{"id":63,"date":"2026-10-18T04:36:45","date_gmt":"2026-10-18T04:36:45","guid":{"rendered":"https:\/\/risksacademy.com\/finance-economics\/departments\/insurance-actuarial\/"},"modified":"2026-10-20T15:47:53","modified_gmt":"2026-10-20T15:47:53","slug":"insurance-actuarial","status":"publish","type":"page","link":"https:\/\/risksacademy.com\/finance-economics\/departments\/insurance-actuarial\/","title":{"rendered":"Department of Insurance and Actuarial Science"},"content":{"rendered":"\n<!-- Risk Academy page \u00b7 https:\/\/risksacademy.com\/finance-economics\/departments\/insurance-actuarial\/ \u00b7 generated by integrations\/wordpress\/academy\/build.mjs, never edit this file --><script type=\"text\/x-nexus\" class=\"_iub_cs_skip\" id=\"nxe-ast-engine\" 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:where([role=\"tablist\"],[role=\"toolbar\"],[hidden],button,.nx-theme-toggle,.nx-live-slot){display:none}#nxe-nio4p929.nxe img{max-width:100%;height:auto}<\/style><svg class=\"nx-defs\" aria-hidden=\"true\" focusable=\"false\" width=\"0\" height=\"0\"><defs><linearGradient id=\"nx-gi\" x1=\"0\" y1=\"0\" x2=\"1\" y2=\"1\"><stop offset=\"0\" class=\"nx-gi-a\"\/><stop offset=\"0.55\" class=\"nx-gi-b\"\/><stop offset=\"1\" class=\"nx-gi-c\"\/><\/linearGradient><\/defs><\/svg><div class=\"nx-ra-bar\"><div class=\"nx-ra-bar-in\"><nav class=\"nx-ra-crumb\" aria-label=\"Breadcrumb\"><ol><li><a href=\"https:\/\/risksacademy.com\/\">Risk Academy<\/a><\/li><li><a href=\"https:\/\/risksacademy.com\/finance-economics\/\">Faculty of Finance and Economics<\/a><\/li><li><a href=\"https:\/\/risksacademy.com\/finance-economics\/departments\/\">Departments of the Faculty of Finance and Economics<\/a><\/li><li aria-current=\"page\"><span>Department of Insurance and Actuarial Science<\/span><\/li><\/ol><\/nav><div class=\"nx-theme-toggle\" role=\"group\" aria-label=\"Appearance of this page\" hidden><button type=\"button\" data-mode=\"light\" aria-pressed=\"false\">Light<\/button><button type=\"button\" data-mode=\"dark\" aria-pressed=\"false\">Dark<\/button><button type=\"button\" data-mode=\"auto\" aria-pressed=\"true\">System<\/button><\/div><\/div><\/div><section class=\"nx-scene nx-ra-scene\" data-scene=\"academy\" aria-labelledby=\"nx-sc-title\" data-av-hero=\"catmodel\"><div class=\"nx-scene-stage nx-ra-stage\"><div class=\"nx-av\" data-av=\"catmodel\" data-av-tone=\"finance\" data-av-od=\"nENm7tCYcRkXxmpZgNUlKS332O+9kVZ3yMb8rB3Sq8E=\" data-av-o=\"{&quot;seed&quot;:6}\" aria-hidden=\"true\"><svg class=\"nx-av-poster\" viewBox=\"0 0 800 500\" preserveAspectRatio=\"xMidYMid meet\" aria-hidden=\"true\" focusable=\"false\" 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class=\"nx-av-ui\"><p class=\"nx-av-cap\">Illustrative: event footprints crossing a portfolio, losses rising and the exceedance-probability curve<\/p><button type=\"button\" class=\"nx-av-pause\" data-av-act=\"pause\" aria-pressed=\"false\" aria-label=\"Pause the background animation\" disabled><svg width=\"12\" height=\"12\" viewBox=\"0 0 10 10\" aria-hidden=\"true\"><path fill=\"currentColor\" d=\"M2 1h2v8H2zM6 1h2v8H6z\"\/><\/svg><\/button><\/div><\/div><div class=\"nx-scene-intro\"><p class=\"nx-eyebrow\">Risk Academy, led by the Nexus Consortium \u00b7 Finance and Economics<\/p><span class=\"nx-scene-rule\" aria-hidden=\"true\"><\/span><h1 id=\"nx-sc-title\" class=\"nx-scene-title\">Department of Insurance and Actuarial Science<\/h1><p class=\"nx-scene-lede\">The department prices and pools catastrophe risk on real exposures: the plants and refineries of the Houston Ship Channel at their ground elevations are the portfolio of its loss-exceedance instrument, whose hazard and vulnerability inputs are declared design values until the published rows admit.<\/p><div class=\"nx-actions\"><a class=\"nx-btn\" data-variant=\"primary\" href=\"#nx-sec-disciplines\">See the disciplines <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a class=\"nx-btn\" data-variant=\"secondary\" href=\"#nx-sec-maps\">Map Insurance and Actuarial Science on a real place<\/a><\/div><\/div><dl class=\"nx-scene-stats nx-ra-figs\" data-n=\"2\"><div><dt class=\"nx-eyebrow\">Disciplines<\/dt><dd>3<\/dd><\/div><div><dt class=\"nx-eyebrow\">Nexus Standards taught<\/dt><dd>6<\/dd><\/div><\/dl><\/section><nav class=\"nx-index-strip nx-ra-jump\" data-nx-spy=\"true\" aria-label=\"On this page\"><div class=\"nx-container\"><a href=\"#nx-sec-stage\"><span>01<\/span>Map<\/a><a href=\"#nx-sec-disciplines\"><span>02<\/span>Disciplines<\/a><a href=\"#nx-sec-model\"><span>03<\/span>The faculty's model<\/a><a href=\"#nx-sec-instrument\"><span>04<\/span>Simulators<\/a><a href=\"#nx-sec-maps\"><span>05<\/span>Maps<\/a><a href=\"#nx-sec-figure\"><span>06<\/span>Department figure<\/a><a href=\"#nx-sec-standards\"><span>07<\/span>Nexus Standards<\/a><a href=\"#nx-sec-research\"><span>08<\/span>Research hub<\/a><a href=\"#nx-sec-hub\"><span>09<\/span>Hub<\/a><a href=\"#nx-sec-courses\"><span>10<\/span>Courses<\/a><a href=\"#nx-sec-pathways\"><span>11<\/span>Pathways<\/a><a href=\"#nx-sec-practice\"><span>12<\/span>Practice<\/a><a href=\"#nx-sec-ecosystem\"><span>13<\/span>Across the ecosystem<\/a><a href=\"#nx-sec-across\"><span>14<\/span>Consortium<\/a><\/div><\/nav><section id=\"nx-sec-stage\" class=\"nx-section nx-as\" data-as=\"wide\" data-ra-wide=\"true\" data-hue=\"finance\" aria-labelledby=\"nx-sec-stage-h\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">01<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Map<\/span><\/div><h2 id=\"nx-sec-stage-h\" class=\"nx-section-title\">How its disciplines connect<\/h2><\/div><div class=\"nx-section-body nx-as-body\"><section class=\"nx-sc\" data-ra-scene=\"finance-economics-insurance-actuarial\" data-sc-kind=\"constellation\" data-sc-z=\"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\" id=\"nx-sec-scene\" data-sc-band=\"true\" aria-label=\"Department of Insurance and Actuarial Science\"><div class=\"nx-sc-stage\" data-sc-stage=\"true\"><svg class=\"nx-sc-svg\" viewBox=\"0 0 786 367\" role=\"img\" aria-label=\"Department of Insurance and Actuarial Science\" preserveAspectRatio=\"xMidYMid meet\" data-nx-z=\"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\"><\/svg><\/div><div class=\"nx-sc-intro nx-sc-bh\"><p class=\"nx-sc-eb\">The map<\/p><p class=\"nx-sc-key\" aria-label=\"Key\"><span><i class=\"nx-sc-g\" data-k=\"hub\"><\/i>Department<\/span><span><i class=\"nx-sc-g\" data-k=\"member\"><\/i>Discipline<\/span><span><i class=\"nx-sc-g\" data-k=\"std\"><\/i>Nexus Standard taught here<\/span><\/p><\/div><aside class=\"nx-sc-insp\" aria-label=\"Inspector\"><div class=\"nx-sc-tabs\" role=\"group\" aria-label=\"Inspector views\"><button type=\"button\" data-sc-tab=\"model\" aria-pressed=\"true\" disabled>Disciplines<\/button><button type=\"button\" data-sc-tab=\"step\" aria-pressed=\"false\" disabled>Selected<\/button><\/div><div class=\"nx-sc-pane\" data-sc-pane=\"model\"><div class=\"nx-sc-is\"><p class=\"nx-sc-eb\">3 disciplines<\/p><a class=\"nx-sc-row\" href=\"https:\/\/risksacademy.com\/finance-economics\/insurance-reinsurance\/\" data-sc-go=\"m:insurance-reinsurance\"><span class=\"nx-sc-dot\"><\/span><span>Insurance, reinsurance and protection gaps<\/span><span class=\"nx-sc-n\">Courses in development<\/span><\/a><a class=\"nx-sc-row\" href=\"https:\/\/risksacademy.com\/finance-economics\/actuarial-science\/\" data-sc-go=\"m:actuarial-science\"><span class=\"nx-sc-dot\"><\/span><span>Actuarial science<\/span><span class=\"nx-sc-n\">Courses in development<\/span><\/a><a class=\"nx-sc-row\" href=\"https:\/\/risksacademy.com\/finance-economics\/disaster-risk-finance\/\" data-sc-go=\"m:disaster-risk-finance\"><span class=\"nx-sc-dot\"><\/span><span>Disaster risk finance<\/span><span class=\"nx-sc-n\">Courses in development<\/span><\/a><\/div><\/div><div class=\"nx-sc-pane\" data-sc-pane=\"step\" hidden><div class=\"nx-sc-is\" data-sc-step=\"true\"><p class=\"nx-sc-p0\">Select a node in the scene, or a row in the map, to read it here.<\/p><\/div><\/div><\/aside><div class=\"nx-sc-find\" data-sc-find=\"true\"><svg width=\"16\" height=\"16\" viewBox=\"0 0 16 16\" aria-hidden=\"true\"><circle cx=\"7\" cy=\"7\" r=\"5\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\"\/><path d=\"M11 11l3 3\" stroke=\"currentColor\" stroke-width=\"1.5\"\/><\/svg><span class=\"nx-sc-q\" data-sc-q=\"true\" aria-hidden=\"true\">Search a discipline or standard<\/span><kbd>\/<\/kbd><\/div><div class=\"nx-sc-tools\"><button type=\"button\" class=\"nx-sc-btn nx-sc-sheet\" data-sc-act=\"sheet\" aria-expanded=\"false\" disabled>Map<\/button><button type=\"button\" class=\"nx-sc-ib\" data-sc-act=\"reset\" aria-label=\"Reset the view\" disabled><svg width=\"14\" height=\"14\" viewBox=\"0 0 14 14\" aria-hidden=\"true\"><path fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.4\" d=\"M2.5 7a4.5 4.5 0 1 0 1.4-3.3M2.5 1.8v2.4h2.4\"\/><\/svg><\/button><button type=\"button\" class=\"nx-sc-ib\" data-sc-act=\"clear\" aria-pressed=\"false\" aria-label=\"Scene only\" disabled><svg width=\"14\" height=\"14\" viewBox=\"0 0 14 14\" aria-hidden=\"true\"><path fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.4\" d=\"M1.5 5l0-3.5 3.5 0m4 0 3.5 0 0 3.5m0 4 0 3.5-3.5 0m-4 0-3.5 0 0-3.5\"\/><\/svg><\/button><\/div><\/section><\/div><\/div><\/section><section id=\"nx-sec-disciplines\" class=\"nx-section nx-as\" data-as=\"tiles\" data-ra-wide=\"true\" data-hue=\"finance\" aria-labelledby=\"nx-sec-disciplines-h\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">02<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Disciplines<\/span><\/div><h2 id=\"nx-sec-disciplines-h\" class=\"nx-section-title\">Disciplines of the department<\/h2><p class=\"nx-lede\">A filled mark is one open course in the discipline.<\/p><\/div><div class=\"nx-section-body nx-as-body\"><figure class=\"nx-as-z\" data-nx-z=\"xVNBjtswDPwK4XMc3wOvgaK99Nr2A4zExMTKlFaknOT3hVwnSNpNT130JlDDEWeG6ksAF1D1pZFzi9YMfeChx4diiw2MmQ4vzWiWdNd1mfVV0aGn6bJ1ceoOLCiOWnJR4sROOxYteallup27Zug1oTzSWzN8vSI2cAcHFA8pRyNnHAWOmLTvKsF7NG4lHz7HkpUUWMDTTCGmicSujU\/7z83wYyTwrI5TYCFwcaasMMYTVMXACinGQH4ZzDKKHihn8mBjjuU4wuPod1J2UMRTPmU2luMqjB3LcVMVJsp2WaoOtWCwy\/b5oNoM3w3FY\/a6g2+sr+0elfzd6xrDTOIukOnIE91c63Dou5rwP0oZnRXMjKFVx\/S3hD9dkbAi\/0OQNhK8FRRjQ+OZYCIbo1eIh9+SSyTKUXQHIapWKsu8L3ULdQN0tkwTwYyh3Eg24CmR+Kpt+1F+e1ZUo9xWbLveP\/X8y4r+tb0r+kN9f\/dFSAFlYUM\/L4X6o2oYLqot7l91KZw4BNgvrv7pYlfC8BM=\"><\/figure><\/div><\/div><\/section><section id=\"nx-sec-model\" class=\"nx-section nx-as\" data-as=\"wide\" data-ra-wide=\"true\" data-hue=\"finance\" aria-labelledby=\"nx-sec-model-h\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">03<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">The faculty's model<\/span><\/div><h2 id=\"nx-sec-model-h\" class=\"nx-section-title\">Run the faculty's model<\/h2><p class=\"nx-lede\">The Insurance and Actuarial Science department has no model of its own yet; this is the model of the Faculty of Finance and Economics it builds on.<\/p><\/div><div class=\"nx-section-body nx-as-body\"><figure class=\"nx-as-z\" data-nx-z=\"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\"><\/figure><\/div><\/div><\/section><section id=\"nx-sec-instrument\" class=\"nx-section nx-as\" data-as=\"cards\" data-ra-wide=\"true\" data-hue=\"finance\" aria-labelledby=\"nx-sec-instrument-h\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">04<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Simulators<\/span><\/div><h2 id=\"nx-sec-instrument-h\" class=\"nx-section-title\">Simulators of its disciplines<\/h2><p class=\"nx-lede\">Each discipline page runs its own model as a live chart with stated teaching values; the department page links to them.<\/p><\/div><div class=\"nx-section-body nx-as-body\"><figure class=\"nx-as-z\" data-nx-z=\"tZPRihRBDEV\/JbQPvkzbD4LC0tsgiCD4EyGdng5WVcoktbPz99LjzLgrKg6sL0VRNzcJh1tjS0AJ3e+78tgvBNvp3TQmmUZ8JvXYwWq83HdrRPW7YTDxr46EM+fjG9I8LFKwEPdMWjQL+SDFm53ejK\/34VV57J2pl+JhLXOJbhq9Ynk+sHbT54tnB08aAJYZqmkwhWiBPVYfh63B79pEN30yzYCQ1B0CJUEoIFTjLC3fgXE0K31lE51PVew7IKwSmE7DYmWoJsSgC5A+sP15nnfTW6homDnYfAfvwRhnbXFdcsBpHDbEL4QZKRqaYOqdhG9D\/OHihbP3X0hSQskOq3ioHX\/BueoBcqMVDiz7NTZJk9Bx1TSzvXbQQwFjUpthZmd7YL8B57v\/jnMWRw+2fqvtz\/oNSD+e\/bD54ez\/K9YveGSTsof5qXVL5g88sKidQrgYf2tcYgc\/f8NFMzTeXeNK6rGl9bBigDgkXuJlKA8tTd8B\"><\/figure><\/div><\/div><\/section><section id=\"nx-sec-maps\" class=\"nx-section nx-as\" data-as=\"maps\" data-ra-wide=\"true\" data-hue=\"finance\" aria-labelledby=\"nx-sec-maps-h\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">05<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Maps<\/span><\/div><h2 id=\"nx-sec-maps-h\" class=\"nx-section-title\">Build a twin of any place<\/h2><p class=\"nx-lede\">Search any place or open the world; the layers and generators follow department of Insurance and Actuarial Science on the planet map, the globe and in 3D.<\/p><\/div><div class=\"nx-section-body nx-as-body\"><div class=\"nx-ra-map nx-tw\" data-ra-map=\"finance-economics\" data-ra-map-od=\"LgP+LKa6JUZ9BHUqUb+7mXFUA6iQ9+7f28VFj3jp1Kg=\" data-ra-map-state=\"idle\" data-ra-map-mode=\"learn\" data-ra-view=\"map\" data-tw-pip=\"twin\"><div class=\"nx-tw-head nx-ra-map-bar\" role=\"toolbar\" aria-label=\"Twin builder controls\"><p class=\"nx-tw-path\"><span>Finance and Economics<\/span><span>Any place<\/span><strong>Twin builder<\/strong><\/p><div class=\"nx-ra-tb-search\" data-tw-search=\"true\"><\/div><span class=\"nx-ra-map-seg\" role=\"group\" aria-label=\"View\"><button type=\"button\" class=\"nx-ra-map-btn\" data-ra-map-act=\"view-map\" aria-pressed=\"true\">Planet map<\/button><button type=\"button\" class=\"nx-ra-map-btn\" data-ra-map-act=\"view-globe\" aria-pressed=\"false\">Globe<\/button><button type=\"button\" class=\"nx-ra-map-btn\" data-ra-map-act=\"view-twin\" aria-pressed=\"false\">3D twin<\/button><\/span><span class=\"nx-ra-map-seg\" role=\"group\" aria-label=\"Extent\"><button type=\"button\" class=\"nx-ra-map-btn\" data-ra-map-act=\"world\" aria-pressed=\"true\" disabled>World<\/button><button type=\"button\" class=\"nx-ra-map-btn\" data-ra-map-act=\"anchor\" aria-pressed=\"false\" disabled>Worked example: Houston<\/button><\/span><span class=\"nx-ra-map-seg\" role=\"group\" aria-label=\"Mode\"><button type=\"button\" class=\"nx-ra-map-btn\" data-ra-map-act=\"learn\" aria-pressed=\"true\" disabled>Learn<\/button><button type=\"button\" class=\"nx-ra-map-btn\" data-ra-map-act=\"expert\" aria-pressed=\"false\" disabled>Expert<\/button><\/span><span class=\"nx-tw-more\"><button type=\"button\" class=\"nx-ra-map-btn\" data-ra-map-act=\"share\" disabled>Share and cite<\/button><button type=\"button\" class=\"nx-ra-map-btn\" data-ra-map-act=\"tools\" disabled>Expert tools<\/button><\/span><\/div><div class=\"nx-tw-gens nx-ra-tb-gens\" role=\"group\" aria-label=\"Twin generators\"><button type=\"button\" class=\"nx-ra-tb-gen\" data-ra-gen=\"assets\" aria-pressed=\"false\"><span class=\"nx-ra-tb-gk\">Exposure<\/span><span class=\"nx-ra-tb-gt\">Asset exposure to water<\/span><span class=\"nx-ra-tb-gp\">Refineries, works, port land and power plants on built-up land and OPERA surface water.<\/span><\/button><button type=\"button\" class=\"nx-ra-tb-gen\" data-ra-gen=\"dens\" aria-pressed=\"false\"><span class=\"nx-ra-tb-gk\">Field<\/span><span class=\"nx-ra-tb-gt\">Asset concentration<\/span><span class=\"nx-ra-tb-gp\">Density of the twin's industrial assets: where a single event meets many assets.<\/span><\/button><button type=\"button\" class=\"nx-ra-tb-gen\" data-ra-gen=\"loss\" aria-pressed=\"false\"><span class=\"nx-ra-tb-gk\">Scenario<\/span><span class=\"nx-ra-tb-gt\">Flood reach scenario<\/span><span class=\"nx-ra-tb-gp\">A straight-line reach around each power plant to read which assets share a hazard footprint.<\/span><\/button><button type=\"button\" class=\"nx-ra-tb-gen\" data-ra-gen=\"aq\" aria-pressed=\"false\"><span class=\"nx-ra-tb-gk\">Index<\/span><span class=\"nx-ra-tb-gt\">Water stress, Aqueduct 4.0<\/span><span class=\"nx-ra-tb-gp\">Baseline water stress per hexagon (WRI Aqueduct 4.0).<\/span><\/button><button type=\"button\" class=\"nx-ra-tb-gen\" data-ra-gen=\"bld\" aria-pressed=\"false\"><span class=\"nx-ra-tb-gk\">3D<\/span><span class=\"nx-ra-tb-gt\">3D port city<\/span><span class=\"nx-ra-tb-gp\">Basemap buildings extruded by height along the Ship Channel.<\/span><\/button><\/div><div class=\"nx-tw-body\"><div class=\"nx-ra-map-views\"><div class=\"nx-ra-map-stage\"><div class=\"nx-ra-map-idle\"><button type=\"button\" class=\"nx-btn\" data-variant=\"secondary\" data-ra-map-act=\"load\">Load the map<\/button><\/div><\/div><div class=\"nx-ra-map-twin\"><div class=\"nx-ah\" data-ah=\"twin\"><div class=\"nx-ast\" data-ast=\"twin\" data-ast-state=\"flat\" data-ast-faculty=\"finance-economics\" data-ast-mode=\"metres\" data-ast-od=\"REUIoRhP1YquU\/s6xEh2BIxDP0lDzKY7IO2QB\/084Y4=\" data-ast-data=\"XCjBSle9bT1gxjoadFrEIgmsx\/d+85L\/6gOPqQm2v4w=\" data-ast-exag=\"1.5\"><div class=\"nx-ast-stage\" tabindex=\"0\" role=\"region\" aria-label=\"Digital twin of Houston and the Ship Channel\" aria-describedby=\"nx-ast-twin-help\"><figure class=\"nx-ra-sig nx-ast-flat\" data-scope=\"twin\" id=\"nx-ast-fig\"><svg class=\"nx-ra-sig-svg nx-ast-svg\" viewBox=\"0 0 1200 1029\" role=\"img\" aria-label=\"Houston and the Ship Channel: a flat plan of the faculty twin. Terrain 0 to 66 m; 30 power plants, 11,875 MW; 7 refineries and chemical works; 2 port land; 29 named works; 154 named industrial sites; Surface water extent, OPERA DSWx (HLS): read live when the 3D twin opens; Built-up and settlement extent, HBASE 2010: read live when the 3D twin opens. Contours every 10 metres from the elevation grid; power plants as marks; refineries, terminals and industrial sites as marks.\" focusable=\"false\" 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bZf9mfkCnj4roRjx5JDW0Hpn1Ao2V23lFS4HiNEl9Z9+tS+lsa15D1vNJdWxkuSOfJmisRewKtj87e6\/5ZoFlQn4v\/rrEBhLFOzROEORuVk1KpyCynIrci29V+CxUlp3E7wrtrOpYHvUTaQzyh0lzBPZASedE1JNRJRp1R4sX4F6e2lMtzhDYd2mebeHVJ52fOO5TJW7mTnwcXZfI8QLxMbvYitqodMejztlkjtWlzm7lO+rkrpbYk9yX3ZlH2dH4iMRnKNLFp4t9WI2nyD2ZNIIzu8+eiSNVthZIFlSXkYcxs7v5PnBBbT71gWY+TeenqJzTGZF4nOc4gehXOcMFJYJ9lO68J07ahM4fyhotIv1X0Yqgc9d\/m\/o8avPHpq9ZpwcnsbsWxSMd0tukifdCfDuKuFX2AehWxdMhNtKm9vE69b86+WQ5ZNvDid4IfeyItWXm8xFIMvDUJPUtK6RoXK91At9TfEtxTLWizVDVvyE9nDvbPah0RT7F5MNyBFhjnlF1v8Yt1NeSPS6seaP4sGJd8I3LuoJjQVG1YJNLTD2pHdzkwuvdx+dvJr86p01pNvX8LKjdnNnGozPbZFT0Ynlia7OP3cUOq8pzHy\/0m3ncWWx60bF6W6scwL0UUDtEjgicygPbiyypka0riUGSb5P1jmtxedkHvf91vT2ffzl78+\/yvfx2Z0FyBDTmLFY38\/HYX0Spyo7+j04KfavEdumL69xfd+lCemXwnF4RX90ljWXLCgf1d8mSiZfGHNuYnV\/Z+VWlu5OiyxfGG8MI48X9JrpN3Ee3Cfvgwn5zeSo4kzDATzdxH654shZ8dNxvktskfHXdF5fwn41hYTNMOnh8MswmHUzfu+hRmrWHWUb10jQuTXt4aQg\/0hCb4jZl7+m7N2HvHcylwqwujhFGN00Trl3YJ1j74iKMGAyyg0\/Kp8OuRdOnwyvxl553K3ULVy88XfC9BT8aVm+T9tHhtl\/a6JpHN40Vn4SVuvSmIblpXCLLVZ7E9UxXPDkkeDL08lTgScN2FPi4tN9QhJOzenhPdpkY1ReX1mrE4RZ9PKzyMO5VrWuIVM273FxoVFrNNSZzGc0MgzqcBhK\/vOdZ4nyz4bxPw9A+Le0DCJBBR+E7ZzoKjpq\/\/CC+MixYzSkBzMae779CPjHHFQrFGzc2PU\/D8Pv1rEaDhpsqnDPKg+SZ7Y533qV3x+SmXHHR6j50766Wd+eM5zXv+bijtrt4D0V40sNPPUz90hRhlVPlU0cTTXr2squmuwCEI404SMKjT7eQp38s5y0N8LZN3GcYIjkc5uLeDvCk36u5HNnc5rQpOCMXhsiwXDHjl4NkelpsORW4AZeVOowBn4pXkUkqYuK97e4QOMSXrz5c7Fj6AxUdnq\/LR5FeDJKxMYgGfBbYFgVeBLua96zV4b2XRLjW5KYQzW+L9HPzDQWCGypKTSapsZ6Q5CY\/9gqBteflG2p0kx9UVuwWzwBr4Yf+biPtedlUgld6q2jh7XvFz6fkxmnJdQDzGqeyF9+HfH+KHagPpb57l4vX\/F01fMrIto5JHmJy4zhd8fvRjaMYkOXysQvw+4y6ZhakLZ1zVzaXFq5MMIznQyVzhf+8bFwkelIsKzX+Lj45wpPhxEmAMTL8Wbpss45D6qXeJrtlhAdzk64qlrnFrRmHwhNO3SIlgyoeB7sWKcPoxlr5zkpX3NAV5Kd2hq7ZrgBBKmGB\/kYJKHEvlU0cwU4csSscmaaMFOVX+oqtzH92aQ1TcmOWG5Esgt5sq4ath4nmJVdUAb2S2yluTkC1HCx4p6Tqmg2eNDUooSo6rxZzfsztvjRLVa0yl2tlo4I85s4q0ENuMULwyebNGn3SkNyYpr1mOCmm2HJzNjs748x9O7PgmWSLb1pqwmXWM5hRO8mlbLnSB\/iGHBZ4RAlENeX+CjRqVVQdYLYmuEBS985LV8nk4Z3o2SQ8kZj702x3NLi8cNnFQTfbW9QxPAPGctLod9LsWjy9yC7LG6ixOLVYhMpbskxEY1apszosju8Y6gIDDJR1SL188GSz5TM9SBZX\/FGGPHI9kGRUikFI4T4cJvJzyj53J6QYdNswTgtWDG6pYfLNSs5y62eDPTWMnckKDqzJG6wenvTtO\/VIXY7IJTf0QQaNyF3UmwmeLGzc9Mf4oh1Y4MmwwB3A2dbS+Ue1RRGNRt1QRzfU1OZtjgVW2J+KQa\/K5U5SClWkjPCiBktuKJ1A6hYXQyByyJ1A6rQvHv4JngQrUKvjI2e9omYbIleTJ65Romq2wlUSpjVF9er8bEm9ZW7wYKYqVc3cSxUjey8Gx3dIqXnMV5y50Q2oU7tS0b7cjcuuDFG+IUXc18QWHN2opvsYnNWhC4k06y1YzlIM7YpRp4+Tt1RYky37ELqb1a5A4MtDbMfJbM7D1TJ00Qq7HwmrFfKScAKcYN8loDjN1xU7JEm8XbreMgzVYuce\/zHsWPGnD3pT9gOfCVxukbgwLHJanBL4WqxliPvXqTbDFVY9q+I3ReDA\/qvjRHkgb9iz0VW4FUXCdc+CIe9UR4rLhlmo8OIUB5gi5bwidw3Elhlv1aVcLcVZ2osfPro6DPsuJ4v5b6nP414nQ2CLRzGF6ib4+dTnAuBJCeubhoAdQA+\/13JaNBnY6ZCEezHIEQSzaq04FZQDg9OIcoPP5K4NrCvn5FLzQu0OVMZ6WYHCctaxz4HZciUZdpOtgTRTX8kiXaX2Em30\/uA019JuS33QGyzjWmKzASgwbAkogfxkcR26j6UAeLWIn8YIOM9B596U2YSnl8QmcI2zOXwOaQ18kZwSta6iRclkvUYzpzVaRQ7VtV10beFL0+xm8i4axBDiTDX5lnzS8Fu2bE3sIuSSAwqWufbFE\/bgZkmuxrrkyo+J3ol5J5hy4ZsnWEx3iBxUtlLizP+PhhQdPpmlsgrrDIP2LVz2vhMsdAgtjGx+eQIp9rWvIeBsmyW2ik9qExOXlksxJgf5Larflz7dV+gUknVquvAz7J0PTURV+Vj82ur9Ah0LqcIylVOFZfjknEZXev\/dHhsryZVJ4tlS5sKprkTRdEsmpYxezvDm0u9zHl2BKgbcm0w2eLFISAkjvklyKi0nd9GhTKl7Ur6TEgaJ5l0MVSClr20wFxoED28f7Lmm4DM9IG0p3G7WteE1GABpPaHytGqwYmgqsyperRTvukCzMeZUahdPV1V+UQoqPBlbcAD+B0\/txb0E+ampj4jwOamGWpFSBkpfqkKnKXubFAB7lSuVL09q26IS1sotIFySTi2JF2\/xDIenYEwgcRVs7DpVuMuBa0rLRb0F+Q34Qj0h1VytNoyu5KnX29aoaeifVEmgs8lvTwYnrYCxR8XKTfcXLXDVprfLhwfmAwcVy2nqrHlVG8m0wBSbNnCZqYTbEucu2bPQsIVoUbOcguAAq7WCssKTsc\/KFrK0isWICH7g52PrQlUXJHAlLslenHU8khdJGXYvnR2bJJ1KVKUkPWnUM3FxLhOvgsaNCstItOVxRlz462V7BOnSIqRr6imhBhRAh8Xz58IjORmmHYQjGac9+RG1v2oN0gxWfklSBUs6KzdT25IsDR6kL0lBULv84OJDl+FyyAxqdUoc+jg\/WxiWerESkz1jDtokUuwkzTzNZKjYKcEcZRg9v0jOZNkHVywvQnGCMKR2WBNuTtdd1RAtOCdusLmnNv8Z1oxXvIFiiQ5PoysYaCR746JZA8sQKFKiEBLcsCGtkJZrNXSGq8QjLi3kBMotoHLzs5SytwiJn\/o3sld1+ZXwZLUKCV0m8CZBe+EuQg7lyD4LcoMltxr8yGNqR9mmdZ0qKoN2xVfu3m+lhxiB087vqP5d4AyGdpfNOwQ3XTcMX34in9y9oygWJl\/F56YPVBdny7Hrn1TrP1vOB3hWPVhL3\/B4OZyZxuTyVDVm4mcOKoVdLwbR\/OjyhLtX2Lv20gfc40dc9NkSDSO3GSxGttq\/+BGRk\/mUodOmIG5TTgZzccBJDPsOi8o3DCc2ZDlfbxlugJllvurYiqRQ9obPpzcZLJ6yu1Xc96B3gOWMpwm+Ki0o3QRHGj6AnBLPMyAJ5ZvSkiLCl1+dnQPNncdpL\/3lghNBVVjay21w8oJPMhRPgWZjceh8cnnkICRaG5Q3wf0zVCbx4w1oCfPF2XEjIZc5RG7QLwzK1TcyttIyaSAXoBAB1ggKh\/EEoMaQxs9jXRIAr7CiZa8oKom7iunUV8OJh0src5lknvmt2SJTY+gFWlSWIVecsVaCG3wFdKA1d+dNax3MJp0xujzPzlg7cIp8Bkpzu9Midtyhk7cJ3BVtsUkTTURilHrMo+l8YEIqM1AC1tYSHBBD6KBcSp5Z21Fjgxa5KDMheF4qaTmPHfSVP72AyZC0KImhLhAFcNPzMAvXG4tfoHmQHpUt17sqGkpAch1OuxAsuX740IrZa4JpiHrgPLd5V0MdXK7TgtMeQtS3E6CANslqE21rxafuq7CR5nsE4mTgj6IlslLe0YP2ZTb5IkcgBBYwdQV0rcU3aIiIQCYkm0jHhwFzWFfSb\/Mc0GbTgYj1MZEZIEpFCSf1poAWOk5QSBA8EZpKDgxR2aoMpN08S9ulgDe09VD4o5bjl\/cImECXn+V25MIq4qIjCYevxpYH0IvY0mOIT7K8erQULYk10Eh1QZkERGVnc7U3sQV4MrG7TCHR3IdEDW4YBHFzKV1FdunTecXSRwIXaxnb3aZZT4tVn0tdUMs84LR9K+ywNg6McCkWian4WUWfJy\/m4hA469h3EBgjnVAxmfPQVgpSIMkSg0Hpwicb0ACDPiUFXRMQGwZo20S2rATsxpb+G+EEJHsoBXS1\/efBw+\/7Wm6z+472JaaOcQ0EfLd0oEh9OkN0jjeW1qE\/FMcFPTAjCKM+KT0w2ZgRnyK\/V86\/+RDg2Y15QQEuWhLR7wXeKjAMc2CAkKJwhVWhlKKCe1RDL2DmMF6dFflddl7ghCzK1QcPFmZMfSLU2ISUQbCwaJwRMbROStEXe8OZ0jyBcdEYwULi4BYzDiYaKneTIJgKAd1Sa3mSklQFBvO2tD18hZ+0aEUj1ZcEP4FxGPBczYHYGHCwKxuz+FlQu0DDXVvGNsGt7SfUBxryNnXpY6guh7ggC54KLBv33gWG\/kI4GYa\/k2Bu4uAIr4ShFAKHbS0z1jJA8E\/8sCBIhheTNxcRhYASUxZYSRgp8L7r+sMwFkXRM0WfLSUfiYEu8Kjrlply6rNHzb2lKCizR6\/AkIAnW8Bas90Xb0h+0HxD4u9z2xZNPlFJhmWDMM4sL6VQDn6wpIEslaxw36Zx7DsmjBcTBNrTFPvKANsrMeWWRrRzAgPZ9nELAVUNlnsk9R0m5l63hE+G69upQe+lObSHsdprHOHJWYbYCL0yBZisR2c+SKUZ1y0aVjtkeRxNYfwfU1QA+tMSlPFQeI\/uScFjF8xbxXVkMJLSQk2GxGca5IbcCORewziJDEjG0GKGGUM8IA3Z2r1OemIYWqGSuSArBJx9aarfWqgItZkwR+pNoK1sUZ5grOUAYcIuZU4idRUP7AGgfXGxJZ2HuToVO8bkUp32PQwsxUoapCtHEAzuYeKoVZnFcC5vX+XpX11PF0LmR7P0BGEOV7k6Opfq8liV1gJrJwJnDaUjk1Fn2PwWbFRTrgWXuAtla\/lvMri\/icNiXNHKtY3VomrqkiqACZRFnRVlmm36yI+2i75LCJlMQ2j4SRXPgwAVV4ZZLqpbit40EnkTNSaws0EhzakileJgTEtiqB2r+CWpbz43+kTQuJXKSajbs0oxNURAAWQqZUEFEqQQ0ryLL5EBUgw9T\/ik9FmZ+\/8goJBK0hIuwSNVo1w4U6ip46JTkXkirXLIOJEJTCiMTolbyAQGAmjMbYOm+6BEawPRWJJLuZpLatHYyt46fAg4vr1kN4QBHgi9LWW7zyDpldKgZYXeEI8E7yelugBSC2U1t+Y6Ql4xdepEeZLh1BoDR+wQviMnNAU5O7C\/n42OMdkUKe87wHmpZ+ASkmIAf4ARri+Cxvs8xSUlnrA6cerbiI2wGeTJECiUsqPQuZV+k2pJxqRYlmAogCEUU9+2zdmyy2VoCbio2\/WaBC0EVz6ZdC7MO3RwiuZoFJTxJgKr8oolG5ruY\/3nLyLc8UeIAWvuxcAKdJyBsN5kRkbmRJeyR6FDtuHGW3bObAhMIYCWpz4VuXwp8+u7VCwXEVg22mv4VcxmzlOaYYFGl6gBpVXf9QjGXhGio6GUAhrYkvcLeu+hwieOM5SWzuSxtazi6sZx3CsvTVY9FRTHOHByk+p7olYCCy4wVaiJQSQ7E3iszI0JjZcnMvcTpyOZfa7jjqFbm9GiJcB2WRo9fItvJ8mcMMDcdcRuEzK7ibwExStwUJeJphqEPiyMJf4Uh9SHOFktWKyROHRHqyckaqDmHJWnNl2GGDWhLpTRRc0I+ifIkJa6zDi6mKULWQqGqV6A+yQuf2Q\/RLkC3mMak4tZ28CEb0ZtPU5j0U0ipjtVyRL\/Sx+2ToxdLemxxucjeNTlFHNaXQRbHR9OFw2cGQ1g7WkULNZhbFmt2lFQChy+QOOHrv4kC56rBcO2JhfjgpAW3CGRL8KrHsTql8gNjAlBhPpTkmzh6Qhvrx0GSmkYKJSajgbnL2pawM9QVKTFzdL+HMOShv4QYP38RJDM3Mu+UV1urNGGzfOz+8CKClBHF\/pQt\/r6F\/3uAADc03h9eh3f2ceMKUrAbXabbAFjH8YFCXJ88YAIVGFWUNISwRbACLw5Q8IZNP6hqOwlXI2PVfleWT+8hhOENaEIwAbbN5RUEkYnuWGlrClzqI5hdpCtQIBmSZvVxhCiiSgLVk3IXUJbovCWOrOQQ6+\/C+Y8aquUvhz6GniQq\/G0QkDQerReojLtNvZAZehidgVL\/SXu64RT7wkxWgdlIzu6eMciAOEcSnwOUGGxz5JjFCsOLhvhDfA7sHyFTS+h0Wo90qUjMw0aO89COcdmWmqxWCbTwf63DRGZVCaBEKq6hkqaOgLpSMakRRIQPFBL6bKWv+kHdFx7gRnXBN01mFrzUGriuKRyAAIccdbPwObK5dDOOLpQ5ymf68BKQhg9g4mhG08Jing5LNNYwVX3uNKx7gRm7wgd4AnjTQkvljOUSyEHROiLYoz42WDXBO8nrkuTwjJ63lNC+6LoJBxDCqaoOk3z1N6WFa914vSJ4nwJx47EdQJzTIql6F1qIEP6717\/u2jRjBZY8W9KY1rTgonCjFY9m2To3iF\/Iqzo1IchwejILH5al8I7nLoS+8Lec2rdGsruKfgeFEWV50LXV5z1HCZh9KF0jZT\/KMOqlAhpUYgyJDfW48Qc00VLhipTEaTOqg8MPFa1jaWxzs6ZvoW5h\/pPE3dH9GkkYcsJylgkjIhZmZHCjBVmxkiJGidxqB85ZriYNwiP20lBTBQmtA51Wgp9fWPXw3PXfTvFD4ThjDGUGJsJ11jY3Hs2X+UsaVpR4YM4ZdG9M7McMbtMl7\/i3WAbwitbp9TdCxOZvCex1JUOD6DbW9blmcvjiUcqi42kTLkwuyzyw28V9qK+UJku3znjGvNEnrDcNYY9ssZUrrt+vMhy0gqZe9a6pBG00uQPLTFmaqX5z8qxmRdIWMaYmboog29WJmJx0JICPbHtpyX\/jV8xq+wz87Uwg6vN2BIPQdlBpSaNGWhZ+zdG2Kjsepnaafgc9t+SZvPTEy3fwpLOjfH4m9KxGncpXdWHcq8oU7eyuPoTxmiaW1BGJ7bxhIGO2b7bXJmjC58l7MQ5MAB9C8UnZT86Bt1O57BDzSyuzFu8UQY\/YRfbzBi5O3bctBGm4cY8qk0BwmrH0jlnuQqCmLaRfqHGayn6Q7FehTGP4qjKwyulmr7TNYXt36jMWKUxiW\/mjN\/C\/hnZwPONpV2ZRqlgX2Qs6\/onbSwUzChE46eUPmvZxoCau8K5qOUaSbFs6fsD89VyoX9je2e5bgj\/tWOyFyZivoE1Qp6ZY7V2vHP9vRT1XhZ9yjkcNvqDMty3aKWU\/PXRoqT8snQ2Gkt52WS9Uzk1vBFIcO6p7IxwYbCUeLJvZ5O\/T\/AZ9GSy3iDd3s5UYlZeer5jAKTz60q3BlE5W1MvYyx\/mtDsvku6Dvu+Yd+xcKaO3a00ZudNH1njJhmmIorCCL9pYbLEUePGQFmU+a6F1IQhWs9Cm\/+Mrb7O2eS65\/1Md\/lOl5X5s5sOl3XT3+9V9Ur7815n9JFKz\/qmlZAq+7VyDzamw6iNu6nzcxPrw8Cs9EltpIYPk7qIJpcqcNNlZDY+kubW+OP7PCc38mj5A7P2zvQRnpvGspyYabmvjKEz059VP9sTZZLdRIZqlfnSuYvCuqvApKd3ZWM1pvNQ+7XTsVvhtOjY2jPPt3XapF5uu9wvPUf3EXlPXhuPGhMuQy6Rdm7s5icAM+0uaXfW\/KypvaQYTCKDfchX4G3FdueGDmWHFSBc0fmls6e93ruM+9nNSXRkOTkPdXYn96yY+g2bviVSYzRa6tXrs2Z1NJZP3+bdN\/XzfDtWe71nU8csnBq7vJOWYrpPJE9a3AmeUn\/na7e+cDkntdmFGVY4rQN\/L+vzTepkWdo3pUxRvrVj5lQbQ74jOlmJpMySvtltPAuRXz9nJeddpXMgLKRifwautcwsn0n9wRboOWF\/33R+oDTKcNNe4CCP3PA006Lor0kDRXKDFf2y2DUSeGmclPeh\/xE6H1PZ5wXUoGPinDchkjdcxQtuDU\/474SCIZztPds72TK1q0YNksmk4mI+a2S\/tJ3x0tg4YzYPHU5SZjsQa11VP7DdwOc0CF2Y+vL9PmTmqNTdUsbbvhlDosFZw3zEeJukEUxoyphlOTPTdVVsT04kcryD14FsjU1S21UaysRebmHSyLZ54PtE+HypIU2kMG5ix5Ab+CwEZhYurFOLeLYbmUPDk+ptC7lnEsc2cvstM0hX9oXjbOwWg\/DKeUzSUrmUT6LJnu242P2Gta3ue2YvqjDIRlSGbmqxE9b4smkWVpDgqPpwiePYDfclsTy0u1fOY\/O9s85b\/CU6K5KpTAywENlulxxB0EZiiQPZ2lZiZPbRq7F+IwTYp7HLdRlK5pFVq52o1FjJeR+SNgR79VKS2LYbRbdWRH1ZpcQo2GKrtpaqoifcazRGW35Q1zUvIfMNo7YIrbc0hbOVn1QDR43YdVIn2E18DqWJnfyCxLUVkeNPRTmWxQItEtnimEhtN8LJHMiLkNZyaSoP3KAd+PZuPOm+00xJ4g1KB1C7Vu\/UZahaHVJsPNXqhVwLyeGmKffBZStFXIAn0ykyGpf8JFuxASQMpp5LREu0LpaXw8T76nJzwwY0iUxDxyqpBiZTpBsKWoFzdNirs37aBcvBn0ufkHkYquyhO1147DPzZUQBZ5H4nDYXB00c0XnNlrWuS1irIlD3MuD5dVRICdhha20tDFZosoBLHBf01Ubgz6x+z7AOlXPPWW\/kZhuqd70JLZJ0ufDITdiszwHA0F22WcEcpUJZO8E7EvOizkBnFBrot6ayhMcqAmckpqC5oizO1kCbKi9NoMAwS8gxoQ5lxnVrbqaM8NE5XQ9sh7yx9QRggMTd2xRTng1xDWRlBMbZFBv7V8twSfLW0l8CzatTA57kZsdiJ8QCLti6oPlmYFbYK2wI5McNPRgD1ykky2GKsadB5tvnIvg93D4yTSUxnG2xN2DST2EJy3tE6lu\/AEkqzshplY6Zaw+CrU4W2qVxkKsRoBLw0\/tq7VNIIAtzKt1C\/UMElGeqQkEG5jk3rlVxwP3oU48QGl0xQdUCe22HcJ65nz0pAv1FI3zkIdr5YbSmZIDuH6clVB34oF+A1QQ1bmMPuGfXsLhSYYlNgLNdgsACRxe\/sxW2GQUiIVFtIpTYYqJ\/dGMNe2kWilw774XJWHlTA1sAgq0sWU3KdwVtU8O4iaFiYhxrL31wYALX3yXDpTeOQksvxWdZUZoSWxlZHc7AqdeqrhNd7sWAxklv4gudAYhs9BTj2HGf2Jv\/K71T+0nNrWAxjXN+ZO0tuiiqWTiZ2ab2nK+SuCnnOw3KcxlBM4CbjMO0hLt1Ir7jBlytuJxqEF\/U4l7GYB2uMAQXvxiYPIfOOQQpzqaLBti9hwV0a2lkNuqrS21RlVXz3QZm8VjHBY4vXL8jkkoljjZUjawmzWZedv5G1E2dTPAFEwxVXfhk0fIYSVdIOFZSSsUAtDBWb4XFQIUBrQ1dUQUH\/RoSFJWvxM67ln6P2aGjoB2H8oIG+rSIgcNPFsYZMMfGMvbAM2yhXLQ\/4fu5K7fOYNMsZXFjD0Bm7uUDZ3r2TjNlB56NMjMQqNTxirakqSf\/Dg1kziR0Pf02ybrUd3upJbn08UjkrNxebdnJPjPx3eAFiTxdnT4ztVLDwYW68sC1PIwv5QQ4UqvLOdoi+RbPPKXeZMKlsQMg7LvMbTuUTom2o\/AfUVzMBJINzQNEQc3mq7n1EY9EIlsyzCpxTXZPSn2EgNl+qnTJX\/741KizOU0TW1eONsi1ssOuhlxpZluZYR99qVo2lJQhPhm2Mw6tCN96WkDQopJ+tMpvSipwgYuExTetKMG34iHFCqGAoCU0Bdo55r5xwwhNG+BURm68TIrv3EhIKHFxUXRAP8WwAPAngokS4wKuNeR3xyelwpPzX4VzsJKp45oCi42HoHytW5qyr1JxUS57HH7Yc8UEb2yRLCTlhzbZwmY+7rkOSSEBXeCLPmnE3xJgGbEHTEuTkjabUpmStNr3pT+Ry6OD2hVlk\/nsxK502tT2wUu6YXAyAdSJyONiArKIoM1CPhlCKtBtQ8D9RTQbVblYqUZHu2Vn9TSBc16y1lz3YdFfvjE8cylx4dIaTbt2JRlV0dSl5E3KwTreva6UrVpau2EWtQcOIr2VDBGXcd7oZj3BILM+L4jyoF\/nT5p5TF4ohiB8MkezsuyNdFOx2WvAUHDD1MGXmNMf4O0OU1lgJSZ8Z+ynaSMsAtLpccbQaQVdG90w+f2sAFWLvRy3OpC08j0RO1TqyoX1pUspZMOGDGO1+4b1ut8P\/HMtWe5oA6QkIjF6dzD1dsMEhroXr2ZWgCMlTXRqKxezZ2cjpYF4Iw59td+b3FBjs7TYl9BgTr7c3grbMJQeJ8HoBEEEfajTnKPXsomVUZQT3yytCFsKrbLBFR0IywkPyOUMxTBHfjJCQUzw4IwNy5hGgSqO2Ss1dlINURd8Zwt7F4wfBs4QGIKIBeZdRlUDFt53cKOHEvc9DHzjQemqEbWiQ6t+pYrRkA0e+iSmGW4UXN+hh88yY8uG0Q3ztGXf\/11t\/d8wxrifd0pi0UDiTmNTXU+YDZMwcS+4E5Hb09i7Yas\/G9qlIbw3ZHtOJ\/IsWkzPuAfwXFhywcuD2tEQZkQS5GpcDu8lN6ThCcA3cYrbUlF4qaZi5mYDcU2h527se96yEfYSTM9BCQhbPPSivEww21mGxYgwCAc5lj4\/aOOnj3ATIFaUDZYMojlDmHqWaiOlCa2JX0AgF+vohjCo4p\/jrtrsxpGGKI6BccmwMyB44QKF3LfzG7GNIGg1BMl0z7AUvdz01ZA4G0JZgFGLhz7kBYhueM\/qF8uxuyrzMYS0QGuADM8ZBvnBy+yQbvDjgm5p1DD9k2bwYLw5fWNGLRYB9AT9n7o68qg1oln6xJgjtnIVNPUdGSMRsOk+9TFAtkAu85m7Os1qX4xBYmCQn4YFYganuk7lmkREnSf4jeYAbHLFglebioMro05hAWsTnFZ8silH42LkMJ6+0xgNyxXe6ZcUacEGjLOosxEOA\/IZFbm80l4gr+Tu2TBMkOGmq4Og5FBqOIu8ekr3R8tGjbGvJDXyOULAvX16mOEcB1u9CRj7dagLSAdRHoe0IDUMSqcuYiIDi7EyANqsP6FVG2ftq1HircuWdhldJaDlKytCIOdQa4f+oYcsG2zqWmdWKfuuwZDFrdUrV2YUFgWWWgt3PH5wXFCHBQU7ld3KMnMri6EgoJa47xH\/ZlQZHME01ALX3AGKmr1TsPlqTntuniA2Doqw9M0VtUPpFSJcaTCU2Kc0lxaOJ1UnLaqem3mpoVouPm3G1EZOCcz2DWA985s0+UnjdGlMTNrcyf8YYlU1L7CpYaHTEq4L1AxpWIS8PtKTDfeZr7tiOYgxLyokS64i84\/2+gtuSt1oHbtLDb9kQxgAJLPSg1SlBJ97jCh747X\/g4hJM2+\/JiQ2QUAktccui4fmpLMwa\/Ut4l1wiF56wATPhXrXBKcmWQ4yeSMNGHyjHpTNLYWoe0WcWo2yVO5Ol1qlPkjQ6rb7XsaoPbfVUr4Al4cvvSPTW\/XWCskyDcpfFXlRszagSktuklyt4V4q47ggCwg2SLkmkoy\/L3vt0qEV1iy\/IqXaMCgBvKoMnd2rB85i95ahdCF+A3p4oWc6UOVCFn7V8laL0VaIIMLGhzO6UsteT2SLgOWu99Qb\/IPSxUSroXDvmt+DDVjqkuoWXA7sGUmuyyS3HmL8L0UesHAmlCJqofNhM5ZaFkPCqZRZ9YbgXl+OVJY8tXC1mWUAuN3zIDVlVVOgmQCJTNk4GGKUaNkpNaCUXESDMiw5Nahhc9E3TiANPceF0fOHA5ViK2ujvHBfrka9ypQCy1pUIj19rcbAc6e2xeItPRS8ubwcqANKkoptgVMlfyPalE7wOIYUkjFDoDfX+dTkSjy5O2wvBj0Zojn+GpBIfugPEFv3ydAERgTsjOZnudASPWMtIC3C8c5gHnMQlB7gQwFKuBKgVVUol3LmU4Z\/Z\/A2meQ9cS1eu2jZDjCkzvOYF6SJA352arV7ZoqHWGXaRu0\/Ekm4NaqG5IvDsO8QM8jBUPSJ0KHRiiNQLIynGJvQ5E\/G+pe8aQABUWs38rz9dmOJC+dqZxoBgyEXM4cWDt\/zApsDE2CMwYusFgIS8uYFNRLgUOKT4gtrLM\/SEZCJpSYrdlvzhQVXJRusjNnUK+rivt7SG3qhcSYtgGFsCAOA7ZzjAi8PauZympFLQLhaopOmREjkIVq1ZWZU\/LLpmmW4vT8rGINnIpaswBdUN5i4nZ0AI1sdRLQVq4GwxqEnbbPWQNQT3mCz54DHO9au3ZHdc0s2N\/cli1ogauaEQvmNqTcCrDHXKTF3MHMOWarHs9D6StlZt6GKVHk53Twwc+7VAY3KnLQtNm0Esi\/8oIiFxhUtlsqMxlUXOBu6Q5jGVRBsBMWPayBMt6xnjtTrkXuBr22a1VIb45oBSUeLcA+2ovYG0ZWMEgb0oVdUFeB829G1Fg4CSwv3RhW6oSij25oakiErK0yYm4b+lzRkaCgnaoSJpsgvsiL6Rd3hiSj8WpG2seN5AEakEq9qzC7wNnCJAuNFcQMhR92k89HgzybkvDJaHQmWJy1JQ5XTJ60efAaqpZ6jyp56RJaoqVV5BL74ev9f0O6p7ika6uJSmE7BGqwMDChdfdJc1dbFVYCT4KcFFQIFmNt8vUq6kCvVV+uhQfJmf0X5ZmlTYrilBt9FbTqeoQNDR+R5mdF0PPlS1qymQ+9D37dsLFQGqu7kYx8lthKo4ZqhNi9CGKVASwRU1nIjrUzdxBEP\/FRTXMBICVolzvPTxrM25JN3UmkjZ1JMnccBGAam5n7qrKtBQ8SxzvuqTPcLYIHgkw0LwMjDmwI82TnLapdenC1+p19Q\/wJZSXyycYf1eC+Kmn6x9m2cT8Be+RqYmevqJoIBlguT4dyEQYE4gehqgLIEuF4V+NYLs5jWDwcDOVysYwsWmmV4xCeH6+1YoFKO1a7\/gkcmsbpvwPMCERhPIeUESp2BxtDssZx\/IuUVhhdBo6Y0jlQanYAcKXedP8lKEdrnjB1GEMcVPz9x32URNgDB6uXMXmlo5YR42iEwJ0EtZhRoyX5x77Xl+NcOTMR8oIBGEheqeTzS0Gm4VGMN14tKxclSGxpB7mVNiUqnY1TQ0tRH6i9Jr+ePub5mATyL\/mu8kX42lnL9CuApK0N\/OzELlUlx9Z3Z5tow4FyK2ewEgHcX07gAxwSIqE+eJE+eVsdiS0VivSsdYwpz4XYocoIhWrv48MWaZxCQlE5RaKTEOhsYgGO6zksBaDF8RhKaQpJVLVudOhwmzRVlC8NnHGYYgJvIKR+6IKvrAO4tHHdR4oYbiQoZXAW8h+KC2wRM\/RiXWKMZqJYiKX4OlEfum1Yymy7BG5nom6zMLuF7aU3Aaopc99\/fHz1CcVD8yyqY3kZO8YpfkfrOHKM5V8f2\/VyZRMDVnsPHjc6iCD2ARXPMN8PI1YfbHxfgLxGxYfQMCEPR875P6JKCjcwO2fjPjEYtEpyGLmAfpLo1KaWiN5BoN1LIBt8WBb7N0JsPSzcjdjRGbtESYD\/0OhruDNvsq5jWRfriGzC4k2InTg0rEUlteT9mmI3c4VvUoLHEyCFeHT3pizyrHMwG9zv60uIcgnwpzAjMqnFpGFyDWebQxkRPXKIYUxX7sXI\/fOGeoMwQNlWxb9mW5GMovNTZEtED9eN9R3wPcBwWxycwZefVwEBwCzTGzsingx7nKmaTZYCzpt4w7s3vIKtpAbgIpxHqMvW3xAMs1k7iV13t1dbMzKTXBunqIGyo2gs\/JzaPSpqWO3IXCctVzrlK+VHUBLhUooo7IARKoSMlokYKgp\/3jJXGoPQdKkJSeGuvCcXYneXMJC7ytjwPE25OAOo36o1x73QW2joudhSSntCRjzD5D5ObZYZ6zkz44F3tXCzvWkGWwExnLmGr3GhngXcdUOqHeSm0yZwYY3r6ZLYUbwc\/ykv9DLQlMH63kGQS7WUw1PKDhg59q77GHorBVwtTh3sTpVG03WqXuXOBqxHRtIU1baO438QTYOoUDQDIMpuMlmdfNO5wN2JrO5azWQ0OVxjHBeh2AcrVwthVnZkbFRNSFc+SqLaqatDu+GDfltNyZCYzGIRvDK3kLTCjhdC52kvfKn5GZsnvg3X5YnU4LJ0g2IYrGtPp8MzXzurJe7ioBioqLE5waMkStJSgITU15uy00peqfwMXX4t+pMu9cFKFKVGZei4IwZUyAYeeMZfMASVRoHvvlFKea45xPK8g+3VG\/MUgQErK0hFQNlrBTU+OFGZkhkKUKPgEQowASktuXU4QazROqGyUeEYARDkQFhXvLiqJZUdcw0RH+C0WSHLkaB3yHBHNdAgCJNfD0NL53nD4iKC78NEheoXakUEVA4MzOKEw5c6JoJNfDG5lGMKeqTsq95pkpdMlAqqkhHZJCR6jYS2hkicM4pgwPikrtGBzTMCGC3Vo2kADUNng04ZK\/gXaH0jrpyQ0LKcdVXMjFW5UfK2ENc9MZvlvIbC9vBYDMisvKKce8cGyoByHtFpNvUI0gpFAFClgqRuzvsQOaimLyuBmpaKMph5refvDH5gNKDJzaVJWIeGhrQIXY4DYhABPqL73NrkG5HItN7NSK9EdE3Al1htp0xMWF5aVqHZwYBK1KjQl3BelBGIzEkylNGoEQpJLESJhl7pwvmDDBSZWDR0xo5J5IfETWaGeSQOjkvA2QtIgRE1cg0aWbFWisp4oTIkUifqHe8xCD8RBJSBK7lM6MsegNF5CXkTfGtTu5huNUx1E8JOYyCUxkhc8K\/nm7JTUWcl9A\/sOoWNsj9r\/FjeC+SceCFPNan0pp0Yu6mGwWTlIXrmEkCqeqyGlGThIHnpSbym9tMSuwHYpqWW1Nfp60dkAPYc4MIyAguvJku2V6DRZrO1S9yw0ueOF7jJDhg49us0aU1UVkZEGQkO3PSRs+U6kIbLaA5VtlqSkh10DF9MgIeWPIfAW8nBCXMPsEsy\/fVm\/JheyVIh4xV8N2Jhiut9G+NLsraVheB2muiCeMubkAoOYKjLcJsglZIkzTuCaJLCMCptjVPnNBfr8jxgxEkxgXhjlgfUcpaLgQeyIXQozFGatEQqNnZoMD4snM694MpaSFfy2sMBjKyM\/eTWoAZT80Gy1SEqjHD0NoiEVHgRZRxi0k\/KIEUtk4DtZ+HksMXEQzbSEFIoM4eSvB70Y4VtiXoCWgW5YrL3fTAF82v69SXfBEH5BEU+ARquAKDjGFkCILIS0oPCX1jaQom6cBbzdgZtdSwe6mbknpsXFikE\/YiSqpysxl9viMvquGsSM6zOBxAWUZAr1KychxrH4NmF2RooJZQ1rspOLWpwNGAUOTVodkYmNlcOliXkoCjnc7DZL2FQ47FtoMjAIaeO8zspd2ricBcZRuDwlqJyYjTFzlq50jKnZPTEduVYSTRs+wVEN0sAGXuObDtIOxSUsXt1xac\/vOeBjWyktgxBoAWX06nByiDajdJyV\/KfKA8vzVQ5wodQI7NKSSVlYBHMLMSuXbDb42BNc237oABmp2ZoPqoUIKvjYc21wj4HFPPIYjMwae8kbISnsGnnZKhGyw2JqmxkhCOC141\/YhouyO3KQw9L4EQqP1Zo+AyVMLMnIqe6VjLForCU38i1JdDG2sVdKau868MJZ5xbHii5epPT2phKNiFETPLikfjwE76mUuGOuSV1QKnNRbI9+XdV2SR33JJ1SOm+0\/QxYqqQzYc7srcsV2G9GGGjWPl0CRmvwFSVP61Myi5xoNy\/hMHa4+M8Zyj0II7nCpxfmyhV26qiMtb6x1rIIkBOYNUgUOKASOO3PRjpjP2RD0WtfA2rHIwv0IOOiKCNGmXFhJCE073gBLRnwsSwBmAL8sakPzxjNP0ivDB3eH8m7J0W2CYZCumG8vtQFQn5d36g3OB0DgI4HUX1cLi7OtWKbhtb3pIGxS3IwRR5Z+zdYj2eDzTsMnIne1B5ryJCdAUzYvGdIcWa674I9yUZnAKiLaYHABI\/Ah3tll6c7sumBy320cF3U4ZQtliw07lu\/eJECTsp40vlO5zASCrxFX\/c1oFGAeavZ4obkd009oalRD8B1XOMCULcJoNlmREFGWrgKbf6lIyOxlV2WumSSAFkxyoFLXE\/WZVVshwsAArK547tM9PPGJcZWezFEthH9iuN\/jZQ+daC+ttbwRl4pZYuWGsmeg8dcNzp6evBqgkCo+k1mVw\/7etKCmrRaRkfMp2qha+lgEwJLQUFKS2QQXh+sTWoga\/ZfQ7lc8q2TVClOsyG6qA9ugoKBd9wV2bCsPSiXink2xFljWlAJPZbMkLRaic8g+ngDxItdwrC4sfZdOkaM2wE8gWEB3vqAFQEL+KInCE5M+56rjGEjKpu6JpgIMOjhdX7P11M0ZdG7wJ+ZaAmZ18dpQWsO+FnTGJbggwKRd4lWFQI0tzksQLWc5EFJwUkdlHLFJYulkIiCuV3SRnRpKKqdYrJqBfw5sRBLtrIV8psALIHh1lOtIKr1y1jqkw\/dlc70xyaG2HG6qiwfvIvumjJRCAB7l1RftXcltNDKZXwA4j3rfDpKaUsxrZZnM8hEsZhd\/ZQMCIiZGdyuhhBj7itdLS43tRDyxeuaasCLuu4JsN7rlVsJzloBiWHXSUCxirZrBU6kEPqfoeMUIHqH8cpvrWlGGGEkIAV8w3kXi1EBpZEAHa8vg0sEvdbq6Y1KGcytPHLNb2EC4tbzFzuShKjZbVt7Us79kS+2nNmYXE5cw0jB+VZgUkyUX4hOMuOB61DuTXNAsJIw9J6asTh56oE7Mgd1MweEvKE\/HHJI2Zc+i2DlNgZIGO+lkC4oEtIVSNKI3nEFQhoijOQTWk7F7jOD7oF1O570L9nSSMmlkXPBRjotMO+RAZpyrVIw5jq40E0rTrnczXH1BABbZVgiW7A5Q+17J43hXkDuKHuqZJGQTeUUS+Ge\/cIFB0lRkKl6JnFoVS7FwN3RVBWjDbLCDy5VJC5wwJNkIagfHjq+ucY7UwQsl7uuI9MNigIIzLPZOl3EXo7azCs4y4Ur1QuHh8nDrlo9ROVUSZg8FdKXbpWe3VMCXLVbt8JpL2lEbrEGYSdrhRyRWcwQdliLwgoLXmCDIs5yIVEhgwt32ArSVVZ+0aJVnIUD5qRn4pwZGUPLlbsGvMyTUQFTQ92iPrxZZQi9gVC1s+ZuioIQRa2CLXqAaP2F0zFs2n4wyxbtDYcOZS9agJ4iN7VLr0keRZNg0hyuqcNOXkQOG7updihwZajU9UhRniKFS0lFkPJ\/J5CGobG1dkmmpuc4mMtsa0kTT0GbB1jJCJtSx5cdtUqLUfyEOpRlNyr1JlXuUlqEUR6FuVUrkvvKOpVdqoNjimH6gsypjKh0nnQvSe8lpWxz14zf4Eij7hWBdklqFNdoI7E2oQ2NHf9s4\/BkYGyqwtYMPK+XVK5RIm9TVA8pSuUmO6msbndrM85lvzTZI0kjfI4r\/RjZPXG5TGEjP7OV6ZmiM2niJ3HHUFWOXyZIgfTVZUswMeO0shJw1N5T3Pmi2ncph0YCbEalyxBGq319nMfCumhomk\/xSmcNwkyxzJmFkimgDWGwQeIficP7aSPakVJ0fEVzX1EyQRgnamSrStEcu9oGv0kdRYCUeIryL6IMDYW\/hJET901jsc6K2oCTuJDBK05OdIKhYXAI4igMgMQuUiRYk8lMswC8xz7zZUdbrSdP2lnXEDxkWtDfC7CEkcCwK0NrBjrbmsEs2hrTOlvhrq9841a9\/6S0jkpZgtbyJK5eDlxW0ho+peJXOiOkKhjtG6kGYqumakKKBEk0T7JBZUdNdTTs0SKUM8XSgu3iFekKwG6NduxW\/HXqI5rs+1owRWNZgs+EgWZRIpukZJlo5maKTlq4TWIeFkRiQWfEPKPwMSLBQtQmphmLjhECFYEbpr5gkBK0jQchWKSgTw3YuX8QhGJcQIcJBXUxXCF5IBFzd9oYnMgAlhDKdaGjQp35xgJhqGONIfS47dYCYe6FpxqWOapEx4VjDZhId\/\/VqV1AC+U+VitwTJhmbFHGk409LlPad40NQZvfin5xMNCEYZPotdAJQBsUruHZwKbS4XpcDMATDeMSWJSlDwLFRWA6LZRCM8oTkNFJ992VRJSRe9kyQ3CRl3paBBm5AFTrhbgHR25I4epmK56pKixRH2ng0Mb7\/uwEi7Kv3EdSOgBkS7gcIEJDiddFscM4e2ZTWFkT5I+Nawf7H2aYy0azCPuFc1zI5ARNCPTOk1s5G8wG6WEQhsnLtkPGunB2ITYNX4VxRKtlxr03YT4M2AbTV8ObYYkGOAxxhrJIUWN7NTywjYYws7ONrlrEMu7cA1MaC1ABLwvL4hMfotx52YltXwOgFwzj8eup6YzCXEmrrARSog1pQUCZFQ4ri4yFbTv0eKUqOBcNSM9PcvJAY5HcnmSRA+hL8J5LpD3lYLhPzZjBAA9mXpZrlN4IeethQcEEXHTTApg7YCHskVTtxLoDFRC3NKURIniK9OC1NzIYq5BA1kDlhhrXMkH8W3I6kIr1gkVdta9KrqwGYiggn9Vy\/iDnjAJXep5uDU5nCs4xLZk0QrdewUCtd1r5HDU0EDs4Fy+B4QYrIG3UBHfAHJm+ozvzXRV8om\/TyufAfWOVQxW+QQf0MDiX9XylNS0MkCoYFvT22DnelrUsiUtUNT6odH1BqbE8sUSQ\/20AVRmoz1NJajKP7HkBklOsG0Md8CB1adqzypIfbK2nETk71fJVP8gbAOLruKCJMSE9brsPZ\/D2Jm1W4dXXIXMjnXLs+eiuoCmfP9h3qpjaVYB80puB9AsVxQoUn\/RJdadOxA1lmbqKLLcQApWydyStiUFhSLTNnQrxW8suk4QG5twW4RQmyait6pSuIJRb0VwebeeqbWtBk\/bZiMt4RTSpImddHzwgKluCXqK724Aiaqf4gVAAo6OKVWlqGkC6qqEHx2FRyhZCrtrqIoICWielExX0gGBLFg804vWg2khvtIDIA\/qTcpHYdNaiisg6NQviGGvDwmB4Xntrte2tY+ChLItnlBhB\/ohdZonZd5ytcRZLUPIynOKcGvW32fOF0nTYiKQpJ+k1CsLNBTeYAYEAX9+vETdGMcKa7xBqOvKWDTESVQOQSUZ7zGs4NBsyOBBKSsMC2HfkUal7bWRrafa+c3NOruw5ZZkUZztq6k6SN2R6FwtOdtQaboZl6vnBJRUoUHXRQkiROt5QFzpMtKBsvTbQ9lwhFdd8d6V4TwY5TdcFGwCLh7EHrtNa4wjcMHs6wIJ4GzkdXJk+K\/COJIv+HLGsXaPiZjZnRHgf+7iqMSUI+ADMiSVJVqb4EqgKVSwWGUiTgwwUGZUKfEJOISkrhmfkYpGL91AlH4m1PlmWzECcuS5RKoczZ6LxgjfFuntTzQi6VzBybO6kD7H\/uY1sEvIUXhWKt5Y6pcQYQlXxMLUiBW8XC6VuCAuQnBLuundVY1DU7loNfZYh9qx2ZgabEU1V4YKp6p61gmJ01C5uZjdxKbP1lyc+QpjOL2DsQl4cjR5bbuphfIKJ0tP+XQY5Q4tsbFFbcxAAkvq5JS6qlrsTU6IBeH0kDp2rI3SU5ffCBiSFBFmrZFvTfxQmIGOGPz5hOrHWmo4dVtw14BsQNQ9dA645MlfGhRgcU+KZCUKLVtZITRRV5VSu8englzdJ8xBaodzaz53kIhgKhx0ewRtTanCt3BIQBqZnZWajxOTJSazbOVCGVBqyRg+MByYY2ok5JosgRQoYhFa90Z94BnLIjEgpEE\/0zVKll4XsuaNPqBy+qYwGxhWQBtIrjocKLGNllEZbnhcRTcL12DLQ\/lylXbgHyOjJqi0psbEsAcJOXX85ZR+yMngEa6suxXo2BA3A0H0KFdIMYGw+NuI1TNxFzQne0kKu3laeDSXeQ6GM81Ni1AaAx0gvhlIJmIiWv2I0lYA0GQlGoomKV6gl3Wzs9GUxlQNq7eB0rE+EE8EoS32ZXeH\/bjw\/lUF66DcCXuapbNkQJx7IWA6CLWeDIh1ncTI7geTYAnNywFiFe1vFSqWQIIVPvCEbV+r1iMWBHN7MgdoofirXPNsQH5CUOXXRS0sxYTOWC5eKJo4+S0FuZeLfzMqudBV7qChRiQSVwcQKt2jqWQATo8mChwL8sVdqPdK2KSaKDQvTEgAz8iCvroNJ3BPNuTQTTO7oIif0pAJeuB8I4xAr2wwsz1if1GqmGRlWwFwqV05nS6EKlhP2xqO1mjCQ\/5FVl\/MhoxypxeaBCHrPdGK\/TbCciHprvfg\/hj4eNqtTh8RfBJRP6\/alfp1rkKX23VJFMLDFuGEewyDu4sVdiBOpfa4xy3JNcqu2QcOmfVftw6ZcZdSdIjCu7rLLi5VLs2yg0WmJ2O\/M\/NNNv7+5O77Z706e+QDPbB+3m1\/\/dPNhv71\/vHFv\/vjTTfAh3rg3n\/50k+N0445\/ugn1+jEyDRG8XzhEnUaexRSXz2KgMdK49EtKkcUYl05jCDyLOC5ejFR4FsPiWSRezxTK4vUMMo1Yl67nEHgafuk0pphoiBHGWjTEOFb+kJCWrufAIp7r4lkkXosKcrpsFn4QwVi6nMPEEl7CUvGc5LjnmBavxcSzWDxEFLmoIlr583D9MeFBomiuBYMkz4MUT3pn+vz6gxJG2ZYRxxg\/L9cf2OjltJGQDldrHi9qmGW0fp4W6GHe3DiMSwcZKh\/ZodDGlM+v\/pg8iZyOtBzl+p3V80Zfkj+frh\/Dy80mY1w9jzKW+bnPnz9nsvYj3N2\/\/fjweLzb7oU1rLjih30Fo4f\/Z1P\/uWCkkAoyX758pJizK2NaYSRiNp9WGKnE7KZaVhhp9C7GvMbHleSGEtZY8DS5Mq0x0jgEKPp6+UDVVxfWEIEpZjeus3HJu5rWGCn4NLgc\/BrrBAnBspqAp1W+LmeXVxEngAUcYl1FxKsrwxrHLsbsyrSKGISA9PVrLHnILse0ivIFvMBxhZFyGl1eZfOg7DkPYZULISMP3AqiWYLLwyqbNwZXxjUuqQCwi+Maopni5EpYRWsC4Nwqqi7EspYUxOJqXmVOeAevsne+IlPxCnuXokvDGnPKQ3a5jqtIQUVa4TXWaXKrTCnmuJKiA5LpvMqxG0NxU1jDhk7F5RhXMVcLIn2tcR9MK91RJRRkyF1BCHx0ZVpjwaHKJIc1Tt0wRVd8WuXUTS6HVfauRIRtW8MQG11Zx+jBmuFV\/J8IUjCtYo4DvN0akjkBguW4hmSWOiEMxxq+1OCmVYxoamRbRTKjS3GNBYfkTVjF7h28y8Mqd91QXA1rnJWpulhXOXTYwJJXOnR1FTU3gJlSVnGCU8Q2+hW+DlAnp3WU+ODqGNdyzMOwxmEZanVDXsUJHrCQag3bybuaVzFWp8nlsoplOLih5FX8jMnVtIp3gA0zq4TopsmNdR2\/FeKPq6inaXQlr6KepuqGVWzM4FN0saxxledQXZ7WcVyjG1bRmeQCj6uMVFYaqQwureKzpDC5ElexCsLg8ipRnjpmV1c5d7lOLq9iz40pu+LrOiozrhJ4Gjzy\/60glnlAdtcVpGmAKsFxlTjm4NIqUbXBT4gqvYIMjMXlsE7MAQo\/V8n+pODGYR3Prri8SqYlwllZJeZQgndpFfsi1gnZh1cYaagrxaBzhhiWXyvmsMq1WcLkplUcKTDr4yoXMKRK8zrR7Di5mOpqEbpV1HgNblgnrja6tIp1AcxBZaUoLSiVVUZKxaVhXGukcZ3DMriwUh44u7iK0wIXZ1gl1Df4tZKSYayurlI5k5ElZxV58tWVVa7gDK5rXGPFR8ja5bXqXVaJZoNyWsU0BIjVKa5UMhHSKl55hRzwKvmatFLFBDQ9l3VC2am4aVivMmyVFBI4ditVT63k\/4YSXFilxmwo4Geskq3xYaXQapiGlUaKHkbK6wRpXUwrOcBxlVQUaJRV8myhZFdWOSqhBldXqS2q3sVhFd00QhZiFUc6urCKPT+M2Y2rxPsThMQXycCHw1GZaIMrub5ojHGKri7ywo+7n+\/ud8dPLXe8SK3Nh0mQ5an+xeNMxbtpfPk4JUOQsb58eUKqboVlBm7pZUp\/Ps7glxYi\/X44\/vogBNHgJ79wkOQnVxZ5It0g4+CRb+9ln5Oqy4sq9\/tBhrLwXHeDDGN0eXrh5+TsXVrkmPULm8JCr+V0ixdFQfqZ5LIwRjBbk7zQ4+kHKWGh\/zWTWGAsLy8bBBK04YUTqXVYmJvtv2YKrpQX7jAgOIUUXrokKbvsXyps9eViEokC5aUbHF+qkYKPg0svXZEwTK6G8FINC4STL14TKIP3Lzw6EEor4YXXTqxhYYtHr05SdWF8qTqJ0aXzkvK4++PxZJD99id3\/8fmuIV\/e9IMh+2F0EcLvXAp3dy+2r3dHt2X20+Hj5+58FlJ3n3zo\/tl+\/Bv\/w0GX\/gKaC39RH3ttz+4r92P77bHx8M9vCFMa7wBm8SxJ7De3P55tzu677bHX91X97vjL5\/cq9394+6IbxvqCm\/DLmzsHvQ3t6\/ebe\/vd\/v5u9zf\/\/7qMwftUyt8W6r4tjhmfdtvd7vf3avDL7v73XH7eHe4d9\/B7z8D3u4VXllLpg\/M+eb2u+3D9u3ufjt732cOyq1X+LhCG5fCdHP77YfHu\/eykF\/sHz8e+aW0nDWvsZxwa9DHhTyTd5c\/A9NlDfmYPH2Un25u\/3rc7e4f5EjlFFd4wZQjvmAcys3tl9s3+7uff\/7M5TisMTa0fyPoQ7m5\/eqPPw733xx+utvDBzwefr93P3w8\/nR3v\/vMpXGNTxkLrVUtAT4F9oG2nAU6rSLQQ6QzVEK4uX39brffO9USnzkAFl\/hSwJphZI8LNxuf7h3f99+dzg+7txf+eDc\/+JeP\/IBiqvI2sS6NZfp7HZ9z77gZy4Mwyr7NdJXwvteb+\/dv2\/f3N0\/Htzrx932vftqv3vzeLx70z5zHZUbs\/+clrfCofrL8W53\/\/bh98PhLeuLz1yIcRWFJC+KnvTte9Cuh99FqYcYVnhNCuVzEcl0c\/vDV6++da++\/m4TPnN5DWEscfq8sDiON7c\/7P7YPrjvdo\/Hw5t3u\/d3b7b7h89cWkOD1zB8ziIIOvx7uP\/evHP\/uHs80jk+f33Q7fGm+7MX7dqQP6eLZCj55vYfX7z+wv374d39w+Hevf6wfbOTe\/nV19995sIaO1g86eAMevLrw8eHx3YLj2t+WwqAkuAYROf2+7s3O\/cf93e\/7Y4Pd4+fPnPLT3UfqISbMdPFGPNwc\/vFfvv+4F4dDw8PoLVeHd6\/3x11HV\/8rlhIZsqU4F373SdYvu93D4eP+JbD+w\/b+08vfs2Q2bxIBV7TWRR\/hfOApxr37MVvKok+aBrwTb\/d3b94yJF2PYbx5vaL97vj3ZstTPaf25cvSyXZHQbY6fvH3f391v2we3h032\/vf9m9fHczXxJ1urn94vjL4eXCOY5kJ0wRRvx1937r\/nZ\/f\/ht+3j32869AqX28Hh8ucTUQGozglw+bh\/eHN7cPW5R7I\/b\/UrCMrGwjHCJsv328hVKJC81TmcsqZfLDIlMRJNzt3\/8ffvJje7V4fjhcNw+kmI47tY7R2W4uf3y8GYLeyw+wevHw3G7gnwGL+rHg9V5OH582N67b8C1eni\/vX\/50S0T30ap3tx+ebw7uNcfP+yOP3+8f+te3z2uccL4di8RXnB48+7hcXd3\/\/JzFnn9axpubl9t9\/u7h8eD+9vcvX35BkQ6zRH89Vfbh8fjAc7w7mE91Z9Z9WfYApr2h8PdCgch8d7mWmhg1AsrXiVD5nDJOD41QF8umtWz6MdnghcvX6HE6j+Hm9tXX3\/3agXtz9onQsTl7nH7dgcuzuPj7qhaYaXVDxIemAZ81Sd3+NmJfffjFozIv2zf3O3hb14fPj6++x3uzR\/Bpfwv4eV7z2+vFaR2v9se3d+3v+7QXFlN+8ntD7fzq\/3hYffWvT3e7fcPa2imwBdomGD0w37nXh13u1\/dlx8f7u53Dw\/oc79cxHLgKAW85Xh48+vu8dF9+dXr1yvImlgAIw798NMnBztxfxLi+3\/hbf91hfWiwzLA2z4+Pu7uV1UmY8xsNw03t3++e\/PrHThFK2hXVq4RRoW\/ePPohuD+ejx8vH\/7++yYvPwbAh8KCEf++fD7CrMf2WMdbm6\/2j48uq\/u37pvtr\/uju7rjz+5V9v3Hz6+\/C4tvPYxeHrNQWTo5dc0B5sq2Klf3f92dzzcv9\/dP2737vXu+Nvdm93DWtp8ZMsvZwgIPr77tN\/dw6Hevvl1jdE9R81w9EtRs5fvfOV1y+nm9i+7t1\/94f5y3N398m6Fi4PvqFzKze1fDh\/vH7d39+4\/IVL\/97ufH1f7hMrB35r9ze1fd\/eHrfvxcPwVhfblngkPPsHt99e7\/f7w5lc0yY67h4fDcbWPmDipMdXx5vavH\/c\/u1cHOId0wX7x8fHd4biG6hBjLUCw\/2swZ3\/6CKkn94\/D8fGdA0dmtdPONxKEf7\/eQrhk\/2nlW0+TJbF7xd\/0N+u8JA8cbSr4Icfj3cNPH4+\/uO8+vv+w2v6HkVV6GW9uv371w\/dfuL8e9m\/dN4eHB\/c\/t8e3a\/h4pHwrfMZXX7588dnkCOCziEH47c8\/P7w7HHfu2w8c6lsj1EFno0Ks42\/\/+Orb1+7146fjYf9xlaUfhsK+6XRzez5IengPKZ637uvd9tH9P9v3H\/472SQvv7boywIYI\/9+uN89uO8P27fuRzCh15bjgd415PHmFm3ob\/ef3n+427ofjtv7ByiLpMzpWi5tJZuiDgned\/+4vd+678DjhLDm7vjbzn232\/768G77G1xo\/3F\/t4Kn6EfOA043t99sf7k\/7OH7\/sfL98kPLXnwze7T7rjf3r9dySRNfDIHMIu+uXt8+PjT3cO7O5C235o6AwOm3Tt\/gz263+5hx7Z7DTutooo8H+xYh5vbbw73j3At\/Ha3++j+8de\/gz24gmwEPnLp5vab\/\/gzX3OvP374sP+0nj8HBQI4+o\/rWhyhkrIevZcX\/PDdy+0YOp8JjPp\/bHljv73b\/w6u9H9uj28OL5e0yIEIKNTQd7y++2UFLV0nDpRN5eb2H7uPGAb68uPh0\/b+zSf39+1PK1zEPPtQ4Q2\/g8py3+zAxv9+9+bTm\/3d\/S8vVyF02YeSbm7RJsJwBuZ9joft24dTtUyG08tFqvBNMOB7fzusrv7TyGE60P\/fbn91f9ke3z+sEJxjsYXA67dvPz087D6dK1lZwRKnON0IEY7v3Nfu+8NP6\/juJdCepwrVPXdvfnX\/8\/ARayFertsjyyze8CuPnbkqKU3jze13x+3bg\/vueHjcvaEU0AE9xTW89pFdoHhz+93Hn\/ZQzSA+9XoxDTbyIkSRv9+9\/+T+fft2x6GftRS3BiBSgJd8oI\/54eNPuxWsSM+XeLq5\/f7w0+746H5wr7e\/7faf+Hr7fvdmv31PRtZ668YuEPiNcCIe3m1\/d1\/d\/3J3v9sd11CIiUNbaYhQ4PL7p90RHZIHt2GncRX3RF8DDtD\/vtcUsbgh1vv6HSjwH44fIQr4ywpJrsQiHKmo6u3h3v3tNVg3x927w8eHnQOjkUKC62neGEt73TcQtl4hHshRD0h6vf7mB\/c3CKdt7\/83pRiyuAoQvMMcwm77APatxKLc3yFosMIVwj52vrl9\/bj9+efD8e1KYiVhlTxBcdGbd\/d3H\/7yzcvzPEFMHlgZKlr64uPjwf1wvHv\/couN42a+3Nz+8PVX7puv\/vHa\/fjVF99\/\/e1\/vP5qhdXOXOUcw83tD4cP2392EczVEuPBQwHcD4fj42G\/QtHPKGbsUGHUx+1+BZOSqxtGf3P74939Lz8fDo\/u77vtLx937tWiS6B1tHWB1grZxSehSZfK9eNzeT1GV8k5zVAZoIUmbz53XIHz8JLBR7bpCli9rw5YKfeS8XKRzYNQ8Cv3l7ufdsdfYAz35WH7iHHhF004c7K4+gFjzTuugXl4vHvzwJEh2IIDpA5ftjS8qQUDzxAQ\/vFu0a3RhgxdPczXuz8WGVRttMnz3kER3t++e605YbYNF8eR2isSV\/AEOOHffPnqby\/6es9lBBm99j+\/aLCpcFEIhIPuHqBK7w6P8tIbsfvogU3UeHP7j6\/+8wv3suDOk+2PkOP7fvvefbHfHz69TKA8Zy0SeOTfb3\/b3b9M1UTOYaOl+XDYs+XHqub+RUHl9h6xAQvYAT8sqcZoY0U2+yfQYD8c7+5BBrglwKEhcNgfluQ3O03A\/UhAunb7v\/7Hd23YO1Ux\/x8=\"><title>Houston and the Ship Channel: a flat plan of the faculty twin. Terrain 0 to 66 m; 30 power plants, 11,875 MW; 7 refineries and chemical works; 2 port land; 29 named works; 154 named industrial sites; Surface water extent, OPERA DSWx (HLS): read live when the 3D twin opens; Built-up and settlement extent, HBASE 2010: read live when the 3D twin opens. Contours every 10 metres from the elevation grid; power plants as marks; refineries, terminals and industrial sites as marks.<\/title><\/svg><figcaption class=\"nx-ra-sig-cap\"><span><span class=\"nx-ra-sig-t\">Houston and the Ship Channel, United States.<\/span> Flat plan of the same data: relief as contours from the inline grid, the plants by capacity, the industrial points by kind and the numbers below. The 3D twin opens on devices with WebGL once its data and library have been checked.<\/span><ul class=\"nx-ra-key nx-ast-key\"><li data-k=\"terrain\">Terrain 0 to 66 m<\/li><li data-k=\"plant\">30 power plants, 11,875 MW<\/li><li data-k=\"refinery\">7 refineries and chemical works<\/li><li data-k=\"port\">2 port land<\/li><li data-k=\"works\">29 named works<\/li><li data-k=\"industrial\">154 named industrial sites<\/li><li data-k=\"live-surface-water\">Surface water extent, OPERA DSWx (HLS): read live when the 3D twin opens<\/li><li data-k=\"live-built-up\">Built-up and settlement extent, HBASE 2010: read live when the 3D twin opens<\/li><\/ul><span class=\"nx-ra-sig-src\">Credits and dates per layer are listed under the stage. Relief in the twin is exaggerated \u00d71.5 for legibility.<\/span><\/figcaption><\/figure><p class=\"nx-ast-help\" id=\"nx-ast-twin-help\">Drag to move, right drag or Shift with a drag to turn and tilt, Ctrl with the wheel to zoom. Keyboard: arrows move, Shift with arrows turn and tilt, + and - zoom, 0 resets, V steps through the views, Escape clears.<\/p><\/div><div class=\"nx-ast-bar nx-ah-hud\" role=\"toolbar\" aria-label=\"Twin controls\"><button type=\"button\" class=\"nx-ast-btn\" data-ast-act=\"open\" data-variant=\"primary\">Open the 3D twin<\/button><span class=\"nx-ah-status\" data-live=\"true\"><span class=\"nx-ah-dot\" aria-hidden=\"true\"><\/span>2 live layers, checked 17 Oct 2026<\/span><button type=\"button\" class=\"nx-ast-btn\" data-ast-act=\"reset\" disabled>Reset view<\/button><span class=\"nx-ast-group\" aria-label=\"View\" data-ast-views=\"true\" data-ast-default=\"c-holograph\"><button type=\"button\" class=\"nx-ast-btn\" data-ast-act=\"style\" data-ast-style=\"a-instrument\" aria-pressed=\"false\" disabled>Drawing<\/button><button type=\"button\" class=\"nx-ast-btn\" data-ast-act=\"style\" data-ast-style=\"b-daylight\" aria-pressed=\"false\" disabled>Photo<\/button><button type=\"button\" class=\"nx-ast-btn\" data-ast-act=\"style\" data-ast-style=\"c-holograph\" aria-pressed=\"true\" disabled>Holograph<\/button><\/span><details class=\"nx-ah-menu\" data-k=\"places\"><summary><span>Places<\/span><span class=\"nx-ah-n\">4<\/span><\/summary><div class=\"nx-ah-pop\"><span class=\"nx-ast-group\" aria-label=\"Views\"><button type=\"button\" class=\"nx-ast-btn\" data-ast-act=\"view\" data-ast-view=\"channel\" disabled>Ship Channel refineries<\/button><button type=\"button\" class=\"nx-ast-btn\" data-ast-act=\"view\" data-ast-view=\"baytown\" disabled>Baytown and Cedar Bayou<\/button><button type=\"button\" class=\"nx-ast-btn\" data-ast-act=\"view\" data-ast-view=\"downtown\" disabled>Downtown and the bayous<\/button><button type=\"button\" class=\"nx-ast-btn\" data-ast-act=\"view\" data-ast-view=\"whole\" disabled>The whole box<\/button><\/span><\/div><\/details><details class=\"nx-ah-menu\" data-k=\"layers\"><summary><span>Layers<\/span><span class=\"nx-ah-n\">5<\/span><\/summary><div class=\"nx-ah-pop\"><span class=\"nx-ast-group\" aria-label=\"Layers\"><button type=\"button\" class=\"nx-ast-btn\" data-ast-act=\"overlay\" aria-pressed=\"false\" hidden disabled>Analysis overlay<\/button><button type=\"button\" class=\"nx-ast-btn\" data-ast-act=\"layer\" data-ast-layer=\"terrain\" data-ast-delivery=\"inline\" aria-pressed=\"true\" disabled><span class=\"nx-ah-sw\" data-f=\"terrain\" aria-hidden=\"true\"><\/span><span>Terrain<\/span><\/button><button type=\"button\" class=\"nx-ast-btn\" data-ast-act=\"layer\" data-ast-layer=\"plants\" data-ast-delivery=\"inline\" aria-pressed=\"true\" disabled><span class=\"nx-ah-sw\" data-f=\"points\" aria-hidden=\"true\"><\/span><span>Power plants<\/span><\/button><button type=\"button\" class=\"nx-ast-btn\" data-ast-act=\"layer\" data-ast-layer=\"industrial-assets\" data-ast-delivery=\"inline\" aria-pressed=\"true\" disabled><span class=\"nx-ah-sw\" data-f=\"points\" aria-hidden=\"true\"><\/span><span>Refineries<\/span><\/button><button type=\"button\" class=\"nx-ast-btn\" data-ast-act=\"layer\" data-ast-layer=\"surface-water\" data-ast-delivery=\"browser-direct\" aria-pressed=\"false\" disabled><span class=\"nx-ah-sw\" data-f=\"live\" aria-hidden=\"true\"><\/span><span>Surface water extent<\/span><span class=\"nx-ah-tag\">Live<\/span><\/button><button type=\"button\" class=\"nx-ast-btn\" data-ast-act=\"layer\" data-ast-layer=\"built-up\" data-ast-delivery=\"browser-direct\" aria-pressed=\"false\" disabled><span class=\"nx-ah-sw\" data-f=\"live\" aria-hidden=\"true\"><\/span><span>Built-up and settlement extent<\/span><span class=\"nx-ah-tag\">Live<\/span><\/button><\/span><\/div><\/details><span class=\"nx-ast-group nx-ah-time\" aria-label=\"Time\"><button type=\"button\" class=\"nx-ast-btn\" data-ast-act=\"earlier\" aria-label=\"Earlier date\" disabled><span aria-hidden=\"true\">&lsaquo;<\/span><span class=\"nx-ah-it\">Earlier<\/span><\/button><span class=\"nx-ast-date\" data-ast-out=\"date\" aria-live=\"polite\">Date: newest<\/span><button type=\"button\" class=\"nx-ast-btn\" data-ast-act=\"later\" aria-label=\"Later date\" disabled><span class=\"nx-ah-it\">Later<\/span><span aria-hidden=\"true\">&rsaquo;<\/span><\/button><\/span><button type=\"button\" class=\"nx-ast-btn nx-ah-tomap\" data-ast-act=\"to-map\" aria-controls=\"nx-sec-maps\"><span class=\"nx-ah-pin\" aria-hidden=\"true\"><\/span>Open in the map<\/button><details class=\"nx-ast-cred nx-ah-info\"><summary aria-label=\"Credits and data dates, Houston and the Ship Channel\"><span class=\"nx-ah-i\" aria-hidden=\"true\">i<\/span><span class=\"nx-ah-it\">Credits<\/span><\/summary><div class=\"nx-ah-pop\"><ul class=\"nx-ast-credits\"><li data-ast-layer=\"terrain\"><strong>Terrain<\/strong> Surface height in whole metres on a grid of about 320 by 370 metres, read from one overview of the 30 m product at build time; the plain lies between sea level and about 66 m. <span class=\"nx-ast-cr\">Produced using Copernicus WorldDEM-30 \u00a9 DLR e.V. 2010-2014 and \u00a9 Airbus Defence and Space GmbH 2014-2018 provided under COPERNICUS by the European Union and ESA; all rights reserved. read 2026-10-17.<\/span> <span class=\"nx-ast-est\">Estimate: A digital surface model: trees and roofs are in the heights. Relief exaggeration is printed on the stage.<\/span><\/li><li data-ast-layer=\"plants\"><strong>Power plants<\/strong> The 30 plants inside the box with nameplate capacity in MW and primary fuel, from the 2021 release, drawn as columns by capacity: the portfolio's assets. <span class=\"nx-ast-cr\">Power plants: Global Power Plant Database v1.3.0 (2021), World Resources Institute and partners, CC BY 4.0. release 1.3.0, 2021-06-02.<\/span> <span class=\"nx-ast-est\">Estimate: A 2021 snapshot, never current operating status; capacity is nameplate.<\/span><\/li><li data-ast-layer=\"industrial-assets\"><strong>Refineries, terminals and industrial sites<\/strong> Named refineries, chemical works, terminals, port land and industrial sites, each as one point with its tags as mapped. <span class=\"nx-ast-cr\"><a class=\"nx-link\" href=\"https:\/\/www.openstreetmap.org\/copyright\">\u00a9 OpenStreetMap contributors<\/a>, ODbL 1.0. data as of 2026-05-31.<\/span> <span class=\"nx-ast-est\">Estimate: Points as mapped; no asset value, ownership or operating status is implied.<\/span><\/li><li data-ast-layer=\"surface-water\"><strong>Surface water extent, OPERA DSWx (HLS)<\/strong> Open and partial surface water on the date shown, draped on the terrain around the assets. <span class=\"nx-ast-cr\">OPERA Dynamic Surface Water Extent from HLS, NASA JPL OPERA (contains modified Copernicus Sentinel data; USGS Landsat), via NASA GIBS, with the product date. Live: this page requests gibs.earthdata.nasa.gov when the layer is opened; the data date is printed with it.<\/span> <span class=\"nx-ast-est\">We acknowledge the use of imagery provided by services from NASA's Global Imagery Browse Services (GIBS), part of NASA's Earth Science Data and Information System (ESDIS).<\/span> <span class=\"nx-ast-est\">Estimate: A classification from optical imagery; clouds leave gaps; never a flood warning, a return-period hazard or a risk rating.<\/span><\/li><li data-ast-layer=\"built-up\"><strong>Built-up and settlement extent, HBASE 2010<\/strong> Built-up extent in 2010 from Landsat as the exposure footprint around the assets. <span class=\"nx-ast-cr\">CIESIN, Columbia University, and NASA SEDAC: Global Human Built-up And Settlement Extent (HBASE) 2010. Live: this page requests gibs.earthdata.nasa.gov when the layer is opened; the data date is printed with it.<\/span> <span class=\"nx-ast-est\">We acknowledge the use of imagery provided by services from NASA's Global Imagery Browse Services (GIBS), part of NASA's Earth Science Data and Information System (ESDIS).<\/span> <span class=\"nx-ast-est\">Estimate: A 2010 classification; the year is printed.<\/span><\/li><\/ul><p class=\"nx-ast-why\">Why this place: One box of about 77 by 66 kilometres holds the petrochemical complex of the Houston Ship Channel, Galveston Bay's refineries and terminals, and a city whose insured losses from Hurricane Harvey (2017) and the February 2021 freeze are the standard cases for catastrophe accumulation, protection gaps and the pricing of flood and power-outage risk. Data quality: the Global Power Plant Database lists the region's 30 plants with capacity and fuel, OpenStreetMap maps 192 refineries, terminals, works and industrial sites, Copernicus DEM GLO-30 covers the low relief, and OPERA surface-water detection and HBASE built-up extent load live from NASA GIBS. It connects to the Insurance, reinsurance and protection gaps, Disaster risk finance, Actuarial science, Climate and nature financial risk, Market, liquidity and treasury risk and Public finance and sovereign debt disciplines of the atlas.<\/p><\/div><\/details><\/div><div class=\"nx-ast-read\" data-ast-out=\"read\" aria-live=\"polite\" hidden><\/div><p class=\"nx-ast-note\" aria-live=\"polite\">Flat plan of the same data: relief as contours from the inline grid, the plants by capacity, the industrial points by kind and the numbers below. The 3D twin opens on devices with WebGL once its data and library have been checked.<\/p><\/div><\/div><\/div><button type=\"button\" class=\"nx-tw-swap\" data-ra-map-act=\"swap\" aria-label=\"Swap the main view and the inset\"><span class=\"nx-tw-swap-k\" data-tw-swap=\"true\">3D twin<\/span><span class=\"nx-tw-swap-v\">Swap<\/span><\/button><div class=\"nx-ra-tb-insp nx-tw-insp\" aria-live=\"polite\"><\/div><div class=\"nx-tw-ictl\" hidden><button type=\"button\" class=\"nx-tw-ib\" data-tw-insp=\"min\">Hide<\/button><button type=\"button\" class=\"nx-tw-ib\" data-tw-insp=\"close\" aria-label=\"Close the card\">Close<\/button><\/div><\/div><aside class=\"nx-tw-dock\" data-nx-tabs=\"dock\" aria-label=\"Simulator: instruments, layers and sources\"><div class=\"nx-tw-tabs\" role=\"tablist\" aria-label=\"Simulator panels\"><button type=\"button\" class=\"nx-tw-tab\" role=\"tab\" id=\"nx-tw-t-inst\" aria-controls=\"nx-tw-p-inst\" aria-selected=\"true\" tabindex=\"0\" data-key=\"inst\">Instruments<span>3<\/span><\/button><button type=\"button\" class=\"nx-tw-tab\" role=\"tab\" id=\"nx-tw-t-layers\" aria-controls=\"nx-tw-p-layers\" aria-selected=\"false\" tabindex=\"-1\" data-key=\"layers\">Layers<span>11<\/span><\/button><button type=\"button\" class=\"nx-tw-tab\" role=\"tab\" id=\"nx-tw-t-src\" aria-controls=\"nx-tw-p-src\" aria-selected=\"false\" tabindex=\"-1\" data-key=\"src\">Sources<\/button><\/div><div class=\"nx-tw-pane\" role=\"tabpanel\" id=\"nx-tw-p-inst\" aria-labelledby=\"nx-tw-t-inst\"><p class=\"nx-tw-empty\">The instruments run on the faculty home; their worked example is Houston and the Ship Channel:<\/p><ul class=\"nx-ai\"><li><a class=\"nx-ai-a\" href=\"https:\/\/risksacademy.com\/finance-economics\/#nx-sec-instruments\"><span class=\"nx-ai-t\">Loss-exceedance curve<\/span><span class=\"nx-ai-w\">The exceedance probability curve and the average annual loss of the twin's portfolio (30 plants by capacity and 192 industrial sites, each at its ground elevation) under a water level by return period, a value per MW and per site and a depth-damage curve you set; stress the 100-year level and watch the expected loss move.<\/span><\/a><\/li><li><a class=\"nx-ai-a\" href=\"https:\/\/risksacademy.com\/finance-economics\/#nx-sec-instruments\"><span class=\"nx-ai-t\">Term structure<\/span><span class=\"nx-ai-w\">Nelson and Siegel's curve fitted by least squares to ten design-scenario points from three months to thirty years, with level, slope and curvature shocks in basis points and a paste box for your own points.<\/span><\/a><\/li><li><a class=\"nx-ai-a\" href=\"https:\/\/risksacademy.com\/finance-economics\/#nx-sec-instruments\"><span class=\"nx-ai-t\">Portfolio exposure table<\/span><span class=\"nx-ai-w\">The 30 plants and 192 industrial sites as a table: asset, kind or fuel, capacity, ground elevation from the terrain grid, sortable by capacity, elevation or name; on the open twin the surface-water and built-up layers are read around each asset and the table prints their product dates.<\/span><\/a><\/li><\/ul><\/div><div class=\"nx-tw-pane\" role=\"tabpanel\" id=\"nx-tw-p-layers\" aria-labelledby=\"nx-tw-t-layers\" hidden><div class=\"nx-tw-layers\" data-tw-layers=\"true\"><p class=\"nx-tw-empty\">Open the map to switch its 11 layers.<\/p><\/div><\/div><div class=\"nx-tw-pane\" role=\"tabpanel\" id=\"nx-tw-p-src\" aria-labelledby=\"nx-tw-t-src\" hidden><p class=\"nx-tw-empty\">8 live and observed layers and 3 from the twin. Data: Natural Earth, CIESIN\/Columbia, NASA JPL OPERA DSWx-HLS, NASA JPL OPERA DSWx-S1, CIESIN, VIIRS, Open-Meteo.com, U.S. Geological Survey. Each layer states its provider, licence and date when it is switched on.<\/p><div class=\"nx-tw-cred\" data-tw-cred=\"true\"><\/div><\/div><\/aside><\/div><p class=\"nx-ra-map-note\" role=\"status\">The boundaries, names and designations shown do not imply any judgement on the legal status of any territory, or any endorsement or acceptance of such boundaries. Countries: Natural Earth (public domain).<\/p><\/div><\/div><\/div><\/section><section id=\"nx-sec-figure\" class=\"nx-section nx-as\" data-as=\"wide\" data-ra-wide=\"true\" data-hue=\"finance\" aria-labelledby=\"nx-sec-figure-h\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">06<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Department figure<\/span><\/div><h2 id=\"nx-sec-figure-h\" class=\"nx-section-title\">Its disciplines and courses<\/h2><\/div><div class=\"nx-section-body nx-as-body\"><figure class=\"nx-as-z\" data-nx-z=\"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\"><\/figure><\/div><\/div><\/section><section id=\"nx-sec-standards\" class=\"nx-section nx-as\" data-as=\"wide\" data-ra-wide=\"true\" data-hue=\"finance\" aria-labelledby=\"nx-sec-standards-h\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">07<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Nexus Standards<\/span><\/div><h2 id=\"nx-sec-standards-h\" class=\"nx-section-title\">Nexus Standards it teaches and relies on<\/h2><p class=\"nx-lede\">The Nexus Standards the department teaches toward, grouped by master standard, with the disciplines that teach each.<\/p><\/div><div class=\"nx-section-body nx-as-body\"><ul class=\"nx-fc nx-fs\"><li><a class=\"nx-fc-a\" href=\"https:\/\/nexustandards.com\/finance\/\"><span class=\"nx-fc-p\">nexustandards.com\/finance\/<\/span><span class=\"nx-fc-t\">Finance, Insurance and the Economy<\/span><span class=\"nx-fc-s\">NRS-F3 Insurance, catastrophe risk and protection gaps; NRS-F7 Disaster risk finance and pre-arranged finance<\/span><span class=\"nx-fc-n\"><span><b>5<\/b>standards taught<\/span><span><b>3<\/b>disciplines<\/span><\/span><\/a><\/li><li><a class=\"nx-fc-a\" href=\"https:\/\/nexustandards.com\/data\/\"><span class=\"nx-fc-p\">nexustandards.com\/data\/<\/span><span class=\"nx-fc-t\">Data and Evidence<\/span><span class=\"nx-fc-s\">NRS-M1 Universal mathematics and statistics<\/span><span class=\"nx-fc-n\"><span><b>1<\/b>standard taught<\/span><span><b>1<\/b>discipline<\/span><\/span><\/a><\/li><\/ul><p class=\"nx-fs-foot\"><a class=\"nx-link\" href=\"https:\/\/risksacademy.com\/nexus-standards\/\">Nexus Standards at the Academy<\/a><span>The Academy proposes how each discipline teaches toward the Nexus Standards; the mapping is open for review by the editors of the Nexus Standards.<\/span><\/p><\/div><\/div><\/section><section id=\"nx-sec-research\" class=\"nx-section nx-as\" data-as=\"wide\" data-ra-wide=\"true\" data-hue=\"finance\" aria-labelledby=\"nx-sec-research-h\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">08<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Research hub<\/span><\/div><h2 id=\"nx-sec-research-h\" class=\"nx-section-title\">Research hub: papers, preprints and datasets<\/h2><p class=\"nx-lede\">Open scholarly sources searched with the subject terms of Department of Insurance and Actuarial Science.<\/p><\/div><div class=\"nx-section-body nx-as-body\"><div class=\"nx-ra-rh\"><div class=\"nx-rh\" data-rh-data=\"nx-rh-finance-economics-insurance-actuarial\" data-ns-data=\"nx-rh-finance-economics-insurance-actuarial\" data-rh-state=\"static\" data-ns-credits=\"Research metadata: OpenAlex (metadata CC0); Crossref (metadata facts); DataCite (metadata CC0); Zenodo, CERN (metadata CC0); arXiv (metadata CC0); thank you to arXiv for use of its open access interoperability; Europe PMC (EMBL-EBI); OpenAIRE Graph (CC BY 4.0)\" aria-label=\"Research hub: Department of Insurance and Actuarial Science\"><p class=\"nx-rh-terms\"><span class=\"nx-rh-label\">Search terms<\/span>Insurance and Actuarial Science; Insurance, reinsurance and protection gaps; Actuarial science; Disaster risk finance<span class=\"nx-rh-from\">Derived from the Risk Academy page on Department of Insurance and Actuarial Science.<\/span><\/p><ul class=\"nx-rh-sources\" aria-label=\"Sources\"><li class=\"nx-rh-src\" data-rh-state=\"pending\"><span class=\"nx-rh-src-name\">OpenAlex<\/span><span class=\"nx-rh-src-state\">listed for reference; not queried<\/span><\/li><li class=\"nx-rh-src\" data-rh-state=\"pending\"><span class=\"nx-rh-src-name\">Crossref<\/span><span class=\"nx-rh-src-state\">listed for reference; not queried<\/span><\/li><li class=\"nx-rh-src\" data-rh-state=\"pending\"><span class=\"nx-rh-src-name\">DataCite<\/span><span class=\"nx-rh-src-state\">listed for reference; not queried<\/span><\/li><li class=\"nx-rh-src\" data-rh-state=\"pending\"><span class=\"nx-rh-src-name\">Zenodo<\/span><span class=\"nx-rh-src-state\">listed for reference; not queried<\/span><\/li><li class=\"nx-rh-src\" data-rh-state=\"pending\"><span class=\"nx-rh-src-name\">arXiv<\/span><span class=\"nx-rh-src-state\">listed for reference; not queried<\/span><\/li><li class=\"nx-rh-src\" data-rh-state=\"pending\"><span class=\"nx-rh-src-name\">Europe PMC<\/span><span class=\"nx-rh-src-state\">listed for reference; not queried<\/span><\/li><li class=\"nx-rh-src\" data-rh-state=\"pending\"><span class=\"nx-rh-src-name\">OpenAIRE Graph<\/span><span class=\"nx-rh-src-state\">listed for reference; not queried<\/span><\/li><\/ul><p class=\"nx-rh-note\">No source is enabled for live display on this site yet: the sources are listed for reference and none is queried. Once the publisher of record enables a source after its terms are reviewed, recent works are listed here. Metadata and links only: title, authors, venue, year, type, open-access status and licence as each source records them; works are listed for orientation, not reviewed or endorsed.<\/p><\/div><\/div><\/div><\/div><\/section><section id=\"nx-sec-hub\" class=\"nx-section nx-as\" data-as=\"hub\" data-ra-wide=\"true\" data-hue=\"finance\" aria-labelledby=\"nx-sec-hub-h\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">09<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Hub<\/span><\/div><h2 id=\"nx-sec-hub-h\" class=\"nx-section-title\">Research and tools<\/h2><p class=\"nx-lede\">Research and preprints as they are published, by discipline, with the faculty's other tools.<\/p><\/div><div class=\"nx-section-body nx-as-body\"><figure class=\"nx-as-z\"><div class=\"nx-ra-feeds\" data-ra-feeds=\"finance-economics\" data-ra-feeds-od=\"lx1sECIMzbZsJ2j7gSEgEYiW1gGLFTpaIHyPJ7t5s10=\" data-ra-feeds-scope=\"insurance-reinsurance actuarial-science disaster-risk-finance\"><p class=\"nx-tw-empty\">The hub lists the newest research and preprints for 3 disciplines, each with its source and date. <a class=\"nx-link\" href=\"https:\/\/risksacademy.com\/finance-economics\/research-hub\/\">Open the research hub<\/a><\/p><p class=\"nx-fs-foot\">Insurance, reinsurance and protection gaps, Actuarial science, Disaster risk finance<\/p><\/div><\/figure><\/div><\/div><\/section><section id=\"nx-sec-courses\" class=\"nx-section nx-as\" data-as=\"courses\" data-ra-wide=\"true\" data-hue=\"finance\" aria-labelledby=\"nx-sec-courses-h\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">10<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Courses<\/span><\/div><h2 id=\"nx-sec-courses-h\" class=\"nx-section-title\">Courses of the department<\/h2><p class=\"nx-lede\">Courses for this department are in development; until they open, study it through the connected courses below and the open lessons on its discipline pages.<\/p><\/div><div class=\"nx-section-body nx-as-body\"><figure class=\"nx-as-z\" data-nx-z=\"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\"><\/figure><\/div><\/div><\/section><section id=\"nx-sec-pathways\" class=\"nx-section nx-as\" data-as=\"route\" data-ra-wide=\"true\" data-hue=\"finance\" aria-labelledby=\"nx-sec-pathways-h\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">11<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Pathways<\/span><\/div><h2 id=\"nx-sec-pathways-h\" class=\"nx-section-title\">Pathways that run through it<\/h2><\/div><div class=\"nx-section-body nx-as-body\"><figure class=\"nx-as-z\"><div class=\"nx-ar\" data-start=\"none\"><ol class=\"nx-ar-ways\"><li><a class=\"nx-ar-a\" href=\"https:\/\/risksacademy.com\/pathways\/nrm-flagship\/\"><span class=\"nx-ar-k\">Academy flagship<\/span><span class=\"nx-ar-t\">Nexus-Based Risk Management flagship pathway<\/span><span class=\"nx-ar-m\">20 courses across the faculties.<\/span><\/a><\/li><li><a class=\"nx-ar-a\" href=\"https:\/\/risksacademy.com\/pathways\/anticipatory-action-specialist\/\"><span class=\"nx-ar-k\">Role pathway<\/span><span class=\"nx-ar-t\">Humanitarian anticipatory action specialist<\/span><span class=\"nx-ar-m\">One of its 11 courses is in this department.<\/span><\/a><\/li><li><a class=\"nx-ar-a\" href=\"https:\/\/risksacademy.com\/pathways\/climate-risk-officer\/\"><span class=\"nx-ar-k\">Role pathway<\/span><span class=\"nx-ar-t\">Climate risk officer<\/span><span class=\"nx-ar-m\">10 courses across the faculties.<\/span><\/a><\/li><\/ol><\/div><\/figure><\/div><\/div><\/section><section id=\"nx-sec-practice\" class=\"nx-section nx-as\" data-as=\"plain\" data-hue=\"finance\" aria-labelledby=\"nx-sec-practice-h\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">12<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Practice<\/span><\/div><h2 id=\"nx-sec-practice-h\" class=\"nx-section-title\">Where the department's subjects are practised<\/h2><\/div><div class=\"nx-section-body nx-as-body\"><figure class=\"nx-as-z\" data-nx-z=\"zZTLTiMxEEV\/peTVsDDeItRYikYa2CChiB8o7Eq3idu2XNU8\/h65E0gkGDIjseilXXWv7\/GrmyK4iMxXKr3oitoFIWW7GGzHBdPnos7K3g8E1zE\/YIR14C3DKsaAyRH8ul6vzjrTpDsD2+GRRwxpq2CotLlSg0jhS2P62agG3uLe5dzl0Sh7k0fqDNp3O9NCfR\/sR1auFBJPtY21Q0GWmstARtn1oQKYPPw+VOegfwmWlL0AySU4KNgTQ04gQ2Dg6eGRnHwALoNzTsoG+75Sj0IanZvGKaKEnL7fhUtYvavgWLWkY9zjHU3pmJm1R8FTdEcDaCJoooXDjdlT5P8h2ymWiBXDOF\/I5HVCcSgnsXaKubBTLBBr3m\/9hDH4f3pjt60fDv0LRCo1C7kWTvdYTt6+u492aO2fgMwUbVe+wNko+ydQ9FAiyibXkSFvQAYCcplfWWiE54EqzXP7\/xba1yuTD+TnKFhKDOTPO1PsGw==\"><\/figure><\/div><\/div><\/section><section id=\"nx-sec-ecosystem\" class=\"nx-section nx-as\" data-as=\"plain\" data-hue=\"finance\" aria-labelledby=\"nx-sec-ecosystem-h\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">13<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Across the ecosystem<\/span><\/div><h2 id=\"nx-sec-ecosystem-h\" class=\"nx-section-title\">Across the ecosystem<\/h2><\/div><div class=\"nx-section-body nx-as-body\"><figure class=\"nx-as-z\"><h3 class=\"nx-as-h3 nx-as-h3w\">Foundations in the STEM Commons<\/h3><ul class=\"nx-ra-cite\"><li><span class=\"nx-ra-cite-o\">The Global Centre for Risk and Innovation (GCRI Canada)<\/span><span><a class=\"nx-link\" href=\"https:\/\/therisk.global\/stem\/mathematics\/actuarial-math\/\">Actuarial mathematics<\/a><\/span><\/li><li><span class=\"nx-ra-cite-o\"><\/span><span><a class=\"nx-link\" href=\"https:\/\/therisk.global\/stem\/mathematics\/extreme-value\/\">Extreme value theory and tail risk<\/a><\/span><\/li><li><span class=\"nx-ra-cite-o\"><\/span><span><a class=\"nx-link\" href=\"https:\/\/therisk.global\/stem\/engineering\/financial-engineering\/\">Financial and risk engineering<\/a><\/span><\/li><li><span class=\"nx-ra-cite-o\"><\/span><span><a class=\"nx-link\" href=\"https:\/\/therisk.global\/stem\/mathematics\/probability-statistics\/\">Probability and statistics<\/a><\/span><\/li><li><span class=\"nx-ra-cite-o\"><\/span><span><a class=\"nx-link\" href=\"https:\/\/therisk.global\/stem\/science\/financial-economics\/\">Financial economics and macro-finance<\/a><\/span><\/li><\/ul><\/figure><\/div><\/div><\/section><section id=\"nx-sec-across\" class=\"nx-section nx-as\" data-as=\"wide\" data-ra-wide=\"true\" data-hue=\"finance\" aria-labelledby=\"nx-sec-across-h\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">14<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Consortium<\/span><\/div><h2 id=\"nx-sec-across-h\" class=\"nx-section-title\">Across the Consortium<\/h2><\/div><div class=\"nx-section-body nx-as-body\"><ul class=\"nx-ra-xl\"><li><a href=\"https:\/\/therisk.global\/stem\/mathematics\/actuarial-math\/\"><span class=\"nx-ra-xl-o\">GCRI Canada<\/span><span class=\"nx-ra-xl-t\">Actuarial mathematics<\/span><span class=\"nx-ra-xl-n\">Methods, data and models<\/span><\/a><\/li><li><a href=\"https:\/\/globalriskforum.com\/capital\/stem\/economics\/\"><span class=\"nx-ra-xl-o\">GRF<\/span><span class=\"nx-ra-xl-t\">Economics for public capital decisions<\/span><span class=\"nx-ra-xl-n\">Mandates, commitments and accountability<\/span><\/a><\/li><li><a href=\"https:\/\/globalriskalliance.com\/actuarial-quantitative-risk\/stem\/actuarial-math\/\"><span class=\"nx-ra-xl-o\">GRA<\/span><span class=\"nx-ra-xl-t\">Actuarial mathematics at Actuarial and Quantitative Risk<\/span><span class=\"nx-ra-xl-n\">Exposure, loss and capital<\/span><\/a><\/li><li><a href=\"https:\/\/nexustandards.com\/finance\/\"><span class=\"nx-ra-xl-o\">Nexus Standards<\/span><span class=\"nx-ra-xl-t\">Finance, Insurance and the Economy<\/span><span class=\"nx-ra-xl-n\">Standards that apply<\/span><\/a><\/li><li><a href=\"https:\/\/therisk.global\/nexus-reports\/areas\/economic-development\/\"><span class=\"nx-ra-xl-o\">Nexus Reports<\/span><span class=\"nx-ra-xl-t\">Economic Development in Nexus Reports<\/span><span class=\"nx-ra-xl-n\">Where it is reported<\/span><\/a><\/li><\/ul><\/div><\/div><\/section><section id=\"nx-sec-nr-gateway\" class=\"nx-section\" data-hue=\"finance\" data-tone=\"alt\" aria-labelledby=\"nx-nr-gateway-h\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">NR<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Nexus Reports gateway \u00b7 GW-ACADEMY<\/span><\/div><h2 id=\"nx-nr-gateway-h\" class=\"nx-section-title\">Contribute to Nexus Reports from this page.<\/h2><p class=\"nx-lede\">Nexus Reports is the Consortium's quarterly publication. What you know about this subject can become evidence, a case or a correction in the next edition, credited to you and published under CC BY 4.0 where it is your own work.<\/p><div class=\"nx-chips\"><span class=\"nx-chip\">Risk Academy<\/span><\/div><\/div><div class=\"nx-section-body\"><figure class=\"nx-as-z\" data-nx-z=\"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\"><\/figure><\/div><\/div><\/section><section class=\"nx-section\" data-tone=\"alt\" aria-labelledby=\"nx-rel-1\"><div class=\"nx-container\"><span class=\"nx-eyebrow\">Related<\/span><h2 id=\"nx-rel-1\" class=\"nx-h3 nx-mt-2\">Around the Department of Insurance and Actuarial Science<\/h2><nav class=\"nx-related nx-mt-3\" aria-label=\"Related\"><a href=\"https:\/\/risksacademy.com\/finance-economics\/departments\/banking-stability\/\">Department of Banking and Financial Stability <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/risksacademy.com\/finance-economics\/departments\/markets-investment\/\">Department of Financial Markets and Investment <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/risksacademy.com\/finance-economics\/departments\/public-development-economics\/\">Department of Public Finance and Development Economics <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/risksacademy.com\/finance-economics\/departments\/\">All departments <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/risksacademy.com\/finance-economics\/\">Faculty of Finance and Economics <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/risksacademy.com\/faculties\/\">All faculties <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><\/nav><\/div><\/section><section class=\"nx-closing\" aria-labelledby=\"nx-close-2\"><div class=\"nx-container\"><span class=\"nx-eyebrow\">Department of Insurance and Actuarial Science<\/span><h2 id=\"nx-close-2\" class=\"nx-section-title\">Choose a discipline<\/h2><p class=\"nx-lede\">Each discipline page sets out its scope, courses, labs, technology and key terms.<\/p><div class=\"nx-actions\"><a class=\"nx-btn\" data-variant=\"primary\" href=\"https:\/\/risksacademy.com\/finance-economics\/insurance-reinsurance\/\">Open Insurance, reinsurance and protection gaps <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a class=\"nx-btn\" data-variant=\"secondary\" href=\"https:\/\/risksacademy.com\/courses\/\">Browse the course catalogue<\/a><\/div><\/div><\/section><\/div><\/div><script class=\"_iub_cs_skip\">window.__nxMount ? window.__nxMount(document.currentScript) : null;<\/script>\n\n<!-- nx-rev:d8403a5ed554e3ff -->\n<!-- nx-path:\/departments\/insurance-actuarial\/ -->","protected":false},"excerpt":{"rendered":"<p>Risk Academy Faculty of Finance and Economics Departments of the Faculty of Finance and Economics Department of Insurance and Actuarial Science LightDarkSystem Illustrative: event footprints crossing a portfolio, losses rising &hellip; <a href=\"https:\/\/risksacademy.com\/finance-economics\/departments\/insurance-actuarial\/\" class=\"more-link\">Continue reading<span class=\"screen-reader-text\"> &#8220;Department of Insurance and Actuarial Science&#8221;<\/span><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"parent":61,"menu_order":118,"comment_status":"closed","ping_status":"closed","template":"elementor_header_footer","meta":{"_buddyx_sub_header_visibility":"","_buddyx_sub_header_title_visibility":"","_hide_show_side_panel":"","_buddyxpro_page_sidebar":"","_buddyxpro_page_disable_header":"","_buddyxpro_page_disable_footer":"","_buddyxpro_page_content_width":"","_buddyxpro_page_header_style":"","_buddyxpro_page_color_mode":"","_buddyxpro_page_loader":"","footnotes":""},"class_list":["post-63","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/risksacademy.com\/finance-economics\/wp-json\/wp\/v2\/pages\/63","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/risksacademy.com\/finance-economics\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/risksacademy.com\/finance-economics\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/risksacademy.com\/finance-economics\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/risksacademy.com\/finance-economics\/wp-json\/wp\/v2\/comments?post=63"}],"version-history":[{"count":1,"href":"https:\/\/risksacademy.com\/finance-economics\/wp-json\/wp\/v2\/pages\/63\/revisions"}],"predecessor-version":[{"id":98,"href":"https:\/\/risksacademy.com\/finance-economics\/wp-json\/wp\/v2\/pages\/63\/revisions\/98"}],"up":[{"embeddable":true,"href":"https:\/\/risksacademy.com\/finance-economics\/wp-json\/wp\/v2\/pages\/61"}],"wp:attachment":[{"href":"https:\/\/risksacademy.com\/finance-economics\/wp-json\/wp\/v2\/media?parent=63"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}