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ricklupton/2019-07-06 Test clbarnes's code.ipynb

Last active July 6, 2019 15:19
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Testing clbarnes's SankeySorter implementation with simple data
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2019-07-06 Test clbarnes's code.ipynb
{
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"from sort_sankey import MultiSankeySorter, SankeySorter\n",
"from io import StringIO\n",
"import pandas as pd"
]
},
{
"cell_type": "code",
"execution_count": 26,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>source</th>\n",
" <th>target</th>\n",
" <th>type</th>\n",
" <th>value</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>farm5</td>\n",
" <td>Susan</td>\n",
" <td>bananas</td>\n",
" <td>1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>farm2</td>\n",
" <td>Fred</td>\n",
" <td>bananas</td>\n",
" <td>10</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>farm2</td>\n",
" <td>Susan</td>\n",
" <td>bananas</td>\n",
" <td>5</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>farm4</td>\n",
" <td>Susan</td>\n",
" <td>bananas</td>\n",
" <td>1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>farm2</td>\n",
" <td>Fred</td>\n",
" <td>apples</td>\n",
" <td>10</td>\n",
" </tr>\n",
" <tr>\n",
" <th>5</th>\n",
" <td>farm3</td>\n",
" <td>Susan</td>\n",
" <td>apples</td>\n",
" <td>10</td>\n",
" </tr>\n",
" <tr>\n",
" <th>6</th>\n",
" <td>farm6</td>\n",
" <td>Susan</td>\n",
" <td>bananas</td>\n",
" <td>1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>7</th>\n",
" <td>farm1</td>\n",
" <td>James</td>\n",
" <td>apples</td>\n",
" <td>3</td>\n",
" </tr>\n",
" <tr>\n",
" <th>8</th>\n",
" <td>farm1</td>\n",
" <td>Mary</td>\n",
" <td>apples</td>\n",
" <td>5</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" source target type value\n",
"0 farm5 Susan bananas 1\n",
"1 farm2 Fred bananas 10\n",
"2 farm2 Susan bananas 5\n",
"3 farm4 Susan bananas 1\n",
"4 farm2 Fred apples 10\n",
"5 farm3 Susan apples 10\n",
"6 farm6 Susan bananas 1\n",
"7 farm1 James apples 3\n",
"8 farm1 Mary apples 5"
]
},
"execution_count": 26,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"df = pd.read_csv(StringIO(\"\"\"source,target,type,value\n",
"farm1,Mary,apples,5\n",
"farm1,James,apples,3\n",
"farm2,Fred,apples,10\n",
"farm2,Fred,bananas,10\n",
"farm2,Susan,bananas,5\n",
"farm3,Susan,apples,10\n",
"farm4,Susan,bananas,1\n",
"farm5,Susan,bananas,1\n",
"farm6,Susan,bananas,1\"\"\"))\n",
"df = df.sample(frac=1).reset_index(drop=True)\n",
"df"
]
},
{
"cell_type": "code",
"execution_count": 27,
"metadata": {},
"outputs": [],
"source": [
"columns = [list(df[\"source\"].unique()), list(df[\"target\"].unique())]\n",
"weights = {frozenset(k): group['value'] for k, group in df.groupby(['source', 'target']).sum().iterrows()}"
]
},
{
"cell_type": "code",
"execution_count": 28,
"metadata": {},
"outputs": [],
"source": [
"from ipysankeywidget import SankeyWidget\n",
"links = [dict(row) for i, row in df.iterrows()]"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"This is how the order starts:"
]
},
{
"cell_type": "code",
"execution_count": 29,
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.jupyter.widget-view+json": {
"model_id": "9930359e0c0b461bb6c6320da1f764a1",
"version_major": 2,
"version_minor": 0
},
"text/plain": [
"SankeyWidget(links=[{'source': 'farm5', 'target': 'Susan', 'type': 'bananas', 'value': 1}, {'source': 'farm2',…"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"sorter = MultiSankeySorter(columns, weights)\n",
"SankeyWidget(links=links, order=sorter.columns)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"After one sort from the left:"
]
},
{
"cell_type": "code",
"execution_count": 30,
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.jupyter.widget-view+json": {
"model_id": "f01affc390f6425a8c31691b3777f221",
"version_major": 2,
"version_minor": 0
},
"text/plain": [
"SankeyWidget(links=[{'source': 'farm5', 'target': 'Susan', 'type': 'bananas', 'value': 1}, {'source': 'farm2',…"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"sorter.sort(fixed_idx=0)\n",
"SankeyWidget(links=links, order=sorter.columns)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"After another sort from the right:"
]
},
{
"cell_type": "code",
"execution_count": 31,
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.jupyter.widget-view+json": {
"model_id": "d85a80288a6e49a7b8823b2a12facc7d",
"version_major": 2,
"version_minor": 0
},
"text/plain": [
"SankeyWidget(links=[{'source': 'farm5', 'target': 'Susan', 'type': 'bananas', 'value': 1}, {'source': 'farm2',…"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"sorter.sort(fixed_idx=1)\n",
"SankeyWidget(links=links, order=sorter.columns)"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3",
"language": "python",
"name": "python3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.7.3"
},
"widgets": {
"application/vnd.jupyter.widget-state+json": {
"state": {
"03a50ec39aa848919bbd308a2377b282": {
"model_module": "jupyter-sankey-widget",
"model_module_version": "^0.2.5",
"model_name": "SankeyModel",
"state": {
"_model_module_version": "^0.2.5",
"_view_module_version": "^0.2.5",
"layout": "IPY_MODEL_2642f76582a64ed59915b682fdebe624",
"links": [
{
"source": "farm2",
"target": "Fred",
"type": "bananas",
"value": 10
},
{
"source": "farm1",
"target": "Mary",
"type": "apples",
"value": 5
},
{
"source": "farm6",
"target": "Susan",
"type": "bananas",
"value": 1
},
{
"source": "farm5",
"target": "Susan",
"type": "bananas",
"value": 1
},
{
"source": "farm2",
"target": "Susan",
"type": "bananas",
"value": 5
},
{
"source": "farm4",
"target": "Susan",
"type": "bananas",
"value": 1
},
{
"source": "farm3",
"target": "Susan",
"type": "apples",
"value": 10
},
{
"source": "farm2",
"target": "Fred",
"type": "apples",
"value": 10
},
{
"source": "farm1",
"target": "James",
"type": "apples",
"value": 3
}
],
"nodes": [
{
"id": "Susan"
},
{
"id": "farm4"
},
{
"id": "Mary"
},
{
"id": "farm3"
},
{
"id": "farm6"
},
{
"id": "farm5"
},
{
"id": "Fred"
},
{
"id": "farm2"
},
{
"id": "farm1"
},
{
"id": "James"
}
],
"order": [
[
"farm2",
"farm6",
"farm5",
"farm2",
"farm4",
"farm3",
"farm2",
"farm1",
"farm1"
],
[
"Fred",
"Mary",
"Susan",
"Susan",
"Susan",
"Susan",
"Susan",
"Fred",
"James"
]
],
"png": 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y=\"40.065217391304344\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,64.9304347826087 A670.1810982927168 670.1810982927168 0.11007823538269523 0 1 74.62345698014151,68.98670161268936 L325.8302963237063,96.75134129579294 A666.050663510108 666.050663510108 0.11007823538269523 0 0 399,100.78260869565216 L399,104.91304347826085 A670.1810982927168 670.1810982927168 0.11007823538269523 0 1 325.37654301985845,100.85677664818019 L74.16970367629371,73.0921369650766 A666.050663510108 666.050663510108 0.11007823538269523 0 0 1,69.06086956521739 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm5 → Susan\nbananas\n1.00</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"66.99565217391304\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,91.8608695652174 A1002.0652173913044 1002.0652173913044 0.03604498004806156 0 1 37.11159997289331,92.511760989053 L363.03724922972845,104.26483497818116 A997.9347826086956 997.9347826086956 0.03604498004806156 0 0 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1,203.54782608695655 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm2 → Susan\nbananas\n5.00</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"193.2217391304348\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,244.85217391304352 A1020.6521739130435 1020.6521739130435 0.014205007058962993 0 1 15.497883754494191,244.95514691509584 L385.0888250662415,250.2055419955767 A979.3478260869565 979.3478260869565 0.014205007058962993 0 0 399,250.30434782608697 L399,291.60869565217394 A1020.6521739130435 1020.6521739130435 0.014205007058962993 0 1 384.5021162455058,291.5057226501216 L14.911174933758536,286.2553275696407 A979.3478260869565 979.3478260869565 0.014205007058962993 0 0 1,286.1565217391305 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm2 → Fred\nbananas\n10.0</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"265.504347826087\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,118.7913043478261 A979.3478260869565 979.3478260869565 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}
},
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"model_module": "@jupyter-widgets/base",
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},
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"links": [
{
"source": "farm2",
"target": "Susan",
"type": "bananas",
"value": 5
},
{
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"type": "bananas",
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},
{
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},
{
"source": "farm3",
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},
{
"source": "farm6",
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"type": "bananas",
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},
{
"source": "farm1",
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},
{
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},
{
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},
{
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}
],
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{
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},
{
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},
{
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},
{
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{
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},
{
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},
{
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},
{
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},
{
"id": "farm2"
},
{
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}
],
"order": [
[
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],
[
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]
],
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x=\"5\" y=\"166.12608695652173\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,190.9913043478261 A202.49361001674964 202.49361001674964 0.383347627564822 0 0 76.7381197058664,176.29385861841044 L320.3507638373206,78.044974392743 A210.27677763179642 210.27677763179642 0.383347627564822 0 1 399,62.78260869565217 L399,66.91304347826086 A206.14634284918773 206.14634284918773 0.383347627564822 0 0 321.89565882920016,81.87561284572303 L78.28301469774597,180.12449707139044 A206.62404479935833 206.62404479935833 0.383347627564822 0 1 1,195.12173913043478 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm4 → Susan\nbananas\n1.00</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"193.05652173913043\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,282.02608695652174 A160.7115602404921 160.7115602404921 0.5057095133663421 0 0 78.85322253104626,261.909979474875 L319.14587810739437,128.8505012337871 A164.8419950231008 164.8419950231008 0.5057095133663421 0 1 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0 0 1,58.65217391304347 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm2 → Susan\nbananas\n5.00</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"48.326086956521735\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,308.95652173913044 A163.2716318649885 163.2716318649885 0.46559122969832734 0 0 74.30099127948007,291.57728326496243 L316.42719093680284,169.92535860244075 A183.923805778032 183.923805778032 0.46559122969832734 0 1 399,150.3478260869565 L399,171 A163.2716318649885 163.2716318649885 0.46559122969832734 0 0 325.69900872051994,188.37923847416803 L83.57280906319714,310.0311631366897 A183.923805778032 183.923805778032 0.46559122969832734 0 1 1,329.60869565217394 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm1 → Mary\napples\n5.00</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"319.2826086956522\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,217.9217391304348 A159.34503622771132 159.34503622771132 0.4471566337184121 0 0 69.90134792159772,202.2549713534449 L309.8616043042657,87.18130509438458 A206.14634284918773 206.14634284918773 0.4471566337184121 0 1 399,66.91304347826087 L399,108.21739130434781 A164.8419950231008 164.8419950231008 0.4471566337184121 0 0 327.7217479749662,124.42461882182175 L87.76149159229824,239.49828508088206 A200.64938405379826 200.64938405379826 0.4471566337184121 0 1 1,259.2260869565217 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm3 → Susan\napples\n10.0</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"238.57391304347826\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,99.95652173913044 A201.2418839741494 201.2418839741494 0.4594500952796676 0 1 90.24177929949396,120.82601122641437 L309.75822070050606,229.43485833880305 A201.24188397414943 201.24188397414943 0.4594500952796676 0 0 399,250.30434782608697 L399,291.60869565217394 A242.54623180023637 242.54623180023637 0.4594500952796676 0 1 291.44158889398466,266.45580036629207 L71.92514749297261,157.8469532539034 A159.93753614806246 159.93753614806246 0.4594500952796676 0 0 1,141.26086956521738 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm2 → Fred\nbananas\n10.0</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"120.6086956521739\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,58.65217391304348 A242.54623180023634 242.54623180023634 0.4594500952796676 0 1 108.55841110601531,83.80506919892531 L328.0748525070274,192.41391631131393 A159.9375361480625 159.9375361480625 0.4594500952796676 0 0 399,208.99999999999997 L399,250.3043478260869 A201.24188397414943 201.24188397414943 0.4594500952796676 0 1 309.758220700506,229.434858338803 L90.24177929949397,120.82601122641435 A201.2418839741494 201.2418839741494 0.4594500952796676 0 0 1,99.95652173913044 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm2 → Fred\napples\n10.0</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"79.30434782608695\"/></g></g><g class=\"nodes\"><g class=\"node\" transform=\"translate(399,329.6086956521739)\"><title>James</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"12.391304347826065\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"12.391304347826065\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,6.195652173913032) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,6.195652173913032)\" style=\"display: inline;\">James</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"17.391304347826065\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(0,308.95652173913044)\"><title>farm1</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"33.04347826086956\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"33.04347826086956\" style=\"fill: 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transform=\"translate(399,208.99999999999997)\"><title>Fred</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"82.6086956521739\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"82.6086956521739\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,41.30434782608695) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,41.30434782608695)\" style=\"display: inline;\">Fred</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"87.6086956521739\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(0,190.9913043478261)\"><title>farm4</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"4.130434782608688\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"4.130434782608688\" style=\"fill: 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{
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y=\"40.065217391304344\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,64.9304347826087 A290.5077887372104 290.5077887372104 0.2616118483161658 0 1 76.1363218916237,74.8151516786357 L324.9319650507935,141.42973688359143 A286.37735395460163 286.37735395460163 0.2616118483161658 0 0 399,151.17391304347825 L399,155.30434782608694 A290.5077887372104 290.5077887372104 0.2616118483161658 0 1 323.8636781083763,145.41963093005995 L75.06803494920653,78.8050457251042 A286.37735395460163 286.37735395460163 0.2616118483161658 0 0 1,69.06086956521739 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm6 → Susan\nbananas\n1.00</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"66.99565217391304\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,155.96521739130435 A592.77213707652 592.77213707652 0.12469785926816623 0 1 74.72600157284258,160.5679203875197 L325.7877210234673,192.03806427903336 A588.6417022939113 588.6417022939113 0.12469785926816623 0 0 399,196.60869565217388 L399,200.73913043478257 A592.77213707652 592.77213707652 0.12469785926816623 0 1 325.27399842715744,196.1364274385672 L74.21227897653266,164.66628354705355 A588.6417022939113 588.6417022939113 0.12469785926816623 0 0 1,160.09565217391304 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm4 → Susan\nbananas\n1.00</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"158.0304347826087\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,182.89565217391305 A179.52291217981 179.52291217981 0.42852060304277506 0 0 75.59637038777072,166.6634547408096 L319.2547251214632,55.35260093026888 A191.91421652763606 191.91421652763606 0.42852060304277506 0 1 399,38 L399,50.39130434782609 A179.52291217981 179.52291217981 0.42852060304277506 0 0 324.4036296122293,66.62350178092952 L80.7452748785368,177.93435559147022 A191.91421652763606 191.91421652763606 0.42852060304277506 0 1 1,195.2869565217391 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm1 → James\napples\n3.00</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"189.09130434782608\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,238.73913043478262 A620.6528604118984 620.6528604118984 0.11663581569440606 0 0 73.22633222699015,234.52226026883665 L324.3703423887312,205.09631661567136 A641.3050343249419 641.3050343249419 0.11663581569440606 0 1 399,200.73913043478257 L399,221.39130434782606 A620.6528604118984 620.6528604118984 0.11663581569440606 0 0 326.7736677730099,225.60817451377204 L75.6296576112688,255.03411816693733 A641.3050343249419 641.3050343249419 0.11663581569440606 0 1 1,259.3913043478261 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm2 → Susan\nbananas\n5.00</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"249.06521739130437\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,195.28695652173914 A227.98671202062678 227.98671202062678 0.3217901585481746 0 0 73.10429443774784,183.58457491275078 L320.3641388081734,101.15374607191347 A248.63888593367028 248.63888593367028 0.3217901585481746 0 1 399,88.3913043478261 L399,109.04347826086956 A227.98671202062678 227.98671202062678 0.3217901585481746 0 0 326.89570556225215,120.74585986985795 L79.63586119182663,203.17668871069526 A248.63888593367028 248.63888593367028 0.3217901585481746 0 1 1,215.93913043478264 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm1 → Mary\napples\n5.00</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"205.6130434782609\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,300.69565217391306 A0 0 0 0 0 1,300.69565217391306 L399,300.695652173913 A0 0 0 0 1 399,300.695652173913 L399,342 A0 0 0 0 0 399,342 L1,342.00000000000006 A0 0 0 0 1 1,342.00000000000006 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm2 → Fred\nbananas\n10.0</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"321.34782608695656\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,91.8608695652174 A404.68473183638463 404.68473183638463 0.19373676207577661 0 1 78.91277138688889,99.43184913872592 L329.03943425935614,148.50610403697374 A363.38038401029763 363.38038401029763 0.19373676207577661 0 0 399,155.30434782608694 L399,196.60869565217388 A404.68473183638463 404.68473183638463 0.19373676207577661 0 1 321.0872286131111,189.03771607866537 L70.96056574064386,139.96346118041757 A363.38038401029763 363.38038401029763 0.19373676207577661 0 0 1,133.16521739130434 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm3 → Susan\napples\n10.0</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"112.51304347826087\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,259.3913043478261 A0 0 0 0 0 1,259.3913043478261 L399,259.39130434782606 A0 0 0 0 1 399,259.39130434782606 L399,300.69565217391306 A0 0 0 0 0 399,300.69565217391306 L1,300.6956521739131 A0 0 0 0 1 1,300.6956521739131 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm2 → Fred\napples\n10.0</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"280.0434782608696\"/></g></g><g class=\"nodes\"><g class=\"node\" transform=\"translate(399,147.04347826086956)\"><title>Susan</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"74.3478260869565\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"74.3478260869565\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,37.17391304347825) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,37.17391304347825)\" style=\"display: inline;\">Susan</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"79.3478260869565\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(0,155.96521739130435)\"><title>farm4</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"4.130434782608688\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"4.130434782608688\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,2.065217391304344) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"end\" transform=\"translate(-4,2.065217391304344)\" style=\"display: inline;\">farm4</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"9.130434782608688\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(399,88.3913043478261)\"><title>Mary</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"20.65217391304347\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"20.65217391304347\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,10.326086956521735) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,10.326086956521735)\" style=\"display: inline;\">Mary</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"25.65217391304347\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(0,91.8608695652174)\"><title>farm3</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"41.30434782608694\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"41.30434782608694\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,20.65217391304347) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"end\" transform=\"translate(-4,20.65217391304347)\" style=\"display: inline;\">farm3</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"46.30434782608694\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(0,64.9304347826087)\"><title>farm6</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"4.130434782608688\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"4.130434782608688\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,2.065217391304344) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"end\" transform=\"translate(-4,2.065217391304344)\" style=\"display: inline;\">farm6</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"9.130434782608688\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(0,38)\"><title>farm5</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"4.130434782608695\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"4.130434782608695\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,2.0652173913043477) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"end\" transform=\"translate(-4,2.0652173913043477)\" style=\"display: inline;\">farm5</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"9.130434782608695\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(399,259.39130434782606)\"><title>Fred</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"82.60869565217394\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"82.60869565217394\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,41.30434782608697) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,41.30434782608697)\" style=\"display: inline;\">Fred</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"87.60869565217394\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(0,238.73913043478262)\"><title>farm2</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"103.26086956521738\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"103.26086956521738\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,51.63043478260869) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"end\" transform=\"translate(-4,51.63043478260869)\" style=\"display: inline;\">farm2</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"108.26086956521738\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(0,182.89565217391305)\"><title>farm1</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"33.04347826086956\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"33.04347826086956\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,16.52173913043478) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"end\" transform=\"translate(-4,16.52173913043478)\" style=\"display: inline;\">farm1</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"38.04347826086956\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(399,38)\"><title>James</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"12.391304347826086\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"12.391304347826086\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,6.195652173913043) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,6.195652173913043)\" style=\"display: inline;\">James</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"17.391304347826086\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g></g><g class=\"slice-titles\"/></g></svg>"
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y=\"40.065217391304344\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,64.9304347826087 A290.5077887372104 290.5077887372104 0.2616118483161658 0 1 76.1363218916237,74.8151516786357 L324.9319650507935,141.42973688359143 A286.37735395460163 286.37735395460163 0.2616118483161658 0 0 399,151.17391304347825 L399,155.30434782608694 A290.5077887372104 290.5077887372104 0.2616118483161658 0 1 323.8636781083763,145.41963093005995 L75.06803494920653,78.8050457251042 A286.37735395460163 286.37735395460163 0.2616118483161658 0 0 1,69.06086956521739 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm6 → Susan\nbananas\n1.00</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"66.99565217391304\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,155.96521739130435 A592.77213707652 592.77213707652 0.12469785926816623 0 1 74.72600157284258,160.5679203875197 L325.7877210234673,192.03806427903336 A588.6417022939113 588.6417022939113 0.12469785926816623 0 0 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James\napples\n3.00</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"189.09130434782608\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,238.73913043478262 A620.6528604118984 620.6528604118984 0.11663581569440606 0 0 73.22633222699015,234.52226026883665 L324.3703423887312,205.09631661567136 A641.3050343249419 641.3050343249419 0.11663581569440606 0 1 399,200.73913043478257 L399,221.39130434782606 A620.6528604118984 620.6528604118984 0.11663581569440606 0 0 326.7736677730099,225.60817451377204 L75.6296576112688,255.03411816693733 A641.3050343249419 641.3050343249419 0.11663581569440606 0 1 1,259.3913043478261 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm2 → Susan\nbananas\n5.00</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"249.06521739130437\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,195.28695652173914 A227.98671202062678 227.98671202062678 0.3217901585481746 0 0 73.10429443774784,183.58457491275078 L320.3641388081734,101.15374607191347 A248.63888593367028 248.63888593367028 0.3217901585481746 0 1 399,88.3913043478261 L399,109.04347826086956 A227.98671202062678 227.98671202062678 0.3217901585481746 0 0 326.89570556225215,120.74585986985795 L79.63586119182663,203.17668871069526 A248.63888593367028 248.63888593367028 0.3217901585481746 0 1 1,215.93913043478264 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm1 → Mary\napples\n5.00</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"205.6130434782609\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,300.69565217391306 A0 0 0 0 0 1,300.69565217391306 L399,300.695652173913 A0 0 0 0 1 399,300.695652173913 L399,342 A0 0 0 0 0 399,342 L1,342.00000000000006 A0 0 0 0 1 1,342.00000000000006 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm2 → Fred\nbananas\n10.0</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"321.34782608695656\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,91.8608695652174 A404.68473183638463 404.68473183638463 0.19373676207577661 0 1 78.91277138688889,99.43184913872592 L329.03943425935614,148.50610403697374 A363.38038401029763 363.38038401029763 0.19373676207577661 0 0 399,155.30434782608694 L399,196.60869565217388 A404.68473183638463 404.68473183638463 0.19373676207577661 0 1 321.0872286131111,189.03771607866537 L70.96056574064386,139.96346118041757 A363.38038401029763 363.38038401029763 0.19373676207577661 0 0 1,133.16521739130434 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm3 → Susan\napples\n10.0</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"112.51304347826087\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,259.3913043478261 A0 0 0 0 0 1,259.3913043478261 L399,259.39130434782606 A0 0 0 0 1 399,259.39130434782606 L399,300.69565217391306 A0 0 0 0 0 399,300.69565217391306 L1,300.6956521739131 A0 0 0 0 1 1,300.6956521739131 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm2 → Fred\napples\n10.0</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"280.0434782608696\"/></g></g><g class=\"nodes\"><g class=\"node\" transform=\"translate(399,147.04347826086956)\"><title>Susan</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"74.3478260869565\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"74.3478260869565\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,37.17391304347825) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,37.17391304347825)\" style=\"display: inline;\">Susan</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"79.3478260869565\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(0,155.96521739130435)\"><title>farm4</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"4.130434782608688\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"4.130434782608688\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,2.065217391304344) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"end\" transform=\"translate(-4,2.065217391304344)\" style=\"display: inline;\">farm4</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"9.130434782608688\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(399,88.3913043478261)\"><title>Mary</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"20.65217391304347\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"20.65217391304347\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,10.326086956521735) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,10.326086956521735)\" style=\"display: inline;\">Mary</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"25.65217391304347\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(0,91.8608695652174)\"><title>farm3</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"41.30434782608694\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"41.30434782608694\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,20.65217391304347) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"end\" transform=\"translate(-4,20.65217391304347)\" style=\"display: inline;\">farm3</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"46.30434782608694\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(0,64.9304347826087)\"><title>farm6</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"4.130434782608688\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"4.130434782608688\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,2.065217391304344) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"end\" transform=\"translate(-4,2.065217391304344)\" style=\"display: inline;\">farm6</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"9.130434782608688\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(0,38)\"><title>farm5</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"4.130434782608695\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"4.130434782608695\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,2.0652173913043477) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"end\" transform=\"translate(-4,2.0652173913043477)\" style=\"display: inline;\">farm5</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"9.130434782608695\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(399,259.39130434782606)\"><title>Fred</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"82.60869565217394\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"82.60869565217394\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,41.30434782608697) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,41.30434782608697)\" style=\"display: inline;\">Fred</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"87.60869565217394\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(0,238.73913043478262)\"><title>farm2</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"103.26086956521738\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"103.26086956521738\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,51.63043478260869) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"end\" transform=\"translate(-4,51.63043478260869)\" style=\"display: inline;\">farm2</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"108.26086956521738\" style=\"fill: none; visibility: hidden; pointer-events: 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{
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y=\"40.065217391304344\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,64.9304347826087 A290.5077887372104 290.5077887372104 0.2616118483161658 0 1 76.1363218916237,74.8151516786357 L324.9319650507935,141.42973688359143 A286.37735395460163 286.37735395460163 0.2616118483161658 0 0 399,151.17391304347825 L399,155.30434782608694 A290.5077887372104 290.5077887372104 0.2616118483161658 0 1 323.8636781083763,145.41963093005995 L75.06803494920653,78.8050457251042 A286.37735395460163 286.37735395460163 0.2616118483161658 0 0 1,69.06086956521739 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm6 → Susan\nbananas\n1.00</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"66.99565217391304\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,155.96521739130435 A592.77213707652 592.77213707652 0.12469785926816623 0 1 74.72600157284258,160.5679203875197 L325.7877210234673,192.03806427903336 A588.6417022939113 588.6417022939113 0.12469785926816623 0 0 399,196.60869565217388 L399,200.73913043478257 A592.77213707652 592.77213707652 0.12469785926816623 0 1 325.27399842715744,196.1364274385672 L74.21227897653266,164.66628354705355 A588.6417022939113 588.6417022939113 0.12469785926816623 0 0 1,160.09565217391304 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm4 → Susan\nbananas\n1.00</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"158.0304347826087\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,182.89565217391305 A179.52291217981 179.52291217981 0.42852060304277506 0 0 75.59637038777072,166.6634547408096 L319.2547251214632,55.35260093026888 A191.91421652763606 191.91421652763606 0.42852060304277506 0 1 399,38 L399,50.39130434782609 A179.52291217981 179.52291217981 0.42852060304277506 0 0 324.4036296122293,66.62350178092952 L80.7452748785368,177.93435559147022 A191.91421652763606 191.91421652763606 0.42852060304277506 0 1 1,195.2869565217391 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm1 → James\napples\n3.00</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"189.09130434782608\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,238.73913043478262 A620.6528604118984 620.6528604118984 0.11663581569440606 0 0 73.22633222699015,234.52226026883665 L324.3703423887312,205.09631661567136 A641.3050343249419 641.3050343249419 0.11663581569440606 0 1 399,200.73913043478257 L399,221.39130434782606 A620.6528604118984 620.6528604118984 0.11663581569440606 0 0 326.7736677730099,225.60817451377204 L75.6296576112688,255.03411816693733 A641.3050343249419 641.3050343249419 0.11663581569440606 0 1 1,259.3913043478261 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm2 → Susan\nbananas\n5.00</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"249.06521739130437\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,195.28695652173914 A227.98671202062678 227.98671202062678 0.3217901585481746 0 0 73.10429443774784,183.58457491275078 L320.3641388081734,101.15374607191347 A248.63888593367028 248.63888593367028 0.3217901585481746 0 1 399,88.3913043478261 L399,109.04347826086956 A227.98671202062678 227.98671202062678 0.3217901585481746 0 0 326.89570556225215,120.74585986985795 L79.63586119182663,203.17668871069526 A248.63888593367028 248.63888593367028 0.3217901585481746 0 1 1,215.93913043478264 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm1 → Mary\napples\n5.00</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"205.6130434782609\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,300.69565217391306 A0 0 0 0 0 1,300.69565217391306 L399,300.695652173913 A0 0 0 0 1 399,300.695652173913 L399,342 A0 0 0 0 0 399,342 L1,342.00000000000006 A0 0 0 0 1 1,342.00000000000006 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm2 → Fred\nbananas\n10.0</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"321.34782608695656\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,91.8608695652174 A404.68473183638463 404.68473183638463 0.19373676207577661 0 1 78.91277138688889,99.43184913872592 L329.03943425935614,148.50610403697374 A363.38038401029763 363.38038401029763 0.19373676207577661 0 0 399,155.30434782608694 L399,196.60869565217388 A404.68473183638463 404.68473183638463 0.19373676207577661 0 1 321.0872286131111,189.03771607866537 L70.96056574064386,139.96346118041757 A363.38038401029763 363.38038401029763 0.19373676207577661 0 0 1,133.16521739130434 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm3 → Susan\napples\n10.0</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"112.51304347826087\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,259.3913043478261 A0 0 0 0 0 1,259.3913043478261 L399,259.39130434782606 A0 0 0 0 1 399,259.39130434782606 L399,300.69565217391306 A0 0 0 0 0 399,300.69565217391306 L1,300.6956521739131 A0 0 0 0 1 1,300.6956521739131 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm2 → Fred\napples\n10.0</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"280.0434782608696\"/></g></g><g class=\"nodes\"><g class=\"node\" transform=\"translate(399,147.04347826086956)\"><title>Susan</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"74.3478260869565\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"74.3478260869565\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,37.17391304347825) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,37.17391304347825)\" style=\"display: inline;\">Susan</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"79.3478260869565\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(0,155.96521739130435)\"><title>farm4</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"4.130434782608688\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"4.130434782608688\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,2.065217391304344) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"end\" transform=\"translate(-4,2.065217391304344)\" style=\"display: inline;\">farm4</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"9.130434782608688\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(399,88.3913043478261)\"><title>Mary</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"20.65217391304347\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"20.65217391304347\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,10.326086956521735) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,10.326086956521735)\" style=\"display: inline;\">Mary</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"25.65217391304347\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(0,91.8608695652174)\"><title>farm3</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"41.30434782608694\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"41.30434782608694\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,20.65217391304347) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"end\" transform=\"translate(-4,20.65217391304347)\" style=\"display: inline;\">farm3</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"46.30434782608694\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(0,64.9304347826087)\"><title>farm6</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"4.130434782608688\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"4.130434782608688\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,2.065217391304344) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"end\" transform=\"translate(-4,2.065217391304344)\" style=\"display: inline;\">farm6</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"9.130434782608688\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(0,38)\"><title>farm5</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"4.130434782608695\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"4.130434782608695\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,2.0652173913043477) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"end\" transform=\"translate(-4,2.0652173913043477)\" style=\"display: inline;\">farm5</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"9.130434782608695\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(399,259.39130434782606)\"><title>Fred</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"82.60869565217394\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"82.60869565217394\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,41.30434782608697) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,41.30434782608697)\" style=\"display: inline;\">Fred</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"87.60869565217394\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(0,238.73913043478262)\"><title>farm2</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"103.26086956521738\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"103.26086956521738\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,51.63043478260869) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"end\" transform=\"translate(-4,51.63043478260869)\" style=\"display: inline;\">farm2</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"108.26086956521738\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(0,182.89565217391305)\"><title>farm1</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"33.04347826086956\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"33.04347826086956\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,16.52173913043478) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"end\" transform=\"translate(-4,16.52173913043478)\" style=\"display: inline;\">farm1</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"38.04347826086956\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(399,38)\"><title>James</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"12.391304347826086\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"12.391304347826086\" 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}
},
"4624110436054161b215b6d7dcd83339": {
"model_module": "jupyter-sankey-widget",
"model_module_version": "^0.2.5",
"model_name": "SankeyModel",
"state": {
"_model_module_version": "^0.2.5",
"_view_module_version": "^0.2.5",
"layout": "IPY_MODEL_54a3a233afe5481aadba75d32d9573ec",
"links": [
{
"source": "farm1",
"target": "Mary",
"type": "apples",
"value": 5
},
{
"source": "farm1",
"target": "James",
"type": "apples",
"value": 3
},
{
"source": "farm2",
"target": "Fred",
"type": "apples",
"value": 10
},
{
"source": "farm2",
"target": "Fred",
"type": "bananas",
"value": 10
},
{
"source": "farm2",
"target": "Susan",
"type": "bananas",
"value": 5
},
{
"source": "farm3",
"target": "Susan",
"type": "apples",
"value": 10
},
{
"source": "farm4",
"target": "Susan",
"type": "bananas",
"value": 1
},
{
"source": "farm5",
"target": "Susan",
"type": "bananas",
"value": 1
},
{
"source": "farm6",
"target": "Susan",
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}
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{
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{
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{
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{
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{
"id": "farm6"
},
{
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},
{
"id": "Fred"
},
{
"id": "farm2"
},
{
"id": "farm1"
},
{
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}
],
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[
"farm1",
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],
[
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"Fred",
"Fred",
"Susan",
"Susan",
"Susan",
"Susan",
"Susan"
]
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y=\"286.0739130434783\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,310.9391304347826 A1002.0652173913044 1002.0652173913044 0.06924816443985882 0 1 70.3357315680506,313.34077630144384 L329.9500649174235,331.3473839653373 A997.9347826086956 997.9347826086956 0.06924816443985882 0 0 399,333.7391304347826 L399,337.86956521739137 A1002.0652173913044 1002.0652173913044 0.06924816443985882 0 1 329.66426843194944,335.46791935073014 L70.04993508257648,317.46131168683667 A997.9347826086956 997.9347826086956 0.06924816443985882 0 0 1,315.06956521739136 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm5 → Susan\nbananas\n1.00</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"313.004347826087\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,337.8695652173913 A0 0 0 0 0 1,337.8695652173913 L399,337.8695652173913 A0 0 0 0 0 399,337.8695652173913 L399,342.00000000000006 A0 0 0 0 0 399,342.00000000000006 L1,342.00000000000006 A0 0 0 0 0 1,342.00000000000006 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm6 → Susan\nbananas\n1.00</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"339.9347826086957\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,58.65217391304347 A637.174599542334 637.174599542334 0.11663581569440629 0 1 75.14899253441331,62.98129689094378 L326.29300269615385,92.40724054410884 A624.783295194508 624.783295194508 0.11663581569440629 0 0 399,96.65217391304347 L399,109.04347826086956 A637.174599542334 637.174599542334 0.11663581569440629 0 1 324.8510074655867,104.71435528296925 L73.70699730384612,75.28841162980419 A624.783295194508 624.783295194508 0.11663581569440629 0 0 1,71.04347826086956 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm1 → James\napples\n3.00</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"64.84782608695652\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,38 A0 0 0 0 0 1,38 L399,38 A0 0 0 0 0 399,38 L399,58.65217391304347 A0 0 0 0 0 399,58.65217391304347 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"svg": "<?xml version=\"1.0\" standalone=\"no\"?><!DOCTYPE svg PUBLIC \"-//W3C//DTD SVG 1.1//EN\" \"http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd\"><svg xmlns=\"http://www.w3.org/2000/svg\" width=\"600\" height=\"400\" viewBox=\"0 0 600 400\"><g class=\"sankey\" transform=\"translate(100,10)\"><g class=\"groups\"/><g class=\"links\"><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,294.76138536324504 A27.9353227926689 27.9353227926689 2.0063067460685824 0 0 424.3276952868866,255.04089770175784 L372.8589950567429,144.42865164907292 A29.9353227926689 29.9353227926689 2.0063067460685824 0 1 400,101.8644175267851 L400,103.8644175267851 A27.9353227926689 27.9353227926689 2.0063067460685824 0 0 374.6723047131134,143.5849051882723 L426.1410049432571,254.19715124095723 A29.9353227926689 29.9353227926689 2.0063067460685824 0 1 399,296.76138536324504 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm6 → eat5\noranges\n151µ</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"102.8644175267851\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,311.4296059778872 A29.813915582109868 29.813915582109868 2.0067576491772963 0 0 426.02525644112245,269.0258104666937 L371.16181453473155,151.25672965618594 A31.813915582109868 31.813915582109868 2.0067576491772963 0 1 400,106.00837014303103 L400,108.00837014303103 A29.813915582109868 29.813915582109868 2.0067576491772963 0 0 372.97474355887755,150.4121656542245 L427.83818546526845,268.1812464647323 A31.813915582109868 31.813915582109868 2.0067576491772963 0 1 399,313.4296059778872 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm7 → eat7\nbananas\n231µ</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"107.00837014303103\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,270.57028209720244 A24.306748317187413 24.306748317187413 2.0052464180987792 0 0 421.048691320251,236.03254043531092 L376.13710539492206,139.24411907609917 A26.306748317187413 26.306748317187413 2.0052464180987792 0 1 400,101.86455413030345 L400,103.86455413030345 A24.306748317187413 24.306748317187413 2.0052464180987792 0 0 377.951308679749,138.40229579219496 L422.86289460507794,235.19071715140672 A26.306748317187413 26.306748317187413 2.0052464180987792 0 1 399,272.57028209720244 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm6 → eat11\nbananas\n1.55m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"102.86455413030345\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,313.2935029218953 A35.765241182350714 35.765241182350714 2.007882034586293 0 0 431.4029197951554,262.38880119497964 L365.7851019419302,121.9472786735923 A37.765241182350714 37.765241182350714 2.007882034586293 0 1 400,68.1959750480692 L400,70.1959750480692 A35.765241182350714 35.765241182350714 2.007882034586293 0 0 367.5970802048446,121.10067677498488 L433.2148980580698,261.5421992963722 A37.765241182350714 37.765241182350714 2.007882034586293 0 1 399,315.2935029218953 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm10 → eat7\nbananas\n10.9m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"69.1959750480692\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,301.664575784246 A28.970980117265306 28.970980117265306 2.006562313320055 0 0 425.2635545791715,260.464802193303 L371.92335145763735,145.90703008259294 A30.970980117265306 30.970980117265306 2.006562313320055 0 1 400,101.86304663584396 L400,103.86304663584396 A28.970980117265306 28.970980117265306 2.006562313320055 0 0 373.7364454208285,145.06282022678693 L427.07664854236265,259.62059233749704 A30.970980117265306 30.970980117265306 2.006562313320055 0 1 399,303.664575784246 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm6 → eat6\noranges\n16.9m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"102.86304663584396\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,335.0831840771586 A31.57893995704226 31.57893995704226 2.0071339403918356 0 0 427.620168448108,290.1582557036519 L369.56722045810346,165.66502983411118 A33.57893995704226 33.57893995704226 2.0071339403918356 0 1 400,117.8948553291878 L400,119.8948553291878 A31.57893995704226 31.57893995704226 2.0071339403918356 0 0 371.379831551892,164.8197837026945 L429.43277954189654,289.3130095722353 A33.57893995704226 33.57893995704226 2.0071339403918356 0 1 399,337.0831840771586 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm13 → eat8\nbananas\n21.8m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"118.8948553291878\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,257.62805645460617 A28.127481564758515 28.127481564758515 2.0063555370467556 0 0 424.50133796998296,217.63309912974873 L372.68539354302004,106.28878819307964 A30.127481564758515 30.127481564758515 2.0063555370467556 0 1 400,63.449995935274075 L400,65.44999593527407 A28.127481564758515 28.127481564758515 2.0063555370467556 0 0 374.49866203001704,105.4449532601315 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style=\"opacity: 0.8;\"><path d=\"M399,204.92844959044515 A11.49729015021801 11.49729015021801 2.0860486164766154 0 1 409.004578955394,222.09108004143843 L392.40388519633626,251.40669792304763 A8.729476402902684 8.729476402902684 2.0860486164766154 0 0 400,264.43766222647906 L400,266.43766222647906 A10.729476402902684 10.729476402902684 2.0860486164766154 0 1 390.66354833005227,250.42118912458213 L407.26424208911,221.10557124297293 A9.49729015021801 9.49729015021801 2.0860486164766154 0 0 399,206.92844959044515 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>eat10 → composting Newmarket\napples\n43.8m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"265.43766222647906\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,269.90925229723024 A22.410076568313492 22.410076568313492 2.004561471554274 0 0 419.33467336204154,238.080439558031 L377.8505471747956,148.51787612888376 A24.410076568313492 24.410076568313492 2.004561471554274 0 1 400,113.84848293542551 L400,115.84848293542551 A22.410076568313492 22.410076568313492 2.004561471554274 0 0 379.66532663795846,147.67729567462476 L421.1494528252044,237.239859103772 A24.410076568313492 24.410076568313492 2.004561471554274 0 1 399,271.90925229723024 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm12 → eat11\noranges\n58.9m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"114.84848293542551\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,269.89947026129397 A19.82650603972017 19.82650603972017 2.0034279294402992 0 0 416.9998021115222,241.76047568389137 L380.1844667580949,162.04081676021437 A21.82650603972017 21.82650603972017 2.0034279294402992 0 1 400,131.06329939709963 L400,133.06329939709963 A19.82650603972017 19.82650603972017 2.0034279294402992 0 0 382.0001978884778,161.20229397450223 L418.8155332419051,240.92195289817923 A21.82650603972017 21.82650603972017 2.0034279294402992 0 1 399,271.89947026129397 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm8 → eat11\napples\n63.0m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"132.06329939709963\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,294.31025883728427 A24.416151554075338 24.416151554075338 2.0052828108207406 0 0 421.1475571519027,259.61625882573594 L376.03827020071253,162.41103976000346 A26.416151554075338 26.416151554075338 2.0052828108207406 0 1 400,124.87515044131266 L400,126.87515044131266 A24.416151554075338 24.416151554075338 2.0052828108207406 0 0 377.8524428480973,161.56915045286098 L422.96172979928747,258.7743695185935 A26.416151554075338 26.416151554075338 2.0052828108207406 0 1 399,296.31025883728427 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm5 → eat5\napples\n102m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"125.87515044131266\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,212.03020913902515 A8.399489930958776 8.399489930958776 2.0757623520039887 0 1 406.35115724610387,224.49318504182287 L392.7643629289405,249.07273624198092 A8.267495672827168 8.267495672827168 2.0757623520039887 0 0 400,261.33986200721984 L400,263.33986200721984 A10.267495672827168 10.267495672827168 2.0757623520039887 0 1 391.0139811065851,248.10518082963097 L404.6007754237485,223.52562962947292 A6.399489930958775 6.399489930958775 2.0757623520039887 0 0 399,214.03020913902515 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>eat10 → landfill Newmarket\napples\n102m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"262.33986200721984\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,313.30484816998614 A39.276530986729476 39.276530986729476 2.008389639340499 0 0 434.57566627984056,257.38446381040643 L362.6127854298147,103.56627181452083 A41.276530986729476 41.276530986729476 2.008389639340499 0 1 400,44.79836589666126 L400,46.79836589666126 A39.276530986729476 39.276530986729476 2.008389639340499 0 0 364.42433372015944,102.71875025624095 L436.3872145701853,256.5369422521266 A41.276530986729476 41.276530986729476 2.008389639340499 0 1 399,315.30484816998614 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm11 → eat7\nbananas\n131m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"45.79836589666126\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,288.52990069272926 A32.96082584130558 32.96082584130558 2.0074012648814703 0 0 428.86885439130407,241.63108441191076 L368.3187605346622,111.87335896128008 A34.96082584130558 34.96082584130558 2.0074012648814703 0 1 400,62.1288120239168 L400,64.1288120239168 A32.96082584130558 32.96082584130558 2.0074012648814703 0 0 370.13114560869593,111.02762830473529 L430.6812394653378,240.78535375536597 A34.96082584130558 34.96082584130558 2.0074012648814703 0 1 399,290.52990069272926 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm2 → eat3\napples\n143m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"63.1288120239168\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,265.7520801281014 A32.893060528168775 32.893060528168775 2.007388663739117 0 0 428.8076212414127,218.95006037077894 L368.3799830275251,89.45049662072577 A34.893060528168775 34.893060528168775 2.007388663739117 0 1 400,39.80276904504801 L400,41.80276904504801 A32.893060528168775 32.893060528168775 2.007388663739117 0 0 370.1923787585873,88.60478880237045 L430.6200169724749,218.10435255242362 A34.893060528168775 34.893060528168775 2.007388663739117 0 1 399,267.7520801281014 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm1 → eat10\napples\n146m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"40.80276904504801\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,294.2897154166411 A23.60913626764416 23.60913626764416 2.0050067548301413 0 0 420.418267289526,260.7483517241637 L376.7673277236317,166.6176546436983 A25.60913626764416 25.60913626764416 2.0050067548301413 0 1 400,130.23490248937821 L400,132.23490248937821 A23.60913626764416 23.60913626764416 2.0050067548301413 0 0 378.581732710474,165.77626618185565 L422.2326722763683,259.9069632623211 A25.60913626764416 25.60913626764416 2.0050067548301413 0 1 399,296.2897154166411 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm8 → eat5\noranges\n154m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"131.23490248937821\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,253.8592628298767 A16.238567333376725 16.238567333376725 2.0012907285679464 0 0 413.75695293026604,230.84401421031552 L383.42552799587645,164.79407159648784 A18.238567333376725 18.238567333376725 2.0012907285679464 0 1 400,138.94418268544533 L400,140.94418268544533 A16.238567333376725 16.238567333376725 2.0012907285679464 0 0 385.24304706973396,163.95943130500652 L415.57447200412355,230.0093739188342 A18.238567333376725 18.238567333376725 2.0012907285679464 0 1 399,255.8592628298767 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm9 → eat1\nbananas\n189m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"139.94418268544533\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,317.32184010361397 A30.700175654052643 30.700175654052643 2.00695182846444 0 0 426.82610185434066,273.65212934680824 L370.3611331525269,152.50669446030187 A32.70017565405264 32.70017565405264 2.00695182846444 0 1 400,105.99206768419377 L400,107.99206768419377 A30.700175654052643 30.700175654052643 2.00695182846444 0 0 372.17389814565934,151.66177844099948 L428.6388668474731,272.8072133275059 A32.70017565405264 32.70017565405264 2.00695182846444 0 1 399,319.32184010361397 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm7 → eat9\nbananas\n203m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"106.99206768419377\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,284.6085360934281 A21.001878710444828 21.001878710444828 2.003976603629865 0 0 418.06204838762505,254.7909202818625 L379.12268083108575,170.593297322813 A23.001878710444828 23.001878710444828 2.003976603629865 0 1 400,137.93616260699469 L400,139.93616260699469 A21.001878710444828 21.001878710444828 2.003976603629865 0 0 380.93795161237495,169.75377841856027 L419.87731916891425,253.95140137760978 A23.001878710444828 23.001878710444828 2.003976603629865 0 1 399,286.6085360934281 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm9 → eat3\noranges\n360m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"138.93616260699469\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,256.5244466311153 A23.02896720173486 23.02896720173486 2.004796847984884 0 0 419.89396961582196,223.81171135741133 L377.29144882411157,131.89131752269884 A25.02896720173486 25.02896720173486 2.004796847984884 0 1 400,96.33757466171235 L400,98.33757466171235 A23.02896720173486 23.02896720173486 2.004796847984884 0 0 379.10603038417804,131.05030993541635 L421.70855117588843,222.97070377012884 A25.02896720173486 25.02896720173486 2.004796847984884 0 1 399,258.5244466311153 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm4 → eat1\noranges\n363m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"97.33757466171235\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,316.6634937766709 A26.9873259404502 26.9873259404502 2.0060562410451452 0 0 423.47104065336674,278.29706722337045 L373.7154383844332,171.2963993075918 A28.9873259404502 28.9873259404502 2.0060562410451452 0 1 400,130.0866805631377 L400,132.0866805631377 A26.9873259404502 26.9873259404502 2.0060562410451452 0 0 375.52895934663326,170.4531071164381 L425.2845616155668,277.4537750322168 A28.9873259404502 28.9873259404502 2.0060562410451452 0 1 399,318.6634937766709 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm8 → eat9\napples\n370m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"131.0866805631377\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,279.5714922511537 A32.52058372685249 32.52058372685249 2.007318491521808 0 0 428.4710484566976,233.3015205816251 L368.71649647150963,105.22096133012938 A34.52058372685249 34.52058372685249 2.007318491521808 0 1 400,56.10540902415464 L400,58.10540902415464 A32.52058372685249 32.52058372685249 2.007318491521808 0 0 370.5289515433024,104.37538069368323 L430.28350352849037,232.45593994517898 A34.52058372685249 34.52058372685249 2.007318491521808 0 1 399,281.5714922511537 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm14 → eat2\noranges\n421m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"57.10540902415464\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,275.8484895583486 A20.72496929727711 20.72496929727711 2.00385268133467 0 0 417.8117935220179,246.4263496373546 L379.37283167552204,163.28369960297218 A22.72496929727711 22.72496929727711 2.00385268133467 0 1 400,131.02226573669262 L400,133.02226573669262 A20.72496929727711 20.72496929727711 2.00385268133467 0 0 381.1882064779821,162.44440565768664 L419.62716832447796,245.58705569206907 A22.72496929727711 22.72496929727711 2.00385268133467 0 1 399,277.8484895583486 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm8 → eat2\napples\n448m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"132.02226573669262\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,330.8475351515452 A42.060786446329665 42.060786446329665 2.00873332111746 0 0 437.09144495394634,270.9499446808331 L360.0972981404058,106.5248435744376 A44.060786446329665 44.060786446329665 2.00873332111746 0 1 400,43.77910899937584 L400,45.77910899937584 A42.060786446329665 42.060786446329665 2.00873332111746 0 0 361.90855504605366,105.67669947008793 L438.9027018595942,270.1018005764834 A44.060786446329665 44.060786446329665 2.00873332111746 0 1 399,332.8475351515452 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm11 → eat4\noranges\n453m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"44.77910899937584\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,175.66357453574076 A22.057050909279628 22.057050909279628 2.021316435137651 0 1 418.856214942527,207.32501105632937 L381.71288681364547,284.1155458032329 A20.31403203997777 20.31403203997777 2.021316435137651 0 0 400,313.27499411553515 L400,315.27499411553515 A22.31403203997777 22.31403203997777 2.021316435137651 0 1 379.9124453109083,283.24467819261605 L417.05577343978985,206.45414344571256 A20.057050909279628 20.057050909279628 2.021316435137651 0 0 399,177.66357453574076 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>eat7 → composting Cambridge\noranges\n503m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"314.27499411553515\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,294.7135208936402 A27.299387063447316 27.299387063447316 2.0061405539876245 0 0 423.75303476010737,255.9013668211359 L373.43351538458427,147.71184025168915 A29.299387063447316 29.299387063447316 2.0061405539876245 0 1 400,106.05624108774013 L400,108.05624108774013 A27.299387063447316 27.299387063447316 2.0061405539876245 0 0 375.24696523989263,146.86839516024443 L425.56648461541573,255.05792172969117 A29.299387063447316 29.299387063447316 2.0061405539876245 0 1 399,296.7135208936402 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm7 → eat5\nbananas\n596m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"107.05624108774013\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,257.67922475809064 A29.19689792243721 29.19689792243721 2.0066157349680225 0 0 425.46770126912764,216.15675837730484 L371.7192498693501,100.73831255593127 A31.19689792243721 31.19689792243721 2.0066157349680225 0 1 400,56.37153946207672 L400,58.37153946207672 A29.19689792243721 29.19689792243721 2.0066157349680225 0 0 373.53229873087236,99.89400584286251 L427.2807501306499,215.31245166423608 A31.19689792243721 31.19689792243721 2.0066157349680225 0 1 399,259.67922475809064 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm14 → eat1\noranges\n614m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"57.37153946207672\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,276.0729105508876 A26.06713981412274 26.06713981412274 2.0057963137012376 0 0 422.63950832968953,239.02080719474253 L374.54675157467614,135.52577787045107 A28.06713981412274 28.06713981412274 2.0057963137012376 0 1 400,95.6308537353212 L400,97.6308537353212 A26.06713981412274 26.06713981412274 2.0057963137012376 0 0 376.36049167031047,134.68295709146628 L424.45324842532386,238.17798641575774 A28.06713981412274 28.06713981412274 2.0057963137012376 0 1 399,278.0729105508876 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm4 → eat2\napples\n617m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"96.6308537353212\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,256.4452870395892 A22.139021251560393 22.139021251560393 2.004454422102329 0 0 419.0897165110912,225.00360205762163 L378.0954140524675,136.47369935118095 A24.139021251560393 24.139021251560393 2.004454422102329 0 1 400,102.19162819091736 L400,104.19162819091736 A22.139021251560393 22.139021251560393 2.004454422102329 0 0 379.9102834889088,135.6333131728849 L420.9045859475325,224.16321587932558 A24.139021251560393 24.139021251560393 2.004454422102329 0 1 399,258.4452870395892 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm6 → eat1\napples\n624m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"103.19162819091736\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,311.37649301497845 A26.18188557149519 26.18188557149519 2.005829686008668 0 0 422.74319959964294,274.16049647565336 L374.44308843260694,170.22831893390295 A28.18188557149519 28.18188557149519 2.005829686008668 0 1 400,130.1694410873703 L400,132.1694410873703 A26.18188557149519 26.18188557149519 2.005829686008668 0 0 376.25680040035706,169.38543762669545 L424.55691156739306,273.3176151684458 A28.18188557149519 28.18188557149519 2.005829686008668 0 1 399,313.37649301497845 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm8 → eat7\nbananas\n662m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"131.1694410873703\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,317.39276657462176 A31.37182216303639 31.37182216303639 2.0070919080817857 0 0 427.43301370094287,272.7636838457227 L369.7543396792223,149.05950525133596 A33.37182216303639 33.37182216303639 2.0070919080817857 0 1 400,101.58525257999838 L400,103.58525257999838 A31.37182216303639 31.37182216303639 2.0070919080817857 0 0 371.56698629905713,148.21433530889743 L429.2456603207777,271.9185139032841 A33.37182216303639 33.37182216303639 2.0070919080817857 0 1 399,319.39276657462176 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm6 → eat9\noranges\n681m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"102.58525257999838\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,330.59743007821453 A36.03735831537252 36.03735831537252 2.0079248114568173 0 0 431.64880238418294,279.3040271499969 L365.5392555695402,137.82584034384007 A38.03735831537252 38.03735831537252 2.0079248114568173 0 1 400,83.68575800703013 L400,85.68575800703013 A36.03735831537252 36.03735831537252 2.0079248114568173 0 0 367.35119761581706,136.9791609352477 L433.4607444304598,278.4573477414046 A38.03735831537252 38.03735831537252 2.0079248114568173 0 1 399,332.59743007821453 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm3 → eat4\noranges\n761m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"84.68575800703013\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,294.82412290454175 A30.126680140264106 30.126680140264106 2.006827437600876 0 0 426.30787850205314,251.9735821869651 L370.87925141900604,133.01297233728047 A32.12668014026411 32.12668014026411 2.006827437600876 0 1 400,87.3177410983405 L400,89.3177410983405 A30.126680140264106 30.126680140264106 2.006827437600876 0 0 372.69212149794686,132.16828181591717 L428.12074858099396,251.1288916656018 A32.12668014026411 32.12668014026411 2.006827437600876 0 1 399,296.82412290454175 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm3 → eat5\napples\n782m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"88.3177410983405\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,290.5669875423776 A36.80714000110461 36.80714000110461 2.0080424881549384 0 0 432.34436842537826,238.17399981413445 L364.8437891753276,93.76323545634885 A38.80714000110461 38.80714000110461 2.0080424881549384 0 1 400,38.52335510201897 L400,40.52335510201897 A36.80714000110461 36.80714000110461 2.0080424881549384 0 0 366.65563157462174,92.91634283026214 L434.1562108246724,237.3271071880477 A38.80714000110461 38.80714000110461 2.0080424881549384 0 1 399,292.5669875423776 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm1 → eat3\noranges\n788m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"39.52335510201897\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,285.78795406405493 A25.94317782116568 25.94317782116568 2.0057599417757124 0 0 422.5274885398943,248.912907305431 L374.6587407106565,145.8901376020337 A27.94317782116568 27.94317782116568 2.0057599417757124 0 1 400,106.17233603420213 L400,108.17233603420213 A25.94317782116568 25.94317782116568 2.0057599417757124 0 0 376.4725114601057,145.04738279282606 L424.3412592893435,248.07015249622336 A27.94317782116568 27.94317782116568 2.0057599417757124 0 1 399,287.78795406405493 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm7 → eat3\noranges\n851m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"107.17233603420213\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,275.95395389872294 A22.624803406641753 22.624803406641753 2.0046445324587223 0 0 419.52872439462703,243.81846156232254 L377.656565967843,153.43783756125734 A24.624803406641753 24.624803406641753 2.0046445324587223 0 1 400,118.46161403627418 L400,120.46161403627418 A22.624803406641753 22.624803406641753 2.0046445324587223 0 0 379.47127560537297,152.59710637267457 L421.343434032157,242.97773037373977 A24.624803406641753 24.624803406641753 2.0046445324587223 0 1 399,277.95395389872294 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm13 → eat2\noranges\n866m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"119.46161403627418\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,300.3915971848623 A26.363949643848233 26.363949643848233 2.005882063013013 0 0 422.9077235077869,262.9155551413542 L374.2786086745486,158.28976640177598 A28.363949643848233 28.363949643848233 2.005882063013013 0 1 400,117.97074805541698 L400,119.97074805541698 A26.363949643848233 26.363949643848233 2.005882063013013 0 0 376.0922764922131,157.44679009892502 L424.7213913254514,262.07257883850326 A28.363949643848233 28.363949643848233 2.005882063013013 0 1 399,302.3915971848623 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm13 → eat6\napples\n924m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"118.97074805541698\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,316.55790773211595 A25.905475503698483 25.905475503698483 2.005748813043266 0 0 422.4934183391787,279.73671164693206 L374.69280153269165,176.85757699682517 A27.905475503698483 27.905475503698483 2.005748813043266 0 1 400,137.19364628745527 L400,139.19364628745527 A25.905475503698483 25.905475503698483 2.005748813043266 0 0 376.5065816608213,176.01484237263912 L424.30719846730835,278.893977022746 A27.905475503698483 27.905475503698483 2.005748813043266 0 1 399,318.55790773211595 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm9 → eat9\noranges\n946m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"138.19364628745527\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,330.73482031887 A39.45133149524316 39.45133149524316 2.0084126075325135 0 0 434.73361207103295,274.5647411102215 L362.45485910513804,120.08062760270062 A41.45133149524316 41.45133149524316 2.0084126075325135 0 1 400,61.062985228006895 L400,63.062985228006895 A39.45133149524316 39.45133149524316 2.0084126075325135 0 0 364.26638792896705,119.23306443665533 L436.54514089486196,273.7171779441763 A41.45133149524316 41.45133149524316 2.0084126075325135 0 1 399,332.73482031887 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm2 → eat4\noranges\n952m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"62.062985228006895\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,300.2388303040258 A23.434517280874836 23.434517280874836 2.0049446249773757 0 0 420.260464991991,266.9468676891942 L376.9250777493274,173.48142586592127 A25.434517280874836 25.434517280874836 2.0049446249773757 0 1 400,137.34818751958562 L400,139.34818751958562 A23.434517280874836 23.434517280874836 2.0049446249773757 0 0 378.739535008009,172.64015013441718 L422.0749222506726,266.10559195769014 A25.434517280874836 25.434517280874836 2.0049446249773757 0 1 399,302.2388303040258 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm9 → eat6\nbananas\n980m</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"138.34818751958562\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,265.64513182949815 A29.343641167515145 29.343641167515145 2.0066500087094896 0 0 425.6003030236745,223.91306235099114 L371.5866770534182,107.93557253967901 A31.343641167515145 31.343641167515145 2.0066500087094896 0 1 400,63.359134208631204 L400,65.3591342086312 A29.343641167515145 29.343641167515145 2.0066500087094896 0 0 373.3996969763255,107.0912036871382 L427.4133229465818,223.06869349845033 A31.343641167515145 31.343641167515145 2.0066500087094896 0 1 399,267.64513182949815 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm2 → eat10\noranges\n1.11</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"64.3591342086312\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,296.3286518009531 A36.59375346177664 36.59375346177664 2.0080103502522033 0 0 432.15155501111167,244.24047376881802 L365.036575373177,100.64263123950641 A38.59375346177664 38.59375346177664 2.0080103502522033 0 1 400,45.70761881053676 L400,47.70761881053676 A36.59375346177664 36.59375346177664 2.0080103502522033 0 0 366.84844498888833,99.79579684267185 L433.963424626823,243.39363937198343 A38.59375346177664 38.59375346177664 2.0080103502522033 0 1 399,298.3286518009531 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm11 → eat5\nbananas\n1.14</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"46.70761881053676\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,272.1201878374922 A31.384115657126173 31.384115657126173 2.00709441791339 0 0 427.4441222945769,227.4735451786584 L369.7432332068282,103.7225326071914 A33.38411565712617 33.38411565712617 2.00709441791339 0 1 400,56.23071545648394 L400,58.23071545648394 A31.384115657126173 31.384115657126173 2.00709441791339 0 0 371.5558777054231,102.87735811531775 L429.2567667931718,226.62837068678476 A33.38411565712617 33.38411565712617 2.00709441791339 0 1 399,274.1201878374922 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm14 → eat11\nbananas\n1.14</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"57.23071545648394\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,189.68967220885548 A20.407895075640685 20.407895075640685 2.099019941662042 0 1 416.6263751113693,220.38314368310702 L381.5492769214248,280.49470832014555 A21.362328798641663 21.362328798641663 2.099019941662042 0 0 400,312.6236479866048 L400,314.6236479866048 A23.362328798641663 23.362328798641663 2.099019941662042 0 1 379.82186946014195,279.4867085866612 L414.8989676500865,219.3751439496227 A18.407895075640685 18.407895075640685 2.099019941662042 0 0 399,191.68967220885548 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>eat7 → landfill Cambridge\noranges\n1.17</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"313.6236479866048\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,165.8626563162492 A5.882327410175477 5.882327410175477 1.9826526876694428 0 0 404.39044295831656,157.62556767112073 L392.77679848118856,131.03998983720678 A7.882327410175477 7.882327410175477 1.9826526876694428 0 1 400,120.00227889727721 L400,122.00227889727721 A5.882327410175477 5.882327410175477 1.9826526876694428 0 0 394.60955704168344,130.2393675424057 L406.22320151881144,156.82494537631965 A7.882327410175477 7.882327410175477 1.9826526876694428 0 1 399,167.8626563162492 Z\" style=\"fill: rgb(255, 127, 14);\"/><title>farm13 → compost Newmarket\ncompost\n1.25</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"121.00227889727721\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,272.5451458440336 A33.92886153896892 33.92886153896892 2.00757593852192 0 0 429.74357454509624,224.26357482146415 L367.44418813537067,90.81798168174436 A35.92886153896892 35.92886153896892 2.00757593852192 0 1 400,39.69036343963494 L400,41.69036343963494 A33.92886153896892 33.92886153896892 2.00757593852192 0 0 369.25642545490376,89.97193446220439 L431.55581186462933,223.41752760192418 A35.92886153896892 35.92886153896892 2.00757593852192 0 1 399,274.5451458440336 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm1 → eat11\napples\n1.26</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"40.69036343963494\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,327.88963675554527 A28.691382643657477 28.691382643657477 2.0064950733671156 0 0 425.01090060248544,287.0892290540066 L372.17594867379125,173.59663354072046 A30.691382643657477 30.691382643657477 2.0064950733671156 0 1 400,129.95213789763687 L400,131.95213789763687 A28.691382643657477 28.691382643657477 2.0064950733671156 0 0 373.98909939751456,172.75254559917556 L426.82405132620875,286.2451411124617 A30.691382643657477 30.691382643657477 2.0064950733671156 0 1 399,329.88963675554527 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm8 → eat4\noranges\n1.31</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"130.95213789763687\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,219.66713465970398 A13.404973181626147 13.404973181626147 2.117092840149621 0 1 410.45393880324804,240.0363444751303 L390.7414880677346,272.4570125625396 A10.835582962830912 10.835582962830912 2.117092840149621 0 0 400,288.9219662668026 L400,290.9219662668026 A12.835582962830912 12.835582962830912 2.117092840149621 0 1 389.0325791951757,271.4179598856799 L408.7450299306891,238.99729179827068 A11.404973181626147 11.404973181626147 2.117092840149621 0 0 399,221.66713465970398 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>eat3 → composting Ely\napples\n1.33</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"289.9219662668026\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,311.5405208774335 A30.469174409495057 30.469174409495057 2.0069022694024032 0 0 426.61736425728253,268.20076836605034 L370.56982887856583,147.93537018243035 A32.469174409495054 32.469174409495054 2.0069022694024032 0 1 400,101.75079149171515 L400,103.75079149171515 A30.469174409495057 30.469174409495057 2.0069022694024032 0 0 372.38263574271747,147.09054400309827 L428.43017112143417,267.3559421867183 A32.469174409495054 32.469174409495054 2.0069022694024032 0 1 399,313.5405208774335 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm6 → eat7\nbananas\n1.38</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"102.75079149171515\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,317.1924850451356 A29.751115078931466 29.751115078931466 2.0067434652099747 0 0 425.9685082092316,274.8783920784407 L371.2185507875366,157.34856042760123 A31.751115078931466 31.751115078931466 2.0067434652099747 0 1 400,112.18992917355584 L400,114.18992917355584 A29.751115078931466 29.751115078931466 2.0067434652099747 0 0 373.0314917907684,156.50402214025075 L427.7814492124634,274.0338537910902 A31.751115078931466 31.751115078931466 2.0067434652099747 0 1 399,319.1924850451356 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm12 → eat9\nbananas\n1.41</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"113.18992917355584\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,178.664368360329 A19.02872825457889 19.02872825457889 2.0129989801973243 0 1 416.1983790918117,205.83608473972689 L384.6833639183642,272.39729909114743 A16.94671946791144 16.94671946791144 2.0129989801973243 0 0 400,296.5960499894113 L400,298.5960499894113 A18.94671946791144 18.94671946791144 2.0129989801973243 0 1 382.87574137399645,271.5414365221016 L414.39075654744397,204.98022217068112 A17.02872825457889 17.02872825457889 2.0129989801973243 0 0 399,180.664368360329 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>eat5 → composting Cambridge\nbananas\n1.42</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"297.5960499894113\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,175.5077879413548 A21.901264314893652 21.901264314893652 2.0213164351376514 0 1 418.7159726174757,206.9456031179479 L381.5726444885942,283.73613786485134 A20.469818634363747 20.469818634363747 2.0213164351376514 0 0 400,313.1192075211491 L400,315.1192075211491 A22.469818634363747 22.469818634363747 2.0213164351376514 0 1 379.77220298585706,282.8652702542345 L416.91553111473854,206.0747355073311 A19.901264314893652 19.901264314893652 2.0213164351376514 0 0 399,177.5077879413548 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>eat7 → composting Cambridge\nbananas\n1.44</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"314.1192075211491\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,179.54309494903737 A12.9716396739697 12.9716396739697 2.017741911519658 0 1 410.6974545164302,198.12124812672334 L389.9555788612707,241.39718903025505 A11.138543993669147 11.138543993669147 2.017741911519658 0 0 400,257.34995843272577 L400,259.34995843272577 A13.138543993669147 13.138543993669147 2.017741911519658 0 1 388.1520359306258,240.53276269023468 L408.8939115857853,197.25682178670297 A10.9716396739697 10.9716396739697 2.017741911519658 0 0 399,181.54309494903737 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>eat1 → composting Cambridge\nbananas\n1.45</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"258.34995843272577\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,272.3281027394943 A32.65158013098161 32.65158013098161 2.0073433473899724 0 0 428.58941786649063,225.87101517951464 L368.59814807991734,97.29140597748463 A34.65158013098161 34.65158013098161 2.0073433473899724 0 1 400,47.98869273117574 L400,49.98869273117574 A32.65158013098161 32.65158013098161 2.0073433473899724 0 0 370.41058213350937,96.44578029115536 L430.40185192008266,225.0253894931854 A34.65158013098161 34.65158013098161 2.0073433473899724 0 1 399,274.3281027394943 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm11 → eat11\noranges\n1.45</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"48.98869273117574\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,219.44006091376735 A18.976017673917866 18.976017673917866 2.0271687470822153 0 1 416.03395614874626,246.77870883680131 L385.90687581132516,308.1449716117972 A15.699897977293801 15.699897977293801 2.0271687470822153 0 0 400,330.7637312801513 L400,332.7637312801513 A17.6998979772938 17.6998979772938 2.0271687470822153 0 1 384.11156170048736,307.2635822293864 L414.23864203790845,245.89731945439044 A16.976017673917866 16.976017673917866 2.0271687470822153 0 0 399,221.44006091376735 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>eat4 → composting Ely\noranges\n1.50</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"331.7637312801513\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,330.41453046543177 A34.696621000447664 34.696621000447664 2.0077077411487423 0 0 430.4373209145607,281.0362759535648 L366.75055329289285,144.66579986340963 A36.696621000447664 36.696621000447664 2.0077077411487423 0 1 400,92.44125928171302 L400,94.44125928171302 A34.696621000447664 34.696621000447664 2.0077077411487423 0 0 368.5626790854393,143.81951379357997 L432.24944670710715,280.1899898837351 A36.696621000447664 36.696621000447664 2.0077077411487423 0 1 399,332.41453046543177 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm4 → eat4\noranges\n1.52</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"93.44125928171302\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,286.6711327554221 A28.875605716402646 28.875605716402646 2.00653951822713 0 0 425.1773710359456,245.60758828238045 L372.0095157574923,131.41316192366656 A30.875605716402646 30.875605716402646 2.00653951822713 0 1 400,87.5054489246836 L400,89.5054489246836 A28.875605716402646 28.875605716402646 2.00653951822713 0 0 373.8226289640544,130.56899339772525 L426.9904842425077,244.76341975643913 A30.875605716402646 30.875605716402646 2.00653951822713 0 1 399,288.6711327554221 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm3 → eat3\nbananas\n1.56</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"88.5054489246836\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,174.9776991699746 A29.061279813204422 29.061279813204422 2.049818508972701 0 1 424.7903175299005,217.43366099091142 L378.803390979499,305.97756500254894 A23.884955472987098 23.884955472987098 2.049818508972701 0 0 400,340.8713743658642 L400,342.8713743658642 A25.884955472987098 25.884955472987098 2.049818508972701 0 1 377.0284989103492,305.0557417315968 L423.0154254607507,216.51183771995923 A27.061279813204422 27.061279813204422 2.049818508972701 0 0 399,176.9776991699746 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>eat8 → composting Cambridge\noranges\n1.60</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"341.8713743658642\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,204.29229969776293 A12.600241640077574 12.600241640077574 2.055983065115149 0 1 410.1460209733328,222.7689608131988 L391.5598471808031,258.02204030730917 A9.541339035293685 9.541339035293685 2.055983065115149 0 0 400,272.0132075387271 L400,274.0132075387271 A11.541339035293685 11.541339035293685 2.055983065115149 0 1 389.7906714313666,257.08929319924306 L408.3768452238963,221.83621370513268 A10.600241640077574 10.600241640077574 2.055983065115149 0 0 399,206.29229969776293 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>eat11 → composting Newmarket\nbananas\n1.61</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"273.0132075387271\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,313.15820722205325 A34.54293138252153 34.54293138252153 2.007681812572342 0 0 430.2984474313457,263.9994865387489 L366.8894048337239,128.21451142917098 A36.54293138252153 36.54293138252153 2.007681812572342 0 1 400,76.20955166216349 L400,78.20955166216349 A34.54293138252153 34.54293138252153 2.007681812572342 0 0 368.7015525686543,127.36827234546784 L432.1105951662761,263.15324745504574 A36.54293138252153 36.54293138252153 2.007681812572342 0 1 399,315.15820722205325 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm15 → eat7\noranges\n1.68</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"77.20955166216349\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,256.68874662552065 A24.225091737020023 24.225091737020023 2.005219049647949 0 0 420.9748995598165,222.26763316417043 L376.21087411663694,125.79030214204953 A26.225091737020023 26.225091737020023 2.005219049647949 0 1 400,88.52741504904374 L400,90.52741504904374 A24.225091737020023 24.225091737020023 2.005219049647949 0 0 378.0251004401835,124.94852851039396 L422.78912588336306,221.4258595325149 A26.225091737020023 26.225091737020023 2.005219049647949 0 1 399,258.68874662552065 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm3 → eat1\nbananas\n1.69</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"89.52741504904374\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,205.06771751998747 A11.636558079760347 11.636558079760347 2.0860486164766145 0 1 409.12576551143076,222.4382407854771 L392.52507175237304,251.75385866708635 A8.590208473360347 8.590208473360347 2.0860486164766145 0 0 400,264.57693015602143 L400,266.57693015602143 A10.590208473360347 10.590208473360347 2.0860486164766145 0 1 390.78473488608904,250.76834986862085 L407.38542864514676,221.4527319870116 A9.636558079760347 9.636558079760347 2.0860486164766145 0 0 399,207.06771751998747 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>eat10 → composting Newmarket\nbananas\n1.69</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"265.57693015602143\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,320.1629072428839 A35.634266362504384 35.634266362504384 2.007861218887842 0 0 431.28457200927215,269.4452941240381 L365.9034321055962,129.50273672171025 A37.634266362504384 37.634266362504384 2.007861218887842 0 1 400,75.93855942203362 L400,77.93855942203362 A35.634266362504384 35.634266362504384 2.007861218887842 0 0 367.71542799072785,128.6561725408794 L433.0965678944038,268.5987299432072 A37.634266362504384 37.634266362504384 2.007861218887842 0 1 399,322.1629072428839 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm15 → eat9\napples\n1.70</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"76.93855942203362\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,264.027794413081 A23.304624680903537 23.304624680903537 2.0048978302763927 0 0 420.1430814028588,230.92135151768966 L377.0424219731999,137.95076882607918 A25.304624680903537 25.304624680903537 2.0048978302763927 0 1 400,102.00313510708968 L400,104.00313510708968 A23.304624680903537 23.304624680903537 2.0048978302763927 0 0 378.8569185971412,137.109578002481 L421.9575780268001,230.08016069409146 A25.304624680903537 25.304624680903537 2.0048978302763927 0 1 399,266.027794413081 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm6 → eat10\nbananas\n1.73</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"103.00313510708968\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,178.92006366103323 A19.2844235552831 19.2844235552831 2.0129989801973247 0 1 416.4294793868326,206.45689535961213 L384.9144642133851,273.01810971103265 A16.691024167207228 16.691024167207228 2.0129989801973247 0 0 400,296.8517452901155 L400,298.8517452901155 A18.691024167207228 18.691024167207228 2.0129989801973247 0 1 383.10684166901734,272.1622471419868 L414.62185684246487,205.60103279056636 A17.2844235552831 17.2844235552831 2.0129989801973247 0 0 399,180.92006366103323 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>eat5 → composting Cambridge\noranges\n1.77</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"297.8517452901155\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,175.24932658924686 A21.64280296278575 21.64280296278575 2.021316435137651 0 1 418.4833003448814,206.31613760365858 L381.33997221599986,283.1066723505621 A20.728279986471648 20.728279986471648 2.021316435137651 0 0 400,312.86074616904125 L400,314.86074616904125 A22.728279986471648 22.728279986471648 2.021316435137651 0 1 379.5395307132627,282.23580473994525 L416.68285884214424,205.44526999304176 A19.64280296278575 19.64280296278575 2.021316435137651 0 0 399,177.24932658924686 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>eat7 → composting Cambridge\napples\n1.78</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"313.86074616904125\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,175.8472269708783 A22.964290566485307 22.964290566485307 2.0777543701404166 0 1 419.07596797578327,209.96114313902805 L382.4015091989412,275.9970161124803 A20.13037960484026 20.13037960484026 2.0777543701404166 0 0 400,305.90110046833576 L400,307.90110046833576 A22.13037960484026 22.13037960484026 2.0777543701404166 0 1 380.65305823611607,275.0259758297958 L417.32751701295814,208.99010285634355 A20.964290566485307 20.964290566485307 2.0777543701404166 0 0 399,177.8472269708783 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>eat6 → composting Cambridge\napples\n1.79</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"306.90110046833576\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,286.9402120024897 A30.477625230030707 30.477625230030707 2.006904095254225 0 0 426.6250006036876,243.58838849417913 L370.56219407469126,123.29079553098686 A32.47762523003071 32.47762523003071 2.006904095254225 0 1 400,77.09414253342888 L400,79.09414253342888 A30.477625230030707 30.477625230030707 2.006904095254225 0 0 372.3749993963124,122.44596604173947 L428.43780592530874,242.74355900493174 A32.47762523003071 32.47762523003071 2.006904095254225 0 1 399,288.9402120024897 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm15 → eat3\nbananas\n1.80</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"78.09414253342888\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,165.24961685867007 A2.926980285089469 2.926980285089469 1.959363244655676 0 0 401.7087825427766,161.2137133457369 L395.4403115549353,145.90163009649046 A4.926980285089469 4.926980285089469 1.959363244655676 0 1 400,139.10800147451383 L400,141.10800147451383 A2.926980285089469 2.926980285089469 1.959363244655676 0 0 397.2912174572234,145.143904987447 L403.5596884450647,160.45598823669343 A4.926980285089469 4.926980285089469 1.959363244655676 0 1 399,167.24961685867007 Z\" style=\"fill: rgb(255, 127, 14);\"/><title>farm9 → compost Newmarket\ncompost\n1.85</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"140.10800147451383\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,143.83268784302584 A14.514321241408098 14.514321241408098 1.999912382753226 0 0 412.19836412223157,123.27943411352182 L384.9829681078175,63.79893701622391 A16.514321241408098 16.514321241408098 1.999912382753226 0 1 400,40.41354895709414 L400,42.41354895709414 A14.514321241408098 14.514321241408098 1.999912382753226 0 0 386.80163587776843,62.966802686598164 L414.0170318921825,122.44729978389607 A16.514321241408098 16.514321241408098 1.999912382753226 0 1 399,145.83268784302584 Z\" style=\"fill: rgb(255, 127, 14);\"/><title>farm1 → compost Cambridge\ncompost\n2.03</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"41.41354895709414\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,142.59299461522647 A10.847607881007507 10.847607881007507 1.99564940982516 0 0 408.8832479475098,127.27414454125521 L388.29455345240734,81.76482882338983 A12.847607881007507 12.847607881007507 1.99564940982516 0 1 400,63.62160488893045 L400,65.62160488893045 A10.847607881007507 10.847607881007507 1.99564940982516 0 0 390.1167520524902,80.94045496290171 L410.70544654759266,126.44977068076709 A12.847607881007507 12.847607881007507 1.99564940982516 0 1 399,144.59299461522647 Z\" style=\"fill: rgb(255, 127, 14);\"/><title>farm2 → compost Cambridge\ncompost\n2.12</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"64.62160488893045\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,285.5480700911629 A24.782265841022447 24.782265841022447 2.0054023532637215 0 0 421.4784071916227,250.33115474271983 L375.7075208154594,151.73113748739985 A26.782265841022447 26.782265841022447 2.0054023532637215 0 1 400,113.67211596719999 L400,115.67211596719999 A24.782265841022447 24.782265841022447 2.0054023532637215 0 0 377.5215928083773,150.88903131564308 L423.2924791845406,249.48904857096306 A26.782265841022447 26.782265841022447 2.0054023532637215 0 1 399,287.5480700911629 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm12 → eat3\nbananas\n2.14</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"114.67211596719999\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,294.49205188387964 A25.441882194889867 25.441882194889867 2.005609380027659 0 0 422.0744847239262,258.33300941474045 L375.11161766054585,157.22003443670678 A27.441882194889867 27.441882194889867 2.005609380027659 0 1 400,118.21851025240564 L400,120.21851025240564 A25.441882194889867 25.441882194889867 2.005609380027659 0 0 376.9255152760738,156.37755272154487 L423.88838233945415,257.4905276995785 A27.441882194889867 27.441882194889867 2.005609380027659 0 1 399,296.49205188387964 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm13 → eat5\noranges\n2.16</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"119.21851025240564\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,221.55146806832946 A11.048156804348743 11.048156804348743 2.0924436668353206 0 1 408.5787461158181,238.1050214634951 L392.2498207273057,266.5154416867341 A8.939081883080865 8.939081883080865 2.0924436668353206 0 0 400,279.9089490269895 L400,281.9089490269895 A10.939081883080865 10.939081883080865 2.0924436668353206 0 1 390.51582178332836,265.51882357417264 L406.84474717184077,237.10840335093357 A9.048156804348743 9.048156804348743 2.0924436668353206 0 0 399,223.55146806832946 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>eat2 → composting Ely\napples\n2.20</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"280.9089490269895\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,203.98664100635412 A12.294582948668756 12.294582948668756 2.0559830651151496 0 1 409.8756390011103,222.01509230014773 L391.2894652085806,257.2681717942581 A9.846997726702503 9.846997726702503 2.0559830651151496 0 0 400,271.70754884731826 L400,273.70754884731826 A11.846997726702503 11.846997726702503 2.0559830651151496 0 1 389.5202894591441,256.33542468619197 L408.1064632516738,221.08234519208162 A10.294582948668756 10.294582948668756 2.0559830651151496 0 0 399,205.98664100635412 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>eat11 → composting Newmarket\napples\n2.20</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"272.70754884731826\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,165.58023497746123 A3.945881618190316 3.945881618190316 1.9705297629125447 0 0 402.6348071180492,160.09872353429648 L394.5228633496643,140.89790412390792 A5.945881618190316 5.945881618190316 1.9705297629125447 0 1 400,132.6380470669796 L400,134.6380470669796 A3.945881618190316 3.945881618190316 1.9705297629125447 0 0 396.3651928819508,140.11955851014434 L404.4771366503357,159.3203779205329 A5.945881618190316 5.945881618190316 1.9705297629125447 0 1 399,167.58023497746123 Z\" style=\"fill: rgb(255, 127, 14);\"/><title>farm8 → compost Newmarket\ncompost\n2.27</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"133.6380470669796\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,179.24441264811233 A12.672957373044637 12.672957373044637 2.017741911519659 0 1 410.4281113402591,197.39478910076448 L389.68623568509963,240.67073000429616 A11.43722629459421 11.43722629459421 2.017741911519659 0 0 400,257.0512761318007 L400,259.0512761318007 A13.43722629459421 13.43722629459421 2.017741911519659 0 1 387.88269275445475,239.8063036642758 L408.6245684096142,196.5303627607441 A10.672957373044637 10.672957373044637 2.017741911519659 0 0 399,181.24441264811233 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>eat1 → composting Cambridge\napples\n2.28</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"258.0512761318007\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,241.82009621028476 A16.509250050283192 16.509250050283192 2.1141701558391857 0 1 413.1314094952066,266.8650713558109 L390.05352083037786,305.0719127627854 A11.62013681557556 11.62013681557556 2.1141701558391857 0 0 400,322.6999719930538 L400,324.6999719930538 A13.62013681557556 13.62013681557556 2.1141701558391857 0 1 388.34158243800204,304.0378591177991 L411.41947110283076,265.8310177108246 A14.509250050283192 14.509250050283192 2.1141701558391857 0 0 399,243.82009621028476 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>eat9 → composting London\nbananas\n2.31</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"323.6999719930538\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,316.88628689174453 A27.8326463661748 27.8326463661748 2.0062804091083546 0 0 424.2349124449082,277.31245669929575 L372.9517556776332,167.09137592337413 A29.8326463661748 29.8326463661748 2.0062804091083546 0 1 400,124.67384702748163 L400,126.67384702748163 A27.8326463661748 27.8326463661748 2.0062804091083546 0 0 374.7650875550918,166.24767721993044 L426.0482443223668,276.46875799585206 A29.8326463661748 29.8326463661748 2.0062804091083546 0 1 399,318.88628689174453 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm5 → eat9\noranges\n2.41</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"125.67384702748163\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,311.86092788967255 A31.660244632402616 31.660244632402616 2.0071502946672606 0 0 427.69363649661483,266.81986434422464 L369.49376623322706,142.0168958308622 A33.660244632402616 33.660244632402616 2.0071502946672606 0 1 400,94.13055651016963 L400,96.13055651016963 A31.660244632402616 31.660244632402616 2.0071502946672606 0 0 371.30636350338517,141.17162005561755 L429.50623376677294,265.97458856898 A33.660244632402616 33.660244632402616 2.0071502946672606 0 1 399,313.86092788967255 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm4 → eat7\nbananas\n2.61</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"95.13055651016963\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,257.94673921168834 A31.687788692300025 31.687788692300025 2.00715581666194 0 0 427.71852568697324,212.86633185930123 L369.4688817105046,87.95843003270024 A33.687788692300025 33.687788692300025 2.00715581666194 0 1 400,40.032736895928835 L400,42.032736895928835 A31.687788692300025 31.687788692300025 2.00715581666194 0 0 371.28147431302676,87.11314424831595 L429.5311182894954,212.02104607491697 A33.687788692300025 33.687788692300025 2.00715581666194 0 1 399,259.94673921168834 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm1 → eat1\napples\n2.72</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"41.032736895928835\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,143.45170953324413 A13.269869184747037 13.269869184747037 1.9987108698817464 0 0 411.07336672833253,124.67518582660347 L386.1069669945937,69.93623340582978 A15.269869184747037 15.269869184747037 1.9987108698817464 0 1 400,48.329761122420436 L400,50.329761122420436 A13.269869184747037 13.269869184747037 1.9987108698817464 0 0 387.92663327166747,69.1062848290611 L412.8930330054063,123.84523724983478 A15.269869184747037 15.269869184747037 1.9987108698817464 0 1 399,145.45170953324413 Z\" style=\"fill: rgb(255, 127, 14);\"/><title>farm11 → compost Cambridge\ncompost\n2.72</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"49.329761122420436\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,178.32666427295737 A18.691024167207228 18.691024167207228 2.0129989801973247 0 1 415.89315833098266,205.016162421086 L384.37814315753513,271.5773767725065 A17.2844235552831 17.2844235552831 2.0129989801973247 0 0 400,296.25834590203965 L400,298.25834590203965 A19.2844235552831 19.2844235552831 2.0129989801973247 0 1 382.5705206131674,270.7215142034607 L414.0855357866149,204.16029985204023 A16.691024167207228 16.691024167207228 2.0129989801973247 0 0 399,180.32666427295737 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>eat5 → composting Cambridge\napples\n2.79</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"297.25834590203965\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,254.10927101288058 A17.28443535643922 17.28443535643922 2.002000242360876 0 0 414.7022736928868,229.60054977722805 L382.48079987948336,159.5658904260475 A19.28443535643922 19.28443535643922 2.002000242360876 0 1 400,132.2212395542531 L400,134.2212395542531 A17.28443535643922 17.28443535643922 2.002000242360876 0 0 384.2977263071132,158.72996078990562 L416.51920012051664,228.76462014108617 A19.28443535643922 19.28443535643922 2.002000242360876 0 1 399,256.1092710128806 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm8 → eat1\nbananas\n2.93</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"133.2212395542531\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,142.99798439098444 A11.953021649933744 11.953021649933744 1.9971883804307338 0 0 409.8827944426431,126.10132929155615 L387.2962778017875,76.37992088031926 A13.953021649933744 13.953021649933744 1.9971883804307338 0 1 400,56.65608858766272 L400,58.65608858766272 A11.953021649933744 11.953021649933744 1.9971883804307338 0 0 389.1172055573569,75.552743687091 L411.7037221982125,125.27415209832789 A13.953021649933744 13.953021649933744 1.9971883804307338 0 1 399,144.99798439098444 Z\" style=\"fill: rgb(255, 127, 14);\"/><title>farm14 → compost Cambridge\ncompost\n2.93</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"57.65608858766272\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,294.0371082889873 A22.45646816271399 22.45646816271399 2.0045795454929314 0 0 419.3765980290398,262.14203773471564 L377.8086377006933,172.40273276564557 A24.45646816271399 24.45646816271399 2.0045795454929314 0 1 400,137.66704895703953 L400,139.66704895703953 A22.45646816271399 22.45646816271399 2.0045795454929314 0 0 379.6234019709602,171.5621195113112 L421.1913622993067,261.3014244803813 A24.45646816271399 24.45646816271399 2.0045795454929314 0 1 399,296.0371082889873 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm9 → eat5\nbananas\n2.99</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"138.66704895703953\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,338.1409080103596 A35.91059799921391 35.91059799921391 2.007904963141197 0 0 431.5342629461258,287.0285738203847 L365.6537782027942,146.03329625725792 A37.91059799921391 37.91059799921391 2.007904963141197 0 1 400,92.07431862285503 L400,94.07431862285503 A35.91059799921391 35.91059799921391 2.007904963141197 0 0 367.4657370538742,145.18665281282995 L433.3462217972058,286.1819303759567 A37.91059799921391 37.91059799921391 2.007904963141197 0 1 399,340.1409080103596 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm4 → eat8\napples\n3.05</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"93.07431862285503\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,229.43277911176378 A9.31216453440613 9.31216453440613 2.2487872197805965 0 1 406.25263464623504,244.5858082229327 L390.2494060543265,264.4571078587859 A12.519469070102852 12.519469070102852 2.2487872197805965 0 0 400,284.8291576195826 L400,286.8291576195826 A14.519469070102852 14.519469070102852 2.2487872197805965 0 1 388.69173713225405,263.2026488003828 L404.69496572416256,243.33134916452963 A7.312164534406129 7.312164534406129 2.2487872197805965 0 0 399,231.43277911176378 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>eat3 → landfill Ely\napples\n3.11</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"285.8291576195826\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,204.67328758365215 A12.981229525966791 12.981229525966791 2.055983065115149 0 1 410.48303823760494,223.70861925936293 L391.89686444507527,258.9616987534733 A9.160351149404468 9.160351149404468 2.055983065115149 0 0 400,272.3941954246163 L400,274.3941954246163 A11.160351149404468 11.160351149404468 2.055983065115149 0 1 390.12768869563877,258.0289516454072 L408.71386248816844,222.77587215129682 A10.981229525966791 10.981229525966791 2.055983065115149 0 0 399,206.67328758365215 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>eat11 → composting Newmarket\noranges\n3.14</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"273.3941954246163\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,330.03297652894366 A33.31496165501514 33.31496165501514 2.0074663081803363 0 0 429.1888532456918,282.6283090648914 L367.9988166932201,151.5214528524456 A35.31496165501514 35.31496165501514 2.0074663081803363 0 1 400,101.27093685013365 L400,103.27093685013365 A33.31496165501514 33.31496165501514 2.0074663081803363 0 0 369.8111467543082,150.67560431418585 L431.0011833067799,281.7824605266317 A35.31496165501514 35.31496165501514 2.0074663081803363 0 1 399,332.03297652894366 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm6 → eat4\napples\n3.24</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"102.27093685013365\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,221.11232696760504 A14.850165489527216 14.850165489527216 2.1170928401496214 0 1 411.6887897820111,243.67754455898324 L391.9763390464977,276.0982126463925 A9.390390654929844 9.390390654929844 2.1170928401496214 0 0 400,290.36715857470364 L400,292.36715857470364 A11.390390654929844 11.390390654929844 2.1170928401496214 0 1 390.26743017393875,275.0591599695328 L409.97988090945216,242.63849188212362 A12.850165489527216 12.850165489527216 2.1170928401496214 0 0 399,223.11232696760504 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>eat3 → composting Ely\noranges\n3.28</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"291.36715857470364\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,196.69152446622803 A16.551830376826487 16.551830376826487 2.0316013363625127 0 1 413.82538880868645,220.6034455690246 L387.13739548102143,274.36091845046315 A14.360476541269094 14.360476541269094 2.0316013363625127 0 0 400,295.107057955019 L400,297.107057955019 A16.360476541269094 16.360476541269094 2.0316013363625127 0 1 385.34600583151865,273.471579862717 L412.0339991591837,219.71410698127846 A14.551830376826487 14.551830376826487 2.0316013363625127 0 0 399,198.69152446622803 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>eat5 → landfill Cambridge\nbananas\n3.31</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"296.107057955019\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,189.3261701552882 A20.044393022073404 20.044393022073404 2.099019941662042 0 1 416.3124170316074,219.47293458941405 L381.23531884166295,279.5844992264526 A21.725830852208944 21.725830852208944 2.099019941662042 0 0 400,312.2601459330375 L400,314.2601459330375 A23.725830852208944 23.725830852208944 2.099019941662042 0 1 379.5079113803801,278.57649949296825 L414.5850095703246,218.46493485592973 A18.044393022073404 18.044393022073404 2.099019941662042 0 0 399,191.3261701552882 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>eat7 → landfill Cambridge\nbananas\n3.36</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"313.2601459330375\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,198.74188650654756 A10.13335385777981 10.13335385777981 2.063641918635117 0 1 407.9273842150395,213.66968209241668 L392.4915001599947,242.4117287108672 A8.522797270411838 8.522797270411838 2.063641918635117 0 0 400,254.96695743949132 L400,256.96695743949135 A10.522797270411838 10.522797270411838 2.063641918635117 0 1 390.7295200021252,241.46545923377627 L406.16540405717,212.72341261532574 A8.13335385777981 8.13335385777981 2.063641918635117 0 0 399,200.74188650654756 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>eat1 → landfill Cambridge\nbananas\n3.38</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"255.96695743949132\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,301.9416162392794 A30.099603609616395 30.099603609616395 2.006821451371814 0 0 426.28341148492547,259.12975102126825 L370.90371337965524,140.2722937204172 A32.099603609616395 32.099603609616395 2.006821451371814 0 1 400,94.61574883331336 L400,96.61574883331336 A30.099603609616395 30.099603609616395 2.006821451371814 0 0 372.71658851507453,139.42761405132458 L428.09628662034476,258.2850713521756 A32.099603609616395 32.099603609616395 2.006821451371814 0 1 399,303.9416162392794 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm4 → eat6\noranges\n3.44</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"95.61574883331336\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,228.902940371245 A17.54677737085309 17.54677737085309 2.0334947764614846 0 1 414.701755926955,254.28197520164426 L387.41281974000475,308.9896016716466 A14.066226145432495 14.066226145432495 2.0334947764614846 0 0 400,329.33449097708655 L400,331.33449097708655 A16.066226145432495 16.066226145432495 2.0334947764614846 0 1 385.6231172100077,308.0968727911222 L412.91205339695796,253.38924632111988 A15.54677737085309 15.54677737085309 2.0334947764614846 0 0 399,230.902940371245 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>eat4 → landfill Ely\noranges\n3.49</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"330.33449097708655\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,329.4895772201952 A32.57029818659928 32.57029818659928 2.0073279474019863 0 0 428.5159708564167,283.1485931985638 L368.6715820675808,154.87863943070005 A34.57029818659928 34.57029818659928 2.0073279474019863 0 1 400,105.69205763430229 L400,107.69205763430229 A32.57029818659928 32.57029818659928 2.0073279474019863 0 0 370.4840291435833,154.0330416559337 L430.3284179324192,282.3029954237974 A34.57029818659928 34.57029818659928 2.0073279474019863 0 1 399,331.4895772201952 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm7 → eat4\napples\n3.54</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"106.69205763430229\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,296.7068812469256 A37.78059037249943 37.78059037249943 2.008184613759729 0 0 433.22396367518417,242.92337491344355 L363.9643143089473,94.80413652930756 A39.78059037249943 39.78059037249943 2.008184613759729 0 1 400,38.173480069096335 L400,40.173480069096335 A37.78059037249943 37.78059037249943 2.008184613759729 0 0 365.77603632481583,93.9569864025784 L435.0356856910527,242.0762247867144 A39.78059037249943 39.78059037249943 2.008184613759729 0 1 399,298.7068812469256 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm1 → eat5\noranges\n3.57</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"39.173480069096335\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,188.0892963554012 A26.8049425407365 26.8049425407365 2.077450033706614 0 1 422.43752344930283,227.90144609736146 L379.9220263977434,304.50958677577984 A22.962704652095937 22.962704652095937 2.077450033706614 0 0 400,338.61503709339627 L400,340.61503709339627 A24.962704652095937 24.962704652095937 2.077450033706614 0 1 378.1732799929575,303.5390786553871 L420.6887770445169,226.93093797696864 A24.8049425407365 24.8049425407365 2.077450033706614 0 0 399,190.0892963554012 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>eat8 → landfill Cambridge\noranges\n3.74</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"339.61503709339627\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,242.30639705619006 A16.995550896188522 16.995550896188522 2.1141701558391848 0 1 413.5476680393817,268.0891036287557 L390.46977937455296,306.2959450357303 A11.133835969670228 11.133835969670228 2.1141701558391848 0 0 400,323.18627283895916 L400,325.18627283895916 A13.133835969670228 13.133835969670228 2.1141701558391848 0 1 388.75784098217713,305.261891390744 L411.83572964700585,267.0550499837694 A14.995550896188522 14.995550896188522 2.1141701558391848 0 0 399,244.30639705619006 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>eat9 → composting London\noranges\n3.75</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"324.18627283895916\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,210.54585938943336 A10.642106126817756 10.642106126817756 2.0935053200324694 0 1 408.2210651857818,226.5008159427185 L391.5503189641014,255.43482034079705 A9.751845422418942 9.751845422418942 2.0935053200324694 0 0 400,270.0550720254673 L400,272.0550720254673 A11.751845422418942 11.751845422418942 2.0935053200324694 0 1 389.81737905993236,254.43636188470646 L406.4881252816128,225.50235748662791 A8.642106126817756 8.642106126817756 2.0935053200324694 0 0 399,212.54585938943336 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>eat11 → landfill Newmarket\nbananas\n3.76</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"271.0550720254673\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,303.8542032377811 A33.08173912024051 33.08173912024051 2.007423624626382 0 0 428.9781123016419,256.7826733381973 L368.20952153509916,126.56431145234157 A35.08173912024051 35.08173912024051 2.007423624626382 0 1 400,76.64701037195644 L400,78.64701037195644 A33.08173912024051 33.08173912024051 2.007423624626382 0 0 370.0218876983581,125.71854027154026 L430.79047846490084,255.936902157396 A35.08173912024051 35.08173912024051 2.007423624626382 0 1 399,305.8542032377811 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm15 → eat6\nbananas\n3.78</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"77.64701037195644\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,264.4803151048354 A24.27377942845385 24.27377942845385 2.005235389343272 0 0 421.01889786787143,229.98966216118743 L376.1668895631488,133.32684368135608 A26.27377942845385 26.27377942845385 2.005235389343272 0 1 400,95.99438746225951 L400,97.99438746225951 A24.27377942845385 24.27377942845385 2.005235389343272 0 0 377.98110213212857,132.4850404059075 L422.8331104368512,229.14785888573886 A26.27377942845385 26.27377942845385 2.005235389343272 0 1 399,266.4803151048354 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm4 → eat10\nbananas\n3.91</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"96.99438746225951\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,212.35516764129062 A8.724448433224227 8.724448433224227 2.0757623520039896 0 1 406.63555797379655,225.30030972518185 L393.0487636566331,249.8798609253398 A7.942537170561716 7.942537170561716 2.0757623520039896 0 0 400,261.66482050948525 L400,263.66482050948525 A9.942537170561716 9.942537170561716 2.0757623520039896 0 1 391.29838183427773,248.91230551298986 L404.88517615144116,224.3327543128319 A6.724448433224227 6.724448433224227 2.0757623520039896 0 0 399,214.35516764129062 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>eat10 → landfill Newmarket\nbananas\n3.95</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"262.66482050948525\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,222.7343574430662 A12.231046179085464 12.231046179085464 2.092443666835321 0 1 409.60431057913576,241.06024470097813 L393.2753851906234,269.4706649242172 A7.756192508344144 7.756192508344144 2.092443666835321 0 0 400,281.0918384017262 L400,283.0918384017262 A9.756192508344144 9.756192508344144 2.092443666835321 0 1 391.5413862466461,268.4740468116556 L407.87031163515843,240.0636265884166 A10.231046179085464 10.231046179085464 2.092443666835321 0 0 399,224.7343574430662 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>eat2 → composting Ely\noranges\n4.00</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"282.0918384017262\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,107.25184749136687 A8.138958030830366 8.138958030830366 1.9837665987245159 0 1 406.4547386248247,118.65722709069763 L394.3771269767882,146.2211640045682 A6.1389580308303655 6.1389580308303655 1.9837665987245159 0 0 400,154.8238802762034 L400,156.8238802762034 A8.138958030830366 8.138958030830366 1.9837665987245159 0 1 392.5452613751753,145.41850067687267 L404.6228730232118,117.85456376300206 A6.1389580308303655 6.1389580308303655 1.9837665987245159 0 0 399,109.25184749136687 Z\" style=\"fill: rgb(255, 127, 14);\"/><title>compost Ely → farm7\ncompost\n4.06</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"155.8238802762034\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,270.2420677171797 A23.551926347999792 23.551926347999792 2.004986496672548 0 0 420.36656702444935,236.78241467274142 L376.8190109441006,142.86967320842413 A25.551926347999792 25.551926347999792 2.004986496672548 0 1 400,106.56866845881804 L400,108.56866845881804 A23.551926347999792 23.551926347999792 2.004986496672548 0 0 378.63343297555065,142.0283215032563 L422.1809890558994,235.9410629675736 A25.551926347999792 25.551926347999792 2.004986496672548 0 1 399,272.2420677171797 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm7 → eat11\noranges\n4.09</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"107.56866845881804\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,197.28814683453788 A17.14845274513631 17.14845274513631 2.031601336362513 0 1 414.3597803763125,222.06198995286948 L387.67178704864745,275.81946283430796 A13.76385417295927 13.76385417295927 2.031601336362513 0 0 400,295.7036803233288 L400,297.7036803233288 A15.76385417295927 15.76385417295927 2.031601336362513 0 1 385.88039739914467,274.93012424656183 L412.5683907268097,221.17265136512336 A15.14845274513631 15.14845274513631 2.031601336362513 0 0 399,199.28814683453788 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>eat5 → landfill Cambridge\noranges\n4.12</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"296.7036803233288\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,119.77127448474582 A8.286688004270083 8.286688004270083 1.984372305670551 0 1 406.5880335551417,131.3882695088201 L394.2433455317098,159.51537802840178 A6.286688004270084 6.286688004270084 1.984372305670551 0 0 400,168.3286002983702 L400,170.3286002983702 A8.286688004270083 8.286688004270083 1.984372305670551 0 1 392.4119664448583,158.71160527429592 L404.7566544682902,130.58449675471422 A6.286688004270084 6.286688004270084 1.984372305670551 0 0 399,121.77127448474582 Z\" style=\"fill: rgb(255, 127, 14);\"/><title>compost Newmarket → farm13\ncompost\n4.13</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"169.3286002983702\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,188.72309366703644 A19.441316533821634 19.441316533821634 2.0990199416620428 0 1 415.79153761884226,217.9628311431963 L380.7144394288978,278.0743957802348 A22.328907340460713 22.328907340460713 2.0990199416620428 0 0 400,311.6570694447857 L400,313.6570694447857 A24.328907340460713 24.328907340460713 2.0990199416620428 0 1 378.98703196761494,277.06639604675047 L414.0641301575594,216.95483140971197 A17.441316533821634 17.441316533821634 2.0990199416620428 0 0 399,190.72309366703644 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>eat7 → landfill Cambridge\napples\n4.16</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"312.6570694447857\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,190.11819455750967 A17.55782504389875 17.55782504389875 2.1218802149542757 0 1 413.9585204997124,216.86948928003585 L382.1652868657577,268.59965794217476 A20.93380644998747 20.93380644998747 2.1218802149542757 0 0 400,300.4946349457492 L400,302.4946349457492 A22.93380644998747 22.93380644998747 2.1218802149542757 0 1 380.4613718919711,267.55243601626523 L412.2546055259258,215.82226735412627 A15.557825043898749 15.557825043898749 2.1218802149542757 0 0 399,192.11819455750967 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>eat6 → landfill Cambridge\napples\n4.17</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"301.4946349457492\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,271.6891870183425 A28.90974611728459 28.90974611728459 2.006547694696716 0 0 425.20822146879317,230.5768777273415 L371.97867222702354,116.2523874254036 A30.90974611728459 30.90974611728459 2.006547694696716 0 1 400,72.2958947836245 L400,74.2958947836245 A28.90974611728459 28.90974611728459 2.006547694696716 0 0 373.79177853120683,115.40820407462552 L427.02132777297646,229.73269437656344 A30.90974611728459 30.90974611728459 2.006547694696716 0 1 399,273.6891870183425 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm10 → eat11\nbananas\n4.23</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"73.2958947836245\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,174.50931249671513 A28.59289313994492 28.59289313994492 2.049818508972701 0 1 424.3746496340686,216.2810027767852 L378.38772308366714,304.8249067884227 A24.3533421462466 24.3533421462466 2.049818508972701 0 0 400,340.4029876926047 L400,342.4029876926047 A26.3533421462466 26.3533421462466 2.049818508972701 0 1 376.6128310145173,303.9030835174706 L422.5997575649188,215.359179505833 A26.59289313994492 26.59289313994492 2.049818508972701 0 0 399,176.50931249671513 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>eat8 → composting Cambridge\nbananas\n4.24</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"341.4029876926047\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,256.0550426521965 A21.323719427387005 21.323719427387005 2.0041167736137027 0 0 418.35290758425793,225.7777776559808 L378.8319393276366,140.3540044221062 A23.323719427387005 23.323719427387005 2.0041167736137027 0 1 400,107.23696608340975 L400,109.23696608340975 A21.323719427387005 21.323719427387005 2.0041167736137027 0 0 380.64709241574207,139.51423107962546 L420.1680606723634,224.93800431350007 A23.323719427387005 23.323719427387005 2.0041167736137027 0 1 399,258.0550426521965 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm7 → eat1\napples\n4.24</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"108.23696608340975\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,222.0703830947115 A11.56707183073076 11.56707183073076 2.0924436668353215 0 1 409.0286451696982,239.4014315733455 L392.6997197811859,267.8118517965845 A8.420166856698849 8.420166856698849 2.0924436668353215 0 0 400,280.4278640533715 L400,282.4278640533715 A10.420166856698849 10.420166856698849 2.0924436668353215 0 1 390.96572083720855,266.8152336840229 L407.2946462257209,238.40481346078397 A9.56707183073076 9.56707183073076 2.0924436668353215 0 0 399,224.0703830947115 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>eat2 → composting Ely\nbananas\n4.27</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"281.4278640533715\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,286.2011735056439 A27.645500406738893 27.645500406738893 2.006231919971828 0 0 424.06579904022425,246.89465207953907 L373.12082817422737,137.3865395637973 A29.645500406738893 29.645500406738893 2.006231919971828 0 1 400,95.23640736213757 L400,97.23640736213757 A27.645500406738893 27.645500406738893 2.006231919971828 0 0 374.93420095977575,136.5429287882424 L425.87917182577263,246.05104130398416 A29.645500406738893 29.645500406738893 2.006231919971828 0 1 399,288.2011735056439 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm4 → eat3\napples\n4.30</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"96.23640736213757\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,288.88831547448854 A33.97518503255743 33.97518503255743 2.0075840549049406 0 0 429.7854324748727,240.5405751600208 L367.4023370724971,106.91850633412785 A35.97518503255743 35.97518503255743 2.0075840549049406 0 1 400,55.7247040913358 L400,57.7247040913358 A33.97518503255743 33.97518503255743 2.0075840549049406 0 0 369.2145675251273,106.07244440580355 L431.5976629275029,239.69451323169648 A35.97518503255743 35.97518503255743 2.0075840549049406 0 1 399,290.88831547448854 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm14 → eat3\noranges\n4.33</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"56.7247040913358\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,180.00868156966186 A13.437226294594204 13.437226294594204 2.017741911519658 0 1 411.11730724554525,199.25365403718678 L390.3754315903858,242.52959494071848 A10.672957373044643 10.672957373044643 2.017741911519658 0 0 400,257.81554505335026 L400,259.81554505335026 A12.672957373044643 12.672957373044643 2.017741911519658 0 1 388.5718886597409,241.6651686006981 L409.31376431490037,198.3892276971664 A11.437226294594204 11.437226294594204 2.017741911519658 0 0 399,182.00868156966186 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>eat1 → composting Cambridge\noranges\n4.36</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"258.81554505335026\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,125.29265489730331 A7.355660551775527 7.355660551775527 1.9800855179492374 0 1 405.748111869565,135.57555448079174 L395.0866959827186,160.15312614916954 A5.355660551775527 5.355660551775527 1.9800855179492374 0 0 400,167.64011107316313 L400,169.64011107316313 A7.355660551775527 7.355660551775527 1.9800855179492374 0 1 393.251888130435,159.3572114896747 L403.9133040172814,134.7796398212969 A5.355660551775527 5.355660551775527 1.9800855179492374 0 0 399,127.29265489730331 Z\" style=\"fill: rgb(255, 127, 14);\"/><title>compost Newmarket → farm5\ncompost\n4.45</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"168.64011107316313\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,285.0069191481576 A22.159492583586772 22.159492583586772 2.0044625943733783 0 0 419.108216813642,253.53599659181145 L378.07692061784087,164.92810258802547 A24.159492583586772 24.159492583586772 2.0044625943733783 0 1 400,130.6167790218064 L400,132.6167790218064 A22.159492583586772 22.159492583586772 2.0044625943733783 0 0 379.891783186358,164.08770157815252 L420.92307938215913,252.6955955819385 A24.159492583586772 24.159492583586772 2.0044625943733783 0 1 399,287.0069191481576 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm8 → eat3\noranges\n4.61</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"131.6167790218064\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,265.1752827006321 A25.57543887973796 25.57543887973796 2.0056500478217885 0 0 422.19517564961825,228.82548070864618 L374.9909609982268,127.20369213196047 A27.57543887973796 27.57543887973796 2.0056500478217885 0 1 400,88.0113346582945 L400,90.0113346582945 A25.57543887973796 25.57543887973796 2.0056500478217885 0 0 376.80482435038175,126.36113665028044 L424.0090390017732,227.98292522696613 A27.57543887973796 27.57543887973796 2.0056500478217885 0 1 399,267.1752827006321 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm3 → eat10\noranges\n4.75</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"89.0113346582945\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,262.6329168665549 A19.606052259731364 19.606052259731364 2.0033180548116807 0 0 416.8005627846349,234.80875960861457 L380.3836139635628,155.9289954713096 A21.606052259731364 21.606052259731364 2.0033180548116807 0 1 400,125.26651493550185 L400,127.26651493550185 A19.606052259731364 19.606052259731364 2.0033180548116807 0 0 382.1994372153651,155.0906721934422 L418.6163860364372,233.97043633074716 A21.606052259731364 21.606052259731364 2.0033180548116807 0 1 399,264.6329168665549 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm5 → eat10\noranges\n4.78</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"126.26651493550185\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,270.9600822385545 A27.87905937647958 27.87905937647958 2.0062923374311623 0 0 424.2768532524882,231.3199582261905 L372.90982493409274,120.92205828957022 A29.87905937647958 29.87905937647958 2.0062923374311623 0 1 400,78.4382139438146 L400,80.4382139438146 A27.87905937647958 27.87905937647958 2.0062923374311623 0 0 374.7231467475118,120.07833795617857 L426.09017506590726,230.47623789279888 A29.87905937647958 29.87905937647958 2.0062923374311623 0 1 399,272.9600822385545 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm15 → eat11\noranges\n4.86</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"79.4382139438146\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,257.2250320736123 A25.700247828313824 25.700247828313824 2.0056876844507987 0 0 422.30796133241904,220.69696466039548 L374.87820702765873,118.59968914955735 A27.700247828313824 27.700247828313824 2.0056876844507987 0 1 400,79.2289979875552 L400,81.2289979875552 A25.700247828313824 25.700247828313824 2.0056876844507987 0 0 376.69203866758096,117.757065400772 L424.12179297234127,219.85434091161014 A27.700247828313824 27.700247828313824 2.0056876844507987 0 1 399,259.2250320736123 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm15 → eat1\noranges\n5.00</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"80.2289979875552\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,280.00756420257676 A33.88127784097941 33.88127784097941 2.007567578904138 0 0 429.70057788226893,231.79396255028254 L367.48717772562986,98.5296460322732 A35.88127784097941 35.88127784097941 2.007567578904138 0 1 400,47.47001231007991 L400,49.47001231007991 A33.88127784097941 33.88127784097941 2.007567578904138 0 0 369.29942211773107,97.68361396237412 L431.51282227437014,230.94793048038346 A35.88127784097941 35.88127784097941 2.007567578904138 0 1 399,282.00756420257676 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm11 → eat2\noranges\n5.02</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"48.47001231007991\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,306.8663071699697 A38.2486526533309 38.2486526533309 2.0082504430635275 0 0 433.64689645749945,252.41419822921463 L363.5414372978605,102.51182298754335 A40.2486526533309 40.2486526533309 2.0082504430635275 0 1 400,45.21244465749583 L400,47.21244465749583 A38.2486526533309 38.2486526533309 2.0082504430635275 0 0 365.35310354250055,101.66455359825088 L435.4585627021395,251.56692883992216 A40.2486526533309 40.2486526533309 2.0082504430635275 0 1 399,308.8663071699697 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm11 → eat6\napples\n5.03</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"46.21244465749583\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,276.52752950023194 A28.833375303221565 28.833375303221565 2.0065293783619405 0 0 425.13921017798816,235.52430528063556 L372.0476680557879,121.4907632258591 A30.833375303221565 30.833375303221565 2.0065293783619405 0 1 400,77.64338886508831 L400,79.64338886508831 A28.833375303221565 28.833375303221565 2.0065293783619405 0 0 373.86078982201184,120.64661308468467 L426.9523319442121,234.68015513946116 A30.833375303221565 30.833375303221565 2.0065293783619405 0 1 399,278.52752950023194 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm15 → eat2\nbananas\n5.05</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"78.64338886508831\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,101.83541973771835 A9.060797050149118 9.060797050149118 1.987183871264734 0 1 407.2866062688381,114.56094047857637 L393.5425057227391,145.63884958086263 A7.0607970501491195 7.0607970501491195 1.987183871264734 0 0 400,155.555451708838 L400,157.555451708838 A9.06079705014912 9.06079705014912 1.987183871264734 0 1 391.71339373116183,144.82993096798 L405.4574942772608,113.75202186569372 A7.060797050149118 7.060797050149118 1.987183871264734 0 0 399,103.83541973771835 Z\" style=\"fill: rgb(255, 127, 14);\"/><title>compost Ely → farm6\ncompost\n5.06</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"156.555451708838\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,233.8295570652233 A7.362615908924336 7.362615908924336 2.1463551317006013 0 1 405.17641215095546,245.19967169078816 L393.1859696700349,263.67950658804625 A8.122691116643358 8.122691116643358 2.1463551317006013 0 0 400,276.22340813156507 L400,278.22340813156507 A10.122691116643358 10.122691116643358 2.1463551317006013 0 1 391.50819312230846,262.5908992869963 L403.498635603229,244.1110643897383 A5.362615908924336 5.362615908924336 2.1463551317006013 0 0 399,235.8295570652233 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>eat2 → landfill Ely\napples\n5.12</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"277.22340813156507\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,209.8326557761461 A9.928902513530517 9.928902513530517 2.0935053200324694 0 1 407.6030956851504,224.7183566268435 L390.9323494634699,253.65236102492207 A10.465049035706182 10.465049035706182 2.0935053200324694 0 0 400,269.3418684121801 L400,271.3418684121801 A12.465049035706182 12.465049035706182 2.0935053200324694 0 1 389.1994095593009,252.65390256883148 L405.87015578098135,223.7198981707529 A7.928902513530517 7.928902513530517 2.0935053200324694 0 0 399,211.8326557761461 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>eat11 → landfill Newmarket\napples\n5.13</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"270.3418684121801\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,338.79995093932786 A37.33896610154833 37.33896610154833 2.0081210297509418 0 0 432.82491903505667,285.6472805973292 L364.36330508753605,139.21046139460393 A39.33896610154833 39.33896610154833 2.0081210297509418 0 1 400,83.21075612413712 L400,85.21075612413712 A37.33896610154833 37.33896610154833 2.0081210297509418 0 0 366.17508096494333,138.36342646613573 L434.63669491246395,284.80024566886107 A39.33896610154833 39.33896610154833 2.0081210297509418 0 1 399,340.79995093932786 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm3 → eat8\napples\n5.16</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"84.21075612413712\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,176.4122191478774 A23.52928274348443 23.52928274348443 2.077754370140416 0 1 419.56989853371465,211.36544257466016 L382.8954397568726,277.4013155481125 A19.565387427841138 19.565387427841138 2.077754370140416 0 0 400,306.4660926453349 L400,308.4660926453349 A21.565387427841138 21.565387427841138 2.077754370140416 0 1 381.14698879404745,276.430275265428 L417.8214475708895,210.39440229197567 A21.52928274348443 21.52928274348443 2.077754370140416 0 0 399,178.4122191478774 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>eat6 → composting Cambridge\nbananas\n5.26</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"307.4660926453349\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,304.58240071430515 A34.39469437986175 34.39469437986175 2.0076565906755963 0 0 430.16450080309335,255.63542502950406 L367.02333011879784,120.41517857707439 A36.39469437986175 36.39469437986175 2.0076565906755963 0 1 400,68.62200951464239 L400,70.62200951464239 A34.39469437986175 34.39469437986175 2.0076565906755963 0 0 368.83549919690665,119.56898519944346 L431.97666988120216,254.78923165187314 A36.39469437986175 36.39469437986175 2.0076565906755963 0 1 399,306.58240071430515 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm10 → eat6\nbananas\n5.30</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"69.62200951464239\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,198.0449611377224 A9.436428488954665 9.436428488954665 2.063641918635117 0 1 407.3133998793466,211.94609175260157 L391.8775158243018,240.6881383710521 A9.219722639236982 9.219722639236982 2.063641918635117 0 0 400,254.27003207066616 L400,256.27003207066616 A11.219722639236982 11.219722639236982 2.063641918635117 0 1 390.11553566643227,239.74186889396117 L405.5514197214771,210.99982227551064 A7.436428488954665 7.436428488954665 2.063641918635117 0 0 399,200.0449611377224 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>eat1 → landfill Cambridge\napples\n5.31</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"255.27003207066616\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,340.57124788621365 A42.264666004699905 42.264666004699905 2.0087567501348174 0 0 437.2756641479953,280.38242146829765 L359.9130988180369,115.18062122031984 A44.264666004699905 44.264666004699905 2.0087567501348174 0 1 400,52.14360826231751 L400,54.14360826231751 A42.264666004699905 42.264666004699905 2.0087567501348174 0 0 361.7243358520047,114.33243468023346 L439.0869011819631,279.53423492821133 A44.264666004699905 44.264666004699905 2.0087567501348174 0 1 399,342.57124788621365 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm14 → eat8\noranges\n5.34</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"53.14360826231751\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,248.8408592181447 A13.35826864928146 13.35826864928146 2.092687032061513 0 1 410.5799915507731,268.85849247603556 L390.68709042144684,303.45032526142575 A10.743043076613851 10.743043076613851 2.092687032061513 0 0 400,319.54899059205206 L400,321.54899059205206 A12.743043076613851 12.743043076613851 2.092687032061513 0 1 388.953334071009,302.45328518333633 L408.8462352003353,267.86145239794615 A11.35826864928146 11.35826864928146 2.092687032061513 0 0 399,250.8408592181447 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>eat9 → landfill London\nbananas\n5.40</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"320.54899059205206\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,263.4527214470587 A21.375440079012456 21.375440079012456 2.004138923534025 0 0 418.3996492284108,233.10158928408566 L378.7852162848417,147.48077071111462 A23.375440079012456 23.375440079012456 2.004138923534025 0 1 400,114.2898250003706 L400,116.2898250003706 A21.375440079012456 21.375440079012456 2.004138923534025 0 0 380.6003507715892,146.64095716334364 L420.2147837151583,232.2617757363147 A23.375440079012456 23.375440079012456 2.004138923534025 0 1 399,265.4527214470587 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm12 → eat10\noranges\n5.44</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"115.2898250003706\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,307.71332245198766 A39.54104194440988 39.54104194440988 2.0084243183077284 0 0 434.81467236609683,251.41509573928445 L362.37380873582015,96.58922058724399 A41.54104194440988 41.54104194440988 2.0084243183077284 0 1 400,37.44340949414673 L400,39.44340949414673 A39.54104194440988 39.54104194440988 2.0084243183077284 0 0 364.18532763390317,95.74163620684998 L436.62619126417985,250.5675113588904 A41.54104194440988 41.54104194440988 2.0084243183077284 0 1 399,309.71332245198766 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm1 → eat6\noranges\n5.53</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"38.44340949414673\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,261.7906983911804 A18.540648330882885 18.540648330882885 2.0027521452012587 0 0 415.83766545834874,235.4880488723177 L381.34603716543677,160.66733134793387 A20.540648330882885 20.540648330882885 2.0027521452012587 0 1 400,131.527386277216 L400,133.527386277216 A18.540648330882885 18.540648330882885 2.0027521452012587 0 0 383.16233454165126,159.8300357960787 L417.65396283456323,234.65075332046254 A20.540648330882885 20.540648330882885 2.0027521452012587 0 1 399,263.7906983911804 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm8 → eat10\noranges\n5.72</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"132.527386277216\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,339.6782148806953 A40.87391962696377 40.87391962696377 2.0085924033581994 0 0 436.0190268212186,281.4760247433374 L361.1695967725511,121.57241192389972 A42.87391962696377 42.87391962696377 2.0085924033581994 0 1 400,60.52233292887706 L400,62.52233292887706 A40.87391962696377 40.87391962696377 2.0085924033581994 0 0 362.9809731787814,120.72452306623495 L437.8304032274489,280.62813588567263 A42.87391962696377 42.87391962696377 2.0085924033581994 0 1 399,341.6782148806953 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm2 → eat8\nbananas\n5.79</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"61.52233292887706\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,312.5471111802177 A33.066056227064266 33.066056227064266 2.0074207334395346 0 0 428.9639411569739,265.49798287464426 L368.2236902344922,135.33936720832827 A35.066056227064266 35.066056227064266 2.0074207334395346 0 1 400,85.44447296184629 L400,87.44447296184629 A33.066056227064266 33.066056227064266 2.0074207334395346 0 0 370.0360588430261,134.4936012674197 L430.7763097655078,264.6522169337357 A35.066056227064266 35.066056227064266 2.0074207334395346 0 1 399,314.5471111802177 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm3 → eat7\napples\n5.94</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"86.44447296184629\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,269.4124331589985 A18.64595780138853 18.64595780138853 2.0028108134901124 0 0 415.9328441168216,242.95939315959382 L381.250907632787,167.73745886218154 A20.64595780138853 20.64595780138853 2.0028108134901124 0 1 400,138.4470167533036 L400,140.4470167533036 A18.64595780138853 18.64595780138853 2.0028108134901124 0 0 383.0671558831784,166.90005675270828 L417.749092367213,242.12199105012056 A20.64595780138853 20.64595780138853 2.0028108134901124 0 1 399,271.4124331589985 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm9 → eat11\napples\n6.01</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"139.4470167533036\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,323.0008453022887 A40.80541410894717 40.80541410894717 2.008584025501616 0 0 435.9571271108567,264.89651283655843 L361.23148937948537,105.25387882208906 A42.80541410894717 42.80541410894717 2.008584025501616 0 1 400,44.30167267417551 L400,46.30167267417551 A40.80541410894717 40.80541410894717 2.008584025501616 0 0 363.0428728891433,104.4060051399058 L437.76851062051463,264.04863915437517 A42.80541410894717 42.80541410894717 2.008584025501616 0 1 399,325.0008453022887 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm11 → eat9\napples\n6.06</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"45.30167267417551\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,322.02561966773396 A38.06016469002736 38.06016469002736 2.00864982057821 0 0 433.4697156620463,267.8280810150792 L363.67437203628646,118.74399491244489 A40.1093933098468 40.1093933098468 2.00864982057821 0 1 400,61.62836202043723 L400,63.62836202043723 A38.1093933098468 38.1093933098468 2.00864982057821 0 0 365.4856997561099,117.89600205198016 L435.2810433818698,266.98008815461446 A40.06016469002736 40.06016469002736 2.00864982057821 0 1 399,324.02561966773396 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm2 → eat9\nbananas\n6.10</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"62.62836202043723\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,138.76614446797507 A5.02939113961674 5.02939113961674 1.9607403354477453 0 1 403.65183648527045,145.70739139440263 L397.19802420606766,161.41050019402726 A3.02939113961674 3.02939113961674 1.9607403354477453 0 0 400,165.59147386520885 L400,167.59147386520885 A5.02939113961674 5.02939113961674 1.9607403354477453 0 1 395.34816351472955,160.6502269387813 L401.80197579393234,144.94711813915666 A3.02939113961674 3.02939113961674 1.9607403354477453 0 0 399,140.76614446797507 Z\" style=\"fill: rgb(255, 127, 14);\"/><title>compost Newmarket → farm9\ncompost\n6.11</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"166.59147386520885\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,280.9114486445613 A35.274120137093455 35.274120137093455 2.007803206660039 0 0 430.95914639121406,230.70827919443218 L366.2288086156292,92.13774482582446 A37.274120137093455 37.274120137093455 2.007803206660039 0 1 400,39.08811631420697 L400,41.08811631420697 A35.274120137093455 35.274120137093455 2.007803206660039 0 0 368.04085360878594,91.2912857643361 L432.7711913843708,229.86182013294382 A37.274120137093455 37.274120137093455 2.007803206660039 0 1 399,282.9114486445613 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm1 → eat2\napples\n6.25</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"40.08811631420697\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,218.80553896001567 A18.341495720166183 18.341495720166183 2.0271687470822153 0 1 415.4643730401429,245.2300344728263 L385.33729270272175,306.5962972478221 A16.334419931045485 16.334419931045485 2.0271687470822153 0 0 400,330.12920932639963 L400,332.12920932639963 A18.334419931045485 18.334419931045485 2.0271687470822153 0 1 383.54197859188395,305.7149078654113 L413.6690589293051,244.34864509041543 A16.341495720166183 16.341495720166183 2.0271687470822153 0 0 399,220.80553896001567 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>eat4 → composting Ely\napples\n6.41</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"331.12920932639963\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,334.56599108281216 A29.78585720761859 29.78585720761859 2.0067513191290214 0 0 425.9999021393846,292.2022734030664 L371.18716349037487,174.5400857206303 A31.78585720761859 31.78585720761859 2.0067513191290214 0 1 400,129.3318155148682 L400,131.3318155148682 A29.78585720761859 29.78585720761859 2.0067513191290214 0 0 373.0000978606154,173.695533194614 L427.81283650962513,291.3577208770501 A31.78585720761859 31.78585720761859 2.0067513191290214 0 1 399,336.56599108281216 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm8 → eat8\napples\n6.43</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"130.3318155148682\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,195.90354826236083 A15.763854172959276 15.763854172959276 2.031601336362513 0 1 413.11960260085533,218.67710433912777 L386.4316092731903,272.4345772205663 A15.148452745136304 15.148452745136304 2.031601336362513 0 0 400,294.31908175115177 L400,296.31908175115177 A17.148452745136304 17.148452745136304 2.031601336362513 0 1 384.6402196236875,271.5452386328202 L411.32821295135255,217.78776575138164 A13.763854172959276 13.763854172959276 2.031601336362513 0 0 399,197.90354826236083 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>eat5 → landfill Cambridge\napples\n6.51</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"295.31908175115177\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,205.7290234798173 A12.29786403959018 12.29786403959018 2.0860486164766145 0 1 409.70121308232336,224.08671412608174 L393.10051932326564,253.40233200769097 A7.928902513530513 7.928902513530513 2.0860486164766145 0 0 400,265.23823611585124 L400,267.23823611585124 A9.928902513530513 9.928902513530513 2.0860486164766145 0 1 391.36018245698165,252.41682320922547 L407.96087621603937,223.10120532761624 A10.29786403959018 10.29786403959018 2.0860486164766145 0 0 399,207.7290234798173 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>eat10 → composting Newmarket\noranges\n6.55</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"266.23823611585124\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,40.03968407131717 A17.05659022800654 17.05659022800654 2.0003777432535252 0 1 414.5068312592697,64.20017847256989 L386.3114490713216,125.7467623251134 A15.056590228006542 15.056590228006542 2.0003777432535252 0 0 400,147.0742761507313 L400,149.0742761507313 A17.05659022800654 17.05659022800654 2.0003777432535252 0 1 384.4931687407303,124.91378174947857 L412.6885509286784,63.36719789693506 A15.056590228006542 15.056590228006542 2.0003777432535252 0 0 399,42.03968407131717 Z\" style=\"fill: rgb(255, 127, 14);\"/><title>compost Cambridge → farm1\ncompost\n6.69</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"148.0742761507313\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,220.31167257839047 A14.049511100312618 14.049511100312618 2.1170928401496223 0 1 411.00466708722,241.66027473737765 L391.29221635170666,274.0809428247868 A10.191045044144442 10.191045044144442 2.1170928401496223 0 0 400,289.566504185489 L400,291.566504185489 A12.191045044144442 12.191045044144442 2.1170928401496223 0 1 389.5833074791477,273.0418901479271 L409.2957582146611,240.62122206051802 A12.049511100312618 12.049511100312618 2.1170928401496223 0 0 399,222.31167257839047 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>eat3 → composting Ely\nbananas\n6.70</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"290.566504185489\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,63.23131100516349 A12.964677455180047 12.964677455180047 1.9958258406686582 0 1 410.8111655472418,81.54194299929196 L390.0108875795057,127.49735184455696 A10.964677455180047 10.964677455180047 1.9958258406686582 0 0 400,142.98328849899343 L400,144.98328849899343 A12.964677455180047 12.964677455180047 1.9958258406686582 0 1 388.1888344527582,126.67265650486496 L408.9891124204943,80.71724765959996 A10.964677455180047 10.964677455180047 1.9958258406686582 0 0 399,65.23131100516349 Z\" style=\"fill: rgb(255, 127, 14);\"/><title>compost Cambridge → farm2\ncompost\n6.98</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"143.98328849899343\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,241.07012726180758 A15.75928110180603 15.75928110180603 2.114170155839186 0 1 412.48945917721267,264.9773793964569 L389.411570512384,303.18422080343134 A12.370105764052722 12.370105764052722 2.114170155839186 0 0 400,321.9500030445766 L400,323.9500030445766 A14.370105764052722 14.370105764052722 2.114170155839186 0 1 387.6996321200082,302.150167158445 L410.77752078483684,263.9433257514706 A13.75928110180603 13.75928110180603 2.114170155839186 0 0 399,243.07012726180758 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>eat9 → composting London\napples\n7.04</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"322.9500030445766\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,278.97279158147774 A31.440828941110446 31.440828941110446 2.007105971844725 0 0 427.4953692925492,234.2451400937457 L369.691995974065,110.27806946525261 A33.440828941110446 33.440828941110446 2.007105971844725 0 1 400,62.705222542533285 L400,64.70522254253328 A31.440828941110446 31.440828941110446 2.007105971844725 0 0 371.5046307074508,109.43287403026532 L429.308004025935,233.3999446587584 A33.440828941110446 33.440828941110446 2.007105971844725 0 1 399,280.97279158147774 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm2 → eat2\noranges\n7.04</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"63.705222542533285\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,327.21924621528876 A27.600841788843315 27.600841788843315 2.006220255295486 0 0 424.0254434796613,287.97651256562506 L373.161173894467,178.63853564089916 A29.600841788843315 29.600841788843315 2.006220255295486 0 1 400,136.55221236814458 L400,138.55221236814458 A27.600841788843315 27.600841788843315 2.006220255295486 0 0 374.9745565203387,177.79494601780831 L425.838826105533,287.13292294253415 A29.600841788843315 29.600841788843315 2.006220255295486 0 1 399,329.21924621528876 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm9 → eat4\napples\n7.05</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"137.55221236814458\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,173.59551991737442 A27.679100560604216 27.679100560604216 2.0498185089727015 0 1 423.5637080331087,214.03223998587396 L377.57678148270725,302.57614399751145 A25.267134725587304 25.267134725587304 2.0498185089727015 0 0 400,339.489195113264 L400,341.489195113264 A27.267134725587304 27.267134725587304 2.0498185089727015 0 1 375.80188941355743,301.6543207265593 L421.7888159639589,213.11041671492177 A25.679100560604216 25.679100560604216 2.0498185089727015 0 0 399,175.59551991737442 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>eat8 → composting Cambridge\napples\n7.16</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"340.489195113264\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,79.0558890376524 A13.162236864604516 13.162236864604516 1.9979629553229783 0 1 410.9795210286692,97.67115764649114 L389.9046807099614,143.96952974761683 A11.092011391882805 11.092011391882805 1.9979629553229783 0 0 400,159.65689152329335 L400,161.65689152329335 A13.092011391882805 13.092011391882805 1.9979629553229783 0 1 388.08439421126087,143.1409423577487 L409.15923452996867,96.84257025662302 A11.162236864604516 11.162236864604516 1.9979629553229783 0 0 399,81.0558890376524 Z\" style=\"fill: rgb(255, 127, 14);\"/><title>compost Ely → farm15\ncompost\n7.16</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"160.65689152329335\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,211.4348311231749 A11.531077860559263 11.531077860559263 2.0935053200324703 0 1 408.99133248132125,228.72256008259143 L392.3205862596408,257.6565644806699 A8.862873688677436 8.862873688677436 2.0935053200324703 0 0 400,270.9440437592088 L400,272.9440437592088 A10.862873688677436 10.862873688677436 2.0935053200324703 0 1 390.58764635547186,256.6581060245793 L407.25839257715234,227.72410162650084 A9.531077860559263 9.531077860559263 2.0935053200324703 0 0 399,213.4348311231749 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>eat11 → landfill Newmarket\noranges\n7.32</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"271.9440437592088\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,114.12905135825365 A9.271977952040434 9.271977952040434 1.9878596756664775 0 1 407.4772067330401,127.15689687297828 L393.3513581701313,159.03974059652427 A7.271977952040434 7.271977952040434 1.9878596756664775 0 0 400,169.2574315612464 L400,171.2574315612464 A9.271977952040434 9.271977952040434 1.9878596756664775 0 1 391.5227932669599,158.22958604652177 L405.6486418298687,126.34674232297579 A7.271977952040434 7.271977952040434 1.9878596756664775 0 0 399,116.12905135825365 Z\" style=\"fill: rgb(255, 127, 14);\"/><title>compost Newmarket → farm12\ncompost\n7.45</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"170.2574315612464\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,301.0644798675001 A27.225208545579623 27.225208545579623 2.006120681171913 0 0 423.6860034134064,262.3582776443859 L373.50052997001444,154.4513487213979 A29.225208545579623 29.225208545579623 2.006120681171913 0 1 400,112.90173744536037 L400,114.90173744536037 A27.225208545579623 27.225208545579623 2.006120681171913 0 0 375.3139965865936,153.6079396684745 L425.49947002998556,261.5148685914626 A29.225208545579623 29.225208545579623 2.006120681171913 0 1 399,303.0644798675001 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm12 → eat6\nbananas\n7.46</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"113.90173744536037\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,132.2194824002987 A6.1738071785696285 6.1738071785696285 1.972426829959122 0 1 404.6825253740526,140.806751915721 L396.1583242701597,160.87708337553 A4.1738071785696285 4.1738071785696285 1.972426829959122 0 0 400,166.68251365721974 L400,168.68251365721974 A6.1738071785696285 6.1738071785696285 1.972426829959122 0 1 394.3174746259474,160.09524414179742 L402.8416757298403,140.02491268198844 A4.1738071785696285 4.1738071785696285 1.972426829959122 0 0 399,134.2194824002987 Z\" style=\"fill: rgb(255, 127, 14);\"/><title>compost Newmarket → farm8\ncompost\n7.49</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"167.68251365721974\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,328.6001821837002 A29.70950234481716 29.70950234481716 2.0067340347242277 0 0 425.93090580134134,286.3455276956855 L371.25614523110113,168.97422682816716 A31.70950234481716 31.70950234481716 2.0067340347242277 0 1 400,123.87505114975386 L400,125.87505114975386 A29.70950234481716 29.70950234481716 2.0067340347242277 0 0 373.06909419865866,168.12970563776855 L427.74385476889887,285.5010065052869 A31.70950234481716 31.70950234481716 2.0067340347242277 0 1 399,330.6001821837002 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm5 → eat4\napples\n7.55</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"124.87505114975386\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,319.41582667524966 A34.259418851324554 34.259418851324554 2.0076333891473785 0 0 430.0422660370528,270.66208137129775 L367.1455452523467,135.9571852287696 A36.259418851324554 36.259418851324554 2.0076333891473785 0 1 400,84.35728859250646 L400,86.35728859250646 A34.259418851324554 34.259418851324554 2.0076333891473785 0 0 368.9577339629472,135.1110338964584 L431.8544547476533,269.8159300389866 A36.259418851324554 36.259418851324554 2.0076333891473785 0 1 399,321.41582667524966 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm3 → eat9\napples\n7.61</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"85.35728859250646\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,232.8048944968663 A12.684279919508622 12.684279919508622 2.248787219780598 0 1 408.87895431474334,253.44512933854884 L392.87572572283483,273.31642897440196 A9.14735368500036 9.14735368500036 2.248787219780598 0 0 400,288.20127300468505 L400,290.20127300468505 A11.14735368500036 11.14735368500036 2.248787219780598 0 1 391.31805680076235,272.0619699159989 L407.32128539267086,252.19067028014575 A10.684279919508622 10.684279919508622 2.248787219780598 0 0 399,234.8048944968663 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>eat3 → landfill Ely\noranges\n7.65</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"289.20127300468505\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,320.91804517050036 A37.00181881261325 37.00181881261325 2.00807149382236 0 0 432.52027760471753,268.2469703211721 L364.66790456143633,123.09455368949723 A39.00181881261325 39.00181881261325 2.00807149382236 0 1 400,67.57653366074047 L400,69.57653366074047 A37.00181881261325 37.00181881261325 2.00807149382236 0 0 366.47972239528247,122.24760851006873 L434.33209543856367,267.4000251417436 A39.00181881261325 39.00181881261325 2.00807149382236 0 1 399,322.91804517050036 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm10 → eat9\napples\n7.71</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"68.57653366074047\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,289.86952961402926 A35.51603094744445 35.51603094744445 2.007842299674195 0 0 431.1777353789418,239.32080761865103 L366.0102527199222,99.82868304645532 A37.51603094744445 37.51603094744445 2.007842299674195 0 1 400,46.433431151935004 L400,48.433431151935004 A35.51603094744445 35.51603094744445 2.007842299674195 0 0 367.8222646210582,98.98215314731323 L432.9897472800778,238.47427771950896 A37.51603094744445 37.51603094744445 2.007842299674195 0 1 399,291.86952961402926 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm11 → eat3\nbananas\n7.91</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"47.433431151935004\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,177.46837218291515 A24.585435778522157 24.585435778522157 2.077754370140416 0 1 420.4932144292158,213.9905322155862 L383.81875565237374,280.0264051890385 A18.50923439280341 18.50923439280341 2.077754370140416 0 0 400,307.52224568037263 L400,309.52224568037263 A20.50923439280341 20.50923439280341 2.077754370140416 0 1 382.0703046895486,279.055364906354 L418.7447634663907,213.0194919329017 A22.585435778522157 22.585435778522157 2.077754370140416 0 0 399,179.46837218291515 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>eat6 → composting Cambridge\noranges\n7.91</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"308.52224568037263\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,335.75143998250525 A32.65183223267141 32.65183223267141 2.007343395038461 0 0 428.58964566751774,289.2939923191017 L368.597920319183,160.71342269895246 A34.65183223267141 34.65183223267141 2.007343395038461 0 1 400,111.4103492628599 L400,113.4103492628599 A32.65183223267141 32.65183223267141 2.007343395038461 0 0 370.41035433248226,159.86779692626345 L430.402079680817,288.4483665464127 A34.65183223267141 34.65183223267141 2.007343395038461 0 1 399,337.75143998250525 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm12 → eat8\nbananas\n8.31</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"112.4103492628599\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,302.8842329208508 A31.445116340117096 31.445116340117096 2.0071068436551727 0 0 427.49924345154574,258.1504573431347 L369.6881225519193,134.16705320379612 A33.445116340117096 33.445116340117096 2.0071068436551727 0 1 400,86.5880806108191 L400,88.5880806108191 A31.445116340117096 31.445116340117096 2.0071068436551727 0 0 371.50075654845426,133.32185618853526 L429.3118774480807,257.30526032787384 A33.445116340117096 33.445116340117096 2.0071068436551727 0 1 399,304.8842329208508 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm3 → eat6\noranges\n8.31</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"87.5880806108191\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,295.5619658979973 A35.12952519625905 35.12952519625905 2.0077795901413773 0 0 430.82849123996596,245.5653399116712 L366.3594437769665,107.54565864362165 A37.12952519625905 37.12952519625905 2.0077795901413773 0 1 400,54.702616390237644 L400,56.702616390237644 A35.12952519625905 35.12952519625905 2.0077795901413773 0 0 368.17150876003404,106.69924237656376 L432.6405562230335,244.71892364461328 A37.12952519625905 37.12952519625905 2.0077795901413773 0 1 399,297.5619658979973 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm14 → eat5\napples\n8.42</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"55.702616390237644\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,318.1263620352772 A32.733307372692344 32.733307372692344 2.0073587569625877 0 0 428.663267211508,271.5525348062418 L368.5243117658455,142.6615737930903 A34.733307372692344 34.733307372692344 2.0073587569625877 0 1 400,93.24209294899185 L400,95.24209294899185 A32.733307372692344 32.733307372692344 2.0073587569625877 0 0 370.336732788492,141.81592017802726 L430.4756882341545,270.70688119117875 A34.733307372692344 34.733307372692344 2.0073587569625877 0 1 399,320.1263620352772 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm4 → eat9\noranges\n8.46</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"94.24209294899185\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,95.6860817955883 A10.147657960998266 10.147657960998266 1.990389376242625 0 1 408.2673973725043,109.96778233419882 L392.5607218956823,145.17787035626063 A8.145895405687014 8.145895405687014 1.990389376242625 0 0 400,156.64231261968715 L400,158.64231261968715 A10.145895405687014 10.145895405687014 1.990389376242625 0 1 390.73421228959927,144.36309268174674 L406.44088776642127,109.15300465968492 A8.147657960998266 8.147657960998266 1.990389376242625 0 0 399,97.6860817955883 Z\" style=\"fill: rgb(255, 127, 14);\"/><title>compost Ely → farm4\ncompost\n8.48</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"157.64231261968715\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,255.02946438882805 A19.373053363902088 19.373053363902088 2.0031993452477175 0 0 416.58998422834173,227.53805826791375 L380.5940930156598,149.54598553255727 A21.373053363902088 21.373053363902088 2.0031993452477175 0 1 400,119.21647169526828 L400,121.21647169526828 A19.373053363902088 19.373053363902088 2.0031993452477175 0 0 382.41001577165827,148.7078778161826 L418.4059069843402,226.69995055153908 A21.373053363902088 21.373053363902088 2.0031993452477175 0 1 399,257.02946438882805 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm13 → eat1\noranges\n8.54</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"120.21647169526828\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,249.97556119192382 A14.492970623060563 14.492970623060563 2.092687032061514 0 1 411.56363992722004,271.6935680958663 L391.67073879789376,306.28540088125635 A9.608341102834748 9.608341102834748 2.092687032061514 0 0 400,320.6836925658311 L400,322.6836925658311 A11.608341102834748 11.608341102834748 2.092687032061514 0 1 389.93698244745593,305.28836080316694 L409.8298835767822,270.69652801777687 A12.492970623060563 12.492970623060563 2.092687032061514 0 0 399,251.97556119192382 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>eat9 → landfill London\noranges\n8.75</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"321.6836925658311\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,287.80138247658294 A31.706258532117765 31.706258532117765 2.0071595142632215 0 0 427.7352152848606,242.6945928863987 L369.45219523815945,117.7163273805946 A33.706258532117765 33.706258532117765 2.0071595142632215 0 1 400,69.76424530378715 L400,71.76424530378715 A31.706258532117765 31.706258532117765 2.0071595142632215 0 0 371.2647847151394,116.87103489397137 L429.54780476184055,241.84930039977547 A33.706258532117765 33.706258532117765 2.0071595142632215 0 1 399,289.80138247658294 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm10 → eat3\nbananas\n8.94</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"70.76424530378715\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,47.827375895699475 A15.798436684638272 15.798436684638272 2.0014019937734906 0 1 413.35624634470594,70.22041587156326 L387.55064732327463,126.39840266832823 A13.699981548485127 13.699981548485127 2.0014019937734906 0 0 400,145.81704772845166 L400,147.81704772845166 A15.699981548485127 15.699981548485127 2.0014019937734906 0 1 385.73322112709087,125.56356015538037 L411.5388201485222,69.3855733586154 A13.798436684638272 13.798436684638272 2.0014019937734906 0 0 399,49.827375895699475 Z\" style=\"fill: rgb(255, 127, 14);\"/><title>compost Cambridge → farm11\ncompost\n8.99</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"146.81704772845166\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,305.73513214392455 A36.86587459134177 36.86587459134177 2.0080512705653937 0 0 432.39744023479983,253.25824556912983 L364.7907248037346,108.62372472747022 A38.86587459134177 38.86587459134177 2.0080512705653937 0 1 400,53.2999296142778 L400,55.2999296142778 A36.86587459134177 36.86587459134177 2.0080512705653937 0 0 366.60255976520017,107.77681618907253 L434.2092751962654,252.4113370307321 A38.86587459134177 38.86587459134177 2.0080512705653937 0 1 399,307.73513214392455 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>farm14 → eat6\noranges\n9.07</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"54.2999296142778\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,277.6702523184029 A29.986748636517273 29.986748636517273 2.007075430916104 0 0 426.17789807202803,235.01200218537286 L371.01909426665657,116.70713136876633 A31.97609812139251 31.97609812139251 2.007075430916104 0 1 400,71.21889226439183 L400,73.21889226439183 A29.97609812139251 29.97609812139251 2.007075430916104 0 0 372.83175481225044,115.8619912937212 L427.9905586176219,234.1668621103277 A31.986748636517273 31.986748636517273 2.007075430916104 0 1 399,279.6702523184029 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm10 → eat2\nbananas\n9.19</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"72.21889226439183\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,337.1568984319278 A34.533320885439664 34.533320885439664 2.007680183763026 0 0 430.2897634107554,288.01190559986634 L366.8980874759545,152.26354295819203 A36.533320885439664 36.533320885439664 2.007680183763026 0 1 400,100.27231399407165 L400,102.27231399407165 A34.533320885439664 34.533320885439664 2.007680183763026 0 0 368.7102365892446,151.41730682613314 L432.1019125240455,287.1656694678074 A36.533320885439664 36.533320885439664 2.007680183763026 0 1 399,339.1568984319278 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm6 → eat8\napples\n9.21</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"101.27231399407165\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,236.5896322729423 A10.122691116643358 10.122691116643358 2.1463551317006013 0 1 407.49180687769154,252.22214111751103 L395.501364396771,270.7019760147691 A5.362615908924336 5.362615908924336 2.1463551317006013 0 0 400,278.9834833392841 L400,280.9834833392841 A7.362615908924336 7.362615908924336 2.1463551317006013 0 1 393.82358784904454,269.6133687137192 L405.8140303299651,251.13353381646115 A8.122691116643358 8.122691116643358 2.1463551317006013 0 0 399,238.5896322729423 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>eat2 → landfill Ely\noranges\n9.34</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"279.9834833392841\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,197.42177129713576 A273.06589050969484 273.06589050969484 0.2763369024411051 0 0 75.50148509179924,187.0620080075137 L323.9528481832009,116.6030669875155 A275.06589050969484 275.06589050969484 0.2763369024411051 0 1 399,106.16742630969028 L399,108.16742630969028 A273.06589050969484 273.06589050969484 0.2763369024411051 0 0 324.4985149082007,118.52718959931234 L76.04715181679911,188.98613061931056 A275.06589050969484 275.06589050969484 0.2763369024411051 0 1 1,199.42177129713576 Z\" style=\"fill: rgb(44, 160, 44);\"/><title>inputs → farm7\ninputs\n9.46</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"198.42177129713576\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,201.74204941925697 A297.4731875368051 297.4731875368051 0.2522643933151725 0 0 75.24851094966131,192.3269392298251 L324.2522944065157,128.14488152550936 A299.4731875368051 299.4731875368051 0.2522643933151725 0 1 399,118.66647077263917 L399,120.66647077263917 A297.4731875368051 297.4731875368051 0.2522643933151725 0 0 324.7514890503387,130.08158096207106 L75.7477055934843,194.26363866638678 A299.4731875368051 299.4731875368051 0.2522643933151725 0 1 1,203.74204941925697 Z\" style=\"fill: rgb(44, 160, 44);\"/><title>inputs → farm13\ninputs\n9.64</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"202.74204941925697\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,56.11490598718641 A14.301143715181286 14.301143715181286 1.9992809048110087 0 1 412.0082694239865,76.35807277159644 L388.8734271163923,127.00484043177133 A12.232427902554035 12.232427902554035 1.9992809048110087 0 0 400,144.31975475899466 L400,146.31975475899466 A14.232427902554035 14.232427902554035 1.9992809048110087 0 1 387.0542342346121,126.17385471656297 L410.18907654220635,75.52708705638808 A12.301143715181286 12.301143715181286 1.9992809048110087 0 0 399,58.11490598718641 Z\" style=\"fill: rgb(255, 127, 14);\"/><title>compost Cambridge → farm14\ncompost\n9.68</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"145.31975475899466\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,186.99639411779572 A25.712040303130998 25.712040303130998 2.0774500337066146 0 1 421.48191901990526,225.18530637395466 L378.96642196834586,301.793447052373 A24.05560688970144 24.05560688970144 2.0774500337066146 0 0 400,337.52213485579074 L400,339.52213485579074 A26.05560688970144 26.05560688970144 2.0774500337066146 0 1 377.2176755635599,300.8229389319802 L419.7331726151193,224.21479825356184 A23.712040303130998 23.712040303130998 2.0774500337066146 0 0 399,188.99639411779572 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>eat8 → landfill Cambridge\nbananas\n9.88</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"338.52213485579074\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,235.040358793448 A8.573417637149044 8.573417637149044 2.1463551317006018 0 1 406.1921395227365,248.28031894797218 L394.2016970418159,266.76015384523026 A6.9118893884186505 6.9118893884186505 2.1463551317006018 0 0 400,277.43420985978975 L400,279.43420985978975 A8.91188938841865 8.91188938841865 2.1463551317006018 0 1 392.52392049408945,265.67154654418033 L404.51436297501004,247.1917116469223 A6.573417637149044 6.573417637149044 2.1463551317006018 0 0 399,237.040358793448 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>eat2 → landfill Ely\nbananas\n9.97</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"278.43420985978975\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,199.82825528800473 A11.219722639236986 11.219722639236986 2.063641918635118 0 1 408.88446433356773,216.35641846470972 L393.4485802785229,245.09846508316022 A7.436428488954661 7.436428488954661 2.063641918635118 0 0 400,256.05332622094846 L400,258.05332622094846 A9.436428488954661 9.436428488954661 2.063641918635118 0 1 391.6866001206534,244.15219560606928 L407.1224841756982,215.41014898761878 A9.219722639236986 9.219722639236986 2.063641918635118 0 0 399,201.82825528800473 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>eat1 → landfill Cambridge\noranges\n10.2</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"257.05332622094846\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,203.34852427807348 A310.7202219698197 310.7202219698197 0.24092664303673983 0 0 75.13865526295069,194.3740829527814 L324.38413952141866,133.13470126593464 A312.7202219698197 312.7202219698197 0.24092664303673983 0 1 399,124.10249452538636 L399,126.10249452538636 A310.7202219698197 310.7202219698197 0.24092664303673983 0 0 324.8613447370493,135.07693585067844 L75.61586047858131,196.3163175375252 A312.7202219698197 312.7202219698197 0.24092664303673983 0 1 1,205.34852427807348 Z\" style=\"fill: rgb(44, 160, 44);\"/><title>inputs → farm5\ninputs\n10.4</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"204.34852427807348\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,71.78372003123977 A14.588058143498857 14.588058143498857 2.002550109095779 0 1 412.2493594812982,92.47635954723556 L388.74106046204554,143.49867958759066 A12.396528665831363 12.396528665831363 2.002550109095779 0 0 400,161.0827128021877 L400,163.0827128021877 A14.396528665831363 14.396528665831363 2.002550109095779 0 1 386.9245939589691,142.66175101046989 L410.4328929782218,91.63943097011476 A12.588058143498857 12.588058143498857 2.002550109095779 0 0 399,73.78372003123977 Z\" style=\"fill: rgb(255, 127, 14);\"/><title>compost Ely → farm10\ncompost\n10.6</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"162.0827128021877\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,87.78271922650255 A11.708146644068908 11.708146644068908 1.9980067160628487 0 1 409.6558783539585,104.341943518338 L391.2945236510777,144.67449977372237 A9.565142385638389 9.565142385638389 1.9980067160628487 0 0 400,158.20280130275776 L400,160.20280130275776 A11.565142385638389 11.565142385638389 1.9980067160628487 0 1 389.47427341371736,143.8458327275637 L407.8356281165981,103.51327647217933 A9.708146644068908 9.708146644068908 1.9980067160628487 0 0 399,89.78271922650255 Z\" style=\"fill: rgb(255, 127, 14);\"/><title>compost Ely → farm3\ncompost\n11.0</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"159.20280130275776\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,195.71477128765503 A262.7833588234509 262.7833588234509 0.28797542842399704 0 0 75.63352405168793,184.8935738340429 L323.7984527341646,111.38482524689822 A264.7833588234509 264.7833588234509 0.28797542842399704 0 1 399,100.48126947727962 L399,102.48126947727962 A262.7833588234509 262.7833588234509 0.28797542842399704 0 0 324.3664759483121,113.30246693089175 L76.20154726583543,186.81121551803642 A264.7833588234509 264.7833588234509 0.28797542842399704 0 1 1,197.71477128765503 Z\" style=\"fill: rgb(44, 160, 44);\"/><title>inputs → farm6\ninputs\n11.8</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"196.71477128765503\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,191.4365096371743 A18.876140123563367 18.876140123563367 2.1218802149542766 0 1 415.081668901917,220.19640366770614 L383.2884352679623,271.92657232984493 A19.61549137032285 19.61549137032285 2.1218802149542766 0 0 400,301.8129500254138 L400,303.8129500254138 A21.61549137032285 21.61549137032285 2.1218802149542766 0 1 381.5845202941757,270.8793504039354 L413.3777539281304,219.14918174179655 A16.876140123563367 16.876140123563367 2.1218802149542766 0 0 399,193.4365096371743 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>eat6 → landfill Cambridge\nbananas\n12.3</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"302.8129500254138\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,207.9841999588007 A344.17326206759225 344.17326206759225 0.21637226412152977 0 0 74.88983371824426,199.95901061413474 L324.6187552165227,145.06525996825823 A346.462217676591 346.462217676591 0.21637226412152977 0 1 399,136.98669837133366 L399,139.27565398033244 A344.17326206759225 344.17326206759225 0.21637226412152977 0 0 325.1101662817557,147.3008433249984 L75.38124478347729,202.1945939708749 A346.462217676591 346.462217676591 0.21637226412152977 0 1 1,210.27315556779948 Z\" style=\"fill: rgb(44, 160, 44);\"/><title>inputs → farm9\ninputs\n14.3</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"209.1286777633001\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,227.2221816126363 A16.266433678620622 16.266433678620622 2.0334947764614846 0 1 413.5560387543279,250.7493728552765 L386.26710256737766,305.4569993252789 A15.346569837664964 15.346569837664964 2.0334947764614846 0 0 400,327.65373221847784 L400,330.0541472848541 A17.746984904041216 17.746984904041216 2.0334947764614846 0 1 384.1190881087094,304.3855393977789 L411.40802429565963,249.67791292777653 A13.86601861224437 13.86601861224437 2.0334947764614846 0 0 399,229.62259667901253 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>eat4 → landfill Ely\napples\n15.0</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"328.85393975166596\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,166.96309301734982 A6.903173995100362 6.903173995100362 1.9761033955421994 0 1 405.3438882469667,176.58819521073679 L395.9023349969192,198.59324249074564 A4.458920679037117 4.458920679037117 1.9761033955421994 0 0 400,204.81031991605755 L400,207.25457323212078 A6.903173995100362 6.903173995100362 1.9761033955421994 0 1 393.6561117530333,197.6294710387338 L403.0976650030808,175.62442375872496 A4.458920679037117 4.458920679037117 1.9761033955421994 0 0 399,169.40734633341305 Z\" style=\"fill: rgb(255, 127, 14);\"/><title>composting Newmarket → compost Newmarket\ncompost\n15.2</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"206.03244657408916\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,213.67193212551874 A10.493778428202006 10.493778428202006 2.075762352003989 0 1 408.18405950427524,229.2423666108246 L394.5972651871119,253.82191781098263 A6.173207175583936 6.173207175583936 2.075762352003989 0 0 400,262.9815849937134 L400,265.43415050446305 A8.625772686333605 8.625772686333605 2.075762352003989 0 1 392.4508021430358,252.63542129394833 L406.03759646019915,228.0558700937903 A8.041212917452338 8.041212917452338 2.075762352003989 0 0 399,216.1244976362684 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>eat10 → landfill Newmarket\noranges\n15.3</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"264.2078677490882\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,169.7268444322005 A198.8852041964414 198.8852041964414 0.39217368651129325 0 0 77.01352284017877,154.62757221556492 L322.029732720465,53.28931925289735 A201.38847343164377 201.38847343164377 0.39217368651129325 0 1 399,38 L399,40.50326923520237 A198.8852041964414 198.8852041964414 0.39217368651129325 0 0 322.9864771598213,55.60254145183796 L77.97026727953498,156.94079441450552 A201.38847343164377 201.38847343164377 0.39217368651129325 0 1 1,172.23011366740286 Z\" style=\"fill: rgb(44, 160, 44);\"/><title>inputs → farm1\ninputs\n15.6</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"170.97847904980168\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,230.68227416005013 A11.070513106656666 11.070513106656666 2.248787219780597 0 1 407.6220971088176,248.6965399906145 L391.6188685169091,268.5678396264677 A10.761120497852316 10.761120497852316 2.248787219780597 0 0 400,286.0786526678689 L400,288.58750619183314 A13.269974021816525 13.269974021816525 2.248787219780597 0 1 389.6648869347536,266.99421261179594 L405.6681155266621,247.12291297594282 A8.561659582692457 8.561659582692457 2.248787219780597 0 0 399,233.19112768401433 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>eat3 → landfill Ely\nbananas\n15.6</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"287.333079429851\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,179.21748085820212 A217.50660510544205 217.50660510544205 0.3540027210378849 0 0 76.39977338295937,165.73047637557542 L322.6943225256352,74.707098552439 A220.11987719675122 220.11987719675122 0.3540027210378849 0 1 399,61.05805203714521 L399,63.671324128454394 A217.50660510544205 217.50660510544205 0.3540027210378849 0 0 323.6002266170406,77.15832861108107 L77.3056774743648,168.1817064342175 A220.11987719675122 220.11987719675122 0.3540027210378849 0 1 1,181.8307529495113 Z\" style=\"fill: rgb(44, 160, 44);\"/><title>inputs → farm2\ninputs\n16.3</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"180.5241169038567\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,246.77385643570884 A11.9254163388239 11.9254163388239 2.092687032061514 0 1 409.33788315452546,264.6443317933876 L389.4449820251992,299.2361645787777 A12.17589538707141 12.17589538707141 2.092687032061514 0 0 400,317.48198780961616 L400,320.11613828159443 A14.810045859049715 14.810045859049715 2.092687032061514 0 1 387.1614944707986,297.9229877826374 L407.05439560012485,263.3311549972473 A9.291265866845595 9.291265866845595 2.092687032061514 0 0 399,249.40800690768717 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>eat9 → landfill London\napples\n16.4</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"318.7990630456053\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,184.52480450549402 A23.919264545176052 23.919264545176052 2.0774500337066146 0 1 419.9143639392497,220.0509892881287 L377.3988668876903,296.6591299665471 A25.848382647656386 25.848382647656386 2.0774500337066146 0 0 400,335.05054524348907 L400,337.72935909783575 A28.527196502003115 28.527196502003115 2.0774500337066146 0 1 375.05658383925055,295.3592246672149 L417.57208089080996,218.75108398879658 A21.240450690829324 21.240450690829324 2.0774500337066146 0 0 399,187.20361835984076 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>eat8 → landfill Cambridge\napples\n16.7</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"336.3899521706624\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,185.80490452349994 A232.99192518579108 232.99192518579108 0.32785104333771153 0 0 76.02556154954581,173.39494214508932 L323.11155628746184,89.3546821423797 A235.6716062466427 235.6716062466427 0.32785104333771153 0 1 399,76.80199060661829 L399,79.48167166746993 A232.99192518579108 232.99192518579108 0.32785104333771153 0 0 323.9744384504542,91.89163404588054 L76.88844371253819,175.93189404859015 A235.6716062466427 235.6716062466427 0.32785104333771153 0 1 1,188.48458558435158 Z\" style=\"fill: rgb(44, 160, 44);\"/><title>inputs → farm15\ninputs\n16.7</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"187.14474505392576\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,199.1808661243094 A283.466934847548 283.466934847548 0.26512604318764366 0 0 75.27709872404566,189.27638439670693 L323.9924060836025,121.74573014121536 A286.25475554402095 286.25475554402095 0.26512604318764366 0 1 399,111.74384051253654 L399,114.53166120900946 A283.466934847548 283.466934847548 0.26512604318764366 0 0 324.72290127595437,124.43614293661192 L76.00759391639752,191.9667971921035 A286.25475554402095 286.25475554402095 0.26512604318764366 0 1 1,201.96868682078232 Z\" style=\"fill: rgb(44, 160, 44);\"/><title>inputs → farm12\ninputs\n17.4</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"200.57477647254586\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,205.18163653841538 A325.17606010669766 325.17606010669766 0.22939643267163579 0 0 74.94172214074732,196.66326510100484 L324.42100349888324,138.4081575759754 A327.978623527083 327.978623527083 0.22939643267163579 0 1 399,129.81636967554508 L399,132.61893309593043 A325.17606010669766 325.17606010669766 0.22939643267163579 0 0 325.0582778592527,141.13730453334097 L75.57899650111676,199.3924120583704 A327.978623527083 327.978623527083 0.22939643267163579 0 1 1,207.98419995880073 Z\" style=\"fill: rgb(44, 160, 44);\"/><title>inputs → farm8\ninputs\n17.5</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"206.58291824860805\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,193.4203987654849 A21.820965158762156 21.820965158762156 2.121880214954276 0 1 417.5905346382455,226.66706050362927 L385.79730100429083,278.3972291657681 A16.67066633512406 16.67066633512406 2.121880214954276 0 0 400,303.7968391537244 L400,306.7577750606126 A19.63160224201225 19.63160224201225 2.121880214954276 0 1 383.2747094902062,276.846850664315 L415.0679431241609,225.11668200217616 A18.860029251873968 18.860029251873968 2.121880214954276 0 0 399,196.3813346723731 Z\" style=\"fill: rgb(255, 187, 120);\"/><title>eat6 → landfill Cambridge\noranges\n18.5</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"305.2773071071685\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,192.59065888599946 A251.55038991278707 251.55038991278707 0.30115771451193263 0 0 75.61638980403399,181.26931184248673 L323.441464504761,104.29355505546918 A254.7265971321355 254.7265971321355 0.30115771451193263 0 1 399,92.82925874352233 L399,96.00546596287077 A251.55038991278707 251.55038991278707 0.30115771451193263 0 0 324.383610195966,107.32681300638349 L76.55853549523906,184.30256979340106 A254.7265971321355 254.7265971321355 0.30115771451193263 0 1 1,195.7668661053479 Z\" style=\"fill: rgb(44, 160, 44);\"/><title>inputs → farm4\ninputs\n19.8</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"194.17876249567368\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,172.23011366740286 A203.81734512902136 203.81734512902136 0.3803229102167138 0 0 76.66114117451355,157.6663071885556 L322.09014910688484,59.54693277719169 A207.18114186445735 207.18114186445735 0.3803229102167138 0 1 399,44.74276557409863 L399,48.106562309534624 A203.81734512902136 203.81734512902136 0.3803229102167138 0 0 323.33885882548645,62.670368788381886 L77.90985089311516,160.78974319974577 A207.18114186445735 207.18114186445735 0.3803229102167138 0 1 1,175.59391040283884 Z\" style=\"fill: rgb(44, 160, 44);\"/><title>inputs → farm11\ninputs\n21.0</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"173.91201203512085\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,175.59391040283884 A209.98581896207048 209.98581896207048 0.367361451315491 0 0 76.41728566174078,161.58328678085937 L322.2812938447309,66.96725077232745 A213.60938941743376 213.60938941743376 0.367361451315491 0 1 399,52.714856148531 L399,56.33842660389428 A209.98581896207048 209.98581896207048 0.367361451315491 0 0 323.5827143382592,70.34905022587373 L77.71870615526913,164.96508623440567 A213.60938941743376 213.60938941743376 0.367361451315491 0 1 1,179.21748085820212 Z\" style=\"fill: rgb(44, 160, 44);\"/><title>inputs → farm14\ninputs\n22.6</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"177.40569563052048\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,181.8307529495113 A223.75299918347562 223.75299918347562 0.34179759894242423 0 0 75.99780933312364,168.88746236322734 L322.6701295857083,81.131145231688 A227.72715075746427 227.72715075746427 0.34179759894242423 0 1 399,67.95796454853928 L399,71.93211612252793 A223.75299918347562 223.75299918347562 0.34179759894242423 0 0 324.00219066687634,84.87540670881187 L77.32987041429168,172.6317238403512 A227.72715075746427 227.72715075746427 0.34179759894242423 0 1 1,185.80490452349994 Z\" style=\"fill: rgb(44, 160, 44);\"/><title>inputs → farm10\ninputs\n24.8</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"183.81782873650562\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,188.48458558435158 A240.6163830662451 240.6163830662451 0.3154234768512951 0 0 75.64379387614935,176.61379883781038 L323.0824238266403,95.87013256321596 A244.722456367893 244.722456367893 0.3154234768512951 0 1 399,83.79677307450156 L399,87.90284637614944 A240.6163830662451 240.6163830662451 0.3154234768512951 0 0 324.35620612385065,99.77363312269064 L76.91757617335969,180.51729939728503 A244.722456367893 244.722456367893 0.3154234768512951 0 1 1,192.59065888599946 Z\" style=\"fill: rgb(44, 160, 44);\"/><title>inputs → farm3\ninputs\n25.6</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"190.53762223517552\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,155.49855392170042 A11.953418248227944 11.953418248227944 1.991362331898032 0 1 409.91177347007635,172.33228031130693 L393.43740212716443,209.16696430013252 A7.189067605193365 7.189067605193365 1.991362331898032 0 0 400,219.29116430293504 L400,224.0555149459696 A11.953418248227944 11.953418248227944 1.991362331898032 0 1 389.08822652992365,207.2217885563631 L405.56259787283557,170.3871045675375 A7.189067605193365 7.189067605193365 1.991362331898032 0 0 399,160.26290456473498 Z\" style=\"fill: rgb(255, 127, 14);\"/><title>composting Ely → compost Ely\ncompost\n29.7</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"221.67333962445232\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M399,144.99523779336366 A8.027430054401089 8.027430054401089 1.9647352342388031 0 1 406.412563926136,156.10382498742015 L399.36213018763766,173.0655664451926 A0.690780592731004 0.690780592731004 1.9647352342388031 0 0 400,174.02148837715725 L400,181.35813783882736 A8.027430054401089 8.027430054401089 1.9647352342388031 0 1 392.587436073864,170.24955064477086 L399.63786981236234,153.28780918699843 A0.690780592731004 0.690780592731004 1.9647352342388031 0 0 399,152.33188725503376 Z\" style=\"fill: rgb(255, 127, 14);\"/><title>composting Cambridge → compost Cambridge\ncompost\n45.7</title><text class=\"label\" dy=\"0.35em\" x=\"404\" y=\"177.6898131079923\"/></g></g><g class=\"nodes\"><g class=\"node\" transform=\"translate(399,111.74384051253654)\"><title>farm12</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"3.9826009949613166\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"3.9826009949613166\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,1.9913004974806583) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,1.9913004974806583)\" style=\"display: inline;\">farm12</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"8.982600994961317\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(399,312.32339861280104)\"><title>eat7</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"1.991922530148429\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"1.991922530148429\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,0.9959612650742145) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,0.9959612650742145)\" style=\"display: inline;\">eat7</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"6.991922530148429\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(399,327.65373221847784)\"><title>eat4</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"4.230146358344541\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"4.230146358344541\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,2.1150731791722706) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,2.1150731791722706)\" style=\"display: inline;\">eat4</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"9.230146358344541\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(399,227.2221816126363)\"><title>landfill Ely</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"11.11681816708068\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"11.11681816708068\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,5.55840908354034) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,5.55840908354034)\" style=\"display: inline;\">landfill Ely</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"16.11681816708068\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(399,174.02148837715725)\"><title>composting Cambridge</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"7.336649461670078\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"7.336649461670078\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,3.668324730835039) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,3.668324730835039)\" style=\"display: inline;\">composting Cambridge</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"12.336649461670078\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(399,317.48198780961616)\"><title>eat9</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"7.005077742194999\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"7.005077742194999\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,3.5025388710974994) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,3.5025388710974994)\" style=\"display: inline;\">eat9</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"12.005077742194999\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(399,210.42123989878746)\"><title>landfill Newmarket</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"5.703257737480897\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"5.703257737480897\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,2.8516288687404483) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,2.8516288687404483)\" style=\"display: inline;\">landfill Newmarket</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"10.703257737480897\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(399,335.05054524348907)\"><title>eat8</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"6.949454756511045\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"6.949454756511045\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,3.4747273782555226) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,3.4747273782555226)\" style=\"display: inline;\">eat8</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"11.949454756511045\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(399,136.98669837133366)\"><title>farm9</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"3.269936584284011\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"3.269936584284011\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,1.6349682921420055) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,1.6349682921420055)\" style=\"display: inline;\">farm9</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"8.269936584284011\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(399,246.77385643570884)\"><title>landfill London</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"4.903554419536505\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"4.903554419536505\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,2.4517772097682524) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,2.4517772097682524)\" style=\"display: inline;\">landfill London</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"9.903554419536505\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(399,83.79677307450156)\"><title>farm3</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"5.865819002354115\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"5.865819002354115\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,2.9329095011770576) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" 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class=\"node\" transform=\"translate(399,52.714856148531)\"><title>farm14</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"5.17652922194754\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"5.17652922194754\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,2.58826461097377) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,2.58826461097377)\" style=\"display: inline;\">farm14</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"10.17652922194754\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(399,76.80199060661829)\"><title>farm15</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"3.8281158012166117\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"3.8281158012166117\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,1.9140579006083058) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,1.9140579006083058)\" style=\"display: inline;\">farm15</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"8.828115801216612\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(399,294.796868161164)\"><title>eat5</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"3.1966741665645486\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"3.1966741665645486\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,1.5983370832822743) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" 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transform=\"translate(399,262.3316679891825)\"><title>eat10</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"4.432117878972235\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"4.432117878972235\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,2.2160589394861177) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,2.2160589394861177)\" style=\"display: inline;\">eat10</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"9.432117878972235\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(399,276.81251237606)\"><title>eat2</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"5.600483528569612\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"5.600483528569612\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,2.800241764284806) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,2.800241764284806)\" style=\"display: inline;\">eat2</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"10.600483528569612\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(399,204.81031991605755)\"><title>composting Newmarket</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"2.4442533160632536\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"2.4442533160632536\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,1.2221266580316268) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" 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all;\"/></g><g class=\"node\" transform=\"translate(399,106.40833148251666)\"><title>farm7</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"2.168842363353207\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"2.168842363353207\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,1.0844211816766034) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,1.0844211816766034)\" style=\"display: inline;\">farm7</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"7.168842363353207\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(0,169.7268444322005)\"><title>inputs</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"40.546311135598984\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"40.546311135598984\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,20.273155567799492) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"end\" transform=\"translate(-4,20.273155567799492)\" style=\"display: inline;\">inputs</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"45.546311135598984\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(399,155.49855392170042)\"><title>compost Ely</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"7.435762789199174\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"7.435762789199174\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,3.717881394599587) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,3.717881394599587)\" style=\"display: inline;\">compost Ely</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"12.435762789199174\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(399,254.84407752191203)\"><title>eat1</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"4.3209238006037936\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"4.3209238006037936\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,2.1604619003018968) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,2.1604619003018968)\" style=\"display: inline;\">eat1</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"9.320923800603794\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(399,129.81636967554508)\"><title>farm8</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"4.003662029121898\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"4.003662029121898\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,2.001831014560949) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,2.001831014560949)\" style=\"display: inline;\">farm8</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"9.003662029121898\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(399,67.95796454853928)\"><title>farm10</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"5.677359391412338\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" 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y=\"40.065217391304344\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,64.9304347826087 A867.3665351676511 867.3665351676511 0.08480349832114231 0 1 74.46758391536058,68.04745711130218 L325.88227171279044,89.41956018907825 A863.2361003850424 863.2361003850424 0.08480349832114231 0 0 399,92.52173913043478 L399,96.65217391304347 A867.3665351676511 867.3665351676511 0.08480349832114231 0 1 325.53241608463946,93.53515158434999 L74.11772828720957,72.16304850657392 A863.2361003850424 863.2361003850424 0.08480349832114231 0 0 1,69.06086956521739 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm6 → Susan\nbananas\n1.00</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"66.99565217391304\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,155.96521739130435 A997.9347826086956 997.9347826086956 0.052003633564858376 0 0 52.87284674737174,154.61612508253884 L346.91245243829434,139.3111979175978 A1002.0652173913044 1002.0652173913044 0.052003633564858376 0 1 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James\napples\n3.00</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"189.09130434782608\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,238.73913043478262 A250.00790647186517 250.00790647186517 0.2921127927136973 0 0 72.99631588709607,228.14819035655123 L321.05635045541396,153.5527726768312 A270.66008038490867 270.66008038490867 0.2921127927136973 0 1 399,142.08695652173913 L399,162.73913043478262 A250.00790647186517 250.00790647186517 0.2921127927136973 0 0 327.0036841129039,173.33007051301402 L78.94364954458601,247.92548819273404 A270.66008038490867 270.66008038490867 0.2921127927136973 0 1 1,259.3913043478261 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm2 → Susan\nbananas\n5.00</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"249.06521739130437\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,195.28695652173914 A1010.3260869565217 1010.3260869565217 0.014205007058962993 0 1 15.351206549310277,195.38888773090596 L384.94214786105755,200.63928281138686 A989.6739130434783 989.6739130434783 0.014205007058962993 0 0 399,200.73913043478262 L399,221.39130434782612 A1010.3260869565217 1010.3260869565217 0.014205007058962993 0 1 384.64879345068977,221.2893731386593 L15.057852138942451,216.0389780581784 A989.6739130434783 989.6739130434783 0.014205007058962993 0 0 1,215.93913043478264 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm1 → Mary\napples\n5.00</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"205.6130434782609\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,300.69565217391306 A0 0 0 0 0 1,300.69565217391306 L399,300.69565217391306 A0 0 0 0 0 399,300.69565217391306 L399,342.00000000000006 A0 0 0 0 0 399,342.00000000000006 L1,342.00000000000006 A0 0 0 0 0 1,342.00000000000006 Z\" style=\"fill: rgb(174, 199, 232);\"/><title>farm2 → Fred\nbananas\n10.0</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"321.34782608695656\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,91.8608695652174 A1020.6521739130435 1020.6521739130435 0.012425778145872979 0 1 13.68207111938339,91.93966288010684 L386.8311543359271,96.57656925200472 A979.3478260869565 979.3478260869565 0.012425778145872979 0 0 399,96.65217391304347 L399,137.9565217391304 A1020.6521739130435 1020.6521739130435 0.012425778145872979 0 1 386.31792888061665,137.87772842424098 L13.16884566407288,133.2408220523431 A979.3478260869565 979.3478260869565 0.012425778145872979 0 0 1,133.16521739130434 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm3 → Susan\napples\n10.0</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"112.51304347826087\"/></g><g class=\"link\" style=\"opacity: 0.8;\"><path d=\"M1,259.3913043478261 A0 0 0 0 0 1,259.3913043478261 L399,259.3913043478261 A0 0 0 0 0 399,259.3913043478261 L399,300.6956521739131 A0 0 0 0 0 399,300.6956521739131 L1,300.6956521739131 A0 0 0 0 0 1,300.6956521739131 Z\" style=\"fill: rgb(31, 119, 180);\"/><title>farm2 → Fred\napples\n10.0</title><text class=\"label\" dy=\"0.35em\" x=\"5\" y=\"280.0434782608696\"/></g></g><g class=\"nodes\"><g class=\"node\" transform=\"translate(399,88.3913043478261)\"><title>Susan</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"74.34782608695653\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"74.34782608695653\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,37.173913043478265) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,37.173913043478265)\" style=\"display: inline;\">Susan</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"79.34782608695653\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(0,155.96521739130435)\"><title>farm4</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"4.130434782608688\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"4.130434782608688\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,2.065217391304344) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"end\" transform=\"translate(-4,2.065217391304344)\" style=\"display: inline;\">farm4</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"9.130434782608688\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(399,200.73913043478262)\"><title>Mary</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"20.65217391304347\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"20.65217391304347\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,10.326086956521735) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"start\" transform=\"translate(5,10.326086956521735)\" style=\"display: inline;\">Mary</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"25.65217391304347\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(0,91.8608695652174)\"><title>farm3</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"41.30434782608694\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"41.30434782608694\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,20.65217391304347) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"end\" transform=\"translate(-4,20.65217391304347)\" style=\"display: inline;\">farm3</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"46.30434782608694\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(0,64.9304347826087)\"><title>farm6</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"4.130434782608688\" style=\"display: inline; stroke: rgb(0, 0, 0);\"/><rect class=\"node-body\" width=\"1\" height=\"4.130434782608688\" style=\"fill: none;\"/><text class=\"node-value\" dy=\".35em\" text-anchor=\"middle\" transform=\"translate(0.5,2.065217391304344) rotate(-90)\" style=\"display: none;\"/><text class=\"node-title\" dy=\".35em\" text-anchor=\"end\" transform=\"translate(-4,2.065217391304344)\" style=\"display: inline;\">farm6</text><rect class=\"node-click-target\" x=\"-5\" y=\"-5\" width=\"10\" height=\"9.130434782608688\" style=\"fill: none; visibility: hidden; pointer-events: all;\"/></g><g class=\"node\" transform=\"translate(0,38)\"><title>farm5</title><line x1=\"0\" x2=\"0\" y1=\"0\" y2=\"4.130434782608695\" 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sort_sankey.py
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