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Behind the number is a wealth of clear scientific evidence that shows it is a goal we cannot miss." /> <meta name="generator" content="Drupal 7 (http://drupal.org)" /> <link rel="canonical" href="https://www.climatebonds.net/policy/101-policymakers" /> <link rel="shortlink" href="https://www.climatebonds.net/node/194910" /> <meta property="og:site_name" content="Climate Bonds Initiative" /> <meta property="og:title" content="101 Sustainable Finance Policies for 1.5°C" /> <meta property="og:description" content="A toolkit of 101 policy levers available to government, regulator, and central bank policy makers to facilitate the transition to net zero Policymakers must grasp the opportunities inherent in the transition to net zero The climate transition challenge is encapsulated by 1.5°C. Behind the number is a wealth of clear scientific evidence that shows it is a goal we cannot miss. To reach 1.5°C society must undergo a transition. The transition will offer technological, industrial, and economic opportunities, but the most important opportunity will be political." /> <meta property="og:updated_time" content="2024-08-06T09:57:07+01:00" /> <meta property="og:image" content="https://www.climatebonds.net/sites/all/themes/climatebonds/images/og-image.jpg" /> <meta property="og:image:url" content="https://www.climatebonds.net/sites/all/themes/climatebonds/images/og-image.jpg" /> <meta property="og:image:secure_url" content="https://www.climatebonds.net/sites/all/themes/climatebonds/images/og-image.jpg" /> <meta property="og:image:type" content="image/jpeg" /> <meta property="og:image:width" content="1045" /> <meta property="og:image:height" content="600" /> <meta property="article:published_time" content="2022-10-05T00:00:00+01:00" /> <meta property="article:modified_time" content="2024-08-06T09:57:07+01:00" /> <title>101 Sustainable Finance Policies for 1.5°C | Climate Bonds Initiative</title> <link type="text/css" 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active">101 for Policymakers</a></li> <li class="leaf menu-mlid-1019"><a href="/policy/policy-areas">Green bond policy areas</a></li> <li class="last collapsed menu-mlid-3427"><a href="https://www.climatebonds.net/policy/transition-policy#overlay-context=policy" title="">Transition Policy</a></li> </ul></div> </section> </div> </aside>  <section class="col-sm-9"> <ol class="breadcrumb"><li><a href="/policy">Policy</a></li> <li class="active">101 Sustainable Finance Policies for 1.5°C</li> </ol> <a id="main-content"></a> <h1 class="page-header">101 Sustainable Finance Policies for 1.5°C</h1> <div class="region region-content"> <section id="block-system-main" class="block block-system clearfix"> <article id="node-194910" class="node node-page clearfix"> <div class="field field-name-body field-type-text-with-summary field-label-hidden"><div class="field-items"><div class="field-item even"><form action="https://www.climatebonds.net/policy/101-policymakers" method="post" id="collapse-text-dynamic-form-number-1" accept-charset="UTF-8"><div><div class="collapse-text-text"><div><span style="color:#3399cc;"><strong><img alt="" src="https://www.climatebonds.net/files/images/pages/Images/101%20Policy_webbanner.jpg" style="width: 900px; height: 239px;" /></strong></span></div> <div> </div> <p> </p> <h3><span style="color:#3399cc;">A toolkit of 101 policy levers available to government, regulator, and central bank policy makers to facilitate the transition to net zero</span></h3> <p> </p> <hr /><h3><strong>Policymakers must grasp the opportunities inherent in the transition to net zero </strong><a href="https://www.climatebonds.net/resources/reports/101-sustainable-finance-policies-15%C2%B0c-0"><img alt="" src="data:image/png;base64,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" style="height: 170px; width: 128px; float: right;" /></a></h3> <p><strong>The climate transition challenge is encapsulated by 1.5°C</strong>. Behind the number is a wealth of clear scientific evidence that shows it is a goal we cannot miss.</p> <p>To reach 1.5°C society must undergo a transition. The transition will offer technological, industrial, and economic opportunities, but the most important opportunity will be political. <strong>The climate challenge offers a political opportunity to steer the real and financial economy towards a green future.</strong></p> <p>The green transition will bring economic development, energy sovereignty, and job creation.</p> <p>Investors have been supporting the transition since 2007, and appetite is growing as illustrated by the rapid expansion of the green bond market. By greening development plans and investments, global policymakers can harness this momentum and leverage private capital flows to fund infrastructure and development.</p> <p><a href="https://www.climatebonds.net/files/reports/cbi_101_policyideas.pdf">Download the report in full here.</a></p> <h3><a href="https://www.climatebonds.net/files/reports/cbi_101_policyideas.pdf"><img alt="" src="https://www.climatebonds.net/files/images/policy/Table-101-Policies.png" style="width: 600px; height: 855px;" /></a></h3> <h3><strong>Without rapid climate action, countries will experience a rising cost of capital and stunted growth.</strong></h3> <p>A slow transition will be more expensive than a rapid one. According to the latest research, <a href="https://doi.org/10.1016/j.joule.2022.08.009">rapid transition will be economically beneficial</a> due to lower costs of renewable energy technologies compared to fossil fuels without even accounting for avoided costs of climate damages or other climate policy co-benefits.<sup><sup><a href="applewebdata://CC1168FB-9A8F-4D9F-9F80-C520DB53D07D#_edn1" name="_ednref1" style="background-color: rgb(255, 255, 255);" title="" id="_ednref1"><img alt="" src="https://www.climatebonds.net/files/images/pages/Images/101-rapid-action-needed.png" style="opacity: 0.9; width: 400px; height: 321px; float: right;" /></a></sup></sup></p> <p>Physical climate risk exposure has increased the cost of capital in vulnerable countries, costing the Vulnerable 20 (V20) nations <a href="https://eprints.soas.ac.uk/26038">USD62bn in higher external interest payments over 10 years</a>. Transition risks are materialising for the 20 sovereigns with the highest ratio of net fossil fuel exports to GDP. These suffered a median net credit rating <a href="https://www.fitchratings.com/research/sovereigns/climate-change-strandedassets-are-long-term-risk-for-some-sovereigns-15-02-2021">downgrade of 1.6 notches 2015-2020 and two defaulted</a>.</p> <h3> </h3> <h3><sup><sup></sup></sup><strong>Policymakers can ensure a smooth, rapid transition and safeguard development priorities </strong></h3> <div> <p>Despite the narrowing window to meet 1.5°C, maintaining ambition is crucial to limiting climate change as much as possible. Investment can be channelled to transition with many different instruments in all areas of decision making. <strong>Awareness of this variety can increase policy ambition</strong>.</p> <p>There is a wealth of policies that can be implemented to direct capital to meet sustainable development needs and deliver climate mitigation and resilience, represented by three pillars:</p> <p> </p> </div><fieldset class="collapse-text-fieldset collapsible panel panel-default form-wrapper" id="bootstrap-panel"><legend class="panel-heading"> <a href="#bootstrap-panel-body" class="panel-title fieldset-legend collapsed" data-toggle="collapse">1. Speed: ensure rapid action by all decision makers</a> </legend> <div class="panel-body panel-collapse collapse fade collapsed" id="bootstrap-panel-body"> <div class="collapse-text-text"> <p><img alt="" src="data:image/png;base64,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" style="float: left;" />A <strong>rapid and smooth transition</strong> enables climate mitigation and resilience activities to occur alongside and within economic development. It will also enable growth as a rapid and smooth transition will increase stability, secure voter buy-in and encourage investment. </p> <div><strong><span style="color:#008000;">Policy 1. </span>Align development strategies with climate targets and capture sustainable finance flows to fund economic development</strong>. The starting point for these policies is robust national and sectoral emissions budgets, aligned with the 1.5°C global carbon budget. This provides certainty on the speed and depth of transition, encouraging decisionmakers to secure first-mover advantages in the new net-zero economy.</div> <div><strong><span style="color:#008000;">Policy 3.</span> A coordinated sustainable finance roadmap</strong> ensures alignment between all government departments, the central bank, and regulators. This also provides investor certainty on policy introduction.</div> <div><strong><span style="color:#008000;">Policy 78.</span> Global collaboration and coordinated action</strong> is key to enabling speed of action and facilitating cross-border investment flows. </div> <div> </div> <p><a id="NickSilver" name="NickSilver"></a></p></div> </div> </fieldset><fieldset class="collapse-text-fieldset collapsible panel panel-default form-wrapper" id="bootstrap-panel--2"><legend class="panel-heading"> <a href="#bootstrap-panel-2-body" class="panel-title fieldset-legend collapsed" data-toggle="collapse">2. Steer: tilt the whole economy to transition</a> </legend> <div class="panel-body panel-collapse collapse fade collapsed" id="bootstrap-panel-2-body"> <div class="collapse-text-text"> <p><img alt="" src="data:image/png;base64,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" style="float: left;" /></p> <div> <p><strong>Investment decisions are driven by risk-return evaluation. By proper integration of climate-related risks and opportunities</strong>, traditional investment models can be turned to deliver climate goals and stable and resilient returns. Policies which tilt investment away from high-risk carbon-intensive and towards green and sustainable investments can insulate economies from climate-related risks and open up green development opportunities.</p> <p><strong>Redistribution of capital requires a shift in perspective.</strong> Recognition of the risks of high-carbon investment will enable its rapid decline and redeployment to sustainable investments. Fossil fuel expansion must cease immediately, as highlighted by the IEA Net Zero Roadmap, and many existing plants must undergo early retirement if we are to meet 1.5°C.</p> </div> <div> <h4><span style="color:#3399cc;"><strong>Incorporate transition risk and opportunity into investment decisions</strong></span></h4> <p><strong>Exposing climate risk will bring clarity to the green investment opportunities.</strong> These policies can also help insulate government and central bank’s portfolios from climate-related risks.</p> <p><strong><span style="color:#008000;">Policy 94.</span> Require investors and corporates to publish transition plans</strong>, as <a href="https://www.gov.uk/government/publications/greening-finance-a-roadmap-to-sustainable-investing">required in UK sustainability disclosures</a>. This step can prompt immediate action. The government can then introduce risk tools for longterm assessment of transition plans and their impact on exposure. Basing these on robust standards such as the <a href="https://www.climatebonds.net/standard/taxonomy">Climate Bonds transition and entity criteria</a> will ensure credibility and speed of transition.</p> <p><strong><span style="color:#008000;">Policy 6.</span> Stop subsidising fossil fuels and damaging ecosystem practices </strong>which distort perceptions of climate-related risk. This also frees up a significant level of government spending, which can be reoriented towards transition. Targeted support can prevent adverse impacts on low-income groups.</p> <p><strong><span style="color:#008000;">Policy 81.</span> Central banks recognise climate risk as a risk to financial stability and address it across prudential and monetary policy.</strong> Many policies can be adapted to incorporate climate risk considerations without waiting for disclosure and stress testing evidence.</p> <p><strong><span style="color:#008000;">Policy 88. </span>Central banks adjust risk weightings for capital and reserve requirements</strong> and collateral frameworks to <a href="https://www.ngfs.net/en/adapting-central-bank-operations-hotter-world-reviewing-some-options">incorporate climate risks</a>. This will help insulate the balance sheet from climate-related risk and encourage financial institutions to green their capital allocation.</p> <p><strong><span style="color:#008000;">Policy 8. </span>Carbon pricing reform, removing free allowances and limiting purchase of carbon credits, will ensure that pricing can force change.</strong> High and stable carbon prices will ensure investor confidence in the price signal. Overreliance on carbon pricing could hinder transition if it delays implementation of other mitigation policies.8 Particularly in emerging markets (EM), <a href="https://doi.org/10.1016/j.enpol.2019.04.046">non-price instruments</a> may better overcome political economy restraints and avoid regressive impacts on consumers.</p> <p><strong><span style="color:#008000;">Policy 21. </span>Adopt carbon border adjustment mechanisms (CBAM)</strong>, whereby <a href="https://ec.europa.eu/taxation_customs/green-taxation-0/carbon-border-adjustment-mechanism_en">imports are subject to local carbon pricing</a>. These are important to avoid relocation of high-carbon activities to countries without pricing schemes.</p> <p><strong><span style="color:#008000;">Policy 37.</span> Establish energy transition mechanisms to fund early retirement of fossil fuel assets</strong> and their replacement with renewables installations. Energy transition mechanisms can address the financial risks of continued fossil fuel assets operation and create just transition opportunities.</p> <h4><span style="color:#3399cc;"><strong>Derisk green opportunities to ensure speed of growth</strong></span><strong> </strong> </h4> <p><strong>While investment will eventually flow to green, risk sharing and diversification will speed this up</strong>, maximising investment opportunities and ensuring climate targets are met. Derisking also ensures investment flows meet sustainable development needs.</p> <p>Global capital flows are large, but risk appetite is low. Policymakers can mobilise private finance to support higher-risk projects, whether nascent technologies or in EM.</p> <h4><strong><span style="color:#008000;">Policy 10.</span> Encourage the use of green and sustainable financial instruments through subsidies and incentives</strong> which reduce the cost of green capital and ensure attractive returns.</h4> <h4><strong><span style="color:#008000;">Policy 18.</span> Project guarantees and credit enhancement provide investors with greater certainty of returns</strong>, thereby enabling private investment into projects that would otherwise be viewed as too risky. As much of the capital available for transition is highly risk averse, guarantees are crucial to channel investment to higher-risk projects.</h4> <h4><strong><span style="color:#008000;">Policy 11.</span> Green bond guarantees can encourage green bond issuance over vanilla</strong> and attract international investment.</h4> <h4><strong><span style="color:#008000;">Policy 13. </span>DM to EM sovereign-to-sovereign guarantees can derisk local currency sovereign issuance</strong> and decrease the cost of capital for EM sovereigns.</h4> <h4><strong><span style="color:#008000;">Policy 19. </span>Increase blended finance provision</strong>. Public investment can facilitate the flow of capital to riskier projects by absorbing the higher-risk (junior capital) portion and offering the lower-risk (senior capital) portion to private investors in blended finance deals. This leverages concessional financing to reduce a project’s credit risk, allowing for greater mobilisation of private capital. Including other de-risking facilities such as policy risk hedging can protect from negative market fluctuations and can further increase financing flows, especially important in EM where access to long-term capital is limited.</h4> <h4><strong><span style="color:#008000;">Policy 45.</span> Targeted subsidies are crucial to enable cost competitivity of specific green technologies</strong> and to enable industrial transition. Accelerated depreciation can reduce upfront cost of green infrastructure investments.</h4> <h4><strong><span style="color:#008000;">Policy 22.</span> Establish preferential green trade windows, with low tariffs for low-carbon trade</strong>. This can compensate for CBAM limitations and facilitate the flow of capital to EM, crucial to the success of the global transition. </h4> </div> <p><span style="line-height: 1.6em;"></span></p></div> </div> </fieldset><div class="collapse-text-text"> <p></p> </div><fieldset class="collapse-text-fieldset collapsible panel panel-default form-wrapper" id="bootstrap-panel--3"><legend class="panel-heading"> <a href="#bootstrap-panel-3-body" class="panel-title fieldset-legend collapsed" data-toggle="collapse">3. Simplify: clarify and streamline sustainable investment</a> </legend> <div class="panel-body panel-collapse collapse fade collapsed" id="bootstrap-panel-3-body"> <div class="collapse-text-text"> <p><img alt="" 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" style="float: left;" /></p> <p><strong>To ensure capital moves to green at scale, policymakers can simplify decision-making</strong> and streamline investment processes.</p> <p><strong><span style="color:#008000;">Policy 97. </span>Establish science-based green standards or taxonomies</strong> to provide clarity on what a sustainable investment is and identify green investment opportunities. Including transition standards provides guidance on how to decarbonise high-carbon activities and enables financing of these activities’ transition. <a href="https://ec.europa.eu/info/sites/default/files/business_economy_euro/banking_and_finance/documents/211104-ipsf-common-ground-taxonomy-instruction-report-2021_en.pdf">Aligning with international taxonomies</a> and standards will also enable international private finance flows.</p> <p><strong><span style="color:#008000;">Policy 33.</span> Minimise potential bottlenecks to investment by fast-tracking permits for green projects</strong>, such as renewable energy deployment, and developing regular and replicable auctions.</p> <p><strong><span style="color:#008000;">Policy 101.</span> Green bond segments and fast tracking</strong> makes investing in and issuing sustainable instruments easier. This can help overcome inertia.</p> <p><strong><span style="color:#008000;">Policy 59.</span> Carbon credit trade threatens the transition if used to offset avoidable emissions</strong>. Market reform can identify qualified offset purchasers and ensure credits are only reserved for residual emissions. Reform can also focus on preserving high-carbon stocks. This will facilitate growth of legitimate carbon credits to fund crucial conservation.</p> <p><strong><span style="color:#008000;">Policy 14.</span> Kickstart change with a sovereign green bond programme</strong>. Sovereign green, social, sustainability, and sustainability-linked bond (GSS+) issuance provides a clear demonstration to market of the pricing and visibility benefits of green bonds, acting as a guide for potential issuers. It draws international investors into the local market. It also enables funding of key government expenditures and encourages government departments to grow their pipeline of eligible expenditures.</p> </div> </div> </fieldset><div class="collapse-text-text"> <p></p> <p>Contact the team at <a href="mailto:policy@climatebonds.net">policy@climatebonds.net</a> to find out more. </p> <hr /><hr /><p> </p> </div> </div></div></form></div></div></div> </article> </section> </div> </section> </div> </div> </div> <div id="footer"> <footer class="footer"> <div class="row registered-charity"> <div class="col-xs-12 col-sm-6"> Climate Bonds Initiative is a registered charity in England and Wales (no. 1154413) </div> <div class="col-xs-12 col-sm-6 pull-right charity-conditions"> <a href="/sitemap">Site Map</a> | <a href="/privacy">Privacy Policy</a> | <a href="/legal">Terms & Conditions of Use</a> </div> </div> <div class="container"> <div class="row"> <div class="region region-footer"> <section id="block-menu-block-2" class="block block-menu-block 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