6277659927,6277659930,107734]],
+  ["Mepham Street",1,[21392086,1646306107,2140584594,21392084]],
+  ["Waterloo Road",1,[2372320992,7903654472,60977980]],
+  ["Saint Mary Axe",1,[7797330549,4726152840,21523715,4195103055,6218501757]],
+  ["Great St. Helens",0,[1014649631,8042022825,12757117707,13172856980,250324965,13172856979,5335233119,5335233120,5009060057,5335233114,5335233113,4138224462,2934288514,2934288509,5165786239,10596794785,5573991660]],
+  ["Tallis Street",0,[1617532091,25473004]],
+  ["Bridewell Place",0,[21392267,1617596619,6327615074,4658088539,3972566715,1955520890]],
+  ["Carey Street",0,[3142630784,12741122014,12372898878,3141558549]],
+  ["Serle Street",0,[3140855379,13909559281,3140855378,8785568258,8785568248,21564825]],
+  ["Star Yard",0,[21590614,13820564871,8785568225,21583361]],
+  ["Soho Square",1,[107324,12674404595,12674404597,1694551558,12674404598,12674404596,1694551556,21554349,12674404593,12674404592,12674404594,1694551553]],
+  ["Sutton Row",0,[1694551556,12437868898,21665080]],
+  ["Manette Street",0,[21665081,12509627830,11815774950,12453538870,21665008]],
+  ["Orange Yard",0,[21665008,13328204060,21665009]],
+  ["Gerrard Place",0,[21665581,9176403534,12437464252,10544232216]],
+  ["Macclesfield Street",0,[21665361,12437097868,9178070056,107807]],
+  ["Greek Street",1,[13728627565,21665006,500486430,10693880887,11183185826,13728627555]],
+  ["Frith Street",1,[13728627567,13571511952,13571511954,13571511953,12437868887,21665000,12437868885,13571511964,13571511965,13728627563]],
+  ["Carlisle Street",0,[21665319,11310505539,255576]],
+  ["Dean Street",1,[9512935,11310578873,26699551,26699544,9512933,700757166,881888313,25501065,25501064,13571512000]],
+  ["Romilly Street",1,[21665031,12437487519,2356142513,8300179845,8300179876,2356142512,21665110,8300179875,13246528572,5932883504]],
+  ["Trafalgar Square",1,[3092290905,3092290904,3092290906,1239525639,1239525674,1239525686,1239525711]],
+  ["Charing Cross Road",0,[107790,26573152,8843580768,1102995757,5364578861,26573136,21665912,26582693]],
+  ["Bateman Street",1,[21665000,12437868888,11310578878,9512933]],
+  ["Hollen Street",0,[11583590559,4712556846,4712556857,21665937,4712556848,11310119494,4712556877,9521022]],
+  ["Noel Street",0,[9521025,4702603702,11310202209,3071350732,11751472416]],
+  ["Great Marlborough Street",0,[2047806092,9791494]],
+  ["Argyll Street",1,[9791492,11310119529,25501773]],
+  ["Poland Street",1,[108073,4721392996,11310267296,4721392997,4721392998,701608631,21666019,11310202207,3071350730,9521025,11310119522,2043878233,4694456248,4694456249,2494845029]],
+  ["Warwick Lane",0,[9856119620,13020790104,9805219992,1360122861,4076095834]],
+  ["Stationers Hall Court",0,[1163955034,12405258285,4331121755]],
+  ["Ave Maria Lane",0,[1163955034,1360122929,1360122933,1726730307,25500535]],
+  ["Old Fleet Lane",0,[21392279,12844339566,21686578]],
+  ["Boundary Row",1,[24923184,13658449457,24923234]],
+  ["Grocers' Hall Court",0,[24949776,13819722422,8869435266,8869435257]],
+  ["Bucklersbury",1,[2387226304,2387226311,2387226313,24659947]],
+  ["Walbrook",1,[24659947,1311961990,24659907,1046391070,5473274866,4866976617,1733389278]],
+  ["Walbrook",0,[24949780,6948380395]],
+  ["Sherborne Lane",0,[24950105,5095547321,8807431559,1951616327,5095547180,5095547184,24950005,24950013,24950048]],
+  ["Abchurch Lane",1,[107634,11097085169,2389802901,2279592862,24950050,2389802904,24950051,11019016297]],
+  ["Nicholas Lane",1,[2961549,385311590,12905496409,9693920795]],
+  ["Nicholas Lane",0,[24950110,9693920803,13816415634,9693920802,9693920801,24660863]],
+  ["Clements Lane",1,[24950112,13816415638,13167973031,24950064,24660697,12905474500,12905496401,5473273425,1569216662,24950114]],
+  ["Lombard Court",0,[24950064,5218844446]],
+  ["Abchurch Lane",1,[24950107,12905496408,2195965723,24661273,12905496412,2961540]],
+  ["Queen Street",0,[25161356,13812694667,11097085184,25161357]],
+  ["Watling Court",0,[25066461,25066462,12122648313,5047029678,11079628602,18468953]],
+  ["Well Court",0,[25066412,25066338,5087519104,11079664629]],
+  ["Pancras Lane",0,[25066419,5090420614,5090420940,11083837072,5090420965]],
+  ["Sise Lane",0,[25161348,8807429665,5090420959,8807429660,5090420958,5090420964,12905378682,25066419]],
+  ["Ironmonger Lane",1,[25161371,9856119636,1717650794,25066451,25066453,25066450,13260285731]],
+  ["St. Mildred's Court",0,[2218340965,10785674868,10603058332,25066457]],
+  ["Little Trinity Lane",1,[25067265,2566132609,1569382170,1569382174,2504822139,25067266,11084641687]],
+  ["Great Trinity Lane",1,[25067068,11115208683,3233714192,3233714193,3233714198,25066784]],
+  ["Garlick Hill",1,[9024139133,1360122924,9024139132]],
+  ["Garlick Hill",1,[25067068,11115208684,25067264,1569382119,25067265]],
+  ["Skinners Lane",1,[25161356,11115208679,2566132611]],
+  ["Great St. Thomas Apostle",1,[25161357,2387194158,10278399489,3233714195,11115208681,3233714194,25067068]],
+  ["Cloak Lane",1,[25067324,13235696112,5141877019,5247857728]],
+  ["Cloak Lane",1,[25067324,13235696111,4866664736,9856119650,25067400]],
+  ["College Hill",1,[107638,13019158632,9856119648,13019158633,11097085178,13019158631,25067324]],
+  ["College Street",1,[25161356,13235666379,25067326,950703626,5146186489,25067395,5146186470,25067396,5146186463,25067397,13235666372,25067398]],
+  ["Dowgate Hill",0,[25067427,25067398]],
+  ["Upper Thames Street",1,[20955169,25161372,4085778923,4085778934,25066684,1536948581]],
+  ["Bush Lane",0,[5104314256,25067469,12894718417,25067470,5104314384,1186508405]],
+  ["Gophir Lane",0,[25067473,11104960039,11097242597,25067479]],
+  ["Suffolk Lane",0,[25067461,5104314275,25067463,12905496414,5104314353,25067727,25067479,1569343756,12905496419,1569343909,25067558,25067636]],
+  ["Laurence Pountney Hill",0,[25067670,5104314098,5104314325,1569343576,25067636]],
+  ["Martin Lane",0,[10184827423,6032044857,25067929]],
+  ["King William Street",1,[25161387,4305986094]],
+  ["Finch Lane",1,[25248128,12425018605,2793904931,25068862,25069046,2642857212]],
+  ["George Yard",0,[25248126,12425017002,25071131,25071090]],
+  ["Artillery Row",0,[108329,3097620340,11215457372,108330,11215457373,11215457374,108318]],
+  ["Howick Place",0,[25306041,25306068,12231899167,12231899163,24973086,12231899168,11103281022]],
+  ["Drury Lane",1,[108896,9023349162,1614926320,25471371]],
+  ["Wild Street",0,[21990641,6283479888,12397172973,1237514475,10688091308,11679091621,11679091618,25470464,12437356105,21704017]],
+  ["Earlham Street",1,[1678452814,12437341609,438170684,25544143]],
+  ["Buckingham Palace Road",1,[983839050,7203575448,2213529578,1232048720,108292]],
+  ["Grosvenor Gardens",1,[21036396,1232048290,9492110004,2314796043]],
+  ["Ambrosden Avenue",0,[25306032,13824896603,4471372510,686507386,25306040]],
+  ["Thirleby Road",0,[108322,12917312146,1334476163]],
+  ["Earnshaw Street",1,[21665132,1080591780,25530312,13006295603,4409200420]],
+  ["Carlisle Place",0,[2139023357,25305893,2139023320,25305891]],
+  ["Ashley Place",1,[25305891,3763232553,25305889,245802471,3763232554,25305887,685809081,25276303]],
+  ["Keeley Street",0,[13329570318,21990639,1947276623,11679091623,11679101175]],
+  ["Newton Street",1,[534993963,9576767095]],
+  ["St Andrew's Hill",0,[107667,12202028718,1938819316,10309472541,1938819329,25470781,1938819340,4383369519,25504129,4383369553]],
+  ["Knightrider Street",0,[25504145,7610670830,7610670826,7610670781,1678452790,25470928,1678452789]],
+  ["Burleigh Street",1,[1106056863,9856110008,9522438154,12397249681,25471100]],
+  ["Waterloo Bridge",1,[107734,6277659928,6800909331,33507260]],
+  ["Aquinas Street",0,[1707216616,14257676104,25471689,14257676103,1707216628]],
+  ["Barge House Street",1,[25471693,1707216797,13931130126,1707216789]],
+  ["Bolton Street",1,[454212847,2796995078,2796995079,2796995077,2796995080,5925666942,25257765,12313093972,9966771334]],
+  ["Stratton Street",1,[1943470348,12313093980,3895219722,109618]],
+  ["Mayfair Place",1,[109619,12398050068,12391426785,109618]],
+  ["Berkeley Square",1,[25473448,25257056,6849015511,811960991,6648647324,25473454]],
+  ["Fitzmaurice Place",1,[454373603,454212849,454212850,25257309]],
+  ["Down Street",1,[25257808,5965439778,3147915674,25257797]],
+  ["Great Queen Street",0,[351788581,12437380989,12437380992,2441993349,2441993356,21704017]],
+  ["Queen Street",1,[2441107358,2441107352,2441107357,3476508141,2441107356,2441107351,2441107350]],
+  ["Chesterfield Street",1,[25257302,12256222923,12255901455,2356521657,25257304]],
+  ["Berkeley Square",1,[454373621,2455905480,1098524651,454373611,454373623]],
+  ["Dover Street",1,[25257402,2215490963]],
+  ["Hay's Mews",0,[25257292,12387354865,25257290,12313161710,268272727]],
+  ["Hill Street",0,[25258022,12256222945,2356521699,2356521710,2356521711,25258000,12256222969,2356521713,2356521715,2356521718,25257291,25257292,2455879284,12387354862,25257275]],
+  ["Farm Street",0,[25257273,2217021162,25257272]],
+  ["South Street",0,[25258020,25258021,3491903559,25258023,12379339125,25256266,12138707221,8142618875,25256331,2356521724,659653126,25257272]],
+  ["Grosvenor Square",1,[25472180,14268638296,14268638295,14268638292,462025251,21651906]],
+  ["Chesterfield Hill",0,[25257272,12138707235,12055600783,2356521722,25257291,2356521719,25257298,12138707225,2356521700,2356521692,12313161720,2356521685,25257297]],
+  ["Meymott Street",1,[3933712866,7807233606,6806740814,3933712863]],
+  ["Waverton Street",1,[2356521713,2356521714,2356521716,12055600780,1947328067,12055600799,25256331]],
+  ["St. Katharine's Way",0,[12941349655,12941300584,108811,5986846176,102962784,5986846180]],
+  ["Wardour Street",1,[25473424,5597443392,6849063578,2457223323,5453319326,5453319327,26845548,26845551,9512926]],
+  ["Ontario Street",0,[25472574,25472572,9136430549,12628281659,12628281657,2482745465,2684327428]],
+  ["Carrington Street",0,[2455809192,25257793]],
+  ["Colombo Street",0,[25472026,11300766390,11300766389,13806074915,1998846713,25472027]],
+  ["Burrell Street",0,[25472326,9855995916,3137496970,10278399440,9558963389,25472327]],
+  ["Bear Lane",1,[25472331,13728850501,1738061208,25472332,287438190]],
+  ["Chicheley Street",0,[25472373,1958044188,8984209068,2567779137,3560401447,7039933682,13728309377,7902936062,12354833]],
+  ["Binney Street",1,[25472678,12374215163,12912252558,25472673,12912252555,12362081618,108260]],
+  ["St. Anselm's Place",0,[25472648,11052058520,12912252578,13816381786,11052055754]],
+  ["Doon Street",0,[14231810926,14231810925,914309963,25472465]],
+  ["Blenheim Street",0,[25257029,13585200379,12912260606,12339876278,25257028]],
+  ["Secker Street",0,[25472469,9292738796,13172540911,9292738754,25472467,9292738755,9292738753,9292738746,9292738795,9292738760,9292738745,25472468]],
+  ["Exton Street",0,[25472893,9292738741,3054882684,25472892,25472468,14256297872,25473290]],
+  ["Brook's Mews",0,[25256612,12390998841,25256620]],
+  ["Keyworth Street",0,[6807415495,2684401375,2684327428]],
+  ["Thomas Doyle Street",1,[2456242944,8952708212,12957319611,264342875,25499117]],
+  ["Mount Street",0,[110055,1650513096,10853939478,12379276467,25256375,12379249624,10853939477,25256379,25256380,852142205,10853972444,3492238007,12379221941,25256260,3492238015,12379221947,10853972446,452414213,8046654047,12313184318,25256289,8046654048,8046654049,1163913429,8046654050,1104363447]],
+  ["Paris Garden",0,[25472888,11300766393,13169580792,11300766378,10278399452,10278399472,318508479,11300766379,11300766380,25472889,11300766386,11300766382,25472891,11300766385,1998846704,11300766384,25472027]],
+  ["",1,[11080506980,11080506981]],
+  ["Grosvenor Street",1,[108252,3069482710,5755209161,108253,14229502502,8382510200,8382510205,12390975301,21651907,12390998831,2215209039,14268638291,3494884409,21651906]],
+  ["Royal Mint Street",1,[9678522991,9659774623]],
+  ["Davies Mews",0,[25256615,11052055757,12912252538,11052055764,13819976804,11052055765,25472806]],
+  ["Bloomfield Place",0,[25473134,4448132740,503555948,25473170,452236138]],
+  ["Lavington Street",1,[287438192,24951905,3062596148,6258577547,3062596149,8263095227,9900867435]],
+  ["Farnham Place",0,[25473218,13239564596,25472793]],
+  ["Dolben Street",0,[25472330,340301592]],
+  ["Burrell Street",1,[25472327,6871185053,5207546656]],
+  ["Lambeth Walk",0,[364273,9356867345,10173210362,3840906772,96619999,10185590053,7010180094,10185590066,7010163382,9117400191,829882421]],
+  ["Grosvenor Hill",1,[25473217,12390975337,25257048,25257049,25257050]],
+  ["Grosvenor Hill",0,[25473134,13050364371]],
+  ["Hammett Street",0,[25473281,869968536]],
+  ["Roupell Street",1,[25468769,266325842,9855995905,14866466]],
+  ["Carlos Place",1,[21651906,5973450495,3494884400,25472192]],
+  ["Cosser Street",1,[13073082198,6297616379,9116928231,1237044499,1237005255,1112254148,25472169]],
+  ["Morton Place",0,[25472170,9356867332,25472176]],
+  ["Lower John Street",1,[108060,11331120204,12431596260,25473285]],
+  ["Hopton Street",0,[25472694,12782421799,9855995910,12783113003,5207546648,805304278,12806675233,4972951614,13315315198,5336220112,4972951608]],
+  ["Hopton Street",0,[25472687,2947659966,25472689,319322395]],
+  ["Lower James Street",1,[25473284,12442012142,11331120214,25257657]],
+  ["Upper John Street",1,[25473286,12909395675,11310202171,108070]],
+  ["Upper James Street",1,[25473288,11331184989,12909395673,4739043795,25473287]],
+  ["Golden Square",1,[25473284,466926153,25473285]],
+  ["Carlisle Lane",1,[364262,12976108584]],
+  ["Price's Street",0,[25472333,12782489193,9558963382,6281736657]],
+  ["Carpenter Street",0,[25256452,12390975321,12387369557]],
+  ["Mount Row",0,[25256277,12379191973,8046654079,3494677602,3494677606,3494677611,3494677614,3494677618,3494677619,3494677622,3494677624,25256452,3494677641,12390975324,25256330]],
+  ["Berkeley Square",1,[25256296,811960948,2859807608,811961047,2859807609,25473537]],
+  ["Brewer Street",1,[108060,12909395721,12909395726,25257657,12909395725,25473300,12909395715,25475484,12909395716,12909395712,25473291]],
+  ["Caleb Street",0,[25497870,9226543238,13170230035,4953820185,9226543237,5926989035,900611389]],
+  ["O'Meara Street",0,[25473412,13395956199,25473411,3134099063]],
+  ["Centaur Street",1,[25473402,11272922731,1844769505]],
+  ["Virgil Street",1,[25473422,8013704773,9351191696,9351191715,11272922739,25473451]],
+  ["Warwick Street",1,[108059,11331120193,12909395684,12909395685,12909395687,25257692,12909395686,11310202174,25473295]],
+  ["Bruton Place",1,[25257058,25257055]],
+  ["Bruton Street",0,[25257058,9775439029,9775439031,3458278701,108245]],
+  ["Newcomen Street",0,[3895290392,4850438945,347412983,1165071439,4160285711]],
+  ["Bowling Green Place",0,[14264332435,5374527719,25472871]],
+  ["London Bridge Street",1,[25473483,13198147766,2862779711]],
+  ["St. Thomas Street",1,[130159816,2806761269,3059934954,13198147763,8684966913]],
+  ["Bridle Lane",1,[25473300,11331120223,2801490748]],
+  ["Clink Street",0,[25473559,4972970389]],
+  ["Park Street",0,[25468831,5088233389,7846479728,5088233391,20955462]],
+  ["Emerson Street",0,[109742,12887521332,4764839449,4764839451,6236339005,11189236457,4972970386,20955466]],
+  ["Glasshouse Street",1,[10544068683,6250445847,12909395694,10544068684]],
+  ["Air Street",1,[9398179390,9398179388,13051872074,13051872077,2939373037]],
+  ["Sherwood Street",1,[11027839793,3357928883,107820]],
+  ["Mount Street Mews",0,[1163913429,1960949701,25473597,25473598,12313144780,25473616]],
+  ["Royal Street",0,[107750,7902936064,5973556490]],
+  ["Upper Marsh",0,[109840,8013704775,13654068009,9351212647,11525236859,9351212648,9351212658]],
+  ["Seething Lane",1,[25474019,5976760445]],
+  ["Adam's Row",0,[25473292,8046654046,12313184308,12379249640,25474562]],
+  ["Berwick Street",1,[9521029,12911445477,3054882702,11310119489,11751472416]],
+  ["Broadwick Street",1,[9512926,11310475190,25502541,1906612405,13819800581,3054882700,9512930]],
+  ["Pepys Street",0,[25474015,8579276917,25474005,585201189,1561411396,9694032609,20625800]],
+  ["Savoy Way",0,[25474676,1104386168,1104386162]],
+  ["Savoy Steps",0,[25474662,13809342514,6291190465,25474664]],
+  ["Savoy Place",0,[25476040,1174970393,25474753,826724298,9023329981,25474751,9023329980,6307073859,13809342503,25474750]],
+  ["Savoy Hill",0,[25474662,2126997628,2126997633,2126997613,2126997649,1104386144,25474676,25474750]],
+  ["Savoy Court",0,[13037541753,4350208168,12729736121,107715]],
+  ["Rupert Street",1,[107800,2494798964,12426782756,25475083,8843596275,1119774076,107809]],
+  ["Crutched Friars",1,[1547657140,1547657099,8064065323,9694071119]],
+  ["Old Compton Street",1,[11751391071,9017534615,11310575867,9512935]],
+  ["Crosswall",0,[585180151,6332695637,3733791671,9135845216,25475417]],
+  ["America Square",0,[9135845216,9135845213,585130362]],
+  ["Great Pulteney Street",1,[25475478,12437463889,701608597,4737289787,11331120232,25475484]],
+  ["Lexington Street",1,[25473291,11329900023,4731047368,1188939746,4731047332,4731047323,4731047383,12909395664,25473408]],
+  ["Vine Street",0,[25475597,1569486259,9690878337]],
+  ["India Street",0,[6266867114,9699944538,25475561]],
+  ["Lexington Street",0,[25473408,4731047412,12909395668,3316828730]],
+  ["Jewry Street",1,[9690974277,6266867113,6266867112,6266867111]],
+  ["Joan Street",0,[25475603,14257676106,5622108680,5622108679,25475620,6814766158,25475623,8707728248,25475609,10278399471,10278399441,25475612]],
+  ["Hatfields",0,[12354837,5622108696,11775781102,25473255,13362805305,1953721148,11079241828,25475626]],
+  ["Aldgate",0,[25475770,2203888698,107606]],
+  ["Short's Gardens",0,[438170563,438170585,5413338306,5413338307]],
+  ["Wootton Street",0,[25475825,14256297870,25475824]],
+  ["Cons Street",0,[25475822,1232207895,25475831]],
+  ["Windmill Walk",0,[25475824,2512940557,1237057164,6021802288,25475822]],
+  ["Adam Street",1,[9515377,11682219708,1104386151,12918250778,25476001]],
+  ["Adelphi Terrace",1,[25476001,827333150]],
+  ["Robert Street",1,[25476004,11682219707,12431465608,2975783588]],
+  ["John Adam Street",0,[9515377,12431441379,2975783588]],
+  ["Durham House Street",0,[25476022,12431465624,25476025,12729555377,25476026,12431465613]],
+  ["York Buildings",0,[25476014,5325427437,12431446194,25476037,25476036]],
+  ["Greet Street",0,[914264960,3134026769]],
+  ["Lloyd's Avenue",1,[25476134,13379043667,25476124,5931509721,5931509720,25476127,4920098349,25476131,25476132,9135848920,13816797497,9135848919]],
+  ["Short Street",0,[24923212,2512940543,9645573426,13071449651,24923326]],
+  ["Ufford Street",0,[25496067,24923179,13346968512,24923184]],
+  ["Mitre Road",0,[24923212,9284549638,13364321646,1398977354,14267565604,13364321653,9284549649,4099667494]],
+  ["Valentine Place",1,[24923324,12629044966,3933711351,12957319541,514356658,11079252461,24923305,24923306,24923307,9855995924,9226543179,24923325]],
+  ["Pontypool Place",0,[24923307,13727120000,25476318]],
+  ["Denman Street",1,[107820,13346280449,12909395738,2465838818,3729216344,5877193901]],
+  ["Burrows Mews",0,[25496067,13658449454,9949098455,25496068]],
+  ["Little New Street",0,[25495822,13821383909,25495823,350377999,25495824,1707790105]],
+  ["Printer Street",0,[25495838,447887921,4275394254,25495822]],
+  ["East Harding Street",0,[25495852,5736847363,5736847361,25495838]],
+  ["West Harding Street",0,[25495697,9856119622,25495855,749947402,749947393,25495854]],
+  ["Regent Street",1,[25257027,2198870641]],
+  ["Pemberton Row",0,[25495854,269584410,350629203,25496100,470727776,5736847362,5736847364,25495852]],
+  ["Nelson Square",0,[25496662,3097649119,10198362748,10198362751,25496663,10198362750,10198362749,25496664]],
+  ["Kennington Road",0,[9806813639,7926974719,2547407954,9356822509,11920054917]],
+  ["Newnham Terrace",0,[25473404,9351191689,12908193992,13090763467,13090763464,11272929084,25473405]],
+  ["Sidford Place",0,[25472165,1112254514,1112254169,25472166,1112254298,25472168]],
+  ["Pepper Street",0,[25496830,13728282024,25496831]],
+  ["Sawyer Street",0,[25496795,14238586723,25496766,6236321670,6236321672,25496796]],
+  ["Pocock Street",0,[24923169,9855995918,24923342,25496796]],
+  ["Loman Street",0,[25496763,9586144481,1080480111,1080482442]],
+  ["Sumner Street",1,[12238103,4972951613,7209614248,3759956550,4972951618,3759956549,12806701614,12806701615,12806701610,3759956543]],
+  ["Crutched Friars",1,[25475072,9135848922,25496910]],
+  ["Ewer Street",1,[25497229,3134099061]],
+  ["Carlisle Avenue",1,[6266867113,9690974276]],
+  ["Great Guildford Street",0,[959774962,7579085298,12782421748,12782421749,2072686038,12782421753,12782421750,2072686035]],
+  ["Ewer Street",1,[25497228,6258577497,6258577554,12219051170]],
+  ["Ewer Street",1,[9696480765,5219107182]],
+  ["Chancery Lane",1,[33141178,7223668012,7223712382,7223704403,25498458,13909277677,9659603285,528126781,10572786]],
+  ["Hart Street",1,[1312471228,1312471255]],
+  ["Surrey Row",1,[9085246831,2512940534,7845046178,2512940524,7845046175,2512940509,1701264964,25497615,3080103386,2512940500,9085246834]],
+  ["Park Street",1,[1903321514,7575592525,247869615,13521504264,3062596154,6236352506,13521504263,7575592585]],
+  ["Clare Market",0,[25497910,12372898830,25497912]],
+  ["Sanctuary Street",0,[25498252,9226543217,9226543214,9226543215,9226543216,9226543213,12897312555,364300,9226543211,13727283482,9226543221,9226543223,1155202074,25497835,4953820195,9226543226,4953820209,13170230029,9226543227,25497837]],
+  ["Toulmin Street",0,[25498271,9226453987,13658645414,762400076,10278399444,534944978,10278399443,5926996119,11226717839,364294]],
+  ["Lant Street",0,[6414466333,14255850710,364292]],
+  ["Strand",1,[7162259995,8373713194,3149029365,4059354472,3149029366,3497448050,2586621166]],
+  ["Great George Street",0,[108094,25632144]],
+  ["King Charles Street",0,[107762,1782020193]],
+  ["Trundle Street",0,[25498453,14255850711,25498445,25498446]],
+  ["Sudrey Street",0,[25498699,9226454014,9226454015,9226454016,13363594484,13363594489,25498700]],
+  ["Great Smith Street",0,[2621444666,2621444668]],
+  ["Vine Yard",0,[25497835,13730445981,9226543224,9226543225,25497836,295803798,295803799,1155201175,1155200706]],
+  ["Sturge Street",0,[9900828295,25498981,13658492879,25498980]],
+  ["Webber Street",1,[1827316587,9226543140,9226543149,9129323877,358941867,1827316597,9226543145,7982688018,1827316593,9226543159,1080429954,9226543166,7616341676,9226543170,9226543169,1827316595,2450730393]],
+  ["Lancaster Street",1,[10706970814,358941777,9129323855,358941781,3054882682,358941770,358941807,358936409,2450730392,10706970816]],
+  ["Boyfield Street",0,[1827316593,9226543144,13239905811,7982688023,7982688020,358941798,7616341678,358941820,25497661]],
+  ["Silex Street",0,[1827316597,9226543143,9226543142,4930891266,4930891265]],
+  ["Kings Bench Street",0,[25497652,25497651]],
+  ["Kings Bench Street",0,[13362803491,14238586725,13362803492,25497651]],
+  ["Stones End Street",0,[25498986,9226453985,13363594493,9129336771,9226454001,9226453998,25498987,9226454005,9226454007,9226454008]],
+  ["St George's Circus",1,[12353264,29158918,4892316673]],
+  ["Gray Street",0,[24923379,12957319583,11167951894,10278399465,9855995925,9226543180,25499047]],
+  ["Baron's Place",1,[9900821888,9900821890]],
+  ["Webber Row",1,[25499043,12957823899,566454196,669880023,13037968789,566482389,10278399470,669880027,566482400,9226543174,9226543175,25499046]],
+  ["Dodson Street",0,[25499127,10278399463,6236684492]],
+  ["Milcote Street",1,[6880053723,12957319625,2450702042,12957319626,6880053757,9129270815,9129302126,9129302127,25499146]],
+  ["Gerridge Street",1,[25499158,8952591220,8952591221,514356684]],
+  ["Garden Row",1,[8942217485,8952708213,264790292,5828952369,10181001633,8942228058,8942228057,4156272584,3799274009,4156273389]],
+  ["Rockingham Street",0,[264781905,11364297477]],
+  ["Gaunt Street",1,[11716661368,2485090653,6001787530,5874644802]],
+  ["Pearman Street",0,[6143363879,9356469982,9855995930,10263401043,254339422]],
+  ["Frazier Street",0,[25499351,11529788041,13726640315,12965034202,25499349]],
+  ["Scovell Road",0,[25499386,7713467769,9226543248,13170230055,9129336758,9129336765,25499388,1103482392]],
+  ["Collinson Street",0,[7958025241,9226543118,13170230053,9129336764,9129336751]],
+  ["America Street",0,[25473389,9588320119]],
+  ["Great Guildford Street",0,[25497464,9024578468]],
+  ["London Road",1,[8952846024,8952758817,74027695]],
+  ["Duck Lane",0,[13409246649,25502540]],
+  ["Berners Street",1,[6827965363,12433561907,13820359173,2425140535,11052017488,496812960]],
+  ["Pageantmaster Court",0,[25503845,7617785713,13168801342,1726730329,7617785714,25503848]],
+  ["Playhouse Yard",0,[25503860,1353133533,4643336968,4643336979,4643336966,1353133536]],
+  ["Creed Lane",1,[25503880,7617755274,13817503023,25503885,4378043283,1236791506,4378043789,1236791297,13017201997]],
+  ["Dean's Court",0,[25504144,7607077372,13817503034,5114681230,367104392,5114681227,1726730162,25504143]],
+  ["Knightrider Court",0,[25504146,25504145,25504148]],
+  ["Charing Cross",1,[256794570,25504191]],
+  ["Craven Street",1,[25504194,25504195,452514386,2725915900,2725915899,12409575633,2725915898,2725915897,25504200]],
+  ["Corner House Street",1,[5323722009,5323722127,5323722010]],
+  ["Northumberland Street",1,[25504199,12416112872,25504201,25504196,13288076273,5323722153]],
+  ["Great Scotland Yard",0,[2390008569,1139318714]],
+  ["Great Scotland Yard",0,[25504263,13806610790,25504262]],
+  ["Puddle Dock",1,[13848830229,9684083993,5207476611,10309472544]],
+  ["White Lion Hill",1,[5976850024,10311178978,25505648]],
+  ["Trig Lane",0,[20626311,13233802437,13204622027,13204622031,13204622030]],
+  ["Kennett Wharf Lane",0,[25505685,11082107114,1852996856]],
+  ["Puddle Dock",1,[4089236235,6509584408,25504760,9684083971,4085767970]],
+  ["Lambeth Hill",0,[25505629,3704225375,11084641679,9611081868,3704225376,1828402760,3704225379,1938819282,4962956931]],
+  ["Bennet's Hill",0,[25505662,13233802432,2142508727]],
+  ["Booth Lane",0,[25505679,25505585]],
+  ["Scotland Place",0,[25504421,12409563555,4897627186,12409534883,109633]],
+  ["Whitehall Place",0,[107763,4897627185,12409605341,3397689899]],
+  ["Derby Gate",0,[1782019992,25507038]],
+  ["Queens Gardens",1,[108277,12071490486,1270370680,3783271302,1270370606,1270370700,610896454]],
+  ["Lincoln's Inn Fields",1,[13919763200,338501922,1783558256,13909559279,3140855379]],
+  ["Beeston Place",1,[25507332,2314797189,2144176242,2144176212,2144176209,25507335,13734894988,25507337,25507336]],
+  ["Victoria Square",1,[25507340,25507341,25507342,2213529582,2213529580,25507343,25507339,2213529570,2213529575,25507340]],
+  ["Victoria Square",0,[5998966290,13169144511,25507343]],
+  ["Victoria Square",0,[25507331,14145173261,2213529583,2213529568,13720214935]],
+  ["Victoria Square",1,[25507339,13169174859,14145173265,25507335]],
+  ["Buckingham Palace Road",1,[108292,3667494433,7191477624,5998966288,5998966290,5998966289,2213529567]],
+  ["Terminus Place",0,[1231982773,1231977794,11916910210,6893978761,6893978758]],
+  ["Carlisle Lane",1,[25473403,25471792]],
+  ["Baylis Road",0,[6297799650,8089737853,6297799660]],
+  ["D'Arblay Street",1,[9791152,11310267281,25502544,11310267277,9791153]],
+  ["Stafford Place",0,[1782919603,14145173255,4956890446,25524223,25524220,25524221]],
+  ["Buckingham Mews",0,[25524220,13721065013,25524222]],
+  ["",0,[25524225,13169125159,25524224]],
+  ["Palace Street",0,[108290,7203623007,1782735217,7203615374,25498932,1782919604,1782919566,1782919603,1782919585,25524228,276074043,25524229,3455988442,14141675021,12198144]],
+  ["Buckingham Gate",0,[1232048446,4952188717,1734608287,108300,25524253,1960931523,25524246,108301,3818700276,3097620341,25524251,1283446717,1930470948,1232048712]],
+  ["Wilfred Street",1,[13744121271,3455988441,25524230,12198227,12198268,13744121270]],
+  ["Catherine Place",0,[25524228,1782919571,13721064997,25524226,25524227,25524230]],
+  ["Buckingham Place",0,[25524229,25524227]],
+  ["Castle Lane",1,[108302,25524233,25524234,25524235,13720181043,24973083]],
+  ["Pine Apple Court",0,[25524235,13728821662,25524236]],
+  ["Broadway",0,[3164182086,108296,5266873714,5266874223,108295,25524261,1188884060,108293,25378004,169346768,11103247886]],
+  ["Palmer Street",1,[12198369,5868205839,5728908659,5728908660,5728908648,5851813271,1537643038,4116858528,25524248]],
+  ["Petty France",1,[9210633866,9210633865,9210633876,12198364,3273537860,3273540362,3273540364,9210728218,12198369]],
+  ["Petty France",0,[9210728217,1935979906,9210633874,1935979907,12198392,1935979909,1935979910,3273540367,12198396,9210633871,12198505]],
+  ["Vandon Street",1,[25524251,1232048399,25524249,13720181063,25524250]],
+  ["Caxton Street",1,[108293,292171632,169359900,25524248,25377999,25524250,1935979904,1232048792,108301]],
+  ["St. Ermin's Hill",0,[25524261,4116858553,14155409294,14155409291,25524262,14155409289,14155409288,14155409283,14155409249,14155409280]],
+  ["Carlisle Place",1,[25077808,25276302,25305891]],
+  ["Howick Place",1,[108329,11101684586,2530436352,4471751038,11101715245,2530436350,2530436348,24973086]],
+  ["Greycoat Place",0,[108318,475409559,3167400030,12782582558]],
+  ["Greycoat Street",1,[108332,11103298816,1283432167,108333]],
+  ["Strutton Ground",0,[12231736559,1232048725,292252720]],
+  ["Kingscote Street",1,[25524297,5177397418]],
+  ["St. Giles Passage",0,[13578418080,13578418079,9173442402,10130494857,25529877]],
+  ["Hanover Square",1,[9775440755,9046526384,3069487529,25256827]],
+  ["Swallow Place",0,[25529871,11307985185,60590173]],
+  ["Princes Street",0,[25256826,8593910853,12374178313,2946815210,2946815216,25529871,1121435499]],
+  ["Hanover Street",1,[108054,2480891600]],
+  ["New Compton Street",1,[21665135,10130494863,25529874,8300251899,25529875,8300251898,25529876,12437912806,25529877]],
+  ["Stacey Street",0,[490256481,9904395647,25529938,9904395646,10130494856,25529933]],
+  ["Phoenix Street",1,[25530236,9904395662,25529938]],
+  ["Maddox Street",1,[9791494,2047806133,2480891607,2480891606,2131603302,25531001,452219937,5630578551,25257039]],
+  ["Mill Street",1,[2131643980,11308044774,2131643994,25257039]],
+  ["Conduit Street",0,[108245,3456413144,9775439032,454368519,454368518,454368520,6849009938]],
+  ["Bruton Lane",1,[13015759019,3456413111,3456413124,12388399748,3456413129,3456413131]],
+  ["Hay Hill",1,[25257284,12391387802,3730564837,1947324459,2455901234,276502336]],
+  ["Grafton Street",1,[108248,25257281,2934755397,13053216309,13053216310,25257284]],
+  ["Albemarle Street",1,[108085,10585350560,13806127960,108267,26652135,12391387806,108248]],
+  ["Denmark Street",1,[2961254826,8474252679,12437938221,6319587582,21665589]],
+  ["Sheraton Street",0,[21665945,13819800593,4712556963]],
+  ["D'Arblay Street",1,[9791152,4718985842,11310267293,26866991,11310267297,3071350729,4718985840,21666019]],
+  ["Savile Row",0,[2131643980,11307995868,454368514,25257040,25257041,25257042]],
+  ["Boyle Street",0,[25257046,11308287193,25257041]],
+  ["Clifford Street",1,[108247,25257045,12450336195,25257044]],
+  ["Old Burlington Street",1,[25257046,12374100725,11308287197,25257044,11308222714,11308222717,25257463]],
+  ["Cork Street",1,[25257323,11308222712,26651416,11308222710,25257045]],
+  ["New Burlington Street",1,[25257042,11308287176,4347844146,2941548715,4347844134]],
+  ["Hills Place",1,[25501940,2198881216,2198881213,2198881214,2047806102]],
+  ["Little Argyll Street",1,[25501773,21666002,11310075671,2480891615,2047806106]],
+  ["New Burlington Place",0,[25531990,2129184256,11307995858,25257040]],
+  ["Dufour's Place",0,[25501288,701608613,11310202195,25501289]],
+  ["Queen Anne's Gate",0,[4840818593,25377986,25377987,12420240251,6328546301,25377988,1956824647,5275080216,25377989]],
+  ["Carteret Street",0,[25377987,6328546290,4116205016]],
+  ["Dartmouth Street",1,[25377988,25378008,12198538]],
+  ["Old Queen Street",1,[25377989,1727529870,1956824626,1956824655,25377992,12377568742,10316716477,25377990]],
+  ["Tothill Street",0,[12198538,25532311,1935967481]],
+  ["Matthew Parker Street",0,[12198612,2623162724,12248557191,1956824617,1727529869,12248557176,5273528540,8916277]],
+  ["Dean Farrar Street",1,[25532311,6317280292,291924584,25532307]],
+  ["Dean Farrar Street",0,[25532307,11103247876,25532306]],
+  ["Old Pye Street",1,[25378076,12231774982,25498869,12231736558,25498827]],
+  ["Old Pye Street",1,[25378076,25532586,109845]],
+  ["Abbey Orchard Street",0,[25378075,10313074500,25378082,10313074501,1283446676,1334476318,109844,13165851250,14145173241,109852]],
+  ["Perkin's Rents",1,[25378076,12231774984,25378077]],
+  ["Perkin's Rents",1,[25378075,1165264547,1283446664,25378076]],
+  ["St. Matthew Street",0,[25498869,12231774993,1165264553,7298617542,7298617540,11215457348,25498867]],
+  ["St. Ann's Street",1,[109845,10313074482,109844]],
+  ["St. Ann's Street",0,[25378086,109845]],
+  ["Chadwick Street",1,[25534078,12231736568,25534080,1283446644,11215446948,11215446949,11215446950,1283446646,11215446951,11215446952,11215446953,25378080,11215446954,11215446955,25378078]],
+  ["Chadwick Street",0,[25378081,11215446957,11215446956,25378080]],
+  ["Monck Street",0,[108112,14148541180,13719120779,13970869801,25305476,1317197982,13719398811,108102]],
+  ["Marsham Street",0,[9822268624,1317197978,25534435,4666155528,4666155527,25534082,25378088,9825155238]],
+  ["Dean's Yard",0,[25534090,2623299366,12248592626,2623299365,1269206869]],
+  ["Little Smith Street",0,[25534084,13165851279,25378037]],
+  ["Great College Street",0,[1493486653,25378052,10313083363,25378049,10313083351,25378047]],
+  ["Little College Street",0,[108108,9931567501,13720408120,9931567502,25378052]],
+  ["Cowley Street",0,[25378050,12336614631,25378051,25378040]],
+  ["Barton Street",0,[25378049,10313083362,12336614629,10313083361,12336614630,25378050]],
+  ["St. Margaret Street",1,[11529786722,1660480199]],
+  ["Abingdon Street",0,[25378018,1531297427,1531297425,11529786728]],
+  ["Millbank",0,[14274902991,9931731230,14274902990]],
+  ["Smith Square",1,[25378041,12233243280,1334630975,13365871242,13365871239,25378042,13365871240,1334631037,12233243284,12233243286,25534417,12233243285,1334631279,108111,13365871243,1960764361,1334631315,12233243287,1334631026,12233243288,25534418,13365871247,25534419,13365871246,1334631091,12233243283,25534420,12233243282,1334630893,13365871245,13365871244,25534421,13365871241,1334631326,12233243281,25378041]],
+  ["Gayfere Street",1,[25378043,1334631195,25378041]],
+  ["Lord North Street",1,[25378042,25378040]],
+  ["Dean Stanley Street",0,[108111,9931701204,9931731222,9931731221,11518653151,108110]],
+  ["Frazier Street",1,[25509686,13419354429,6554199177]],
+  ["Murphy Street",0,[25510039,9356469985,12908215706,9356469991,25510040]],
+  ["Murphy Street",1,[25510040,9356469987,1398620965,1112100121,9356469973,25510041]],
+  ["Mark Lane",0,[9694091981,9694091983,9694091982]],
+  ["Great Tower Street",0,[25532494,13436799993,10544113927,1547013705,10544113926,4072083342,4072083343,3385387607]],
+  ["Great Tower Street",1,[3385387607,6985465129]],
+  ["St. Dunstan's Hill",0,[1556097387,1556097034,1556097147,11819537284,1556097215,11819537285,1556097111,5905897286,11819527762,11819537270,11819527763,1556097120,8807410149,10544113919,1547013705]],
+  ["Cross Lane",0,[1556097111,1556097139,11819537283,1556097271,811035012]],
+  ["Byward Street",1,[1556097185,1951372935,1951372927]],
+  ["Idol Lane",1,[1556097177,1556097153,1556097051,5905896973,1556097178,1556097166,1556097030,11819537281,1556097320,11819537280,8807410150,25532494]],
+  ["St. Dunstan's Lane",1,[25532542,13810619674,1556097227,1556097448,1556097177]],
+  ["Eastcheap",0,[107627,4072083344,4072083345,259252667,1312454045,5925584201,107626]],
+  ["St. Mary at Hill",0,[1547013589,8807410151,2454119184,1556097048,25532542,24662533]],
+  ["Lovat Lane",0,[25532464,8807410152,25532475]],
+  ["Philpot Lane",1,[1312454055,12908872645,1312453996,1312454087,3272712566,3272782433,25532332,5227220835,9856119628,11505262804,2961891]],
+  ["Botolph Lane",1,[107626,8807410154,25544108,13810673554,109788]],
+  ["Gracechurch Street",1,[1951616319,1951616284,1678226917]],
+  ["Pudding Lane",0,[107627,8807410158,8785024497,24661966,1312453954,1312454100,1312454066,24662037,1312453966,1312453915,25544112]],
+  ["Saint George's Lane",0,[24661966,25544111,1556260241,1556260235]],
+  ["Monument Street",0,[9413430622,25532576,1312454031,5340811829,1312454061,5340811830,25544110]],
+  ["Adelaide Street",0,[25544119,9344625088,12431499190,25544120]],
+  ["Garrick Street",0,[5932959891,3085004827,3085004825,1533393315]],
+  ["Floral Street",1,[25533438,25533439,8785713152,8785713153,25533437]],
+  ["Neal Street",1,[1694551549,12437811702,7725745988,9168472040,9168472041,9168472039,9168472042,4380848928,5454295759,9522583597,2441998875]],
+  ["Cranbourn Street",1,[5932959891,5932959903,3085004826,3085004821,25544142,8843580769,1102995758,107790]],
+  ["Great Newport Street",1,[9522532103,5451506149,3085004830,25544141,5932959895,9522532106]],
+  ["Monmouth Street",1,[9513062,10273124508,3192197694,438170687,2265298898,1678452807]],
+  ["Tower Street",1,[2265298896,25533506,5452395150,12437379702,5452395149,9513062]],
+  ["Mercer Street",1,[9522826231,4784457213,1089089322,5444033229,9522826229]],
+  ["Earlham Street",1,[1678452813,9576726796,12437379710,438170643,2265306459]],
+  ["Little St. James's Street",1,[26591531,12431824283,3561459278,25607125]],
+  ["Waterloo Place",1,[107796,11546058544,12434390017,12433874891,454543312]],
+  ["Little Sanctuary",0,[1935967490,4897644538,12248557174,4897644539,1935967497,2621550783,2621550787,25632142]],
+  ["Little Sanctuary",1,[25632143,4897644543,25632142]],
+  ["Betterton Street",1,[1616122178,5404583125,12437486160,2441998874,5404582919,5404583198,5404582918,5404583196,5404583195,5404583123,5404583187,5404583131,5404582018,13355224]],
+  ["Monmouth Street",1,[13932588122,6983702117,12437824283,12437824285,2441998875]],
+  ["Essex Street",0,[25378119,13168153954,9021581857,25533129,25378121]],
+  ["Little Essex Street",0,[25533132,13812940196,13812940191,25533129]],
+  ["Milford Lane",0,[5501130885,25737250,9039467691,25533164,25533170,25533174]],
+  ["Melbourne Place",1,[25378117,9039458539,1140700560,13096416724,13096416723,9021581843,25378118,9021581855,9943558323,7162259986]],
+  ["Southampton Street",0,[1614846692,9522438148,9515370]],
+  ["Surrey Street",1,[25533203,9039466533]],
+  ["Copperfield Street",0,[24923171,10043157597,25496876,25496795]],
+  ["Coventry Street",1,[11309776203,12973510706,12973510705,13574843626,107799,107800,4349648267,4349648269,13051679815,9512915]],
+  ["Regent Street St James's",1,[107816,12421774583,9398043792,1598214606]],
+  ["Whitcomb Street",1,[9512922,12416388364,1188939747,26559655]],
+  ["Panton Street",1,[107801,12423589856,2465838823]],
+  ["Jermyn Street",1,[12973510710,2704097364,2704097365]],
+  ["Oxendon Street",1,[26559582,12423589854,12423589857,107801]],
+  ["Orange Street",1,[26559581,9856110001,26559582]],
+  ["Whitcomb Street",1,[10544261362,12423589866,13574843630,6214704104]],
+  ["Carlton Street",0,[26559620,6329186022,12434308184,5444256382,26559616]],
+  ["Great Windmill Street",1,[107813,5244680785,11309929588,4347900573,1938580061,12973510701,12973510702,13346280401,11309776203]],
+  ["St Martin's Street",0,[26559655,12455415645,21665775,1637831255,6173732694]],
+  ["King Street",1,[9789806,1353135846,271945198,9789809,311153342,108080]],
+  ["Jermyn Street",1,[9789808,1663004057,9525563530,26651413,9525563531,26652133,9789811]],
+  ["Duke of York Street",0,[9789811,12421784205,9789814,12421784206,9789820]],
+  ["Panton Street",1,[6214704104,6214704111,12423589855,107801]],
+  ["Orange Street",1,[21665714,6782338922,7894448060,639259211,1637789617,10658088674,21665859,1637789621,10658088673,21665863]],
+  ["Charing Cross Road",1,[21665863,11042062152,10621539400,21665719]],
+  ["Irving Street",0,[21665719,12436861220,9196481985,9196481984,5444235310,10574748]],
+  ["Suffolk Street",1,[26573667,12416388353,26573672]],
+  ["Suffolk Place",1,[26573672,12416388336,12416388332,9398094483]],
+  ["Jermyn Street",1,[9789811,7021668371,677445941,12427744263,9789819,12427744261,506328569,9789815,13246713315,11707733692,11707733696]],
+  ["Bury Street",1,[9789809,12431836155,26591529,26591528,4171768191,844780668,12427744237,9789815]],
+  ["King Street",0,[9789817,12421784208,506328021,9789806]],
+  ["St James's Square",1,[2214979326,12431753319,12421784224,9789823]],
+  ["St James's Square",1,[3933844368,14229502518,12431753325,12369243837,2214979340]],
+  ["Ormond Yard",0,[26591526,12421784231,9789814]],
+  ["Apple Tree Yard",0,[9789814,12421784233,13807613356,26591525]],
+  ["Ryder Street",1,[26591530,12431824294,4171766882,12431836146,26591529]],
+  ["Ryder Street",1,[26591528,12431836150,12501657575,26591527]],
+  ["St. James's Place",0,[812264903,812249668,11027672348,26591533]],
+  ["Park Place",0,[26591534,11362920404,12431824290,26591535]],
+  ["Bennet Street",1,[9789816,11707733691,12398060228,12390566590,26591537]],
+  ["Hobart Place",0,[12197627,8899534238,8899534242,8899534243,104398,490256321,109710]],
+  ["Hobart Place",1,[109710,4844728858,4844728859,1960905159]],
+  ["Chester Square",0,[26607511,13171576253,3541828894,13171582821,13717156090,26607509,13717156086,26607507,13171582819,14145173285,18129883,14145173284,13171576254,26607512,26607511]],
+  ["Upper Belgrave Street",1,[12197520,3069691741,3069691734,3069691731,3069691725,26389844,26389845,12197702,5327181807,26607504]],
+  ["Wilton Street",0,[12197702,14211732575,7917184189,6801726703,711568975,26389884,13168907818,14231052050,14231052048]],
+  ["Pall Mall",1,[109625,9398094490,9398094488,4347914533,1598214612,6914179455,107796]],
+  ["Haymarket",1,[11309776203,12973510704,13346280402,12973510703,1938580057,7889967240]],
+  ["Trafalgar Square",1,[25504190,2726849723,1660481244,256794582,2726849729,2726849730,13368223700,4347925119]],
+  ["Cockspur Street",1,[1188939772,7639001105,1938580044,1637789404,1188939752,1938580049,1637789413,26573667]],
+  ["Arlington Street",0,[26631298,8145826357,8145826354,8124381026,26591537]],
+  ["Arlington Street",1,[26591537,8124381031,8124381020,2215498450,6914269614,25257402]],
+  ["Coventry Street",1,[25257643,2205117785]],
+  ["Carlton Gardens",0,[3557235398,3557235449,8090874382,12619108806,26630785]],
+  ["Air Street",1,[2214957485,4190435888,13051856571,917763920]],
+  ["Piccadilly",0,[1691133703,9966771333,9966771334,12097061570,9966771335,5357377737,223698415,1943470348]],
+  ["Sackville Street",1,[10585085265,10585085266]],
+  ["Vigo Street",1,[11773401053,11751967258,4347880280,10300476250]],
+  ["Burlington Gardens",1,[454360126,25257463,13807993762,13807993760,25257323]],
+  ["New Bond Street",1,[108239,4338871510,25257028,9648882896,25256949,9340778434,6313645406,9775446790,12373916574,168272]],
+  ["Clifford Street",0,[25257044,11308287198,11308287196,25257043]],
+  ["Grafton Street",1,[108248,12391443766,108249]],
+  ["New Bond Street",1,[108249,3458411641,2910874877]],
+  ["Old Bond Street",1,[2910874877,5240648782,26652137,25257324,9801933854]],
+  ["Stafford Street",1,[25257324,11308222737,12398050097,108267,12398050083,2934851453,12398050075,25257321]],
+  ["Savile Row",0,[25257042,25257043]],
+  ["Vine Street",0,[26652119,13810132137,26652126,1493458889]],
+  ["Archer Street",1,[107812,11329900050,11329900051,2587253639]],
+  ["Smith's Court",0,[26652357,4796603767,11331240981,26652351]],
+  ["Ham Yard",0,[26652362,11329900038,107812]],
+  ["Chester Square",0,[26607512,844881287,13717648430,18129885]],
+  ["Fetter Lane",0,[107693,7223695326,1782712524,5006063170,5736692334,5006063171,5006063172,1148276186,7223695324,13909452108,108391,12650816262,25495697,1816038230]],
+  ["Trafalgar Square",1,[21665755,3439409138,3439409139,4347917401,8785099050,26671720,3439409140,3439409141,107774]],
+  ["Warwick House Street",0,[7639001106,11546105725,12416244291,1188939749,3439409128,3439409129,3439409130,8094435235,25620549,8094435238,1188939728,3439409132,3439409133,11546105726,11546105727,25620550]],
+  ["Spring Gardens",1,[1944317624,12394247796,26671730]],
+  ["Cockspur Court",0,[26671730,6064986824]],
+  ["Suffolk Street",0,[26573673,26573672]],
+  ["Peter Street",0,[26845545,4730390419,4730390416,4730390426,4730390427,1188939751,26845543,9512928,12437524264,5453319326]],
+  ["Bateman Street",1,[21665000,12437868886,12453538871,12437938201,500486430]],
+  ["Moor Street",1,[1938580083,3054882694,8300179846,12437487525,8300179847,1119783271,2837565785,21665031]],
+  ["Romilly Street",1,[21665577,12437452127,5932875003]],
+  ["Winnett Street",0,[6311528475,11329900065,26699545]],
+  ["Piccadilly Circus",1,[1813223023,1938580055,1660481781,2205117799,2205117782,2205117797,2205117781,25257643]],
+  ["Dean Street",1,[107807,12437452133,2484858548,5932875002,5932875004]],
+  ["Meard Street",0,[21665114,2791710744,11310505528,26699544]],
+  ["Shaftesbury Avenue",1,[13346540421,13346540426,13346540424,13346540427,5244680780,10850040118,13346540423,13346540448,13346540445,5244680779]],
+  ["Shaftesbury Avenue",0,[13578418019,8226000088,5811245210]],
+  ["St Giles High Street",1,[21665588,21665136,4942576593]],
+  ["The Mall",0,[5142050228,6366384701,6366384692,603749192]],
+  ["Charing Cross Road",0,[107790,1102995756,5479634639,8843580770,5364578862,21665585,5479634644,107791]],
+  ["Charing Cross Road",0,[107791,5597434619,8300251879,8300251878,8300251881,8300251880,401529120,5364578865,8474252686,8474252685,3552338869,25496892]],
+  ["Hopkins Street",0,[26845543,13817530761,4728954671,26845544,1330788578,13808848004,4728954676,26845546,11310267303,4721393014,21666011]],
+  ["Ingestre Place",0,[26845544,12437463883,1330788629]],
+  ["Mercer Street",1,[2450755716,12437341612,1678452821]],
+  ["Carlisle Street",1,[11737590691,11737590692]],
+  ["Noel Street",1,[11751472409,11751472407]],
+  ["Portland Mews",0,[26866991,4718985841,11310267289,4709189057]],
+  ["Richmond Buildings",0,[21665390,11310505531,25501065]],
+  ["Houndsditch",1,[1014803736,9080098309,27459165,1014803721,2914561272,28418497,3858880678,6969936106]],
+  ["Undershaft",0,[27459971,12648549530,2934288517,2934288513,5165786242,5165786245,27459970,12648518803,27459969,27459966,27459959,1043001410,12648549532,1043001378,12648484495,27459951,6218501753,27459945,1043001423,8515091589,1043001422]],
+  ["Wardour Street",0,[9512915,4349648276,4349648275,9748868871,10544188926]],
+  ["Duke of Wellington Place",1,[25507240,1938264039,1961939963,1961939978,1695310866,1961939964,1961939962,1961940032,109577]],
+  ["Camomile Street",1,[5160943797,3528711722,255051289]],
+  ["Camomile Street",1,[9703794687,9080123618,9080098314]],
+  ["Creechurch Lane",1,[14138271267,742399752,1312471217,1312471267,12643346540]],
+  ["Stoney Lane",0,[28418929,13652877013,27331469]],
+  ["Mitre Street",1,[9693971452,9693971449,28418909,429346251]],
+  ["Creechurch Lane",0,[28418877,429346253,429346243,4629462859]],
+  ["Kemble Street",0,[9475518,3054882695,12397224561,1614926341,21990641,13565622731,12396662307,281454961]],
+  ["Strand",1,[2586635284,7005474685,6863503654,7005474687,6863503678]],
+  ["Macklin Street",1,[25470694,9139609239,13051625649,13051625648,12437380981,9139110595,371400554,9139612320,9139612319,25470697]],
+  ["Billiter Street",0,[107585,6218501751,1312471271,1312471222,1312471193,1493722804,27460259,1550763708,13814565023,6218468163]],
+  ["Aldgate",1,[25475770,1505332730,5816743945]],
+  ["Camomile Street",1,[27459120,6995618979,1939632502,2934411668,3876429831,6280047275]],
+  ["Grange Road",0,[104354231,3834650096,3834650097,2812830798,3834650098]],
+  ["Bermondsey Street",0,[3834650121,10085893880,797018573,882426958,13977378914,14256112511,62571227]],
+  ["Borough High Street",1,[25473413,9855995948,802111665,12707196590,12707204318,12707204320,12707204319,1103266404,7598551055,8727724826]],
+  ["Leake Street",0,[107742,14268682143,13169580766,1646381471,25510336,9082399301,10283019273,10283019272]],
+  ["St. Botolph Street",1,[27460665,2024339511]],
+  ["Tabard Street",1,[287453557,5220732342]],
+  ["Goodman's Yard",1,[107614,2364379602,2364379603,1951242858]],
+  ["Old Mitre Court",0,[107693,13168153960,2294047369]],
+  ["Mitre Court",0,[32921720,26374236,7271474855,761831060]],
+  ["Weston Street",0,[32975392,7149988645,1174130555,1171964878,32975393,1171964846,106292947,3294898383,5278650912,6625234238]],
+  ["Weston Street",0,[59851683,6236509087,32975474,12346578525,283218350,12346578526,903651590,893096846]],
+  ["Weston Street",0,[32975850,1172460259,352930259,106292235]],
+  ["Snowsfields",1,[276516,6199794373,285894134]],
+  ["Sweeney Crescent",0,[102705658,10170299585,13165938690,10278959645,1420480110,6448613528,32975897,1420480174,8998013249,269565628,32975898,5110279886]],
+  ["Phoenix Wharf Road",0,[102705674,13567105386,13165938683,1420480176,1420480190,1420480211,32975905,1420480260,1420480269,1420480292]],
+  ["West Street",1,[13731397312,3552453346,1938580082,13731397310]],
+  ["Litchfield Street",1,[3552452839,12908955445,1953893713]],
+  ["Charing Cross Road",0,[107792,8300251884,1102996992,5398465124,8474252680,21665580]],
+  ["Minories",0,[1233350862,675734610,1233350889,675734613,4166967089,25475419]],
+  ["Trinity Church Square",0,[25498993,14265409231,13721055530,33658164,14007821472,14007821473,1158989381,60007208,1158992278,10177435855,10177435853,10177435854,33658165,13721400733,25498992]],
+  ["Bath Terrace",0,[6388417653,5971980422,9855995963,5971980421,33658166,2139113707,6638565959,6638565960,1039760598]],
+  ["Swan Street",0,[264781812,1158990275,33658177,6024546591,264781814,13721296717,10177435856,25498991]],
+  ["York Road",1,[25472346,107733]],
+  ["York Road",1,[107738,2372320968,2372320979,2372320987,1166035225]],
+  ["Druid Street",1,[32975912,11093490240]],
+  ["Tooley Street",1,[25468850,6795457801]],
+  ["Coxson Way",0,[283066730,11171666408,7836235486,34222679]],
+  ["Fair Street",0,[34222679,7836235488,7836235485,34222680]],
+  ["Tooley Street",0,[8385470992,130202875]],
+  ["Parker's Row",0,[35112752,13165803868,1420499653,13723856454,5219101730,35112751]],
+  ["Dockhead",1,[7843964144,32975899]],
+  ["Hankey Place",0,[25499947,9855995942,12346288200,35432958,12346288199,35432960,12346288188,12346288190,1814238518,12346288189,1156687674,12346288191,12346288192,12346288193,1156687846,12346288197,12346288194,12346288198,35432962,12346288195,12346288196,35432963,12346288186,1814238512,12346288187,1156687631,12346288185,12346288184,12346288183,1156687794,12346288182,25499955]],
+  ["Staple Street",0,[25499901,287453611,35432964,903651582,9855995946,25499948]],
+  ["Gunthorpe Street",0,[4268363395,471363242,7701929088,5085138791]],
+  ["Old Castle Street",0,[3231708906,4414759955,6199832925,9168327583,10279055480,28419528,277915542]],
+  ["St. Katharine's Way",0,[108810,5710524226,5825432414,11951060300,13265591736,28800648]],
+  ["St. Katharine's Way",0,[48757861,2303235621]],
+  ["St. Katharine's Way",0,[5710524230,5710524231,5710524232,108809,5710524233,5710524234,13807627815,108808,8021939234,8021939229,108807,8021939240]],
+  ["Cartwright Street",1,[13018786437,8675492027,697037356,694190003,13018786438]],
+  ["Cannon Street",1,[18468958,6369390691,2387207418]],
+  ["Queen Victoria Street",1,[470729237,2140420434,1938819296,1938819293,10311362204,1938819292,10311362235,1938819294,4729448869,4401156476,4866651963,10311362154]],
+  ["Portsoken Street",1,[9691082176,4872502280]],
+  ["Gracechurch Street",1,[1951616276,1951616268]],
+  ["Vauxhall Bridge Road",1,[108339,9064894389,9210528884,43769362]],
+  ["St George Street",0,[25256840,12373916592,3069482722,3069482723,1122301113]],
+  ["Bennett's Yard",0,[25534434,1334476221,1334476470,25534436]],
+  ["",0,[25499832,8145373587,8145373588,10275812962,25499794]],
+  ["Law Street",0,[10023127806,12778958293,12778958294,283207088,6807451965,6807451962,10275812960,25499867,10275812993,12346578542,12346578543,1839576724,12346578538,102708117,12346578539,12346578537,12346578540,12346578541,10023133529]],
+  ["Tabard Street",0,[10023127805,287453579,412410552,11214052867,11214052862,10275812980,10023127810]],
+  ["Wild's Rents",0,[3059934942,12346578530,25499874,3059934943,12346578532,10085893905,25499875,3059934946,25499877,25499894]],
+  ["Manciple Street",0,[59852867,1156687796,1701047198,12346288181,1156687858,13726770433,25499955,12346288154,12346288155,1156687719,10275812964,25499901,10275812952,13721192191,25499899]],
+  ["Becket Street",0,[25499960,10177435862,13720810117,1703297540,10023127803]],
+  ["Potier Street",0,[25499821,13718707502,25499802,12778958291,12778958290,12778958287,25499803,7436679595,12778958288,25499805,12778958289,9066839626,1714130124]],
+  ["Alice Street",0,[25499849,8667001190,13719008279,25499848]],
+  ["Abbey Street",0,[11508505052,6802655646,286493234]],
+  ["Abbey Street",0,[432445148,11508505058,282879065,11508505057,10170269808,104351874,104353129,5845322565,104353654,5845322564,11206120744,104353486]],
+  ["The Grange",0,[276489,9855995841,1175852628,104354479,767870944,1956340282,10278959652,14263824082,104354031,1175551440,286493247,6802655645,11508505061,276488]],
+  ["Harper Road",0,[158859223,9766629719,3213181151,102710123,5971980440,5120935109,5120935113,10908109268,5971980435,5971980434,158863414,542655995,264781865,247754121,6482319217,264781879]],
+  ["Trebeck Street",1,[25257791,12255907160,25257792,25257794]],
+  ["",0,[25067930,11097242583,25067929]],
+  ["Laurence Pountney Lane",0,[25067788,25067737,25067871,1569312412,5141216745,25067883,5141216790,1569343523,1569343577,11097085164,25161362]],
+  ["Laurence Pountney Lane",0,[25067871,11097273135,25067933]],
+  ["Laurence Pountney Hill",0,[25067727,12922951905,5104314096,25067670,25067728]],
+  ["Borough Road",0,[276508,6880068851]],
+  ["Deverell Street",0,[25500087,14265409234,13717959033,7733920481,7733920479,7733920482,7733920480,1703261791,5120935114,33175003,13463440766,1999870961,5120935112,1999870960]],
+  ["Library Street",0,[270420390,14238586741,13172504594,340301600,13172504593,3932201990,25499146,358936373,9129270805,3705603830,9855995937,10803865849,6880053749,3705603834]],
+  ["Harper Road",0,[5264924874,5971980446,33657987,264781925,5971980428,25499028]],
+  ["Brockham Street",0,[25499003,10177435857,566223322,5971980424,5971980423,8879380662,566223212,13721055505,14265409230,60007208]],
+  ["Merrick Square",0,[25498998,13585253505,13585240479,25499005,13585240480,13585240482,25499006,13585240481,13585253506,25499004]],
+  ["Redcross Way",1,[14135491284,13170230016,4966321611]],
+  ["Park Street",0,[10057368417,802109964,12656778903,6738952995,106272516]],
+  ["Eastcheap",1,[25532377,1951616232,5473273373,329983075,1951616263,1951616268]],
+  ["Walbrook",0,[24659947,24949780]],
+  ["Dering Street",0,[25257026,12379299545,12339876270,25256949]],
+  ["Derby Street",1,[109585,12256177505,12256177527,109586]],
+  ["King's Arms Yard",0,[213670986,11081617010,1719422032,1312189047,1719422038]],
+  ["Shepherd Street",0,[25257796,25257795]],
+  ["Stanhope Row",1,[109585,311422051,25257817,489826776,12256177518,3147915672,25257799]],
+  ["Whittlesey Street",0,[25468756,9855995912,25468764,14257676110,25468768]],
+  ["Theed Street",0,[25468771,13172540910,268566453,266325843,25468770,1313713302,25468768]],
+  ["Bear Lane",0,[25472334,5207546647,12782421793,9855995914,108383]],
+  ["Carlos Place",1,[25472192,3494884397,25472184,1960949720,1960949722,1960949718,462025253]],
+  ["Cathedral Street",1,[25497639,12694846546,670122006,12656757181,25473530]],
+  ["Stoney Street",1,[8727724828,25497646,8817402975,12660076738,268138295,108856]],
+  ["Tennis Street",0,[276511,14256112503,13170008190,6513064651,25500036,6513064640,6513064643,6513064642,6513064639,25500037,352928536,6513064669,1165434755,25500038,12889145537,12889145536,352929711,25472870,1165071052]],
+  ["Foster Lane",1,[25632855,1215563879,1215563903,25632856,316763595,316763590,25632857,11159328867,1215563875,1215563894,9855343702,25632858,11074284082,7553887498,1771426174]],
+  ["Gutter Lane",1,[25473200,11079664648,25632863,1215563890,25632864]],
+  ["Goldsmith Street",0,[25632859,11074295249,11079475726,25632860]],
+  ["Chester Mews",0,[26389886,14211732579,26389885,14211732580,26389884]],
+  ["Little Chester Street",0,[26389887,26389885]],
+  ["Cutler Street",1,[9693910743,302013685,7817162929]],
+  ["Cutler Street",1,[28418138,4344245894,302013682,302013681,1014803691]],
+  ["Harrow Place",0,[28418141,13819731230,7797338600]],
+  ["Gravel Lane",0,[249679343,4116809027,7900221088,249560091]],
+  ["New Goulston Street",0,[7900221087,4867195218,2140125011,28419519]],
+  ["Goulston Street",0,[299519074,6110164636,7900888280,7900888276,6136121697]],
+  ["Camperdown Street",0,[28427660,12535199514,12535199515,12535199516]],
+  ["Buckle Street",0,[28427645,12535199517,12535199513,12535199509,10054383785,10054383755,298890781]],
+  ["Trump Street",0,[28800672,9856119642,316763513]],
+  ["Milk Street",0,[28800662,11079475758,1311962065,1311962079,1311961846,11079475738,11079475740,28800671]],
+  ["Burr Close",0,[108808,4630769160,4630730848,4630769162,2918846631,28800620]],
+  ["London Bridge",1,[3240063179,11153476103,3240063184,1249708436]],
+  ["Newington Causeway",0,[7004860395,9289142892,9289142891,7004860407]],
+  ["Abbey Street",0,[902631214,12713820687,1420499586,9001522160,1420479757,5845322563,9001522183]],
+  ["Montague Close",0,[64695399,2142831178,64695400,3218458238,5971826865,2990632417,12656757177,2990632418,2990632419,5971826863,8772828084,3059934957,12695345189]],
+  ["Brick Street",1,[76465603,2581327449,2581327444,2581327446,25257808]],
+  ["Hamilton Place",1,[25257857,2646399876,1961922457,2646399897,2646399895,76465509]],
+  ["The Cut",0,[364282,9225604042,6986229753,13071449646,13261541672]],
+  ["Gaywood Street",0,[96619952,8942262357,8942262356,3799274007,8942262355,12650902467,96619953,9136430528,730857178,9136430547,730857196,11225092214,730857210]],
+  ["Colnbrook Street",1,[96619957,12650902457,8942262342,4156272585,8942262343,96619956]],
+  ["St George's Road",1,[96620001,2529719867,6414290643,8555413658,2467935608]],
+  ["King Edward Walk",0,[96620008,6414290642,8555413657,6414259021,264836669,96620014,9020688684,8106117696,9793398539,96620009,2339619337,2339619334,2339619330,12650867999,158863955]],
+  ["Druid Street",1,[107561,9855995848,7076679540]],
+  ["Whites Grounds",0,[1534825158,106290413]],
+  ["Bermondsey Street",1,[62571227,8023607719,9368962389,4848525666]],
+  ["Page's Walk",1,[276493,13239677837,6780294022,3059934935,11527861501,11527861506,5127225329,3059934936,5127225338,6802260887,104323330,3059934937,13239677830,276491]],
+  ["Millstream Road",0,[104351637,9757391571,11206120748,104351638,665849210]],
+  ["Maltby Street",0,[102705562,8075026501,104351915,12346578514,1406947875,12346578515,11123813618,104351637]],
+  ["Riley Road",0,[104352376,13726636497,10278959609,104352375,10225852970,10278959677,104352374,432444932,10278959619,432444961,13822987337,104352477,9368962381,9368962382,11142531707,9855995975,1178804769,104352478]],
+  ["Purbrook Street",0,[8562204548,451698301,10278959628,432445045,5828947472,13721189195,2461800340,104352374]],
+  ["Stevens Street",0,[104352679,1178805247,12677627983,14256057000,104352680]],
+  ["Pope Street",0,[282879063,12677642701,282879062,13726645322,104352801,6817507107,5828947471,9855995980,104352375]],
+  ["Grange Walk",0,[104353484,14263824083,10278959654,104353417,9218730908,9218730907,12347125252,104353418,104353743,12347125251,12347125250,5127209554,104354029,797018609,10278959649,14263824079,14263824080,104354031]],
+  ["Neckinger",-1,[13567105377,9855995847,11508505060]],
+  ["",0,[104353743,104353744]],
+  ["Fendall Street",0,[2812830782,13403408836,5972142124,104353918,287238795,104353919]],
+  ["Tower Bridge Road",1,[104354236,3834650114,12677627968,3834650112,104354234,3834650110,12677627974,104354233,104354231]],
+  ["",0,[104354995,1176623542,1176623525,7727974026,1176623533,104354996]],
+  ["",0,[104355164,1176623515,104354995]],
+  ["Maiden Lane",0,[1662606975,1662606977,1662606925,1662606956,1662606973,13728806550,109739]],
+  ["Crosby Row",0,[14264332439,106292003,10179143978,10179143977,5278651250,1165434960,106292002,6513064617,106291999,6513064623,1156687829,1156687704,6236462770]],
+  ["Porlock Street",1,[106292336,13728145675,5278651247,415560875,1165436494,1165434930,13728145649,1165434960]],
+  ["Kirby Grove",0,[106293809,9855995944,106293810]],
+  ["Archie Street",0,[106294218,106294219,283066502]],
+  ["Battle Bridge Lane",0,[676082488,8928336409,676082484,9371519540,676082430,5971818063]],
+  ["Potters Fields",0,[8996106567,8996106573,8996106574,8996106575,130202875]],
+  ["Gainsford Street",0,[130203012,669192999,130202893,130202954,10171008707,269574187,35110318]],
+  ["Jacob Street",0,[13165794314,12773166062,130203235,5899566718,12773166061,130203236]],
+  ["Wolseley Street",0,[13165786668,5219101731,35112752]],
+  ["Victoria Street",1,[1231977903,10647038304,12917312142,12917312141,108308]],
+  ["Great Queen Street",0,[9475528,1947276635,8973820600,8973820599,12372799714,2441993361,455705622]],
+  ["Drury Lane",1,[9450329909,1614926358,9450329907]],
+  ["Drury Lane",1,[25471371,9122617941,1375625379,12397224568,9475518]],
+  ["Wellington Street",0,[109836,2069620510,2476805753,351771449]],
+  ["Wellington Street",0,[351771449,1614846711,13567618343,12397249678,25471098]],
+  ["Gresham Street",0,[1311962080,25473200,1215563897,1215563885,25473205,25473204]],
+  ["Gresham Street",0,[28800661,28800662,1311962043,13022543557]],
+  ["Savile Row",1,[25257043,454368510,8649164979,8649164980,8649164981,2129908162]],
+  ["Conduit Street",0,[6849009938,5359107396,454368522,454368521,454368517,2131643980]],
+  ["St George Street",0,[25256840,11987744005,3069482718,6848970510,6848970509,11308044779,6849009938]],
+  ["Brook Street",1,[3069487462,452243716]],
+  ["Welbeck Street",1,[1667203491,7195958823,6801479201,12912252512,1684410054]],
+  ["Southwark Street",0,[9900821995,7209584467]],
+  ["Hopton Street",1,[4972951608,5336220113,5336220110,25472684]],
+  ["Bank End",0,[25472805,6738951249,1835528147]],
+  ["Cathedral Street",0,[8807317459,275402649,5971826851,25473532]],
+  ["Tooley Street",0,[3431443,8928336411,12783421111,3421274720,12783416797,518713301,3421274719,4548351721,264456688,2990526308,572027194]],
+  ["Tooley Street",0,[64694456,247956983,669193004,130202712,26406635,518713303,4087644121,12656513616,12783416784,8385470980]],
+  ["Tooley Street",0,[572027194,12656757163,12656757164,2918638830,1945739276,64695398]],
+  ["Westminster Bridge Road",1,[203043796,1754991191]],
+  ["Westminster Bridge Road",1,[203043798,2623951854,5337281221]],
+  ["Lambeth Road",0,[212960541,5425497686,12965034186,5425497685,12965034185,5425497684]],
+  ["Waterloo Road",1,[212966049,8952591228,8942251641,12957319595,212966511]],
+  ["Tokenhouse Yard",0,[18469130,9856119638,213670986,213672005]],
+  ["Weston Street",0,[11412144452,4460835667,415560550,6136194026]],
+  ["Carey Lane",1,[25632864,13231625163,244128953,1215563905,11074295210,25632855]],
+  ["Conduit Street",0,[2131643980,2131643981,4631979548,4347805229,1947324474,108055]],
+  ["Bermondsey Street",1,[247869613,8967792924,368369091]],
+  ["Hardwidge Street",0,[32975870,10170299569,247869614,1169856055]],
+  ["Winchester Square",0,[5127246654,5218853802]],
+  ["Winchester Square",0,[25473532,5971826850]],
+  ["Waterloo Bridge",1,[33507260,6800909299,2372327459,6277638999]],
+  ["Warwick Square",0,[21685485,4370333627,4370333629,12405258212,4370333637,4370333638,4370333643,12405258213,12911657418,12911657417,4370333648,12405258206,12405258207,12405258209,12405258208,12405258211,21685485]],
+  ["White Kennett Street",0,[28418141,7797338599]],
+  ["Carlisle Lane",1,[8013632075,25471790]],
+  ["Bermondsey Street",1,[276516,14209542151,5577418614,5577418598]],
+  ["Oxendon Street",1,[107801,12423589858,26559362,9856109997,107799]],
+  ["King William Street",1,[5065949598,3153656030]],
+  ["King William Street",1,[7620895974,25161384]],
+  ["Fenchurch Buildings",0,[251892979,1312471191,1312471231,30056330]],
+  ["Royal Street",1,[109840,11525236861,11525236866,11525236865,11525236864,9351212623,8013704774,25471792]],
+  ["Burdett Street",0,[254339422,254339423]],
+  ["Emery Street",1,[254339538,12965034203,264341497,254339472]],
+  ["Pearman Street",1,[25499351,9855995929,254339472,14268028077,254339422]],
+  ["Pearman Street",1,[11529788039,25499369,13235414993,6366360234,25499371]],
+  ["Dibden Row",0,[254342595,12979857980,9129270777,12971373195,9129270779,12971373194,254342665]],
+  ["Morley Street",1,[25499160,6414252441,25499349]],
+  ["Morley Street",1,[368045975,25499160]],
+  ["Greenham Close",0,[254342959,254342960]],
+  ["Coral Street",0,[25499371,13949591405,13235414992,13726635873,10198362773,2713308393,254343437,254343439]],
+  ["Johanna Street",0,[254343863,13419354431,254343882]],
+  ["Tanswell Street",0,[33672997,9855995927,1641763097]],
+  ["Launcelot Street",0,[25509686,10798181669,1398634643,5156581672,254344067]],
+  ["Outwich Street",1,[3528711693,27459116,9080098308,27459638,2935392676,3528738438,1014803736]],
+  ["St Clement's Lane",0,[255747713,12372898834,12739823586,12739823585,255747714,12839778777]],
+  ["St Clement's Lane",0,[255747733,10996315083,9620045688]],
+  ["Whitehall",1,[2389991902,1539434357,2389991891]],
+  ["Whitehall",1,[256794572,2390005218,2390005221,7043031190,7043031189,2390005220,256794570]],
+  ["Whitehall",1,[256794571,12814322948,2390005217,256794574,256794572]],
+  ["The Mall",1,[25504191,2726861247]],
+  ["The Mall",1,[4347922046,9781435141,256794580,1938580032,3439409152,26671719]],
+  ["Strand",1,[3397689898,4350193652,346430574,4350193655,1278032912,3397689895]],
+  ["Trafalgar Square",1,[25504189,2390039152,256794588,256794589]],
+  ["Chamber Street",0,[262572488,13810201986,9765685572,4537027407,1233371227,2784038468]],
+  ["Gladstone Street",1,[264341506,8942262345,3799274011,12650902456,96619961,13659117729,96619960,13719991866,96619957]],
+  ["Globe Street",0,[10023147109,1158992126,10023147112,25498997]],
+  ["Cole Street",0,[10023147110,264781818,5220719467,10177435892,33658177]],
+  ["Tiverton Street",0,[264781905,9855995957,10177435826,264781907,10177435828,264781908,1039760426,1039760380,264781909]],
+  ["Trinity Street",0,[9803644611,25498990,5264915978,6024546587,25498991,5264915980,25498992,25498993,12357101054]],
+  ["Blackfriars Underpass",1,[264824452,2265048377,3267461728,3267461729]],
+  ["Upper Thames Street",1,[20955170,20955168,20955166,262078536]],
+  ["Westminster Bridge Road",1,[25499190,2529719881,6367876333,364275]],
+  ["Morley Street",1,[25499190,2483812427,12957088633,6414252444,6414252446]],
+  ["Gladstone Street",0,[96619957,265241524]],
+  ["Alaska Street",0,[266325461,12957121504,12957121506,12957121505,13172540912,266325462]],
+  ["Windmill Walk",0,[25475824,3134026767]],
+  ["Windmill Walk",0,[25468764,14257676111,266325843]],
+  ["Brad Street",0,[266557167,13172540913,12957121507,266325841,914264960,10744815593]],
+  ["Adam Street",1,[1106056866,109838]],
+  ["Rockingham Street",0,[25499269,7728093164,7728093165,25499282,7728093166,2139113693,9129573788,10275812986,1701240413,2139113705,9129531564,5971980417,5971980418,10177435858,33657987]],
+  ["Blackfriars Underpass",0,[4938216620,3267461735,12759532095]],
+  ["Waterloo Court",0,[11231061798,268566451,919682930]],
+  ["Bermondsey Wall West",1,[9656650161,130203295,12773166060,1188379703,11791962067,11791962068,2124049191,11791967669]],
+  ["Curlew Street",0,[130202953,4346153796,4346153793,4683258058,130202954,14159315799,276502]],
+  ["Wade House",0,[35112757,9855995845,11189995616,5899566741,269498865]],
+  ["Maguire Street",1,[6638812398,13723610613,130202976,4346153798,269574187]],
+  ["Lafone Street",0,[16077131,8250471658,130202893,752939995,10171008696,20626263]],
+  ["Shad Thames",1,[35110318,35110319,12773123789,12773123790,35110320,35110321,12773123791,35110322,12773123792,1086082294,12773123793,11261091213,12773123794,12773123795,269496899]],
+  ["Queen Elizabeth Street",1,[269863067,269863070,6997852332,269863064]],
+  ["Fair Street",0,[269863424,8996573352,8996573305,34222680]],
+  ["Shad Thames",0,[276499,35110313,35110314,35110315,10171008703,35110316,35110317,12773123787,12773123788,35110318]],
+  ["Wolseley Street",0,[35112752,5219101726,35112754,12773123769,35112755,5899566740,1420499753,1420499758,13723856455,14148870361,3430464]],
+  ["Chesterfield Gardens",0,[270200177,3479117483,3479117452,3479117427,12256177563,2667092638,25257789]],
+  ["Charles Street",1,[25257992,3479117815,3479117811,2356521663,12256222931,2356521665,25257302]],
+  ["Horselydown Lane",0,[130203011,7911601071]],
+  ["Falmouth Road",0,[158859223,14265409226,13473558716,10275812994,10275812997,13123248728,566223266,344601100,472629845,10275812954,10275812992,59851601,13585240483,9855995962,33175018]],
+  ["",1,[107738,4848579794,1696027872,1232213817,1696027857,6277659929,107733]],
+  ["",1,[107737,6800909316,2372320980,9208635707,9208635708,25468776]],
+  ["",1,[107734,1953721169,2372320985,1953721170]],
+  ["",1,[107735,107736]],
+  ["Upper Thames Street",1,[262078536,3267461742,3267461737,20955164,264824452]],
+  ["Tower Bridge",0,[8994515125,5577418618,1658899500,3715555372]],
+  ["Perkins Square",0,[25497822,109740,13728806556,106272174]],
+  ["Thrale Street",1,[106273008,9855995953,247871487,9855995951,247871488]],
+  ["Porter Street",0,[106272516,7575592650,13728806539,106272174,13728806538,1038349424]],
+  ["Winchester Square",0,[247957825,275402546,13826405058,275402547]],
+  ["Castle Yard",0,[275404292,12735256819,12806701607,275404451,7846661418,275404453]],
+  ["Southwark Bridge Road",0,[25497818,275399347]],
+  ["Tooley Street",0,[277031996,5577418605]],
+  ["Oxford Street",1,[107333,2198870639]],
+  ["Pomell Way",0,[277915541,11578389731,11578389737,2282323111,1490928696,2282323106,2282323107,1490928702,520042685,13652877211,277915542]],
+  ["Crucifix Lane",1,[106290274,12772267185,1534825163,25468848]],
+  ["Southwark Bridge Road",1,[2482806164,9289122741,6001787523,2684347255]],
+  ["Kingsway",1,[281454963,1237514464,1159244857]],
+  ["Strand Underpass",1,[281454947,1528450582,281454949,2184965486,287094812,281454950,1685903438,287094818,1685903450,281454953,287094820,396093917,455705608,1685903448,281454952,1528450578,1237514455,13817263857,281454963]],
+  ["Kingsway",1,[455705609,6782360182,281454958,281454961,1237514492,1237514473]],
+  ["Druid Street",1,[4879520193,4879520192,5137500238,7243856290,282879057]],
+  ["St Clare Street",0,[283061836,9856119626,283062108,11161711856,11161711857,11161711858,11161711859]],
+  ["Haydon Street",0,[283062189,9856119624,9135848950,1233353464,1233353467,1563638022,5947858320,283062190]],
+  ["Druid Street",0,[10040451926,340511832,10040451927]],
+  ["Brunswick Court",0,[102706711,432438117,1534825140,102706712]],
+  ["Crucifix Lane",1,[340512132,368369146,5842316667,285894129]],
+  ["Morocco Street",1,[106293210,5207597183,1174205243,451698403]],
+  ["Great Maze Pond",0,[106291538,8041126606,5278651251,5278651252,1165434931,3059934950,3059934951,10739673524,3297787721,3059934953,130197334,130197296,13728145671,130197301,3684101806,3684101799]],
+  ["Radcliffe Road",0,[104352541,13169167550,283207075,283207077]],
+  ["Long Walk",0,[102707154,1174654216,12677627955,12347125244,12347125243,286493244,283207081,10170269809,734956136]],
+  ["Tower Bridge Road",0,[102708335,3834650087,108121,8562337727,1163208961]],
+  ["Lansdowne Place",0,[283207088,13718689362,1163208045,283207090]],
+  ["Shand Street",1,[1535457231,13727843962,285894129]],
+  ["Druid Street",1,[9768410058,6802655643,286493213]],
+  ["Stanworth Street",0,[13567105379,7293228150,12347125255,286493187,11298196293,12347125259,1534825173,12347125261,11206120747,286493188,1534825151,12347125260,286493189,12347125256,12347125258,11132560784,12347125257,286493190,286493191]],
+  ["Enid Street",0,[104354999,5215284642,10278959646,7727974032,7727974023,104354998,104354997,104354996,1176622333,1978270737,10278959634,104355607,9855995849,13719914514,11508505059,104355691]],
+  ["Melford Court",0,[287238795,13720047383,287238824]],
+  ["Grange Walk Mews",0,[287238831,287238897]],
+  ["Grange Walk",1,[108119,9855995976,10278959648,12347125239,287238940,104354034,10278959657,1174653984,12347125233,12347125234,12347125231,12347125232,287238831,5990412115,104353918]],
+  ["Grigg's Place",1,[287238993,13403408838,14256056998,287238940]],
+  ["Burrell Street",0,[25473046,5336220111,5336220107,13944507720,5336220114,5336220104,287438189]],
+  ["Treveris Street",0,[25472328,9558963396,6299385881,9558963391,9558963386,9558963395,287438190]],
+  ["Redcross Way",1,[12357101161,12782807549,30180510]],
+  ["Redcross Way",1,[963509435,13728806555,247871486,7593754219,12782890310,30180511,12357101162]],
+  ["White Hart Yard",0,[287442496,287442507,11764334725,3401071675,3401071671]],
+  ["Kipling Street",1,[368369241,352930255,10275812983,13727843911,106292337]],
+  ["Kipling Street",1,[106292336,7616125840,287453543,106292338,5278651246,415560854,1172459131,287453533,4845793804]],
+  ["Lockyer Street",0,[415560854,5278651245,287453537,287453541]],
+  ["Guy Street",1,[106292337,9855995945,4845793805]],
+  ["Nebraska Street",1,[287453557,11188354394,1703297554,12351474825,10177435895,287453554]],
+  ["Tabard Street",0,[287453557,5220719443,60007209]],
+  ["Sterry Street",0,[287453561,9855995939,848107647,287453565,6236462763,287453569]],
+  ["Tabard Street",1,[10023127802,10023127800,675439512,10275812958,10023127794]],
+  ["Pilgrimage Street",0,[10023127796,3823665763,1703297552,1703297545]],
+  ["Pardoner Street",0,[59851683,10822753770,12346288157,25499899]],
+  ["Spa Road",0,[12772266243,13149857636,13719920812,104355001,10278959613,6953359650,1176623298,287237787,902631237,104355003,1176622616,13567105346,13567105347,13567105348,287237757]],
+  ["Shepherd Market",0,[289996665,25257810]],
+  ["Strutton Ground",1,[25498827,7601278755,1232048395,108097]],
+  ["Little Somerset Street",0,[12526413205,1665720753,1237725280,295978333,1237876703,12526413209,1987381555,9524822950]],
+  ["Bishopsgate",0,[3381130092,8976060358,3381130493,12754724199,3247932481]],
+  ["Melior Place",0,[106293810,5278651254,5971811209,298460906]],
+  ["Fenning Street",0,[298460990,5971811232,298461039]],
+  ["Melior Street",0,[12071932560,298460990,4434546744,11412144451,13727843923,2808047986]],
+  ["Plough Street",0,[298890780,13654696150,298890781]],
+  ["St George's Road",1,[96620001,2529719872,96620003,12957086880,2529719884,2529719874,2529719871,364275]],
+  ["Magdalen Street",0,[303193395,9855995986,285894132]],
+  ["Magdalen Street",0,[7236197538,432438108]],
+  ["Westminster Bridge Road",0,[2263260231,5106442096]],
+  ["Winchester Walk",1,[25473530,6483555646,275402547]],
+  ["Stoney Street",0,[806739138,13826405057,6738949885,11511959919]],
+  ["Cathedral Street",0,[25473530,25473531]],
+  ["Half Moon Passage",0,[305417684,13654696134,28427660]],
+  ["Ebury Street",0,[2314797576,844881265,844881252,844881321,844881237,14269424947,14269424948]],
+  ["Portugal Street",1,[108899,12372898850,256339270,25497910,255747733,255747713,4013524085,4013524086,4927544939]],
+  ["Market Mews",0,[25472633,12255901406,311422050]],
+  ["Russia Row",1,[28800671,5046314073,5046314090,5046314077,5224630617,28800689]],
+  ["Lawrence Lane",0,[316763513,5046005758,5046005745,5046005743,316763545]],
+  ["Lambeth Road",0,[7926974702,7926974714,5425497683]],
+  ["Lawrence Lane",0,[316763513,5046005772,10794350029,317380078]],
+  ["Colombo Street",1,[25472027,11300766383,1998846707,10278399449,318507798,13826214375,1998846711,1998846714,25472028,12783113023,4076643811]],
+  ["Martin Lane",0,[25067935,5141216746,25067936,5141216782,5141216754]],
+  ["Martin Lane",0,[25067929,10184826451]],
+  ["Bell Yard",0,[338569568,13654123031,12739749684,21583363]],
+  ["Chancel Street",0,[13826214336,9558963388,353279856,353279861,9558963387,9558963379,9558963390,25472328,13278342961,10278399480,6806740816]],
+  ["Davidge Street",0,[13103894007,13658912251,340301601,13172504592,340301600,13172504595,1070840552]],
+  ["King James Street",0,[10717544197,10717544196,358941837,25497661,358941842,25497662]],
+  ["Barnham Street",0,[340512247,9855995989,340512130,4879520559,1535457157,415561023]],
+  ["Fleet Street",0,[237908,3972566716]],
+  ["Chaplin Close",0,[13364415495,13369545310,344470707]],
+  ["Spurgeon Street",0,[25499765,14265409232,9855995961,12346288114,12346288115,33175022,344601306,10177435891,5120935108,1999870966,59851600,12346288113,5120935116,33175003]],
+  ["Spring Gardens",1,[26671730,12394194956,12394194962,256794576,4919661397,5034506700]],
+  ["Snowsfields",0,[240033285,415560974,5207597182,5207597176,5207597175,287453529]],
+  ["New Street Square",0,[11194091667,25495820,1834657467,6354294763,1834657469,25495819]],
+  ["Tavistock Street",1,[351771449,10693787852,3054882691,12397224578,10574746]],
+  ["Long Acre",1,[9450329905,8785592152,1614926340,9139042628,1375634504,4349663550,3085005038]],
+  ["Chaplin Close",0,[344470708,344470710,24923234]],
+  ["Clennam Street",0,[352925503,9085229379,13170230022,4797226032]],
+  ["Lant Street",0,[364300,9226543212,4506516715,9129336774,4506516714,4506516716,12897312548,9226543206,12238562]],
+  ["Chaloner Court",0,[352929711,11747939728]],
+  ["Newcomen Street",0,[12239372,10179143979,14264332440]],
+  ["Newcomen Street",0,[25472858,4850438947,8601352901,4850438946,8601352906,12239371]],
+  ["Gambia Street",0,[340301594,353282065]],
+  ["Belvedere Buildings",1,[25497653,1080481779,9226543128,9226543127,1827316591]],
+  ["Rushworth Street",0,[1827316587,9226543138,9226543137,9226543136,9226543135,25497652]],
+  ["Glasshill Street",0,[1827316588,9226543125,24923166,24923167,12629044981,24923168]],
+  ["Chester Close",0,[26389886,5326768794,362229866]],
+  ["Buckingham Gate",0,[108290,7203617869,7203617876,7203617875,983839041,7246509567,7203617877,108289,5998966285,25524224,9155395984,5393917733,5393917732,2527750343,9650524570,2527750340,2527750334]],
+  ["Duke Street Hill",0,[3240062655,3240062659,108857]],
+  ["Queen Elizabeth Street",0,[9941096475,16077131,269496900,7173822494,276502,269863064]],
+  ["Jamaica Road",1,[7201981449,9753696300,9753696302,9753696301,7201981442]],
+  ["Parker's Row",0,[35112751,12773123767,1420499642,35112757,8153041861,35112996]],
+  ["Castle Baynard Street",1,[7572833379,7572833381,25505629]],
+  ["Exeter Street",1,[368279307,9028983828,9028983827,9028983826,13567618342,3054882690,13567618341,25471098]],
+  ["Catherine Street",0,[10574746,12397224581,12397224573,9122362850,25471086]],
+  ["Holyrood Street",0,[368369094,4539296862,340511511,340511513]],
+  ["Tyers Gate",0,[368369177,1169855117,8676242460,13726928453,283071372]],
+  ["Fleet Street",0,[8373690818,4017328647,21583366]],
+  ["Fleet Street",0,[5006063173,321255919,8785567902]],
+  ["Great Chapel Street",1,[21665945,9041812569,4712556977,12997712997]],
+  ["Great Portland Street",0,[8843558742,2467533676,8843558739,13056038373,8843558741]],
+  ["Winsley Street",1,[383974165,12382831055,13051995093,12382831057,13051995092,383974166]],
+  ["Black Friars Lane",0,[25471736,25503860,490946748,10309140683,10309153026,12202028705,10309153027,107668]],
+  ["St Andrew's Hill",0,[25470783,4379801334,25470784,13817503008,7610670921,10572178]],
+  ["Parliament Square",1,[1840646958,8785392246,2525903404,10309754979,1782020429]],
+  ["Spur Road",1,[108285,6366384688,108286]],
+  ["Queens Gardens",0,[108275,2684141454,6366384082,1270370660,108277]],
+  ["Victoria Street",1,[108308,10859503312,10859503313,10647038298,108312]],
+  ["Buckingham Palace Road",1,[1231977687,1960905148,12754060697,11916910218,4733548055,1231982773]],
+  ["Abbey Street",0,[3834650123,471438323,919425881,62571227]],
+  ["Haymarket",1,[7889967240,4641072778,26559370,12973510711,12973510712,12427036311,107797]],
+  ["Regent Street St James's",1,[9789808,13807857012,1387235646,1227938934,1227938936,1387235656,107818]],
+  ["Piccadilly Circus",1,[107818,2349657350,1813223023]],
+  ["Bride Lane",0,[1707790074,21392272,13168153913,3972566713]],
+  ["Curzon Street",1,[25257309,454212848,454212851,454212847,2796995081,2796995082,454212852,12313161751,1691133712,12313161749,3192293272,25257306,3192293263,25472680,7275458110,862398887]],
+  ["Hertford Street",1,[1947328065,25472633,12255901444,25257790]],
+  ["Eastcheap",1,[107627,1312453981,14143295576,25532377]],
+  ["Lincoln's Inn Fields",1,[3140855379,8785568260,9352332309,354671417,9352332310,9352332311,9620045672,3140855387]],
+  ["Fair Street",1,[869984189,869984240,418493180,12364814099,1048496582,8996073032,12364814098,8996073073,418493179]],
+  ["Fair Street",0,[34222680,283064698]],
+  ["White Lion Hill",1,[108867,3267461696,3267461710,3267461721,264824452]],
+  ["White Lion Hill",1,[25505648,2919962040,419347195,2919962039,419347196,2919962038,2919962042,2919962041,419347198,2919962044,473262779,419347200]],
+  ["Blackfriars Bridge",1,[2360681708,2775653836,108864,473266627,268124583,1678452753,864817628,367100073]],
+  ["Blackfriars Bridge",1,[268124704,4034060015]],
+  ["Waterloo Bridge",1,[25472945,2372325401,2372325406,25472941]],
+  ["Westminster Bridge Road",1,[3247619584,3247619585,10060997422]],
+  ["New Bridge Street",0,[1955520890,4658088585,6327615076,4859246420,21392273]],
+  ["Magdalen Street",0,[432438108,340511513,432438104,11292111941,303193542,285894132]],
+  ["Bridewain Street",0,[104353654,13722350761,7311627803,432445316]],
+  ["Whitechapel High Street",1,[6110191185,9659868516,8429225389]],
+  ["Nottingham Court",0,[438170616,12437784193,438170606]],
+  ["St Giles High Street",1,[21665132,11128268599,12437912831,21665141]],
+  ["Roper Lane",1,[1534825150,4879529004,1534825185]],
+  ["Lamb Walk",1,[451698403,1174205247,451698402,1174206037,1583898041,451698401,451698399]],
+  ["Swallow Street",0,[452215489,26652119,12427765056,4190435881,26652117]],
+  ["Brook Street",0,[25256623,12382720959,8382510206,8382510211,25472808,25472894,1493424684,108256,25473073,6313645405,8382510214,6313645407,168272]],
+  ["Woodstock Street",0,[452236343,452231304,12912260604,13585200378,25257029]],
+  ["Buckingham Street",0,[452514269,12416176823,25476041]],
+  ["Bourdon Street",0,[25473134,2780258285,2780258286,2780258284,454368533,454368529]],
+  ["",1,[454373604,1947324457,2455878265,454373609,2455878269,454373603]],
+  ["",1,[454373602,2455878264,454373606,2455878268,454373603]],
+  ["",1,[454373602,2455878266,12110658236,454373607,2455878271,2455878270,2455878267,454373605]],
+  ["Bruton Street",1,[454373627,2859818317,454373628,2859818316,454373626]],
+  ["Bruton Street",1,[454373626,2859813890,454373629,2859813891,454373630]],
+  ["Waterloo Place",1,[25607360,12433874894,12434390005,9385746153,2214979329]],
+  ["Regent Street",1,[4347870215,4347870212,881888130,2949076333,9398283722]],
+  ["Berkeley Square",1,[454373627,108244,454373630]],
+  ["Berkeley Street",1,[454373621,454373625,25257287,276502336]],
+  ["Duke of Wellington Place",1,[109577,1607421011]],
+  ["Oxford Street",0,[108239,4338871512,4338871509,4338867758,1684410034,4338867755,452231928,4338861587,12206855252,9371260470,1230997264,9371329938]],
+  ["Bishopsgate",0,[1014649631,11448987569,252729234,11448987570,11497204864]],
+  ["Aldwych",0,[7162259993,9041763103,7162238584,9041763102,9943558325,9943558326,7162259986]],
+  ["Aldwych",0,[7162259994,3140855396,7162259995]],
+  ["Strand",1,[7256395517,25378117]],
+  ["Whitehall",0,[256794572,4650621304,25504259,4650621305,4650621306]],
+  ["Aldwych",0,[7162259995,9021581848,9021581845,1140700574,9039488796,1140700492,2586635279,107697]],
+  ["Queen Victoria Street",1,[8336028515,2387207423]],
+  ["Hutton Street",0,[1617596606,13909781572,25472545]],
+  ["Old Bailey",0,[107685,7617785710,1726730354,4729448871,10241310756,4532363026,25481506,1236791504,13819801370,470727954]],
+  ["Old Bailey",1,[470727954,9197589363,6988528039,5207487900,109408]],
+  ["Bell Yard Mews",0,[9855995979,471421824,471421827]],
+  ["Bell Yard Mews",0,[471421843,471421833,11132560700,471421827,471421830]],
+  ["Newham's Row",0,[9980462280,9855995978,1170440759,471421843,471421848]],
+  ["Long Lane",0,[1158989439,25499947,802111421,287453535]],
+  ["Carter Lane",0,[1678452792,13817503057,7607080091,25504144,1678452793,747893184,7610670913,7610670919,10572178,25503880]],
+  ["Puddle Dock",1,[1828402774,5207476613,1828402771,1828402769]],
+  ["Angel Lane",0,[473219610,10543014357,10542989477,10543014340,1747873474]],
+  ["Wilton Road",1,[6893978764,108339]],
+  ["Bressenden Place",1,[108309,10855471,9597688948,1231977922]],
+  ["Victoria Street",0,[2138932167,4956548438,4952188715,25524255,6001480159,6001480158,7601278756,2138932180,108097,2138932181,7601278752,10559192943,109849,12248592608,25532306]],
+  ["Old Castle Street",0,[277915542,9612964531,520042692,1490928672,28419521,6293180763,1691122661]],
+  ["West Street",1,[13731397307,13731397308,1953893711,1953893710,488815520,452488948,12437341568,9523114862]],
+  ["Pitt's Head Mews",1,[109583,489796777,7082722643,109585]],
+  ["Eaton Row",0,[490256321,13169174860,490256327]],
+  ["Stacey Street",0,[490256481,25530036]],
+  ["Black Friars Lane",0,[10572180,4643337035]],
+  ["Marshall Street",0,[499350858,1496723557,25501340]],
+  ["Broadwick Street",0,[25473293,4721393038,25501289,11310267308,108072]],
+  ["Dyott Street",1,[26699565,6781639519,6781611345,6781611344,8016533312]],
+  ["Dodson Street",0,[566454203,25499127]],
+  ["Threadneedle Street",1,[107586,1312188768]],
+  ["York Road",1,[21392086,2140584593,21392087]],
+  ["Eaton Square",0,[104397,9659011808,9683547982,8899534245,8899534241,8899534239,12197627]],
+  ["Pickwick Street",0,[534944990,534944978]],
+  ["Flat Iron Square",1,[534966124,13170008166,7926832302,7926832300,3134099051]],
+  ["Parker Mews",0,[534993866,13819743261,534993848,534993850]],
+  ["Charing Cross",1,[25504189,1239525697,2390039432,2390039431,1239525729,1239525771,107773,3439409150,3439409149,1274040745]],
+  ["Charing Cross",1,[1274040745,3439409148]],
+  ["Regent Street",1,[9398213768,1663004185,8300179825,8300179824,8300179823,1188939774,2205124744,1322321579,2205127955,25257643]],
+  ["Charing Cross",1,[256794571,3439409151,2390005222,107770,1239525701,256794570]],
+  ["Charing Cross",1,[25504190,11342975354,1239525708,2726861270,26671717,3439409147,1239525667,3439409146,3439409143,3439409144,107774]],
+  ["Charing Cross",1,[107774,3439409145,25504189]],
+  ["Strand",1,[256794593,12990758177,256794594]],
+  ["Parliament Street",1,[1782020250,6327543549,2389980703]],
+  ["Whitehall",1,[25377946,12364602230,2389983771]],
+  ["Regent Street",1,[108055,2480891612,9791494]],
+  ["Charing Cross",1,[26671718,256794571]],
+  ["Addington Street",1,[2964510101,11548709377,11548709371,1953749529,1812793681,11548709056,1953721138,3252174111,3252174131]],
+  ["Shaftesbury Avenue",1,[25257643,9398106170,1322321619,2205124756,2205124752,1188983785]],
+  ["Haymarket",1,[26573670,9398094487,1637831207,1188939726,3439409121,1637831175]],
+  ["St. Katharine's Way",0,[28800648,13265591737,550299615]],
+  ["St George's Circus",1,[12353265,12353266,6880053736,3799757273]],
+  ["Aldwych",0,[281454959,3140855372]],
+  ["Mill Street",1,[559970239,5899350047,13165786673,289812243,130203294]],
+  ["St. Katharine's Way",0,[5710524224,6279902316,13018713864,12944244861,48757861]],
+  ["Borough High Street",0,[287442499,347415800,802111640,347414852,25473413,5832219362,1054486253,1093693929,347415624,4738129852,802111569,4738129856,4738129853,4738129861]],
+  ["Gracechurch Street",0,[30056277,25248124,25248125,1211381855,30078473,4077599544,5334625293]],
+  ["Westminster Bridge",0,[25507026,4084403507]],
+  ["Victoria Embankment",0,[3729004662,4084403495,8263150521,6868294592,346361417,7828821569,3729004656,25507025,4084403508,9931305336,469762514,1936062451]],
+  ["Borough High Street",1,[2862779753,2862779756,61098291]],
+  ["Prescot Street",1,[1590148308,585125026,2364381959]],
+  ["Minories",1,[585127354,4078858000]],
+  ["America Square",0,[585130362,9135848928,4777885222]],
+  ["",1,[585148380,4085387945]],
+  ["Cooper's Row",1,[13034382313,277337783,13034382312]],
+  ["Coopers Row",0,[585180151,6332695638,9135848921,9135848923,25475072]],
+  ["Farringdon Street",0,[338474265,21686572,21686574,9203541612,4208239642]],
+  ["High Timber Street",0,[109411,1536948487,11090390344,20626315]],
+  ["High Timber Street",1,[109412,11090583458,109734]],
+  ["Oxford Street",0,[108239,4338871514,4338871511,4587534719,4587534718,4338946820,4338930412,4338946821,4582907652,4582907653,4582907654]],
+  ["Regent Street",1,[25496587,2198870623]],
+  ["Westminster Bridge Road",1,[25510400,107746,5374013563,5374013572,1953749500,33674189]],
+  ["Oxford Street",0,[9791495,2417300881,4338973464,4631050246]],
+  ["Oxford Street",1,[25496587,107333]],
+  ["White Horse Street",1,[25257810,5936033550,25257811,2455848385,12313093941,1740277338,2455834444,25257813]],
+  ["Shepherd Street",0,[25257810,1115390852,881887809,25257793,25257794]],
+  ["Ufford Street",0,[24923184,1045151739,1045151492,2512940519,2512940505,24923186]],
+  ["Pilgrim Street",1,[25503841,1726730303,4630855205,4630855204,25471681,4630855202,4630855203,5207487897]],
+  ["Parliament Square",1,[9724856145,2525878189,610884803,610884810]],
+  ["Great George Street",1,[108094,10316978906,9931430267,13165761550,2525918337,4170423938]],
+  ["Great George Street",1,[610884816,740384608]],
+  ["The Mall",0,[603749192,6366384694,2684141453]],
+  ["Queens Gardens",0,[5481399655,12071490487,5481399656,12071434987,1270370721,3783277492,1936005018,3071003002,6366384697,2684141458,3783285274,108275]],
+  ["Constitution Hill",0,[1607421000,12071526820,6366384685,108287,4487890200]],
+  ["The Mall",0,[345881288,107777]],
+  ["Parliament Square",1,[1782020093,2525918322,1727529873,2525918302,1782020457,2525918315,108094]],
+  ["Cannon Street",1,[18468962,7926506530,9024139138,9024139144,13237314661,107641,7926506529,7926506525]],
+  ["Blackfriars Bridge",1,[419632303,2265065203,4034060017]],
+  ["Friday Street",0,[1938819301,11079664633,4866651969,7926554423,4866651962,18468966,12708529371,1311962130,18468962]],
+  ["Roupell Street",1,[25468769,622003574]],
+  ["Theed Street",0,[25468768,3062596144]],
+  ["Coleman Street",1,[21990631,9042025325]],
+  ["St Paul's Churchyard",0,[9024139146,1163954964]],
+  ["Newgate Street",1,[14065280571,14065280569,14052657456,11079475783,6369329166]],
+  ["Newgate Street",0,[14156267305,104319,2398924863]],
+  ["Queen Victoria Street",0,[18395811,8785441944,1725360097,1268892338]],
+  ["St Martin's Street",0,[6173732694,8785099043,13051668444,21665714]],
+  ["Pall Mall East",1,[339925031,3092290907,1239525737,3092290902,3092290901,3092290903,3092290905]],
+  ["Charing Cross",1,[26671719,25504190]],
+  ["Bedfordbury",0,[10574749,1156355062,5386345349,5386345350,5386341215,25544114,25544113,6173783036,452487859,6173783033]],
+  ["St Martin's Lane",1,[26582694,348894359,1729508660,25533578,12450391665,9344627617,12436931296,9344480909,25544115]],
+  ["Bow Street",0,[25471708,25533437,3054882693,5934126091,1678452794,2476805758,10948106563]],
+  ["Drury Lane",1,[25471712,2502903588,12437383418,9526094449,351788581]],
+  ["Russell Street",1,[25471086,9122362871,2453519182]],
+  ["Chancery Lane",1,[10572786,8785568224,1985084095]],
+  ["Carey Street",0,[21564825,5787555029,323256856,338569568,21583361,7847748057]],
+  ["Charing Cross Road",0,[107786,13556857159,1637789635,5364578859,10574748]],
+  ["Charing Cross Road",1,[21665719,21665720,12436861262,12436861226,107786]],
+  ["Charing Cross Road",0,[26582693,5364578860,1947257515,21665913,1102994231,107786]],
+  ["Lime Street",0,[1312454086,1547013698,5335245256]],
+  ["Vine Street",0,[9690878343,9135845214,25475417]],
+  ["Decima Street",0,[25499894,3059934945,471450607,12237868,10085893890,12346578552,102707299,8672797266,12346578551,9277783144,3059934941,287457766,3834650122]],
+  ["Bermondsey Street",0,[30180477,3834650115,3834650111,283218348,3834650109,3834650107,3834650105,3834650104,3059934939,3834650102,3834650101,108120]],
+  ["Great Dover Street",0,[25499960,11551762978,13822630,11551762977,25499002,25499765,1158990959,344601373,344601307,1158992507,5837702157,2148535521,13823624]],
+  ["Great Dover Street",0,[6802263380,6988558769,6988558773,5837702159,9803644612]],
+  ["Blackfriars Road",1,[9822268618,3096561773,7294710464,7294710461,6493227410,3930412558,8721842689,4421008554,4879371166]],
+  ["Victoria Street",1,[108312,2479460702,9064894384,1960905147,1231977737,108311]],
+  ["Southwark Bridge Road",0,[364296,7926832297,7926832299,7926832291]],
+  ["Tower Bridge Road",1,[16077129,6804165148,2149954565,8995383980,6448638573,6551935890]],
+  ["Southwark Street",0,[12238098,7593634534,7982698462,7982698464,4086354615,4484745566,4086354614,10989675998,11508516160]],
+  ["Southwark Bridge Road",0,[12238098,9681187724]],
+  ["Tower Bridge Road",1,[663645794,2149955546,7816613285,16077129]],
+  ["Duke's Place",1,[377490664,4210859292,5904585328]],
+  ["Creechurch Lane",0,[27459905,12643346541,9693971450,28418877]],
+  ["Quilp Street",0,[1853045382,9226543235,13170230019,12240162,762397186,9855995955,663885157]],
+  ["Gedling Place",0,[13567105380,286493181,286493182,9776167399,432445386]],
+  ["Abbey Street",0,[665849192,665849193]],
+  ["Abbey Street",0,[665849193,107561]],
+  ["Millstream Road",0,[665849210,10170299580,12772267201,665849211]],
+  ["Millstream Road",0,[665849211,286493213]],
+  ["Berkeley Square",1,[454373630,811961067,454373621]],
+  ["Magdalen Street",0,[285894132,10059891849]],
+  ["Babmaes Street",0,[26651413,11308361372,677445933,677445934,677445936]],
+  ["Yeoman's Yard",0,[680106607,680106610]],
+  ["Haymarket",1,[107802,9398094483]],
+  ["Charles II Street",0,[107816,12369243827,12369243855,12421784221,12369243826,9789818]],
+  ["Great Castle Street",1,[255564,12355693454,13052267587,13052267588,25472258]],
+  ["Crofts Street",0,[697037356,697037357,697037358,697037359]],
+  ["",1,[1536948536,11090583469,4866475737]],
+  ["Marshall Street",1,[2784682598,13169113063,13169113062,701600704,701608595,13169113056,11654503383,13169113057,734320209]],
+  ["Portugal Street",0,[4927544939,4927544940,4927544942,4927544944,20599921,3142630784]],
+  ["Birdcage Walk",1,[25507068,12905943681,10313555611,12905943680,10313555624,5481067701]],
+  ["Wilton Mews",0,[711568975,14211732572,7887168471]],
+  ["South Tenter Street",0,[28427715,9623985983,1590148313]],
+  ["Nelson Square",1,[25496664,12796594047,1080429937,1701265003,1080430140,25496665,9568915238,1080429761,1080430272,12796594046,25496666,1080429800,12796594045,1080429864,1080429893,12796594044,25496667]],
+  ["Lothbury",1,[10677374,2406484479,1721713677,9030121412,672061444,6985373981,1312188714]],
+  ["Dean Street",1,[734320238,11310505538,255576]],
+  ["Soho Street",0,[107324,12437701118,5877163201]],
+  ["Long Walk",1,[734956136,12677642674,14256056999,283207079]],
+  ["Monument Street",0,[109788,6166157035,24952267]],
+  ["Great George Street",1,[740384608,1782020514,9931430274,1782020363,12177511348,1782020250]],
+  ["Tower Bridge Road",0,[107565,451698283,12503307252,4457210894,5766990933,5207597180]],
+  ["Cooper's Row",0,[710521820,585200775,9694032608,20625800]],
+  ["New Globe Walk",0,[20955466,4972970387,7575125876,3130360455,7575125873,4972970388]],
+  ["Rose Alley",0,[762392882,762392896,11267116907,11267116908,11267116909]],
+  ["Dorrit Street",0,[762397202,762397186]],
+  ["Hulme Place",0,[762400731,12889067287,762400705]],
+  ["Upper Thames Street",1,[25161375,7911267692,7911231380,5141228834,5141216740,473219610,9072449309,1951372959,7824803501,7824803495]],
+  ["Fish Street Hill",0,[25544110,5340811717,1418752708,1312454029,1312453999,1312454090,1312454058,7911243863,4085783099,3887941013]],
+  ["Portland Mews",0,[771982848,26866992,771982865]],
+  ["Portland Mews",0,[771982865,4709189304]],
+  ["Tower Bridge Road",1,[663645791,7816613287,2149955548,663645794]],
+  ["Wardens Grove",0,[795894606,795894607,6258577502,14236090908,3134099060]],
+  ["Bittern Street",0,[795894609,14255850712,795894610,13363594491,13363594490,795894611,10131839375,762400076]],
+  ["Cluny Place",0,[797018578,13721012135,1958497936,13721012137,9855995973,797018573]],
+  ["Elim Street",0,[797018591,9008513572,797018585]],
+  ["Staining Lane",1,[25473201,1311961868,6871422362]],
+  ["Grosvenor Square",1,[21651906,1104363462,5973450496,462025253,25472182]],
+  ["Soho Square",1,[1694551553,25500997,107328,12674404590,12674404589,12674404591,107327,107326,12674404600,12674444303,12674444301,12674444302,107325,107324]],
+  ["Piccadilly",1,[469770511,2205080270]],
+  ["Wardour Street",1,[9512924,8300179841,497457752,3729362050,26699545,9512925]],
+  ["Wardour Street",1,[9512925,5597445966,5597443390,5597445970,13277236793,5597443391,25473424]],
+  ["Ontario Street",0,[2684327428,2684327436,13396392141,25472568,25472570,10973931255]],
+  ["Keyworth Street",0,[2684327428,6001787529,2684327425,6338845950]],
+  ["Lant Street",0,[826142423,11226706730,364300]],
+  ["Adelphi Terrace",1,[827333150,827333158]],
+  ["Strand",1,[109838,9515388,4059394510,9515387]],
+  ["Adelphi Terrace",1,[827333160,827333154]],
+  ["Adelphi Terrace",1,[827333158,827333160]],
+  ["Adelphi Terrace",1,[827333154,25476004]],
+  ["Pardoner Street",0,[25499899,12615491429,903651581,836910125]],
+  ["Pardoner Street",0,[836910134,836910138,836910142,10275812998,287453579]],
+  ["Frazier Street",0,[25499350,9356469976,4848599176]],
+  ["Clarges Street",0,[844784016,12313161743,1691133712]],
+  ["Grosvenor Gardens Mews North",0,[844881271,13196321445,844881265]],
+  ["Chester Square Mews",0,[844881300,13717658293,844881287]],
+  ["John Adam Street",1,[25476020,12416134557,12416176824,452514269]],
+  ["Strand",1,[9515387,109624,1947257511,25476047,2338578962,25476049,8592487212,2975783589]],
+  ["Eaton Square",1,[26607504,8899534244,3955285605,8899534240,12197627,8899534246,12197628]],
+  ["Amen Corner",0,[269547419,13906561723,4378043662,4378043661,12405258292,269547420]],
+  ["Grantham Place",0,[2654328051,2654328048,881887805,12253973274,881887804]],
+  ["Yarmouth Place",0,[881887806,881887808,5960571736,5960571735,12255901438,1938450848]],
+  ["Blue Anchor Yard",0,[881943976,8248192246,8248192244,881943980,881943981,881944005]],
+  ["Barnham Street",0,[415561023,12772267182,1535457202]],
+  ["Shand Street",1,[130202844,9855995984,285894133,340511370]],
+  ["Weller Street",0,[25497871,5926989034,25498446,5926996118,893505807]],
+  ["Great Suffolk Street",0,[276518,7958025223,7958025251,7958025239,25498699,12796711231,12796711230,25498385,12796711229,355591548]],
+  ["Weston Street",1,[893096846,12993904486,12993904487,12993904484,3059934947,7149988641,12993904480,32975392]],
+  ["Grange Road",0,[276491,2812830782]],
+  ["Crescent",0,[4777885221,8497605091,25473281,13810201875,903630659]],
+  ["Mint Street",0,[900611389,5926989036,1155202157,1155201987,1155201811,1155201473,9226543232,4953820190]],
+  ["Druid Street",1,[34216966,11508365121,451698279]],
+  ["St. Martin's Le Grand",0,[25497611,14158738095,4870281311,20965797]],
+  ["Grosvenor Gardens",1,[108349,14269401459,4840804456,14269401458,14269401456,4840780356]],
+  ["Holland Street",0,[25472687,12735256850,3215499183,275404292]],
+  ["Hopton Street",0,[319322395,12735256942,275404225,12735256862,3215499184,12735256936,12735256837,275404226,275404227]],
+  ["Wood Street",0,[109780,9856119640,316763559]],
+  ["Park Street",0,[963509435,963510000,25472850,4879389632,109739,12656778908,12656778909,12656778910,11511840853,25472805]],
+  ["Dolben Street",0,[25472331,3062596142,12629100023,12629100025,24923175]],
+  ["Dolben Street",0,[340301592,973853314]],
+  ["Stoney Street",0,[108856,762389582,3149455384,9960451061,762384036,7575576226]],
+  ["Trump Street",1,[28800689,5046314092,5046314091,13919461711]],
+  ["Wild Court",0,[14016082944,1375603966,13819745533,14017207475,14017207476]],
+  ["Aldermanbury",0,[250550174,1401908258,11081568981,28800661]],
+  ["Stamford Street",1,[107736,2372320981,2372320996,1696030875,2372320989,7903654476,914309999]],
+  ["Stamford Street",1,[4076643814,1678452728]],
+  ["Lime Street",0,[471488472,13817263076,1550763620]],
+  ["Ludgate Hill",0,[5880188045,8373690834]],
+  ["Parliament Square",1,[1782020044,1660509194,2525918307]],
+  ["Brick Street",1,[361242661,2455831124,2455831121,2455831123,25257815]],
+  ["Old Park Lane",1,[109579,12253973300,3147915545,881887804,3147915583,3147915599,3147915601,76465603]],
+  ["Old Park Lane",0,[76465603,14231538413,3147915617]],
+  ["Grosvenor Place",1,[1016037856,4840780354,1016023571,2198691217,1016037831,2314788150,2314788166]],
+  ["Hobart Place",1,[1016037841,2314788134,14268858628,1016037850,1016037815]],
+  ["Upper Ground",1,[3183951947,6229140904,6951294117,6951294113,1707216902,11752069341,11752069340]],
+  ["",0,[1039761165,4899503411,6638565967,264781904,11245463644,1039760495,1039761059,11245446080,1039761372]],
+  ["",0,[1039760426,10177435835,10177435836,1039761372,1039760079,1039760648,1039761056,1039761504,1039760270]],
+  ["",1,[20959078,2521663299]],
+  ["Piccadilly Underpass",1,[1096185933,7892559286,1695310847,1695310849,7892559285,20959072,1961922514,1961922395,7892559287,5394516924,1961922307,20959076,1961940034,1695310853,1961922324,1961940060,1961922250,20959078]],
+  ["Piccadilly Underpass",1,[20959080,7892504584,20959077,1961922399,1961922319,1695310846,1961922309,1695310829,1695310826,1961922502,1961922317,20959075,7892504583,1695310844,1961922430,1695310845,1961922368,20959073,1695310832,1096185936]],
+  ["St. Katharine's Way",0,[8992741631,8992741640,2527703263]],
+  ["Russell Street",0,[25471086,4967033606,4967033601,25471729,12397224565,4967033604,9475518]],
+  ["Berkeley Square",1,[454373625,1098524641,1098524632,454373623]],
+  ["Berkeley Street",0,[276502336,2455902709,2455900071,25257319]],
+  ["Berkeley Square",1,[454373624,42359320,454373604]],
+  ["Berkeley Street",1,[276502336,1098524688,1098524645,1098524644,2455905481,1098524686,1098524649,454373624]],
+  ["Shaftesbury Avenue",0,[107792,1103212841,8474252682,13578418100]],
+  ["Shaftesbury Avenue",0,[107805,8300251850,5877184122,8300179843,401501661,8300179844,2767561431,2767571255,1102996994]],
+  ["Ayres Street",1,[352925504,25497930,25473410,534961578,4797226031,12239369,13395987819,534966128]],
+  ["Tabard Street",1,[60007209,5220719455]],
+  ["Bear Lane",0,[287438190,9558963380,9558963381,25472333,5207546643,12782421794,25472334]],
+  ["St George Street",1,[25256828,13344543329,452209558,6250359412]],
+  ["St George Street",1,[1122301113,3069482724,3069482726,1122301110,3069487440]],
+  ["Tower Bridge",0,[8994515127,3715555228]],
+  ["Great Suffolk Street",1,[24923175,24923176,25473218]],
+  ["Thomas Doyle Street",0,[25499117,2482918398,12628281673,12628281671,25472962]],
+  ["Carmelite Street",1,[25473004,4665353662,5146127859,1617596505,4697288390,9921830491,4696545402,367102039]],
+  ["Wood Street",0,[25632860,11079475727,9856119634,373402354]],
+  ["Northumberland Avenue",1,[1139318724,2726738171,11771778224,1139318692]],
+  ["Northumberland Avenue",1,[1645813888,1139318726,4709924030,1602135997]],
+  ["Upper Thames Street",1,[25067268,25067269,25067307,6967585842,7824747305,25161373]],
+  ["Pilgrim Street",0,[25503845,10572179]],
+  ["Crosswall",0,[8579240308,8579240307,14141854347,25475328]],
+  ["India Street",0,[25475561,9690878337,9856119627,25475419]],
+  ["Carlisle Lane",1,[12976108583,1844769500]],
+  ["Virgil Street",1,[25473451,1156344171]],
+  ["Virgil Street",1,[1156344171,13654068004,9248870238,13654068006,25473420]],
+  ["Carlisle Lane",1,[3247619588,10059948053]],
+  ["Centaur Street",1,[25473449,11272922688,2547407956,9259984717,25473446]],
+  ["Upper Marsh",1,[22240627,11524834257,11524834258,6807421002,4707372267,4707372269,33674187,22240621]],
+  ["Upper Marsh",1,[22240621,11272929119]],
+  ["Station Approach Road",1,[10970902256,3247619668,25510314,3247619674,25510316,3247619708]],
+  ["Kingsway",1,[1159244857,455705618]],
+  ["Middle Temple Lane",1,[4697525030,26374229]],
+  ["Bread Street",1,[109785,9514602152,5973627687]],
+  ["Star Place",0,[1163274726,13807594983,8360237198,1163274755,1412299966,1163274756,1163274757,1163274769,1163274773,1163274782,278275098]],
+  ["Mermaid Court",0,[1165071052,10176420248,1165435019,25472871]],
+  ["",0,[283207075,1174653830]],
+  ["Haven Way",0,[5127209554,13718729426,1175879165]],
+  ["Falconberg Mews",0,[21665080,13859546213,9775220678,21665026]],
+  ["Bush Lane",0,[1186508405,12905496422,25067473,12905496429,25067476,1951616322,11097085160,25161360]],
+  ["Great Peter Street",0,[1334631049,9622522990,9622522989,25378086,108102,25532587,12231899131,108101,1960764362,25378077,25378078,1283446645,25498867,8668154392,3167400036,12231736559,24973090]],
+  ["New Bridge Street",1,[5177397823,419632306,419632303]],
+  ["Cannon Street",0,[8336028509,1771426165,1707790052,7223709669]],
+  ["Victoria Street",1,[1231977922,2530436353,1231977732,1231977883,1231977903]],
+  ["",1,[1231982785,6893996018,6893996017,9210528883,1231982776,1231982778,3668281339,1231982762,1231982775,6893978758]],
+  ["Buckingham Palace Road",1,[1232048350,1232048735,2213529585,1232048301,1232048601,983839050]],
+  ["Carlisle Lane",0,[25473402,9116928230,25471792]],
+  ["Waterloo Road",0,[6277683849,6277683852]],
+  ["Upper Thames Street",1,[262078536,3267461752,3267461747,1678452760,4085767992,4085767980,9684083967,2620105428]],
+  ["London Bridge",1,[1249708435,3240063180,3240063173,572027212,3240063167,108857]],
+  ["London Bridge",1,[1249708436,6167831576,3240063186,247957682]],
+  ["Grange Road",0,[3834650092,12503166171,287239156,4443917518,287238993,3059934938,276491]],
+  ["Tower Bridge Road",0,[108120,3834650106,10597848623,3834650108,104354236]],
+  ["Camomile Street",1,[27459120,1014803714,9080098313,9080098312,9080098306,9080098307,27459116]],
+  ["Distaff Lane",0,[3704225374,11081871463]],
+  ["Greencoat Place",0,[24973084,1269558021,1269558035,108319,12231899141,108318]],
+  ["Northumberland Avenue",1,[3439409148,4766203723,3807436630]],
+  ["Farringdon Street",0,[21392276,4156336279,2293833763,237908]],
+  ["Cheapside",0,[104322,1684511838,7836164763,25161368,7836164764]],
+  ["",0,[1283446664,11505322220,1283446665,1283446666,12231899130,1283446668,1283446669,1283446670,1283446671,1283446672,1283446673,1283446674,1283446675,1283446665]],
+  ["",0,[1283446676,1283446672]],
+  ["",0,[1283446718,1283446717]],
+  ["Austin Friars Square",0,[1310663631,12394542631,250327037]],
+  ["Grosvenor Gardens",1,[109712,2314788147,1016037815]],
+  ["Charing Cross Road",0,[8474252678,6319600650,107823,392132821]],
+  ["St Helen's Place",0,[251892353,12757113487,5925626141]],
+  ["Thirleby Road",0,[1334476163,4956548429,12231899171,1334476656]],
+  ["Thirleby Road",0,[1334476656,25306041,4956548424,1269558033,25306042,1269558014,25306043,4471750995,25277075]],
+  ["Stonecutter Street",0,[6828921211,21392278,13904498002,21563788,5907366887]],
+  ["Shoe Lane",0,[25495542,1832052008,13919704416,338472562,1938953379,1832227893,25495543,1832227886,13827360525,6828931875,11903396765,6828921209,6828921211]],
+  ["Wood Street",1,[5046314043,5046314041,5046314042,25632860]],
+  ["New Change",0,[1054045407,1311961991,24951856,1215563870,4860803961,10978869504,3644748774,4922952362,107647,441958992,441958990,4860803960,1835356021]],
+  ["Lower Thames Street",1,[1556097092,7911282822,4169714270,8675201264,1556097326,1590088452,1561071644,10306429310,25265080,7911243858,4166634962,2059790748]],
+  ["Queen Elizabeth Street",1,[269863064,6997852333,269863069,269863067]],
+  ["Queen Elizabeth Street",0,[269863067,12773123777,14159344204,14159344205,276499]],
+  ["Dean Street",0,[21665577,11310575868,9512935]],
+  ["Borough High Street",0,[276507,9226543196,6024546180,6024546179,12889067270,4857938767]],
+  ["Great Guildford Street",0,[9024578467,25473381,25497468,25497820,25496760]],
+  ["Southwark Bridge Road",0,[1032038493,9306782432,25497814,9306782431,10979293537,9306779189,4953820201,9306782430,10979293538]],
+  ["Southwark Bridge Road",0,[276518,7958025224,7958025213,7958025240]],
+  ["Upper Ground",0,[25472854,10273185921,805304370,10273185912,1617512826,8667963577,10278399432,13806663602,13806663603,1617512828]],
+  ["Marshall Street",1,[108072,2784682613,2784682598]],
+  ["Bow Street",0,[452486137,12437194575,25471708]],
+  ["Downing Street",0,[12621356048,12633733445,12363585137,9088753581,1782020321]],
+  ["Old Palace Yard",0,[11529786727,11529786726]],
+  ["Whites Grounds",0,[102706830,9855995982,368369192,10278927307,12346578581,102706829,12346578579,12346578580,102706827,8023584164,368369191,102706825,3027185737,10024718602]],
+  ["Tower Bridge Road",0,[1534825174,11508365123,11508365122,12772934577]],
+  ["Brunswick Court",0,[102706712,8154501997,1534827224]],
+  ["Brunswick Court",0,[1534827224,13726939470,283068686]],
+  ["Shand Street",1,[1535457177,12772267178,12772267181,12772267180,12772267179]],
+  ["Shand Street",1,[340511370,1535457177]],
+  ["Barnham Street",0,[1535457202,340512132]],
+  ["High Timber Street",0,[1536948578,109412]],
+  ["Upper Thames Street",1,[1536948612,1852996954,25264998,2504847039,25264997,13807806692,20955170]],
+  ["Upper Thames Street",1,[1536948646,20626301,11824463956]],
+  ["Puddle Dock",1,[1828402758,10539648209,13812694669,1536948605]],
+  ["Upper Thames Street",1,[1536948529,7824803493,5146186590,7824803492,1536948431]],
+  ["High Timber Street",1,[1572551227,1536948517]],
+  ["Upper Thames Street",0,[1536948541,10542989463,109737,24952269,5104314264,7824803495]],
+  ["High Timber Street",1,[1536948631,7572522540,1572551227]],
+  ["High Timber Street",0,[1536948618,109411]],
+  ["Upper Thames Street",1,[1536948431,7824803500,7824803490,5146186589,1536948646]],
+  ["Upper Thames Street",1,[11824463957,14268240295,6967585841,25505634,25505685,2504822135,6509584413,109734,1536948608]],
+  ["Upper Thames Street",1,[1536948608,1536948612]],
+  ["",1,[1536948536,7572522547,1536948652,7572522585,7572522566,20626312]],
+  ["Upper Thames Street",1,[1536948581,1536948622]],
+  ["Castle Baynard Street",1,[4089236236,4166634964]],
+  ["High Timber Street",1,[1536948517,1536948578]],
+  ["Victoria Embankment",0,[1537623265,1537623283]],
+  ["Victoria Embankment",0,[1537623283,4174199995,1936084669]],
+  ["Mincing Lane",1,[9694096799,13020862829,1547013653,1547013563,1547013694,1547013621,1547013567,1547013688,9856119630,1547013672]],
+  ["Rood Lane",1,[1547013730,13020896307,13020896306,3272782446,3272782432,3272782429,1547013738,9856119631,13020896309,13020896308,1547013589]],
+  ["Cullum Street",1,[1547013655,4402629177,4402594986]],
+  ["Cullum Street",0,[1547013760,8785024514,1547013655]],
+  ["Fenchurch Place",1,[1547392865,13379043672,4920098350,1547392848,1547392818,1547392728,1547392894,1547392764,1547392951,1547392914,1547393025,1547392771]],
+  ["London Street",0,[1547013592,1547392927,1547392771]],
+  ["Fenchurch Avenue",0,[11016582308,1550763764,1547013711,4847781268]],
+  ["Lower Thames Street",1,[1556097245,1951372909,5189042550,1556097222,1556097431]],
+  ["Lower Thames Street",0,[1556097337,13827184012,1556097148,6918421513,6918421504,6918421512,6918421503,1556097245]],
+  ["Savage Gardens",0,[585201189,8579276918,1561411330]],
+  ["Trinity Square",0,[2952717602,2952717601]],
+  ["Abingdon Street",0,[14274902993,4666019929,14275075857,14274902992]],
+  ["Whitehall Court",0,[109634,5341902060,1587616057,1587616049,1587616056,1587616047]],
+  ["Whitehall Place",0,[873549204,2620430673,2620430674,2725915865,12409563540,4897627184,2725915874]],
+  ["Whitehall Court",1,[1587616047,4897627188,12409466126,8916255]],
+  ["Alie Street",1,[12526850255,12526850236,12526850239]],
+  ["North Tenter Street",1,[1590148322,1590148323,12526850206,1590148324,13953603131,1590148327,12526850205,1590148329,1590148333,1590148334,28427675]],
+  ["St Mark Street",0,[1590148337,12526850249,12526850213,1590148336,1590148329,1590148326,1590148321,1590148317,28427715]],
+  ["Scarborough Street",1,[1590148315,1590148316,10279055475,10279075326,14140885399,1590148317]],
+  ["West Tenter Street",0,[1590148309,12529152053,12529152048,1590148310,13654696046,1590148313]],
+  ["West Tenter Street",1,[1590148313,1590148314,1590148315,1590148320,28427696,1590148322]],
+  ["White Kennett Street",0,[28418929,3984132034,4244498868,249679343]],
+  ["Tallis Street",0,[25473004,1617647896]],
+  ["Bruton Lane",0,[13015722468,454373610,25531274,25531269,13015737165]],
+  ["Constitution Hill",1,[1607421000,4969430026,1607420999,2090193531,109609]],
+  ["Union Street",1,[25473412,11193429859,10278399486,10985009729,25473406,4797454173,1783426099,12239370,10278399487,14255850719,4738129849,12889145544,10597830222]],
+  ["Holles Street",1,[9791495,12374170296,4571696063]],
+  ["Old Cavendish Street",0,[1611125269,12334788045,1611125259]],
+  ["New Square",0,[3140855379,8785568250,13909559280,338576378]],
+  ["Agar Street",1,[1614846616,10884027697,12431511908,13063094550,1614846675]],
+  ["Bedford Street",0,[1614846683,1614846678]],
+  ["Chandos Place",0,[10574749,10884027696,10884027698,12288947946,9344625086,9344625087,12177122246,9344625085,25544119]],
+  ["Tavistock Street",0,[1614846711,6282772557,1614846702]],
+  ["Arne Street",1,[1614926348,9139042544,5404152924,1614926342,12652441894,9139042539,12437351999,2444571509,1614926340]],
+  ["Kean Street",1,[1614926341,12397172969,1614926339,1614926338,1614926323,1614926322,12397224548,6283479982,1614926320]],
+  ["Lincoln's Inn Fields",0,[3140855387,7162609186,13565582699,7969246322,12324775166,8785560411,9475520]],
+  ["Sardinia Street",0,[3140855387,9620045673,9620045694,704139941,12396662320,3895422567]],
+  ["Drury Lane",1,[1614978560,438170530,2512940590,25470388,2502928027,4356572320,12422012440,107828]],
+  ["Endell Street",1,[1115431348,1616122247,7223638135,1616122245,1616122244,1616122241,1616122237]],
+  ["Endell Street",1,[5404152138,9450319837]],
+  ["Endell Street",1,[452486520,9450319843,12437551181,9450319836]],
+  ["Shelton Street",1,[1616122145,5404153140,12437551178,2450730396,9523141307,371564817,1843386487]],
+  ["Shelton Street",1,[1616122145,9523141309,5404151677,12652441892,12652441891,1614926348]],
+  ["Broadwall",1,[7039932114,9855995917,1617512847,1617512831,304994979,10278399439,1617512827,1617512825,9855995907,21392100]],
+  ["Coin Street",0,[1617512826,9855995915,21392094,915006324,914309987,915006434,1617512819]],
+  ["Coin Street",0,[1707216608,1707216612,1707216616,5483342898,1707216620,11231042040,14231810923,1617512815]],
+  ["John Carpenter Street",0,[1617532092,1617532091,1617532089]],
+  ["Carmelite Street",0,[1617596591,4665353645,4665353644,25473004]],
+  ["Dorset Rise",0,[1617596627,1617596621,1617596616,1617596615,1617596606,10891766063,14160127745,1617596593]],
+  ["Salisbury Court",-1,[8373623781,13007457374,13909277679,1617596669]],
+  ["Salisbury Court",0,[1617596669,1617596659,1617596646,1617596627]],
+  ["Whitefriars Street",0,[8373728533,25473048,1617596607,25472379]],
+  ["Bouverie Street",1,[8373690845,8373690846,1617647944,8373728530]],
+  ["Lombard Lane",0,[1617647931,321255907,7271474849,25472324]],
+  ["Pleydell Street",0,[1617647944,12728570431,25472324]],
+  ["Temple Avenue",0,[1617647900,1617647898,4665352264,4665352262,1617647896,4115887296]],
+  ["Temple Lane",0,[1617647934,12728578176,1617647931,1617647928,12728578181,1617647924,4675822100,4675822097,4675822093,1617647919]],
+  ["Marshalsea Road",0,[9226543239,10979279074,25497870,1853045382,9226543234,4953820188,9226543233,4953820190,9226543231,9226543246,9226543230,9226543229,25497837,106238624,5220776407,352928523]],
+  ["Spur Road",0,[1237957481,1641773647,1641773661,1641773579]],
+  ["Spur Road",0,[264835731,10970899283,25542510,264835729,25542509,25542508,1641796177]],
+  ["Lower Marsh",0,[1237957495,9317944701,1641773513,264835732]],
+  ["Tower Bridge",0,[3715555372,3715555306]],
+  ["Tower Bridge",0,[3715555228,3715555161]],
+  ["Tower Bridge",0,[3715555306,8994515127]],
+  ["Tower Bridge",0,[3715555161,8994515128,1658899367,4411935957]],
+  ["St. Margaret Street",0,[2969213179,107761,1531297392]],
+  ["St. Margaret Street",1,[1840646958,2525903424,1782020433,9913723051,2525903420,2968827494,1269206848]],
+  ["Park Street",0,[7575125808,247957833,7575592726,762392882,1662606944,7575592694,1662606935]],
+  ["Lower Belgrave Street",1,[14269424941,14269424936,14269424940,14269424939]],
+  ["Lower Belgrave Street",1,[12197628,18129885,1715223165,14269424943]],
+  ["Grosvenor Gardens",1,[4844728863,4844728857,1960905159]],
+  ["Roupell Street",0,[622003574,1664288158,1664288170,3062596146,1664288171]],
+  ["Strand",1,[1106056850,2184965485,1106056883]],
+  ["The Mall",0,[686339678,8281125782,3783436255,2620932404,12484905034,8907854836,1737601113,7246243175,7246321391,9855564979,26630783]],
+  ["Cannon Street",1,[2387207426,9021498664,2387207425]],
+  ["Lime Street",0,[3145798533,471488469]],
+  ["Lime Street",0,[1678283247,6218501713,6218501746,6470264536,1678283244,5342236733,1678283242,1678283238,3145798533]],
+  ["Addle Hill",0,[1678452793,7607077361,13817503027,7610670906,1678452791,7610670892,7610670876,1678452789,1678452788]],
+  ["Blackfriars Road",1,[11747681613,914314594,7294710460,7294710457,7294710473,1678452727]],
+  ["Blackfriars Road",1,[1678452727,7294710448,7294710449,7294710458,11747681614]],
+  ["Godliman Street",0,[1678452797,8785457867,13817503061,1678452792]],
+  ["Endell Street",0,[452486132,3085005036,2450730397,2444571508,3085005037,452486137]],
+  ["New Row",0,[1678452778,12431716830,1678452776,6173783039]],
+  ["St Martin's Lane",1,[5932959891,9522532110,5932959890,3085004818]],
+  ["Seven Dials",1,[1678452823,2265298885,2265298881,1678452820,2265298888,2265298887,1678452813,9576726797,1678452811,2265298886,1678452807]],
+  ["St Paul's Churchyard",0,[9024139149,1793420652,3497483291,14160299517]],
+  ["St Martin's Place",1,[5444227620,1678452739,1678452740,9579008283,1947257514,1678452741,1637789608]],
+  ["St Martin's Place",1,[1678452745,1678452744,9196481954,1678452747,1678452749,1678452743,25544115]],
+  ["William IV Street",0,[1678452742,1104386138,25544119]],
+  ["Tower Hill",1,[61097508,2621689321,1683542663]],
+  ["Tower Hill",1,[61097508,2621689320,1684125317,61097509,1684125318,1684125320,61097510,4098680811]],
+  ["Mansell Street",1,[11080506980,11080506982,2164230370,26406626,8433471329]],
+  ["Tower Bridge Approach",0,[1683542642,11889353780,2164217320,4078858003,3819569458,3819569459]],
+  ["Tower Hill",1,[1683542663,1951242850,2164245378,7246513961,4085387946]],
+  ["",1,[1683542640,2164217308,2164217310,1683542668]],
+  ["East Smithfield",0,[1683542662,12200014,13082822337]],
+  ["",1,[1683542640,1833109090]],
+  ["Tower Bridge Approach",1,[1683542642,697037368,1683628506]],
+  ["Tower Hill",1,[1833109090,8433471324,8433471322,61097508]],
+  ["Mansell Street",1,[2164232713,1683687591,13082822338,697037385]],
+  ["Chapel Place",0,[1684410040,5166628481,1684410052,12912252506,12334788064,1684410068]],
+  ["Great Castle Street",1,[13052267589,12355512219,13052267591,1684410079]],
+  ["Henrietta Place",0,[1684410054,1947324490,5166628488,1684410058]],
+  ["Henrietta Place",1,[1684410068,5166630292,1684410064,5166628484,5166628483]],
+  ["Henrietta Place",0,[5166628483,1684410058]],
+  ["John Prince's Street",1,[1684410075,13052267590,4631050248]],
+  ["Market Place",1,[13012007076,12840206980,1684410080,1684410081,1684410083,1684410084]],
+  ["Marylebone Lane",0,[1684410041,1684410042,1684410047,1684410045]],
+  ["Marylebone Lane",0,[1684410036,1684410038,12912252523,1684410045]],
+  ["Marylebone Lane",1,[1684410050,1684410056,1684410072,6220567443,6220567441,1684410082,1684410085,2409838587,1666324146]],
+  ["Vere Street",1,[1684410058,13820367319,1787464408,1684410043,1684410037,4338871513,108239]],
+  ["Henrietta Place",1,[1684410068,5166628486,11815936205,1684410073]],
+  ["Arundel Street",0,[107697,2586635280,9039488794,9021581850,25737266,6139961783,5532720347,10996213587]],
+  ["Clarges Street",1,[1691133712,12313161746,1691133707,5925666943,12313093957,1691133703]],
+  ["Alie Street",0,[424624,12534736513,5221453690,4617424213,3190213592,3190213593,2038021424,18055093]],
+  ["Goulston Street",0,[28419519,1490928716,7900865559,299519074]],
+  ["Whitechapel High Street",0,[6110191185,249559884]],
+  ["York Road",1,[3298636319,1958044137]],
+  ["Stamford Street",1,[1696030873,2372320986,2372320974,2372320975,2372321001,770549936]],
+  ["Stamford Street",0,[109753,7580376911,7580376908,7580376900,1617512815,4407679618,4407679619,14231810921]],
+  ["Strand",0,[1697772135,6863550496,2586614735,2586635284]],
+  ["Burbage Close",0,[1703261712,10176420341,10176420342,10176420343,10176420344,1703261794,13717956529,10176420339,1703261755]],
+  ["Burbage Close",0,[1703261720,12346288140,12346288139,13717958903,1703261721,12346288138,1703261740]],
+  ["Clarges Mews",0,[1706915455,844784005,12313161772,844784016,12313161774,844784017]],
+  ["Hatfields",0,[1707216642,9855995906,1707216673,1707216697,1707216715,13806074925,1707216789]],
+  ["Rennie Street",0,[1707216902,1707216776,10278399458,9855995911,14231810928,14231810933]],
+  ["Upper Ground",0,[1707216789,7039932117,1707216787,11752069337,7039932114]],
+  ["Apothecary Street",0,[1707790067,4650375504,1707790064,4650375508]],
+  ["Bride Lane",1,[4822267109,21563489,4719617974,13909759541,1707790085,4822267107,1707790074]],
+  ["Pilgrim Street",0,[1707790076,12844339573,1707790077]],
+  ["Pilgrim Street",0,[4643337044,25503845]],
+  ["Watergate",1,[1707790024,8620105242,8620105243]],
+  ["King's Arms Yard",0,[1719422038,9856119639,21990628,9030155750,9030155751,21990632]],
+  ["Trinity Square",0,[2952717602,7266383147,2528483735]],
+  ["Commercial Street",0,[277915541,2809376940,3850327661,3850327662,2520859749]],
+  ["Great Guildford Street",0,[2072686040,7593651008,7593651007,2072686045,6258577501,4721335504,25473390,3134099060,25473389]],
+  ["Bankside",0,[6173629165,1978710202,1738062784,1779037874,1779037872,1779037873,3218457923,1738062791,1738062787,3130360448,1779037869,1738062789,13108827465]],
+  ["Station Approach Road",1,[3247619715,3247619714,3247619713,3247619698,1105872442,3247619691,3247619671,3247619670,3247619663,25510315,10970902256]],
+  ["Lambeth Palace Road",0,[25472219,5973556488]],
+  ["Davies Street",0,[10853970022,8046654060,8046654062,8046654056,1104363484,6648647322,12387263339,25256295,8046654055,811961032]],
+  ["Lombard Court",0,[5218844445,24950065,5227220845]],
+  ["Parliament Square",1,[1782020044,13165696733,13720403400,1782020022,6327543544,2525918320]],
+  ["Victoria Embankment",1,[107751,1782019933,1782019832]],
+  ["Horse Guards Avenue",1,[2389991902,2389991910,2389991895,2389991904,2389991909,2389991899,25377946]],
+  ["Rolls Buildings",0,[1816038226,13919695544,1938953377,12650827111,1985084100,9856119619,1816038230]],
+  ["Blackfriars Road",0,[25472326,4859130048,12782469754]],
+  ["Blackfriars Road",0,[353279867,4859130049,25472326]],
+  ["Tooley Street",1,[130202875,418493179]],
+  ["Tooley Street",0,[277031996,9371519575,5219047474,368369088]],
+  ["Tooley Street",0,[10825871321,264524315,8385470991]],
+  ["Upper Thames Street",1,[367091632,1828402755,1828402756,20955167,20955169]],
+  ["Mill Street",1,[32975899,7243924591,271005179,7147728672,13384423034,13384423035,35112960,11762773214,10979402347,432445610,130203234,7701929448]],
+  ["St. Martin's Le Grand",1,[14052657449,373364228,373364225,20965797]],
+  ["Upper Thames Street",1,[11824463956,1990694638,7824747297,6967585840,7824747300]],
+  ["East Tenter Street",1,[28427675,1838942848,1838942843,1590148319,12553814623,28427713]],
+  ["Black Horse Court",0,[10023127807,13172923524,9855995960,10177435889,13823624]],
+  ["Great George Street",1,[740384608,1782020400,2663242360]],
+  ["Ludgate Broadway",0,[10572179,12844339583,25503851,12844339580,4630855193,10572180]],
+  ["Centaur Street",1,[11272922710,25473449]],
+  ["Carlisle Lane",1,[25510383,11007931476,11272922724]],
+  ["Half Moon Street",1,[9966771331,1850153099,12255907152,14231514091,25257306]],
+  ["Kennett Wharf Lane",0,[1852996734,25505653]],
+  ["Kennett Wharf Lane",0,[1852996856,1852996734]],
+  ["Little Trinity Lane",1,[25067267,25066687,1852997088,11084641685,11084641684,4866591373]],
+  ["Queenhithe",0,[1536948474,1852996875]],
+  ["",0,[1536948536,1852996954]],
+  ["Victoria Embankment",1,[4166662878,6868293535,4696544885]],
+  ["Blackfriars Passage",1,[1955520879,12805924819,1813794712,10539068605,10539068596]],
+  ["Southwark Bridge Road",0,[24923388,2485088790,24923390]],
+  ["Great Suffolk Street",0,[629543834,7958025217,7958025218]],
+  ["Cleveland Row",0,[1930510928,8044471842,12408206721,2214979331,2214979337,2214979327,25607129,8044483385,25607102,25607100]],
+  ["Strand Underpass",1,[1881001588,2184963112,1953686419,2184961951]],
+  ["Waterloo Place",1,[2214979329,12434390015,3439409107,6329186472,3439409106,454543585,9398115365,9398115370,9398115367,107816]],
+  ["",1,[1270370717,1936005009,3783271273,1936005011,3783271280,1936005015,610896454]],
+  ["Victoria Embankment",0,[1936084669,1139318724]],
+  ["St. James's Street",1,[677445939,1938580025,1938580015]],
+  ["St. James's Street",0,[677445939,26591531,6914171272,8044483399,108080]],
+  ["Queen Victoria Street",0,[470729237,1655418222]],
+  ["Puddle Dock",1,[473265708,13848830228,1938819299,9684083992,5207476619,1938819302,10309472553]],
+  ["Cornhill",1,[1312188886,2218344498,1939558664,10660049649,2218344505]],
+  ["Lombard Street",0,[1939558650,2218362310,1939558651]],
+  ["Lombard Street",0,[2961557,5925584204,1939558647,1939558648,1939558649]],
+  ["Princes Street",0,[1939558697,10660433979,1939558667]],
+  ["Queen Victoria Street",1,[1312264600,10603058337]],
+  ["Shad Thames",0,[6978426620,35110310]],
+  ["Dockhead",1,[271005176,8998013253,35112745]],
+  ["Minories",1,[4832472797,9135848937,9135848938,2364387947,1951242856,1951242857]],
+  ["Goodman's Yard",1,[9683581480,680069471,680069483]],
+  ["Eastcheap",1,[1951616276,5473273376,1951616261]],
+  ["Eastcheap",1,[1951616261,14143295575,1951616231,107627]],
+  ["Gracechurch Street",0,[25532384,5238587994,4077599543,4077599545,5238587992,5227220846,6463234329,7797731341,7797731343,2793874522,109414]],
+  ["Gracechurch Street",1,[25532384,13810673626,1951616319]],
+  ["Gracechurch Street",1,[1951616268,2378843909,7745051680,1951616236,1951616234,3153656030]],
+  ["Eastcheap",1,[1782714747,1951616278,1951616276]],
+  ["Gracechurch Street",1,[1782714747,1951616291,107628]],
+  ["Lambeth Palace Road",1,[25510400,1953749503,2684185944]],
+  ["Westminster Bridge Road",1,[2255163079,5374121236,4973611644,4973611645,11548709060,25510400]],
+  ["Guildable Manor Street",1,[2862779730,2862779734,2862779738,2862779741,2862779744,2862779746,2862779747,2862779750,2862779752,25473487,25473486,2862779751,2862779748]],
+  ["Portugal Street",1,[3142630784,8785568259,8785568249,3140855378]],
+  ["Victoria Street",0,[4956548432,10597860971,4956548427,4111159906,13860035679,4111159907,4952188714,4956548436,1232048576,108299]],
+  ["Mint Street",0,[352925507,9306779209,5926989033,25497871]],
+  ["Northumberland Alley",1,[9690974263,9690974265,1312471189]],
+  ["Dowgate Hill",1,[25067398,5141625621,5141625625,5141625630,25067400,11097085180,6369361797,5141625703,107637]],
+  ["Three Oak Lane",1,[269496901,7147744801,6551867261,8996573318,6997870675,269574711,269496900]],
+  ["Bell Wharf Lane",0,[11824463954,1990694638,13233802416,11097242568]],
+  ["Burbage Close",0,[1999870966,10275812948,13717958846,12346288142,12346288141,264781852,1999870962,264781853,1703261720,264781856,12346288136,12346288137,1703261740,1703261712,10176420340,10176420345,1703261755,1703261753,10176420348,1703261748,264781858]],
+  ["Burbage Close",0,[1999870962,1999870958,1999870964,13717958858,12346288142]],
+  ["Parliament Square",1,[740384613,4084450214]],
+  ["Piccadilly Circus",1,[1813223023,4347899437]],
+  ["Oxford Street",1,[9521029,6827965357,9521031,6827965354,2047806118,2414133930,2047806098,4581297847]],
+  ["Spring Gardens",0,[25507047,12409656707,12647131920,25507048,12990758182,12990758181,12990758180,10266793049,2058516821,12990758178,12990758179,5034506822,26630792]],
+  ["Parliament Square",1,[1782020000,9724856144,4650621317,1782020093]],
+  ["Parliament Square",1,[1782020429,4643340312,9724856143]],
+  ["Lambeth Road",1,[2059768444,8947442146,6022813718]],
+  ["St George's Road",1,[364274,3328901241]],
+  ["Lambeth Road",1,[6022813718,2932500915,2932500935,6022813717,13002576676]],
+  ["St George's Road",1,[2059768440,6022813728,6022813720]],
+  ["Newington Causeway",0,[9289142894,364290]],
+  ["Lower Thames Street",1,[2059790748,13288223807,9977377684]],
+  ["Upper Thames Street",0,[7911267687,10543014386]],
+  ["Arthur Street",0,[4085783105,25161375]],
+  ["King William Street",1,[107632,7926686252]],
+  ["Fish Street Hill",1,[25265077,2059790748]],
+  ["Great Suffolk Street",1,[892515996,892515994,24923171,4903954853,25496763,24923170,2512940529,2512940514,24923169]],
+  ["Henrietta Place",1,[12705668678,8843558773,12334788058,12334788062,1611125269,1684410068]],
+  ["Henrietta Place",0,[1684410054,12356053980,1684410050]],
+  ["New Bond Street",1,[108245,3456413138,108247]],
+  ["Puddle Dock",1,[472346838,473265708]],
+  ["Stamford Street",0,[21392100,277675368,13931130138]],
+  ["Pilgrimage Street",1,[1703297545,3823665767]],
+  ["Mount Street",0,[1104363447,25473596,8046654052,8046654053,1163913426,1960949702,25473616,25473344,6794188292]],
+  ["Davies Street",0,[21651907,12390657191,8382510204,8382510201,25256612,12382720960,8382510213,8382510207,12382720957,25256623]],
+  ["Southwark Street",1,[9900821913,353279836,9900821914,9900821912]],
+  ["Piccadilly",1,[25507240,1961939955,1961922498,1961922253,109580,76465624]],
+  ["Duke of Wellington Place",1,[109609,4084339586,4969429720,469760890,779562765]],
+  ["Carting Lane",0,[25474666,2092250094,25474751]],
+  ["",0,[1782020321,345836137]],
+  ["Strand",1,[7283808383,7283823186,7283808384,107715,7283823188,7283808382,7283823190,109838]],
+  ["Strand",1,[2105659653,1106056876,1947257513,1614846605,1106056861,1106056847,3189218645,1106056866,1106056855,469780726,4059394511,1947276620,1106056858,4350208170,1106056846,1106056878,1106056863]],
+  ["Strand",1,[1106056863,8123195929,14268260599,7737133469]],
+  ["Waterloo Bridge",1,[12699055589,8781118020]],
+  ["Lancaster Place",1,[8781183819,2184965488]],
+  ["Waterloo Bridge",1,[1881001588,8781118021,12699055600]],
+  ["Lancaster Place",1,[2105667816,3764074088,4082282109,3764074072]],
+  ["Waterloo Bridge",1,[1630605982,3519058521,12699055588]],
+  ["Waterloo Bridge",1,[12699055588,2105690380,8742067136]],
+  ["Buckingham Palace Road",0,[983839050,7203581981,983839003]],
+  ["Bressenden Place",1,[1231977922,1231977734,2530436349,1231977675,2530436345,108308]],
+  ["Spur Road",1,[108286,1784656260,1270370717]],
+  ["Spur Road",1,[610896454,6366384689,1936005006,5142050229,5481067699]],
+  ["Queens Gardens",1,[1270370717,13306699635,3071003000,5142050240]],
+  ["Davies Street",0,[11052055761,25256616,12206855238,11052055756,13819976821,13819976820,11052055754,7049006680,12912252532,12912252540,25256615,12912252535,8382510210,12374215167,25256623]],
+  ["Gilbert Street",1,[108258,12912252579,12912252576,25472648,25472651,12362081642,108257]],
+  ["Weighhouse Street",1,[25256616,11052055755,11052058517,12912252580,11052058518,108258]],
+  ["Tudor Street",0,[1617647901,4661317155,1617647900]],
+  ["Lower Thames Street",1,[763372884,7911243861,25265077]],
+  ["Bennet's Hill",0,[10541894056,1828402763,25505618,1828402762,25505643,25505593,13246279768,25505630,10541894085]],
+  ["Winchester Square",0,[5971826850,2142831180]],
+  ["Davies Street",0,[300501011,1230997225,4338861690,2271422636,12206855247,12912252541,12912252552,7049006677,11052055761]],
+  ["Stratford Place",0,[9371329938,1230997445,11596538340,300501017]],
+  ["Oxford Street",0,[300501011,1230997573,9371260469,4338861691,4587534720,25532836,4338843137,1230997633,9791503]],
+  ["East Smithfield",1,[2164223197,11104144379,2164223192,2164223195]],
+  ["East Smithfield",1,[1683542662,2164223188,1951309358,8974669209,11080506977,2164223197]],
+  ["East Smithfield",1,[2164223197,1683628509,2164223196,2164217306,8433471325,1683542640]],
+  ["Tower Bridge Approach",1,[1683542668,1683542644,2164217315,1683542642]],
+  ["East Smithfield",1,[2164223195,2164223194,2164223193,2164223189,2164223186,2164223187,1683542668]],
+  ["St. Katharine's Way",0,[2164226798,2509062976,1683443778]],
+  ["St. Katharine's Way",1,[1683542668,2164226807,2164226804,2164226796,2164226814,2164226793,1683443778]],
+  ["East Smithfield",1,[697037385,1683443774,2164217317,2164223190,1951309359,2164223191,2164223198,1683542662]],
+  ["Mansell Street",1,[2164230371,1736725620,2164230369,9678523004,2164230368]],
+  ["Mansell Street",1,[8574881474,1683542635,2164230986,11080506979,11080506981]],
+  ["Lower Grosvenor Place",1,[2314788166,6648902959,25507332]],
+  ["",1,[32925453,6277683853,1696027883,107738]],
+  ["Waterloo Road",0,[2512307384,2512307392,2512307394,24923379]],
+  ["Queen Street Place",1,[1782727992,7824747308,7824747302,11824463957]],
+  ["Warwick Row",0,[108305,14145173252,13169144532,6169637661]],
+  ["Swan Street",1,[25498991,11338961883,11338961882,5264915977]],
+  ["Lancaster Place",1,[1938953360,469773614]],
+  ["Strand Underpass",1,[2184961951,281454947]],
+  ["Strand",1,[1106056883,7932870888,107716]],
+  ["Neal Street",0,[25522907,12437702495,12437702500,1694551549]],
+  ["Lower Grosvenor Place",1,[1232048350,2213529577,1232048419,108292]],
+  ["Grosvenor Place",0,[9698077953,469760893,9698077947]],
+  ["Cavendish Square",1,[2409834398,1611125318,2409834404,2409834412,1611125278,1611125276,12705668675,12705668676,12705668677,12705668678]],
+  ["Regent Street",1,[9782181429,2198840149,9045666432]],
+  ["Regent Street",1,[2198870641,2198870630]],
+  ["Regent Street",1,[2047806082,25496587]],
+  ["Regent Street",1,[2198870623,9045666434]],
+  ["Regent Street",1,[13001216164,2480891616,2047806121,4629852538]],
+  ["Oxford Street",1,[2047806084,2198881218,8421658424,2414133927,2198870628]],
+  ["Regent Street",1,[2198870632,107333]],
+  ["Great Portland Street",1,[2047806084,255566]],
+  ["Oxford Street",1,[25501940,108053,4581297848]],
+  ["Oxford Street",1,[255566,25501940]],
+  ["Regent Street",1,[2198870645,2198870637]],
+  ["Cavendish Square",1,[9791496,12705668679,12705668678]],
+  ["Regent Street",1,[2047806108,2480890185,2047806113,2480891617,2047806092]],
+  ["Oxford Street",1,[2198870645,2047806082]],
+  ["Long Lane",0,[5220719428,12796398943,5220719463]],
+  ["Piccadilly",1,[2205080270,1961939997,1961940000,1961939927,2205077780,2205077779,109577]],
+  ["Haymarket",1,[26573670,9398094486,1637831214,1938580046,3439409112,3439409113,26630839]],
+  ["Buckingham Palace Road",1,[2213529569,25507334]],
+  ["Bressenden Place",1,[108305,108306,1960931518,1232048817,1960931516,108307,6001325291,13622983206,108309]],
+  ["Dering Street",0,[14204677379,25257026,12912260603,1122297466]],
+  ["Piccadilly",1,[10585220722,2214952985,2215475640,2214954341,25257616]],
+  ["Shaftesbury Avenue",0,[1188983785,5364578870,13346540421]],
+  ["Pall Mall",1,[1598214602,12369243830]],
+  ["Waterloo Place",1,[4580163090,9398115369,9398115371,4580163089,3439409104,6329186471,454543632,12434390010,9385746152,107796]],
+  ["Pall Mall",1,[2214979344,8044471846,2214979330,2214979328,2214979326]],
+  ["Pall Mall",1,[6914164836,2214979336,2214979343,2214979350,8044471843,1930510928]],
+  ["Pall Mall",1,[6914164833,1737601164,2214979344]],
+  ["Carlton Gardens",0,[2214979335,12431753332,12433875904,25607361]],
+  ["",1,[2214979344,2214979345,2214979342,2214979349]],
+  ["St. James's Street",0,[26591532,108081,12431845080,26591530,26591535,12431836169,6914171275]],
+  ["Pall Mall",1,[107796,6914179453,4347914534,2214988206,2214988215,2214988209,2214988212,9398094489,1637831175]],
+  ["",1,[1637831175,109625]],
+  ["Pall Mall",1,[1637831175,26630839]],
+  ["Piccadilly",1,[11707733694,2215475643,2215475637,2215475645,109631]],
+  ["Duke Street St James's",1,[25257616,12427777445,12398127722,9789819,12427744262,4209492990,2622783492,26591527,4170421482,13826562595,9789806]],
+  ["Piccadilly",1,[10585191079,26652140,25257618,8964604712]],
+  ["Dover Street",1,[2215490963,12398050094,2934851413,5234920579,25257321,2934804729,13053216308,13053216311,25257284]],
+  ["Piccadilly",1,[2215490967,6914210786,2215490965,2215490963,2215503568]],
+  ["Piccadilly",1,[25257402,2215490959,2215498449,6914210787,11707689030]],
+  ["Piccadilly",1,[2215490966,2215490962,25257402]],
+  ["St. James's Street",1,[6914171275,6914171267,6914171266,12427744215,26591536]],
+  ["St. James's Street",1,[11707733695,2215502651,11707733696]],
+  ["Albemarle Street",1,[2215490966,108085]],
+  ["Pepper Street",0,[25496831,13728282007,9583379634,25497469,9486331921,9486331922,9486331920,25496832]],
+  ["Trinity Street",0,[33175018,25499001]],
+  ["Rockingham Street",0,[264781905,3379282702]],
+  ["Marshalsea Road",1,[5220776401,5220776403]],
+  ["Borough High Street",0,[12238562,264781816,762400705,6024546590,6024546589,9226543204,6024546588,276507]],
+  ["Borough High Street",1,[2217388387,2217388390,2217388380,2217388385,12796398964,5220776403]],
+  ["Borough High Street",1,[25497966,2217388413,2217388404,5220776408]],
+  ["Great Dover Street",1,[25500014,2217388417,2217388366,5220719448]],
+  ["Great Dover Street",1,[2217388364,2217388378,25500014]],
+  ["Marshalsea Road",1,[352928523,2217388383,2217388394,12796398962,5220776402]],
+  ["Long Lane",1,[2217412073,2217388368,5220719451,5220719428]],
+  ["Great Dover Street",1,[2217412069,5220719457,2217388398,5220719456]],
+  ["Long Lane",1,[2217412069,12796398942,2217412070,2217412068,12796398941,2217412073]],
+  ["Mansion House Street",0,[10660049646,1939558667]],
+  ["Wilton Road",1,[108339,2239252414,1231977760,9064894385,108311]],
+  ["Newgate Street",0,[11223688555,2241962700,14077929287]],
+  ["Mercer Street",1,[9522826232,12908955431,2450755718]],
+  ["Coventry Street",1,[2205117785,2205127953,2205117795,8300179822,1938580060,107815,8300179821,4347899047,1227938940,12973469100,11309776203]],
+  ["Buckingham Palace Road",1,[2213529567,2213529569]],
+  ["Mansell Street",1,[9393044831,8429225410,9816814016]],
+  ["Mansell Street",1,[870276101,2364379981,2364371182,2364378224,1864047134]],
+  ["John Prince's Street",1,[1684410086,12351954510,4631050247]],
+  ["Hanover Street",1,[2047806108,108054]],
+  ["Borough High Street",1,[13648664579,13648664578,13648664577,13648664576]],
+  ["London Bridge Street",1,[1978270758,2862779753]],
+  ["Gracechurch Street",1,[1951616319,1951616295,1951616292,5473273433,1951616287,1951616276]],
+  ["Westminster Bridge Road",1,[12698908844,4112540071,3070670617]],
+  ["Westminster Bridge",0,[8544994499,2263260231]],
+  ["Puddle Dock",1,[13848830223,472346838]],
+  ["Puddle Dock",1,[1828402767,3876713343,10539589701,1828402759,1828402758]],
+  ["Puddle Dock",1,[12390992813,1828402767]],
+  ["New Bridge Street",1,[5177397822,6951230826,1214922426,5177397828]],
+  ["Shorts Gardens",1,[9523147938,10273185919,1857940093,438170636,9523147939]],
+  ["Shelton Street",1,[1616122139,9522495258,25736633,5420953859]],
+  ["Earlham Street",1,[2265306459,9522495256,9523147943]],
+  ["Shelton Street",1,[21554364,2450755717]],
+  ["Aldgate High Street",0,[295977520,8429795032,8429795035]],
+  ["Whitehall",1,[9306709751,4650621307]],
+  ["Northumberland Avenue",0,[25504200,107769]],
+  ["London Bridge Street",1,[2862779704,11551750818,292176216,2862779703,2862779702,1534830302,25473483]],
+  ["Terminus Place",1,[108342,13720036635,1231982773]],
+  ["Whitechapel High Street",1,[2282305627,2282295841]],
+  ["Horse Guards Avenue",0,[8916255,1602135896]],
+  ["Northumberland Avenue",1,[1139318692,10979651333,2725915866,2725915874]],
+  ["St. Katharine's Way",0,[2303235621,2303235620]],
+  ["Hobart Place",1,[1016037841,6648902960,14268858629,14268858630,2314788162,109712]],
+  ["Buckingham Palace Road",1,[108341,1231977687]],
+  ["Grosvenor Gardens",1,[2314796043,4577496257,9815137591]],
+  ["Belvedere Road",0,[590146512,12486830496,12952984313,1646077134,12486895143,12354831]],
+  ["Waterloo Bridge",1,[1953721171,914309874,469785645,3497406877]],
+  ["Waterloo Bridge",1,[751735372,1630605982]],
+  ["Old Seacoal Lane",0,[25509525,9201323564,2343269909,9856119623,21392276]],
+  ["Webber Street",1,[4099667494,9225604046,33673001]],
+  ["Waverton Street",0,[2356521711,2356521708,12256222942,2356521706,12256222968,2356521679,25257996]],
+  ["Blackfriars Bridge",1,[367100073,1214922421,2140432704]],
+  ["Blackfriars Bridge",1,[2140432704,5177410511,455705562,4034060018]],
+  ["Blackfriars Bridge",1,[419632906,8620272571,4034060007]],
+  ["Blackfriars Bridge",1,[2140506294,4096485377,4879371165]],
+  ["Minories",1,[1990912115,107615,2364371186,2364384492,1155552319]],
+  ["Mansell Street",1,[1864047135,1951242860,107613,585124778]],
+  ["Prescot Street",1,[2364389871,1233371229,1233371215,1233371203,1590148311,12529200671]],
+  ["Minories",1,[1951242857,2364384490,1990912106,1155552319]],
+  ["Goodman's Yard",1,[107614,2364378222]],
+  ["",1,[107736,2372320967,2372320983,1953721168,2372320993,770549936]],
+  ["",1,[770549936,107737]],
+  ["",1,[25468776,32925453]],
+  ["Waterloo Bridge",1,[25472941,13728876998,2372325404,2372325403,107735]],
+  ["York Road",1,[178824119,2620260725,1696027875,25468777,21392086]],
+  ["Waterloo Road",1,[6277683849,6800909318,1232213823,7903654474,2152588469,6800909317,32925453]],
+  ["Duke's Place",1,[377490677,1233350848,2872699894]],
+  ["Queen Victoria Street",1,[8336028512,2387194156,8336028513]],
+  ["Queen Street",0,[2387194148,25161347,7836155866]],
+  ["Queen Victoria Street",1,[2387194128,2387194131,12905378691,1401926435]],
+  ["Queen Street",0,[2387194128,2387194126,2387194127,9781190365]],
+  ["Queen Victoria Street",1,[1782728999,1311962016,11733338214]],
+  ["Cannon Street",1,[6369390690,6369390696]],
+  ["Cannon Street",1,[2387207425,1938819317,6369390690]],
+  ["Threadneedle Street",0,[10677377,7636163631]],
+  ["Queen Victoria Street",0,[2387226309,8807429664,24950097,9024139130]],
+  ["Queen Victoria Street",1,[1939558655,2218362306,1312264600]],
+  ["Parliament Street",1,[7828821582,8263001007,10439632926,1782020107,107762,25507038]],
+  ["Parliament Street",1,[2389980701,469786533,469786531,1782019992]],
+  ["Whitehall",1,[2389980687,1782020517,2389980707,540653733]],
+  ["Whitehall",1,[2389980697,1782020321]],
+  ["Derby Gate",0,[25507038,10439632959,10439632958,25507040]],
+  ["Whitehall",1,[2389980694,2389983774,2389983772,13637643469,469772106]],
+  ["Whitehall",1,[2389983776,2389983770,13173344786,2389983773]],
+  ["King Charles Street",0,[1782020193,1394485220,5287535089]],
+  ["Whitehall",1,[2389983771,2389986332,2389986334,4707225202,469772108,2389986336,13637643468,469772110,8263001002]],
+  ["Horse Guards Avenue",1,[25377946,5289839775,2389991917,2389991915,13167426524,2389991907]],
+  ["Horse Guards Avenue",0,[2389991907,5742335191,11899038171,4650621308,25377895,2389991892,8916255]],
+  ["Horse Guards Avenue",1,[2389991908,13173338747,2389991894,2389991901,5289839774,2389991911,12364602230]],
+  ["Whitehall Place",0,[109633,109634,4897627187,873549204]],
+  ["Whitehall",1,[11740678157,2390008567,452515765]],
+  ["Whitehall",1,[2389991891,2390005956,1538931290,11740678156]],
+  ["Great Scotland Yard",0,[25504262,25504421,1139318696,7004389764,3399223683,7004389763,12409575625,107769]],
+  ["Whitehall",1,[1139318714,256794566,107763]],
+  ["Great Scotland Yard",0,[1139318714,5290536464,1139318698,25504262]],
+  ["Parliament Street",1,[1782020193,8263001010,1782020519,1782020027,540653726]],
+  ["Parliament Street",1,[25507038,469786537,10363909460]],
+  ["Whitehall",1,[1782020321,8263001011,2389980694]],
+  ["Whitehall",1,[345836137,8263001008,2389980687]],
+  ["Charing Cross",1,[25504191,1239525671,1239525734,9966768677,26671719]],
+  ["Trafalgar Square",1,[2390036493,256794592,2390036505,256794593]],
+  ["Strand",1,[256794594,1274040747,1274040745]],
+  ["Lothbury",0,[18469132,2642878569,12799881575,18469130,1312264618]],
+  ["Lothbury",1,[1312188714,2406484453,2406484452,2406484454,2406484455,2406484460,10677374]],
+  ["Wimpole Street",1,[1684410073,5166628487,2409836866,12700528184,2409836868,1667203511]],
+  ["Great Marlborough Street",0,[2047806092,2480891605,2480891609,25473399,2480897574]],
+  ["Bermondsey Street",1,[102706830,1167771490,283071372,340511656,340511594,11158650054,471421599,1167771414,368369166,1167771561,471421529]],
+  ["Wardour Street",1,[9521022,11310119503,4710971306,2425140532,2425141032,108062]],
+  ["Regent Street",1,[2047806092,2047806097,2047806126,4347805230,4347844152]],
+  ["Hanover Square",1,[3069487479,3069487483,6250359413]],
+  ["Pall Mall",1,[9789821,8044471849,878030001,2214979334,2214979323,2214979349]],
+  ["Piccadilly",1,[6266808742,6266808746,6266808741]],
+  ["Piccadilly",1,[109631,2215472141,25257617,6266808745]],
+  ["Borough Road",1,[12353265,12957319561,6880053737,6880053734]],
+  ["Newington Causeway",1,[2684369336,2684369324]],
+  ["Oxford Street",1,[9045696930,464790871,2198870625]],
+  ["Oxford Street",1,[2047806082,2198870618]],
+  ["Oxford Street",0,[4631050246,4629852536,12339511672]],
+  ["Regent Street",1,[2198870630,2047806082]],
+  ["Oxford Street",1,[2198870618,2047806131,9045696930]],
+  ["Oxford Street",1,[2198870626,25496587]],
+  ["Oxford Street",1,[2198870639,2198881217,691084099,255566]],
+  ["Oxford Street",1,[2198870628,2198870645]],
+  ["Charing Cross Road",0,[392132821,2414156537]],
+  ["Cornwall Road",0,[25468771,25472469,1309025289,5483342897,11202513534]],
+  ["Weston Street",0,[240033285,10275812978,368369232,32975850]],
+  ["St. Thomas Street",1,[240033282,14264332445]],
+  ["Duke of Wellington Place",1,[1607421011,3975120214,1235889286,4084339583,2090193532,109609]],
+  ["Marylebone Lane",0,[1684410041,1684410048]],
+  ["Marylebone Lane",0,[1684410045,12912252530,1684410048]],
+  ["Weighhouse Street",1,[108258,12374215184,12362081616,108260,12362081609,2121825775,12362081606,11052058519,108259]],
+  ["Davies Street",0,[10853970021,6250284709,25257070,25256330,8382510202,8382510203,2215209036,21651907]],
+  ["Carlos Place",0,[25472192,14268638290,8046654080,25256277,25473292,1104363473,3494149197,8046654077,25256280,8046654078,8046654051,1104363447]],
+  ["Charles Street",0,[25257302,2356521667,2356521669,2356521673,2356521681,25257297,7289779111]],
+  ["Queen Street",1,[862398887,2441107359,2441107355,2441107354,2441107349,2441107350]],
+  ["Curzon Street",1,[862398887,862398925,5646834501,2441107358]],
+  ["Queen Street",1,[2441107350,862398942,3476508188,1706915442,2356521686,12313161735,2356521688,7289779109]],
+  ["Waverton Street",0,[25257996,2356521671,659653085,25257992]],
+  ["Victoria Embankment",1,[1782019832,6868294593,4084403502,1936062451]],
+  ["Temple Place",1,[25533217,25533215,7256310878]],
+  ["Kingsway",1,[108899,3140855390,6782360180,396093936,14031342631]],
+  ["Moor Street",1,[21665118,9175677563,11751416132,9175677564]],
+  ["Shelton Street",1,[1843386487,1616122139]],
+  ["Mercer Street",1,[9523055881,2450755716]],
+  ["Shelton Street",1,[2450755717,12908955433,1953893718,3192197695,1953893715,25533292,452488960,12908955437,9523114859,452488961,13728826636,9523114860]],
+  ["Shelton Street",1,[2450755719,21554364]],
+  ["Mercer Street",1,[2450755718,12437341618,9576726795]],
+  ["Russell Street",0,[2453519185,8785713167,109836]],
+  ["Bedford Street",0,[1678452778,1938580066,1843385996,8237269897,8237269896,8237269895,25544123,9512908]],
+  ["Russell Street",1,[2453519182,9122362870,9122362903,109836]],
+  ["Shaftesbury Avenue",0,[21665581,5364578867,9781556850]],
+  ["Shaftesbury Avenue",0,[107806,5877184121]],
+  ["Brick Street",1,[1938450848,2455814670,2581327442,2581327451,25257808]],
+  ["Brick Street",1,[25257815,12253936649,1938450848]],
+  ["Piccadilly",1,[25257815,25257813,2455837686,2455837683,9966771329,812249620,9966771331,9966771322,9966771320]],
+  ["Piccadilly",1,[6250236321,6250236322,2455834442]],
+  ["Berkeley Square",1,[454373605,5359107393,811960937,2215364475,25257275,6648647326,8046654058,8046654059,8046654057,6648647325,25256296]],
+  ["Berkeley Square",1,[454373604,2796999089,454373608,2796999090,454373605]],
+  ["Piccadilly",0,[1943470348,6342530975,5357377736,1905896407,3895219723,12279370563,292903531,5357377735,5357377738,11707689031]],
+  ["Berkeley Street",1,[25257319,5357377733,5234909713,5234920572,454212857,109619]],
+  ["Tower Hill",1,[8433471330,1683568323,8433471323,11080506980]],
+  ["Tower Bridge Approach",1,[1683628506,697037361,2509063672,107574,1833109090]],
+  ["Webber Row",0,[25499043,12834041591,25499127]],
+  ["Tufton Street",0,[25378089,25534422,25534434,14145173232,25378036,14145173231,13720033729,25378037,3639771166,3639771168,3639771172,3639771170,3639771164,25378047]],
+  ["St George's Road",1,[25472584,12650902436,12650902435,264341506,5424175762,8936977833,5424175763,6493298376,61334099,12967233769]],
+  ["Storey's Gate",0,[8916277,5273528338,25532308,5273528323]],
+  ["Storey's Gate",0,[2621444704,5826128670,12198622,1727529867,5273528348,1727529868,2623162725,8916277]],
+  ["West Square",1,[25472577,10181018039,6491174860,2467649383,14252943136,2467649384]],
+  ["Strand",1,[1106056856,3326326774,3326326775,1497135187,2338578968,2338578984,2105659653]],
+  ["Westminster Bridge Road",1,[8952591226,9129270778,4417481746,8952591227]],
+  ["Westminster Bridge Road",1,[2488356504,8947501076,4892316663,4892316679,3799757265]],
+  ["Grosvenor Gardens",1,[1016037815,1016037856]],
+  ["Belvedere Road",0,[538090949,6795774946,1646306110,6074519071,1646306119,1646306122,10680799473,6074519069,25472682,1646306164]],
+  ["Regent Street",1,[9791494,2480891601,2480891602,108054]],
+  ["Regent Street",1,[2047806106,2480891608,2480891599,2047806134,2047806095,2480891611,2047806108]],
+  ["Great Marlborough Street",0,[2480897574,9791492,1947324488,10983242420,10983242421,9791491,21665965,4702603652,4702603654,9521025]],
+  ["Beak Street",1,[25473408,11329900021,25475478,25473556,734320209]],
+  ["Newington Causeway",0,[4839279233,364290]],
+  ["Southwark Bridge Road",1,[2485090657,13171845427,5874648405,9784202011,5874644802]],
+  ["Abbots Lane",0,[2490342443,12656513602,11691559278,2490342451,2490342448]],
+  ["Austin Friars",0,[8868001104,1312188845,1312188988,1312188883,1312188704,1312188797,1312188722,354886082,250549670,250327037]],
+  ["Westminster Bridge Road",0,[264836658,6280097545,5424175767,5424175766,6280097547,264837596,9356469983,9356469984,6143363879,6367876329]],
+  ["Westminster Bridge Road",1,[96620008,12957086878,96620006,25499034]],
+  ["Station Approach Road",1,[25509694,11548709386,3247619717,1953749521,3247619715]],
+  ["Wardour Street",1,[9791153,11310119495,9521022]],
+  ["Great Suffolk Street",0,[355591548,2496761490,25498271,9226453988,2496761484,25498986,6024546182]],
+  ["Disney Street",0,[762398163,4966360482,13727897163,762398167,25498056]],
+  ["Charing Cross Road",0,[6319600651,10693880899,21665589]],
+  ["Mansell Street",1,[2502545024,9393044844,26406624,1990912102,8031777579,107576]],
+  ["Mansell Street",1,[2509054119,4078858002,9690732284]],
+  ["St. Katharine's Way",1,[1683443778,2164226811,2164226809,2164227332,2164226802,1736725622,11104144383,11080506976,11104144382,11104144381,11104144380,2164223197]],
+  ["Waterloo Road",0,[2512307381,2512307393,2512307389]],
+  ["Waterloo Road",0,[2512307389,25499383]],
+  ["Waterloo Road",0,[2512309117,13098033265,2512309115]],
+  ["Waterloo Road",0,[2512309115,10263401068,4417283502,4417283503,2512307381]],
+  ["Upper Ground",0,[25472466,915410142,914309942]],
+  ["Duke's Place",1,[27460439,9080123627,377490677]],
+  ["Houndsditch",1,[27331469,7644741345]],
+  ["Mitre Street",1,[429346251,9693971448,11528399086,5816743950]],
+  ["Tower Bridge Road",0,[34216966,1534825174]],
+  ["Commercial Street",0,[2520859749,7556825542]],
+  ["",1,[2521663299,1371467355,2205060059,1938264050,6250236321]],
+  ["Piccadilly",1,[6250236319,2205077782,469770510,2205077781,469770512,469770511]],
+  ["Piccadilly",1,[361242661,9966771318,812249676,109576]],
+  ["Parliament Square",1,[2525918307,1782020465,1782020262,1782020000]],
+  ["Great George Street",1,[2525878184,4310096904,740384613]],
+  ["Parliament Street",1,[2525918292,2663242358]],
+  ["Parliament Street",1,[2389980703,2389980701]],
+  ["Broad Sanctuary",1,[2525918305,108106,1782020000]],
+  ["Broad Sanctuary",1,[2525918320,1782019990,1782020104,2621444710,1782020184,2621444706,1493486682,1935967478]],
+  ["Tower Bridge Approach",0,[8992741667,8994515125]],
+  ["Lower Grosvenor Place",1,[25507332,109715,2314796039,2314796042,25507331,1232048350]],
+  ["Grosvenor Place",0,[2527760562,1016037856]],
+  ["Grosvenor Place",1,[14231052049,728177198,14231052031,12197724,14231052047]],
+  ["St. Katharine's Way",0,[12941349658,12777056511,12941349746,107571]],
+  ["St. Katharine's Way",0,[12944244853,2534788015,2530785510,5986846179,12941349658]],
+  ["Lambeth Road",0,[158863955,2339619326,3314367620,5425497682,12967233768]],
+  ["Waterloo Road",0,[25499052,25499043,11551992778,2453363731,11551992777,4417481748,4417481747,25499103]],
+  ["Hart Street",1,[1312471255,1312471226,25497603,1547657140]],
+  ["Lower Thames Street",1,[1556097431,1556097217,1556097092]],
+  ["Broadwick Street",0,[108073,25473293]],
+  ["Cosser Street",0,[25472169,25472170,9356867319,7926974710,11920054918]],
+  ["Kingsway",1,[3895422567,3895412044,108899]],
+  ["Great Queen Street",0,[2441993346,2441993358,2441993340,2441993343,2441993353,727447379,4967033602,1947276625,10273185926,1947276628,1947276630,10273185930,9475528]],
+  ["Drury Lane",1,[25470680,13355224,2502928026,25470694,1614978560]],
+  ["Gilbert Street",1,[11052025772,12374215186,108258]],
+  ["Stamford Street",1,[1696030874,7903654473,1696030873]],
+  ["Stamford Street",1,[914309999,7903654477,1696030874]],
+  ["Down Street",0,[25257808,1025502802,12253936641,2455834439,6250236322]],
+  ["Chamber Street",0,[2582165142,9619940369,9659774629,1118532816,9659774628,8429270429,9576830014,8429270430]],
+  ["Chamber Street",0,[659515186,262573347,2582165143,2582165134,2582165135,2582165136,2582165138,2582165142]],
+  ["Victoria Embankment",1,[1936062451,4084403497,1936062447,2525924505,6868294589,25507026]],
+  ["Victoria Embankment",1,[367102039,1617532085,12954099421,1617532073,3265436678,3265436680,1617532087,1617532088,3265436686,1617532090]],
+  ["Strand",1,[2586621166,1938953375,6863503653,12728578200,2586635296]],
+  ["Strand",0,[107708,25533150,4431563564,12175409189,2586635292,9039488797,2586635275,107697]],
+  ["",1,[1953721170,2372320998,32925455,1696027884,2372320990,2372321000,107735]],
+  ["Exeter Street",1,[1106056846,107715]],
+  ["Great George Street",0,[2620430621,10316716467,2620430622,2620430624]],
+  ["Great George Street",0,[25632144,10316716441,2657981515,2620430621]],
+  ["Horse Guards Road",1,[2620430672,6366384699,2620430670,2670610655,2620430624]],
+  ["Broad Sanctuary",1,[2621444676,2621463167]],
+  ["Broad Sanctuary",1,[2621444668,2621538469,11702649765]],
+  ["Tothill Street",0,[12248592612,9704337866,2621444704]],
+  ["Victoria Street",1,[2621444656,2621448720,12793590704,12793590705,2621448723,2621444668]],
+  ["Victoria Street",1,[2621444666,2621448721,2621448717,2621444656]],
+  ["Baylis Road",1,[2623963000,6366316086,6400434433]],
+  ["The Cut",0,[2623968683,2623963018,5896933794,364282]],
+  ["Waterloo Road",1,[5245754266,2623963014]],
+  ["Waterloo Road",1,[2623962998,9753635860,2623968673,2623968676,5245754266]],
+  ["Waterloo Road",1,[2623968696,2623968693,2623968690,11733884377]],
+  ["Sandell Street",1,[266325426,4356518410,2482745460,3560401448,12957112295,8706403568,12979792683,6474240023]],
+  ["Waterloo Road",0,[2623975693,4356518413,4356518411,2623975685,3560401454]],
+  ["Waterloo Road",1,[2623975699,25472893]],
+  ["Waterloo Road",1,[2623975702,4356513553,3050541348,2623975698,2623975694]],
+  ["Waterloo Road",0,[2623975694,25510321]],
+  ["Hamilton Place",1,[25257857,2646395491,2646395489,12253988113,2646399882,14231538414,14231538415,2646395490,2646395495,734894090]],
+  ["Hamilton Place",1,[25257857,1961922531,1961922357,76465624]],
+  ["Hamilton Place",1,[734894090,2646395496,2646395494,3147915554,3147910628,3147910619,12253988112,2646395492,2646395493,25257857]],
+  ["Hamilton Place",1,[76465509,2646399883,2646399887,2646399891,2646399885,25257857]],
+  ["Great George Street",0,[2663242360,2663242358]],
+  ["Beak Street",1,[25473295,12909395688,4347870216,2949076335,881888130,6250445848]],
+  ["Brewer Street",1,[25473291,1188939750,12909395709,1493424643,6065422037,25473562,12437524281,25473423,6849072426,11329900030,25473424]],
+  ["Broadwick Street",0,[108072,11310202178,2784682614]],
+  ["Broadwick Street",1,[9512930,3054882699,3054882697,3054882696,21666011,21666010,4718984414,108073]],
+  ["Ingestre Place",1,[1330788629,25502137,1330788638,13808620797,25473409,11310267305,21666010]],
+  ["Newton Street",1,[9576767096,9140867358,534993963]],
+  ["The Mall",0,[292903606,686339678]],
+  ["Southwark Bridge Road",1,[6338845950,6001787526]],
+  ["Newington Causeway",0,[4839279234,9289122745]],
+  ["Newington Causeway",1,[2684369308,2684369319]],
+  ["Newington Causeway",1,[2684369324,2684369311,2684369309]],
+  ["Charing Cross Road",1,[1094124402,5932899702,9175574641,21645238,5932899704,9175574662,5932899700]],
+  ["Old Compton Street",1,[9512939,12437487531,1938580083]],
+  ["Greek Street",1,[9512939,12437487532,13246528583,5932883504]],
+  ["Northumberland Avenue",1,[2725915874,2725915878,25504200]],
+  ["Northumberland Avenue",1,[25504200,2725915896,2725915891,2725915880,11771778214,2725915875,11771778212]],
+  ["",1,[2725915874,2725915891]],
+  ["Trafalgar Square",1,[256794589,2390039151,2390039150,256794590,2390036502,2390036497,1239525752,3810553690]],
+  ["St Martin's Place",1,[1938580050,2726834637,9344480900,2726838589,2726836322]],
+  ["St Martin's Place",1,[2726834627,2726838592,2726834638,2726834644,1938580050]],
+  ["Trafalgar Square",1,[2726836322,2726834628,2726838586,2726834608,3810553691]],
+  ["Trafalgar Square",1,[12814322912,12814322913,2726834627]],
+  ["The Mall",1,[2726861247,256794581,2726861236,256794578]],
+  ["Shaftesbury Avenue",0,[1102996994,107792]],
+  ["Charing Cross Road",0,[21665580,5364578863,1094124402]],
+  ["Victoria Embankment",1,[2775635677,3265436692,3265436695]],
+  ["King William Street",1,[25161384,6032044868,25161383]],
+  ["Bourdon Street",0,[454368529,13822892775,454368537,25257053,454368540,25257051,25473458]],
+  ["Bourdon Street",1,[2780258288,2780258282]],
+  ["Bridle Lane",1,[2801490748,2801490747]],
+  ["Bridle Lane",1,[2801490747,1188939742,4739043808,4739043742,11331240985,25473556]],
+  ["Parker Street",0,[9576767098,9576767099,12422046223,9140867372,490256621,534993866,9856110014,9139121744,25470680]],
+  ["Berkeley Square",1,[25473454,454373627]],
+  ["Berkeley Square",1,[25473537,7275414578,25473448]],
+  ["Bruton Place",1,[25257055,25473460,6849015510,25473455,13246564519,8046654061,6849015509,811960991]],
+  ["Maddox Street",1,[25257039,3069482721,3069482720,25256840]],
+  ["Maddox Street",1,[3069482715,3069482713,3069482712]],
+  ["Railway Approach",1,[2862779748,2388586250,2862779735,2862779732,2862779729,2862779728,2862779720,2862779710]],
+  ["Railway Approach",1,[2862779710,2862848520,2862779704]],
+  ["Long Acre",1,[2476787985,9522532108,5932959892,1938580076,5932960717,1938580079,25544131,5444033150,25533321,25544138,25533319,25544135,2512940572,351793985,9513010,371564784,12437175548,452486619,1678452810,12437206211,3085005035,452486132]],
+  ["Upper St Martin's Lane",0,[9522532106,5932959894,5932959888,5932959891]],
+  ["Southwark Street",1,[8727724827,8727724824,25497646,7982777187,7598551010,11740678132]],
+  ["Lambeth Road",0,[2932500919,2932500922,2932500927]],
+  ["Air Street",1,[917763920,9398179387,2939373032]],
+  ["Air Street",1,[2939373037,2939373042]],
+  ["Air Street",1,[108061,12909395732,11331120209,108060]],
+  ["Air Street",1,[2939373032,1663004143,4347844132]],
+  ["Flitcroft Street",0,[25530036,12437912808,9379487492,25530034]],
+  ["Duke's Place",1,[2872699894,9080123624,9693971464]],
+  ["Houndsditch",1,[7644741346,1312932879,4534184507,6110164647]],
+  ["Charing Cross Road",0,[2414156537,10676305858,2971399440]],
+  ["John Adam Street",0,[2975783588,12729555375,25476022,25476014,452514269]],
+  ["St James's Square",1,[9789818,12434308181,14229502517,14229502520,3933844368]],
+  ["Pall Mall",0,[2214979340,2214979335]],
+  ["Baylis Road",0,[3018353937,12223005985,25499350]],
+  ["St. James's Street",0,[108080,2214979347,26591532]],
+  ["Minories",0,[283062189,8579240311,8579240310,14141854345,25475328]],
+  ["Holles Street",1,[4571696063,3320940063]],
+  ["Northumberland Avenue",0,[2726849721,3810553685]],
+  ["Northumberland Avenue",0,[107769,11597528134,2538676644,11597528133,25504199,2726849721]],
+  ["Whitehall",1,[2390008569,12409605771,9306679506,2390005223]],
+  ["Theed Street",1,[3062596144,3062596140,1032342696,14257676112,25468769]],
+  ["Hanover Square",1,[6250359413,6250359414,25256828]],
+  ["Hanover Square",1,[25256827,1174907072,7623286566,1121421181,9046526385,9046526387,25256826,9046526386,1174906968,9791497]],
+  ["Regent Street",1,[108054,2480891614,1947324489,2047806132,21666021,4629852537]],
+  ["St George Street",1,[6250359412,3069487437,1122301115,3069482727,3069482725,1122301113]],
+  ["St George Street",1,[3069487440,3069487453,3069487461,6250359413]],
+  ["Chapel Street",0,[3069691775,14223708306,846861650,26607516,26607517,9698077956]],
+  ["Garrick Street",0,[9781556853,25544127,25544130,8237269898,1678452778]],
+  ["St Martin's Lane",1,[3085004818,1938580069,3887905014,1678452781,1678452758,1678452754,1678452752,26582694]],
+  ["Upper St Martin's Lane",1,[9522532102,5451506148,1938580081,5932959902,9522532109,2476787985]],
+  ["Berwick Street",1,[9791152,12485060664,25501184,3071350728,9512930]],
+  ["St. James's Street",1,[6914164823,2214979325,6914164834,108079,1938580022,677445939]],
+  ["Greycoat Place",0,[12782582571,883294129,1283749827]],
+  ["York Road",1,[25472350,1953814239,2279649195,3298636318]],
+  ["Bell Wharf Lane",0,[3130435826,1990694641,1990694647,1990694635]],
+  ["Wootton Street",0,[25475824,14257676107,25475848]],
+  ["Windmill Walk",0,[3134026767,2512940560,3134026768]],
+  ["Windmill Walk",0,[3134026768,266325841,13728388206,266325842]],
+  ["Greet Street",0,[14257676108,25475848,25475851,6021802323,1237057173,8004858094,11775781101,25475831]],
+  ["Union Street",1,[3134099051,11231282766,11231282779,12357137320,534966128]],
+  ["Ewer Street",1,[3134099061,25497228]],
+  ["Great Guildford Street",0,[9585254543,25497464]],
+  ["O'Meara Street",0,[3134099063,3134099050]],
+  ["O'Meara Street",0,[3134099050,10989592029,10989745402,247871489,10989745378,11508516161,12238099]],
+  ["Hertford Street",0,[734893873,3147915643,12253988129,7082722642,25257799,25257797,25257802]],
+  ["Broadway",0,[12198505,5266874375,5266874376,5266874358,3164182086]],
+  ["Tothill Street",0,[3164182086,4116205016]],
+  ["John Prince's Street",1,[3181698963,11307985220,1684410053,1684410049]],
+  ["Upper Ground",1,[11752069340,109749,456026046,3183951945]],
+  ["Upper Ground",1,[3183951945,13931130109,13931130119,10572166]],
+  ["Upper Ground",1,[10572166,413460021,25472876,13806538560,838703028]],
+  ["Southwark Street",0,[25468979,7209584463,7209584454,7209584466,924444749,9681198683,298009919,9681198684,4086354611,933099585,25468980,4086354612,9681198681,1667283086,9681198680,2072686035,2072686040,9681198679]],
+  ["Limasol Street",0,[3213221694,13567105358,5127209566]],
+  ["Charing Cross Road",0,[2971399440,12437545764,9760809040,6417780939,8474252677]],
+  ["Commercial Street",1,[12993969057,11747153253,9211337183]],
+  ["Commercial Street",1,[12993969056,7556825550,3231708951]],
+  ["Commercial Street",1,[3231708951,7556825551,3231708948,3231708945,3231708942,12993969057]],
+  ["Whitechapel High Street",1,[7556825553,11747153254,3231708921,7556825548]],
+  ["Leman Street",1,[3231708916,12993963533,4414750024,12993963532,9167885684,9211337181,48906847]],
+  ["Whitechapel High Street",1,[7556825553,7556825554,7556825547,9211337173,11747153257]],
+  ["Whitechapel High Street",1,[11747153257,9211337183]],
+  ["Whitechapel High Street",1,[10747515781,3231708905,3231708900]],
+  ["Whitechapel High Street",1,[9666545788,2282305641]],
+  ["Whitechapel High Street",1,[3231708944,12993963523,3992947590,3231708950,3231708952,11690156982]],
+  ["Whitechapel High Street",1,[3231708900,7556864121,7556825553]],
+  ["Whitechapel High Street",1,[2282305641,11690156980]],
+  ["Whitechapel High Street",1,[2282295841,10785444396,2282295844,48928530]],
+  ["Borough High Street",1,[7797416521,3240063179]],
+  ["Borough High Street",1,[3240062646,3240062635,3240062623,108858,4807882430]],
+  ["Borough High Street",1,[7797416521,3240062648,3240062650,3240062652]],
+  ["Duke Street Hill",0,[292176009,9371438310,3240062655]],
+  ["Duke Street Hill",0,[3240062614,9371519529,3240062645]],
+  ["Duke Street Hill",0,[8593935201,8385470979]],
+  ["Duke Street Hill",1,[3240062652,3240062658,3240062660,3240063161,11118933250,3240063162,11118933249,108857]],
+  ["Railway Approach",1,[3240062646,817321616]],
+  ["London Bridge Street",1,[817321616,7926688899,2862779757]],
+  ["Railway Approach",1,[2862779757,2862779755,2862779754,2862779748]],
+  ["Ludgate Hill",0,[2293833760,1810130457,237908]],
+  ["Regent Street",1,[1684410079,9046520720,9756520045,9046520718]],
+  ["Lower Marsh",1,[9678381342,10059948048,10970902271,7840442673]],
+  ["Station Approach Road",1,[3247619708,3247619696,3247619690,3247619687,3247619675,3247619667,3247619657,3247619651,3247619646,10970902255]],
+  ["Station Approach Road",1,[3247619631,3247619628]],
+  ["Station Approach Road",1,[3247619645,3247619636,3247619634,3247619631]],
+  ["Station Approach Road",1,[3247619659,3247619660,3247619661,3247619658,3247619652,3247619645]],
+  ["Station Approach Road",1,[3247619642,13849069856,3247619640,3247619641]],
+  ["Station Approach Road",0,[3247619708,25509696,254345895,25509697,25510303,25510307,9566233154]],
+  ["Upper Marsh",1,[3247619594,7330295049,10059948049,7330295050,7330295047]],
+  ["Westminster Bridge Road",1,[3247619623,5441728370,5441728375]],
+  ["Westminster Bridge Road",1,[419636217,3247619700,3247619692,3247619688]],
+  ["Westminster Bridge Road",1,[3247619664,3247619689]],
+  ["Westminster Bridge Road",1,[3247619628,3247619632,3247619637]],
+  ["Westminster Bridge Road",1,[3247619689,11548709382,5310577893,25510390]],
+  ["Westminster Bridge Road",1,[3247619688,3247619677,3247619649,3247619638,3247619631,3247619627,3247619623]],
+  ["Whitcomb Street",1,[2345097938,2345097948,6311518054,9072433955,6214704100]],
+  ["Addington Street",1,[3252174131,11548709057,3252174140,4973447309]],
+  ["Westminster Bridge Road",1,[8984209063,33674195,5106442082]],
+  ["Westminster Bridge Road",1,[4973571937,4973571938,2964510099,3252173338,2964510101]],
+  ["Victoria Embankment",0,[8026335686,7256310863,25378124,7256310869,7256310871,4174200045,3811094140,3811094139,7256317104,107699,7256317101,10011810368,9729738148,4174200034]],
+  ["Victoria Embankment",1,[3265436695,237911]],
+  ["Victoria Embankment",1,[1617532090,3265436688,2775635677]],
+  ["Upper Thames Street",1,[4085767989,367091632]],
+  ["Puddle Dock",1,[4085767983,1678452770]],
+  ["Puddle Dock",1,[1678452770,10539648210,1938819280,10539589704,9684083979,1678452780]],
+  ["White Lion Hill",1,[419347200,419347201,2919962045,419347202,3267461709,2919962046,3267461703]],
+  ["White Lion Hill",1,[3267461703,3267461693,108867]],
+  ["Buckingham Gate",0,[108302,3455988435,12198239]],
+  ["Buckingham Gate",0,[1232048712,108302]],
+  ["Buckingham Gate",0,[12198239,3097620342,25524231,3097620343,108303,2527750339,9650524568,2527750337,108283]],
+  ["Great Smith Street",0,[109852,2465790397,109853,3639771152,3639771155,3639771157,3639771159,108104,10313083369,3639771160,25534084,9822268625]],
+  ["Palace Street",0,[12198144,12198210,24973083]],
+  ["Palace Street",0,[24973083,3455988449,24973082,2530436360,24973081,6893923113,4956548428,4956548426,1232048526,108322]],
+  ["Horseferry Road",0,[10597781828,5868243859,108112,4111989196,1987144936,11015047769,108338,25276682,11215457395,3097620336,11215457394,1269568452,1269568486,108336,13719398786,25305475,1283435727,25534079,25534078,4111989195,4111989194,3167400032,24973090]],
+  ["York Road",1,[25472373,8984209069,2567779144,3560401449,9806813638]],
+  ["York Road",1,[3298636318,4285804392,3560401456,729896113,3560401458,2567779121,2567779148]],
+  ["Tavistock Street",1,[10574746,6282772563,6282772575,12397224552,4967033605,25471371]],
+  ["Barkham Terrace",0,[3314367620,12650902409,3314367621,3314367622,12650902405,3314367623]],
+  ["Lexington Street",0,[3316828730,11310267307,25473293]],
+  ["Rupert Street",1,[3316828729,8843596276,11309929571,107809]],
+  ["Harewood Place",1,[9791497,9380609250,9380609248,12374178317,9380609249,13820012827,4338973463,2417300880,9791495]],
+  ["Tudor Street",0,[3328228994,21392267,25524297]],
+  ["Tudor Street",1,[3328228993,4661317524,4661317536,4663312698,3328228994]],
+  ["Tudor Street",1,[3328228994,3328228996,4663312697,4663312696,4663312695,3328229004,4663309171,3328228998,3328228993]],
+  ["Lambeth Road",0,[2932500927,364274]],
+  ["Minories",0,[25475419,283061836,690295047,283062189]],
+  ["Cannon Street",0,[107637,5141625702,7223298254,6369361796,5141625696,5141625698,7906964249,7906964251,7906964250,7906964247,7906964248,25161360]],
+  ["Limeburner Lane",1,[25509513,1938819348,109410,1938819346,10241310755,13921896968,9201323575,12844339567,107688,1236791344]],
+  ["Bishopsgate",0,[4726152857,8318757606,1312188619,4835109000,255678213,4835109001,3247932481]],
+  ["Leadenhall Street",0,[3381130089,3247932486]],
+  ["Chancel Street",1,[6806740816,5207546645]],
+  ["Great Tower Street",1,[3385387604,3385387605,6985465125,3385387606,1556324759,24952195]],
+  ["Mark Lane",1,[9694091973,9694091974]],
+  ["Minories",1,[3385332654,9135848931,1951242859,7638732491]],
+  ["Minories",1,[1137777343,8030470469,3385332654]],
+  ["Minories",1,[4832472797,9632417163,8030470464,7638732490,1137777343]],
+  ["Aldgate",1,[4167762778,4715264000,9690915274,25475664,9690915273,9690915263,9690915264,9690915265,4529881970,5816744255]],
+  ["Whitehall Place",0,[3397689899,109633]],
+  ["White Hart Yard",0,[3401071671,3401071673]],
+  ["White Hart Yard",0,[3401071673,12707204302,8727724834,11740678127]],
+  ["Carlton House Terrace",0,[3557235398,25607361,25607360,454543312,12409668075,8094426714,8094426709,8094435222,8094435229,26630790]],
+  ["Carlton Gardens",1,[3557235428,8108891928,3557235429,3557235430,3557235431,3557235432,3557235433,3557235434,3557235418,3557235419,3557235423,3557235446,3557235424,3557235425,3557235426,3557235427,3557235420,3557235421,3557235422,3557235428]],
+  ["Skinners Lane",1,[2566132610,11115208654]],
+  ["Wilton Road",1,[3667490936,9210528882,1231977938,6893978762,1231982785]],
+  ["Borough Road",0,[6548783786,6880068869]],
+  ["Borough Road",0,[3705603837,3705603834,3705603831,6880053742]],
+  ["Borough Road",0,[10599759475,6880053717]],
+  ["Rotary Street",0,[3705603831,6880053731,10803865848,9855995936,2482910168,12628319721,2482910167,12628281672,25499117]],
+  ["Bedale Street",1,[25473527,64696313,5905940775,64696314,13806005110,12656757180]],
+  ["Southwark Street",0,[30180512,12357101162,12238100]],
+  ["Southwark Street",0,[106273008,30180512]],
+  ["Southwark Street",0,[12238099,106273008]],
+  ["Southwark Bridge Road",0,[364298,7926817664]],
+  ["America Square",0,[585130362,3733791670,9135848927,9135848926,9135845215,3733791671]],
+  ["Great Suffolk Street",1,[7982646756,13729048342,786653585,9900841922]],
+  ["Great Suffolk Street",1,[648861194,24923173,24923174]],
+  ["Dolben Street",0,[973853314,5207546666]],
+  ["Gambia Street",0,[353282065,9285508002,9285509502,9285508001,9285508009,340301595]],
+  ["Pocock Street",0,[24923168,14255850720,12629044980,24923169]],
+  ["King James Street",0,[358941857,9226543253,25497813,355591513,25497653]],
+  ["Blackfriars Road",0,[353282071,4859130046,340301586]],
+  ["Blackfriars Road",0,[11012360482,8864517627,11012360481]],
+  ["Hatfields",0,[25475612,25473254,11079241829,25475626]],
+  ["Southwark Street",0,[109751,25472694]],
+  ["Southwark Street",0,[9900821912,4086354607,9900821911]],
+  ["Newington Causeway",0,[264781910,1039818859,5832219356,5832219357,24923401,12897355756,10816487421]],
+  ["Rockingham Street",0,[3379282702,3054882676,4899503399,25499264]],
+  ["Rockingham Street",0,[25499264,2482806166,264781895,25499268,2482806168,2482806162,2482806165,25499269]],
+  ["York Road",1,[1958044137,2567779126,9208635701]],
+  ["Belvedere Road",0,[1646306164,25472347]],
+  ["Livonia Street",0,[25501182,771982929,11310267290,25501184]],
+  ["Southwark Street",0,[12238100,6846547663,4462715803,4086354616,4086354617,8727724827]],
+  ["Old Broad Street",1,[9710304459,21990626,9710304460]],
+  ["Old Broad Street",1,[20458277,1312188692,250549587]],
+  ["St George's Road",1,[8942262346,8947417388,4156273389,2467649384]],
+  ["Park Street",0,[275399349,802109898,10057329915,802109944,106272516]],
+  ["Park Street",0,[1662606935,13319877426,275399349]],
+  ["Newington Causeway",0,[3778231037,900967216]],
+  ["Great Winchester Street",0,[250549636,8869040028,8869040027,9856119632,250325411]],
+  ["Bevis Marks",1,[9703794694,429346236,9703794693]],
+  ["London Road",1,[3799757273,6880053735,12957319511,3799757269,8947501081,2453363728,8952708209,8942217488]],
+  ["Lambeth Road",0,[5425497684,264838561,6022819613]],
+  ["Belvedere Road",0,[25472347,590146512]],
+  ["Great Dover Street",0,[13823624,13718707521,12778958295,11551775606,2512940438,11551775605,2148535786,5837702156,2148535787,5837702155,5207611871,6838333890,25500088]],
+  ["Tabard Street",0,[10023127808,12778958292,25499821,12615491431,903652385,13978572238,5207611881]],
+  ["Trinity Street",0,[25498997,25498998,25499004,1701047211,33175018]],
+  ["Rothsay Street",0,[283218349,1714130116]],
+  ["Cockspur Street",0,[3807205741,21665756,3810553689,3810553687]],
+  ["Northumberland Avenue",1,[3807436630,2726849726,3810553686]],
+  ["Pilgrimage Street",1,[13170008179,287453577]],
+  ["Pilgrimage Street",0,[10023127797,3823665764,675439515,6236462769,6802263381,59852867,6236462764,12346288170,12346288171,1156687831,473484602,473484605,13726770461,14256112504,1158989439]],
+  ["Abbey Street",0,[108118,471438381,8562331985,5845422725,3834650123]],
+  ["Bermondsey Street",0,[30180477,3834650118,13720047386,3834650119,3834650121]],
+  ["Borough High Street",1,[5220776403,5220776402]],
+  ["Decima Street",0,[3834650122,3059934940]],
+  ["Decima Street",0,[3059934940,13169194457,3834650117,3834650116,30180477]],
+  ["Grange Road",0,[3834650092,104354231]],
+  ["Tower Bridge Road",0,[108120,12503166128,3834650094,10597848622,3834650093,3834650091,4443917520,4443917521,102708335]],
+  ["Morocco Street",1,[13648623074,13726928459,13648623075,5207597185,1169856284]],
+  ["Bermondsey Street",1,[13648658132,32975881]],
+  ["Union Street",1,[25496832,9486331918,5207546668,9486331919,11170576804,364297]],
+  ["Great Suffolk Street",1,[24923174,5207546646,11239964241,5207546653,5207546671,24923175]],
+  ["Pocock Street",0,[24923378,9855995920,24923341,355591490,355591496,10278399438]],
+  ["Nicholson Street",1,[5207546650,13826214393,6806740816]],
+  ["Blackfriars Road",0,[340301586,12237913]],
+  ["Farringdon Street",0,[3972566714,5374181585,9201323561,21392279,5603454625,5603454626,21392276]],
+  ["Ufford Street",0,[3972612767,2512940539,25496067]],
+  ["Scoresby Street",0,[353282071,9855995909,340301593,340301594]],
+  ["Commercial Street",1,[3231708934,12993963537,12993963536,12993963530,8429961970]],
+  ["Byward Street",1,[11745021948,4085404136,1556097321,24952196,2528522507,2528522542,4117882851,6985465130]],
+  ["Byward Street",1,[1951372927,1556097163,1556097353,1556097306]],
+  ["Lower Thames Street",1,[11745021948,1951372927]],
+  ["Regent Street",1,[917763922,2398143012,1938450896]],
+  ["",1,[4034060017,4034060012,8620105270,8620105234,4034060018]],
+  ["Blackfriars Bridge",1,[4034060017,1955520879]],
+  ["Victoria Embankment",1,[237911,4077627063,4150883407]],
+  ["Victoria Embankment",1,[4034060018,1214922429,8620105259,2360685543,8620105233,2265065207,5177397420,11747723481]],
+  ["Goring Street",1,[11848572158,13818848953,7487734942]],
+  ["Minories",1,[4078858000,9632417162,4832472797]],
+  ["Aldwych",0,[9021769482,1685903444,3497406876]],
+  ["Constitution Hill",1,[4084339583,9385661229,4084339587,1607421003,1607421000]],
+  ["Bridge Street",0,[107751,25507026]],
+  ["Bridge Street",0,[107751,8335515731,2620921247,4143776519,9921844601,9921844608]],
+  ["Saint Margaret Street",1,[2663242358,740384613]],
+  ["",1,[4098680808,6279352281,2164245375,7246513967,7246513949,4085387946]],
+  ["Tower Hill",1,[4085387946,2164262720,1683568326,2164245377,25473049,2164260483,1951242849]],
+  ["",1,[4085387946,585148380]],
+  ["Byward Street",1,[1556097306,4085404135,1556097431]],
+  ["Lower Thames Street",1,[25265077,7911243856,4166634955,2279589727,1556260024,7911282827,4169714271,1590114998,1951372930,1561071655,1561071656,11745021949]],
+  ["Blackfriars Road",0,[24923378,4859130045,24923323,4859130044,3972612773,4859130047,6283663089,5359381221,364286]],
+  ["Castle Baynard Street",1,[419350669,9684083975,4089236236]],
+  ["Puddle Dock",1,[1828402758,4085767993,4085767971,4085767974]],
+  ["Upper Ground",1,[4076643819,4409545644,7294710470,7108815878,3183951947]],
+  ["Stamford Street",0,[21392100,13931130139,109757,1707216642,277675367,4083412783,4083412784,1953721176,469797363,4083412782,14231810930]],
+  ["",1,[3704225378,13812694659,4143767990,4085778934]],
+  ["Puddle Dock",1,[4085767970,419350723,4089226784,9684083977,419350669]],
+  ["Tower Hill",1,[4098680808,6279352280,585148321,585148380]],
+  ["Byward Street",0,[20625790,696477399,25278670,25278669,4117882860,4117882857,4117882856,4117882852,6985465145,10236420606,6985465130]],
+  ["Tower Hill",0,[4098680804,4071973854,2621695796,4098680793,1951372953,4098680812,4098680809,4098680803,4098680797,6508724312,6967608821,4098680806,4098680807,4098680798,4098680805,1556324726,8807410124,4098680799,20625790]],
+  ["Tower Hill",1,[4098680804,4098680808]],
+  ["Whitechapel High Street",1,[12211869384,12211869383]],
+  ["Borough High Street",1,[13648664574,13648664568,13648664569,13648664570,13648664571,13648664572,13648664573]],
+  ["Webber Street",0,[25499046,514356662,8601368622,12957319533,9226543172]],
+  ["Byward Street",1,[6985465130,10543747576,1556324684,2528522503,2528522518,1556324683,1556097080,1556097185]],
+  ["Great Tower Street",1,[24952195,6985465124]],
+  ["Mansell Street",1,[2164230368,8030470470,2164255724,8030470474,9678522994,8031777578,9678522991]],
+  ["Minories",1,[4078858001,25473279,4136124526,585127354]],
+  ["Parliament Square",1,[4143776520,6327543551,6327543552,425736561,4690985015,1840646958]],
+  ["Bridge Street",0,[4143784845,4641175416,4143776517]],
+  ["Blackfriars Bridge",1,[4107646656,2360681708]],
+  ["Blackfriars Bridge",1,[4034060015,419632906]],
+  ["Leadenhall Street",0,[30056310,3847023131,3847023130,107584]],
+  ["Arthur Street",0,[25067914,1569216123,7911267690,13021812267,13021812266,6446292570,4085783105]],
+  ["Geraldine Street",1,[264790813,12688058982,12688058984,25472583,12688058981,11107318926,25472582]],
+  ["Princess Street",0,[2464418698,8942262358,6491174845,2461091236,6491174844,25472958,264341502]],
+  ["Weston Street",0,[346939266,32975851,415560759,6625234240]],
+  ["Snowsfields",0,[12239372,10179143981,106291538]],
+  ["Kipling Street",1,[106292337,106292336]],
+  ["Morocco Street",1,[1169856284,10563834770,106293210]],
+  ["Blackfriars Underpass",1,[3267461729,9684083978,2265050050,2620105428]],
+  ["Castle Baynard Street",1,[4166634964,25505662,13204622015,25505607]],
+  ["Blackfriars Underpass",0,[4166662878,6327557048,4697287178,8620082704,2341656968]],
+  ["Blackfriars Bridge",1,[4034060007,368044217,2360684188,9781311297]],
+  ["Aldgate High Street",0,[4167762776,295977520]],
+  ["Great George Street",1,[4170423938,610884816]],
+  ["Temple Place",1,[8908572781,8908572782,6392547277,2140823680,2140823590,25533217]],
+  ["Victoria Embankment",0,[1139318724,9923800926,4174199993,4709924035,6868294596,1645813888]],
+  ["Temple Place",1,[4174200035,4174200039,25533217]],
+  ["Savoy Street",1,[6392533092,7256344228,4697525067,4174200022]],
+  ["Savoy Place",0,[4174200021,4174200023,4697525068]],
+  ["Castle Baynard Street",0,[25504753,10539712058,10539856452,9684083976,13233802425,419350669]],
+  ["Queen Victoria Street",1,[107644,1938819289,1938819290,470729237]],
+  ["New Bridge Street",0,[5177397824,1214922428,1707790067]],
+  ["Parliament Square",1,[610884810,6327543545]],
+  ["Little George Street",1,[25632144,4897644540,10316716440,1188884144,25632143]],
+  ["Victoria Embankment",0,[1645813886,4194431957,4194431956,1139318729,6868294591,4194431954,8263150524,3729004662]],
+  ["Bear Alley",0,[4208239642,4462680076,13169156639,5899711454]],
+  ["Southwark Bridge Road",0,[9681119479,1371263648,9681066374,9681066367]],
+  ["Queen Street Place",0,[4220613456,2941549918]],
+  ["Beak Street",1,[734320209,11654503381,25473288,25473512,108070,25473371,12909395689,25473295]],
+  ["Bury Street",1,[4155841820,4155841811,843376599,3930921860]],
+  ["Victoria Embankment",0,[8908572781,4174200028,1237543425,4697525059,9729738165,13108429937,4174200025,12396426026,4174200022]],
+  ["Victoria Embankment",1,[4174200034,8908572776,8908572770,4174200033]],
+  ["Blackfriars Road",0,[364286,5359381113,1966932715,319105260]],
+  ["Belvedere Road",0,[21554353,5272477442]],
+  ["Aldwych",0,[108896,4068974161,14031420708,9021581851,9026468249,281454959]],
+  ["Westminster Bridge",0,[4084403507,4084403506,8544994488,8544994478,338748184]],
+  ["Parliament Square",1,[4084450214,4143776520]],
+  ["Strand",1,[2975783589,3397689898]],
+  ["Mansell Street",1,[585125990,9619940362,9696316230]],
+  ["Law Street",0,[4052190198,14256112510,32975475]],
+  ["Stationers Hall Court",0,[4331121754,21685483]],
+  ["Stationers Hall Court",0,[4331121755,11782754736,4331121754]],
+  ["Queen Elizabeth Street",0,[4087644126,4801139080,7816613286]],
+  ["Regent Street",1,[4347844152,4347844128,9398268013]],
+  ["Regent Street",1,[4347870214,4347870211,5657844054,6250445848,4347844133,4347870213,9398283721]],
+  ["Regent Street",1,[4347844150,4347844149,8300294038]],
+  ["Regent Street",1,[4347844131,108058]],
+  ["Piccadilly Circus",1,[4347899437,1322321549,1188939770,13346280499,1387235630,8300251906,13346280500,8300251908,2244856019,2244856015]],
+  ["Haymarket",1,[107797,33548724,4641072779,26559581,12973510708,12973510709,2465838826,107802]],
+  ["Wellington Street",0,[25471098,12397249632,9748953620,4350239457,1104386149,1614926285]],
+  ["Drury Lane",1,[9475518,12397224557,1375625382,2502903587,1678452824,25471712]],
+  ["Duncannon Street",1,[2726836322,1102994236,9344480901,9344480902,9344480903,1239525687]],
+  ["Lancaster Place",1,[469773614,8781183818]],
+  ["Lancaster Place",1,[9781435142,280339753,2238463476,1106056850]],
+  ["Exeter Street",0,[25471098,12397249635,12397249684,9522438155,25471100]],
+  ["High Holborn",0,[26699561,5630841552]],
+  ["Short's Gardens",1,[9523147941,438170606,5420170454,5420170453,9450319839]],
+  ["Endell Street",1,[1616122237,12437488356,1616122219,9450319841]],
+  ["Tudor Street",1,[4367041962,8755805313,9691076056]],
+  ["Blackfriars Bridge",1,[12595592823,4879371168,4859130051,9822267116]],
+  ["Tower Bridge Road",0,[9816821636,4087644130,11889353779,8995849339,8995849341]],
+  ["St. Thomas Street",1,[285894134,7236197535,13726928443,298460560,5577418600,298461039,5577418593,5577418615,240033282]],
+  ["Blackfriars Road",0,[4421008555,7294710469,7294710451,4421008556,7294710466,9822268617]],
+  ["Upper Ground",1,[4421008555,7294710444,7294710443,4076643819]],
+  ["St. Botolph Street",1,[11743372657,12211869385,5269678593,9673189925]],
+  ["Redcross Way",1,[30180510,5207546644]],
+  ["St. Margaret Street",1,[4465599298,1782020018,740384612,10309754980,1782020429]],
+  ["St. Margaret Street",1,[1660480199,1782020248,7249038317,4465599298]],
+  ["Northumberland Street",0,[4474765621,5323722005,25504193]],
+  ["Charing Cross",1,[3439409148,12814322944,107771,2726849727,2726849725,26671718]],
+  ["Constitution Hill",0,[4487890200,5481399655]],
+  ["Fleet Street",1,[21563479,21563791,8373690827,8373690828,107690,8373690829,4530270913,13909277680,8373690831,8373690830,4530270906]],
+  ["Fleet Street",1,[4530270906,7183962432,9781311296]],
+  ["Ludgate Hill",0,[4530339698,8373690837,8373690838]],
+  ["Ludgate Hill",1,[4530339698,1938819344,4530339702,4530339699]],
+  ["Ludgate Hill",1,[4530339699,8373690835,8373690836,4530339700,4530339698]],
+  ["Vauxhall Bridge Road",1,[43768943,4559186874,4559186875,1960905138,4559186876,245802538]],
+  ["Holles Street",1,[3320940063,8382510216,12351954501,9791496]],
+  ["Tanner Street",1,[6978416552,11328083264,32975917,32975916,1420480605,6978416551,6997859713,1420480593,282879055,282879059,4879520190,7201865387,7443616113,282879057]],
+  ["Borough High Street",0,[4738129855,5832219360,802111551,25497965,347413121,5832219361,9803644609]],
+  ["Borough High Street",0,[25473407,347413001]],
+  ["Regent Street St James's",1,[4580163090,9398043793,1598214606]],
+  ["Waterloo Place",0,[3439409106,3439409104]],
+  ["Regent Street St James's",1,[26559620,4641072776,4641072775,2704097363,8964604716,2704097362,9789808]],
+  ["Storey's Gate",1,[2620430621,10316716443,10316716466,12793552127]],
+  ["Queen Victoria Street",1,[4627445261,12202028721,3696548438,107667,4627445240,473264641,4627445260]],
+  ["Queen Victoria Street",1,[4627445260,4627445258,4627445241,9684083984,9684083995,4627445257,1828402774]],
+  ["John Prince's Street",1,[4631050247,1684410075]],
+  ["John Prince's Street",1,[4631050248,1684410055,3181698967,3181698966,3181698964,3181698963]],
+  ["Oxford Street",0,[4582907654,4338973462,2417300882,9791495]],
+  ["New Burlington Street",1,[4347844134,4347844147]],
+  ["Conduit Street",0,[108055,4347844152]],
+  ["Charles II Street",1,[4641072777,12434308196,4580163090]],
+  ["Great George Street",1,[740384608,12177511347,2525878184]],
+  ["New Bridge Street",0,[1707790067,6327615075,1955520890]],
+  ["Watergate",0,[4658088777,13812852804,1707790024]],
+  ["Temple Lane",0,[1617647919,1617647901]],
+  ["Lambeth Road",0,[364274,13002576676]],
+  ["Queen Street Place",0,[9681020157,5201625566,1827389620]],
+  ["Broad Sanctuary",1,[2621463167,12793590706,2621448726,2621538468,2621444666]],
+  ["Broad Sanctuary",1,[1935967478,2621444676]],
+  ["The Sanctuary",0,[1935967478,11702649760,4683403065,10313083341,10313083339,2621463163,25534090,12248592616,2621463167]],
+  ["Broad Sanctuary",1,[9822079072,1935967486,1935967490,1935967493]],
+  ["Cornhill",0,[1312188886,3816097107,3816097106,25248112,107588,2218344511,25248115,2218344510,9710332576,2218344508,9710332577,109416]],
+  ["Leadenhall Street",0,[9694087365,1312454068,13050873705]],
+  ["Broad Sanctuary",1,[1935967493,8410462393,1782020007,2525918332]],
+  ["Broad Sanctuary",1,[2525918332,8410462395,1782020337,2525918305]],
+  ["Piccadilly",0,[9966771320,1691133703]],
+  ["Poland Street",1,[4696358371,9521031]],
+  ["Poland Street",1,[2494845029,12382816785,4696358371]],
+  ["Borough Road",0,[4138803409,11640728313,2485088791]],
+  ["Portland Mews",0,[4709189303,11310267287,771982929]],
+  ["Portland Mews",0,[4709189304,4709189303]],
+  ["Portland Mews",0,[4709189057,771982848]],
+  ["Minories",0,[4715263992,722208263,1312471258,585129712,3231501611,675734622,1233350862]],
+  ["Aldgate High Street",0,[6014302228,6014302222,6014302227,6014302226,9690915275]],
+  ["Minories",1,[4715263992,4136137530,14141854352,4715264001]],
+  ["Aldgate High Street",0,[4715264002,4715264001]],
+  ["Minories",1,[4715264002,4715264004,4715263992]],
+  ["Jewry Street",1,[25475663,9690915267,9690915259,6014302223,9690915271,4136137529,25475664]],
+  ["Ludgate Hill",0,[107685,25503848]],
+  ["Cockspur Street",0,[3810553687,7639001106]],
+  ["Northumberland Avenue",1,[3810553686,9966768674,2538676640]],
+  ["Northumberland Avenue",0,[3810553685,4766203722]],
+  ["Trafalgar Square",1,[3810553690,14070834318,14070834316,14070834317,12814322912]],
+  ["Trafalgar Square",1,[3810553691,2726836316,2726836315,9344480911]],
+  ["Victoria Street",1,[108341,1960905158]],
+  ["Falmouth Road",0,[4735339867,6482319220,7728093151,264781863,7728093161,289427334,13719911605,1701070012,13719911606,7728093147,13924158875,158859221,10275812946,158859222,2139113702,1701069988,5264924868,13473558715,10177435859,158859223]],
+  ["Nicholas Lane",0,[10726163586,385311796,4748394420,8807431541,24950113]],
+  ["Whitehall",1,[469772106,317182560,2389983775,2389983776]],
+  ["Whitehall",1,[4650621307,2389991893,14266250048,2389991898]],
+  ["Fleet Street",1,[5006065038,5006065037,13387094087,5006063180]],
+  ["Northumberland Avenue",0,[4766203722,3810553686]],
+  ["Whitehall",1,[2390005223,9306679507,2390008566,2390008564,1139318714]],
+  ["America Square",0,[4777885222,4777885221]],
+  ["Southwark Bridge Road",0,[7713467776,9681119473]],
+  ["Tooley Street",0,[64695398,64695399]],
+  ["London Bridge Street",1,[4807882429,25473484,1978270758]],
+  ["Borough High Street",1,[61098291,3240062621,1771476821,3240062640,7797416521]],
+  ["Borough High Street",1,[4807882430,108859,1978270758]],
+  ["Southwark Bridge Road",0,[4138803409,10599759477,4138803408]],
+  ["St Giles High Street",1,[4942576593,11211851223,21665135,21665134,21665133,1103268839,469760241]],
+  ["Aldgate High Street",0,[3855607516,8429795034,8429795033,4167762776]],
+  ["Newington Causeway",0,[2485078181,2684369306,4839279235]],
+  ["Newington Causeway",1,[2684369316,9289142895,9289122750,2684369336]],
+  ["Grosvenor Gardens",1,[4840780356,2314788141,2314788152,109712]],
+  ["Grosvenor Gardens",1,[4840780356,4840780352,4840780351,4840780353,4840780355,2314788166]],
+  ["",0,[4840818593,6322078419,13728832501,4840818592]],
+  ["Grosvenor Gardens",1,[4844728863,4844728862,4844728860,109710]],
+  ["Grosvenor Gardens",1,[14269401458,14269401457,13169152925,4840804458,4844728861,4844728863]],
+  ["Birdcage Walk",0,[1743834398,25532305,140693267,6366384695,108091,6366384083,10313205801,9070391933,6366384700,2527746118,6366384080,9070391928,25507068]],
+  ["Guy Street",1,[4845793803,13727021330,106292235]],
+  ["Kipling Street",1,[4845793804,9855995940,287453535]],
+  ["Snowsfields",1,[106291538,1172459440,14264332437]],
+  ["Guy Street",1,[4845793805,7616125838,415560911,415560916,106292233,2436671635,4845793803]],
+  ["Meymott Street",1,[25472026,6196407064,25472025,3062596147,13826214396,12354836]],
+  ["Fenchurch Avenue",0,[4847781268,1493722803,471488499,1550763749,4847781269]],
+  ["Fenchurch Avenue",0,[4847781269,1550763708]],
+  ["Bermondsey Street",1,[471438037,5207611879,12503167325,102706961,10822753777,9980462280,471421847,451698395,4242913577,471421822,1170440699,8023565707,451698399,471421783,471421698,1170440739,1174205562,5137542063]],
+  ["Regent Street",1,[3049623096,25472258]],
+  ["Leadenhall Street",0,[4688513241,4726152847,3215685153,4726152848,1678283247]],
+  ["Leadenhall Street",0,[4864083784,1312471208,6470264535]],
+  ["",1,[4866475737,7572522534,7572522540]],
+  ["High Timber Street",1,[20626312,1536948631]],
+  ["Queen Victoria Street",1,[25066784,4866591374,4866591376,3233714196,11115208639,4866591375,4866591373]],
+  ["Queen Victoria Street",1,[4866591373,25066696,9856119645,25161353]],
+  ["Queen Victoria Street",1,[6369390692,11733338215]],
+  ["Queen Victoria Street",1,[1938819320,2387207421,1938819325,6369390692]],
+  ["Queen Victoria Street",1,[1938819301,4866651968,107643,1311961910]],
+  ["Queen Victoria Street",1,[4866651966,25504779,1938819288,107644]],
+  ["Poultry",0,[2387224475,2387224474,1365887500,4866976613,2218340965]],
+  ["St. Katharine's Way",0,[5710524224,8807376768,13265591738,550299615]],
+  ["King William Street",1,[3153656030,5049840248,1678226827,7926686250]],
+  ["King William Street",1,[25161377,25161378,8807431548,1678226846,25161379]],
+  ["Portsoken Street",1,[4872502280,5947858321,680069473,4872502279]],
+  ["Portsoken Street",1,[8579240313,9700060292,25475328]],
+  ["Chancery Lane",1,[25496815,13909341091,8972511965,4429088632,13909341086,13909341087,13893260595,7918978033]],
+  ["Blackfriars Road",1,[4879371166,4879371167,4096485374,7294710463,1678452732,21392089]],
+  ["Blackfriars Road",0,[4879371166,4421008555]],
+  ["Roper Lane",1,[451698280,451698281,12503280500,12503280499,451698282]],
+  ["Duncannon Street",1,[1239525687,3326326769,2612448640,351509979,1947257506,1106056856]],
+  ["Blackfriars Road",0,[4892316669,6807245571,4417481745,9099257623,4417481744,3799900163,12957320133,6493234037,7882427829,7882427825,364280]],
+  ["Blackfriars Road",1,[4892316673,8947501088,4892316670,4892316677,8952591219,4892316669]],
+  ["Blackfriars Road",1,[340301611,12957319562,12353265]],
+  ["St George's Circus",1,[4892316673,8942217501,6493234034,12353265]],
+  ["Strand",1,[3397689895,107780,2390036481,9344627749,2390036490,2390036495,256794593]],
+  ["Market Mews",0,[311422050,311422051]],
+  ["Hertford Street",0,[25257802,25257795]],
+  ["Horse Guards Road",1,[4844748295,2620430664,6366384696,2670610654,2620430671,9202656985,2620430672]],
+  ["Trafalgar Square",1,[4347925119,7639001104,632673456,7639001109,14232399868,26671724]],
+  ["Birdcage Walk",0,[4844748295,10316716472,9202656986,2670610663,5521413546,4844748293,1743834398]],
+  ["Spring Gardens",0,[1239525705,5034506699,5034506707,256794575,25507047,345863907]],
+  ["Cockspur Street",0,[26671724,3807205742]],
+  ["Pall Mall East",1,[9512922,10658088687,10658088688,1239525704,339925031]],
+  ["The Mall",0,[107777,7246243172,7246243169,7246321388]],
+  ["Whitcomb Street",0,[6214704104,6524302796,6214704103,6214704106,13051668442,12447068329,6214704100]],
+  ["Trafalgar Square",1,[1239525711,3439409137,2549111517,2549111514,21665755]],
+  ["Carlisle Avenue",1,[4920098343,9690974273,9690974275,1312471196]],
+  ["Carlisle Avenue",1,[4920098342,9690974278,1312471216,9690974274,25497222]],
+  ["Waterloo Road",0,[3519079530,266325426]],
+  ["Brook Street",1,[168272,10242661309,6250303377,3069487456,3069487462]],
+  ["Stratton Street",1,[109618,5922202130,5357377734,25257320]],
+  ["Berkeley Street",1,[109619,5234909715,2215498452,12398050071,2215490967]],
+  ["New Bond Street",1,[452229727,3069482717,3069482716,3069482714]],
+  ["Silex Street",0,[4930891265,9226543141,25497662]],
+  ["Newington Causeway",1,[2684369321,2684369330,10274616792]],
+  ["Ayres Street",0,[10979279074,4953820189,13170230020,4953820205,4798665008,352925504]],
+  ["Lambeth Road",0,[9896125458,7926974703,105943593,7926974700,8334861138]],
+  ["Lambeth Road",0,[3840906775,1112254223]],
+  ["Meymott Street",1,[3933712863,13346964387,11300766388,25472026]],
+  ["Redcross Way",1,[4966321611,663885157,762398144,4798665006,6554356,9901448735,9855995956,9901449437,247871476,5207546651]],
+  ["Carlisle Lane",1,[25471790,9248870225,9248870230,8013632079,9248870231,8013632077,25471791]],
+  ["Belvedere Road",0,[4969460349,7616973299,4969460353,4969460347]],
+  ["Holland Street",1,[3194014735,12629100056,5021048653,7846661415,12629100053,5088233648,12629100035,4972951610,7209636375]],
+  ["Sumner Street",1,[3759956543,4972951611,3759956542]],
+  ["Holland Street",1,[275404292,3194014735]],
+  ["York Road",0,[4973447305,4973447302,11548709052,4973447308,4973447304,4973447301]],
+  ["York Road",1,[4973447307,5441740328,33674197,4973447311,1953721143]],
+  ["York Road",0,[4973447313,4973447303]],
+  ["York Road",0,[4973447307,4973447305]],
+  ["York Road",0,[5816702135,8984209067,2567779107,107742]],
+  ["Addington Street",1,[1953721141,107745,1224757059]],
+  ["Addington Street",1,[4973447309,2263214614]],
+  ["York Road",1,[4973447303,3247619726,8984209065,1754991142]],
+  ["Westminster Bridge Road",1,[4973571942,2255163079]],
+  ["Westminster Bridge Road",1,[543389746,5374013589,5374013598,4973571941,4973571952]],
+  ["Westminster Bridge Road",1,[4973571942,2964510101]],
+  ["Addington Street",1,[4973571943,11548709066,1953749528,2684185945,25509694]],
+  ["Westminster Bridge Road",1,[3247619689,11548709381,4973571951,4973571946,11548709378,9778347757]],
+  ["Westminster Bridge Road",1,[4973571953,4973571937]],
+  ["Westminster Bridge Road",1,[1953749519,11548709375,4973571942]],
+  ["Westminster Bridge Road",0,[25509694,4973571942]],
+  ["Addington Street",1,[4973672985,4973571954,13315422941,25509694]],
+  ["Westminster Bridge Road",1,[25509694,4973571948,419636217]],
+  ["Westminster Bridge Road",0,[2263204223,13097951031,4973652537,4973652539,4973652536]],
+  ["Westminster Bridge Road",1,[2263204223,2263204228,2263204219,104387]],
+  ["Westminster Bridge Road",0,[4973652536,4973652535,4973987594]],
+  ["",1,[33674189,543389746]],
+  ["Westminster Bridge Road",0,[33674189,5374013576,4973987597]],
+  ["Lambeth Palace Road",1,[5310577896,9778440243,9778347750]],
+  ["Lambeth Palace Road",1,[3247619605,1953749496,12479742290,5310577896]],
+  ["Westminster Bridge Road",1,[4973987594,9778440240,1953749509,1953749507,543389746]],
+  ["Lambeth Palace Road",0,[9778347750,9778440242,543389756,9778440239]],
+  ["Rochester Row",0,[926451514,14148541153,883294038,14148541152,295177882,25261290,11215457377,11215457378,108332,3167400022,3167400023,12782582559]],
+  ["Buckingham Palace Road",1,[1231977688,4577496260]],
+  ["Grosvenor Gardens",1,[2314796041,11206317190,1231977791]],
+  ["Fleet Street",1,[5006063176,5006063175,13911388332,8263166217]],
+  ["Fleet Street",1,[5006063180,5006063179,8785568228,5006063186,5006063177,5006063176]],
+  ["Fleet Street",0,[5006063180,13919466144,33141178]],
+  ["",0,[5009060057,5335233116]],
+  ["Southwark Bridge Road",1,[5021197139,2485088797]],
+  ["The Mall",1,[256794578,1239525705]],
+  ["Wood Street",1,[9693760971,5046314043]],
+  ["Newgate Street",0,[1360122917,20955158,9197326420,9805219994,1609966653,3519872213,14156267307]],
+  ["Gutter Lane",1,[25632862,9856119643,5046627645]],
+  ["Cannon Street",1,[8807431550,6369361792,5141354330,5141354332,5065949596]],
+  ["King William Street",1,[25161379,11733138995]],
+  ["King William Street",1,[11733138995,5049840245,3153656028]],
+  ["King William Street",1,[3153656028,6369361790,5065949596]],
+  ["Sumner Street",0,[3745375128,3745375129,3745375125]],
+  ["Cannon Street",1,[3153656028,5141354333,5141354329,1678227031,5141354328,5141354331]],
+  ["Gracechurch Street",1,[5065949598,5049840243,1951616283,11733138994,1782714747]],
+  ["King William Street",1,[5065949596,5049840242,6985395258,11733138996]],
+  ["The Mall",1,[5034506700,256794579]],
+  ["Belvedere Road",0,[4969460347,10652501453,12354833]],
+  ["Bush Lane",0,[5104314255,5104314256]],
+  ["Bush Lane",0,[25067463,11097242594,5104314255]],
+  ["Westminster Bridge Road",1,[5337281221,33674193,8984209064]],
+  ["Westminster Bridge Road",1,[3070670617,3070670618,2623951853,203043798]],
+  ["Westminster Bridge Road",0,[33674190,5106442084,4112540072,5106442096]],
+  ["Addington Street",1,[1224757059,1754991136,4973571943]],
+  ["Neckinger",-1,[432445358,10278959635,13567105368,10278959662,13567105373,5110264521]],
+  ["Sweeney Crescent",0,[32975898,13720729872,1420480403,286493174]],
+  ["Vine Street",0,[5122737222,690295042]],
+  ["Limasol Street",0,[5127209566,3213221695,5127209575]],
+  ["Cannon Street",0,[25161363,5141354331]],
+  ["Brook Street",0,[5146389198,25472678,108257]],
+  ["Henrietta Place",1,[5166628483,5166628485,1684410070,5166628482,1684410073]],
+  ["New Bridge Street",1,[5177397825,5177397823]],
+  ["Queen Victoria Street",1,[5177397835,8620105269,8620105268,5177397825]],
+  ["Kingscote Street",1,[5177397418,1707790024]],
+  ["New Bridge Street",1,[11747723479,1707790023,9754453032,5177397822]],
+  ["New Bridge Street",1,[5177397828,5177397419]],
+  ["Queen Victoria Street",1,[107668,5055364611,5055364612,5055364608]],
+  ["Black Friars Lane",0,[4643337035,1236791478,25471732,367106464,25471733,4650375357,25471734,25503862,4240028580,10040312268]],
+  ["Old Bailey",0,[894485202,109408]],
+  ["Pilgrim Street",1,[5207487897,9693982149]],
+  ["Limeburner Lane",1,[25481504,6988528038,1938819351,1236791535,1938819350,9197589238,25509513]],
+  ["Chancel Street",1,[5207546645,6806740812,3062596145,3062596141,5207546667,6806740820,25472330]],
+  ["Dolben Street",0,[5207546649,9621055734,25472331]],
+  ["Burrell Street",1,[3355227835,9558963378,6871152937,5336220111]],
+  ["Burrell Street",1,[5207546656,3355227835]],
+  ["Redcross Way",1,[5207546651,13395987810,12357137311]],
+  ["Nicholson Street",1,[5207546659,340301589,3062596150,11176887869,5207546650]],
+  ["Dolben Street",0,[5207546666,5207546649]],
+  ["Nicholson Street",1,[12237913,7807233605,12783113015,5207546659]],
+  ["Redcross Way",1,[5207546644,13395987829,12357137310]],
+  ["Tower Bridge Road",0,[9820345290,5841745887,734956058,107564,104352476]],
+  ["Tanner Street",1,[1169855417,5766990935,12346578569,106294224,9855995983,2461800342,5207597180]],
+  ["St. Botolph Street",0,[9690975244,6110164641]],
+  ["Lombard Court",0,[5218844446,5218844445]],
+  ["Winchester Square",0,[5218853802,13826444582,247957823,963510074]],
+  ["Winchester Square",0,[963510074,247957821]],
+  ["Bermondsey Street",1,[5334376824,7236197538]],
+  ["Ewer Street",1,[5219107182,25497229]],
+  ["Great Dover Street",0,[5220719437,5837702160,5220719445,287453554,10177435896,6988558771,6988558768,6802263379]],
+  ["Great Dover Street",1,[10580406285,2217388382,2217388386,2217388374,12796398947,4506516721,5220776401]],
+  ["Long Lane",1,[10580406286,5220719456,2217429309,2217412073]],
+  ["Silvester Street",1,[5220719437,9733253134]],
+  ["Silvester Street",1,[5220719447,11188354385,5220719469]],
+  ["Tabard Street",1,[5220719455,5220719452,5220719441,5220719466]],
+  ["Silvester Street",1,[5220719469,60007209]],
+  ["Long Lane",0,[2217388361,5220719449,10825606709,5220719471,10825606711,10825606710,31349035,5845422730,276511,1156687833,5845422729,1165436511,287453575]],
+  ["Great Dover Street",1,[5220719448,10580406286]],
+  ["Tabard Street",1,[5220719466,10825563204]],
+  ["Long Lane",1,[5220719428,5220719444,2217388403,2217388407,2217388364]],
+  ["Long Lane",0,[287453575,106292001,4013171857]],
+  ["Long Lane",0,[4013171857,1158989439]],
+  ["Tabard Street",1,[5220732342,287453561]],
+  ["Tabard Street",1,[5220732339,10023127795]],
+  ["Borough High Street",1,[5220776401,12796398963,2217388367,9733205389,2217388377,2217388409,2217388387]],
+  ["Borough High Street",0,[2217388387,5832219359,1155200860,5832219358,12238562]],
+  ["Borough High Street",1,[5220776408,5220776401]],
+  ["Great Dover Street",1,[5220776408,2217388372,2217388371,12796398946,12796398937,2217388401,2217388399,2217412069]],
+  ["Marshalsea Road",1,[5220776403,2217388358,5220776409,352928523]],
+  ["Borough High Street",1,[5220776402,2217388363,2217388384,25497966]],
+  ["Great Dover Street",1,[5220719456,2217388364]],
+  ["Marshalsea Road",1,[5220776402,5220776408]],
+  ["Lombard Court",0,[5227220845,5227220848]],
+  ["King James Street",0,[25497662,358941857]],
+  ["Panton Street",1,[2465838823,11309776214,10585331296]],
+  ["Shaftesbury Avenue",0,[9512924,11309929575,8843596280,1938580071,8300179839,8843596277,11309928065,8300179838,107809,12427253777,8300179837,1938580068,5364578869,1334645223,5244680779]],
+  ["Shaftesbury Avenue",1,[5244680779,13346540444,9756282147,13346540450,5244680784,10850040119,5244680785,5877193899,13346540422,13346540425,13346540421]],
+  ["Great Windmill Street",1,[13346540423,5244680778,11309928061,1119774075,13346280443,5244680783,13346280444,25502191,12909395704,107812,12909395706,26652351,11329900031,1188939750]],
+  ["Waterloo Road",1,[11733884376,2623968679,5245754265,2623962998]],
+  ["Baylis Road",1,[10236420822,2623963006,2623963000]],
+  ["Waterloo Road",1,[2623963014,5245754267]],
+  ["The Cut",1,[5245754267,11733884377]],
+  ["Baylis Road",0,[1641773523,1237957511,2623963000]],
+  ["Waterloo Road",1,[2623963023,2512310242]],
+  ["Waterloo Road",0,[2623962998,2512309117]],
+  ["Trump Street",1,[5247852872,9693730842]],
+  ["Cloak Lane",1,[5247857728,9691101412,13235696117,9691101411]],
+  ["Swan Street",1,[5264915977,264781920,7918872731,1999869639,13721400742,14265409252,25499035]],
+  ["Harper Road",0,[5264924866,5264924871,5264924873,5264924867,5264924875,5264924874]],
+  ["Upper Ground",0,[914309942,1630605820,2512940566,915410117,10572163,5272477441,1630605810]],
+  ["Belvedere Road",0,[5272477440,25472946]],
+  ["Belvedere Road",0,[5272477442,915410122]],
+  ["King Charles Street",0,[5287535090,8916282,8916242]],
+  ["King Charles Street",0,[5287535089,25507044,5287535090]],
+  ["Marylebone Lane",0,[1684410041,12912252526,6220567447]],
+  ["Corner House Street",1,[5323722010,12431528377,25504194]],
+  ["Corner House Street",1,[25504193,13288076271,5323722009]],
+  ["Eaton Mews South",0,[5284375011,13171576255,26652939]],
+  ["Hopton Street",1,[25472684,5336220115,5336220108,25472686]],
+  ["Hopton Street",0,[25472684,2947659968,12735256860,12735256854,12735256858,25472723,4972951607,12735256859,534913262]],
+  ["Park Street",1,[5336220105,7330296711,1662606947]],
+  ["Lambeth Palace Road",0,[9248870260,5441489161,254330734]],
+  ["Westminster Bridge Road",0,[4973987597,9778440238,5374013586,2547407957,4973987594]],
+  ["Lambeth Palace Road",1,[2684185944,1953749498,4973987599,4973987587]],
+  ["Lambeth Palace Road",0,[3247619605,9778347747]],
+  ["Westminster Bridge Road",1,[4973571952,4973571953]],
+  ["Westminster Bridge Road",1,[1754991191,4112540073,5106442078]],
+  ["Westminster Bridge Road",1,[25510390,5374121238,11548709383,11548709373,2255163079]],
+  ["Westminster Bridge Road",0,[33674190,5337281221]],
+  ["Moor Street",1,[11751391070,21665118]],
+  ["Lombard Street",1,[1566270189,7797731340,9694072864]],
+  ["Lombard Street",0,[24950107,12905496407,24950110]],
+  ["St Giles High Street",1,[469760241,6319618545,21665132]],
+  ["Tudor Street",0,[1617647900,1617596591,1617532092,1617596593]],
+  ["Breams Buildings",0,[5426506500,13909277678,25496818,25496819,13909341085,25496820,5060391417,25496821,25495769]],
+  ["Kennington Road",1,[11744771307,8089607509,6625194428]],
+  ["Lambeth Palace Road",0,[25473115,25472108,4242509520,108116,4112372661,12583312794]],
+  ["Lambeth Palace Road",0,[9248870260,4112372662,9650488593,25473114]],
+  ["Westminster Bridge Road",1,[3247619592,9753656605,3247619584]],
+  ["Westminster Bridge Road",1,[5441728375,5441728373,3247619616,3247619621,3247619628]],
+  ["Westminster Bridge Road",0,[5441728375,5441728374]],
+  ["Westminster Bridge Road",0,[5424175768,11966188604,10282143905]],
+  ["York Road",1,[1754991142,13097951028,13097951029,4973447306,4973447307]],
+  ["York Road",1,[1953721143,4973447312,4973447303]],
+  ["Bedale Street",1,[11238304000,25473527]],
+  ["London Road",0,[4418546509,4418546512,4418546510]],
+  ["Bourdon Place",1,[25257050,12390998866,454368531,12390975340,25257053]],
+  ["Shepherd Street",1,[25257794,1947328065]],
+  ["Winchester Square",0,[2142831180,247957821,13826444534,12956962502,247957826]],
+  ["Queen Victoria Street",1,[3813810132,5207476610,9684083983,5207476617,5207476609,10309472543]],
+  ["New Bridge Street",0,[5177397822,8620105265,4859246418,5177397829,5177397824]],
+  ["Birdcage Walk",1,[5481067695,108283]],
+  ["Birdcage Walk",1,[5481067694,9650524569,5481067695]],
+  ["Birdcage Walk",1,[5481067701,5481067694]],
+  ["Tweezers Alley",0,[6139961783,13819683176,13654123039,9039467687,5532720349]],
+  ["Carlisle Avenue",1,[1312471196,4920098342]],
+  ["Carlisle Avenue",1,[25497222,9690974272,9690974264,4920098344]],
+  ["Northumberland Alley",1,[1312471189,13654694994,9690974262]],
+  ["The Mall",1,[5521427550,9515138126,9515138127,5034506700]],
+  ["Basinghall Street",1,[5565443391,2990651920,28800666,11300336368,2990651921,5041945508,5042032158,1718567007,1718566997,250549835]],
+  ["Moorgate",0,[10677374,1721713699,1350430181,6985373982]],
+  ["Coleman Street",1,[9042025325,5042033643,1312264546,1755265415,21307201,873809385,1343823418,250550023,250550024]],
+  ["Moorgate",0,[9808795604,5875062471,5565443397]],
+  ["Tooley Street",0,[10825871320,2490342443,303193395]],
+  ["Tooley Street",0,[8385470984,130202844]],
+  ["Foster Lane",0,[25473205,11074295215,1215563881,25632855]],
+  ["Adam Street",0,[9515377,11682219709,12431441395,109838]],
+  ["Bedford Street",0,[9512908,1106056843,1614846683]],
+  ["Tavistock Street",0,[1614846702,1614846699,1614846695,9522438156,12055860262,9522214641,6277660702,1614846692]],
+  ["Exeter Street",1,[25471100,12397249691,25471101,4350208169,12056010667,13812873857,1106056846]],
+  ["Burleigh Street",0,[25471100,9522438153,12397249687,9522438152,2831321470,9522438151,6277660685,12055916637,9522438150,1614846702]],
+  ["Old Compton Street",1,[1938580083,692191040,13578412197]],
+  ["Charing Cross Road",0,[8474252683,2767582815,8474252681]],
+  ["King James Street",1,[6880053757,13014431854,1070840552,9129323857,13014431851,10717544199,10717544195,10717544198]],
+  ["High Holborn",1,[26699559,7969809870,4356572322]],
+  ["Denman Street",1,[5244680781,5244680780,107813]],
+  ["Glasshouse Street",1,[5686381085,10814755515]],
+  ["Cockspur Street",0,[7639001106,1188939772]],
+  ["Pall Mall East",1,[26573667,3810553688,9512922]],
+  ["Northumberland Street",1,[5323722153,5323721998,5323722000,25504193]],
+  ["Horse Guards Avenue",0,[1602135896,2494778477,4709924044]],
+  ["Tanner Street",1,[13388923289,451698246,5137542052]],
+  ["Tanner Street",1,[5137542052,9941004292,32975880,12346578574,340511757,14264009500,32975879,12346578573,12346578572,12346578571,451698273,9941070267,102706663,12346578568,5766990929,1169855417]],
+  ["Tanner Street",0,[282879063,6802655647,10617908244,102705569,4457210907,104352376,102705571,10278959633,102705562]],
+  ["Tanner Street",1,[8562204552,2461800338,12677627999,282879063]],
+  ["Bermondsey Street",1,[5137542063,13648623084,13648623086]],
+  ["Leathermarket Street",1,[106293210,9941004381,12212446038,88159353,1182545135,1022676958,1169854974,5278650908,13723077165]],
+  ["Fleet Street",0,[13919466145,2586616722]],
+  ["Farringdon Street",0,[5788363874,3972566714]],
+  ["Leadenhall Street",0,[107584,251892950,12522756815,251892754]],
+  ["Aldgate",1,[5816744255,8429945617,585199079,5816744257,25475770]],
+  ["Aldgate",1,[1312932894,8429945717,4167762778]],
+  ["Fenchurch Street",0,[5931509715,109728,9816821617]],
+  ["Beeston Place",1,[25507336,2314796040,2314796045,1232048599]],
+  ["Buckingham Palace Road",1,[7246507156,11916910232,1231977741,108341]],
+  ["Grosvenor Gardens",1,[2314799781,108349]],
+  ["Beeston Place",1,[1232048599,2314796046,14269401449,2314796044,14269401459]],
+  ["The Mall",0,[26630783,345881288]],
+  ["Greek Street",1,[5932883504,13246528574,8300251849,8300251851,8300251852,12437452103,8300251853,107805]],
+  ["Old Compton Street",1,[9512935,11310578874,13571511915,13571511916,12437493940,9512937,12437493938,12437487534,9512939]],
+  ["Storey's Gate",0,[2621444704,12248592611,12248592609,11702649764]],
+  ["London Bridge Street",1,[2862779711,2862779716,2862779726,13239927883,2862779730,4807882429]],
+  ["",0,[96619953,5828990484,5828997785]],
+  ["Queen Street Place",0,[1827389620,9680972178,700774224]],
+  ["Tudor Street",0,[1617596593,3328228993]],
+  ["Fleet Street",0,[1020211942,1617596711]],
+  ["Fleet Street",0,[8373690820,1617596714,11147055930,8263166218,25475331,8263157412,1617647945,8263157416]],
+  ["Southwark Bridge Road",1,[5874644802,364310,2485090652,5021197139]],
+  ["Shelton Street",1,[5420953859,25544136,2450755719]],
+  ["Lower Marsh",1,[1641763110,1641763057,1641763053,1641763035,33672997,254343863,25509686]],
+  ["Baylis Road",1,[5912280513,6400434432,2623968680,13918235925,5245754267]],
+  ["Houndsditch",1,[1233350847,1312932832,1312932849]],
+  ["Duke's Place",1,[5904585328,2612458246,2969439040,3220254039,27460439]],
+  ["Lime Street",1,[5335245256,1312454114,1312453919,9710359368]],
+  ["Leadenhall Street",0,[107585,4864083785,6218501740,4864083784]],
+  ["St Helen's Place",0,[5925626142,1333685580]],
+  ["St Helen's Place",0,[5925626141,251892475,5925626142]],
+  ["Long Lane",0,[287453535,5845422727,3059934948,25499948,5278650916,5845422728,10822679794,826822423,848107786,32975392,797018594,1156687819,3451415067,471450562,471450571,1156687636]],
+  ["Lant Street",0,[893505807,5926996117,364294]],
+  ["Lime Street",1,[1312454015,3708234964,471488484,1312453950,5931501991]],
+  ["Lime Street",1,[27458353,367114771,5342236740,12850747921,1550763620]],
+  ["Lime Street",1,[27458331,2967343648,1547013692,2967343649,367121266,1547013743,1312454015]],
+  ["Romilly Street",1,[5932856691,5932883505]],
+  ["Romilly Street",1,[5932856688,5932856692,21665578,12437452144,5932856687,5932856691]],
+  ["Romilly Street",1,[5932875003,5932856688]],
+  ["Dean Street",1,[5932875004,21665577]],
+  ["Romilly Street",1,[5932883505,5932883503,13246528573,5932883502,5932883504]],
+  ["Charing Cross Road",0,[5932899700,8300251859,9904395663,25530236,9904395653,5364578866,25530237,21665081]],
+  ["Trinity Square",0,[4117882844,20625790]],
+  ["Minories",0,[25475328,13810202003,8579240309,9683686963]],
+  ["Great Chapel Street",1,[21665938,6827965350,11583590555,11583590556]],
+  ["High Timber Street",0,[4866475730,20626312]],
+  ["Lambeth Palace Road",0,[5973556488,4112372663]],
+  ["Lambeth Palace Road",1,[9650488591,5973556495]],
+  ["Lambeth Palace Road",1,[25472107,9650488601,11526063553,9650488591]],
+  ["Lambeth Palace Road",0,[9650488612,5441381224,254330494]],
+  ["Old Mitre Court",0,[2294047369,8373651315,7271474856]],
+  ["Bread Street",0,[1955520887,25066470,1938819313,4866653236,8807441176,1938819306,4866623226]],
+  ["Bread Street",1,[5973627687,11079664605,7926506527]],
+  ["Muscovy Street",1,[20625793,6301948477,13021828025]],
+  ["Trinity Square",0,[1556324679,1561411329,1561411330,1561411232,1561411203]],
+  ["Seething Lane",1,[9694104278,9694104280,9694104279]],
+  ["Seething Lane",1,[5976760445,6301948480,697037343,5905807278]],
+  ["Queen Victoria Street",1,[1311961910,4866651966]],
+  ["Queen Victoria Street",0,[5976853817,8785441943,18395811]],
+  ["Queen Victoria Street",0,[1655418222,3816097103,5976853817]],
+  ["Godliman Street",0,[1678452792,13817503065,7610670771,1678452790,7610670751,1678452786,3474115151]],
+  ["Cheapside",0,[25161346,7553887464]],
+  ["St. Katharine's Way",0,[108810,5710524230]],
+  ["Westminster Bridge Road",0,[5424175769,5441728376]],
+  ["Victoria Street",1,[49288280,8416053377]],
+  ["Lambeth Road",0,[6022819613,2932500919]],
+  ["Lambeth Road",1,[13002576676,13002576677,6022823875,2059768446,8947442155,8947442145,2059768444]],
+  ["Lambeth Road",0,[6022813716,8947442153,2059768444]],
+  ["St George's Road",1,[3328901241,12957088624,12967233770]],
+  ["St George's Road",1,[6022813720,8947442150,8936997804]],
+  ["Marlborough Road",0,[78598326,6633259237,6633259232]],
+  ["Cockspur Court",0,[6064986824,6064986825]],
+  ["Cockspur Court",0,[6064986825,11546105714,11546105715,26671733,26671734]],
+  ["York Road",0,[4112400506,7246410592]],
+  ["York Road",1,[4112400507,7246410595,7246410590]],
+  ["Lavington Street",1,[25468980,1812648846,9681198682,3062596152,287438192]],
+  ["Tothill Street",0,[12198612,2621444699]],
+  ["Bedford Street",0,[1614846678,12431499170,5387300688]],
+  ["Orange Street",1,[26559582,10273185915,9072433957,9072433956,6214704100]],
+  ["St Martin's Place",0,[1637789608,9196481953,1947257512,4350184739,9344480906,1102994241,9344480908,2321071816,2726834647,1938580050]],
+  ["St Martin's Place",0,[1678452745,107785,1637789608]],
+  ["Charing Cross Road",0,[10574748,11005677642,1637789629,8898435848,12436861257,1102994238,1678452745]],
+  ["William IV Street",0,[25544119,9344625089,1614846607,370711678,1614846610,1614846616]],
+  ["Southampton Street",0,[9515370,12055860250,2337311461,27345499]],
+  ["Bruton Street",0,[454373626,12391387803,5359107394,1947324463,3456413131]],
+  ["Curzon Street",0,[109587,109586,12256177566,25257789,12256177564,25257304,2883492690,25257790,2883492691,25257791,2441107358]],
+  ["Shaftesbury Avenue",0,[9578948893,5811263957,7195674015,6983700434,14003329325]],
+  ["Berkeley Square",1,[454373623,2455905479,454373624]],
+  ["Borough Road",0,[6880053758,1070840629]],
+  ["Maltby Street",0,[104351637,286493228,10278959663,286493219,432445230,104351873,9855995852,11508505067,104351874]],
+  ["Druid Street",1,[9768410057,102705674,7076679541]],
+  ["Abbey Street",0,[9001522159,9001522157,5432442192,5432442193]],
+  ["St. Botolph Street",1,[6110164647,9080123628,377490664]],
+  ["St. Botolph Street",0,[3850146457,7644741351]],
+  ["St. Botolph Street",1,[1312932829,1698444882,1312932838,1312932873,27460665]],
+  ["St. Botolph Street",0,[6110164659,2612458244,6110164660]],
+  ["Whitechapel High Street",1,[1951190477,2282318496,6110191185]],
+  ["Whitechapel High Street",0,[6110191194,3850327659,3231708906]],
+  ["Goulston Street",1,[6136121697,6199832926,7900888249,4414759954,249559884]],
+  ["St. Botolph Street",1,[2024339503,11743372658]],
+  ["Weston Street",0,[6136194026,13727843841]],
+  ["Tweezers Alley",1,[5532720349,9039467689,9039467693,9039467692,13819683178,5501130885]],
+  ["Tower Bridge Road",0,[8562331983,5137560361,102707154]],
+  ["Tower Bridge Road",0,[102707154,12347125245,670363061,11217862723,108119,4443917519,104354236]],
+  ["Tower Bridge Road",0,[104352680,8562331987,8562331986,5137560363,108118]],
+  ["Abbey Street",0,[283207079,8562331984,12677642679,12677642684,108118]],
+  ["Royal Street",0,[11063084100,109840]],
+  ["Mark Lane",0,[1547013592,1547013724,1547013574,1547013597,1547013754]],
+  ["Orange Street",1,[6214704100,12447068328,10273185935,21665714]],
+  ["Blackfriars Road",0,[3933712866,7294635679,1998832003,7294635682,353279867]],
+  ["Hatfields",0,[1664288171,6196407067,6196407071,1953721166,25475612]],
+  ["Hatfields",0,[12354836,1664288171]],
+  ["Blackfriars Road",0,[12237913,3933712866]],
+  ["Tooley Street",0,[8385470990,4087644127]],
+  ["Snowsfields",1,[285894134,5577418601,32975869,10170299570,32975870,32975871,10170299568,32975872,106293810,1187019573,32975873,11412163680,368369216,415560578,9855995941,14264332442,240033285]],
+  ["Crucifix Lane",1,[12999372100,7236197534,6199794372,276516]],
+  ["Whitechapel High Street",1,[8975122167,3231708929,12993963539,4414750023]],
+  ["Whitechapel High Street",1,[6202402725,8975122159,2282295840,9666545788]],
+  ["Barge House Street",1,[1617512849,9855995913,7039932116,25471692,7039932115,296639140,1707216859,1707216886,938140681,270195413,1707216879,1707216856,25471693]],
+  ["Hopton Street",0,[4972951608,5336220116,25472686]],
+  ["Hopton Street",0,[534913262,25472724]],
+  ["Hopton Street",0,[25472686,5336220106,2947659963,9853716881,3215499182,25472687]],
+  ["Great Suffolk Street",1,[24923169,2512940492,364293,2512940489,13362805304,1913881843,13362805303,13362805302,13362805301,340301596,355591550,9900828295,25498692]],
+  ["Sawyer Street",0,[25496796,6236321677,6236321675,6236321678,25496768,25496770,12796711233,6236321667,25498980]],
+  ["Park Street",0,[1738069456,1662606947]],
+  ["Sumner Street",0,[109742,12887521331,6260941563,12979011703]],
+  ["Crosby Row",0,[6236462770,8041106448,106292001]],
+  ["Park Street",0,[20955462,650128122,1738069456]],
+  ["Tabard Street",1,[287453561,5220732339]],
+  ["Bermondsey Street",1,[623034993,1782710474,7816585853,6304779229]],
+  ["Abbey Street",0,[104352478,451698334,12346578503,5845322567,12346578504,432445017,12346578502,286493246,12346578501,104352541,6802655648,283207079]],
+  ["Frazier Street",1,[12252594732,7650885196]],
+  ["Gerridge Street",1,[514356684,254342595,12965034219,14268028078,25499160]],
+  ["Morley Street",1,[9085245860,12965034206,12965034209,2483812408,368045956,25499349]],
+  ["Dodson Street",1,[25499123,12957319587,8952591236,25499139,6236684494,10278399447,6236684492]],
+  ["Borough Road",0,[496206916,12796498249,24923399,340301598]],
+  ["Piccadilly",1,[109576,6250236320,6250236317]],
+  ["Avery Row",0,[25256620,6250290418]],
+  ["Hanover Street",1,[2480891600,6250340168,6250340171,14256657730,14256657734,25531002,14256657717,14256657715,9775440759]],
+  ["Hanover Square",0,[25256828,3069487511,1174906996]],
+  ["Sumner Street",0,[109743,3193986800,25468831]],
+  ["Dean Street",1,[10251749473,6313627510,734320238]],
+  ["Sheraton Street",0,[4712556963,11310475201,25501016]],
+  ["Wardour Street",1,[25501016,11310267278,9791153]],
+  ["Hammett Street",0,[869968536,12518263714]],
+  ["Hammett Street",0,[6265654109,12518263719,12518263721,25473279]],
+  ["Piccadilly",0,[25257616,6266808740,12133898721,12133898720,6266808743,6266808742]],
+  ["Piccadilly",0,[6266808745,6266808748,469780509,6266808747,6266808742]],
+  ["Piccadilly",1,[6266808745,2215472133,6266808744,8964604711,2215472138,2038064029,2215475647,11707733695]],
+  ["Jewry Street",1,[6266867111,9690915268]],
+  ["Hanover Square",1,[452243716,9046526383,9775351267,3069487479]],
+  ["Waterloo Bridge",1,[6277638999,2372327461,1953721171]],
+  ["Waterloo Road",1,[1953721158,1953721156,6277683849]],
+  ["Waterloo Road",0,[6277683854,25468775,6800909336]],
+  ["Whitechapel High Street",0,[249559884,6110191194]],
+  ["Wells Street",1,[11052017487,11052017483,9041941457,1716099125,11124728841]],
+  ["Tower Bridge Road",0,[104352476,5841745886]],
+  ["Tower Bridge Road",0,[5207597180,12503280483,5207597186]],
+  ["New Bridge Street",1,[5177397419,5177397825]],
+  ["Queen Victoria Street",1,[10309153027,367077584]],
+  ["York Road",1,[1166035225,2620260726,178824119]],
+  ["Bridge Street",0,[4143776517,4143789096,2623091028,12754362032,10363909455]],
+  ["Hercules Road",0,[6297616381,25472164,9116928235,364262,13073082199,25472165,3840906779,3840906778,9296540433,364263]],
+  ["Hercules Road",0,[25473404,1237005286,364260,1237044493,25473446,25473422,1224752499,13073082198,25472174,6297616376]],
+  ["Kennington Road",1,[6625194428,6297799657]],
+  ["Westminster Bridge Road",0,[13453752253,11919977765,11919977763,2493745781]],
+  ["Golden Square",1,[25473286,12344027649,466926169,12344027652,25473287]],
+  ["Eaton Square",1,[26607501,13171576256,14222208520,12197628]],
+  ["Golden Square",1,[25473285,466926160,25473286]],
+  ["Golden Square",1,[25473287,466926176,25473284]],
+  ["Rupert Street",1,[2587253639,13277236790,3316828729]],
+  ["Shaftesbury Avenue",0,[5630766895,7195674016,26699565]],
+  ["High Holborn",1,[5630841552,7709025120,26699559]],
+  ["High Holborn",1,[21665588,5811252637,6848853269,6940049526,6940077043,6319748552]],
+  ["High Holborn",1,[6319748552,6319748548]],
+  ["Hay's Mews",0,[25257290,13807627761,12138707226,25257298,12138707227,4931402373,1097744280,12256222938,2356521677,2356521675,25257996]],
+  ["St James's Square",1,[3933844368,14229502519,14229502516,3713564059,4187528683,14229502515,9789823]],
+  ["Stratton Street",1,[25257320,2455901075,12391426779,25257319]],
+  ["Greenham Close",0,[254342960,254342961,687375751]],
+  ["Parliament Square",1,[6327543545,4170423936,13306699634,610884816]],
+  ["Apothecary Street",0,[4650375508,1707790063,1707790057,1707790055,4650375309]],
+  ["Crutched Friars",1,[9690769059,585180151]],
+  ["Carey Street",0,[21563698,12741276762,7059876529,12741276763,21564825]],
+  ["Southwark Bridge Road",1,[2684347255,7957525271,7957525274,6338845950]],
+  ["Southwark Bridge Road",1,[6001787526,7957525272,13171845420,6001787522,2684347234,25499056,2684347230,2485090657]],
+  ["Carlisle Lane",1,[1224751639,1224752590,11272929096,25510383]],
+  ["St. James's Place",0,[26591533,11027672369,812264806,12431824287,26591532]],
+  ["Little St. James's Street",1,[25607125,8097348672,8044471866,25607099]],
+  ["Nelson Square",1,[25496667,12796594043,1080429782,9568915256,25496664]],
+  ["Lambeth Palace Road",0,[4973987587,33674189]],
+  ["Pearman Street",0,[25499371,2512307385,2512307390,25499383]],
+  ["Westminster Bridge Road",0,[6367876329,25499034]],
+  ["Westminster Bridge Road",1,[2467935608,12957086879,96620008]],
+  ["King William Street",0,[5065949596,9027328314,4867087535]],
+  ["Cannon Street",1,[6369390692,1938819330,2387212189,18468958]],
+  ["Queen Victoria Street",0,[1938819320,8336028516,25161352,3816097105,25161353,25161365,4866623226,7926554424,3656358065,5046447437,1938819301]],
+  ["Queen Victoria Street",1,[11733338215,1938819328]],
+  ["Cannon Street",1,[11733338213,1938819326,1938819319,1678155318]],
+  ["Cannon Street",1,[6369390696,6369390692]],
+  ["Cannon Street",0,[9024139129,6369361789,6369361794,6369361795,107638]],
+  ["Queen Victoria Street",1,[6369390696,11733338217,18468961,6739026230,1938819320]],
+  ["Distaff Lane",0,[12806885029,367105859,1268892466,1268892467,25504756,25504777,25504769,7223709664,1707790029]],
+  ["Cannon Street",0,[25161360,3644748767,25161361,7223298253,107634,8753664977]],
+  ["Borough High Street",0,[13648664573,7982720584,5905940768]],
+  ["Morley Street",1,[6414252446,2483812414,6414252450]],
+  ["Morley Street",1,[6414252450,254339538]],
+  ["High Holborn",1,[6319748548,6319748550,6319748546,5630841552]],
+  ["Sawyer Street",0,[6414466335,364292]],
+  ["Lant Street",0,[25498700,25498453,795894609,893505807]],
+  ["Mansell Street",1,[2364381959,577491347,585124778]],
+  ["Fenchurch Street",0,[4619022514,8579233862,3830043581,8579233861,6600283121,1547393045,1547392865]],
+  ["Fenchurch Street",0,[1547013754,4619022514]],
+  ["Harp Lane",0,[6446218921,6446218922,811035012]],
+  ["Tower Bridge Road",1,[11743391881,6448695831,6448695828,6448695825]],
+  ["Tower Bridge Road",0,[6448695829,5841745889,6448695823,14159344206,32975924,11508365128,11508365127,34216966]],
+  ["Tower Bridge Road",1,[6448695821,6448696723,7836195160,6448695817,6551935921]],
+  ["Tower Bridge Road",1,[6448695829,6448695822,8996073047,11743391882]],
+  ["Tower Bridge Road",1,[6448695825,6448695830]],
+  ["Tower Bridge Road",1,[6448695830,6448695815,6448695829]],
+  ["Old Jamaica Road",0,[102703499,1420499303,665849196,1420499329,1420499356,1420499399,2874188203,10278959636,1420499490,1420499590,1420499602,9001522183]],
+  ["Rothsay Street",0,[1163208853,25499848,13720254802,6463348775,102707973,25499861,9066839623,283218349]],
+  ["Cornwall Road",0,[25475825,8706403566,6021802285,850630937,12508944087,1240371359,6021802310]],
+  ["Maltby Street",0,[10170269808,11508505066,9855995851,1175552207,1175552049,104353418]],
+  ["Bear Gardens",0,[12941641385,7575125823,247957833]],
+  ["Westminster Bridge Road",1,[3247619637,3247619644,3247619664]],
+  ["Victoria Embankment",1,[4696544885,4696568114,1828408303]],
+  ["Victoria Embankment",1,[4150883407,4034060018]],
+  ["Cornwall Road",0,[14866466,25473290]],
+  ["Blackfriars Passage",1,[2665239973,13810284475,10539068551,2665239975,13992053643,13992053644,10539068552,2665239977]],
+  ["Blackfriars Passage",1,[6509684093,10539068565,2665239973]],
+  ["Aldwych",0,[3497406876,25472677,1685903455,4068974160]],
+  ["Westminster Bridge Road",0,[3247619584,5424175768]],
+  ["Waterloo Road",0,[3560401455,3519079530]],
+  ["Borough Road",0,[3705603827,6880068865]],
+  ["Tower Bridge Road",1,[6551935890,11743391881]],
+  ["Tower Bridge Road",1,[6551935921,11766372539,663645787,2149954564,6804165149,663645791]],
+  ["Tooley Street",1,[6551867256,25468850]],
+  ["Hercules Road",0,[25471742,6625198970,6771458523,6444262712,6771447257,33673002,25473404]],
+  ["Frazier Street",1,[6554199177,7840392479]],
+  ["Waterloo Road",0,[25510321,266325461]],
+  ["Cornwall Road",0,[266557167,266325462]],
+  ["Cornwall Road",0,[266325462,14866466]],
+  ["Waterloo Road",0,[266325461,3560401455]],
+  ["Farringdon Street",0,[4208239642,4208239651,5788363874]],
+  ["Baylis Road",0,[6297799660,6297799653]],
+  ["Baylis Road",0,[6297799653,11919991975,7621138139]],
+  ["Queen Elizabeth Street",0,[1048496484,4801139087,4087644126]],
+  ["Leathermarket Street",1,[3294898388,6625234238]],
+  ["Weston Street",0,[6625234240,32975394,6625234238]],
+  ["Marlborough Road",0,[13051830318,2620932405,8044483406,11009364111,13051830317,6914164825,13063148158,6914164836]],
+  ["",0,[6638565967,6638565966]],
+  ["York Road",1,[1696027870,1953721154,1953721159,7903654475,2372320976,6277659926,25472346]],
+  ["Mount Street",0,[6794188292,12387263334,2441105311,10853970019,811961032]],
+  ["Queen Elizabeth Street",1,[6795457799,6795457801]],
+  ["Tooley Street",1,[6795457801,4087644128,8996073106,6448652107,6448652103]],
+  ["Waterloo Road",0,[6800909336,25472893]],
+  ["York Road",1,[21392087,9806813637]],
+  ["Waterloo Road",0,[6277683852,6277683848,6277683850,6277683854]],
+  ["Abbey Street",0,[286493234,104352478]],
+  ["Tooley Street",1,[6448652103,6551935921]],
+  ["Queen Elizabeth Street",1,[5577419535,6795457803,8996073105,6795457795,1048496484]],
+  ["Gutter Lane",0,[25632864,25632865,316763600,316763586,11079475733,25632859,11079475735,316763584,1215563891,5046627645]],
+  ["Oxford Street",1,[9521035,2249185407,2417298650,4581297850,9041941463,9041964177]],
+  ["Oxford Street",1,[6827965360,271949991,9041941456,1716099103]],
+  ["Oxford Street",1,[11124728841,9041964179,2425140534,2425141030,6827965363]],
+  ["Seven Dials",1,[1678452807,2265298879,2265298900,1678452814,2265298883,1678452821,2265298892,2265298894,1678452823]],
+  ["Strand",0,[1938953374,11417285781,1938953372,6863445556,25378119]],
+  ["Strand",0,[6863503678,2586635296]],
+  ["Strand",1,[6863503678,7005474686,33141175,7005465884,2586635284]],
+  ["Fleet Street",1,[1697772135,9756278355,6863550503,6863550504,9756278359,6863550501]],
+  ["Fleet Street",1,[6863550501,9756243985,6863550510,6863550509]],
+  ["Staining Lane",1,[6871422362,10979127312,1311962080]],
+  ["Oxford Street",1,[4581297847,2047806102,8843558740,2047806084]],
+  ["Borough Road",1,[3705603836,6880053716]],
+  ["Borough Road",0,[3705603836,3705603837]],
+  ["Borough Road",0,[6880053745,6880053742]],
+  ["Borough Road",1,[6880053748,6880053752,6880053759,3799757273]],
+  ["Borough Road",0,[730857285,6880053723,6880053745]],
+  ["Borough Road",0,[6880053744,6880053758]],
+  ["Borough Road",0,[6880053717,25499118,6880053761]],
+  ["Borough Road",1,[6880053716,6880053746,6880053748]],
+  ["Borough Road",1,[6880053734,6880053762]],
+  ["Borough Road",1,[6880053762,6880053751,3705603836]],
+  ["Borough Road",0,[1070840629,730857285]],
+  ["Borough Road",0,[6880053761,11716603226]],
+  ["Borough Road",0,[6880068842,4138803409]],
+  ["Borough Road",0,[6880068865,12889012256,6880068874]],
+  ["Borough Road",0,[6880068869,2485088792]],
+  ["Borough Road",0,[6880068874,6548783786]],
+  ["Borough Road",0,[6880068851,3705603825,496206916]],
+  ["Harper Road",0,[6880086571,3705603828,6807415497,8666488809,5971980426,25499035,14265409249,12796498228,13585136980,566223283,1999869627,5971980425,364309,3213191693,5264924869,264781892,25499003,6388417653,5971980420,6388417651,5971980419,6388420596,25499028]],
+  ["Harper Road",0,[6024546178,5971980427,6880086571]],
+  ["Spenser Street",0,[25524243,13246316703,14145173248,108300]],
+  ["Allington Street",0,[6893964286,2308727634,11553374330,11553585209,13169227539,108309]],
+  ["Terminus Place",1,[6893978756,6893978760,6893978764]],
+  ["",1,[6914164823,6914164831,6914164835,8044483398,6914164833]],
+  ["Pall Mall",1,[2214979349,6914164837,8044471844,6914164826,6914164836]],
+  ["Pall Mall",1,[2214979335,6914184048,9789821]],
+  ["Pall Mall",1,[12369243829,6914179452,2214979338,6914179454,2214979329]],
+  ["St. James's Street",1,[9789816,2215503569,8964604710,2215502656,2215490966]],
+  ["St. James's Street",1,[26591536,9789816]],
+  ["St. James's Street",1,[11707733697,6914171279,14266229476,6914171273,1352935864,6914171280,6914171275]],
+  ["Baylis Road",0,[6925883811,25510039]],
+  ["Kennington Road",1,[13453752253,8089737842]],
+  ["Baylis Road",0,[6925883816,7564332448,6925883811]],
+  ["Baylis Road",0,[25499350,4341801187,10023048472,7246548200]],
+  ["High Holborn",1,[4356572322,6940049524,6848865192,6940049527,21665588]],
+  ["High Holborn",0,[6940326497,12422012494,4356572314,26699561]],
+  ["Cannon Street",0,[107638,5198585557,5198585559]],
+  ["Cannon Street",0,[5198585559,3644785104,4729628192,6369361788,7223298252,6369361791,107637]],
+  ["Boundary Row",1,[3933711353,9085246837]],
+  ["Jamaica Road",0,[6978426620,276500]],
+  ["Shad Thames",0,[35110312,12773123776,276499]],
+  ["Tooley Street",0,[2516516769,6978426620]],
+  ["Fleet Street",0,[4530270906,1020211942]],
+  ["Oxford Street",1,[108062,6827965349,9041941458,6827965347,2417299495]],
+  ["Great Tower Street",1,[6985465124,6985465130]],
+  ["Limeburner Lane",1,[1236791344,8785484288,7613626073]],
+  ["Denman Street",1,[5877193901,5877193900,14268612838,13346280441,1119774074,13346280447,5244680781]],
+  ["Newington Causeway",0,[7004860407,2485078181]],
+  ["Kennington Road",0,[10199862542,10175378922,4705492743,4705492742,9316017752]],
+  ["Belvedere Road",0,[12354831,4752385702,590146497,12354829,9532225641,2885402275,21554353]],
+  ["Upper Ground",0,[25472854,915410127,25472466]],
+  ["Upper Ground",1,[11386632591,300059257,9853716879,13806663614,11022329608,913315324]],
+  ["Jermyn Street",1,[2704097365,26559371,9856109996,3714663965]],
+  ["Druid Street",1,[7076679540,269908195,6802655644,269565776,7293228157,102705658]],
+  ["Druid Street",1,[7076679541,5206115150,10278959653,7253881336,7253881334,4879520193]],
+  ["Tooley Street",1,[6448652105,6448638566,6997859701,6997859707,20626258,6448638571,102705889]],
+  ["Shad Thames",0,[1828560863,1828560867,2516511011,35110311,35110312]],
+  ["Dockhead",1,[7201981440,7201981454,7243924603,7201981437]],
+  ["Tooley Street",1,[269863424,8996573351,1988479384,8996573350,269496901,6997859697,6997861416,6448638568]],
+  ["Grosvenor Place",0,[14231052047,2527760562]],
+  ["Grosvenor Place",0,[9698077934,3667462893,2527760561]],
+  ["Tanner Street",1,[5137500238,5137500237,7836231359]],
+  ["Colombo Street",1,[4076643811,25472326]],
+  ["Dockhead",1,[7201981437,7201981456,7201981445,7201981447,7201981450,35112746]],
+  ["Dockhead",1,[35112746,1420499643,7201981453,7201981438,7147728677,7201981455,271005176]],
+  ["Jamaica Road",0,[5852368480,7201981446,34216815,2925607549,9001500208]],
+  ["Jamaica Road",1,[7201981442,269527791,7201981440,7843964144,5852368481]],
+  ["Jamaica Road",0,[8998013252,269527790]],
+  ["Dockhead",0,[11093390463,35112748,35112750,5219101724,35112751]],
+  ["Sumner Street",1,[3759956542,7209584468,7209584471]],
+  ["Sumner Street",1,[7209584471,7209584452,3194001392]],
+  ["Sumner Street",1,[3194001392,7209584461,7209584459,25468979]],
+  ["Abbey Street",1,[276457,7213010728]],
+  ["Jamaica Road",1,[7213010731,7213010709,6551867272,7213010725,9001500213,6551935922]],
+  ["Abbey Street",1,[5003581110,7443692809]],
+  ["Abbey Street",1,[7213010728,7895511518]],
+  ["Jamaica Road",1,[6551935922,276457]],
+  ["Abbey Street",1,[7212966846,7213010726,6551935922]],
+  ["Jamaica Road",1,[7213010728,7213010726]],
+  ["Jamaica Road",1,[9816821632,7213010722,7213010731]],
+  ["Lombard Street",0,[1939558649,2218362314,1939558650]],
+  ["Princes Street",0,[7223326412,1939558704]],
+  ["Princes Street",0,[2218362321,1939558701,1939558697]],
+  ["Princes Street",0,[1939558704,2218362321]],
+  ["Lombard Street",0,[1939558651,1939558657,1939558667]],
+  ["Crutched Friars",1,[7236131862,7236131864,7236131861,9135848925,6332695639]],
+  ["Roper Lane",1,[451698282,12503307251,12677642728,11508365120,107565]],
+  ["Bermondsey Street",1,[5577418598,7236197537,7236197541,5334376824]],
+  ["Baylis Road",0,[1237957495,364283,1641773523]],
+  ["The Mall",1,[7246243171,26630792]],
+  ["The Mall",0,[7246321388,2058516816]],
+  ["York Road",1,[7246410592,7246410591,4112400507]],
+  ["York Road",0,[7246410590,4973447313]],
+  ["York Road",1,[7246410590,7246410594,7246410593,7246410592]],
+  ["Tower Hill",1,[4098680811,7246513953,7246513962,4098680804]],
+  ["Baylis Road",0,[7246548200,254343337,5425497688,1641763132,12908215763,33672998,930531312,5425497689]],
+  ["Northumberland Avenue",1,[6392417081,1936084669]],
+  ["Northumberland Avenue",1,[11771778212,11771778213,25504187,11771778217,6392417081]],
+  ["Temple Place",1,[7256310878,25533211,9729738161,10996213589]],
+  ["Temple Place",1,[10996213582,9729738151,1730303419,7256310875,1730303447]],
+  ["Victoria Embankment",0,[7256356296,4174200013,6392462795,4174200009,6392462794,4174200005,4174200004,4174200003,3876825295,9605118168,3876825296,4174200000,4174199999,6392367210,566201846,6392367208,1537623271,1537623265]],
+  ["Victoria Embankment",1,[7256356296,7256356301,7256356295,7256356297]],
+  ["Victoria Embankment",1,[4174200021,7256356294,7243695435,4174365779]],
+  ["Savoy Street",1,[12059336845,4174200026]],
+  ["Victoria Embankment",1,[7256356297,7256356302,7256356303,4174200021]],
+  ["Savoy Place",0,[4174200024,9023329978,4174365778,2140823714,25474749,2140823741,1139345972,9023329979,25474750]],
+  ["Old Mitre Court",0,[7271474856,26374236]],
+  ["Charles Street",1,[7289779109,7289779115,7289779110]],
+  ["Charles Street",1,[7289779111,25257296,12313161722,7289779112,7289779110]],
+  ["Charles Street",1,[7289779110,12313161776,268272727,454373602]],
+  ["Charles Street",1,[7289779109,7289779114,12313161723,7289779113,7289779111]],
+  ["Bridewain Street",0,[7311627804,104353657,104353417]],
+  ["Westminster Bridge Road",1,[3247619598,13002628756,5441728376]],
+  ["Westminster Bridge Road",1,[3247619593,3247619596]],
+  ["Upper Marsh",1,[10059948058,3247619596]],
+  ["Baylis Road",0,[7364683177,3018353937]],
+  ["Baylis Road",0,[25510039,5425497687,7364683177]],
+  ["Rouel Road",0,[104354999,5215284633,7443785017,14263824085,104355001]],
+  ["Abbey Street",1,[7443692809,7212966847,7212966846]],
+  ["Weston Street",0,[10023133528,3059934944,12346578535,12346578529,6801651434,8672797262,8672797264,14256112505,59851683]],
+  ["Druid Street",1,[451698279,7236168182,869984180,4087644124,869984207,283068686,13726939468,106290413]],
+  ["Goring Street",1,[7487734942,4054356842,5517519002]],
+  ["Goring Street",1,[5517519002,13172865500,9703794691]],
+  ["Cheapside",0,[104321,268997562,25632862,3519879307,1081508200,9781311299]],
+  ["Millbank",0,[11529786730,14275075862,14275075863,14156387986]],
+  ["Commercial Street",0,[7556825542,3231708951]],
+  ["",1,[9211337183,11747153259,3231708916]],
+  ["Whitechapel High Street",1,[3231708916,3231708912]],
+  ["Whitechapel High Street",1,[4414750023,3231708916]],
+  ["Commercial Street",1,[11747153259,11747153255,11747153256,11747153257]],
+  ["Baylis Road",0,[7246548216,11817408395,310698347,1237957495]],
+  ["Tanner Street",1,[6448889253,7564573308,665849212,102705562]],
+  ["Jamaica Road",1,[276500,6978416550,1828560859,7564573306,9753696305,9753696304,9753696303,7836195163]],
+  ["High Timber Street",0,[7572833353,7572833352]],
+  ["King William Street",1,[4305986094,3644748773,473258827,25161386,1727515734,7620895974]],
+  ["King William Street",1,[4305986091,108835]],
+  ["Baylis Road",0,[7621138139,11919991973,6925883816]],
+  ["Borough Road",0,[2485088798,10599759474,6880068842]],
+  ["Threadneedle Street",1,[2387220933,10677377]],
+  ["Old Broad Street",1,[8318797237,4835109002,4618510643,2934268020,20458277]],
+  ["The Mall",1,[7638981098,7638981101]],
+  ["The Mall",1,[7638981101,7638981099]],
+  ["The Mall",1,[7638981099,12990758187,5521427550]],
+  ["The Mall",1,[26630792,9515138128,7638981100,7638981098]],
+  ["Cockspur Street",0,[3807205742,3807205741]],
+  ["Cockspur Street",1,[1188939772,1637831150,3439409125,3439409124,26630793,3439409123,1938580042,3439409122,1637831151,109625]],
+  ["Trafalgar Square",1,[26671724,11205759213,7639001107,7639001110,1239525647,21665755]],
+  ["St. Botolph Street",1,[8429225385,6110164651,2024339503]],
+  ["St. Botolph Street",0,[9690975243,6110164659]],
+  ["St. Botolph Street",1,[3987750688,9673091213,7900888437,7900888377,3987750686,3987750685,6110164649,3987750684,9673091208,3987750692]],
+  ["St. Botolph Street",0,[9690975245,9673189926,3850146457]],
+  ["St. Botolph Street",0,[7644741351,6110164650,3987750692]],
+  ["Frazier Street",1,[7650885196,9356469975,25499350]],
+  ["Frazier Street",0,[4848599176,254343340,254342860,264835751]],
+  ["Westminster Bridge Road",0,[11919991976,11919991978,6297799651,11919977762,6297799650]],
+  ["Threadneedle Street",1,[4726152854,250549348,3499544028,10923293011]],
+  ["Strand",1,[107716,7932870890,7283808383]],
+  ["Southwark Bridge Road",0,[9681119475,9681119478]],
+  ["Southwark Bridge Road",0,[7713467773,9681119477,247871488]],
+  ["Southwark Bridge Road",0,[6807176444,5840176858,355591567,7958025212,7958025215]],
+  ["Southwark Bridge Road",0,[7958025245,355591563,7958025241]],
+  ["Southwark Bridge Road",0,[10599759476,6807176444]],
+  ["Southwark Bridge Road",0,[4138803408,10599759476]],
+  ["Webber Street",1,[33673001,13071449636,4848681129]],
+  ["Webber Street",1,[4848681129,364282]],
+  ["Monmouth Street",1,[2441998875,13578418057,12437824279,5454295779,25736719,10273185932,12437824260,1678452823]],
+  ["Savoy Street",0,[25474661,12059336844]],
+  ["Strand",1,[7737133469,1947257517,9023329969,1934197347,7256448472,1106056850]],
+  ["Baylis Road",0,[5425497689,12908215762,7246548216]],
+  ["Leadenhall Street",0,[251892754,107585]],
+  ["Saint Mary Axe",1,[27459971,2934288518,2934288530,3906588452,1014649672,9694087359,27459830,3247933387,27460198,9694087361]],
+  ["Cutler Street",1,[1014803691,4244498866,28418141]],
+  ["Harrow Place",0,[7797338600,2140124996,249679365,3068267824,670103313,3486459769,27480960]],
+  ["White Kennett Street",0,[7797338599,4244498867,3984132035,302013708,28418929]],
+  ["Druid Street",1,[282879057,32975912]],
+  ["Upper Thames Street",1,[7824747306,4085778920,10542989462,1536948529]],
+  ["Queen Street Place",1,[700774224,9753609738,9753609741,9753609742,9753609740,7824747303,9680972177,9753609745,9753609743,9753609744,1782727992]],
+  ["Queen Street Place",1,[7824747300,7824747295,9680972185]],
+  ["Queen Street Place",1,[9680972185,7824747307,700774224]],
+  ["Upper Thames Street",1,[7824803495,7824803494,4166634957,4085783103,25067803,5141216741,10543080368,25265023,7911267688,7911267696,25161375]],
+  ["Upper Thames Street",0,[1536948431,1536948541]],
+  ["Whitehall",1,[540653726,8263001015,2389980697]],
+  ["Queen Street",0,[1771426166,2140227862]],
+  ["Queen Street",0,[2140227862,104322]],
+  ["King Street",1,[7836155870,5043864464,10677375]],
+  ["King Street",1,[1771426173,1718328198,5046005790,10794350027,28800672]],
+  ["Fair Street",1,[7836235487,12503307215,8996073057,6448695828]],
+  ["Fair Street",0,[283064698,7836235487]],
+  ["Jamaica Road",1,[7836195163,6997859715,10045925133]],
+  ["The Cut",0,[12354837,5622108674,25475603,3954002550,5622108682,3954002551,3933712858]],
+  ["The Cut",1,[24923326,8263124138]],
+  ["Frazier Street",1,[25510041,12691168962,12252594732]],
+  ["Frazier Street",0,[7840392479,7840392480,1232221094,12691168988,4848599173,25510041]],
+  ["Lower Marsh",1,[7840442673,7840442677,25509532,9116867001,25510043,13103517660,364285,274945815,25509686]],
+  ["Old Jewry",1,[12027313110,9042027866,1717643537,13919461713,18395288,12027313109]],
+  ["Jamaica Road",1,[7843964143,9816821633]],
+  ["Jamaica Road",1,[9816821634,1828560856,10995787332,276500]],
+  ["Chancery Lane",1,[1985084095,7847748059,25498457,25496815]],
+  ["Carey Street",0,[7847748057,8785568244,13816747213,10572786]],
+  ["Wilton Mews",0,[7887168471,26389887,7995107887]],
+  ["Strand",1,[107697,13037003086,13037003085,9039488795,7256395517]],
+  ["Abbey Street",1,[7895511518,7213010713,6551867283,10995829042,5003581110]],
+  ["Middlesex Street",0,[7900221087,249560091]],
+  ["Upper Thames Street",1,[7911267686,25265075,1727515754]],
+  ["Upper Thames Street",0,[25161375,7911267687]],
+  ["Upper Thames Street",1,[11012374199,10543014380]],
+  ["Horselydown Lane",0,[269496897,269496895,130203012]],
+  ["Lothbury",0,[1312264618,6985373984,1312188714]],
+  ["Moorgate",0,[9030155749,9042053624]],
+  ["Lothbury",0,[6985379286,10677374]],
+  ["Bread Street",1,[7926506527,107641]],
+  ["Cannon Street",1,[9024139137,9024139136,9024139143,7926506526,18468962]],
+  ["Cannon Street",0,[8336028510,18468958]],
+  ["King William Street",1,[7926686250,107632]],
+  ["London Bridge",1,[7926686248,25161387]],
+  ["King William Street",1,[25161383,10184812455,25161380,25161381,6032044867]],
+  ["London Bridge",1,[1312454003,4305985585,247957679,4161695892,1249708435]],
+  ["King William Street",1,[6032044867,25161377]],
+  ["King William Street",1,[7926686249,7620895976]],
+  ["King William Street",1,[7926686252,7926686249]],
+  ["London Bridge",1,[247957682,4161695891,4305985588,7926686248]],
+  ["Southwark Bridge Road",0,[10979293538,5840176862,25497826,9085229376,9085229378,9085229377,13396531017,352925509]],
+  ["Southwark Bridge Road",0,[352925509,9306782426,364296]],
+  ["Southwark Bridge Road",0,[7926832309,7926832318,7926832301]],
+  ["Southwark Bridge Road",0,[7926832291,13396531013,9085229382,2935502807,7926832309]],
+  ["Southwark Bridge Road",0,[5207546665,7926832319,4848547780,364298]],
+  ["Southwark Bridge Road",0,[9681187726,5840176863,25473393]],
+  ["Southwark Bridge Road",0,[7926832304,9757465546,25473388]],
+  ["Southwark Bridge Road",0,[7926817665,364295,7926817679,7926832303,1032038493]],
+  ["Southwark Bridge Road",0,[7926817664,7926817673,7926832313]],
+  ["Southwark Bridge Road",0,[7926832324,7926817666,7713467773]],
+  ["Southwark Bridge Road",0,[7926832313,13239904026,5207546661,9681187734]],
+  ["Southwark Bridge Road",0,[7926832301,7926832294]],
+  ["Southwark Bridge Road",0,[25473393,7982698463]],
+  ["Southwark Bridge Road",0,[7926832294,1966932721,7926832290,3172348577,5207546665]],
+  ["Kennington Road",0,[6444262713,5424175765,4270689608]],
+  ["Kennington Road",0,[4270689608,11919991991,7985445694]],
+  ["Kennington Road",0,[7926974720,6444262713]],
+  ["Middlesex Street",1,[9678821156,27480961,1238249904,1736734053,2140125056,7900221108,7900221087]],
+  ["Newgate Street",0,[7946372936,1596648671,9805219990]],
+  ["Abbey Street",0,[5432442193,35111215,5003581110]],
+  ["Southwark Bridge Road",0,[9681066373,5840176865,4220613453,2941549912]],
+  ["Southwark Bridge Road",1,[2485088797,2485088789,4138803407]],
+  ["Southwark Bridge Road",1,[4138803407,4138803409]],
+  ["Southwark Bridge Road",0,[7958025249,9129336748,7958025225,9226543119,7958025229]],
+  ["Southwark Bridge Road",0,[7958025229,276518]],
+  ["Southwark Bridge Road",0,[7958025215,7958025250,24923388]],
+  ["Southwark Bridge Road",0,[364292,892507694]],
+  ["Southwark Bridge Road",0,[7958025241,7958025249]],
+  ["Southwark Bridge Road",0,[24923390,25499386,7958025245]],
+  ["Southwark Bridge Road",0,[892507694,9803644610]],
+  ["Southwark Bridge Road",0,[7958025240,7958025235]],
+  ["Southwark Bridge Road",0,[9681187724,7593634526,7926817676,7926832324]],
+  ["Southwark Bridge Road",0,[9681187725,12238098]],
+  ["Southwark Bridge Road",0,[7982698463,7982698466]],
+  ["Lower Marsh",1,[264835732,1641744585,33672986,1641763040,1641763110]],
+  ["Kennington Road",1,[6625194427,25471742]],
+  ["Savoy Street",1,[7932870893,9023329970,12397240181,107716]],
+  ["Bermondsey Street",1,[471421529,7236197539]],
+  ["Bermondsey Street",1,[8023584165,5577418619,276516]],
+  ["Morocco Street",0,[451698403,9368972967,412410358,9368972960,13723077126,9368972959]],
+  ["Victoria Embankment",0,[2341656968,3265436260,6327557047,3811094141,3811094142,26374229,4174200046,8026335686]],
+  ["Shoe Lane",0,[1707790105,6828927809,11903396763,6828921211]],
+  ["Fetter Lane",0,[1816038230,25495770,10572779,350437608]],
+  ["Castle Baynard Street",1,[25505629,1938819279,9684101713]],
+  ["Jewry Street",1,[1312471223,25475661,9699953505,1312471265,6266867114]],
+  ["Tanner Street",1,[7836231359,7564573310,6448889253]],
+  ["Kennington Road",1,[264836662,11919991990,11919977754,11919991989,6625194427]],
+  ["Kennington Road",1,[8089737842,13453752249,13453752248,11744771308]],
+  ["Kennington Road",1,[8089737848,8089737855,6297639014]],
+  ["Kennington Road",1,[25471742,8089737848]],
+  ["Kennington Road",1,[6297639014,364259,11744771306,6297799650]],
+  ["",1,[3557235449,13246355692,3557235424]],
+  ["",1,[3557235423,13246355691,8090874382]],
+  ["Cleveland Row",1,[25607099,8044471873,8044471867,8044496918,8044496915]],
+  ["The Cut",1,[8109979298,25475852,8263124139]],
+  ["Shepherd Street",0,[1947328065,25257795]],
+  ["Fleet Street",0,[5880188046,1707790096,21563479]],
+  ["Whitehall",1,[452515765,2390008569]],
+  ["Great Suffolk Street",1,[7209584453,7209584470,25468979]],
+  ["Great Suffolk Street",1,[11726300054,7209584453]],
+  ["Park Street",1,[12714147503,12714147511,8263056140,8263056135,1662606970,3130360450,1662606965,12714147510]],
+  ["The Cut",1,[8263124138,8109979298]],
+  ["The Cut",1,[8263124139,8263124141]],
+  ["Victoria Embankment",1,[2140823631,8908572777,8908572778,8908572779,8908572780,4174200035]],
+  ["Victoria Embankment",1,[4174365779,4174200018,6392533097,7256356296]],
+  ["Fleet Street",0,[8263157414,5006065041]],
+  ["Fleet Street",0,[8263157413,107692,8785484316,8263157415]],
+  ["Bouverie Street",1,[8373728531,1617647934,25472890,4675822095,1617647903,8373728532]],
+  ["Fleet Street",0,[8263157415,3497461727,8785484315,8373651316]],
+  ["Fleet Street",0,[8263157416,8785503917,3519005409,8263157413]],
+  ["Fleet Street",0,[5006065040,14063745040,14063745037]],
+  ["Fleet Street",1,[5006063178,3519013665,4691514032,4764884821]],
+  ["Fleet Street",0,[5006065041,7223695327,7223695323,13911388331,107693]],
+  ["Boundary Row",1,[24923234,24923230,13346968511,6867269089,10278399454,13346968510,3933711353]],
+  ["St Paul's Churchyard",0,[2140421220,2140421223]],
+  ["Ludgate Hill",0,[13232394797,25577057,2140421224,4328443355,8336028504]],
+  ["St Paul's Churchyard",0,[2140421223,2140421219,13232394797]],
+  ["St Paul's Churchyard",0,[25504143,8336028505]],
+  ["St Paul's Churchyard",0,[8336028505,1726730165,2387213904,1678452802]],
+  ["St Paul's Churchyard",0,[1678452802,2387213902,12708451277,1678452799]],
+  ["St Paul's Churchyard",0,[8336028507,1678452796,5006978853,2387213899,1678452795]],
+  ["St Paul's Churchyard",0,[1678452795,8336028508]],
+  ["Cannon Street",0,[1707790062,10812449309,7223728617]],
+  ["Cannon Street",0,[7223728617,8336028509]],
+  ["Cannon Street",0,[7926506525,3816097104,8336028510]],
+  ["Cannon Street",1,[6369390701,11733338216]],
+  ["Queen Victoria Street",1,[1938819328,8336028511]],
+  ["Queen Victoria Street",1,[8336028511,1311962122,8336028512]],
+  ["Queen Victoria Street",1,[8336028513,2387194157,2387194133,13237810193,2387194128]],
+  ["Queen Victoria Street",1,[2387207423,1782728999]],
+  ["Queen Victoria Street",1,[1401926435,8336028514,2387194123,13237810195,2387194150]],
+  ["Cannon Street",1,[2387207418,2387207417,1938819335,6369390701]],
+  ["Basinghall Street",1,[28800668,9042041321]],
+  ["Basinghall Street",1,[250549835,28800668]],
+  ["Whitehall",1,[2389980691,25507028,345836137]],
+  ["Parliament Street",1,[540653733,469786535,7828821582]],
+  ["Fleet Street",1,[4764884821,5006065038]],
+  ["Fleet Street",1,[8263166217,5006063178]],
+  ["Fleet Street",0,[8373651316,8263157414]],
+  ["Fleet Street",0,[33141178,7223668011,8373690817]],
+  ["Fleet Street",0,[5006065039,8373690818]],
+  ["Fleet Street",0,[8373690817,1782730512,5006065039]],
+  ["Fleet Street",0,[1617596711,8373690824,269589467,3518995475,4689775126,8373690819]],
+  ["Fleet Street",0,[8373690819,8785503920,8785503919,8373690844]],
+  ["Fleet Street",0,[3972566716,13007457378,8373690825,5880188046]],
+  ["Ludgate Hill",0,[2293833760,6840965712,8373690832]],
+  ["Ludgate Hill",0,[107686,8373690833,8373690839]],
+  ["Ludgate Hill",0,[8373752817,4072476960,7613626070,107686]],
+  ["Ludgate Hill",0,[8373690832,5880188045]],
+  ["Ludgate Hill",0,[8373690839,4530339699]],
+  ["Ludgate Hill",0,[8373690838,25503848]],
+  ["Ludgate Hill",0,[8373690840,107685]],
+  ["Ludgate Hill",0,[8373690841,7617785701,8373690840]],
+  ["Ludgate Hill",0,[8373690842,25503841,8373690841]],
+  ["St Paul's Churchyard",0,[25504143,2140421220]],
+  ["Fleet Street",0,[8373690844,8785503918,8373690820]],
+  ["Bouverie Street",1,[1617647945,8373690845]],
+  ["Salisbury Court",-1,[1617596711,8373623781]],
+  ["Bouverie Street",1,[8373728530,13911388328,8373728531]],
+  ["Bouverie Street",1,[8373728532,1617647900]],
+  ["Whitefriars Street",0,[1617596591,8373728533]],
+  ["Ludgate Hill",0,[8373690834,8373752817]],
+  ["Limeburner Lane",1,[7613626073,107686]],
+  ["New Bond Street",1,[108252,3069482709,9782181430]],
+  ["Duke Street Hill",0,[3240062645,108846,292176009]],
+  ["Duke Street Hill",0,[8385470979,4779511331,3240062614]],
+  ["Tooley Street",0,[8385470980,3431443]],
+  ["Tooley Street",0,[5577418605,623034994,10825871314]],
+  ["Tooley Street",0,[10825871315,2490342457]],
+  ["Tooley Street",0,[2490342457,2490342452,8385470982]],
+  ["Tooley Street",0,[8385470982,8385470981]],
+  ["Tooley Street",0,[8385470983,5577419528]],
+  ["Tooley Street",0,[5577419528,8385470984]],
+  ["Tooley Street",0,[130202844,8385470988,8385470989]],
+  ["Tooley Street",0,[8385470989,368369106,8385470990]],
+  ["Tooley Street",0,[8385470991,6711341063]],
+  ["Tooley Street",0,[6711341063,8385470986]],
+  ["Tooley Street",0,[8385470986,5577418594,8385470987]],
+  ["Tooley Street",0,[8385470987,8385470992]],
+  ["Bermondsey Street",1,[6304779229,62574775,277031996]],
+  ["Endell Street",1,[4356572322,10897528309]],
+  ["Victoria Street",1,[7246507153,7246507155,1231977677]],
+  ["Long Lane",0,[59851695,12990784337,12990784333,412410050,9368962391,368679273,10822753758,9368962390,471450495]],
+  ["Long Lane",0,[1156687636,59851695]],
+  ["Druid Street",1,[1048497342,10040451925,1535457185,106290274]],
+  ["Druid Street",1,[106290413,1048497342]],
+  ["Southwark Street",0,[25472694,9820345288]],
+  ["Mansell Street",1,[2374490726,11743372656]],
+  ["St. Botolph Street",1,[2024339511,9678046380,8429225385]],
+  ["Mansell Street",1,[8429225401,8429225388,2374490726]],
+  ["Aldgate High Street",0,[8429706219,8429774517]],
+  ["Aldgate High Street",0,[10785444397,8429706219]],
+  ["Aldgate High Street",0,[8429774517,4167762777]],
+  ["Artillery Place",0,[1283425660,1232048268,883294129]],
+  ["Leadenhall Street",0,[8429945618,30056310]],
+  ["Aldgate",1,[5816743945,28418921]],
+  ["Aldgate",1,[28418921,4164428578,1312932894]],
+  ["Aldgate High Street",0,[4715264001,6014302228]],
+  ["Aldgate High Street",0,[8429795035,4715264002]],
+  ["Tower Hill",1,[1951242849,2621689324,8433471330]],
+  ["Sawyer Street",0,[25498980,12796711232,6414466335]],
+  ["Lant Street",0,[25498700,6414466333]],
+  ["Tooley Street",1,[11743391881,7808567385]],
+  ["Lancaster Street",1,[6090738928,6880053758]],
+  ["Ufford Street",0,[24923186,9284392409,9284392406,24923328]],
+  ["Webber Street",1,[25499047,9226543181,364281]],
+  ["Webber Street",1,[364281,13362805309,24923328]],
+  ["Westminster Bridge",0,[8544994487,8544994486,8544994500]],
+  ["Westminster Bridge",0,[8544994500,8544994499]],
+  ["Webber Street",1,[2450730393,4295600004]],
+  ["Webber Street",1,[8558288603,364280]],
+  ["Webber Street",1,[8558288604,7882427819,8558288603]],
+  ["Webber Street",1,[7882427830,7882427826,8558288604]],
+  ["Great Guildford Street",1,[25496760,8564421572,13170230095,1032038493]],
+  ["Purbrook Street",0,[104352476,2461800331,12677627986,8562204548]],
+  ["Tanner Street",1,[5207597186,8562204552]],
+  ["Queen Victoria Street",1,[1733389278,8579522887,1939558655]],
+  ["Commercial Road",1,[2282305627,2282305641]],
+  ["Waterloo Bridge",1,[6800909305,25472945]],
+  ["Lombard Street",0,[24950111,24950112,25248126]],
+  ["Cornhill",0,[109416,25248128]],
+  ["Cornhill",0,[25248128,4688513218,3816097108,25248120,9781190367]],
+  ["Threadneedle Street",1,[25248118,8318797235,8318797234]],
+  ["Watergate",1,[8620105244,3972566710,1707790023]],
+  ["Watergate",1,[8620105243,2360681713,8620105244]],
+  ["Queen Victoria Street",1,[3813810133,5207476606,5055364610]],
+  ["Queen Victoria Street",1,[5055364608,1239549084,8620105236,419632307,5177397835]],
+  ["Buckingham Palace Road",0,[983839003,5998966287,1232048767,7203615377,108291]],
+  ["Fish Street Hill",0,[3887941013,25265077]],
+  ["New Fetter Lane",0,[25495617,8645592521,25495640]],
+  ["Fetter Lane",0,[25495769,25495618,25495617]],
+  ["Burlington Gardens",0,[2910874877,11308222729,1238318167,25257323]],
+  ["The Cut",0,[3933712858,364286]],
+  ["Union Street",1,[1966932710,7982646778,5207546664]],
+  ["William IV Street",1,[25544115,9579008282,1678452742]],
+  ["William IV Street",1,[1678452742,1938580054,5444227620]],
+  ["Regent Street",1,[4347805227,2131644076,108055]],
+  ["Bevis Marks",1,[9703794690,9080123622,6969936112]],
+  ["Houndsditch",1,[28418144,4344245893,27460250]],
+  ["Houndsditch",1,[27460250,4054356847,4230595026,9693971465,377494060,27331469]],
+  ["Houndsditch",1,[6969936106,6969936105,302013777,4344245892,28418144]],
+  ["Leadenhall Street",0,[1678283247,6218501715,21523714]],
+  ["Monument Street",0,[24662037,109788]],
+  ["Eastcheap",0,[1312454055,8390582613,25532464,1547013719,1547013589]],
+  ["Eastcheap",0,[107626,1312454055]],
+  ["Morley Street",0,[368045975,254339538]],
+  ["Southwark Street",1,[7982777189,8727724830,8727724828,8727724826,11740678122,8727724827]],
+  ["Borough High Street",1,[287442499,11740678127,7982777190,7598551009,7982777189]],
+  ["Borough High Street",1,[8727724833,8762793740,8727724835,8727724834,287442499]],
+  ["Waterloo Bridge",1,[8742067136,2334377717,6800909305]],
+  ["Lancaster Place",1,[3764074072,8742067130,751735372]],
+  ["Holland Street",1,[8778040162,4972951619,12238103]],
+  ["Waterloo Bridge",1,[8781118020,1881001588]],
+  ["Waterloo Bridge",1,[3497406877,8781118030]],
+  ["Lancaster Place",1,[1947257516,8781183819]],
+  ["Lancaster Place",1,[8781183818,1947257516]],
+  ["Cathedral Street",0,[25473531,8807317459]],
+  ["London Bridge Street",1,[4807882429,8817402977,8817402978,8817402979]],
+  ["Great Portland Street",0,[255564,12356014941,9045679934,1684410076]],
+  ["Market Place",1,[25502834,12356014952,12356014930,1684410080]],
+  ["Regent Street",1,[4629852538,2047806103,2047806106]],
+  ["Oxford Street",1,[4581297848,383974166,6827965360]],
+  ["Great Portland Street",0,[8843558741,255566]],
+  ["Great Portland Street",0,[1684410076,8843558742]],
+  ["Austin Friars",0,[8868001103,1312188731,8868001104]],
+  ["Austin Friars",0,[250549587,8868001103]],
+  ["Cheapside",0,[7836164764,12769325482]],
+  ["Cheapside",0,[3533830193,7553887392,18382242]],
+  ["Poultry",0,[24950093,10660049644,4866976614,2387224475]],
+  ["Southwark Bridge Road",0,[7958025235,5840176860,7958025214]],
+  ["Southwark Bridge Road",0,[7958025214,364292]],
+  ["Southwark Bridge Road",0,[7958025230,11619203649,5840176861,7926817665]],
+  ["Victoria Embankment",1,[4174200033,4174200032,6392547276,2140823631]],
+  ["Victoria Embankment",0,[4174200035,8908572771,4174200034]],
+  ["Victoria Embankment",0,[2140823631,8908572781]],
+  ["Moorgate",0,[9042053623,8923643489,21990629,5565443389]],
+  ["Moorgate",0,[8923643490,5875062472,9042053623]],
+  ["London Road",0,[8942217490,8942217492,8942217485]],
+  ["Westminster Bridge Road",0,[8942251622,8942251621]],
+  ["Westminster Bridge Road",1,[212966049,8942251626]],
+  ["Westminster Bridge Road",1,[25499123,212966049]],
+  ["Westminster Bridge Road",0,[8942251621,8942251620,8952591224]],
+  ["Westminster Bridge Road",1,[8952591224,2488356504]],
+  ["Westminster Bridge Road",1,[8952591227,264838566,25499158,9803644605]],
+  ["Westminster Bridge Road",1,[364275,8952591226]],
+  ["Westminster Bridge Road",1,[12957319594,25499137]],
+  ["Westminster Bridge Road",1,[8942251626,8942251627,8942251643,8942251622]],
+  ["Westminster Bridge Road",1,[25499137,8952591232,8952591229,8952591231,25499123]],
+  ["Waterloo Road",1,[25499103,8952591237,8942251595,2476829141,8942251638,2476839665,2476829139,2488356504]],
+  ["Waterloo Road",1,[212966511,25499103]],
+  ["London Road",0,[8942217488,2456242944,8942217490]],
+  ["London Road",1,[8942217491,8952842576,8952708216,8952708215]],
+  ["London Road",1,[8942217490,8952708211,8942217491]],
+  ["London Road",1,[8952758825,6470979016]],
+  ["London Road",0,[8952708214,11640728314,4418546508]],
+  ["London Road",0,[8952708215,8952708214]],
+  ["London Road",0,[10816471852,6470979018,4418546509]],
+  ["London Road",0,[4418546508,8952758825]],
+  ["London Road",0,[4418546510,4418546511,7005084410,8952758826]],
+  ["Queen Victoria Street",0,[1268900644,1268903266,4627445260]],
+  ["Queen Victoria Street",1,[5976850023,5976850024]],
+  ["Queen Victoria Street",1,[1268892338,1268900660,5976850023]],
+  ["Pall Mall",1,[1938580015,8044471841,12421774599,6914164828,6914164833]],
+  ["Piccadilly",1,[2455834442,2455814669,2455832477,812249639,25257815]],
+  ["Piccadilly",1,[6250236317,6250236319]],
+  ["Tower Bridge Approach",1,[3819569459,8992717315,107572,8992717314,8992741667]],
+  ["Tower Bridge Approach",1,[8992741667,8992741622,8992741621,8992741620,3819569459]],
+  ["St. Katharine's Way",0,[107571,2527703266]],
+  ["St. Katharine's Way",0,[8992741652,259244477,2164226798]],
+  ["St. Katharine's Way",0,[2527703263,8992741652]],
+  ["East Smithfield",1,[8993065447,8993065444,8993065443,2534784506,13127693661,8993065442,8993065448]],
+  ["East Smithfield",1,[8993065448,276526,4830105784,2534784500,1951309357,13127693660,8993065446,1951309356,8993065447]],
+  ["East Smithfield",0,[8993065447,12200075,694189996,4830105783,48776947,8993065461,11696361289]],
+  ["Tower Bridge Road",1,[5145478706,8995391892,8995391902,8995391894,8995391903]],
+  ["Tower Bridge Road",1,[8995391903,8995391893,2149955547,8995391891,5145478706]],
+  ["Tower Bridge Road",0,[4411935957,8995391903]],
+  ["Tower Bridge Road",0,[8995849341,8995849340,663645794]],
+  ["Potters Fields",0,[130202874,8996106567]],
+  ["Jamaica Road",0,[9001500208,7201981435,1420479978]],
+  ["Abbey Street",0,[9001522183,102703556,9001522158,9001522159]],
+  ["Jamaica Road",1,[7213010729,7213010718,7213010720,7213010728]],
+  ["Lancaster Place",1,[9020945997,280412702,1697727370,281454941,9781435143]],
+  ["Buckingham Palace Road",0,[5998966286,7203615376,1782735207,7203615378]],
+  ["Spur Road",1,[108283,108285]],
+  ["Middlesex Street",0,[249560091,9021491075]],
+  ["Strand",0,[9020945997,10929170818,13567811117,13567811116,1685903440,13567811115,9020945996]],
+  ["Strand",0,[25378119,1685903439,9729738160,6863445569,107708]],
+  ["Kingsway",1,[281454959,1528450579,455705609]],
+  ["Strand",0,[9021769481,9020945997]],
+  ["Aldwych",0,[108895,9039267352,9021769482]],
+  ["Strand",0,[1106056850,9021769481]],
+  ["Aldwych",0,[3140855372,9026468248,14031342630,9021581852,9475245,9023838189]],
+  ["Aldwych",0,[4068974160,4302887173,9023838190]],
+  ["Bride Lane",1,[9024076384,4822267109]],
+  ["Bride Lane",1,[1707790096,9024076384]],
+  ["Fleet Street",0,[107693,5006063173]],
+  ["Fleet Street",1,[6863550509,9756243978,1697772135]],
+  ["Cannon Street",1,[1678155318,2387207426]],
+  ["Cannon Street",0,[1678155318,9024139129]],
+  ["Queen Victoria Street",0,[9024139130,3517985666,9024139131]],
+  ["Queen Victoria Street",0,[9024139131,25161348,3499500226,9021504714]],
+  ["Queen Victoria Street",0,[9021504714,1401926435]],
+  ["Garlick Hill",1,[3233714197,25067068]],
+  ["Garlick Hill",1,[9024139132,11115208682,13812694664,3233714197]],
+  ["Garlick Hill",1,[11733338217,13019187884,25161366]],
+  ["Garlick Hill",1,[25161366,13019187885,2387209415,9024139133]],
+  ["Cannon Street",1,[7926506525,7926506532,7926506531,9024139137]],
+  ["St Paul's Churchyard",0,[8336028508,9024139146]],
+  ["St Paul's Churchyard",0,[9024139145,9024139148]],
+  ["St Paul's Churchyard",0,[9024139147,1707790062]],
+  ["St Paul's Churchyard",0,[9024139148,3518967818,9024139147]],
+  ["St Paul's Churchyard",0,[9024139150,1678452797,9024139149]],
+  ["St Paul's Churchyard",0,[1678452799,9024139150]],
+  ["Ludgate Hill",0,[8336028504,25500535]],
+  ["Great Guildford Street",0,[9024578468,9855995950,364297]],
+  ["Great Guildford Street",0,[364297,11170576805,9024578467]],
+  ["Temple Place",1,[2533371666,12057758684,10996213586]],
+  ["Aldwych",0,[7162259986,9943558324,9041763101,9021581854,7162259994]],
+  ["Kingsway",1,[14031342631,14031342632,1528450580,3140855372]],
+  ["Surrey Street",1,[107714,13810526294,13096416722,13096416721,25378117]],
+  ["Catherine Street",1,[10574746,12397224582,9039267346,368279307]],
+  ["Gracechurch Street",0,[9030029183,109414]],
+  ["Lothbury",0,[6985373980,1782718792,6985379286]],
+  ["Lothbury",0,[6985379285,6985373980]],
+  ["Moorgate",0,[6985373982,9030155749]],
+  ["Coleman Street",1,[21307200,9030155753]],
+  ["Moorgate",0,[9030155754,21990628,8923643490]],
+  ["Lombard Street",1,[2961557,9030155653]],
+  ["Lombard Street",1,[9030155654,24950107]],
+  ["Aldwych",0,[9023838190,108896]],
+  ["Surrey Street",1,[10996213588,9943561580]],
+  ["Milford Lane",1,[5501130885,9039467690,25533132,1139387510,1938953367,13168153950,9021581856,11121705008,107708]],
+  ["Oxford Street",1,[6827965363,4581297849,6827965351,9041964176,9041964174,9521035]],
+  ["Oxford Street",1,[9041964177,108062]],
+  ["Oxford Street",1,[2417299495,9521029]],
+  ["Regent Street",1,[4629852537,25257027]],
+  ["Old Jewry",1,[18393873,9042027865]],
+  ["Gresham Street",0,[7836155864,9042026424]],
+  ["Basinghall Street",1,[9042041321,11081568982,9042041320]],
+  ["Basinghall Street",1,[9042041320,28800667]],
+  ["Moorgate",0,[9042053624,9030155754]],
+  ["Gresham Street",0,[7836155865,1312264648,9042133642]],
+  ["Gresham Street",0,[10677375,11208397659,1782724125,7836155865]],
+  ["King Street",1,[7836155867,1718328435,7836155868,7836155870]],
+  ["Oxford Street",0,[1684410049,9045696930]],
+  ["Oxford Street",1,[2198870625,2198870626]],
+  ["Regent Street",1,[9045666432,9045666433]],
+  ["Regent Street",1,[9045666433,2198870621]],
+  ["Regent Street",1,[2198870621,2198870632]],
+  ["Regent Street",1,[9045666434,1684410079]],
+  ["Regent Street",1,[9046520718,9046520719,3049623096]],
+  ["Surrey Row",1,[24923170,9085246830]],
+  ["Surrey Row",1,[9085246830,12629044985,5124218908,9085246831]],
+  ["Surrey Row",1,[9085246834,8266913216,9085246835]],
+  ["Surrey Row",1,[9085246835,24923323]],
+  ["Boundary Row",1,[9085246836,24923323]],
+  ["Boundary Row",1,[9085246837,9085246836]],
+  ["Morley Street",1,[24923379,9085245859]],
+  ["Morley Street",1,[9085245859,12834041592,1326181513,12957319580,9085245860]],
+  ["",0,[6638565967,13717544231,9129573789]],
+  ["Petty France",1,[1232048712,1930470950,9210568561,12198322,9210633864,9210633863]],
+  ["Petty France",1,[9210633863,293294720,9210633866]],
+  ["Petty France",0,[12198369,9210633868,9210728217]],
+  ["Whitechapel High Street",1,[7556825548,4414759958,12993963531]],
+  ["Webber Street",1,[9900803121,9226543124,1827316588,10188991178,358946027,1827316591,9226543129,1446212311,9226543132,10278399434,9226543139,1827316587]],
+  ["Rushworth Street",0,[25497813,9226543133,9226543134,9226543139]],
+  ["Cornwall Road",0,[6986229752,9254647511,364282]],
+  ["Hatfields",0,[13271161173,13271161174,9261031227,13271161175,12354836]],
+  ["Hatfields",0,[914510398,13271161173]],
+  ["Newington Causeway",0,[4839279233,2684369333,9289142893]],
+  ["Newington Causeway",0,[9289142894,11649247832,3778231037]],
+  ["Newington Causeway",0,[4839279235,4839279234]],
+  ["Newington Causeway",1,[2684369319,9289122744,9289122745]],
+  ["Whitehall",1,[107763,1938580020]],
+  ["Whitehall",1,[1938580020,9306709751]],
+  ["Whitehall",0,[4650621306,2390005223]],
+  ["Horse Guards Avenue",0,[4709924044,3729004662]],
+  ["Cheapside",1,[6369329164,8868824843,14065280584,20965794]],
+  ["Kennington Road",0,[9316017752,7926974707,14268103183,7926974697,7926974712,364267]],
+  ["Cornwall Road",0,[25473290,25468756]],
+  ["Cornwall Road",0,[25468756,11202605736,11202605735,9366472194]],
+  ["Stamford Street",0,[1696030874,3560401443,12410034785,3560401444,7580376904]],
+  ["Wild's Rents",0,[9368962370,6877073458,797018585]],
+  ["Wild's Rents",0,[9368962371,25499894]],
+  ["Wild's Rents",0,[797018585,9368962371]],
+  ["Oxford Street",0,[9371329938,300501011]],
+  ["Prescot Street",1,[1590148308,1990915215,870276101]],
+  ["Mansell Street",1,[9393044824,9576829998]],
+  ["Mansell Street",1,[104325,5940268190,9393044824]],
+  ["Mansell Street",1,[9393044837,673420207,4071768341,107611]],
+  ["Mansell Street",1,[9393044836,12529086769,7797419455,7797419454,12529097809,9393044837]],
+  ["Mansell Street",1,[9393044839,33612691,9393044836]],
+  ["Mansell Street",1,[585124778,9393044839]],
+  ["Mansell Street",1,[9393044843,2502545024]],
+  ["Regent Street St James's",1,[9398043798,9398043794,9398043795,26559620]],
+  ["Regent Street St James's",1,[1598214606,9398043798]],
+  ["Regent Street St James's",1,[9398043798,9753391820,9398043797,9398043796,9753391821,26559620]],
+  ["Regent Street",1,[4347844132,9398179392,4347844150]],
+  ["Regent Street",1,[1938450896,9398179390]],
+  ["Regent Street",1,[9398179390,14074472562,14074472563]],
+  ["Regent Street",1,[9398213769,9398179395,9398179396,4638405891,9398213768]],
+  ["Regent Street",1,[2244856015,8300251911,917763913,9398179393]],
+  ["Regent Street",1,[14074472563,8300251912,9398213769]],
+  ["Regent Street",1,[9398179393,9398179394,26241038]],
+  ["Regent Street",1,[9398268013,4347844142]],
+  ["Regent Street",1,[9398268014,4347805227]],
+  ["Regent Street",1,[4347844142,4631979550,9398268016]],
+  ["Regent Street",1,[4631979549,452589683,9398268014]],
+  ["Regent Street",1,[9398268015,4631979549]],
+  ["Regent Street",1,[9398268016,4347844127]],
+  ["Regent Street",1,[4347844127,4347844160,4347844147]],
+  ["Regent Street",1,[9398283717,9398268015]],
+  ["Regent Street",1,[9398283718,4347870215]],
+  ["Regent Street",1,[9398283721,4347844130]],
+  ["Regent Street",1,[9398283719,4347844126,4347870214]],
+  ["Regent Street",1,[9398283722,9398283720]],
+  ["Regent Street",1,[4347844130,4347844161,4347844134]],
+  ["Regent Street",1,[4347844147,2941614011,9398283718]],
+  ["Regent Street",1,[9398283720,4631979552,9398283725]],
+  ["Regent Street",1,[9398283723,4631979551,9398283719]],
+  ["Regent Street",1,[9801933852,4347844138,4347844140,9398283723]],
+  ["Regent Street",1,[9398283725,2941537158,108057,6250445849,9801933851]],
+  ["Regent Street",1,[8300294029,4347844154,4347880277,4347844131,4347880278,4347844136]],
+  ["Regent Street",1,[108058,8300251902,2398143023,8300251901]],
+  ["Regent Street",1,[8300251901,8300251900,1188939768,2398143020,108261,2398143018]],
+  ["Regent Street",1,[9801933853,4347844157,8300294031,8300294030,8300294046,8300294029]],
+  ["Regent Street",1,[2398143018,917763911,4638405889,8300251904]],
+  ["Regent Street",1,[4638404788,4347844135,12434429776,4347844137,8300294039,4347844151,8300294040,4347844153]],
+  ["Regent Street",1,[8300251904,108262,917763922]],
+  ["Regent Street",1,[8300294038,8300294037,4638404788]],
+  ["Houndsditch",1,[7644741345,1233350847]],
+  ["Monument Street",0,[107632,6458938017,9413430622]],
+  ["Regent Street",1,[4347844134,4347844159,9398283717]],
+  ["Endell Street",1,[452486132,452486523,1953893720,452486520]],
+  ["Endell Street",1,[9450319836,1616122145]],
+  ["Short's Gardens",1,[9450319839,12437754481,9450319838]],
+  ["Short's Gardens",1,[9450319838,1616122237]],
+  ["Short's Gardens",1,[9450319840,1616122237]],
+  ["Short's Gardens",1,[5413338307,12437488351,9450319840]],
+  ["Endell Street",1,[1616122196,12437486173,1616122178]],
+  ["Endell Street",1,[9450319841,1616122196]],
+  ["Endell Street",1,[1616122178,11867616733,11867616734,9450319842,5404152138]],
+  ["Endell Street",1,[9450319837,12437551175,1616122145]],
+  ["Drury Lane",1,[4967033603,351788581]],
+  ["Drury Lane",1,[9450329906,12437380994,4967033603]],
+  ["Drury Lane",1,[9450329907,9475515,9450329906]],
+  ["Drury Lane",1,[25470680,9450329909]],
+  ["Surrey Street",1,[9729738158,9729738159,10996228332]],
+  ["Shaftesbury Avenue",0,[14003329328,9578948894,14023072777]],
+  ["Shaftesbury Avenue",0,[13578418098,108065,1700227411,21554363]],
+  ["Southampton Street",0,[1614846692,9522438146]],
+  ["Upper St Martin's Lane",0,[2476787985,9522532107,9522532106]],
+  ["Slingsby Place",0,[9522806805,12437262376,25533321]],
+  ["Mercer Street",1,[9522826228,25544138]],
+  ["Mercer Street",1,[9522826229,12437262372,9522826228]],
+  ["Mercer Street",1,[9522826230,12437262385,9522826231]],
+  ["Mercer Street",1,[21554364,9522826230]],
+  ["Mercer Street",1,[21554364,9522826232]],
+  ["Upper St Martin's Lane",1,[9523114860,13728826640,25496899]],
+  ["West Street",1,[13728826637,25496899]],
+  ["Shorts Gardens",1,[1678452820,9523147937]],
+  ["Shorts Gardens",1,[9523147937,12437341603,9523147938]],
+  ["Shorts Gardens",1,[9523147939,12437811701,5454295817,1694551549]],
+  ["Short's Gardens",1,[1694551549,12437702499,9523147940,9523147941]],
+  ["Earlham Street",1,[9523147942,25522907]],
+  ["Earlham Street",1,[9523147943,9522495257,9523147942]],
+  ["Mercer Street",1,[21554363,13578418081,9522186755,9523055880]],
+  ["Mercer Street",1,[9523055880,9523055881]],
+  ["Long Acre",1,[351788581,9450329905]],
+  ["Spur Road",1,[1641796177,9566233152,9566233153,25542507]],
+  ["Spur Road",1,[25542507,1641796171,9566233148,1641796177]],
+  ["Station Approach Road",1,[9566233154,1641796160,25542506,25542507]],
+  ["Station Approach Road",1,[25542507,9566233157,9566233158,9566233154]],
+  ["Disney Place",0,[106238624,13170230013,9226543228,25498056]],
+  ["Mercer Street",1,[9576726795,1678452811]],
+  ["Tower Street",1,[25544143,12663564449,5811231853,12437341538,2265298896]],
+  ["Newton Street",1,[9576767095,12365364789,9475528]],
+  ["Royal Mint Street",1,[9659774623,2509053291,9576830006,8031777574,9265033857,9576830003,694189997,48776950,9265033851,10740621379,9779627829,106973]],
+  ["Shaftesbury Avenue",0,[5811245210,9578948892]],
+  ["Shaftesbury Avenue",0,[9578948892,6848853270,13578412425]],
+  ["Shaftesbury Avenue",0,[13578412423,13578418021,13578418023,13578412424]],
+  ["Shaftesbury Avenue",0,[10574891,9578948893]],
+  ["Shaftesbury Avenue",0,[9578948895,13578418070,13578418065,14023072774,14023072775,14003329328]],
+  ["Shaftesbury Avenue",0,[21554363,13578418080,9578948895]],
+  ["Shaftesbury Avenue",0,[1103212861,5059333678,2456267967,9578948896]],
+  ["Great Guildford Street",0,[25473389,9585254543]],
+  ["Brewer Street",1,[108059,10544068685,12909395729,12909395720,108060]],
+  ["The Cut",1,[8263124141,12354837]],
+  ["Charing Cross Road",0,[21665589,2833448475,8474252678]],
+  ["Charing Cross Road",0,[21665081,6319600651]],
+  ["Lambeth Palace Road",1,[254330494,9650488590,107750]],
+  ["Lambeth Palace Road",0,[9650488591,25473114]],
+  ["Lambeth Palace Road",1,[9650488602,9650488603,254330494]],
+  ["Lambeth Palace Road",1,[5973556495,9650488609,9351148182]],
+  ["Lambeth Palace Road",1,[9351148182,9650488597]],
+  ["Lambeth Palace Road",1,[107750,9351148183,25472107]],
+  ["Lambeth Palace Road",0,[5973556492,9650488612]],
+  ["Lambeth Palace Road",1,[9650488597,9650488602]],
+  ["Mansell Street",1,[9576829998,6110191189,8429225401]],
+  ["Mansell Street",1,[1951242858,2364379604,2364371185,1864047134]],
+  ["Whitechapel High Street",1,[9666545787,2282295838]],
+  ["Whitechapel High Street",1,[11690205960,9666545791,6202402725]],
+  ["Whitechapel High Street",1,[2143498678,9666545787]],
+  ["Whitechapel High Street",1,[6202402723,9666545790,11690205961]],
+  ["Whitechapel High Street",1,[48928530,11690338896,4414750020]],
+  ["Whitechapel High Street",1,[4414750020,2143498678]],
+  ["Commercial Road",1,[2038001274,2038001270,11690156976,104327,1951616329,32682852]],
+  ["Commercial Road",1,[32682852,2282305624,2282305634,2282305643,9666685344,2282305653,11690156977]],
+  ["Commercial Road",1,[2282305645,2282305640,2282295843,10012427990,11690156980]],
+  ["Commercial Road",1,[2282305641,9753946126,10012427991,2282305636,11586658583,9666685343]],
+  ["Mansell Street",1,[9619940375,8429225406,8429225407,9393044826]],
+  ["Mansell Street",1,[9619940374,295978331,9619940375]],
+  ["Mansell Street",1,[26406622,26406617,585125990]],
+  ["St. Botolph Street",1,[9673189925,3987750688]],
+  ["Mansell Street",1,[107576,9678522991]],
+  ["Mansell Street",1,[9678522991,9678522993]],
+  ["Mansell Street",1,[9678522993,2509054119]],
+  ["Mansell Street",1,[8574881473,8574881474]],
+  ["Queen Street Place",0,[2941549918,9681020156]],
+  ["Queen Street Place",0,[9681020156,5840176866,1722621630,9681020157]],
+  ["Southwark Bridge Road",0,[9681066367,275399360]],
+  ["Southwark Bridge Road",0,[275399360,9681066373]],
+  ["Southwark Bridge Road",0,[9681119471,25497818]],
+  ["Southwark Bridge Road",0,[9681119472,109741,9681119471]],
+  ["Southwark Bridge Road",0,[9681119473,1214193339,9681119472]],
+  ["Southwark Bridge Road",0,[247871488,9681119475]],
+  ["Southwark Bridge Road",0,[275399347,5840176864,9681119479]],
+  ["Southwark Bridge Road",0,[7593634533,9681187725]],
+  ["Southwark Bridge Road",0,[7982698466,7593634533]],
+  ["Southwark Bridge Road",0,[25473388,9681187726]],
+  ["Southwark Bridge Road",0,[9681187731,7926832304]],
+  ["Southwark Bridge Road",0,[9681187734,534966124,9681187731]],
+  ["Southwark Street",0,[7982698461,7982698465,7593634563,12238098]],
+  ["Southwark Street",0,[9681198679,1738061214,4086354613,7982698461]],
+  ["Goodman's Yard",1,[1155552319,9683581480]],
+  ["Goodman's Yard",1,[2364378222,2364379605,1864047135]],
+  ["Minories",0,[9683686963,8579240312,3385332654]],
+  ["Minories",1,[7638732491,1990912129,1990912115]],
+  ["Queen Victoria Street",1,[5207477021,10309472549,3813810132]],
+  ["Old Jewry",1,[7840711614,8869435267,12027313108]],
+  ["Mansell Street",1,[8031777580,8574881473]],
+  ["Mansell Street",1,[8433471329,2164230371]],
+  ["Vine Street",0,[9690878341,690295042,9690878343]],
+  ["Crosswall",0,[25475417,9690878344]],
+  ["Crosswall",0,[9690878344,8579240308]],
+  ["Jewry Street",1,[9690915268,8064065316,25475663]],
+  ["St. Botolph Street",0,[6110164641,9690975243]],
+  ["St. Botolph Street",0,[9703827555,9690975244]],
+  ["St. Botolph Street",0,[6110164647,9703827555]],
+  ["St. Botolph Street",0,[6110164660,9690975245]],
+  ["St. Botolph Street",1,[3987750692,107602]],
+  ["St. Botolph Street",1,[9673091214,5977954180,1312932829]],
+  ["St. Botolph Street",1,[107602,9673091214]],
+  ["Lloyd's Avenue",1,[9135848919,25475072]],
+  ["Crutched Friars",1,[6332695639,9690769059]],
+  ["Northumberland Alley",1,[9690974262,25496910]],
+  ["Northumberland Alley",1,[4920098344,9690974266,9690974263]],
+  ["Carlisle Avenue",1,[9690974276,4920098343]],
+  ["Jewry Street",1,[6266867114,9690974277]],
+  ["Lambeth Hill",1,[1938819283,25505677,3704225380,25505622,1938819284,1938819285,1828402765,1938819286,25505624,25505561,10311178964,9691102358,107644]],
+  ["Lambeth Hill",1,[4962956931,12644361822,9691102362,1938819283]],
+  ["Portsoken Street",1,[4872502279,8579240314,8579240313]],
+  ["Portsoken Street",1,[33612691,12526312114,9691082176]],
+  ["Tudor Street",1,[4367041960,14159984235,5177397824]],
+  ["Bucklersbury",1,[2387226309,9691082671]],
+  ["Bucklersbury",1,[9691082671,2387226307,11083837085,2387226304]],
+  ["Cloak Lane",1,[9691101411,25161357]],
+  ["Saint Mary Axe",1,[9080123619,13172857956,6969936109]],
+  ["Cutler Street",1,[28418144,13819971488,9693910743]],
+  ["Cutler Street",1,[7817162929,28418138]],
+  ["Nicholas Lane",1,[9693920794,24660863]],
+  ["Nicholas Lane",1,[9693920795,9693920794]],
+  ["Wood Street",1,[24951854,9693760971]],
+  ["Trump Street",1,[9693730842,316763513]],
+  ["Bury Street",1,[9080123623,13172865498,27459198]],
+  ["Bury Street",1,[9693974851,9080123623]],
+  ["Mitre Street",1,[9693971447,28418921]],
+  ["Mitre Street",1,[5816743950,5816743947,4136137525,9693971447]],
+  ["Mitre Street",1,[28418877,9693971451]],
+  ["Mitre Street",1,[9693971451,9693971452]],
+  ["Pilgrim Street",1,[9693982149,10572179]],
+  ["Limeburner Lane",1,[109408,9694031532]],
+  ["Cooper's Row",1,[9694032606,20625800]],
+  ["Cooper's Row",1,[585180151,9135848924]],
+  ["Lombard Street",1,[9694072864,12906315023,1566269623,9030029183]],
+  ["Saint Mary Axe",1,[21523714,6218501717,4726152844,9694087358,7797330549]],
+  ["Saint Mary Axe",1,[9694087360,9080123619]],
+  ["Saint Mary Axe",1,[9694087361,6995618971,21523716,9694087360]],
+  ["Leadenhall Street",0,[6470264535,9694087362,6465896909,21523714]],
+  ["Leadenhall Street",0,[9694087363,3816097110,4430996023,4688513241]],
+  ["Leadenhall Street",0,[9694087364,9694087363]],
+  ["Leadenhall Street",0,[3247932486,30056255,9694087365]],
+  ["Seething Lane",1,[9694104279,9856119625,13021828026]],
+  ["Mark Lane",1,[3385387604,9694091972]],
+  ["Mark Lane",1,[9694091972,2528522528,1556324793,9694091973]],
+  ["Mark Lane",1,[9694091974,9694091976]],
+  ["Mark Lane",1,[9694091976,9694091975,9694091977,9694091978]],
+  ["Hart Street",1,[25475053,1312471228]],
+  ["Mark Lane",1,[9694091978,25475053]],
+  ["Mark Lane",0,[25475053,9694091981]],
+  ["Mark Lane",0,[9694091982,6149398571]],
+  ["Mincing Lane",1,[1547013672,1547013705]],
+  ["Mincing Lane",1,[1547013704,9694096799]],
+  ["Mansell Street",1,[9696316230,9393044843]],
+  ["Redcross Way",1,[4953820190,14135491284]],
+  ["Redcross Way",1,[12357137311,5964936401,10985009729]],
+  ["Ewer Street",1,[25497227,9696480765]],
+  ["Grosvenor Place",1,[14211732570,9698077933,1598179352,9698077935]],
+  ["Grosvenor Place",1,[9698077938,109717]],
+  ["Grosvenor Place",1,[9698077934,9698077936,9698077937,9698077946]],
+  ["Grosvenor Place",1,[9698077950,9698077949,109719]],
+  ["Grosvenor Place",1,[9698077946,9698077939]],
+  ["Grosvenor Place",0,[9698077950,109718,109717]],
+  ["Grosvenor Place",1,[9698077947,9698077951,9698077952,9698077950]],
+  ["Grosvenor Place",1,[109719,9817431994]],
+  ["Grosvenor Place",1,[9698077948,9698077947]],
+  ["Chapel Street",0,[9698077956,13168894399,14211732568,109719]],
+  ["Commercial Road",1,[11690156979,11586658584,2282305645]],
+  ["Camomile Street",1,[9703794686,27459120]],
+  ["Camomile Street",1,[9703794688,9703794687]],
+  ["Camomile Street",1,[9080098314,302013776,9703794686]],
+  ["Camomile Street",1,[6969936109,9703794688]],
+  ["Bevis Marks",1,[9703794689,6969936109]],
+  ["Bevis Marks",1,[27460210,9703794690]],
+  ["Bevis Marks",1,[6969936112,472493763,9703794689]],
+  ["Goring Street",1,[9703794691,27460210]],
+  ["Bevis Marks",1,[9703794692,27460210]],
+  ["Bevis Marks",1,[9703794693,27459198,9703794692]],
+  ["Bevis Marks",1,[9703794696,9703794694]],
+  ["Bevis Marks",1,[9703794697,9703794695]],
+  ["Bevis Marks",1,[9703794695,3987750679,429346241]],
+  ["Bevis Marks",1,[4223357836,9703794697]],
+  ["Duke's Place",1,[9693971464,4223357836]],
+  ["Billiter Street",0,[9704122321,6218468163]],
+  ["Chamber Street",0,[9704300145,680106607,659515186]],
+  ["Tothill Street",0,[1935967481,2623162723,9704337871,9704337869,12198612]],
+  ["Old Broad Street",1,[250549587,20458273,20458275,8868194778,1571298192,8868194757,9710348827]],
+  ["Old Broad Street",1,[9710348827,21990624,4835108999,250327100,21990625,2003007012,4835108998,9710348828]],
+  ["Old Broad Street",1,[9710348828,3334162601,250325411,9710304459]],
+  ["Lime Street",1,[9710359368,1312454048,27458331]],
+  ["Lime Street",1,[5931501991,27458353]],
+  ["Whitechapel High Street",1,[8429225389,2969439070,6110191195,12211869384]],
+  ["Parliament Square",1,[9724856143,1782020044]],
+  ["Parliament Square",1,[1782020093,9724856145]],
+  ["Whitechapel High Street",1,[3231708912,9727960502,9727960503]],
+  ["Whitechapel High Street",1,[9727960503,10747515781]],
+  ["Silvester Street",1,[9733253134,12351474830,5220719447]],
+  ["Druid Street",1,[286493213,9768410057]],
+  ["Druid Street",1,[13567105382,9768410058]],
+  ["Regent Street",1,[4347844162,2939877211,8300251903]],
+  ["Hanover Square",1,[1174906996,9775440755]],
+  ["Hanover Street",1,[3069487523,9775440758,452209276,1961159890,1174906996]],
+  ["Hanover Street",1,[9775440759,3069487523]],
+  ["Lambeth Palace Road",0,[9778362992,9778362993,5973556492]],
+  ["Lambeth Palace Road",0,[4112372663,25472207]],
+  ["Lambeth Palace Road",0,[9778363000,25472219]],
+  ["Lambeth Palace Road",0,[9778347747,4973987595,9778363000]],
+  ["Lambeth Palace Road",0,[9778347750,4973987587]],
+  ["Lambeth Palace Road",0,[9778440239,4973987584,3247619605]],
+  ["Westminster Bridge Road",1,[5106442082,2263204223]],
+  ["Westminster Bridge Road",1,[5106442078,12698908841,8984209063]],
+  ["Westminster Bridge Road",1,[8984209064,203043796]],
+  ["Queen Street",0,[9781190365,7836155869,1782725824]],
+  ["Cheapside",0,[104322,11081617026,10866470008,7836164765]],
+  ["Princes Street",0,[1782718791,6985373983]],
+  ["Princes Street",0,[10677374,1312264610,1782718791]],
+  ["Leadenhall Street",0,[107587,1678245252]],
+  ["Cornhill",0,[9781190367,3381130091,1782717878]],
+  ["Gracechurch Street",0,[107587,4688513237,3381130087]],
+  ["Gracechurch Street",0,[3381130087,3381130086,9781190368]],
+  ["Gracechurch Street",0,[5334625293,7797731342]],
+  ["Gracechurch Street",0,[7797731342,5334625292,12754694104,9030029183]],
+  ["Cannon Street",0,[24950115,25161363]],
+  ["King William Street",1,[4077593104,24950113,13078457363]],
+  ["King William Street",0,[4867087535,9027328313,8807431535,24950114]],
+  ["Fleet Street",1,[9781311296,3497472337,4530270908]],
+  ["Fleet Street",1,[4530270908,8373690826,21563479]],
+  ["Tudor Street",0,[25524297,4367041962]],
+  ["Blackfriars Bridge",1,[9781311297,4859246419,2140506294]],
+  ["Newgate Street",0,[14106151926,2398924843,14156267306]],
+  ["Cheapside",1,[11223688549,11223687429,11223687430,14065280572,3965024398,20965796,14065280575,373364878]],
+  ["Cheapside",0,[104320,6369329169,13988504469,20965803]],
+  ["Cheapside",0,[9781311299,9310662201]],
+  ["Cheapside",0,[1771426174,6369329152,7553887509,20965803]],
+  ["St Paul's Churchyard",0,[1163954964,9024139145]],
+  ["New Change",0,[20965803,14065280562,6369329163]],
+  ["New Change",0,[1163955130,1311962169,1054045453,1311962089,1054045407]],
+  ["New Change",0,[107646,14134527692,5006978855,5006978856]],
+  ["New Change",0,[5006978856,973158035,7223709668,7223709662]],
+  ["Haymarket",1,[9398094483,26573670]],
+  ["Trafalgar Square",1,[9344480911,1239525762,2390036493]],
+  ["The Mall",1,[256794579,4347922046]],
+  ["Whitehall",1,[2389983773,2389991902]],
+  ["Whitehall",1,[2389991898,25377946]],
+  ["Savoy Street",1,[9023329974,6392533092]],
+  ["Savoy Street",1,[4174200026,9023329974]],
+  ["Lancaster Place",1,[2184965488,1782729408,9781435142]],
+  ["Lancaster Place",1,[9781435143,2105667816]],
+  ["Kingsway",1,[1237514473,455705618]],
+  ["Kingsway",1,[455705618,10816136878,10816136877,14017207475,455705621]],
+  ["Kingsway",1,[10816136883,14017207476,10816136875,10816136876,10816136874]],
+  ["Shaftesbury Avenue",0,[5364578868,107806]],
+  ["Shaftesbury Avenue",0,[9781556850,107805]],
+  ["Shaftesbury Avenue",0,[5877184121,21665581]],
+  ["Upper St Martin's Lane",1,[9781556851,9522532102]],
+  ["Upper St Martin's Lane",1,[12437379708,9781556851]],
+  ["Great Newport Street",1,[107791,13813341341,9781556852]],
+  ["Great Newport Street",1,[9781556852,9522532103]],
+  ["Garrick Street",0,[5451506147,9522532104,9781556853]],
+  ["Garrick Street",0,[1533393315,5451506147]],
+  ["Regent Street",1,[25472258,9782181429]],
+  ["New Bond Street",1,[9782181430,9775439028]],
+  ["New Bond Street",1,[9775439028,9775439030,12388399751,108245]],
+  ["Maddox Street",1,[25256840,12373916587,3069482715]],
+  ["Maddox Street",1,[3069482712,108252]],
+  ["New Bond Street",1,[3069482714,108252]],
+  ["New Bond Street",1,[168272,3454789390,452229727]],
+  ["Borough Road",0,[340301598,3705603827]],
+  ["Regent Street",1,[9801933851,4347844162]],
+  ["Regent Street",1,[4347844136,9801933852]],
+  ["Regent Street",1,[4347844153,4347844156,8300294032,9801933853]],
+  ["Regent Street",1,[26241038,4347844132]],
+  ["Old Bond Street",1,[9801933854,2215502652]],
+  ["Old Bond Street",1,[2215502652,1771472506,2932939310,109631]],
+  ["Waterloo Road",0,[24923379,25499052]],
+  ["Westminster Bridge Road",1,[9803644605,12957319594]],
+  ["Westminster Bridge Road",1,[6367876332,2529719868,25499190]],
+  ["St George's Road",1,[9803644606,25472584]],
+  ["St George's Road",1,[96619956,9803644606]],
+  ["St George's Road",1,[2467649384,96619956]],
+  ["St George's Road",1,[265241531,669880035,8942262346]],
+  ["Borough High Street",0,[347413001,4738129858,10597830223,4738129855]],
+  ["Borough High Street",0,[9803644609,4738129845,8390539255,4738129847,8390539256,4954395575,247871484]],
+  ["Borough High Street",0,[247871484,347413548,12796398934,347413549,12796398935,5220776406]],
+  ["Borough High Street",0,[5220776406,25497966]],
+  ["Marshalsea Road",0,[9085229380,352925503,9226543240,9226543239]],
+  ["Marshalsea Road",0,[364296,9306782425,7926817675,9226543243,9806813636]],
+  ["Southwark Bridge Road",0,[9803644610,7958025230]],
+  ["Great Suffolk Street",1,[25498692,9900803131]],
+  ["Great Suffolk Street",0,[7958025218,7958025244]],
+  ["Great Suffolk Street",0,[6024546182,13978135785,6024546181]],
+  ["Great Suffolk Street",0,[6024546181,9226543193,2512940481,13978135786,276507]],
+  ["Trinity Street",0,[276507,2512940475,9226543197,6024546585]],
+  ["Trinity Street",0,[6024546585,6024546586,9803644611]],
+  ["Globe Street",0,[10023147108,1701047209]],
+  ["Great Dover Street",0,[287453577,6802263380]],
+  ["Great Dover Street",0,[9803644612,13822632,5837702158,25499960]],
+  ["Old Bailey",0,[7946372933,25509527,9805219989]],
+  ["Newgate Street",0,[9805219990,9805219993,9805219991,9197322310,1360122917]],
+  ["Marshalsea Road",0,[9806813636,9085229381]],
+  ["Stamford Street",0,[7580376904,7580376901,7580376909]],
+  ["Stamford Street",0,[7580376909,109753]],
+  ["York Road",1,[9806813637,25472350]],
+  ["York Road",1,[9208635701,1696027870]],
+  ["York Road",1,[9806813638,1958044121,9384544500,6072434836,3298636319]],
+  ["York Road",1,[2567779148,2567779129,8984209070,25472373]],
+  ["York Road",0,[25472373,5816702135]],
+  ["York Road",0,[107742,4112400506]],
+  ["Waterloo Road",1,[5245754267,2623968687]],
+  ["Westminster Bridge Road",1,[13002628757,9753656608,3247619599,3247619597,10059948051,5691853813,3247619592]],
+  ["Westminster Bridge Road",1,[3247619588,5691853812,10060997424]],
+  ["Kennington Road",0,[364267,7926974706,9806813639]],
+  ["Lambeth Road",0,[5425497683,158863955]],
+  ["Lambeth Road",0,[364267,7926974718,7926974702]],
+  ["Lambeth Road",0,[1112254223,4705492745,4957699360]],
+  ["Lambeth Road",0,[4957699361,364273,3840906775]],
+  ["Bishopsgate",0,[4726152850,8043350325,8318757605]],
+  ["Bishopsgate",0,[107586,8043350341,4726152850]],
+  ["Bishopsgate",0,[2872704413,3499556266,9808795602]],
+  ["Bishopsgate",1,[4144358216,5160943803,11743154350,9808795602]],
+  ["Moorgate",0,[5565443389,9808795604]],
+  ["Trinity Square",0,[2952717601,1556324679]],
+  ["Trinity Square",0,[2528483735,4117882844]],
+  ["Duke Street Hill",0,[8593935202,247956796]],
+  ["Duke Street Hill",0,[3431443,8593935202]],
+  ["Bermondsey Street",1,[368369091,623034993]],
+  ["Grosvenor Gardens",1,[9815137591,2314796047]],
+  ["Grosvenor Gardens",1,[9815137592,1231977887,2314799781]],
+  ["Victoria Street",1,[1231977677,108341]],
+  ["Buckingham Palace Road",1,[25507334,7246507156]],
+  ["Buckingham Palace Road",0,[7203615378,108290]],
+  ["Buckingham Palace Road",0,[108291,5998966286]],
+  ["Commercial Street",1,[8429961970,12993963529,3231708946,12993969056]],
+  ["Mansell Street",1,[9816814016,26406615,9619940374]],
+  ["Fenchurch Street",0,[9816821617,8429934918,5816743941]],
+  ["Fenchurch Street",0,[5816743941,107606]],
+  ["Jamaica Road",1,[7213010726,9001500214,9816821632]],
+  ["Jamaica Road",0,[9001664226,5852368480]],
+  ["Jamaica Road",0,[7201981442,8998013252]],
+  ["Jamaica Road",1,[5852368481,7843964143]],
+  ["Jamaica Road",1,[9816821633,2516511002]],
+  ["Jamaica Road",1,[2516511002,9816821634]],
+  ["Tooley Street",1,[6448638568,6978416553,102705860,6997859706,6978416552]],
+  ["Tooley Street",0,[4087644127,9816821635]],
+  ["Tooley Street",0,[9816821635,340512247]],
+  ["Queen Elizabeth Street",1,[12913599447,6795457798,6795457802]],
+  ["Tower Bridge Road",0,[5145478706,4087644129,9816821636]],
+  ["Piccadilly",1,[9817431993,469777261,469775168,6250236321]],
+  ["Grosvenor Place",1,[9817431994,9698077948]],
+  ["Grosvenor Place",1,[9817431995,9698077938]],
+  ["Southwark Street",0,[9820345288,108383]],
+  ["Webber Street",1,[9900803127,8558288605]],
+  ["Webber Street",0,[9226543172,7882427821]],
+  ["Webber Street",0,[7882427821,7882427822,2482745464,3933711350,364280]],
+  ["Kennington Road",0,[7985445694,5424175764,11744771309]],
+  ["Crucifix Lane",1,[12999372098,12999372100]],
+  ["Crucifix Lane",1,[285894129,12999372099,12999372098]],
+  ["Bermondsey Street",1,[7236197539,8023584165]],
+  ["Tower Bridge Road",0,[5207597186,2461800334,5766990940,9820345290]],
+  ["Tower Bridge Road",0,[5841745886,104352680]],
+  ["Tower Bridge Road",0,[108118,5137560362,8562331983]],
+  ["Grange Road",0,[3834650098,3834650100,108120]],
+  ["Broad Sanctuary",1,[11702649763,1935967484,2621448746,9822079072]],
+  ["St. Margaret Street",0,[1269206848,2969213179]],
+  ["Blackfriars Bridge",1,[9822267116,4107646656]],
+  ["Blackfriars Road",0,[9822268617,4859130050,4421008566]],
+  ["Blackfriars Road",1,[1678452728,9822268618]],
+  ["Lambeth Palace Road",0,[108115,1960741963,33674199,108114,25473018,1960741960,1132182330]],
+  ["Marsham Street",0,[9622522988,9622522987,9822268624]],
+  ["Marsham Street",0,[108103,1334631287,9622522988]],
+  ["Great Smith Street",0,[9822268625,9622522992,9622522993]],
+  ["Great Smith Street",0,[9622522993,1334630989,9622522991,108103]],
+  ["Parliament Street",1,[1782019992,1782020193]],
+  ["Westminster Bridge Road",0,[2493745781,264836658]],
+  ["Lambeth Road",0,[4957699360,4705492746,10206965112,9896125458]],
+  ["Webber Street",1,[9226543120,9226543121,9226543123,629543839,7958025242,9226543122,9900803121]],
+  ["Webber Street",1,[629543834,9226543120]],
+  ["Webber Street",1,[4295600004,9900803127]],
+  ["Webber Street",1,[8558288605,7882427830]],
+  ["Great Suffolk Street",1,[9900803131,629543834]],
+  ["Lancaster Street",1,[1827316595,9900803123]],
+  ["Baron's Place",1,[25499052,12957823892,9900821888]],
+  ["Baron's Place",1,[9900821890,9900803129,9226543178,9900821889]],
+  ["Union Street",1,[340301595,13727694540,25496662,353282068,5207546662,7982646745,7982665786,12629100012]],
+  ["Union Street",1,[24923172,1966932710]],
+  ["Great Suffolk Street",1,[7982646749,892515996]],
+  ["Great Suffolk Street",1,[24923172,13729048308,7982646749]],
+  ["Great Suffolk Street",1,[24923172,7982646756]],
+  ["Great Suffolk Street",1,[9900841922,648861194]],
+  ["Union Street",1,[364286,3954002548,7294767899]],
+  ["Southwark Street",0,[9900821905,109751]],
+  ["Southwark Street",0,[9900821907,9900821905]],
+  ["Southwark Street",0,[9900821906,9900821907]],
+  ["Southwark Street",0,[9900821908,9900821906]],
+  ["Southwark Street",0,[9900821909,9900821910,4086354608,9900821908]],
+  ["Southwark Street",0,[9900821911,9900821909]],
+  ["Southwark Street",1,[7294710471,7294710459,9900821916,11747681613]],
+  ["Southwark Street",1,[21392089,7294710446,9900821913]],
+  ["Southwark Street",1,[9900821912,7294710471]],
+  ["Southwark Street",0,[108383,9558963384,1998832002,9558963385,9900821995]],
+  ["Southwark Street",0,[7209584467,7209584456,7209584469,25468979]],
+  ["Lavington Street",1,[9900867435,9900867436,24923176]],
+  ["Northumberland Avenue",1,[1602135997,11771778225,1139318692]],
+  ["Victoria Embankment",0,[1645813888,1645813886]],
+  ["Queen Elizabeth Street",0,[16077129,7816613183,1771467411,7816613182,8995849342,130203030,7173822493]],
+  ["Queen Elizabeth Street",0,[7173822493,20626259,9941096475]],
+  ["Surrey Street",1,[9943561580,9943561578,9729738158]],
+  ["Carlisle Lane",0,[25473420,9351212625,1237044463,9351212617,25473402]],
+  ["Catherine Street",1,[368279307,9225709806,9225709805,9028983829,12397249629,9023349161,108895]],
+  ["Webber Street",0,[24923325,6236728839,25499046]],
+  ["Booth Lane",0,[25505607,13233802434,12643922126]],
+  ["Spring Gardens",1,[26671724,1944317624]],
+  ["St. James's Street",1,[1930510928,2214979348,6914164823]],
+  ["Pall Mall",1,[2214979326,6914184051,2214979335]],
+  ["St James's Square",1,[9789820,6297968145,9789824,6297968144]],
+  ["St James's Square",0,[9789821,2214979326]],
+  ["Bruton Lane",0,[10019788231,659653204]],
+  ["Bruton Street",0,[3456413131,25257058]],
+  ["Weston Street",0,[32975475,12346578528,12346578536,10023133528]],
+  ["Wild's Rents",0,[32975475,12346578534,3885464811,12346578533,3059934942]],
+  ["Law Street",0,[10023133529,25499865,4052190198]],
+  ["Tabard Street",1,[10023127794,1811918559,13726639189,31350992]],
+  ["Tabard Street",1,[10023127795,31350992]],
+  ["Pilgrimage Street",0,[31350992,10023127796]],
+  ["Pilgrimage Street",0,[31350992,10023127797]],
+  ["Tabard Street",0,[10023127798,10023127799]],
+  ["Tabard Street",1,[31350991,10023127802]],
+  ["Becket Street",0,[13720805540,10023127799]],
+  ["Tabard Street",1,[10023127804,31350991]],
+  ["Tabard Street",1,[10023127799,10023127804]],
+  ["Tabard Street",0,[1839576722,13172923522,10023127805]],
+  ["Law Street",0,[1839576722,10023127809,13172923523,10023127806]],
+  ["Black Horse Court",0,[1839576722,10023127807]],
+  ["Tabard Street",0,[1839576722,10023127808]],
+  ["Tabard Street",0,[10023127811,10023127798]],
+  ["Tabard Street",0,[10023127810,675439510,10023127811]],
+  ["Globe Street",0,[264781821,10023147108]],
+  ["Globe Street",0,[1701047209,33658178,10023147109]],
+  ["Cole Street",0,[33658178,10023147111,10023147110]],
+  ["Shaftesbury Avenue",0,[9512924,11309929572,8843596279,12115267720,281455002,12115267719,107807,13810441154,5364578868]],
+  ["Druid Street",0,[25468846,10040451926]],
+  ["Druid Street",0,[10040451927,8996106580,8996106579]],
+  ["Druid Street",0,[8996106579,6711341063]],
+  ["Whitechapel High Street",0,[3231708906,3231708900]],
+  ["Queen Elizabeth Street",0,[7816613288,7816613184,663645791]],
+  ["Queen Elizabeth Street",0,[7816613286,7816613288]],
+  ["Queen Elizabeth Street",1,[6795457802,6795457796,10045765651]],
+  ["Queen Elizabeth Street",1,[10045765651,6795457799]],
+  ["Jamaica Road",1,[35112745,7201981449]],
+  ["Tooley Street",0,[6978416552,2516516769]],
+  ["Jamaica Road",1,[10045925135,7201981454,35112745]],
+  ["Jamaica Road",1,[10045925133,32975899,10045925134]],
+  ["Jamaica Road",1,[10045925134,10045925135]],
+  ["Jamaica Road",0,[269527790,9001664226]],
+  ["Jamaica Road",0,[1420479978,7213010731]],
+  ["Park Street",0,[20955466,7575125822]],
+  ["Park Street",0,[7575125822,7575125808]],
+  ["Park Street",0,[25472805,7575592590,13233203845,10057329916]],
+  ["Park Street",0,[10057329916,10057368417]],
+  ["Carlisle Lane",1,[10059948053,1224751639]],
+  ["Upper Marsh",1,[7330295047,10059948058]],
+  ["Lower Marsh",1,[3247619597,9678381342]],
+  ["Mansell Street",1,[9690732284,8031777580]],
+  ["Mansell Street",1,[8574881473,8031777577,1683687587,2164232713]],
+  ["Westminster Bridge Road",1,[10060997422,10060997423,3247619586,3247619588]],
+  ["Westminster Bridge Road",1,[10060997424,3247619593]],
+  ["Westminster Bridge Road",1,[3247619596,10060997425]],
+  ["Westminster Bridge Road",0,[5441728374,5424175769]],
+  ["Mansell Street",1,[8429270430,26406622]],
+  ["Goodman's Yard",1,[680069483,3397689900,107614]],
+  ["Distaff Lane",0,[1707790029,7223709669]],
+  ["Cannon Street",0,[7223709669,7223709662]],
+  ["Keyworth Street",0,[25472962,25472961,25472960]],
+  ["Victoria Street",0,[108299,2138932167]],
+  ["Buckingham Gate",0,[108299,1232048446]],
+  ["Piccadilly",1,[2215503568,108085]],
+  ["Oxford Street",0,[2414134278,12339511681,12339511673]],
+  ["Lambeth Road",0,[8334861138,364267]],
+  ["Martin Lane",0,[25067914,13869862726]],
+  ["Martin Lane",0,[10184827424,9856119649,12905496431,10184827425]],
+  ["Martin Lane",0,[5141216754,10184827424]],
+  ["Martin Lane",0,[10184827425,25161363]],
+  ["Storey's Gate",0,[5273528323,25377990]],
+  ["Baylis Road",1,[6400434433,5912280513]],
+  ["Baylis Road",1,[2623963014,2623968677,10236420822]],
+  ["Waterloo Road",1,[2512310242,11733884372,2623968696]],
+  ["Dean Street",1,[6313625295,10251749473]],
+  ["Newington Causeway",1,[9289122745,2684369316]],
+  ["Newington Causeway",1,[2684369309,9289142893]],
+  ["Newington Causeway",1,[9289142893,2684369321]],
+  ["Newington Causeway",1,[10274616792,2684369308]],
+  ["St. Martin's Le Grand",1,[11223688548,14158738094,11223688546]],
+  ["Park Street",1,[10298733543,7575592496,3149455381,10298733544]],
+  ["Park Street",1,[10298733534,10298733535,1903321514]],
+  ["Park Street",1,[108856,5422742428,10298733539]],
+  ["Park Street",1,[10298733539,10298733536]],
+  ["Park Street",1,[10298733536,10298733543]],
+  ["Park Street",1,[10298733544,10298733534]],
+  ["Park Street",0,[9960451054,963509435]],
+  ["Park Street",1,[7575592585,9960451054]],
+  ["Vigo Street",1,[10300476250,2398143027,4347844131]],
+  ["Victoria Embankment",1,[1828408303,367102039]],
+  ["Queen Victoria Street",1,[5055364610,107668]],
+  ["Queen Victoria Street",1,[12202028702,10309153020,10309153021,12827871357,10309153027]],
+  ["Queen Victoria Street",1,[11747723476,5177397419]],
+  ["Queen Victoria Street",1,[10309153023,10309153025,10309153022]],
+  ["Queen Victoria Street",1,[10309472543,4627445261]],
+  ["Queen Victoria Street",1,[1828402774,10541894099,10309472544]],
+  ["Queen Victoria Street",1,[10309472544,10309472548,10309472553,10309472554,3813810133]],
+  ["Puddle Dock",1,[10309472544,10309472543]],
+  ["Puddle Dock",1,[4627445261,1828402774]],
+  ["Queen Victoria Street",1,[367077584,5207476615,5207477021]],
+  ["Queen Victoria Street",1,[5976850024,7610670710,10311178987,1268900644]],
+  ["Queen Victoria Street",1,[10311178985,10311178984,1268892338]],
+  ["Queen Victoria Street",1,[1268900644,10311178986,10311178991,10311178977,10311178976,3816097102,10311178985]],
+  ["Queen Victoria Street",1,[10311362154,7926554430,7926554431,10311362153]],
+  ["The Mall",1,[2058516816,12990758188,7246243171]],
+  ["Cornwall Road",0,[9366472194,25468771]],
+  ["Queens Gardens",1,[5142050240,108277]],
+  ["Spur Road",1,[5481067699,10313555619,10313555618,10313555622,10313555610,10313555609,25507068]],
+  ["Buckingham Gate",0,[2527750334,108283]],
+  ["Spur Road",1,[10313555623,12071553028,10313555624]],
+  ["Derby Gate",0,[25507040,5287535122]],
+  ["Parliament Street",1,[10363909460,10363909453,1782020034,2525918325,2525918292]],
+  ["Parliament Street",1,[10363909456,11476072271,10363909455]],
+  ["Bridge Street",0,[2663242358,10363909455]],
+  ["Parliament Street",1,[10363909460,10363909459,10363909458,10363909457,10363909456]],
+  ["Minories",1,[4085387945,7246486955,4136124524,4085387943]],
+  ["Savoy Court",0,[9515368,10536950403]],
+  ["Savoy Way",0,[10536950404,12918250762,25474666]],
+  ["Savoy Way",0,[1104386162,10536950404]],
+  ["Blackfriars Passage",1,[2665239977,9684083981,2665239978]],
+  ["Blackfriars Passage",0,[10539068590,2665239972]],
+  ["Blackfriars Passage",1,[10539068596,3319978344,13816555052,10539068586,10539068585,10539068588,2665239972]],
+  ["Puddle Dock",1,[1536948605,4089236235]],
+  ["Blackfriars Underpass",1,[2620105428,4085767989]],
+  ["Burlington Gardens",1,[2129908162,11331184982,454360126]],
+  ["Regent Street",1,[8300251903,108058]],
+  ["Glasshouse Street",1,[10544068684,108059]],
+  ["Glasshouse Street",1,[108058,11310075681,10544068683]],
+  ["Glasshouse Street",1,[108059,11331120210,13051933847,13051933846,13051933845,8764210055,5686381085]],
+  ["Great Tower Street",1,[6985465129,3385387604]],
+  ["Eastcheap",0,[1547013589,8785024515,1547013554,1547013710,25532494]],
+  ["Whitcomb Street",1,[9512915,4349648270,10544261361]],
+  ["Whitcomb Street",1,[10544261361,10544261362]],
+  ["Seething Lane",1,[5905807278,25474015,9694104278]],
+  ["Muscovy Street",1,[5976760443,20625793]],
+  ["Endell Street",1,[1616122252,10825570684,1616122251,1616122250,1115431348]],
+  ["Milford Lane",0,[25533170,10579262899]],
+  ["Great Dover Street",1,[10580406286,10580406285]],
+  ["Long Lane",1,[2217388364,5220719448]],
+  ["Great Dover Street",0,[25500014,5220719437]],
+  ["Sackville Street",1,[25257618,10585085264]],
+  ["Sackville Street",1,[10585085264,11308274259,10585085265]],
+  ["Sackville Street",1,[10585085266,10544068682]],
+  ["Piccadilly",1,[107818,2214957487,2214957483,2214957480,2214957481,2214957488,8964604715]],
+  ["Piccadilly",1,[8964604715,2214952984,10585269298]],
+  ["Piccadilly",1,[1227938943,2214957482,2214957486,2214957479,1813223023]],
+  ["Piccadilly",1,[8964604714,2214952983,10585269299]],
+  ["Piccadilly",1,[10585220721,26652117,26652129,4638404786,8964604714]],
+  ["Piccadilly",1,[8964604712,2214952986,10585220721]],
+  ["Piccadilly",1,[10585269298,4638404785,2214952978,7021668369,8964604713]],
+  ["Piccadilly",1,[8964604713,2214952980,10585220722]],
+  ["Piccadilly",1,[6266808741,2214952982]],
+  ["Piccadilly",1,[2214952982,10585191079]],
+  ["Jermyn Street",1,[3714663965,7889967240]],
+  ["Panton Street",1,[10585331296,107797]],
+  ["Bedford Street",1,[10593174475,1106056861]],
+  ["Bedford Street",1,[5387300688,13063060693,9856110006,10593174475]],
+  ["Union Street",1,[10597830221,347412997,4738129864]],
+  ["Union Street",1,[10597830222,10597830221]],
+  ["Borough Road",0,[2485088792,2485088798]],
+  ["Borough Road",0,[2485088791,2485088796,10599759475]],
+  ["Queen Victoria Street",1,[10603058337,10660049636,2387226309]],
+  ["Saint Mary Axe",1,[3247933381,4430996033,27459971]],
+  ["Saint Mary Axe",1,[6218501757,3247933381]],
+  ["Horse Guards Road",0,[603749189,10188265464,2620430672]],
+  ["Horse Guards Road",0,[3783471662,1538956411,10116209854,8916243,1394485239,1394485185,8916280,603749189]],
+  ["Queen Victoria Street",1,[2387194150,2387194149,8336028515]],
+  ["Cornhill",0,[10660402950,11164185049,11164185054,1939558681,10863936085,2218344501,1939558671,10660049648,2218344505]],
+  ["Cornhill",1,[2218344505,10660049650,2218344518,1939558673,2218344509,1312188886]],
+  ["Mansion House Street",0,[2218340965,11164185048,2218364543,1939558666,7223365371,7223365372,7223365368,10660049645,10660049646]],
+  ["",0,[1939558667,10660402950]],
+  ["Ontario Street",0,[25472574,10661168493,10661168494]],
+  ["Isaac Way",0,[1155202074,9226543222]],
+  ["Belvedere Place",0,[25499118,13014431844,355591575,25499119,1070840962,1070840698]],
+  ["Cooper Close",0,[368045956,12965034254,368045959]],
+  ["Lancaster Street",1,[10706970813,9129323873,10278399481,10706970817]],
+  ["Lancaster Street",1,[10706970812,10717544198,10717544197,10706970813]],
+  ["Lancaster Street",1,[9900803123,9900803122,11079252535,25499143,10706970814]],
+  ["Lancaster Street",1,[10706970815,2450730394,10706970812]],
+  ["Lancaster Street",1,[10706970816,270420390,10706970815]],
+  ["Lancaster Street",1,[10706970817,9855995938,6090738928]],
+  ["King Street",1,[10707949989,10863737759]],
+  ["King Street",1,[28800672,11083892398,10707949989]],
+  ["Union Street",1,[5207546664,10278399473,25496875,11224850879]],
+  ["Union Street",1,[25497227,9486331923,25473380,25496832]],
+  ["",1,[8975122167,10747515782,10747515783,10747515784,11747153259]],
+  ["Queenhithe",0,[10762038692,1536948474,109412]],
+  ["Aldgate High Street",1,[10785444397,4167762779,8429225386,6110191186,11743372657]],
+  ["Cannon Street",1,[5141354331,8807431550]],
+  ["Cannon Street",0,[8753664977,25161362,24950115]],
+  ["Queen Street",0,[1782725824,2387194148]],
+  ["Queen Street",0,[7836155866,1771426166]],
+  ["Warwick Lane",0,[4076095834,1360122873,1360122845,1360122886,4076095791,1236791433,21685484,25500246,4378043682,25500530,269547420]],
+  ["Glasshouse Street",1,[10814755515,12431670134,10814755514,108061]],
+  ["Kingsway",1,[10816136874,3895422567]],
+  ["Waterloo Road",1,[107737,2372320992]],
+  ["Waterloo Road",1,[60977980,1953721158]],
+  ["Waterloo Road",1,[2623975694,2623975695]],
+  ["Waterloo Road",1,[2623975695,3050541345,2623975699]],
+  ["Waterloo Road",0,[266325426,2623975693]],
+  ["London Road",0,[74027695,10816471852]],
+  ["Newington Causeway",0,[10816487421,6024546176,12796498235,6024546177,6880086570,276508]],
+  ["Fareham Street",1,[11583590557,13820266113,10825365273,6264884980,6313625295]],
+  ["Tabard Street",1,[10825563204,10825606707,10825606706,13170008195,10825606708,10825606718,2217388361]],
+  ["Long Lane",0,[5220719463,10825606716,10825606717,10825563201,2217388361]],
+  ["Borough High Street",1,[11740678132,11740678125,7982777191]],
+  ["Borough High Street",0,[5905940768,7982777191]],
+  ["Duke Street Hill",0,[247956796,8593935201]],
+  ["Tooley Street",0,[7816585855,5577419534]],
+  ["Tooley Street",0,[368369088,7816585855]],
+  ["Tooley Street",0,[10825871314,7816595111]],
+  ["Tooley Street",0,[7816595111,10825871315]],
+  ["Tooley Street",0,[8385470981,10825871317,1932320586,10825871316,10825871318]],
+  ["Tooley Street",0,[10825871318,340511239,10825871319]],
+  ["Tooley Street",0,[10825871319,4087644123,10825871320]],
+  ["Tooley Street",0,[340512247,4087644125,10825871321]],
+  ["Tooley Street",1,[418493179,6551867256]],
+  ["Great College Street",0,[9931638874,9931638858,1493486653]],
+  ["Davies Street",0,[811961032,10853970020,8046654054,2455883148,10853970021]],
+  ["Davies Street",0,[25256296,10853970022]],
+  ["King Street",1,[10863737759,7836155867]],
+  ["Endell Street",1,[10897528308,8253621353,1616122252]],
+  ["Endell Street",1,[10897528309,10897528308]],
+  ["Long Acre",1,[3085005038,452486137]],
+  ["Threadneedle Street",1,[10923293011,3517719434,25248118]],
+  ["Threadneedle Street",1,[8318797234,2387220933]],
+  ["Blackfriars Underpass",0,[4166662881,4166662878]],
+  ["Great Queen Street",0,[21704017,2441993346]],
+  ["Bow Street",0,[10948106563,12652780908,109836]],
+  ["St. Thomas Street",1,[8684966913,3134220952,8684966916,7982777188,7797731289,3059934955,13648664570]],
+  ["Temple Place",1,[1730303447,6516264468,25378123,6516264467,7256310867]],
+  ["Temple Place",1,[7256310867,7256310864,4697525039,25378124]],
+  ["Temple Place",1,[107698,12057758681,10996184299,1730303400,10996213582]],
+  ["Temple Place",1,[10996213586,2533371673,107698]],
+  ["Arundel Street",0,[10996213587,11653977352,10996184300,107698]],
+  ["Surrey Street",1,[9039466533,10996213588]],
+  ["Temple Place",1,[25533203,2533371666]],
+  ["Surrey Street",1,[10996228332,107714]],
+  ["Old Broad Street",1,[10996322072,212927414]],
+  ["Old Broad Street",1,[212927414,1401416203,8318797237]],
+  ["Upper Thames Street",1,[1727515754,2142502090]],
+  ["Lower Thames Street",1,[2142502090,763372884]],
+  ["Upper Thames Street",1,[763372886,11012374200,11012374199]],
+  ["Lower Thames Street",1,[9977377684,763372886]],
+  ["Stoney Street",0,[11012346486,13806005111,806739138]],
+  ["Stoney Street",0,[7575576226,11012346486]],
+  ["Blackfriars Road",0,[319105260,11012360482]],
+  ["Blackfriars Road",0,[11012360481,353282071]],
+  ["Wardour Street",1,[9512926,25501063,25501016]],
+  ["Fenchurch Street",0,[1547013760,1547013593,1547013704,1547013604,1550763732,1547013699,1547013754]],
+  ["Fenchurch Avenue",0,[1550763620,11016582308]],
+  ["Princes Street",0,[6985373983,11018990300,11018990299]],
+  ["Abchurch Lane",1,[8807431551,24950109]],
+  ["Abchurch Lane",1,[11019016297,1951616325,8807431546,8807431551]],
+  ["Sherwood Street",1,[25257657,11331120243,11027839792]],
+  ["Sherwood Street",1,[11027839792,11027839793]],
+  ["Crutched Friars",1,[9694071119,1547657104,7236131865]],
+  ["Crutched Friars",1,[7236131865,7236131862]],
+  ["South Molton Lane",1,[25472806,11052055766,13819976819,25472803,1960949729,11052055758,7049006676,12912252551,25472802,12912252534,11052055761]],
+  ["South Molton Lane",0,[25472808,11052055763,12382720963,25472807,11052055762,11052055768,11052055767,25472806]],
+  ["Cheapside",0,[24951853,104321]],
+  ["Gresham Street",0,[373402354,109780]],
+  ["",1,[11080506981,1683542640]],
+  ["Tower Bridge Approach",1,[1833109090,8433471333,11080506980]],
+  ["",1,[11080506981,697037385]],
+  ["Distaff Lane",0,[11081871463,11081871465,12806885031]],
+  ["Little Trinity Lane",1,[11084641687,6509584414,2504822137,1852996996,11084641686,2504822145,25067267]],
+  ["Dockhead",0,[35112746,12773123768,35112747,11093390463]],
+  ["Druid Street",1,[11508365124,11508365125,11508365126,34216966]],
+  ["Abbey Street",0,[107561,9001522166,9001522163,902631214]],
+  ["Creechurch Lane",0,[4629462859,28418879,4534184516,28418880]],
+  ["Piccadilly",1,[10585269299,2214957485,2214957484,1227938943]],
+  ["Bridge Street",0,[9921844608,4143776518,4143784845]],
+  ["",1,[11124728841,9521029]],
+  ["",1,[108062,6827965363]],
+  ["Victoria Street",0,[1231977903,9210528868,9210528867,4111159905]],
+  ["St. Bride Street",0,[11135274750,1707790099,5177352933,5177352922,5177352932,11135274754]],
+  ["Victoria Embankment",0,[4174200022,4174200021]],
+  ["Whitefriars Street",0,[25472379,762080111,13909781569,4675821925,13869846514]],
+  ["Wood's Place",0,[287239156,13403408839,287239189,11175116593]],
+  ["Waterloo Road",1,[25472893,2623975702]],
+  ["New Street Square",0,[25495822,11194091669,13919704421,5899738713,11194091668,11194091666]],
+  ["New Street Square",0,[11194091666,11194091667]],
+  ["Cornwall Road",1,[11202513533,7580376905,109753]],
+  ["Cornwall Road",0,[11202513534,11202513533]],
+  ["Marshalsea Road",0,[9085229381,9085229380]],
+  ["Victoria Street",1,[8416053377,2239252413,7246507153]],
+  ["Grosvenor Gardens",1,[2314796047,11206317186,9815137592]],
+  ["Union Street",1,[7294767899,8865982307,9285508000,340301595]],
+  ["Newgate Street",1,[6369329166,14065280568,14156260698,14052657455,11223687427,11223687428,11223688549]],
+  ["St. Martin's Le Grand",1,[11223688546,14158738099,25497611]],
+  ["Newgate Street",0,[6369329166,11223688556]],
+  ["Union Street",1,[11224850879,10278399467,25497227]],
+  ["New Change",0,[6369329163,6369329153]],
+  ["Waterloo Court",0,[11231061799,11231061798]],
+  ["Waterloo Court",0,[25468770,11231061799]],
+  ["Swan Court",0,[14264009500,11237170122]],
+  ["Winchester Walk",1,[275402547,806739138]],
+  ["Winchester Square",0,[247957825,247957826]],
+  ["Victoria Street",0,[4111159905,6893940786,4993739125,6893940789,4111159904,4956548425,10597860972,4956548433]],
+  ["Victoria Street",0,[4956548433,108322,4956548432]],
+  ["Victoria Street",0,[25532306,6001480161,6001480160,6001480162,6001480164,2621444656]],
+  ["Burrell Street",0,[25472334,14236090910,9558963383,5338510955,25473046]],
+  ["Newcomen Street",0,[12239371,11257708993,11257708994,3895290392]],
+  ["Maguire Street",1,[269496899,6638812398]],
+  ["Carlisle Lane",1,[11272922722,5249247659,25473403]],
+  ["Carlisle Lane",1,[11272922724,11272922722]],
+  ["Centaur Street",1,[1844769505,11272922726]],
+  ["Centaur Street",1,[11272922726,11272922710]],
+  ["Upper Marsh",1,[11272929120,10059948050,3247619594]],
+  ["Upper Marsh",1,[11272929119,11272929120]],
+  ["Spur Road",0,[1641773579,12252597825,1641773523]],
+  ["Mansell Street",1,[107611,1590148328]],
+  ["Mansell Street",1,[9393044826,702475016,104325]],
+  ["Castle Baynard Street",1,[9684101713,3704225378]],
+  ["Upper Ground",0,[1617512849,7039932114]],
+  ["Upper Ground",0,[1630605810,25472946]],
+  ["Belvedere Road",0,[915410122,5272477440]],
+  ["Newington Causeway",0,[900967216,264781910]],
+  ["Upper Ground",1,[1617512828,11386632591]],
+  ["Strand",1,[1497135177,2612448628,1106056856]],
+  ["St. Katharine's Way",0,[2527703266,8992741631]],
+  ["Melior Street",0,[13622557536,11412144450,13246294940,4460835667]],
+  ["Weston Street",1,[240033282,13246294941,4460835665,4460835664,4460835668,11412144452]],
+  ["St George's Road",1,[8936997804,364274]],
+  ["Alie Street",1,[12526850202,1590148338,12526850248]],
+  ["Scarborough Street",0,[1590148319,13654696092,14140885398,1590148317]],
+  ["Grosvenor Place",1,[9698077939,9817431995]],
+  ["Waterloo Road",0,[25499383,2512307384]],
+  ["Cornwall Road",0,[6021802310,7702808975,6986229751,9225604043,6986229752]],
+  ["Waterloo Road",0,[254346044,2512310242]],
+  ["Waterloo Road",1,[2623968687,2623963023]],
+  ["Upper Marsh",0,[9351212658,9351212649,5249247657]],
+  ["Royal Street",0,[5973556490,11063084100]],
+  ["Lambeth Palace Road",0,[25472207,9778362992]],
+  ["Tooley Street",0,[5577419534,7816585854]],
+  ["Tooley Street",0,[7816585854,9371519544]],
+  ["Bishopsgate",0,[11497204864,251892353,3706494694,2872704413]],
+  ["",0,[11505322221,11505322220]],
+  ["Druid Street",1,[11093490240,14159344209]],
+  ["Abbey Street",0,[276488,11508505052]],
+  ["Union Street",1,[534966128,25473412]],
+  ["Southwark Street",0,[11508516160,11508516159,7593754258,11508516158,12238099]],
+  ["Duchy Street",0,[109756,14231810922,13169580784,1707216633,1707216628,1707216624,11521274119]],
+  ["St. Margaret Street",1,[1269206848,9931430248,11529786722]],
+  ["Old Palace Yard",0,[1531297392,11529786724]],
+  ["Old Palace Yard",0,[443449146,14275075856,1531297413,25378018]],
+  ["Old Palace Yard",0,[2969213189,8785392268,13932526577,443449146]],
+  ["Old Palace Yard",0,[11529786726,9931638892,2969213189]],
+  ["Old Palace Yard",0,[8984195288,11529786727]],
+  ["Abingdon Street",0,[11529786728,1493486656]],
+  ["Millbank",0,[4666019931,14002470124]],
+  ["Millbank",0,[14275075859,108109]],
+  ["Millbank",0,[25534085,14274902991]],
+  ["Pearman Street",1,[25499351,11529788039]],
+  ["Frazier Street",0,[11529788042,11529788040]],
+  ["Frazier Street",0,[11529788040,25499351]],
+  ["Frazier Street",0,[264835751,11529788042]],
+  ["Farm Street",0,[6322169814,25257273,11536927230,12387354822,25257292]],
+  ["York Road",0,[4973447301,4973447300,4973447309]],
+  ["Addington Street",1,[2263214614,543389741,1953721141]],
+  ["Westminster Bridge Road",1,[9778347757,4973571942]],
+  ["Westminster Bridge Road",1,[4973571937,1953749519]],
+  ["Addington Street",1,[4973571943,11548709068,4973672985]],
+  ["Commercial Street",0,[11584326443,277915541]],
+  ["Primrose Hill",0,[25472545,11613352570,25473048]],
+  ["Rushworth Street",0,[25497652,12629100062,1070802154]],
+  ["Tennis Street",0,[1165071052,13728014521,14255850714,12239371]],
+  ["Kipling Street",1,[287453529,13727843910,415560962,368369241]],
+  ["Weston Street",0,[106292235,1174129936,346939266]],
+  ["Aldgate High Street",1,[11743372655,11652854913,11652854911,10785444397]],
+  ["Westminster Bridge",0,[338748184,8544994487]],
+  ["Mermaid Court",1,[11672428872,13728014518,14264332434,25472870]],
+  ["Blackfriars Road",0,[364280,7882427823,6493234036,24923324]],
+  ["Blackfriars Road",1,[3799757270,8942251657,340301611]],
+  ["Commercial Road",1,[11690156977,11690156978,11690156979]],
+  ["Whitechapel High Street",1,[11690156980,6202402704]],
+  ["Commercial Road",1,[11690156980,11690156981]],
+  ["Commercial Road",1,[11690156981,11690156982]],
+  ["Whitechapel High Street",1,[11690205961,11690205962]],
+  ["Whitechapel High Street",1,[11690205962,11690205960]],
+  ["Whitechapel High Street",1,[11690156982,2282305627]],
+  ["Storey's Gate",0,[11702649764,2621444676]],
+  ["Broad Sanctuary",1,[11702649765,11702649762]],
+  ["Broad Sanctuary",1,[11702649762,11702649764]],
+  ["Broad Sanctuary",1,[11702649764,11702649763]],
+  ["Piccadilly",1,[11707733695,2215490966]],
+  ["Piccadilly",1,[108085,11707733694]],
+  ["St. James's Street",1,[11707733694,12133898718,11707733689,12133898719,11707733688,11707733695]],
+  ["St. James's Street",1,[11707733696,11707733697]],
+  ["Jermyn Street",1,[11707733696,11707733693]],
+  ["Berkeley Street",1,[2215490967,11707689030]],
+  ["Piccadilly",1,[11707689030,11707689028,11707689029,11707689026,11707689031]],
+  ["Piccadilly",1,[11707689031,11707689027,2215490964,2215490954,2215490967]],
+  ["Borough Road",0,[11716603226,6880053744]],
+  ["Keyworth Street",0,[25472962,6807415495]],
+  ["Gaunt Street",1,[9289142894,12018262771,4114589597,11716661368]],
+  ["Great Suffolk Street",1,[25473218,11726300054]],
+  ["King William Street",1,[3153656030,11733138995]],
+  ["King William Street",1,[11733138996,5065949598]],
+  ["King William Street",1,[11733138995,11733138996]],
+  ["Queen Victoria Street",1,[11733338213,6369390696]],
+  ["Cannon Street",1,[11733338215,11733338213]],
+  ["Queen Victoria Street",1,[11733338214,11733338213]],
+  ["Cannon Street",1,[11733338216,11733338215]],
+  ["The Cut",1,[2623968683,11733884373,11733884375]],
+  ["The Cut",1,[11733884377,11733884374,2623968683]],
+  ["The Cut",1,[11733884375,2623963014]],
+  ["Waterloo Road",1,[11733884377,11733884375]],
+  ["Waterloo Road",1,[11733884375,11733884376]],
+  ["Carlisle Street",1,[255576,11737590689]],
+  ["Carlisle Street",1,[11737590690,107326]],
+  ["Carlisle Street",1,[11737590689,12437571469,11737590691]],
+  ["Carlisle Street",1,[11737590692,11310578886,11737590690]],
+  ["Borough High Street",1,[108860,8727724833]],
+  ["Borough High Street",1,[7982777189,11740678132]],
+  ["Southwark Street",1,[11740678132,11740678130,108860]],
+  ["Borough High Street",1,[7982777191,11740678124,108860]],
+  ["Whitehall Place",0,[11740678157,107763]],
+  ["Whitehall",1,[11740678156,11740678158]],
+  ["Whitehall",1,[11740678158,11740678157]],
+  ["Bishopsgate",1,[9808795602,11743154348,12757117701,9375078974,6280047280,11743154347,11743154349]],
+  ["",1,[11743372655,11743372657]],
+  ["",0,[11743372655,11743372658]],
+  ["Whitechapel High Street",1,[11743372658,1951190477]],
+  ["Mansell Street",1,[11743372656,11743372655]],
+  ["Tooley Street",1,[6551935921,11743391881]],
+  ["Tower Bridge Road",1,[11743391882,11743391883]],
+  ["Hercules Road",0,[11744771307,25471742]],
+  ["Kennington Road",1,[11744771308,11744771307]],
+  ["Kennington Road",1,[11744771305,11744771309]],
+  ["Kennington Road",1,[11744771309,264836662]],
+  ["Kennington Road",1,[6297799657,11744771305]],
+  ["Byward Street",1,[11745021949,11745021950,11745021951,11745021948]],
+  ["Commercial Street",1,[11747153257,12993963528,3231708934]],
+  ["Whitechapel High Street",1,[9211337183,3231708944]],
+  ["Whitechapel High Street",1,[6202402704,8975122167]],
+  ["Blackfriars Road",1,[11747681614,1678452728]],
+  ["Blackfriars Road",1,[21392089,11747681613]],
+  ["Southwark Street",1,[11747681613,11747681614]],
+  ["Stamford Street",1,[11747681614,11747681615]],
+  ["Stamford Street",1,[11747681615,11747681609,11747681610,11747681611,11747681612,11747681616]],
+  ["Stamford Street",1,[11747681616,7294710455,7294710467,7876294607,26406639,4076643814]],
+  ["Queen Victoria Street",1,[5177397419,10309153023]],
+  ["New Bridge Street",1,[11747723481,11747723480,11747723477]],
+  ["New Bridge Street",1,[11747723477,11747723478,11747723476]],
+  ["New Bridge Street",1,[11747723476,12827871373,11747723479]],
+  ["Chaloner Court",0,[11747939727,352929715]],
+  ["Chaloner Court",0,[11747939728,11747939727]],
+  ["Old Compton Street",1,[9512925,5597443393]],
+  ["Skinners Lane",1,[2566132611,25067304,2566132610]],
+  ["Skinners Lane",1,[11115208654,25067265]],
+  ["Moor Street",1,[9175677564,21665580]],
+  ["Moor Street",1,[21665031,11751391070]],
+  ["Old Compton Street",1,[5597443393,11310575866,11751391071]],
+  ["Noel Street",1,[3071350731,1906612406]],
+  ["Noel Street",1,[11751472407,11310119491,3071350731]],
+  ["Noel Street",1,[9521022,11751472408]],
+  ["Noel Street",1,[11751472408,11310119493,11751472409]],
+  ["Berwick Street",1,[1906612406,11310202210,2453179640,9791152]],
+  ["Berwick Street",0,[11751472416,1906612406]],
+  ["The Mall",0,[2684141453,292903606]],
+  ["The Mall",0,[108275,5142050228]],
+  ["Vigo Street",1,[1947324461,11773401053]],
+  ["Sackville Street",1,[10544068682,11308287180]],
+  ["Duchy Street",0,[1617512828,11752038404]],
+  ["Upper Ground",1,[913315324,1617512849]],
+  ["Upper Ground",1,[838703028,1707216789]],
+  ["Brook Street",0,[108257,8382510212,8382510208,12374215172,25256623]],
+  ["Tooley Street",1,[7808567385,6448652105]],
+  ["Upper Thames Street",1,[1536948622,25067268]],
+  ["Carlisle Place",1,[10647038298,1231977701,2240004447,2139023357]],
+  ["Upper Thames Street",1,[7824747300,11824463957]],
+  ["Queen Street Place",1,[11824463958,7824747300]],
+  ["Queen Street Place",1,[11824463957,25161373]],
+  ["Upper Thames Street",1,[25161373,11824463958]],
+  ["Upper Thames Street",1,[11824463958,11824463955,11824463954,7824747306]],
+  ["Goring Street",1,[27460250,11848572158]],
+  ["Leadenhall Street",0,[1678245252,1312454038,3381130089]],
+  ["Short's Gardens",1,[11867616727,438170563]],
+  ["Threadneedle Street",0,[25248117,11872569334,2297373047,12085027789,12185201269,12085027790,11872569337]],
+  ["Kennington Road",0,[25472175,7926974720]],
+  ["Kennington Road",0,[11920054916,25472175]],
+  ["Kennington Road",0,[11920054917,11920054918,11920054916]],
+  ["Billingsgate Walk",0,[10306429323,1556097326]],
+  ["Old Jewry",1,[12027313109,10660373786,7840711614]],
+  ["Old Jewry",1,[9042027865,11081617019,12027313110]],
+  ["Frederick's Place",0,[12042516119,18395288]],
+  ["Temple Place",1,[10996213589,25533203]],
+  ["Savoy Street",0,[12059336844,25474658]],
+  ["Savoy Street",1,[25474661,12059336845]],
+  ["Aldgate High Street",0,[9690915275,4167762778]],
+  ["Queen Victoria Street",1,[5177397825,11747723477]],
+  ["Puddle Dock",1,[2620105428,4085767983]],
+  ["Puddle Dock",1,[4085767974,9729684314,4085767978,4085767989]],
+  ["Queen Victoria Street",1,[10309153022,12202028702]],
+  ["Queen Victoria Street",1,[10311362153,10311362152,1938819301]],
+  ["Whitechapel High Street",1,[12211869383,11743372655]],
+  ["Houndsditch",1,[1312932849,7644741346]],
+  ["Aldgate High Street",1,[11743372657,11743372658]],
+  ["Ewer Street",1,[12219051170,9621055729,13728878212,287438192]],
+  ["Great Guildford Street",0,[109743,20955500,959774962]],
+  ["Sumner Street",0,[3745375125,25468831]],
+  ["St. Giles Passage",0,[25529877,10130494861,1104448381,501766800]],
+  ["New Compton Street",0,[25529877,10130494862,12437874200,9904395655,25529933]],
+  ["Stacey Street",0,[25529933,10130494859,9904395669,13574101461,9904395672,13571707104,13571707105,9295956010,13578418093,108065]],
+  ["Oxford Street",0,[12339511672,12339511680,2414134278]],
+  ["Oxford Street",0,[12339511673,1684410049]],
+  ["Great Dover Street",0,[6802263379,25499994,287453577]],
+  ["Trinity Street",0,[12357101055,6807539816,25498997]],
+  ["Union Street",1,[4738129864,25473407]],
+  ["Redcross Way",1,[12357137310,25473406]],
+  ["Redcross Way",1,[30180512,12357101161]],
+  ["Battle Bridge Lane",0,[5971818063,12361517428,12361517420,130202731]],
+  ["Tooley Street",0,[9371519544,130202731,4087644122,12361517422]],
+  ["Tooley Street",0,[12361517422,3431452,247957485,7816582781,64694456]],
+  ["Belvedere Road",0,[12354833,1166455187,4969460348]],
+  ["Horselydown Lane",0,[130203012,130203029,130203030]],
+  ["Horselydown Lane",0,[7911601071,269496897]],
+  ["Horse Guards Road",0,[3439409099,130114421,4897627182,3783471662]],
+  ["Whitehall",1,[8263001002,2389980691]],
+  ["Fair Street",1,[6448695821,7836195151,12364814100,869984189]],
+  ["Tower Bridge Road",1,[11743391883,6448695821]],
+  ["Tooley Street",0,[303193395,8385470983]],
+  ["Pall Mall",1,[2214979340,6914184049,2214979341,12369243829]],
+  ["Pall Mall",1,[12369243830,2214979333,6914184050,2214979340]],
+  ["Pall Mall",1,[2214979329,6914179456,6914179451,1598214602]],
+  ["St James's Square",1,[6297968144,14229502513,6297968146,9789818]],
+  ["Webber Street",0,[13364415495,9226543183,9900821889,24923325]],
+  ["Carpenter Street",0,[12387369557,12387263321,25473344]],
+  ["Puddle Dock",1,[1828402769,12390992813]],
+  ["Bourdon Street",0,[25473458,25473217,12390975307,25257070]],
+  ["Warwick Square",0,[4370333637,12405258226,12405258272,13020789597,21685484]],
+  ["Oxford Street",1,[1716099103,11124728841]],
+  ["Hammett Street",0,[12518263714,6265654109]],
+  ["Mansell Street",1,[1590148328,12526850256]],
+  ["Little Somerset Street",0,[295978331,9669356929,12526312121,12526413205]],
+  ["Little Somerset Street",0,[9524822950,9524822965,9524822949,296004092,296004091]],
+  ["Alie Street",1,[12526850224,12526850202]],
+  ["Alie Street",1,[12526850204,12526850224]],
+  ["Alie Street",1,[12526850223,12526850203]],
+  ["Alie Street",1,[12526850239,1590148335,12526850228]],
+  ["Alie Street",1,[12526850248,424624]],
+  ["Alie Street",1,[12526850228,12526850223]],
+  ["Alie Street",1,[12526850203,12526850220,1590148337,12526850204]],
+  ["Alie Street",1,[1590148328,702476520,12526850255]],
+  ["Mansell Street",1,[12526850256,9393044831]],
+  ["Prescot Street",1,[12529200670,1590148309,1590148308]],
+  ["Prescot Street",1,[12529200671,11505211953,2364389869,11505211954,12529200670]],
+  ["Buckle Street",0,[12534094025,3190213590]],
+  ["Buckle Street",0,[298890781,12534094025]],
+  ["Leman Street",1,[702475024,12535199516,28427645,5221453689,12534620987,12534620988,12534620989,424624]],
+  ["Leman Street",1,[424624,13654696132,3696071647,3190213573,18055094]],
+  ["Leman Street",1,[12535178492,12535199502,4940322133,702475024]],
+  ["Leman Street",1,[48906847,104326,12535178492]],
+  ["South Tenter Street",1,[28427713,12553814622,28427715]],
+  ["Savoy Hill",0,[25474661,12397240178]],
+  ["Lambeth Palace Road",0,[12583312793,25471794,1960741966,108115]],
+  ["Lambeth Palace Road",0,[12583312794,12583312792,12583312793]],
+  ["Shoe Lane",0,[1707790105,6828921210,1148249927,269550333,12611316135]],
+  ["Blackfriars Road",1,[4421008566,12595592823]],
+  ["Blackfriars Road",1,[4879371165,4421008566]],
+  ["Southwark Bridge Road",1,[2684369336,2684369298,2684369315,2482806164]],
+  ["Millbank",0,[108109,11529786730]],
+  ["Great Peter Street",0,[108109,11518653154,9931567500,9931567499,108108,25378040,25378043,25378036,9622522985,9622522986,1334631300]],
+  ["Booth Lane",0,[12643922126,25505679]],
+  ["Castle Baynard Street",1,[25505607,7572833379]],
+  ["Westminster Bridge Road",1,[104387,12698908844]],
+  ["Waterloo Bridge",1,[8781118030,8781118025,12699055589]],
+  ["Lancaster Place",1,[12699055600,1938953360]],
+  ["Park Street",1,[12714147510,5336220105]],
+  ["Park Street",1,[20955466,12714147503]],
+  ["Minories",1,[4085387943,9683585635,4078858001]],
+  ["Aldgate High Street",0,[4167762777,3855607516]],
+  ["Grosvenor Gardens",1,[1960905158,4995164290]],
+  ["Wilton Road",1,[1231982785,1231977891,6893978764]],
+  ["Vauxhall Bridge Road",1,[43769362,9064894387,9064894390,43768943]],
+  ["Bishopsgate",0,[107587,3381130092]],
+  ["Threadneedle Street",1,[1312188768,4726152854]],
+  ["Bishopsgate",0,[107586,12754724198,4726152857]],
+  ["Bishopsgate",0,[8318757605,12755456442]],
+  ["Bishopsgate",0,[12755456442,21523718,1014649631]],
+  ["London Road",1,[6470979016,8952846024]],
+  ["Blackfriars Underpass",0,[3267461729,13810284450,4938216620]],
+  ["Blackfriars Underpass",0,[12759532096,4169836445,8620105277,4166662881]],
+  ["Blackfriars Underpass",0,[12759532095,13810284445,12759532096]],
+  ["Cheapside",0,[12769325482,3533830193]],
+  ["Cheapside",0,[7836164765,25161345,12769325489]],
+  ["Whites Grounds",0,[10024718602,1534825172,1534825147,1534825182,8154501996,13726939472,1534825158]],
+  ["Bermondsey Street",1,[7236197538,247869613]],
+  ["Roper Lane",1,[451698279,13726939488,1534825150]],
+  ["Roper Lane",1,[1534825185,451698280]],
+  ["Tower Bridge Road",0,[12772934577,5841745888,107565]],
+  ["Shand Street",1,[12772267179,12775559658,1535457231]],
+  ["Blackfriars Road",0,[12782469754,1678452727]],
+  ["Greycoat Place",1,[12782582565,12782582566,12782582567,12782582583,12782582584,12782582559]],
+  ["Greycoat Place",1,[12782582571,12782582572,12782582573,12782582586,12782582565]],
+  ["Greycoat Place",1,[12782582577,12782582576,12782582575,12782582574,12782582571]],
+  ["Southwark Street",1,[8727724833,7982777189]],
+  ["Borough High Street",0,[4738129861,25473407]],
+  ["Storey's Gate",1,[12793552129,25377990]],
+  ["Storey's Gate",1,[12793552128,12793552126]],
+  ["Storey's Gate",1,[12793552126,12793552129]],
+  ["Storey's Gate",1,[12793552127,5521413545]],
+  ["Storey's Gate",1,[5521413545,12793552128]],
+  ["Spur Road",1,[5481067699,12071553025,12071553027]],
+  ["Spur Road",1,[12071553027,10313555623]],
+  ["New Change",0,[1835356021,107646]],
+  ["Distaff Lane",0,[25504755,367105858,25504770,12806885032]],
+  ["Distaff Lane",0,[12806885030,25504763]],
+  ["Distaff Lane",0,[12806885031,25504755]],
+  ["Distaff Lane",0,[12806885032,12806885030]],
+  ["Borough High Street",0,[4857938767,6880068870,24923400,6880086567,276508]],
+  ["Swan Lane",0,[10543014344,12894718386]],
+  ["Lombard Street",1,[25248126,24951721,1566270189]],
+  ["Finch Lane",1,[2642857212,13816483466,25248118]],
+  ["Queen Elizabeth Street",1,[1048496484,12913599447]],
+  ["St. Katharine's Way",0,[2303235620,12944244860,13018713865,13018713862,13018713863,5710524237]],
+  ["St. Katharine's Way",0,[5986846180,5986846178,12944244853]],
+  ["Lambeth Road",0,[12967233768,3314367623,6022813716]],
+  ["St George's Road",1,[12967233769,2059768440]],
+  ["St George's Road",1,[12967233770,96620001]],
+  ["Westminster Bridge Road",1,[25499034,6367876332]],
+  ["Jermyn Street",1,[9789808,12973510710]],
+  ["Carlisle Lane",1,[1844769500,9351207507,8013632075]],
+  ["Carlisle Lane",1,[12976108584,13654029948,12976108583]],
+  ["Northumberland Avenue",1,[2538676640,9966768675,256794584,2726849724,2726849722,26671718]],
+  ["Wild's Rents",0,[12990784319,9368962370]],
+  ["Whitechapel High Street",1,[12993963531,3231708934]],
+  ["Great Chapel Street",1,[12997712997,11583590557,13820266115,21665938]],
+  ["Regent Street",1,[2198870637,13001216164]],
+  ["Fetter Lane",0,[350437608,25495617]],
+  ["Westminster Bridge Road",1,[10060997425,3247619598]],
+  ["Westminster Bridge Road",1,[5441728376,13002628757]],
+  ["Marshall Street",0,[25501340,701600719,108072]],
+  ["Market Place",1,[1684410076,12356014949,1684410078,12840206981,13012007076]],
+  ["Bruton Lane",0,[454373625,12391355466,13015722468]],
+  ["Bruton Lane",0,[13015737165,25531267,10019788231]],
+  ["Bruton Lane",1,[659653204,13015759019]],
+  ["Creed Lane",1,[13017201997,1726730281,7617755275,107684]],
+  ["St. Katharine's Way",0,[5710524237,5986846175,12941349655]],
+  ["Cartwright Street",1,[48776947,2534784510,13018786437]],
+  ["Cartwright Street",1,[13018786439,9576830005]],
+  ["Cartwright Street",1,[9576830005,9576830004,13167873638,48776950]],
+  ["Cartwright Street",1,[13018786438,659515198,13018786439]],
+  ["Gracechurch Street",1,[1678226917,1951616270,1951616261]],
+  ["Gracechurch Street",1,[5473273435,25532384]],
+  ["College Hill",1,[25067324,11097085186,5141877239,5141876996,13235666389,950703625,1726783391,950703626]],
+  ["Ave Maria Lane",0,[269547420,12655752149,21685481,1837610895,1163955034]],
+  ["Amen Court",0,[4378043682,12405258204,4378043681]],
+  ["Warwick Lane",0,[1360122917,9856119620]],
+  ["Muscovy Street",1,[13021828025,5976760447,25474019]],
+  ["Seething Lane",1,[13021828026,1547657140]],
+  ["Mark Lane",0,[1547013588,1547013592]],
+  ["Lombard Street",1,[9030155653,2538458898,2195965722,1939558646,5218862786]],
+  ["Gresham Street",0,[109780,1311962080]],
+  ["Gresham Street",0,[13022543557,1311961985,1311962151,373402354]],
+  ["Gresham Street",0,[13022543558,13022543554,13022543559,28800661]],
+  ["Lothbury",0,[21307200,6985379285]],
+  ["Gresham Street",0,[9042133642,1312264577,794039687,1312264524,13022543558]],
+  ["Cooper's Row",1,[13034382312,13810200625,13810201902,9694032607,585200818,9694032606]],
+  ["Cooper's Row",1,[9135848924,13034382313]],
+  ["Carey Street",0,[3141558549,12741276764,21563698]],
+  ["Aldwych",0,[9023838189,12739823581,7162259993]],
+  ["Savoy Court",0,[11972454610,13037541753]],
+  ["Savoy Court",0,[10536950403,11972454610]],
+  ["Marylebone Lane",0,[1684410048,1684410050]],
+  ["Grosvenor Hill",0,[13050364371,25257050]],
+  ["Leadenhall Street",0,[13050873705,3816097109,2203268985,9694087364]],
+  ["Marlborough Road",0,[6633259232,8281125781,13051830318]],
+  ["Air Street",1,[2939373042,12434429777,108061]],
+  ["Great Castle Street",1,[1684410075,13409265961,13052267589]],
+  ["Bedford Street",1,[1106056861,9515387]],
+  ["Chandos Place",0,[1614846683,13063094553,12431499161,1614846675,10884027695,5387300680,10574749]],
+  ["Milford Lane",0,[25533174,10579262900,1730303422,25533180,11135317647]],
+  ["Loman Street",0,[1080482442,25496878,14238586722,25496766]],
+  ["Copperfield Street",0,[25496795,25496831,25496668,13658492898,25496760]],
+  ["King William Street",1,[13078457363,2961549]],
+  ["King William Street",1,[2961549,13078457364]],
+  ["East Smithfield",0,[13082822337,8993065448]],
+  ["Westminster Bridge Road",1,[3799757265,12353264]],
+  ["Trinity Square",0,[1561411203,10279055505,5904615686,710521820]],
+  ["Bedale Street",1,[12656757180,25497639]],
+  ["Bear Gardens",0,[6483526298,12941641385]],
+  ["Bankside",0,[2163643659,1978710198,1760765053,1978710201,6173629165]],
+  ["Half Moon Street",1,[361242424,9966771332,9966771331]],
+  ["Piccadilly",1,[1831021245,361242661]],
+  ["Horse Guards Avenue",1,[2389991907,13167426523,2389991908]],
+  ["Mill Street",1,[7701929448,559970239]],
+  ["Bermondsey Wall West",1,[130203294,9656650161]],
+  ["Jacob Street",0,[130203234,13165786655,432445663,13165794314]],
+  ["Great Smith Street",0,[2621444666,2621444663,1334476270,2621452455,109854,6001480165,6001480166,6001480163,12231899126,12231899129,109852]],
+  ["Bermondsey Street",1,[4848525666,471438182,471438155,471438139,471438056,12503167326,471438037]],
+  ["Long Lane",0,[471450495,5845422726,9855343704,9368962376,13169194461,62571227]],
+  ["Abbey Street",0,[276488,5845322566,104353029,432445148]],
+  ["Outwich Street",1,[255051289,9080098305,1014803718,3528711693]],
+  ["Waterloo Road",0,[3560401454,2907294264,254346182,254346044]],
+  ["Cleveland Row",0,[25607100,8044471871,8044471868,8044483390,8044483391,25607096,8044483392,1737601049,1737601058,8044483388,25607097,8044483389,8044483387,3561459279,8044496916,8044496917,8044496915]],
+  ["Tothill Street",0,[4116205016,6001374146,12198538]],
+  ["Bell Yard Mews",0,[471421822,9855995979]],
+  ["Bury Street",1,[28418859,4430996024,3632581622,4155841820]],
+  ["Bury Street",1,[27459905,1312471210,1312471197,1312471190,28418859]],
+  ["Bury Street",1,[3930921860,251892564,3708234957,4230027057,9693974851]],
+  ["Francis Street",0,[11103281022,4471751008,24973087,24973088,2530436339,14148541173,108320,25277075]],
+  ["Pilgrimage Street",1,[3823665767,6988558772,13170008179]],
+  ["Bell Wharf Lane",0,[11097242568,3130435826]],
+  ["High Timber Street",0,[20626315,25505670,4866475730]],
+  ["Pancras Lane",0,[5090420965,25161347]],
+  ["Well Court",0,[11079664629,25161347]],
+  ["Bennet's Hill",0,[2142508727,25505695,1828402763]],
+  ["Whitcomb Street",1,[26559655,2345097899,2345097938]],
+  ["Blackfriars Passage",1,[2665239972,6509684093]],
+  ["Ironmonger Lane",0,[13260285731,1718233994,1718233957,1718233922,8869435268,7553887415,25161368]],
+  ["The Cut",0,[14267565607,9645573425,9645573427,24923326]],
+  ["King William Street",1,[24950114,4077593104]],
+  ["Manette Street",0,[21665008,2833448424]],
+  ["Keeley Street",0,[455705618,13037019840]],
+  ["Keeley Street",0,[13037019840,9856110013,13329570318]],
+  ["Shaftesbury Avenue",1,[5244680779,13346540446,13346540447,13346540449,13346540423]],
+  ["Strand",0,[2586635296,12728578199,1938953374]],
+  ["Fleet Street",0,[21583366,13919466145]],
+  ["Middle Temple Lane",1,[4697525032,4697525030]],
+  ["Cowley Street",0,[25378051,13368535692]],
+  ["Webber Street",1,[24923328,13364321639,4099667494]],
+  ["Fenchurch Street",0,[1547392865,707377287,30056330,5580861156,25476134]],
+  ["Duck Lane",0,[25502541,11310475193,13409246649]],
+  ["Westminster Bridge Road",0,[6297799650,13453752253]],
+  ["Abbey Street",0,[432445386,7293228160,282879070,104355691]],
+  ["Abbey Street",0,[104353486,432445386]],
+  ["Denmark Street",1,[21665141,2496863224,21665140,2961254826]],
+  ["Neckinger",-1,[104353616,1177955173,1177955137]],
+  ["Neckinger",-1,[1177955137,13567105355]],
+  ["Neckinger",-1,[13567105355,3213221694,13567105360]],
+  ["Neckinger",-1,[13567105360,104353559,13567105362]],
+  ["Neckinger",-1,[13567105362,10278959618,104353484,13567105364]],
+  ["Neckinger",-1,[13567105364,432445358]],
+  ["Neckinger",-1,[5110264521,13567105377]],
+  ["Neckinger",-1,[11508505060,104353486]],
+  ["Abbey Street",0,[104355691,665849192]],
+  ["Stanworth Street",0,[286493181,13722350738,13567105379]],
+  ["Druid Street",1,[102705658,13567105382]],
+  ["Dean Street",1,[13571512000,13571512002,13571512001,12437571466,255576]],
+  ["Shaftesbury Avenue",0,[14023072776,13578418026]],
+  ["Shaftesbury Avenue",0,[13578418026,6319779694,7195674017]],
+  ["Monmouth Street",1,[10574891,6983702116,13578418032]],
+  ["Shaftesbury Avenue",0,[13578412421,13578418098]],
+  ["Shaftesbury Avenue",0,[13578418100,2767582810,1103212861]],
+  ["Shaftesbury Avenue",0,[9578948896,13578412421]],
+  ["Shaftesbury Avenue",0,[7195674017,13578412423]],
+  ["Shaftesbury Avenue",0,[13578412424,21665588]],
+  ["Shaftesbury Avenue",0,[13578412425,21665588]],
+  ["Shaftesbury Avenue",0,[26699565,13578418019]],
+  ["Old Compton Street",1,[12707446305,9175574687,21645238]],
+  ["Old Compton Street",1,[13578412197,12707446305]],
+  ["Greycoat Place",1,[12782582559,12782582568,12782582569,12782582570,12782582585,12782582558]],
+  ["Greycoat Place",1,[12782582577,3167400026,12782582581,12782582582,12782582564,12782582565]],
+  ["Greycoat Place",1,[12782582558,12782582560,12782582561,12782582562,12782582563,12782582580,12782582577]],
+  ["",0,[13637643468,13637643469]],
+  ["Morocco Street",1,[32975881,13648623074]],
+  ["Bermondsey Street",1,[13648623086,13648623083]],
+  ["Bermondsey Street",1,[13648623083,13648623082,13648623081,13648623080,13648623079,13648658132]],
+  ["Borough High Street",1,[1978270758,8817402981,8817402979,1874579888,1874579887]],
+  ["Borough High Street",0,[1874579887,7982777192,13648664574]],
+  ["",1,[1874579887,2261944169,2261944172,8817402983,2862779753]],
+  ["Bedale Street",1,[13648664578,3059934956,11238304000]],
+  ["Borough High Street",1,[13648664576,13648664574]],
+  ["Borough High Street",1,[13648664573,13648664580,13648664582,13648664579]],
+  ["Lambeth Palace Road",0,[254330734,9650488592,25473115]],
+  ["Broadway",0,[11103247886,7601278753,7601278754,108097]],
+  ["Chester Street",0,[9698077939,14211732569,13168907816,26389886,846861618,7917184188,14211732577,26389844]],
+  ["Eaton Square",1,[13171576261,14211732574,26607504]],
+  ["Avonmouth Street",0,[264781909,10177435830,10177435829,6024546174,6024546175,14266042647,264781910]],
+  ["Becket Street",0,[10023127803,13720805540]],
+  ["Victoria Square",0,[13720214935,25507341]],
+  ["Leathermarket Street",1,[13723077165,6625234237,3294898388]],
+  ["Boss Street",1,[20626258,6551935931,8996573329]],
+  ["Collinson Street",0,[9129336751,25499384]],
+  ["Weston Street",0,[13727843841,240033285]],
+  ["Greek Street",1,[13728627548,9512939]],
+  ["Greek Street",1,[13728627555,12437487533,13728627548]],
+  ["Frith Street",1,[13744089637,12437487543,21665578,5932856690,12437452142,13744089636]],
+  ["Frith Street",1,[13728627563,12437493939,13728627556]],
+  ["Greek Street",1,[1694551553,13728627564]],
+  ["Greek Street",1,[13728627564,12453538840,13728627565]],
+  ["Frith Street",1,[107328,13728627566]],
+  ["Frith Street",1,[13728627566,11310578888,13728627567]],
+  ["Upper St Martin's Lane",1,[25496899,13728826633,13728826634,12437379708]],
+  ["West Street",1,[9523114862,13728826637]],
+  ["Queen Anne's Gate",0,[12198505,9210633873,1935979913,6322080952,6322085287,13728832503,13728832489,4840818593]],
+  ["Charing Cross Road",0,[8474252681,1102996997,107792]],
+  ["Charing Cross Road",0,[25496892,8474252684,8474252683]],
+  ["Litchfield Street",1,[25496892,8474272817,8474252689,8474252688,3552452839]],
+  ["Litchfield Street",1,[1953893713,5398463417,13731397306,26846357]],
+  ["West Street",1,[13731397309,488815519,26846357]],
+  ["West Street",1,[13731397310,13731397309]],
+  ["West Street",1,[1103212861,13728826641,12437341501,13731397311]],
+  ["West Street",1,[13731397311,13731397312]],
+  ["West Street",1,[26846357,13731397307]],
+  ["Wilfred Street",1,[13742786334,13728832504,13742786336]],
+  ["Wilfred Street",1,[13742786336,12198239]],
+  ["Frith Street",1,[13728627569,107806]],
+  ["Frith Street",1,[13744089636,12437452112,13728627569]],
+  ["Frith Street",1,[13728627556,9512937,13728627568]],
+  ["Frith Street",1,[13728627568,12437452157,13744089637]],
+  ["Wilfred Street",1,[13744121270,13742786335]],
+  ["Wilfred Street",1,[13742786335,13742786334]],
+  ["Wilfred Street",1,[12198144,13742786337]],
+  ["Wilfred Street",1,[13742786337,13744121271]],
+  ["St Mark Street",0,[28427715,11505211956,11505211959,1590148311]],
+  ["Chancel Street",0,[25472327,6871152938,13826214336]],
+  ["Puddle Dock",1,[1678452780,13848830223]],
+  ["Puddle Dock",1,[473265708,9684083982,13848830229]],
+  ["Station Approach Road",1,[3247619641,3247619647,3247619650,3247619659]],
+  ["Station Approach Road",1,[10970902255,3247619642]],
+  ["Martin Lane",0,[13869862726,10184827423]],
+  ["Upper Thames Street",1,[10543014380,4077579334,7911267693,7911267686]],
+  ["Upper Thames Street",0,[10543014386,7911267686]],
+  ["Lower Thames Street",1,[1951372927,1951372915,1556097098,1556097118,4777897927,4777897928,1556097137,1556097368,1556097136,6918421512]],
+  ["Old Palace Yard",0,[11529786724,8984195288]],
+  ["Monmouth Street",1,[13578418032,13932588122]],
+  ["Cheapside",1,[373364878,14065280576,104320]],
+  ["Blackfriars Bridge",1,[1955520879,268124704]],
+  ["Millbank",0,[14002470123,108110,14275075865]],
+  ["Millbank",1,[14002470124,14275075860,14275075861,14275075859]],
+  ["Fleet Street",0,[2586616722,6863550501]],
+  ["Shaftesbury Avenue",0,[14003329325,13578418022,14023072776]],
+  ["Wild Court",0,[14016082943,14016082944]],
+  ["Shaftesbury Avenue",0,[13578418051,14023072785,10574891]],
+  ["Shaftesbury Avenue",1,[14023072777,14023072778,13578418044,12437824275,14023072779,13578418051]],
+  ["Shaftesbury Avenue",1,[13578418051,14023072780,14023072782,14023072783,14023072784,14023072777]],
+  ["Fleet Street",0,[14063745037,5006063176]],
+  ["Fleet Street",0,[8785567902,5006065040]],
+  ["New Change",0,[6369329153,1163955130]],
+  ["Air Street",1,[4347844132,9398179390]],
+  ["Newgate Street",0,[14156267303,14156267304,20965799]],
+  ["Angel Street",1,[25497611,1813618227,9804653408,1813618228,9804653406,1813618229,1813618230,25497612,4870281309]],
+  ["Bennet Street",1,[11707733693,9789816]],
+  ["Creechurch Lane",1,[107584,14138271266]],
+  ["Creechurch Lane",1,[14138271266,13818848946,14138271267]],
+  ["Creechurch Lane",1,[14138271268,27459905]],
+  ["Creechurch Lane",1,[12643346540,14138271268]],
+  ["Lombard Street",0,[24950110,24950111]],
+  ["Lombard Street",1,[5218862786,24950104]],
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+  "14267565604": [51.502315,-0.107914],
+  "14267565607": [51.502883,-0.107878],
+  "14268028077": [51.498859,-0.109985],
+  "14268028078": [51.499296,-0.108921],
+  "14268103183": [51.496289,-0.111357],
+  "14268240295": [51.510849,-0.093177],
+  "14268260599": [51.511118,-0.119831],
+  "14268612838": [51.510803,-0.134114],
+  "14268638290": [51.511041,-0.149855],
+  "14268638291": [51.511215,-0.14974],
+  "14268638292": [51.511272,-0.149904],
+  "14268638295": [51.51138,-0.149942],
+  "14268638296": [51.511441,-0.149961],
+  "14268682143": [51.502341,-0.116356],
+  "14268858628": [51.498156,-0.147265],
+  "14268858629": [51.498086,-0.14723],
+  "14268858630": [51.4981,-0.147138],
+  "14269401447": [51.496978,-0.146343],
+  "14269401449": [51.497241,-0.146122],
+  "14269401456": [51.497342,-0.146406],
+  "14269401457": [51.497298,-0.146472],
+  "14269401458": [51.497277,-0.14635],
+  "14269401459": [51.497224,-0.14629],
+  "14269424932": [51.496107,-0.147201],
+  "14269424933": [51.49608,-0.147129],
+  "14269424934": [51.496065,-0.147083],
+  "14269424935": [51.496038,-0.146989],
+  "14269424936": [51.496015,-0.146928],
+  "14269424939": [51.49588,-0.146412],
+  "14269424940": [51.495892,-0.146498],
+  "14269424941": [51.496031,-0.14697],
+  "14269424942": [51.496133,-0.147252],
+  "14269424943": [51.496178,-0.147328],
+  "14269424944": [51.496051,-0.1472],
+  "14269424945": [51.495998,-0.147251],
+  "14269424946": [51.496062,-0.147189],
+  "14269424947": [51.496269,-0.147001],
+  "14269424948": [51.496203,-0.14707],
+  "14269424949": [51.496147,-0.147122],
+  "14274902990": [51.497411,-0.12568],
+  "14274902991": [51.497466,-0.125688],
+  "14274902992": [51.49768,-0.125711],
+  "14274902993": [51.4979,-0.12573],
+  "14275075856": [51.498549,-0.125803],
+  "14275075857": [51.497739,-0.125717],
+  "14275075858": [51.497134,-0.125676],
+  "14275075859": [51.497047,-0.125625],
+  "14275075860": [51.497143,-0.125604],
+  "14275075861": [51.497073,-0.125593],
+  "14275075862": [51.496896,-0.125589],
+  "14275075863": [51.496279,-0.125446],
+  "14275075865": [51.496016,-0.125396],
+  "14275075866": [51.497648,-0.125708]
+ }
+}
diff --git a/examples/osm.py b/examples/osm.py
new file mode 100644
index 00000000..8e7c4862
--- /dev/null
+++ b/examples/osm.py
@@ -0,0 +1,248 @@
+"""Fetch a road network from OpenStreetMap, for the ``london.ipynb`` example.
+
+Everything that is about the OpenStreetMap service rather than about graphs
+lives here, so that the notebook can concentrate on pgraph:
+
+* one request to the Overpass API, with the ``User-Agent`` that the service
+  insists upon and a few retries when it is busy,
+* the choice of which ``highway`` classes a car may use, and which ways are
+  closed to it,
+* the rules for which direction a way may be driven in,
+* a projection from latitude and longitude to metres,
+* a compact JSON file as a cache, so the data is fetched once and the notebook
+  then runs offline.
+
+The standard library and numpy only.
+
+The data are © OpenStreetMap contributors, available under the Open Database
+License (https://www.openstreetmap.org/copyright).  An extract saved by this
+module is a derived database, so keep this notice with it.
+"""
+
+from __future__ import annotations
+
+import json
+import time
+import urllib.error
+import urllib.parse
+import urllib.request
+from pathlib import Path
+from collections.abc import Callable
+from typing import Any
+
+import numpy as np
+from numpy.typing import ArrayLike, NDArray
+
+OVERPASS = "https://overpass-api.de/api/interpreter"
+USER_AGENT = "pgraph-python-example/1.0 (https://github.com/petercorke/pgraph-python)"
+
+# the classes of road that a car can use
+DRIVABLE = (
+    "motorway|trunk|primary|secondary|tertiary|unclassified|residential|living_street"
+    "|motorway_link|trunk_link|primary_link|secondary_link|tertiary_link"
+)
+CLOSED = {"no", "private"}  # values of access tags that exclude a car
+
+
+def _direction(tags: dict[str, str]) -> int:
+    """Which way may a car drive along this way?
+
+    :return: 1 forward (in the order of the nodes), -1 backward, 0 both
+    """
+    oneway = tags.get("oneway")
+    if oneway in ("yes", "true", "1"):
+        return 1
+    if oneway in ("-1", "reverse"):
+        return -1
+    if oneway == "no":
+        return 0
+    # no explicit tag: some things imply a direction
+    if tags.get("junction") in ("roundabout", "circular"):
+        return 1
+    if tags.get("highway") in ("motorway", "motorway_link"):
+        return 1
+    return 0
+
+
+def _open_to_cars(tags: dict[str, str]) -> bool:
+    return not (
+        tags.get("access") in CLOSED
+        or tags.get("motor_vehicle") in CLOSED
+        or tags.get("vehicle") in CLOSED
+    )
+
+
+def _query(bbox: tuple[float, float, float, float]) -> str:
+    south, west, north, east = bbox
+    return (
+        "[out:json][timeout:90];"
+        f'way["highway"~"^({DRIVABLE})$"]({south},{west},{north},{east});'
+        "(._;>;);out body;"
+    )
+
+
+def _post(query: str, retries: int = 4) -> dict[str, Any]:
+    body = urllib.parse.urlencode({"data": query}).encode()
+    request = urllib.request.Request(
+        OVERPASS, data=body, headers={"User-Agent": USER_AGENT, "Accept": "*/*"}
+    )
+    for attempt in range(retries):
+        try:
+            with urllib.request.urlopen(request, timeout=120) as response:  # nosec B310
+                return json.loads(response.read())
+        except urllib.error.HTTPError as err:
+            # 429 too many requests, 504 gateway timeout: the service is busy
+            if err.code not in (429, 502, 503, 504) or attempt == retries - 1:
+                raise
+        time.sleep(5 * 2**attempt)
+    raise RuntimeError("unreachable")
+
+
+def _compact(value: Any) -> str:
+    return json.dumps(value, separators=(",", ":"), ensure_ascii=False)
+
+
+def _to_lines(data: dict[str, Any]) -> str:
+    """JSON with one record per line, for a file that is read by people and diffs
+
+    A dict of records is written a key per line, and a list of lists an item
+    per line, so that a change to the data is a change to a few lines, and a
+    record can be found with ``grep``.  It is about 10% bigger than the
+    compact form and the same JSON.
+    """
+    lines = ["{"]
+    keys = list(data)
+    for k, key in enumerate(keys):
+        value = data[key]
+        tail = "," if k < len(keys) - 1 else ""
+        label = json.dumps(key)
+        if isinstance(value, dict) and value:
+            lines.append(f" {label}: {{")
+            items = list(value.items())
+            for i, (name, record) in enumerate(items):
+                comma = "," if i < len(items) - 1 else ""
+                lines.append(f"  {json.dumps(name)}: {_compact(record)}{comma}")
+            lines.append(" }" + tail)
+        elif isinstance(value, list) and value and all(isinstance(r, list) for r in value):
+            lines.append(f" {label}: [")
+            for i, record in enumerate(value):
+                comma = "," if i < len(value) - 1 else ""
+                lines.append(f"  {_compact(record)}{comma}")
+            lines.append(" ]" + tail)
+        else:
+            lines.append(f" {label}: {_compact(value)}{tail}")
+    lines.append("}")
+    return "\n".join(lines) + "\n"
+
+
+def fetch_roads(
+    bbox: tuple[float, float, float, float],
+    cache: str | Path,
+    refresh: bool = False,
+) -> dict[str, Any]:
+    """Roads that a car can use inside a bounding box
+
+    :param bbox: ``(south, west, north, east)`` in degrees
+    :param cache: JSON file that holds the result, read if it exists.  It is
+        written with one record (node, way) per line
+    :param refresh: fetch again even if ``cache`` exists
+    :return: ``{"bbox": ..., "ways": [...], "nodes": {id: [lat, lon]}}`` where
+        each way is ``[name, direction, [node ids]]`` and direction is 1 if the
+        way is one-way in the order of its nodes, -1 if against it, 0 if both.
+        The ways come first in the file, since they are what a reader looks at
+    """
+    cache = Path(cache)
+    if cache.exists() and not refresh:
+        return json.loads(cache.read_text())
+
+    elements = _post(_query(bbox))["elements"]
+    coords = {e["id"]: [round(e["lat"], 6), round(e["lon"], 6)] for e in elements if e["type"] == "node"}
+
+    ways, used = [], set()
+    for e in elements:
+        if e["type"] != "way" or not _open_to_cars(e.get("tags", {})):
+            continue
+        tags = e.get("tags", {})
+        ways.append([tags.get("name", ""), _direction(tags), e["nodes"]])
+        used.update(e["nodes"])
+
+    data = {
+        "source": "OpenStreetMap, © OpenStreetMap contributors, ODbL "
+        "https://www.openstreetmap.org/copyright",
+        "bbox": list(bbox),
+        "ways": ways,
+        "nodes": {str(i): coords[i] for i in sorted(used)},
+    }
+    cache.write_text(_to_lines(data), encoding="utf-8")
+    return data
+
+
+# ---------------------------------------------------------------------------
+# projection
+# ---------------------------------------------------------------------------
+
+_A = 6378137.0  # WGS84 semi-major axis, m
+_F = 1 / 298.257223563  # WGS84 flattening
+
+
+def local_projection(
+    lat0: float, lon0: float
+) -> Callable[[ArrayLike, ArrayLike], NDArray]:
+    r"""A map projection to metres, centred on a point
+
+    :param lat0: latitude of the origin, degrees
+    :param lon0: longitude of the origin, degrees, which is also the central
+        meridian
+    :return: a function ``project(lat, lon)`` that returns metres east and
+        north of the origin, as an array with a trailing dimension of 2
+
+    This is a function that makes a function, so the constants of the
+    projection are worked out once.  The projection is the transverse Mercator
+    on the WGS84 ellipsoid, with a scale of 1 on the central meridian, by the
+    series in the third flattening :math:`n` of Krüger, to fourth order
+    (Karney, "Transverse Mercator with an accuracy of a few nanometers", 2011).
+    Its error is well below a millimetre, and the scale is within 1e-6 of 1,
+    for a few tens of kilometres around the origin, so that distances in it are
+    distances on the ground.
+
+    Some people use the UTM grid instead.  It is the same projection, but with
+    the central meridian at the centre of a six degree zone and a scale of
+    0.9996 there, so distances in London are wrong by about 1 part in 10,000,
+    which is half a metre over 5 km.
+    """
+    n = _F / (2 - _F)
+    n2, n3, n4 = n**2, n**3, n**4
+    rect = _A / (1 + n) * (1 + n2 / 4 + n4 / 64)  # rectifying radius
+    alpha = (
+        n / 2 - 2 * n2 / 3 + 5 * n3 / 16 + 41 * n4 / 180,
+        13 * n2 / 48 - 3 * n3 / 5 + 557 * n4 / 1440,
+        61 * n3 / 240 - 103 * n4 / 140,
+        49561 * n4 / 161280,
+    )
+    e = 2 * np.sqrt(n) / (1 + n)  # the first eccentricity-like term
+    lam0 = np.radians(lon0)
+
+    def conformal(phi: NDArray) -> NDArray:
+        """Tangent of the conformal latitude, as a sinh"""
+        s = np.sin(phi)
+        return np.sinh(np.arctanh(s) - e * np.arctanh(e * s))
+
+    def xi_eta(lat: ArrayLike, lon: ArrayLike) -> tuple[NDArray, NDArray]:
+        phi = np.radians(np.asarray(lat, dtype=float))
+        dlam = np.radians(np.asarray(lon, dtype=float)) - lam0
+        t = conformal(phi)
+        xi = np.arctan2(t, np.cos(dlam))
+        eta = np.arctanh(np.sin(dlam) / np.sqrt(1 + t**2))
+        xi_s, eta_s = xi.copy(), eta.copy()
+        for j, a in enumerate(alpha, start=1):
+            xi_s = xi_s + a * np.sin(2 * j * xi) * np.cosh(2 * j * eta)
+            eta_s = eta_s + a * np.cos(2 * j * xi) * np.sinh(2 * j * eta)
+        return xi_s, eta_s
+
+    xi0 = float(xi_eta(lat0, lon0)[0])
+
+    def project(lat: ArrayLike, lon: ArrayLike) -> NDArray:
+        xi, eta = xi_eta(lat, lon)
+        return np.stack([rect * eta, rect * (xi - xi0)], axis=-1)
+
+    return project
diff --git a/examples/roads.ipynb b/examples/roads.ipynb
new file mode 100644
index 00000000..081e72f9
--- /dev/null
+++ b/examples/roads.ipynb
@@ -0,0 +1,461 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "id": "1eaa0373",
+   "metadata": {},
+   "source": [
+    "# Roads of Queensland\n",
+    "(c) Peter Corke 2021\n",
+    "\n",
+    "Find the shortest driving route between two towns in Queensland, Australia.\n",
+    "\n",
+    "This example appears in Robotics, Vision & Control (3rd edition) in §5.3 for the Python and MATLAB editions.\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "id": "0889c988",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2026-10-12T04:15:21.031650Z",
+     "iopub.status.busy": "2026-10-12T04:15:21.031511Z",
+     "iopub.status.idle": "2026-10-12T04:15:21.787948Z",
+     "shell.execute_reply": "2026-10-12T04:15:21.787473Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "import json\n",
+    "from pgraph import UGraph, DGraph"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "89fb676b",
+   "metadata": {},
+   "source": [
+    "The places and routes are in `queensland.json`; the graph is embedded, since each place has a UTM coordinate, and the cost of an edge is the driving distance. \n",
+    "\n",
+    "We start by loading the JSON file"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "id": "da6ed48e",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2026-10-12T04:15:21.789121Z",
+     "iopub.status.busy": "2026-10-12T04:15:21.789044Z",
+     "iopub.status.idle": "2026-10-12T04:15:21.790777Z",
+     "shell.execute_reply": "2026-10-12T04:15:21.790405Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "with open('queensland.json', 'r') as f:\n",
+    "    data = json.loads(f.read())"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "748f971e",
+   "metadata": {},
+   "source": [
+    "Create an undirected graph"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "id": "5c49a593",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2026-10-12T04:15:21.791635Z",
+     "iopub.status.busy": "2026-10-12T04:15:21.791582Z",
+     "iopub.status.idle": "2026-10-12T04:15:21.793021Z",
+     "shell.execute_reply": "2026-10-12T04:15:21.792614Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "g = UGraph()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "47594972",
+   "metadata": {},
+   "source": [
+    "Create a vertex for every place, by providing the coordinate the resulting graph will be embedded"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "id": "093f520a",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2026-10-12T04:15:21.793794Z",
+     "iopub.status.busy": "2026-10-12T04:15:21.793744Z",
+     "iopub.status.idle": "2026-10-12T04:15:21.795252Z",
+     "shell.execute_reply": "2026-10-12T04:15:21.794975Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "for name, info in data['places'].items():\n",
+    "    g.add_vertex(name=name, coord=info[\"utm\"])"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "af857a32",
+   "metadata": {},
+   "source": [
+    "Create an edge for every route, and the cost is the driving distance"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "id": "b939729a",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2026-10-12T04:15:21.796183Z",
+     "iopub.status.busy": "2026-10-12T04:15:21.796124Z",
+     "iopub.status.idle": "2026-10-12T04:15:21.797519Z",
+     "shell.execute_reply": "2026-10-12T04:15:21.797223Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "for route in data['routes']:\n",
+    "    g.add_edge(route['start'], route['end'], cost=route['distance'])"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "a51af519",
+   "metadata": {},
+   "source": [
+    "A summary of our graphs shows the number of vertices and edges"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "id": "2221277b",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "UGraph: 20 vertices, 29 edges, 1 component\n"
+     ]
+    }
+   ],
+   "source": [
+    "print(g)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "bb560035",
+   "metadata": {},
+   "source": [
+    "Print the graph edges in tabular form"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "id": "8cbbd703",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2026-10-12T04:15:21.798433Z",
+     "iopub.status.busy": "2026-10-12T04:15:21.798387Z",
+     "iopub.status.idle": "2026-10-12T04:15:21.799881Z",
+     "shell.execute_reply": "2026-10-12T04:15:21.799540Z"
+    }
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Edge{[Camooweal] -- [Mount Isa], cost=188}\n",
+      "Edge{[Mount Isa] -- [Cloncurry], cost=118}\n",
+      "Edge{[Cloncurry] -- [Hughenden], cost=401}\n",
+      "Edge{[Cloncurry] -- [Winton], cost=350}\n",
+      "Edge{[Hughenden] -- [Charters Towers], cost=248}\n",
+      "Edge{[Charters Towers] -- [Townsville], cost=135}\n",
+      "Edge{[Townsville] -- [Mackay], cost=388}\n",
+      "Edge{[Mackay] -- [Rockhampton], cost=334}\n",
+      "Edge{[Mackay] -- [Emerald], cost=384}\n",
+      "Edge{[Rockhampton] -- [Brisbane], cost=682}\n",
+      "Edge{[Rockhampton] -- [Emerald], cost=270}\n",
+      "Edge{[Brisbane] -- [Roma], cost=482}\n",
+      "Edge{[Roma] -- [Charleville], cost=266}\n",
+      "Edge{[Charleville] -- [Blackall], cost=305}\n",
+      "Edge{[Blackall] -- [Barcaldine], cost=106}\n",
+      "Edge{[Blackall] -- [Windorah], cost=530}\n",
+      "Edge{[Barcaldine] -- [Emerald], cost=307}\n",
+      "Edge{[Barcaldine] -- [Hughenden], cost=500}\n",
+      "Edge{[Barcaldine] -- [Longreach], cost=106}\n",
+      "Edge{[Longreach] -- [Windorah], cost=311}\n",
+      "Edge{[Longreach] -- [Winton], cost=180}\n",
+      "Edge{[Winton] -- [Hughenden], cost=216}\n",
+      "Edge{[Winton] -- [Boulia], cost=363}\n",
+      "Edge{[Winton] -- [Windorah], cost=487}\n",
+      "Edge{[Boulia] -- [Mount Isa], cost=304}\n",
+      "Edge{[Boulia] -- [Bedourie], cost=194}\n",
+      "Edge{[Bedourie] -- [Birdsville], cost=193}\n",
+      "Edge{[Birdsville] -- [Windorah], cost=380}\n",
+      "Edge{[Bedourie] -- [Windorah], cost=411}\n"
+     ]
+    }
+   ],
+   "source": [
+    "for e in g.edges():\n",
+    "    print(e)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "62c2738a",
+   "metadata": {},
+   "source": [
+    "Solve for the minimum distance path, from Hughenden to Brisbane, using A*"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "id": "72c5a837",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2026-10-12T04:15:21.800598Z",
+     "iopub.status.busy": "2026-10-12T04:15:21.800554Z",
+     "iopub.status.idle": "2026-10-12T04:15:21.802400Z",
+     "shell.execute_reply": "2026-10-12T04:15:21.802058Z"
+    }
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "\n",
+      "FRONTIER: Hughenden(0)\n",
+      "EXPLORED: \n",
+      "   expand Hughenden\n",
+      "      add Cloncurry to the frontier\n",
+      "      add Charters Towers to the frontier\n",
+      "      add Barcaldine to the frontier\n",
+      "      add Winton to the frontier\n",
+      "     move Hughenden to the explored list\n",
+      "\n",
+      "FRONTIER: Cloncurry(1878), Charters Towers(1319), Barcaldine(1390), Winton(1371)\n",
+      "EXPLORED: Hughenden\n",
+      "   expand Charters Towers\n",
+      "      add Townsville to the frontier\n",
+      "     move Charters Towers to the explored list\n",
+      "\n",
+      "FRONTIER: Cloncurry(1878), Barcaldine(1390), Winton(1371), Townsville(1493)\n",
+      "EXPLORED: Hughenden, Charters Towers\n",
+      "   expand Winton\n",
+      "      add Longreach to the frontier\n",
+      "      add Boulia to the frontier\n",
+      "      add Windorah to the frontier\n",
+      "     move Winton to the explored list\n",
+      "\n",
+      "FRONTIER: Cloncurry(1878), Barcaldine(1390), Townsville(1493), Longreach(1385), Boulia(1995), Windorah(1762)\n",
+      "EXPLORED: Hughenden, Charters Towers, Winton\n",
+      "   expand Longreach\n",
+      "     move Longreach to the explored list\n",
+      "\n",
+      "FRONTIER: Cloncurry(1878), Barcaldine(1390), Townsville(1493), Boulia(1995), Windorah(1762)\n",
+      "EXPLORED: Hughenden, Charters Towers, Winton, Longreach\n",
+      "   expand Barcaldine\n",
+      "      add Blackall to the frontier\n",
+      "      add Emerald to the frontier\n",
+      "     move Barcaldine to the explored list\n",
+      "\n",
+      "FRONTIER: Cloncurry(1878), Townsville(1493), Boulia(1995), Windorah(1762), Blackall(1436), Emerald(1463)\n",
+      "EXPLORED: Hughenden, Charters Towers, Winton, Longreach, Barcaldine\n",
+      "   expand Blackall\n",
+      "      add Charleville to the frontier\n",
+      "     move Blackall to the explored list\n",
+      "\n",
+      "FRONTIER: Cloncurry(1878), Townsville(1493), Boulia(1995), Windorah(1762), Emerald(1463), Charleville(1595)\n",
+      "EXPLORED: Hughenden, Charters Towers, Winton, Longreach, Barcaldine, Blackall\n",
+      "   expand Emerald\n",
+      "      add Mackay to the frontier\n",
+      "      add Rockhampton to the frontier\n",
+      "     move Emerald to the explored list\n",
+      "\n",
+      "FRONTIER: Cloncurry(1878), Townsville(1493), Boulia(1995), Windorah(1762), Charleville(1595), Mackay(1994), Rockhampton(1597)\n",
+      "EXPLORED: Hughenden, Charters Towers, Winton, Longreach, Barcaldine, Blackall, Emerald\n",
+      "   expand Townsville\n",
+      " reparent Mackay: cost 771 via Townsville is less than cost 1191 via Emerald, change parent from Emerald to Townsville \n",
+      "     move Townsville to the explored list\n",
+      "\n",
+      "FRONTIER: Cloncurry(1878), Boulia(1995), Windorah(1762), Charleville(1595), Mackay(1574), Rockhampton(1597)\n",
+      "EXPLORED: Hughenden, Charters Towers, Winton, Longreach, Barcaldine, Blackall, Emerald, Townsville\n",
+      "   expand Mackay\n",
+      "     move Mackay to the explored list\n",
+      "\n",
+      "FRONTIER: Cloncurry(1878), Boulia(1995), Windorah(1762), Charleville(1595), Rockhampton(1597)\n",
+      "EXPLORED: Hughenden, Charters Towers, Winton, Longreach, Barcaldine, Blackall, Emerald, Townsville, Mackay\n",
+      "   expand Charleville\n",
+      "      add Roma to the frontier\n",
+      "     move Charleville to the explored list\n",
+      "\n",
+      "FRONTIER: Cloncurry(1878), Boulia(1995), Windorah(1762), Rockhampton(1597), Roma(1610)\n",
+      "EXPLORED: Hughenden, Charters Towers, Winton, Longreach, Barcaldine, Blackall, Emerald, Townsville, Mackay, Charleville\n",
+      "   expand Rockhampton\n",
+      "      add Brisbane to the frontier\n",
+      "     move Rockhampton to the explored list\n",
+      "\n",
+      "FRONTIER: Cloncurry(1878), Boulia(1995), Windorah(1762), Roma(1610), Brisbane(1759)\n",
+      "EXPLORED: Hughenden, Charters Towers, Winton, Longreach, Barcaldine, Blackall, Emerald, Townsville, Mackay, Charleville, Rockhampton\n",
+      "   expand Roma\n",
+      " reparent Brisbane: cost 1659 via Roma is less than cost 1759 via Rockhampton, change parent from Rockhampton to Roma \n",
+      "     move Roma to the explored list\n",
+      "\n",
+      "FRONTIER: Cloncurry(1878), Boulia(1995), Windorah(1762), Brisbane(1659)\n",
+      "EXPLORED: Hughenden, Charters Towers, Winton, Longreach, Barcaldine, Blackall, Emerald, Townsville, Mackay, Charleville, Rockhampton, Roma\n",
+      "   expand Brisbane\n",
+      "12 vertices explored, 3 remaining on the frontier\n"
+     ]
+    }
+   ],
+   "source": [
+    "p, length, parents = g.path_Astar('Hughenden', 'Brisbane', \n",
+    "                                  verbose=True, summary=True)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "2fdb54ed",
+   "metadata": {},
+   "source": [
+    "The result is a list of `Vertex` objects"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "id": "a4362e32",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2026-10-12T04:15:21.803236Z",
+     "iopub.status.busy": "2026-10-12T04:15:21.803166Z",
+     "iopub.status.idle": "2026-10-12T04:15:21.804656Z",
+     "shell.execute_reply": "2026-10-12T04:15:21.804394Z"
+    }
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "shortest path has length 1659.0: Hughenden->Barcaldine->Blackall->Charleville->Roma->Brisbane\n"
+     ]
+    }
+   ],
+   "source": [
+    "print(f\"shortest path has length {length:.1f}:\", \n",
+    "      '->'.join([str(x.name) for x in p]))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "515cac10",
+   "metadata": {},
+   "source": [
+    "Plot the graph, and overlay the path"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "id": "8bee4c93",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2026-10-12T04:15:21.805383Z",
+     "iopub.status.busy": "2026-10-12T04:15:21.805344Z",
+     "iopub.status.idle": "2026-10-12T04:15:21.916409Z",
+     "shell.execute_reply": "2026-10-12T04:15:21.915978Z"
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "g.plot(block=None)  # block=None: show it once, with the path\n",
+    "g.highlight_path(p, alpha=0.5, scale=2, block=None)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "4be5caa3",
+   "metadata": {},
+   "source": [
+    "Turn the vertex parent information into a tree, it's a dict that maps a vertex to its parent."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "id": "f819a2e7",
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2026-10-12T04:15:21.917342Z",
+     "iopub.status.busy": "2026-10-12T04:15:21.917259Z",
+     "iopub.status.idle": "2026-10-12T04:15:22.002637Z",
+     "shell.execute_reply": "2026-10-12T04:15:22.001987Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "tree = DGraph.Dict(parents)\n",
+    "tree.showgraph()  # display it via the browser"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "dev",
+   "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": "3.12.14"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}