{"id":115168,"date":"2025-08-28T02:08:13","date_gmt":"2025-08-28T02:08:13","guid":{"rendered":"https:\/\/www.newsbeep.com\/us\/115168\/"},"modified":"2025-08-28T02:08:13","modified_gmt":"2025-08-28T02:08:13","slug":"this-economic-sugar-high-wont-last-crfb-warns-touting-analysis-predicting-long-term-stagnation-and-600-billion-in-annual-borrowing-through-2028","status":"publish","type":"post","link":"https:\/\/www.newsbeep.com\/us\/115168\/","title":{"rendered":"This \u2018economic sugar high\u2019 won\u2019t last, CRFB warns, touting analysis predicting long-term stagnation and $600 billion in annual borrowing through 2028"},"content":{"rendered":"<p>The Committee for a Responsible Federal Budget (CRFB) is warning the United States is experiencing an \u201ceconomic sugar high\u201d that will not endure, citing a new analysis of the recently enacted One Big Beautiful Bill Act (OBBBA). <a href=\"https:\/\/www.crfb.org\/blogs\/economic-sugar-high-doesnt-mean-sustained-growth\" target=\"_blank\" rel=\"noreferrer noopener nofollow\" aria-label=\"Go to https:\/\/www.crfb.org\/blogs\/economic-sugar-high-doesnt-mean-sustained-growth\" class=\"sc-4f49155c-0 hLtviE\"><a href=\"https:\/\/www.crfb.org\/blogs\/economic-sugar-high-doesnt-mean-sustained-growth\" target=\"_blank\" rel=\"noreferrer noopener nofollow\" aria-label=\"Go to https:\/\/www.crfb.org\/blogs\/economic-sugar-high-doesnt-mean-sustained-growth\" class=\"sc-4f49155c-0 hLtviE\"><\/p>\n<p>According to a <a href=\"https:\/\/www.crfb.org\/blogs\/economic-sugar-high-doesnt-mean-sustained-growth\" target=\"_blank\" rel=\"noopener nofollow\" aria-label=\"Go to https:\/\/www.crfb.org\/blogs\/economic-sugar-high-doesnt-mean-sustained-growth\" class=\"sc-4f49155c-0 hLtviE\">detailed assessment<\/a> from the nonpartisan budget watchdog, the OBBBA will deliver a significant boost to economic output in the near term, with estimates showing growth rates could climb by nearly 1% in 2026, driven by increased demand and one-time incentives for labor and investment. However, the organization stresses this burst of activity is fleeting and warns projected long-term growth will stagnate as additional borrowing burdens the economy. \u201cAn economic sugar high doesn\u2019t mean sustained growth,\u201d the think tank pronounced.<a href=\"https:\/\/www.crfb.org\/blogs\/economic-sugar-high-doesnt-mean-sustained-growth\" target=\"_blank\" rel=\"noreferrer noopener nofollow\" aria-label=\"Go to https:\/\/www.crfb.org\/blogs\/economic-sugar-high-doesnt-mean-sustained-growth\" class=\"sc-4f49155c-0 hLtviE\"><a href=\"https:\/\/www.crfb.org\/blogs\/economic-sugar-high-doesnt-mean-sustained-growth\" target=\"_blank\" rel=\"noreferrer noopener nofollow\" aria-label=\"Go to https:\/\/www.crfb.org\/blogs\/economic-sugar-high-doesnt-mean-sustained-growth\" class=\"sc-4f49155c-0 hLtviE\"><\/p>\n<p>How the OBBBA drives short-term gains<\/p>\n<p>The analysis highlights several mechanisms through which the OBBBA will stimulate growth in the short run. This includes the government borrowing $600 billion per year from 2026 through 2028, reductions in taxes on work and investment, and temporary expansions of incentives for businesses. These policies are expected to create a surge in demand and temporarily increase labor and capital supply, but the CRFB underscores these one-off effects will fade quickly as the economy adjusts\u2014and particularly so if full employment persists. <\/p>\n<p>The CRFB notes OBBBA supporters have argued the law will significantly accelerate economic growth, including <a href=\"https:\/\/www.whitehouse.gov\/wp-content\/uploads\/2025\/03\/Economic-Impact-of-Extending-TCJA-Provisions.pdf\" target=\"_blank\" rel=\"noreferrer noopener nofollow\" aria-label=\"Go to https:\/\/www.whitehouse.gov\/wp-content\/uploads\/2025\/03\/Economic-Impact-of-Extending-TCJA-Provisions.pdf\" class=\"sc-4f49155c-0 hLtviE\">the White House Council of Economic Advisors<\/a> and <a href=\"https:\/\/truthsocial.com\/@realDonaldTrump\/posts\/114597726905289988\" target=\"_blank\" rel=\"noreferrer noopener nofollow\" aria-label=\"Go to https:\/\/truthsocial.com\/@realDonaldTrump\/posts\/114597726905289988\" class=\"sc-4f49155c-0 hLtviE\">Trump himself on Truth Social<\/a>. This will be true in 2026 and 2027, the CRFB says, finding near-term\u00a0economic growth will indeed be boosted, but sustained\u00a0economic growth will not. <\/p>\n<p>CRFB cautions the positive economic effects will be offset over time by rising national debt, which is projected to grow by $4.1 trillion through 2034, crowding out investment and exerting downward pressure on long-term growth. The analysis notes the boost to growth resembles prior episodes such as the aftermath of the 2017 Tax Cuts and Jobs Act, which provided an initial lift to the economy but failed to deliver lasting growth.<a href=\"https:\/\/www.crfb.org\/blogs\/economic-sugar-high-doesnt-mean-sustained-growth\" target=\"_blank\" rel=\"noreferrer noopener nofollow\" aria-label=\"Go to https:\/\/www.crfb.org\/blogs\/economic-sugar-high-doesnt-mean-sustained-growth\" class=\"sc-4f49155c-0 hLtviE\"><a href=\"https:\/\/www.crfb.org\/blogs\/economic-sugar-high-doesnt-mean-sustained-growth\" target=\"_blank\" rel=\"noreferrer noopener nofollow\" aria-label=\"Go to https:\/\/www.crfb.org\/blogs\/economic-sugar-high-doesnt-mean-sustained-growth\" class=\"sc-4f49155c-0 hLtviE\"><\/p>\n<p>Forecasts signal diminishing returns <\/p>\n<p>The CRFB cited supporting estimates from the <a href=\"https:\/\/taxpolicycenter.org\/taxvox\/2025-budget-reconciliation-act-will-increase-debt-while-modestly-boosting-economy\" target=\"_blank\" rel=\"noopener nofollow\" aria-label=\"Go to https:\/\/taxpolicycenter.org\/taxvox\/2025-budget-reconciliation-act-will-increase-debt-while-modestly-boosting-economy\" class=\"sc-4f49155c-0 hLtviE\">Tax Policy Center<\/a> and <a href=\"https:\/\/budgetlab.yale.edu\/research\/long-term-impacts-one-big-beautiful-bill-act-enacted-july-4-2025\" target=\"_blank\" rel=\"noopener nofollow\" aria-label=\"Go to https:\/\/budgetlab.yale.edu\/research\/long-term-impacts-one-big-beautiful-bill-act-enacted-july-4-2025\" class=\"sc-4f49155c-0 hLtviE\">Yale Budget Lab<\/a> as largely agreeing with its own conclusions. Their models show the OBBBA increasing economic output by 0.7% to 0.9% in 2026, but growth rates quickly reverting afterward. In some models, economic output could even decline by as much as 0.2% by 2034.<\/p>\n<p>The Congressional Budget Office and other think tanks also predict only modest or negative long-run impacts, despite a robust immediate stimulus. (The CRFB notes that the CBO has not issued an estimate about the final legislation, but did release a\u00a0<a href=\"https:\/\/www.cbo.gov\/system\/files\/2025-06\/hr0001-dynamic-estimate.pdf\" target=\"_blank\" rel=\"noreferrer noopener nofollow\" aria-label=\"Go to https:\/\/www.cbo.gov\/system\/files\/2025-06\/hr0001-dynamic-estimate.pdf\" class=\"sc-4f49155c-0 hLtviE\">dynamic score<\/a>\u00a0for an earlier\u00a0<a href=\"https:\/\/www.crfb.org\/blogs\/obbba-would-cost-more-dynamic-basis-says-cbo\" target=\"_blank\" rel=\"noopener nofollow\" aria-label=\"Go to https:\/\/www.crfb.org\/blogs\/obbba-would-cost-more-dynamic-basis-says-cbo\" class=\"sc-4f49155c-0 hLtviE\">House version<\/a>\u00a0of the bill.)<\/p>\n<p><img alt=\"\" loading=\"lazy\" width=\"1024\" height=\"768\" decoding=\"async\" data-nimg=\"1\" style=\"color:transparent;height:auto;object-fit:cover;width:100%;background-size:cover;background-position:50% 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  src=\"https:\/\/www.newsbeep.com\/us\/wp-content\/uploads\/2025\/08\/crfb-obba.png\"\/><\/p>\n<p>The CRFB notes the\u00a0<a href=\"https:\/\/www.crfb.org\/blogs\/trump-cea-projections-tracker\" target=\"_blank\" rel=\"noopener nofollow\" aria-label=\"Go to https:\/\/www.crfb.org\/blogs\/trump-cea-projections-tracker\" class=\"sc-4f49155c-0 hLtviE\">Council of Economic Advisors<\/a> expects a similar pattern of a near-term stimulus boost of nearly\u00a0<a href=\"https:\/\/www.whitehouse.gov\/wp-content\/uploads\/2025\/03\/The-One-Big-Beautiful-Bill-Legislation-for-Historic-Prosperity-and-Deficit-Reduction-1.pdf\" target=\"_blank\" rel=\"noreferrer noopener nofollow\" aria-label=\"Go to https:\/\/www.whitehouse.gov\/wp-content\/uploads\/2025\/03\/The-One-Big-Beautiful-Bill-Legislation-for-Historic-Prosperity-and-Deficit-Reduction-1.pdf\" class=\"sc-4f49155c-0 hLtviE\">2.4%<\/a>\u00a0and a 4.75% increase in GDP in 2028, falling to 2.55% by 2034. Among other estimators, the Tax Foundation on the high end estimates output increasing 1.25% in 2034, while the Penn Wharton Budget Model on the low-end estimates output would decrease by 0.2% at that point.<\/p>\n<p>The CRFB repeatedly refers to the temporary \u201csugar high\u201d from the OBBBA and compares it directly to another sugar high: the 2017 Tax Cuts and Jobs Act, or TCJA, from Trump\u2019s first term. The growth that resulted from that law, it said, now appears in retrospect \u201cto have represented a one-time boost to economic activity rather than a sustained increase in the rate of economic growth.\u201d Roughly as expected, the economy grew by 3% in 2018, 2.6% in 2019, before appearing <a href=\"https:\/\/www.crfb.org\/sites\/default\/files\/managed\/media-documents2022-02\/Analysis_of_CBO_Budget_and_Economic_Outlook_January_2020.pdf#page=8\" target=\"_blank\" rel=\"noopener nofollow\" aria-label=\"Go to https:\/\/www.crfb.org\/sites\/default\/files\/managed\/media-documents2022-02\/Analysis_of_CBO_Budget_and_Economic_Outlook_January_2020.pdf#page=8\" class=\"sc-4f49155c-0 hLtviE\">on course<\/a>\u00a0to grow at roughly 2.2% in 2020. That was of course interrupted by the pandemic, with a historic contraction, immediately followed by an equally historic expansion. On average, though, GDP has grown by about 2.3% per year since 2019, with the CRFB estimating a 2.1% growth rate if not for an unexpected\u00a0<a href=\"https:\/\/www.cbo.gov\/publication\/60569\" target=\"_blank\" rel=\"noreferrer noopener nofollow\" aria-label=\"Go to https:\/\/www.cbo.gov\/publication\/60569\" class=\"sc-4f49155c-0 hLtviE\">surge<\/a>\u00a0in immigration that swelled the labor force.\u00a0In other words, another sugar high. The CRFB charted this out as well:<\/p>\n<p><img alt=\"\" loading=\"lazy\" width=\"1024\" height=\"778\" decoding=\"async\" data-nimg=\"1\" style=\"color:transparent;height:auto;object-fit:cover;width:100%;background-size:cover;background-position:50% 50%;background-repeat:no-repeat;background-image:url(&quot;data:image\/svg+xml;charset=utf-8,%3Csvg xmlns='http:\/\/www.w3.org\/2000\/svg' viewBox='0 0 1024 778'%3E%3Cfilter id='b' color-interpolation-filters='sRGB'%3E%3CfeGaussianBlur stdDeviation='20'\/%3E%3CfeColorMatrix values='1 0 0 0 0 0 1 0 0 0 0 0 1 0 0 0 0 0 100 -1' result='s'\/%3E%3CfeFlood x='0' y='0' width='100%25' height='100%25'\/%3E%3CfeComposite operator='out' in='s'\/%3E%3CfeComposite in2='SourceGraphic'\/%3E%3CfeGaussianBlur stdDeviation='20'\/%3E%3C\/filter%3E%3Cimage width='100%25' height='100%25' x='0' y='0' preserveAspectRatio='none' style='filter: url(%23b);' 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'\/%3E%3C\/svg%3E&quot;)\"   src=\"https:\/\/www.newsbeep.com\/us\/wp-content\/uploads\/2025\/08\/crfb-obba-1.png\"\/><\/p>\n<p>The CRFB finishes by calling for a focus on sustainable fiscal reforms, such as thoughtful adjustments to taxes, regulations, and entitlements. Most important, it calls for a credible strategy to constrain the <a href=\"https:\/\/fortune.com\/2025\/08\/12\/how-much-national-debt-record-37-trillion\/\" target=\"_self\" aria-label=\"Go to https:\/\/fortune.com\/2025\/08\/12\/how-much-national-debt-record-37-trillion\/\" class=\"sc-4f49155c-0 hLtviE\" rel=\"nofollow noopener\">$37 trillion national debt<\/a>, warning that without such changes, today\u2019s economic buzz will be followed by years of stagnation. The <a href=\"https:\/\/fortune.com\/company\/dow\/\" target=\"_blank\" aria-label=\"Go to https:\/\/fortune.com\/company\/dow\/\" class=\"sc-4f49155c-0 hLtviE\" rel=\"nofollow noopener\">Dow<\/a> Jones industrial average posted its <a href=\"https:\/\/www.reuters.com\/business\/dow-notches-record-high-wall-street-cheers-powells-speech-2025-08-22\/\" target=\"_blank\" rel=\"noopener nofollow\" aria-label=\"Go to https:\/\/www.reuters.com\/business\/dow-notches-record-high-wall-street-cheers-powells-speech-2025-08-22\/\" class=\"sc-4f49155c-0 hLtviE\">most recent record high<\/a> on Aug. 22, 2025, while <a href=\"https:\/\/finance.yahoo.com\/quote\/%5EGSPC\/history\/\" target=\"_blank\" rel=\"noopener nofollow\" aria-label=\"Go to https:\/\/finance.yahoo.com\/quote\/%5EGSPC\/history\/\" class=\"sc-4f49155c-0 hLtviE\">the S&amp;P 500<\/a> has been hovering near record highs itself throughout the month. Nevertheless, markets were rattled briefly by a tech selloff amid <a href=\"https:\/\/fortune.com\/2025\/08\/24\/is-ai-a-bubble-market-crash-gary-marcus-openai-gpt5\/\" target=\"_self\" aria-label=\"Go to https:\/\/fortune.com\/2025\/08\/24\/is-ai-a-bubble-market-crash-gary-marcus-openai-gpt5\/\" class=\"sc-4f49155c-0 hLtviE\" rel=\"nofollow noopener\">fears of a bubble in artificial intelligence<\/a> mid-month.<a href=\"https:\/\/www.crfb.org\/blogs\/economic-sugar-high-doesnt-mean-sustained-growth\" target=\"_blank\" rel=\"noreferrer noopener nofollow\" aria-label=\"Go to https:\/\/www.crfb.org\/blogs\/economic-sugar-high-doesnt-mean-sustained-growth\" class=\"sc-4f49155c-0 hLtviE\"><\/p>\n<p>For this story,\u00a0Fortune\u00a0used generative AI to help with an initial draft. An editor verified the accuracy of the information before publishing.\u00a0<a href=\"https:\/\/www.crfb.org\/blogs\/economic-sugar-high-doesnt-mean-sustained-growth\" target=\"_blank\" rel=\"noreferrer noopener nofollow\" aria-label=\"Go to https:\/\/www.crfb.org\/blogs\/economic-sugar-high-doesnt-mean-sustained-growth\" class=\"sc-4f49155c-0 hLtviE\"><a href=\"https:\/\/www.crfb.org\/blogs\/economic-sugar-high-doesnt-mean-sustained-growth\" target=\"_blank\" rel=\"noreferrer noopener nofollow\" aria-label=\"Go to https:\/\/www.crfb.org\/blogs\/economic-sugar-high-doesnt-mean-sustained-growth\" class=\"sc-4f49155c-0 hLtviE\"><\/p>\n<p>Introducing the 2025 Fortune Global 500, the definitive ranking of the biggest companies in the world. <a href=\"https:\/\/fortune.com\/ranking\/global500\/?&amp;itm_source=fortune&amp;itm_medium=article_tout&amp;itm_campaign=plea_text\" target=\"_self\" aria-label=\"Go to https:\/\/fortune.com\/ranking\/global500\/?&amp;itm_source=fortune&amp;itm_medium=article_tout&amp;itm_campaign=plea_text\" class=\"sc-4f49155c-0 hLtviE\" rel=\"nofollow noopener\">Explore this year&#8217;s list.<\/a><\/p>\n","protected":false},"excerpt":{"rendered":"The Committee for a Responsible Federal Budget (CRFB) is warning the United States is experiencing an \u201ceconomic sugar&hellip;\n","protected":false},"author":2,"featured_media":115169,"comment_status":"","ping_status":"","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[36],"tags":[28,3055,12,101,1548,3123],"class_list":{"0":"post-115168","1":"post","2":"type-post","3":"status-publish","4":"format-standard","5":"has-post-thumbnail","7":"category-economy","8":"tag-business","9":"tag-debt","10":"tag-donald-trump","11":"tag-economy","12":"tag-taxes","13":"tag-white-house"},"_links":{"self":[{"href":"https:\/\/www.newsbeep.com\/us\/wp-json\/wp\/v2\/posts\/115168","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.newsbeep.com\/us\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.newsbeep.com\/us\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.newsbeep.com\/us\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.newsbeep.com\/us\/wp-json\/wp\/v2\/comments?post=115168"}],"version-history":[{"count":0,"href":"https:\/\/www.newsbeep.com\/us\/wp-json\/wp\/v2\/posts\/115168\/revisions"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/www.newsbeep.com\/us\/wp-json\/wp\/v2\/media\/115169"}],"wp:attachment":[{"href":"https:\/\/www.newsbeep.com\/us\/wp-json\/wp\/v2\/media?parent=115168"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.newsbeep.com\/us\/wp-json\/wp\/v2\/categories?post=115168"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.newsbeep.com\/us\/wp-json\/wp\/v2\/tags?post=115168"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}