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= \"data:image/png;base64,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\"","module.exports = \"data:image/png;base64,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\"","module.exports = 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\"","module.exports = \"data:image/png;base64,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\"","module.exports = 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\"","module.exports = 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pG/jKAheWQ3UjFcn7+Kh4f+H2wU/0JgcPjsSIARseAgCAqAth4bmb+PfeS8BQJvwO9UVQn+c+psF8Qs/bdw/8EX5Sr1ehuL8Xtr0Ks/Ai/KffkcJ6KKdQmn+Zzvz31N/syCGfecdfvH/U6zXbqU3SAC07U2xJDPICqV/CICLNH4XP0Pmj1N/sxAmHK8bJ8kOv4vPhUp0O3nx+X1gNHZADiOC50Idwo08d3QEr1P9GeUhUHokQPJPN76UT/JSzhHQW9mNSeOPc97kGVnLc/doJ2Q8B4jG/zaqx0dozglQdrjduIFmIYGwkq8pgT1e5D8eGcBLiCkGCYJ3aRPW8sxNbR/67Jlj89f9eqXFOj9DgPkA3/rsxUzycORfo/7oC3jE/miX8dh7XB61GWPPlVvo5lM6BH4bCWisDKJRmk+L13PC3tjYU1IsT+39PnfRfAmUgwBgGrW9AmMIaJweyjARAKbR6DR/L+lpjQQYBQDAdBqd5g8hoHGlJABgGvVyEHsEAMAP1YnhJXsEAKA5P8tBT8qHlgEAriu9FPdDOag0RgIA4JBWCDAnAAAOaW4WAwBMV7ocpLpPgJEAAPjCnAAAtI5yEAD4pFJBIQQAwCeVCgohAAAN0wgBJoUBwCmNEGBSGACcohwEAO1aEgIA0K6OEACAhhECANAwQgAAGkYIAEC7BkIAANq1JwQAoGGEAAA0jBAAgIZphMCSBwwAfNIIgY7fPQD4RDkIABpGCACAT4vCn6pPhAAAuFVVCDA5DAAOaYUAk8MA4BDlIADwqXQFRbUcxEgAAG5Tut1kTgAAWvffMQ0AAK6olYO2Cn9qRgIAcBu1ctCgEATMCQDAdGpt5jgnsC/8fQgBAJhOo3ryvd0fQ2BX+JtRDgKA6TQ6zocq0M8Q0JgcZjQAANOoTAon5RBgNAAA06hMCqejfQJD4W9a+jAkAKhF6U7zz/Y+D4HSk8OEAABMU7q9/Nnea54dRDkIAKYpHQInRwKly0FMDAPAdWrLQ5NyOWhV+N8PADXQKJ2bTAwn5gUA4CqNkcDJECg9EkjMCwDAVaXbyQ9tfR4C7BUAAHtqk8KJEAAAd0q3kx+OCTpeIsoZQgBgR2MBzYcO/3EIaGwYY6koAJymOimcToQAJSEAsKPRPl4sB2msEGK/AACcpnZ66Eh7TiAxEgCAkzrt5aHpzNlB7BwGAH2qx0WMLEKgY+cwAPxGo4PsIgQSowEA+A0hAAANK90uDlMmhpPS5DAhAAC/aLSJJ9v2c5fKlA6CBfMCAPCTSSkoXQgBSkIAoKe5kcDBk8L3AIAImgwBRgIAoNMhPlvdORcCg9J+AYIAQOvMRgHpQghc/IdmREkIQOs02kG3IcBIAEDLlkorJd2GgNYPAAA80loaOpz7Hy+FgMa8QKIkBKBha4U/+sUO/aUQuPoPz0TjhwAA3iwsLpE5di0EtsU+1i9LrpwE0CCtKoj7kUCiJASgQVqloLPzAWlCCCSl0QAlIQAt0SoFXW2/vYTAilVCABriohSUJoYAJSEAmJdG9aOfssLzjxv+RaWHLocfynvh71G7cc0xk+0oYZ8tHb9YZ8ZFbkpBaWIIHGxSSp8e+zxXLeVLY29CLToJz7XSQwWM9lIleD91WxUuelb68Uyq4kwNAa2S0KEx+6r0vaI7PEgv9PhhZOy0PUsn8Y0wmEyj9D1MHQlMmRNIkvoav2BWCV13aPT/lJEZAQAPDu/tX7y/kzwpLYKZvKBnagjc9C99QMcE8UVjAHDwHrw5PJufCYKrtNq3IiGwue+z3IyH6LxP1P7h3Gc6cmd1Su3b5FJQujEEtEpCWsOlaFYEJIL4TKnyJK3396aqzS0hkBRHA1qz55GUXp0FzKXjHT5J62dSRQjQ4/1oSRkIwfAOf6RV4bipFJTuCIFJO9BmoFU7i4IaK6LR2hAVhdYo4OaO+q0hcNc3uRPDyV9YDYSICIEfForvcFUhsKTxA0JjgccPL0rf565KzT0hcHPN6QFaPzzvCEMgJs3S9l1nr90TAklxNMAR0z9wWBcQk2ZZ+67O+b0hsFU8J4TRAIfqIabWOy+aS2XvbpPvDYGkvFy09dEAB3MhotY7L8+Km+bubo8jhEBiNKB2iiswp9afW625gP6RedpHQuChb3yj1kcDWj9nYC6anUSPNNushy7jeiQEHv7mN2p5NDDwUiGYt8Z/YZrt1UNtw6MhsFOsV7c+GvjKRBuCaP22sWfFtmrzaLvwaAgk5cRvfTTwr4PPAVyyb3wU0Cm3Uw9XY+YIga1iD7X10cBh5PXKiABOHQLgn8afT80VQbs5VmDNEQIDcwOqNvKitb78Dr68EwDqR2jP0u7OEQJJedJyzTEK3wPgbxkVEAawtJXGnzkr3VHAbKsz/5jjXyIfaKO4LvZFHrzWbeRrkR2x0XpAorxxQYjmwhDvFspVitnmXeYKgSQfSisEVnLGPuvnf+hZQgqY0gyAWd/3ucpByaAh4rpFAB5o3/896+qrOUMgKU8Qaw+/AOAUzQ7p7Ef5zx0Ce+XzQjQ3ZQDAsbXyDWrvc0/Azx0CSXmjSEdZCIAR7fanyHL8EiGwUx4NPLEiBoCBF8UloanEKCAVCoEk69c1fVb+fgDatlLeGNaXqrKUCgHtlUJMEgPQpF2GLlZmLxUCyeAQqRcmiQEoeFGeDC7aqS4ZAhYbmCgLASjJoupQtENdMgSSwXki2nU6AG3R7mjuSnemS4eA9gmjibIQgEKeDVYiFi+rlw6BZHDLUEdZCMDMLMpAW43l9hohMBhMElMWAjCnL8p7ApKU04vTCIEkNS3NDWRJlnBpzuADqJP2aqAkHWeVCopWCCSje0c/G6Q3gHosDcpAveZcqmYIFJ/lPsHiFwigDp2UgbSprqrUDIFkdAXds5wvBAC3+Gyw0nCnfVmWdghYTBIno18mgLjWBp3HweDcNfUQSFLr0p4kthrWAYhnaXREvfZy+u8sQiBpLX06YvWLBRBHZ7QcdG9UJTELAas/8LPyXaAAYrEqHauXgUZWIZAkBPYG35f9AwBOeTFaRPJu1BZ+ZxkCyagsZDXcA+DXk9Fy8mKXxUxlHQI7gwPmkgz3mCgGkKQyYHXe2KvBsvkPrEMgGZaFVhw0BzSvMzxZwGKl5G88hIDJ2lixZqIYaNoXoznCvVE5/DceQiBZLo+SXoD2GeEA7Fm++2argY55CYFkWBZKhr0BADYsl4t/tVwNdMxTCBz8azRJcqgH/smKIaAJa8ONo1aLYc7yFgK9YZ2MIADqZ7kgZJCOriveQiDJcdPaR06PlgQBUK2l8dJwq0rHRR5DIBnXzCzXDAMow7qD9+ZhOegpXkNgMN5E8UQQANWwDoCd9a7gS7yGQHKwjnZNEADhWW4GS17nAXKeQyAZzw8kggAIbVzsYbn82+U8QM57CCQpC1muqSUIgHg8BMBXr/MAuQghcPCPcZoSBEAcHgJg420/wDlRQmCQILBEEAD+eQgAN+cCTRElBJL8YK3P2yAIAL+WDgJgcFC5uEmkEEhOhlgEAeAPAXCnaCGQZJi1Nf4Ma24nA9zwstPf1cFwU0UMgeRgxVCSDWUcMQHYWjl5D9+Ml7PfLWoIeBl2jT2QhfHnAFq0dhIAG887gq+JGgLJWRD8xX0EgKpnJ3NzO08XxNzjP9++fYv3qT8aG2Fr43lH1vMVQO0+O7kWdh9xIvhYDSGQnK3YeY1aGwSc62RBhofrYKsIgFRRCCRnQbCJPkQEnBmPePdQdh1L0eFWAp1SUwgkqRNaXRt3bBfh8CgggJWjJdlVBUCqMASSo3phkusy/63pgQGUeerYVRcAqdIQSM6CYJBNJMwTANN10vh7eY+TBID7U0FvVWsIJGdBkJgnACbzVP8fVbvgo+YQSA6DYC/lod7BZwE8WssIwNNO/KpX/NUeAslhELCfAPidx/JPamHJdwshkBwGQZIH6yurhwCX5Z/Uyp6fVkIgOQ2CvZPD8AArnlb/5JrZ9NlSCCSnQZDk8KmwB1ABd1jI++hh9++xpnb9txYCyXEQMCpAKw69/xeHx7A3uZy7xRBIMvx8dvA5jg1ycxqjAtTIc++/yo1gU7QaAsn5NZGMClAbr73/1HIApMZDIAW4L/hNRgasIEJUSxl5e+z9HzQdAIkQ+O5JgsDrNZG9jAqq266OqnVZ79+rao6DfgQh8IOXi6ov2cqkFbuN4d2T9P49X7tKAAhC4BevG1Zy48QxJSJ45HniN8dGzQwh8FEnIwLv9wX3Ml/AyaTwoJOyj8cVd8feJQAgCIHTvO4lOLaTMGC+ABbGuv+z81LqiKtfTyAEzvO6nf2UnTzgzBdAy1p6/57r/qNBTu+ls3QCIXCZ95VDxzYyMiAMUEqkxj+x5+Y6QuC6CBPGxwgDzC1a459kRd0rE8CXEQLTdBIETxE+bIYwwKMiNv6JQxmnIwRu8+J888s5W1kVQU0UU0Vt/Lm06UaEwO0Oa6C/BJonyO0kDHhBcEq01T7HuL71DoTAfRYSBJHmCXK9hMGGeinkOX4Osiz6HNb/34kQeIzXI6mnGrJSEasn2rOWL+87fC+h/PMgQuBxkctDuX1WKmJ0UK9F1uuv4Zml/PMgQmAeUVcPnTKODjZMJFejk2fzOXAJ8xirf2ZCCMzL88UZ9+izchG9rXie5Ctyrf8YR6vPjBCYX5STFG+1l9HBlkBw7Sn7qqUzMhqvXqVcOSNCoJzaRgW5vYTBlgllc510OMbGv8bnjd5/QYRAWbWOCnK9vJxb+U96aeUtpMFfVTIPdQm9/8IIAR01jwqO7bJQYJQwj7y3vwq4i/ce9P6VEAJ6FrKvoPaeW26Ql3ifhQOuW8gqnpV81bKiZ6o3bs/TQwjoi3D/akljKORfrVtljf6y8WeDezGUEQI2uqxEhF/B0GfBUGMvcOzh51+tNvi5QY584NYvA4SArRYmju81HAXCPisvebbIGvsu69m3VtKZitKPMULAh5WEAb3C6cZQGLIJ6OFoMvr4v9+jO2rA8/+e//WykYn/uWyl90/pxxgh4Mta5gtoTFCrvTT+LBJwghDwJ/qZ7sApvZR+qPs7Qwj41cmooKZzX9AeJn2dIwT8W8gqIsIAkQwy4cukr3OEQByEASKg8Q+GEIiHMIBHXFkaFCEQFxPI8IAJ3+AIgfg6GRU8s88AinbZdaQIjBCoSw0Xh8O3jTT+nPlUCUKgTksZGdR6yQh09VnjT72/MoRA3SgV4RHb7EpRVIoQaAejA0zRZ7V+zvVpACHQpnV2Jy0wSKNPrb9BhEDbxrtq1xx13Jyx4d9S7mkbIYARgVA/Gn78hhDAKYvsUnNKRrHR8OMiQgDXdEeBwKSyf/us0afGj4sIAdxqmQUCm9J86GUH704aftbyYzJCAI9aHX2hvLzR37GUE48gBDC3PBS4d3cee2ns9zT6mBshgNIWWSAsKSFdtZdGfp/19IFiCAFYWEo4jKGwaPBYi0Ea+uNGH1BFCMCTlZSPlkelpIijhz4r2+yl0e+zBp/JW7hACCCaZVZiejIeQfRZb35s2OnNIxRCANFZjRJ6JmgRXkrp/0AOQu/WOeROAAAAAElFTkSuQmCC\"","module.exports = 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\"","module.exports = \"data:image/png;base64,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\"","module.exports = \"data:image/png;base64,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\"","module.exports = \"data:image/png;base64,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\"","module.exports = \"data:image/png;base64,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\"","export const appReducer = (state, action) => {\n return {\n ...state,\n ...action,\n };\n};\n","import React, { createContext, useReducer } from \"react\";\nimport { appReducer } from \"../reducers/appReducer\";\n\nconst initialState = {\n selectedFeature: null,\n dialog: {},\n showConsole: true,\n showCostEstimatorSidePanel: true\n};\n\nexport const AppContext = createContext();\nconst AppContextProvider = ({ children }) => {\n const [appState, setAppState] = useReducer(appReducer, initialState);\n return (\n
© 1992 – 2020 TomTom. All rights reserved. This material is proprietary and the subject of copyright protection, database right protection and other intellectual property rights owned by TomTom or its suppliers. The use of this material is subject to the terms of a license agreement. Any unauthorized copying or disclosure of this material will lead to criminal and civil liabilities.\",\n colour: \"#fff\",\n layer: \"roads\",\n },\n];\n\nexport const mapLayerTypeArr = [\n {\n id: 1,\n icon: \"check-square\",\n name: \"LV\",\n value: \"lvNetwork\",\n label: \"lvNetwork\",\n param: 1,\n selected: false,\n active: true,\n disabled: true,\n description: \"\",\n colour: \"#28a745\",\n layer: \"lv\"\n },\n {\n id: 2,\n icon: \"check-square\",\n name: \"HV\",\n value: \"hvNetwork\",\n label: \"hvNetwork\",\n param: 2,\n selected: false,\n active: true,\n disabled: true,\n description: \"\",\n colour: \"#007bff\",\n layer: \"hv\"\n },\n {\n id: 3,\n icon: \"check-square\",\n name: \"LSOAs\",\n value: \"lsoa\",\n label: \"lsoa\",\n param: 3,\n selected: false,\n active: true,\n disabled: true,\n description: \"\",\n colour: \"#ffc107\",\n layer: \"lsoa\"\n },\n {\n id: 4,\n icon: \"check-square\",\n name: \"En-route\",\n value: \"enroute\",\n label: \"enroute\",\n param: 4,\n selected: false,\n active: false,\n disabled: true,\n description: \"\",\n colour: \"#fff\",\n layer: \"roads\"\n },\n {\n id: 5,\n icon: \"check-square\",\n name: \"Planned Reinforcement\",\n value: \"plannedReinforcement\",\n label: \"plannedReinforcement\",\n param: 5,\n selected: false,\n active: false,\n disabled: true,\n description: \"\",\n colour: \"#fff\",\n layer: \"plannedReinforcement\"\n },\n];\n\nexport const costingMapLayerTypeArr = [\n {\n id: 1,\n icon: \"check-square\",\n name: \"Cost Estimator\",\n value: \"costEstimator\",\n label: \"costEstimator\",\n param: 1,\n selected: true,\n active: true,\n disabled: false,\n description: \"\",\n colour: \"#fff\",\n layer: \"costEstimator\"\n },\n {\n id: 2,\n icon: \"check-square\",\n name: \"Interest in Capacity\",\n value: \"interestInCapacity\",\n label: \"interestInCapacity\",\n param: 2,\n selected: true,\n active: false,\n disabled: false,\n description: \"\",\n colour: \"#fff\",\n layer: \"interestInCapacity\"\n },\n {\n id: 3,\n icon: \"check-square\",\n name: \"Planned Reinforcement\",\n value: \"plannedReinforcement\",\n label: \"plannedReinforcement\",\n param: 3,\n selected: false,\n active: false,\n disabled: true,\n description: \"\",\n colour: \"#fff\",\n layer: \"plannedReinforcement\"\n },\n];\n","import React from \"react\";\nimport { DomEvent } from \"leaflet\";\nimport \"./EAControl.css\";\n\nconst EAControl = ({ children, positionX, positionY, cssClasses = \"\" }) => {\n const refContainer = (element) => {\n if (element) {\n DomEvent.disableClickPropagation(element).disableScrollPropagation(\n element\n );\n }\n };\n\n return (\n
\n Select a scenario and forecast year\n
\nThe transport layer in ConnectMore displays a set of scenario-based forecasts for EV charging demand data across the SPEN license area. This data has been derived from a detailed transport model, with demand for public charging based on the number of EVs assumed, their likely trip patterns – including distance and energy consumption, and the likely provision of private, home-based charging.
\nThe EV charging demand data has been derived for a range of possible future situations. This data does not therefore provide a known outcome and should instead be used as a guide to inform decisions such as ‘Based on a plausible number of EVs in 2025, how many charging points might be required in this area?’
\nConfigure EV Charging Demand
\n\nconst Step2 = ({ currentStep }) =>\n currentStep === 2 &&\n\n Select an area or road on the map to view further information.\n
\n\n Select a road on the map to view further information\n
\n\n Select an area on the map to view further information\n
\nConfigure Electricity Network Capacity
\n);\n\nconst Step2 = ({ currentStep, layers, updateLayers }) => (\n currentStep === 2 && \n <>\n\n LSOA Code: \n {lsoaData && lsoaData[0].code}\n
\n LSOA Postcode: \n {lsoaData && lsoaData[0].postCode}\n
\n Zone Number: \n {lsoaData && lsoaData[0].zoneId}\n
\n Daily energy consumption for selected location types:{\" \"}\n \n {colorLabel(evChargingDemandLegendMap, selectedFeature.color)}\n {\" \"}\n ({kwhPerKm(selectedFeature)} kWh/km2){popover(\"z\")}\n
\n\n Number of charging events per day for selected location types:{\" \"}\n {Math.round(selectedFeature.eventsPerKm2)} per km2\n {popover(\"a\")}\n
\n\n {data.roadnumber && \n <>\n Road Name: \n {data.roadnumber}\n
\n >\n }\n Link Number: \n {data['link_fro~1']}\n
\n Bidirectional: \n {data.bi_directional ? \"Yes\" : \"No\"}\n {popover('bi')}\n
\n The data shown in the Network Capacity is based on network modelling and the asset colouring is based on a load flow assessment, made with Debut 2.0, of the thermal and existing voltage capacity of the network. \n
\n\n Reinforcements add expense to the connection costs and take longer to complete.\n
\nSP Energy Networks data is updated on a regular basis.
\n\n Disclaimer: This Network Capacity heatmaps provides a general overview of areas where connections can be made and there is existing capacity for connections. Results are based on thermal and existing voltage drop assessments only. Connections applications will require further assessments to be carried out such as voltage drops due to the new load and fault level at the specified connection site and for the specified connection parameters.\n
\n{text}
\n\n Select capacity to be connected\n
\nThe transport layer in ConnectMore displays a set of scenario-based forecasts for EV charging demand data across the SPEN license area. This data has been derived from a detailed transport model, with demand for public charging based on the number of EVs assumed, their likely trip patterns – including distance and energy consumption, and the likely provision of private, home-based charging.
\nThe EV charging demand data has been derived for a range of possible future situations. This data does not therefore provide a known outcome and should instead be used as a guide to inform decisions such as ‘Based on a plausible number of EVs in 2025, how many charging points might be required in this area?’
\n