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*/ 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" " + "template-mode-dark" : ""; // Check for feature style flag var isFeatureStyle = "".toLowerCase().match(/feature|featured|feat/) !== null; var featureStyle = (isFeatureStyle) ? "template-style-feature" : "template-style-standard"; // Set classes on body element var tBody = document.body.classList.add(...[templateType.trim(), templateStyle.trim(), darkMode.trim(), featureStyle.trim()].filter(d => !!d)); })(); </script> <!-- story top/cover and links --> <!-- LINKS --> <!-- story-body --> <div class="g-story g-freebird g-max-limit " data-preview-slug="2021-03-30-biden-infrastructure"> <!-- data preprocessed in process/process-data.js --> <p class="g-body " > President Biden on Wednesday released <a href="https://www.nytimes.com/2021/03/31/business/economy/biden-infrastructure-plan.html">his $2 trillion plan</a> to shore up the nation’s infrastructure and create jobs. The sprawling proposal would be paid for with <a href="https://www.nytimes.com/2021/03/30/business/economy/biden-infrastructure-taxes.html">15 years of higher taxes on corporations</a>. Here’s how the spending breaks down: </p> <h2 class="g-subhed g-optimize-type g-smallhed" id=""> <span class="g-balancer" data-id="1">Transportation</span> </h2> <p class="g-body " > Among the proposals: Modernize 20,000 miles of highways and roads; repair 10,000 bridges; and, by 2030, build a network of 500,000 electric vehicle chargers. </p> <p class="g-body " > <strong>The goal:</strong> To revitalize the aging or crumbling corridors that get American people and products from place to place, while reducing the sector’s reliance on fossil fuels that drive climate change. </p> <!-- asset wrapper : start --> <!-- ASSET : START --> <div class="g-asset g-chart g-chart-rows" style="max-width: 600px"> <!-- Intro elements --> <div role="img" > <div class="g-chart-header"> <div class="g-chart-label" style="width: 39%"> </div> <div class="g-chart-label not-first" style="width: calc((100% - 39%)/1 - 20px)"> Estimated cost in billions </div> </div> <div class="g-chart-row g-chart-row-0 outside"> <div class="g-chart-label" style="width: 39%;">Electric vehicle incentives</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$174</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 81.69014084507043%; "> <div class="g-chart-bar-label in-label">$174</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-1 outside"> <div class="g-chart-label" style="width: 39%;">Roads and bridges</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$115</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 53.990610328638496%; "> <div class="g-chart-bar-label in-label">$115</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-2 outside"> <div class="g-chart-label" style="width: 39%;">Public transit</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$85</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 39.906103286384976%; "> <div class="g-chart-bar-label in-label">$85</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-3 outside"> <div class="g-chart-label" style="width: 39%;">Passenger and freight railways</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$80</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 37.558685446009385%; "> <div class="g-chart-bar-label in-label">$80</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-4 outside"> <div class="g-chart-label" style="width: 39%;">Disaster resilience</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$50</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 23.474178403755868%; "> <div class="g-chart-bar-label in-label">$50</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-5 outside"> <div class="g-chart-label" style="width: 39%;">Other</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$35</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 16.431924882629108%; "> <div class="g-chart-bar-label in-label">$35</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-6 outside"> <div class="g-chart-label" style="width: 39%;">Airports</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$25</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 11.737089201877934%; "> <div class="g-chart-bar-label in-label">$25</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-7 outside"> <div class="g-chart-label" style="width: 39%;">Improve road safety</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$20</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 9.389671361502346%; "> <div class="g-chart-bar-label in-label">$20</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-8 outside"> <div class="g-chart-label" style="width: 39%;">Underserved communities</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$20</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 9.389671361502346%; "> <div class="g-chart-bar-label in-label">$20</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-9 outside"> <div class="g-chart-label" style="width: 39%;">Waterways and ports</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$17</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 7.981220657276995%; "> <div class="g-chart-bar-label in-label">$17</div> </div> </div> </div> </div> <!-- asset wrapper : end --> <!-- ASSET : END --> </div> </div> <h2 class="g-subhed g-optimize-type g-smallhed" id=""> <span class="g-balancer" data-id="2">Buildings and Utilities</span> </h2> <p class="g-body " > One of the largest investments includes more than $200 billion in tax credits and grants to improve and build affordable housing. </p> <p class="g-body " > <strong>The goal:</strong> To make homes and commercial buildings more energy efficient; reduce the lead hazards of old water pipes; bridge the urban-rural digital divide; and modernize the electrical grid for greater reliability and wider deployment of low-carbon electricity. </p> <!-- asset wrapper : start --> <!-- ASSET : START --> <div class="g-asset g-chart g-chart-rows2" style="max-width: 600px"> <!-- Intro elements --> <div role="img" > <div class="g-chart-header"> <div class="g-chart-label" style="width: 39%"> </div> <div class="g-chart-label not-first" style="width: calc((100% - 39%)/1 - 20px)"> Estimated cost in billions </div> </div> <div class="g-chart-row g-chart-row-0 outside"> <div class="g-chart-label" style="width: 39%;">Affordable housing</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$213</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 100%; "> <div class="g-chart-bar-label in-label">$213</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-1 outside"> <div class="g-chart-label" style="width: 39%;">High-speed broadband</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$100</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 46.948356807511736%; "> <div class="g-chart-bar-label in-label">$100</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-2 outside"> <div class="g-chart-label" style="width: 39%;">Electric grid and clean energy</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$100</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 46.948356807511736%; "> <div class="g-chart-bar-label in-label">$100</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-3 outside"> <div class="g-chart-label" style="width: 39%;">Public schools</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$100</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 46.948356807511736%; "> <div class="g-chart-bar-label in-label">$100</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-4 outside"> <div class="g-chart-label" style="width: 39%;">Water systems</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$66</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 30.985915492957744%; "> <div class="g-chart-bar-label in-label">$66</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-5 outside"> <div class="g-chart-label" style="width: 39%;">Eliminate lead pipes</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$45</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 21.12676056338028%; "> <div class="g-chart-bar-label in-label">$45</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-6 outside"> <div class="g-chart-label" style="width: 39%;">Child care facilities</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$25</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 11.737089201877934%; "> <div class="g-chart-bar-label in-label">$25</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-7 outside"> <div class="g-chart-label" style="width: 39%;">Veterans hospitals</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$18</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 8.450704225352112%; "> <div class="g-chart-bar-label in-label">$18</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-8 outside"> <div class="g-chart-label" style="width: 39%;">Community colleges</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$12</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 5.633802816901409%; "> <div class="g-chart-bar-label in-label">$12</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-9 outside"> <div class="g-chart-label" style="width: 39%;">Federal buildings</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$10</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 4.694835680751173%; "> <div class="g-chart-bar-label in-label">$10</div> </div> </div> </div> </div> <!-- asset wrapper : end --> <!-- ASSET : END --> </div> </div> <h2 class="g-subhed g-optimize-type g-smallhed" id=""> <span class="g-balancer" data-id="3">Jobs and Innovation</span> </h2> <p class="g-body " > The plan goes beyond physical infrastructure, proposing more than $500 billion to invest in the manufacturing sector, worker training and research and development. </p> <p class="g-body " > <strong>The goal:</strong> The president has said that he wants to position America to compete against China and other rivals in the race to build and dominate industries of the future, like semiconductors and advanced batteries. </p> <!-- asset wrapper : start --> <!-- ASSET : START --> <div class="g-asset g-chart g-chart-rows3 g-jobs" style="max-width: 600px"> <!-- Intro elements --> <div role="img" > <div class="g-chart-header"> <div class="g-chart-label" style="width: 39%"> </div> <div class="g-chart-label not-first" style="width: calc((100% - 39%)/1 - 20px)"> Estimated cost in billions </div> </div> <div class="g-chart-row g-chart-row-0 outside"> <div class="g-chart-label" style="width: 39%;">Domestic manufacturing</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$52</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 24.413145539906104%; "> <div class="g-chart-bar-label in-label">$52</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-1 outside"> <div class="g-chart-label" style="width: 39%;">National Science Foundation</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$50</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 23.474178403755868%; "> <div class="g-chart-bar-label in-label">$50</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-2 outside"> <div class="g-chart-label" style="width: 39%;">Supply chain support</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$50</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 23.474178403755868%; "> <div class="g-chart-bar-label in-label">$50</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-3 outside"> <div class="g-chart-label" style="width: 39%;">Semiconductor industry</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$50</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 23.474178403755868%; "> <div class="g-chart-bar-label in-label">$50</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-4 outside"> <div class="g-chart-label" style="width: 39%;">Work force development</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$48</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 22.535211267605636%; "> <div class="g-chart-bar-label in-label">$48</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-5 outside"> <div class="g-chart-label" style="width: 39%;">Clean energy manufacturing</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$46</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 21.5962441314554%; "> <div class="g-chart-bar-label in-label">$46</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-6 outside"> <div class="g-chart-label" style="width: 39%;">Research infrastructure</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$40</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 18.779342723004692%; "> <div class="g-chart-bar-label in-label">$40</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-7 outside"> <div class="g-chart-label" style="width: 39%;">New dislocated worker program</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$40</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 18.779342723004692%; "> <div class="g-chart-bar-label in-label">$40</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-8 outside"> <div class="g-chart-label" style="width: 39%;">Climate technology</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$35</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 16.431924882629108%; "> <div class="g-chart-bar-label in-label">$35</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-9 outside"> <div class="g-chart-label" style="width: 39%;">Small-business support</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$31</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 14.553990610328638%; "> <div class="g-chart-bar-label in-label">$31</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-10 outside"> <div class="g-chart-label" style="width: 39%;">Research and development</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$30</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 14.084507042253522%; "> <div class="g-chart-bar-label in-label">$30</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-11 outside"> <div class="g-chart-label" style="width: 39%;">Pandemic preparedness</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$30</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 14.084507042253522%; "> <div class="g-chart-bar-label in-label">$30</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-12 outside"> <div class="g-chart-label" style="width: 39%;">Research at H.B.C.U.s</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$25</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 11.737089201877934%; "> <div class="g-chart-bar-label in-label">$25</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-13 outside"> <div class="g-chart-label" style="width: 39%;">Community investment</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$20</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 9.389671361502346%; "> <div class="g-chart-bar-label in-label">$20</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-14 outside"> <div class="g-chart-label" style="width: 39%;">Innovation and competitiveness</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$14</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 6.572769953051644%; "> <div class="g-chart-bar-label in-label">$14</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-15 outside"> <div class="g-chart-label" style="width: 39%;">Underserved communities</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$12</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 5.633802816901409%; "> <div class="g-chart-bar-label in-label">$12</div> </div> </div> </div> </div> <div class="g-chart-row g-chart-row-16 outside"> <div class="g-chart-label" style="width: 39%;">New rural partnership program</div> <div class="g-chart-bar-container" style="width: calc((100% - 39%)/1 - 20px)"> <div class="g-chart-bar-neg" style="width: 50px"> <div class="g-chart-bar-label out-label">$5</div> </div> <div class="g-chart-bar-pos" style="width: calc(100% - 50px)"> <div class="g-chart-bar" style=" width: 2.3474178403755865%; "> <div class="g-chart-bar-label in-label">$5</div> </div> </div> </div> </div> <!-- asset wrapper : end --> <!-- ASSET : END --> </div> </div> <h2 class="g-subhed g-optimize-type g-smallhed" id=""> <span class="g-balancer" data-id="4">In-Home Care</span> </h2> <p class="g-body " > The plan also includes $400 billion to expand access to caregiving for those who are older and those with disabilities, and to improve pay and benefits for caregivers. </p> <p class="g-body " > <strong>The goal:</strong> Broadens the traditional definition of “infrastructure” to include the provision of in-home care. From an economic standpoint, administration officials say, it is as much about the workers providing that care as it is about the patients. The money would help those workers, disproportionately women of color and low-paid, to earn more. </p> </div> <!-- /end story-body --> <!-- methodology and related content sections --> <!-- special includes for video features, opinion section --> <script> NYTG.watch('https://static01.nyt.com/newsgraphics/2021/03/30/biden-infrastructure/ac78c6f2d27b2c678a669b3db6e5f41789bcd9d0/build/js/main.js'); NYTG.load('https://static01.nyt.com/newsgraphics/2021/03/30/biden-infrastructure/ac78c6f2d27b2c678a669b3db6e5f41789bcd9d0/build/js/freebird.js'); </script> <!-- Pipeline: 2021-03-30-biden-infrastructure | March 31, 2021, 04:42PM | ac78c6f2d27b2c678a669b3db6e5f41789bcd9d0 --> </div></section><div id="interactive-footer-container" class="css-tbjo8i interactive-footer-container"><footer id="interactive-footer" class="interactive-footer"><p data-testid="source" id="interactive-source" class="css-1fq2n5g interactive-source">Source: The White House</p></footer><div id="interactive-addendum-list" 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