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type=\"text\/x-nexus\" class=\"_iub_cs_skip\" id=\"nxe-mount\" 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auto;padding:0 16px;font-family:ui-sans-serif,system-ui,-apple-system,\"Segoe UI\",sans-serif;line-height:1.55;overflow-wrap:break-word}#nxe-n10du0bk.nxe :where(*,*::before,*::after){box-sizing:inherit}#nxe-n10du0bk.nxe :where(section,header,footer,nav,aside){display:block;margin:0 0 32px}#nxe-n10du0bk.nxe :where(h1,h2,h3,h4){line-height:1.2;margin:24px 0 12px;font-weight:600}#nxe-n10du0bk.nxe :where(p,ul,ol,dl,table,figure,details){margin:0 0 16px}#nxe-n10du0bk.nxe :where(ul,ol){padding-left:20px}#nxe-n10du0bk.nxe a{color:inherit;text-decoration:underline;text-underline-offset:2px}#nxe-n10du0bk.nxe table{border-collapse:collapse;width:100%;display:block;overflow-x:auto}#nxe-n10du0bk.nxe :where(th,td){padding:6px 8px;text-align:left;vertical-align:top;border-bottom:1px solid;border-color:inherit}#nxe-n10du0bk.nxe svg{display:none}#nxe-n10du0bk.nxe svg.nx-i{display:inline-block;width:18px;height:18px;vertical-align:-3px}#nxe-n10du0bk.nxe :where([role=\"tablist\"],[role=\"toolbar\"],[hidden],button,.nx-theme-toggle,.nx-live-slot){display:none}#nxe-n10du0bk.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><linearGradient id=\"nx-giu\" gradientUnits=\"userSpaceOnUse\" x1=\"0\" y1=\"0\" x2=\"800\" y2=\"0\"><stop offset=\"0\" class=\"nx-gi-a\"\/><stop offset=\"0.55\" class=\"nx-gi-b\"\/><stop offset=\"1\" class=\"nx-gi-c\"\/><\/linearGradient><linearGradient id=\"nx-gp\" x1=\"0\" y1=\"0\" x2=\"1\" y2=\"1\"><stop offset=\"0\" class=\"nx-gp-a\"\/><stop offset=\"1\" class=\"nx-gp-b\"\/><\/linearGradient><\/defs><\/svg><section class=\"nx-hero\" data-layout=\"dossier\" aria-labelledby=\"nx-title-1\"><div class=\"nx-container\"><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\">Auto<\/button><\/div><div class=\"nx-folio\" aria-label=\"Document reference\"><strong>A-P09 \u00b7 TOPIC \u00b7 commodity-and-revenue-risk<\/strong>GRA dossier \u00b7 service level R0<\/div><div class=\"nx-hero-grid\"><div class=\"nx-hero-text\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">GRA<\/span><span class=\"nx-eyebrow\" aria-hidden=\"true\">\u00b7<\/span><span class=\"nx-eyebrow\">Public Finance and Sovereign Debt<\/span><span class=\"nx-eyebrow\" aria-hidden=\"true\">\u00b7<\/span><span class=\"nx-eyebrow\">In development<\/span><\/div><div class=\"nx-accent-row\"><span class=\"nx-accent-rule\" aria-hidden=\"true\"><\/span><span>Topic dossier \u00b7 Public Finance and Sovereign Debt<\/span><\/div><h1 id=\"nx-title-1\" class=\"nx-hero-title\">Commodity and revenue risk<\/h1><p class=\"nx-tagline\">Governments that depend on oil, gas or mineral revenue, or on a narrow tax base, face volatile income. Price falls cut revenue and growth together, while spending is hard to reduce. Fiscal rules, stabilisation funds and broader taxation manage the risk. This page sets out how revenue volatility creates fiscal risk, how it is measured, and who decides.<\/p><div class=\"nx-actions\"><a class=\"nx-btn\" data-variant=\"primary\" href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/contact\/\">Make an enquiry <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a class=\"nx-btn\" data-variant=\"secondary\" href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/\">Back to Topics<\/a><\/div><\/div><div class=\"nx-hero-panel\"><div class=\"nx-register\"><div class=\"nx-register-head\"><span class=\"nx-eyebrow\"><strong>Dossier<\/strong><\/span><span class=\"nx-eyebrow\">A-P09 \u00b7 topic<\/span><\/div><ol class=\"nx-register-rows\"><li><a href=\"#nx-sec-brief-answer\"><span class=\"nx-register-n\">01<\/span><span class=\"nx-register-k\">In brief<\/span><span class=\"nx-register-v\">Definition and scope<\/span><\/a><\/li><li><a href=\"#nx-sec-question\"><span class=\"nx-register-n\">02<\/span><span class=\"nx-register-k\">The question<\/span><span class=\"nx-register-v\">4 mechanisms<\/span><\/a><\/li><li><a href=\"#nx-sec-terms\"><span class=\"nx-register-n\">03<\/span><span class=\"nx-register-k\">Key terms<\/span><span class=\"nx-register-v\"><span class=\"nx-register-num\">3<\/span><\/span><\/a><\/li><li><a href=\"#nx-sec-field\"><span class=\"nx-register-n\">04<\/span><span class=\"nx-register-k\">Field<\/span><span class=\"nx-register-v\">H3 field plate<\/span><\/a><\/li><li><a href=\"#nx-sec-indicators\"><span class=\"nx-register-n\">05<\/span><span class=\"nx-register-k\">Indicators<\/span><span class=\"nx-register-v\"><span class=\"nx-register-num\">6<\/span><\/span><\/a><\/li><li><a href=\"#nx-sec-pipeline\"><span class=\"nx-register-n\">06<\/span><span class=\"nx-register-k\">Pipeline<\/span><span class=\"nx-register-v\">Run graph<\/span><\/a><\/li><li><a href=\"#nx-sec-sources\"><span class=\"nx-register-n\">07<\/span><span class=\"nx-register-k\">Sources<\/span><span class=\"nx-register-v\"><span class=\"nx-register-num\">5<\/span><\/span><\/a><\/li><li><a href=\"#nx-sec-decisions\"><span class=\"nx-register-n\">08<\/span><span class=\"nx-register-k\">Decision holders<\/span><span class=\"nx-register-v\"><span class=\"nx-register-num\">4<\/span><\/span><\/a><\/li><li><a href=\"#nx-sec-methods\"><span class=\"nx-register-n\">09<\/span><span class=\"nx-register-k\">Methods<\/span><span class=\"nx-register-v\"><span class=\"nx-register-num\">4<\/span><\/span><\/a><\/li><\/ol><p class=\"nx-register-foot\">GRA \u00b7 In development \u00b7 service level R0<\/p><\/div><\/div><\/div><\/div><\/section> <nav class=\"nx-index-strip\" data-nx-spy=\"true\" aria-label=\"On this page\"><div class=\"nx-container\"><a href=\"#nx-sec-brief-answer\"><span>01<\/span>The short answer<\/a><a href=\"#nx-sec-field\"><span>02<\/span>Hazard geography and debt that can\u2026<\/a><a href=\"#nx-s-4-sec\"><span>03<\/span>Debt sustainability console, in\u2026<\/a><a href=\"#nx-sec-question\"><span>04<\/span>Commodity and revenue risk: how the\u2026<\/a><a href=\"#nx-sec-terms\"><span>05<\/span>Terms used on this page<\/a><a href=\"#nx-sec-indicators\"><span>06<\/span>What is measured, and how well<\/a><a href=\"#nx-sec-pipeline\"><span>07<\/span>From sources to decisions<\/a><a href=\"#nx-sec-sources\"><span>08<\/span>Where the evidence comes from<\/a><\/div><\/nav> <section id=\"nx-sec-brief-answer\" class=\"nx-section\" data-hue=\"finance\" data-variant=\"split\" aria-labelledby=\"nx-s-2\"><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\">In brief<\/span><\/div><h2 id=\"nx-s-2\" class=\"nx-section-title\">The short answer.<\/h2><p class=\"nx-lede\">Commodity revenue risk is the fiscal risk governments face when income depends on volatile oil, gas or mineral prices, or on a narrow tax base. Procyclical spending amplifies it; stabilisation funds and fiscal rules manage it. Finance ministries, legislatures, tax authorities and sovereign fund boards hold the decisions.<\/p><\/div><\/div><\/section><section id=\"nx-sec-field\" class=\"nx-section\" data-hue=\"systemic\" data-tone=\"alt\" aria-labelledby=\"nx-s-3\"><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\">Spatial finance<\/span><\/div><h2 id=\"nx-s-3\" class=\"nx-section-title\">Hazard geography and debt that can pause.<\/h2><p class=\"nx-lede\">Hazard geography by country beside a debt clause that pauses payments after a disaster. Design index, not a rating.<\/p><\/div><div class=\"nx-section-body\"><div class=\"nx-canvas-wrap\"><figure class=\"nx-fk nx-sf\" data-fk=\"sovereign-debt\" data-gl=\"sf:sovereign-debt\" data-sf=\"sovereign-debt\" data-sx-credit=\"Natural Earth (public domain) | design index, not a rating\" data-sx-src=\"Natural Earth ~ public domain ~ https:\/\/www.naturalearthdata.com\/ | Design scenario values by the Global Risks Alliance ~ illustrative, not data\" data-sf-learn-views=\"flows\" aria-label=\"Interactive map: countries coloured by a design index of coast, cyclone and earthquake exposure, beside a clause explainer for a reference bond. The panel switches the clause and the event year.\" 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\"><figcaption class=\"nx-fk-cap\"><span>Countries by their exposure to coasts, cyclones and earthquakes, beside a debt clause that pauses payments after a disaster.<\/span><span data-honesty=\"true\">Geometric design index, not a rating; a reference bond, not any issuer's terms.<\/span><\/figcaption><\/figure><\/div><div class=\"nx-live-slot\" data-nxf-slot=\"map\" data-nxf-kind=\"map\" data-nxf-resource=\"nexus:\/\/gra\/A-P09\/topics\/commodity-and-revenue-risk\/#map\" data-nxf-title=\"Public Finance and Sovereign Debt live map\" data-nxf-height=\"560\" hidden><\/div><\/div><\/div><\/section><section id=\"nx-s-4-sec\" class=\"nx-section\" data-hue=\"finance\" aria-labelledby=\"nx-s-4\"><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\">Console<\/span><\/div><h2 id=\"nx-s-4\" class=\"nx-section-title\">Debt sustainability console, in outline.<\/h2><p class=\"nx-lede\">The working screen behind this subject: its structure, terms and states. Names are placeholders and values illustrative.<\/p><\/div><div class=\"nx-section-body\"><figure class=\"nx-fk nx-cx\" data-fk=\"cx-sovdebt-dsa\" data-cx=\"sovdebt.dsa\" data-variant=\"section\" aria-label=\"Debt sustainability console: illustrative console with placeholder names and values\" data-nx-z=\"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\"><figcaption class=\"nx-fk-cap\"><span>Debt sustainability console: the screen's structure, terms and states for Commodity and revenue risk.<\/span><span data-honesty=\"true\">Placeholder names and illustrative values; a design, not a record or a live system.<\/span><\/figcaption><\/figure><\/div><\/div><\/section><section id=\"nx-sec-question\" class=\"nx-section\" data-hue=\"systemic\" data-tone=\"alt\" aria-labelledby=\"nx-s-5\"><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\">The question<\/span><\/div><h2 id=\"nx-s-5\" class=\"nx-section-title\">Commodity and revenue risk: how the risk develops.<\/h2><p class=\"nx-lede\">Resources, pricing and fiscal dependence. The dossier below sets out how the risk develops, what is measured, where the data come from, how it is modelled and who decides.<\/p><\/div><div class=\"nx-section-body\"><div class=\"nx-cells\" data-cols=\"2\"><div><div class=\"nx-glyph-row\"><span class=\"nx-glyph\" data-tone=\"accent\"><svg class=\"nx-i\" viewBox=\"0 0 24 24\" aria-hidden=\"true\" focusable=\"false\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M22 12h-2.48a2 2 0 0 0-1.93 1.46l-2.35 8.36a.25.25 0 0 1-.48 0L9.24 2.18a.25.25 0 0 0-.48 0l-2.35 8.36A2 2 0 0 1 4.49 12H2\"\/><\/svg><\/span><span class=\"nx-eyebrow\">Mechanism<\/span><\/div><h3 class=\"nx-h4 nx-mt-2\">Prices drive revenue<\/h3><p class=\"nx-p nx-mt-1\">Commodity revenue moves with world prices that governments cannot control. A price fall can remove a large share of revenue within a year.<\/p><\/div><div><div class=\"nx-glyph-row\"><span class=\"nx-glyph\" data-tone=\"accent\"><svg class=\"nx-i\" viewBox=\"0 0 24 24\" aria-hidden=\"true\" focusable=\"false\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><circle cx=\"12\" cy=\"12\" r=\"3\"\/><circle cx=\"19\" cy=\"5\" r=\"2\"\/><circle cx=\"5\" cy=\"19\" r=\"2\"\/><path d=\"M10.4 21.9a10 10 0 0 0 9.941-15.416\"\/><path d=\"M13.5 2.1a10 10 0 0 0-9.841 15.416\"\/><\/svg><\/span><span class=\"nx-eyebrow\">Mechanism<\/span><\/div><h3 class=\"nx-h4 nx-mt-2\">Procyclical spending<\/h3><p class=\"nx-p nx-mt-1\">Revenue windfalls are spent in booms and cut in busts, amplifying the cycle and leaving little buffer when prices fall.<\/p><\/div><div><div class=\"nx-glyph-row\"><span class=\"nx-glyph\" data-tone=\"accent\"><svg class=\"nx-i\" viewBox=\"0 0 24 24\" aria-hidden=\"true\" focusable=\"false\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><circle cx=\"8\" cy=\"8\" r=\"6\"\/><path d=\"M18.09 10.37A6 6 0 1 1 10.34 18\"\/><path d=\"M7 6h1v4\"\/><path d=\"m16.71 13.88.7.71-2.82 2.82\"\/><\/svg><\/span><span class=\"nx-eyebrow\">Mechanism<\/span><\/div><h3 class=\"nx-h4 nx-mt-2\">Buffers smooth the path<\/h3><p class=\"nx-p nx-mt-1\">Stabilisation funds and fiscal rules based on structural or long-run prices save windfalls and release them in downturns, if rules are followed.<\/p><\/div><div><div class=\"nx-glyph-row\"><span class=\"nx-glyph\" data-tone=\"accent\"><svg class=\"nx-i\" viewBox=\"0 0 24 24\" aria-hidden=\"true\" focusable=\"false\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"m12.83 2.18a2 2 0 0 0-1.66 0L2.6 6.08a1 1 0 0 0 0 1.83l8.58 3.91a2 2 0 0 0 1.66 0l8.58-3.9a1 1 0 0 0 0-1.83Z\"\/><path d=\"m22 17.65-9.17 4.16a2 2 0 0 1-1.66 0L2 17.65\"\/><path d=\"m22 12.65-9.17 4.16a2 2 0 0 1-1.66 0L2 12.65\"\/><\/svg><\/span><span class=\"nx-eyebrow\">Mechanism<\/span><\/div><h3 class=\"nx-h4 nx-mt-2\">Narrow tax bases add fragility<\/h3><p class=\"nx-p nx-mt-1\">Reliance on a few taxes or large taxpayers makes revenue vulnerable to sector shocks and avoidance.<\/p><\/div><\/div><\/div><\/div><\/section><section id=\"nx-sec-terms\" class=\"nx-section\" data-hue=\"finance\" data-tone=\"alt\" data-variant=\"split\" aria-labelledby=\"nx-s-6\"><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\">Key terms<\/span><\/div><h2 id=\"nx-s-6\" class=\"nx-section-title\">Terms used on this page.<\/h2><p class=\"nx-lede\">Each term as this page uses it. Where a standard-setting body defines the term, the wording follows that body.<\/p><\/div><div class=\"nx-section-body\"><div class=\"nx-table-wrap\"><table class=\"nx-table\" data-stack=\"true\"><thead><tr><th scope=\"col\">Term<\/th><th scope=\"col\">Definition<\/th><\/tr><\/thead><tbody><tr><td data-label=\"Term\">Stabilisation fund<\/td><td data-label=\"Definition\">A fund that saves revenue in booms and releases it in downturns to smooth public spending.<\/td><\/tr><tr><td data-label=\"Term\">Fiscal breakeven price<\/td><td data-label=\"Definition\">The commodity price at which a government's budget would balance.<\/td><\/tr><tr><td data-label=\"Term\">Procyclical fiscal policy<\/td><td data-label=\"Definition\">Spending and tax choices that amplify booms and busts rather than smoothing them.<\/td><\/tr><\/tbody><\/table><\/div><\/div><\/div><\/section><section id=\"nx-sec-indicators\" class=\"nx-section\" data-hue=\"systemic\" data-tone=\"alt\" data-variant=\"split\" aria-labelledby=\"nx-s-7\"><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\">Indicators<\/span><\/div><h2 id=\"nx-s-7\" class=\"nx-section-title\">What is measured, and how well.<\/h2><p class=\"nx-lede\">Each indicator carries its unit, its cadence, the kind of source behind it and the evidence label a value would carry. No values are shown: a programme supplies them under its own authority.<\/p><\/div><div class=\"nx-section-body\"><div class=\"nx-table-wrap\"><table class=\"nx-table\" data-stack=\"true\"><thead><tr><th scope=\"col\">Indicator<\/th><th scope=\"col\">Unit<\/th><th scope=\"col\">Cadence<\/th><th scope=\"col\">Source type<\/th><th scope=\"col\">Label<\/th><\/tr><\/thead><tbody><tr><td data-label=\"Indicator\">Resource revenue share of total revenue<\/td><td data-label=\"Unit\">percent<\/td><td data-label=\"Cadence\">annual<\/td><td data-label=\"Source type\">Government finance statistics and EITI reports<\/td><td data-label=\"Label\"><span class=\"nx-chip\">OFFICIAL<\/span><\/td><\/tr><tr><td data-label=\"Indicator\">Tax revenue<\/td><td data-label=\"Unit\">percent of GDP<\/td><td data-label=\"Cadence\">annual<\/td><td data-label=\"Source type\">OECD and IMF revenue databases<\/td><td data-label=\"Label\"><span class=\"nx-chip\">OFFICIAL<\/span><\/td><\/tr><tr><td data-label=\"Indicator\">Revenue volatility<\/td><td data-label=\"Unit\">standard deviation of revenue growth<\/td><td data-label=\"Cadence\">periodic<\/td><td data-label=\"Source type\">Calculated from fiscal data<\/td><td data-label=\"Label\"><span class=\"nx-chip\">ESTIMATED<\/span><\/td><\/tr><tr><td data-label=\"Indicator\">Stabilisation fund assets<\/td><td data-label=\"Unit\">currency and months of spending<\/td><td data-label=\"Cadence\">annual<\/td><td data-label=\"Source type\">Fund reports<\/td><td data-label=\"Label\"><span class=\"nx-chip\">OFFICIAL<\/span><\/td><\/tr><tr><td data-label=\"Indicator\">Fiscal breakeven commodity price<\/td><td data-label=\"Unit\">currency per unit<\/td><td data-label=\"Cadence\">annual<\/td><td data-label=\"Source type\">IMF regional outlooks<\/td><td data-label=\"Label\"><span class=\"nx-chip\">ESTIMATED<\/span><\/td><\/tr><tr><td data-label=\"Indicator\">Fiscal rule compliance<\/td><td data-label=\"Unit\">categorical<\/td><td data-label=\"Cadence\">annual<\/td><td data-label=\"Source type\">Fiscal council and IMF reports<\/td><td data-label=\"Label\"><span class=\"nx-chip\">REPORTED<\/span><\/td><\/tr><\/tbody><\/table><\/div><div class=\"nx-live-slot\" data-nxf-slot=\"indicators\" data-nxf-kind=\"indicator\" data-nxf-resource=\"nexus:\/\/gra\/A-P09\/topics\/commodity-and-revenue-risk\/#indicators\" data-nxf-title=\"Indicators\" data-nxf-height=\"520\" hidden><\/div><\/div><\/div><\/section><section id=\"nx-sec-pipeline\" class=\"nx-section\" data-hue=\"finance\" data-tone=\"alt\" aria-labelledby=\"nx-s-8\"><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\">Canvas<\/span><\/div><h2 id=\"nx-s-8\" class=\"nx-section-title\">From sources to decisions.<\/h2><p class=\"nx-lede\">The topic as a computational graph: named sources feed the methods, an evidence review gates the outputs, and the decisions stay with the authorities that hold them.<\/p><\/div><div class=\"nx-section-body\"><div class=\"nx-plate\" data-wide=\"true\"><div class=\"nx-plate-label\"><span class=\"nx-eyebrow\"><strong>Pipeline canvas<\/strong> \u00b7 Commodity and revenue risk as a run graph<\/span><span class=\"nx-eyebrow\">Design, not a record<\/span><\/div><div class=\"nx-figure-frame\" data-scene=\"true\"><svg class=\"nx-figure nx-ui nx-dag\" viewBox=\"0 0 1200 564\" data-nx-dag=\"true\" data-w=\"1200\" data-h=\"564\" role=\"img\" aria-labelledby=\"nx-dag-a-p09-topics-commodity-and-revenue-risk-d-t nx-dag-a-p09-topics-commodity-and-revenue-risk-d-d\" data-nx-z=\"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\"><title id=\"nx-dag-a-p09-topics-commodity-and-revenue-risk-d-t\">Commodity and revenue risk: debt sustainability analysis<\/title><desc id=\"nx-dag-a-p09-topics-commodity-and-revenue-risk-d-d\">A macro baseline drives debt dynamics; standard and tailored shocks (growth, rates, exchange rate, disasters, contingent liabilities) give a fan of paths; thresholds and the heat map give a risk rating that informs the debt strategy. Design of the process, not a record of a run.<\/desc><\/svg><\/div><\/div><p class=\"nx-caption\"><strong>Fig. 02<\/strong><span>Nodes carry their type, two metric rows and a state; connectors show what feeds what; dashed frames name the owners; the timeline is the cadence. Design of the pipeline, not a record of a run.<\/span><\/p><\/div><\/div><\/section><section id=\"nx-sec-sources\" class=\"nx-section\" data-hue=\"systemic\" data-tone=\"alt\" data-variant=\"split\" aria-labelledby=\"nx-s-9\"><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\">Sources<\/span><\/div><h2 id=\"nx-s-9\" class=\"nx-section-title\">Where the evidence comes from.<\/h2><p class=\"nx-lede\">Named public datasets and institutional records, each with its licence class. Sources by agreement are used only under their terms and never republished.<\/p><\/div><div class=\"nx-section-body\"><div class=\"nx-table-wrap\"><table class=\"nx-table\" data-stack=\"true\"><thead><tr><th scope=\"col\">Source<\/th><th scope=\"col\">What it gives<\/th><th scope=\"col\">Licence class<\/th><\/tr><\/thead><tbody><tr><td data-label=\"Source\">Extractive Industries Transparency Initiative (EITI) data<\/td><td data-label=\"What it gives\">Payments by companies and revenues received by governments<\/td><td data-label=\"Licence class\">Open data, CC BY (to check)<\/td><\/tr><tr><td data-label=\"Source\">UNU-WIDER Government Revenue Dataset<\/td><td data-label=\"What it gives\">Comparable government revenue data<\/td><td data-label=\"Licence class\">Free for research, terms to check<\/td><\/tr><tr><td data-label=\"Source\">IMF Regional Economic Outlooks<\/td><td data-label=\"What it gives\">Fiscal breakeven prices and regional fiscal analysis<\/td><td data-label=\"Licence class\">Free, IMF terms<\/td><\/tr><tr><td data-label=\"Source\">OECD Global Revenue Statistics Database<\/td><td data-label=\"What it gives\">Tax revenue by country and type<\/td><td data-label=\"Licence class\">Free, OECD terms<\/td><\/tr><tr><td data-label=\"Source\">IMF fiscal rules dataset<\/td><td data-label=\"What it gives\">Fiscal rules by country and type<\/td><td data-label=\"Licence class\">Free, IMF terms<\/td><\/tr><\/tbody><\/table><\/div><div class=\"nx-live-slot\" data-nxf-slot=\"evidence\" data-nxf-kind=\"evidence\" data-nxf-resource=\"nexus:\/\/gra\/A-P09\/topics\/commodity-and-revenue-risk\/#evidence\" data-nxf-title=\"Sources\" data-nxf-height=\"520\" hidden><\/div><\/div><\/div><\/section><section id=\"nx-sec-decisions\" class=\"nx-section\" data-hue=\"finance\" data-tone=\"alt\" data-variant=\"split\" aria-labelledby=\"nx-s-10\"><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\">Decisions<\/span><\/div><h2 id=\"nx-s-10\" class=\"nx-section-title\">Who decides, and what the evidence serves.<\/h2><p class=\"nx-lede\">Public Finance and Sovereign Debt prepares evidence. The decisions below are taken by the authorities named, under their own rules, and never by the platform.<\/p><\/div><div class=\"nx-section-body\" data-lv=\"ledger\"><div class=\"nx-table-wrap\"><table class=\"nx-table\" data-stack=\"true\"><thead><tr><th scope=\"col\">Who decides<\/th><th scope=\"col\">The question<\/th><th scope=\"col\">Evidence this page serves<\/th><\/tr><\/thead><tbody><tr><td data-label=\"Who decides\">Finance ministries<\/td><td data-label=\"The question\">How to budget volatile revenue and build buffers<\/td><td data-label=\"Evidence this page serves\">Revenue data, price scenarios and fund rules<\/td><\/tr><tr><td data-label=\"Who decides\">Legislatures and fiscal councils<\/td><td data-label=\"The question\">Which fiscal rules apply and whether they are met<\/td><td data-label=\"Evidence this page serves\">Compliance reports and comparative rules<\/td><\/tr><tr><td data-label=\"Who decides\">Tax authorities<\/td><td data-label=\"The question\">How to broaden the tax base<\/td><td data-label=\"Evidence this page serves\">Revenue structure evidence<\/td><\/tr><tr><td data-label=\"Who decides\">Sovereign fund boards<\/td><td data-label=\"The question\">How to manage stabilisation fund assets<\/td><td data-label=\"Evidence this page serves\">Fund mandates and liquidity needs<\/td><\/tr><\/tbody><\/table><\/div><h3 class=\"nx-h4 nx-mt-4\">Outputs this topic produces<\/h3><ul class=\"nx-list\"><li>Guide to commodity revenue risk and fiscal rules<\/li><li>Method note on revenue volatility and breakeven prices<\/li><li>Brief on stabilisation fund design<\/li><li>Questions for finance ministries on revenue diversification<\/li><\/ul><\/div><\/div><\/section><section id=\"nx-sec-core-questions\" class=\"nx-section\" data-hue=\"systemic\" data-tone=\"alt\" aria-labelledby=\"nx-s-11\"><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\">Core questions<\/span><\/div><h2 id=\"nx-s-11\" class=\"nx-section-title\">What specialists ask.<\/h2><\/div><div class=\"nx-section-body\"><ul class=\"nx-list\"><li>How dependent is a budget on commodity or other volatile revenue?<\/li><li>How do revenue shocks affect deficits, debt and spending?<\/li><li>How can fiscal rules and buffers reduce the effect of revenue volatility?<\/li><li>How will the energy transition affect fiscal revenues from fossil fuels?<\/li><li>How can tax bases be diversified and strengthened?<\/li><\/ul><\/div><\/div><\/section><section id=\"nx-sec-mechanisms\" class=\"nx-section\" data-hue=\"finance\" data-variant=\"split\" aria-labelledby=\"nx-s-12\"><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\">Mechanisms<\/span><\/div><h2 id=\"nx-s-12\" class=\"nx-section-title\">Drivers and dynamics.<\/h2><\/div><div class=\"nx-section-body\"><p class=\"nx-p\">Commodity revenues are volatile because prices move sharply with global demand and supply. Governments that spend revenue as it arrives tend to expand spending in booms and cut it in busts, amplifying economic cycles. Borrowing during booms, when credit is cheap, can leave governments exposed when prices fall. Revenue shocks also tend to coincide with falling growth and a weaker currency, compounding debt pressure.<\/p><p class=\"nx-p\">Fiscal rules based on structural or non-commodity balances, stabilization funds and conservative price assumptions are common responses. Over the longer term, the energy transition poses a structural challenge to fossil fuel-dependent budgets, and diversifying the tax base is a central fiscal resilience strategy. Narrow tax bases, informality and tax avoidance also limit revenue resilience in many economies.<\/p><\/div><\/div><\/section><section id=\"nx-sec-methods-and-limits\" class=\"nx-section\" data-hue=\"systemic\" data-tone=\"alt\" data-variant=\"split\" aria-labelledby=\"nx-s-13\"><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\">Methods and limits<\/span><\/div><h2 id=\"nx-s-13\" class=\"nx-section-title\">How it is studied.<\/h2><\/div><div class=\"nx-section-body\"><ol class=\"nx-rows\"><li><span class=\"nx-eyebrow nx-index\">01<\/span><div><h3 class=\"nx-h4\">Revenue volatility analysis<\/h3><p class=\"nx-p nx-mt-1\">Measuring revenue dependence and volatility, using <a class=\"nx-link\" href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/stem\/econometrics\/\">econometrics<\/a>.<\/p><\/div><\/li><li><span class=\"nx-eyebrow nx-index\">02<\/span><div><h3 class=\"nx-h4\">Scenario analysis<\/h3><p class=\"nx-p nx-mt-1\">Exploring budget paths under price and transition scenarios, using <a class=\"nx-link\" href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/stem\/scenario-stress\/\">scenario design and stress testing<\/a>.<\/p><\/div><\/li><li><span class=\"nx-eyebrow nx-index\">03<\/span><div><h3 class=\"nx-h4\">Fiscal rule assessment<\/h3><p class=\"nx-p nx-mt-1\">Comparing how rules and buffers performed in past cycles, using <a class=\"nx-link\" href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/stem\/economics\/\">economics and development economics<\/a>.<\/p><\/div><\/li><li><span class=\"nx-eyebrow nx-index\">04<\/span><div><h3 class=\"nx-h4\">Limits<\/h3><p class=\"nx-p nx-mt-1\">Commodity prices are hard to forecast, transition timing is uncertain, and revenue data may be incomplete.<\/p><\/div><\/li><\/ol><\/div><\/div><\/section><section id=\"nx-sec-methods\" class=\"nx-section\" data-hue=\"finance\" aria-labelledby=\"nx-s-14\"><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\">Methods<\/span><\/div><h2 id=\"nx-s-14\" class=\"nx-section-title\">How it is studied, and what the methods cannot say.<\/h2><\/div><div class=\"nx-section-body\"><div class=\"nx-methods\" data-limits=\"true\"><ol class=\"nx-mledger\" aria-label=\"Methods\"><li><a class=\"nx-mledger-main\" href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/stem\/econometrics\/\"><span class=\"nx-mledger-n\" aria-hidden=\"true\">01<\/span><span class=\"nx-mledger-body\"><span class=\"nx-mledger-name\">Econometrics<\/span><span class=\"nx-mledger-role\">Fiscal reaction functions \u00b7 Revenue volatility \u00b7 Disaster effects on public finance<\/span><\/span><span class=\"nx-mledger-go\"><span class=\"nx-mledger-go-label\">Applied here<\/span><svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/span><\/a><div class=\"nx-mledger-aside\"><a class=\"nx-mledger-canon\" href=\"https:\/\/therisk.global\/stem\/mathematics\/econometrics\/\" aria-label=\"Econometrics: canonical page on the STEM Commons\">Canonical \u00b7 STEM Commons <span aria-hidden=\"true\">\u2197<\/span><\/a><\/div><\/li><li><a class=\"nx-mledger-main\" href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/stem\/economics\/\"><span class=\"nx-mledger-n\" aria-hidden=\"true\">02<\/span><span class=\"nx-mledger-body\"><span class=\"nx-mledger-name\">Economics and development economics<\/span><span class=\"nx-mledger-role\">Debt dynamics \u00b7 Fiscal multipliers \u00b7 Fiscal federalism<\/span><\/span><span class=\"nx-mledger-go\"><span class=\"nx-mledger-go-label\">Applied here<\/span><svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/span><\/a><div class=\"nx-mledger-aside\"><a class=\"nx-mledger-canon\" href=\"https:\/\/therisk.global\/stem\/science\/economics\/\" aria-label=\"Economics and development economics: canonical page on the STEM Commons\">Canonical \u00b7 STEM Commons <span aria-hidden=\"true\">\u2197<\/span><\/a><\/div><\/li><li><a class=\"nx-mledger-main\" href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/stem\/scenario-stress\/\"><span class=\"nx-mledger-n\" aria-hidden=\"true\">03<\/span><span class=\"nx-mledger-body\"><span class=\"nx-mledger-name\">Scenario design and stress testing<\/span><span class=\"nx-mledger-role\">Standard DSA stress tests \u00b7 Contingent liability shocks \u00b7 Climate and disaster scenarios<\/span><\/span><span class=\"nx-mledger-go\"><span class=\"nx-mledger-go-label\">Applied here<\/span><svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/span><\/a><div class=\"nx-mledger-aside\"><a class=\"nx-mledger-canon\" href=\"https:\/\/therisk.global\/stem\/mathematics\/scenario-stress\/\" aria-label=\"Scenario design and stress testing: canonical page on the STEM Commons\">Canonical \u00b7 STEM Commons <span aria-hidden=\"true\">\u2197<\/span><\/a><\/div><\/li><li><a class=\"nx-mledger-main\" href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/stem\/decision-analysis\/\"><span class=\"nx-mledger-n\" aria-hidden=\"true\">04<\/span><span class=\"nx-mledger-body\"><span class=\"nx-mledger-name\">Decision analysis under uncertainty<\/span><span class=\"nx-mledger-role\">Debt management strategy \u00b7 Fiscal rule design \u00b7 Guarantee approval<\/span><\/span><span class=\"nx-mledger-go\"><span class=\"nx-mledger-go-label\">Applied here<\/span><svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/span><\/a><div class=\"nx-mledger-aside\"><a class=\"nx-mledger-canon\" href=\"https:\/\/therisk.global\/stem\/mathematics\/decision-analysis\/\" aria-label=\"Decision analysis under uncertainty: canonical page on the STEM Commons\">Canonical \u00b7 STEM Commons <span aria-hidden=\"true\">\u2197<\/span><\/a><\/div><\/li><\/ol><aside class=\"nx-limits\" aria-label=\"What the methods cannot say\"><span class=\"nx-eyebrow\">What the methods cannot say<\/span><p class=\"nx-limits-text\">Resource revenue data depend on disclosure that varies by country. Breakeven prices are estimates that change with spending. Fiscal rule compliance assessments differ by assessor. Public Finance and Sovereign Debt explains risks and tools; it does not forecast commodity prices or advise any government.<\/p><\/aside><\/div><\/div><\/div><\/section><section id=\"nx-s-15-sec\" class=\"nx-section\" data-hue=\"systemic\" data-tone=\"alt\" aria-labelledby=\"nx-s-15\"><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\">Questions<\/span><\/div><h2 id=\"nx-s-15\" class=\"nx-section-title\">Questions and answers.<\/h2><\/div><div class=\"nx-section-body\"><div class=\"nx-faq\"><details><summary>What is a fiscal breakeven price?<\/summary><div class=\"nx-answer\">The commodity price at which a government's budget would balance, given its spending and other revenue, as estimated by the IMF and others.<\/div><\/details><details><summary>What does a stabilisation fund do?<\/summary><div class=\"nx-answer\">It saves revenue when commodity prices are high and releases it when they are low, to smooth spending.<\/div><\/details><details><summary>What is the EITI?<\/summary><div class=\"nx-answer\">The Extractive Industries Transparency Initiative, a global standard under which countries disclose payments from extractive companies and how revenue is managed.<\/div><\/details><details><summary>Why is procyclical spending a problem?<\/summary><div class=\"nx-answer\">Because spending more in booms and cutting in busts amplifies economic swings and can leave governments with debt when revenues fall.<\/div><\/details><details><summary>Do stabilization funds solve revenue volatility?<\/summary><div class=\"nx-answer\">They help, if governed by clear rules. Their effectiveness depends on discipline in boom years.<\/div><\/details><details><summary>Does GRA forecast commodity revenues?<\/summary><div class=\"nx-answer\">No. It uses scenarios to explore ranges, not forecasts.<\/div><\/details><details><summary>Does GRA give advice on this topic?<\/summary><div class=\"nx-answer\">No. GRA does not lend, underwrite, rate, invest, advise on or arrange transactions, including sovereign borrowing or debt restructuring, and it introduces no counterparties. Readiness work is not approval. Its analysis is shared, sector-level understanding.<\/div><\/details><\/div><\/div><\/div><\/section><section class=\"nx-section\" data-tone=\"alt\" aria-labelledby=\"nx-rel-16\"><div class=\"nx-container\"><span class=\"nx-eyebrow\">Related<\/span><h2 id=\"nx-rel-16\" class=\"nx-h3 nx-mt-2\">Around Public Finance and Sovereign Debt.<\/h2><nav class=\"nx-related nx-mt-3\" aria-label=\"Related\"><a href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/sovereign-debt-sustainability\/\">Sovereign debt sustainability <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/fiscal-contingent-liabilities\/\">Fiscal contingent liabilities <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/subnational-fiscal-risk\/\">Subnational fiscal risk <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/public-investment-efficiency\/\">Public investment efficiency <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/social-and-health-expenditure\/\">Social and health expenditure <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/climate-and-disaster-fiscal-risk\/\">Climate and disaster fiscal risk <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/\">Public Finance and Sovereign Debt home <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/counterparts\/\">Counterparts across the Consortium <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/globalriskalliance.com\/\">The Global Risks Alliance home <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/globalriskalliance.com\/trust\/\">GRA governance and trust <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><\/nav><\/div><\/section><section class=\"nx-closing\" aria-labelledby=\"nx-close-17\"><div class=\"nx-container\"><span class=\"nx-eyebrow\">Public Finance and Sovereign Debt<\/span><h2 id=\"nx-close-17\" class=\"nx-section-title\">Bring your expertise to this field.<\/h2><p class=\"nx-lede\">The current service level is R0: information and enquiries. An enquiry receives a reference and names the next step; applications, payments, compute allocations and registrations open only when their team, terms and review capacity exist.<\/p><div class=\"nx-actions\"><a class=\"nx-btn\" data-variant=\"primary\" href=\"mailto:contact@globalriskalliance.com?subject=Public%20Finance%20and%20Sovereign%20Debt%3A%20Commodity%20and%20revenue%20risk\">Write to the team <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a class=\"nx-btn\" data-variant=\"secondary\" href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/contact\/\">See all contact routes<\/a><\/div><\/div><\/section><\/div><\/div><script class=\"_iub_cs_skip\">window.__nxMount ? window.__nxMount(document.currentScript) : null;<\/script>\n\n\n<script type=\"application\/ld+json\">{\"@context\":\"https:\/\/schema.org\",\"@graph\":[{\"@type\":\"FAQPage\",\"@id\":\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/commodity-and-revenue-risk\/#faq\",\"isPartOf\":{\"@id\":\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/commodity-and-revenue-risk\/#webpage\"},\"inLanguage\":\"en\",\"mainEntity\":[{\"@type\":\"Question\",\"name\":\"What is a fiscal breakeven price?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"The commodity price at which a government's budget would balance, given its spending and other revenue, as estimated by the IMF and others.\"}},{\"@type\":\"Question\",\"name\":\"What does a stabilisation fund do?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"It saves revenue when commodity prices are high and releases it when they are low, to smooth spending.\"}},{\"@type\":\"Question\",\"name\":\"What is the EITI?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"The Extractive Industries Transparency Initiative, a global standard under which countries disclose payments from extractive companies and how revenue is managed.\"}},{\"@type\":\"Question\",\"name\":\"Why is procyclical spending a problem?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"Because spending more in booms and cutting in busts amplifies economic swings and can leave governments with debt when revenues fall.\"}},{\"@type\":\"Question\",\"name\":\"Do stabilization funds solve revenue volatility?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"They help, if governed by clear rules. 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